tag:blogger.com,1999:blog-86839897763920346942024-03-05T08:07:27.207+00:00SMB Bearings Ltd BlogVisit www.smbbearings.com for information on our bearings for hobby & industrial use...Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.comBlogger482125tag:blogger.com,1999:blog-8683989776392034694.post-14662029440604247812018-10-22T11:31:00.001+01:002018-10-22T11:33:21.223+01:00SMB Bearings Ltd blog replaced by website news page...<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiObmafVT_XVuzijqh1ESA0q_lF4H_ZathTw6h-_WuoSJ1iSY_AV9A8hbiUshpjMRQvpQlJbIqbeG7yukKH70kXsLGT79Mse57XuGsh8adzwKjf26g0YTQesL1BPiW9C6e8GrwO7ucXjKrX/s1600/SMB+news.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="929" data-original-width="1407" height="263" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiObmafVT_XVuzijqh1ESA0q_lF4H_ZathTw6h-_WuoSJ1iSY_AV9A8hbiUshpjMRQvpQlJbIqbeG7yukKH70kXsLGT79Mse57XuGsh8adzwKjf26g0YTQesL1BPiW9C6e8GrwO7ucXjKrX/s400/SMB+news.JPG" width="400" /></a></div>
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After 10 years of offering news & updates, the SMB Bearings Ltd blog has been replaced.</div>
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<span style="font-size: large;">If you'd still like to keep up to date with SMB Bearings latest news </span></div>
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<span style="font-size: large;">to visit <a href="https://www.smbbearings.com/">our website's</a> news page.</span></div>
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It's been great fun, thanks for visiting us!</div>
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Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-16591811809886772232018-02-22T16:09:00.002+00:002018-02-22T16:09:34.312+00:00Blink & you'll miss him, Aaron Skippings' Top Speed Challenge<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG0jAngUZIIXm39B9wtO__b_Pdw7wAhE21z3fWdSaXvQ_xTOKs5BPfsNzuQSyioNwaAk8dM3GHA8FPHjXFPHJ0skBIRvzvRdMrEWPdcBN7zMalih8mh7xgL9_r_WNgQHSMcwDBgxCmn79O/s1600/Aaron.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="636" data-original-width="636" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG0jAngUZIIXm39B9wtO__b_Pdw7wAhE21z3fWdSaXvQ_xTOKs5BPfsNzuQSyioNwaAk8dM3GHA8FPHjXFPHJ0skBIRvzvRdMrEWPdcBN7zMalih8mh7xgL9_r_WNgQHSMcwDBgxCmn79O/s400/Aaron.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Aaron Skippings - photo by J Patten</td></tr>
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We love our bearing technician Aaron "Azzy" Skippings & his mad downhill skateboard adventures! Here's a clip from last year when Aaron took on <span style="background-color: white; color: #111111; font-family: "roboto" , "arial" , sans-serif; font-size: 14px; white-space: pre-wrap;">Les Eboulements - Canada & the Top Speed Challenge:</span><br />
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<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/JPYMCsb_C0M?rel=0" width="560"></iframe><br />
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And if that clip was all too brief for you, check out the action from Bela Freeride in Austria:<br />
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<iframe allow="autoplay; encrypted-media" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/FM6TxmjEWL8?rel=0" width="560"></iframe>Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-22650746163909806832017-12-18T11:56:00.003+00:002017-12-18T11:56:50.426+00:00Choosing bearings for collaborative robotics...<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<b>Behind
the drawn factory doors of facilities across Europe, humans are working safely alongside
a new kind of colleague; one that is stronger, faster and more efficient than
ever before: collaborative robots. Here, Chris Johnson, managing director of <a href="http://www.smbbearings.com/index.html">bearing distributor</a> SMB Bearings Ltd,
explains how to choose the right bearing for this new automation application.</b></div>
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Just a few years ago, collaborative robots
were widely considered a novelty, but the technology has quickly grown to be
one of the most significant
trends in robotics. In fact, an ABI Research study predicts that industry will
be populated with more than 40,000 collaborative robots by 2020.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-27dtI4FJAKmVrEkI6Qc9XgFt1hLGQ_ogCeqXHrmpcV5TXxKL-Gy1Jx-tnJhvDPtZksyGYnz-y_4czTaG354v-tQrFDG1fvHbUboX88qfUmU17fDt82HhS2odetOmissMkWkHj3i_9cuY/s1600/robot-312208_1280.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="1280" data-original-width="921" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-27dtI4FJAKmVrEkI6Qc9XgFt1hLGQ_ogCeqXHrmpcV5TXxKL-Gy1Jx-tnJhvDPtZksyGYnz-y_4czTaG354v-tQrFDG1fvHbUboX88qfUmU17fDt82HhS2odetOmissMkWkHj3i_9cuY/s400/robot-312208_1280.png" width="286" /></a></div>
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As opposed to traditional industrial robots,
which are confined to operate in work cells to protect human workers,
collaborative robots can operate — as the name suggests — collaboratively with
their human counterparts. They are designed to operate safely alongside
people, by limiting the robots force and implementing sensors that prevent the
robot colliding with a human or any other equipment. <o:p></o:p></div>
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The machines are used to carry out
repetitive roles such as assembly and handling, taking these menial tasks away
from humans to free them up for more complex tasks. As they are designed to
take on these basic operations, collaborative robots tend to be much simpler
than other industrial robots, making them cheaper to buy, easier to operate and
less hassle to maintain. <o:p></o:p></div>
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<b>Maintaining
accuracy<o:p></o:p></b></div>
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Despite the simplification of their design,
the specification of bearings for collaborative robots is just as important a
consideration as those of more complex robots, like six-axis or SCARA models. Industrial
robots are required to deliver high levels of accuracy and repeatability and
collaborative robots are no exception. <o:p></o:p></div>
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Consider the rotary joints of a
collaborative robot as an example. Manufacturers expect the robot to deliver
smooth actions, with good rotational accuracy and reliability. However, in
robotics applications, there is more to choosing a bearing than simply
selecting one that fits. <o:p></o:p></div>
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To guarantee the high levels of rotational
precision and reliability required for the operations of a collaborative robot,
manufacturers should invest in high quality, precision bearings for the robot’s
rotary joints. <o:p></o:p></div>
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As distributors of Sapporo Precision of
Japan, who manufacturer EZO thin section bearings for robotics applications, we
understand how high-quality bearings can prolong the lifespan of industrial
equipment. These bearings are lightweight take up much less space than standard
bearings and have excellent standards of roundness and surface finish.<o:p></o:p></div>
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Conversely, a poor-quality bearing can
result in unexpected downtime caused by inaccurate movement or higher
frictional torque creating problems with the robot’s operation. For
collaborative robots, any inaccuracies can also create significant health and
safety risks for human workers.<o:p></o:p></div>
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<b>Making
the most of investments<o:p></o:p></b></div>
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Naturally, manufacturers investing in
collaborative robots are doing so to increase productivity, output and — perhaps
most importantly — increase profits in their facility. However, not all
manufacturers are aware that incorrect bearings can directly impact the
functionality and the longevity of a collaborative robot’s lifespan. <o:p></o:p></div>
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As with any kind of industrial robot, there
is no standard bearing that will suit every collaborative robot application.
The correct bearing would depend on the environment in which the robot will
work and its operations. Manufacturers should speak to a <a href="http://www.smbbearings.com/">bearing
expert</a> for advice on selecting the right bearing specification. <o:p></o:p></div>
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In 2016, collaborative robots represented
just three per cent of all industrial robots sold. However, estimates suggest
that collaborative robots will account for 34 per cent of all industrial robots
sold by 2025. There has never been a better time to invest in collaborative
robots. <o:p></o:p></div>
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For advice on selecting robotics
bearings, speak to the bearing experts at SMB Bearings. The team can discuss
the exact bearing specifications needed for your application to ensure you make
the most of your robot investment. </div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBzu7lWxpiz5HZFnKAwluxxTpHl02DgMlfd71du9F98DUzmwLEGF7BrGAxn_bW5wINrcIk_kNE5K1aWuFKHXTwcVBLhy1v-L4qPrZIbYYZeF0mB3jMiC6SXcGHTmpoAMm5Ab_Z007VozaG/s1600/EZOdisplay2.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1145" data-original-width="1600" height="286" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBzu7lWxpiz5HZFnKAwluxxTpHl02DgMlfd71du9F98DUzmwLEGF7BrGAxn_bW5wINrcIk_kNE5K1aWuFKHXTwcVBLhy1v-L4qPrZIbYYZeF0mB3jMiC6SXcGHTmpoAMm5Ab_Z007VozaG/s400/EZOdisplay2.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px; text-align: center;">SMB Bearings recommending using Japanese Sapporo brand <br />EZO bearings for robotic applications, including new collaborative robots.<br /></td></tr>
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<span style="text-align: center;">Call 01993 842555 or e-mail the team on </span><a href="mailto:chris@smbbearings.com" style="text-align: center;">sales@smbbearings.com</a><span style="text-align: center;">.</span><span style="text-align: center;"> </span><span lang="IT" style="text-align: center;"> </span></div>
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<o:p></o:p></div>
Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-79526265053528789272017-12-14T17:01:00.000+00:002017-12-14T17:02:16.497+00:00Roxana Howlett looks back at 2017...<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR0DDkEr5fPoYuGxoACNQpGzNJHHDnEdwtSUv4nliPBSs0u0l_EDWokv3yjAFlL5XKZMwuarkP6it8p9cp9bQ5ovYv4NJMRVwAqA7wdOMibkq-BAnEsIpNMy-rxoI9-bCRILCTYij__m1G/s1600/DSC_0120.jpg" imageanchor="1" style="font-family: Calibri, sans-serif; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1067" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjR0DDkEr5fPoYuGxoACNQpGzNJHHDnEdwtSUv4nliPBSs0u0l_EDWokv3yjAFlL5XKZMwuarkP6it8p9cp9bQ5ovYv4NJMRVwAqA7wdOMibkq-BAnEsIpNMy-rxoI9-bCRILCTYij__m1G/s640/DSC_0120.jpg" width="426" /></a><br />
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We were delighted to receive an update this week about our friend a all round skate superstar Roxana Howlett, prepared on her behalf by another legend - her Mum Emma 😄</div>
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</span><span style="font-family: "calibri" , sans-serif;">Emma says:<br />
</span><span style="font-family: "calibri" , sans-serif;">"As 2017 is coming to an end I thought I would drop you a line to thank you for your continued support of Roxana. It has been a great year for Roxana with skating and she's enjoyed every minute of it. Below are some of her achievements this year.</span><o:p></o:p><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj688LPhVbT70pktfjDLX1odiUSRrx8Abb00iNjsO9gR-wg0fUBohyTCrdH690jSBz1DC6RBcAU5t5B4V8RsOBJOzOuirWizJY0i3fFIPbj9-MPbMHQULl5Vi6pLbR6mubVC2TIeR8NV2n4/s1600/DSC_0216b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj688LPhVbT70pktfjDLX1odiUSRrx8Abb00iNjsO9gR-wg0fUBohyTCrdH690jSBz1DC6RBcAU5t5B4V8RsOBJOzOuirWizJY0i3fFIPbj9-MPbMHQULl5Vi6pLbR6mubVC2TIeR8NV2n4/s400/DSC_0216b.jpg" width="400" /></a></div>
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<li style="text-align: left;">Battle of Hastings - 7th (out of 22 women)</li>
<li style="text-align: left;">Buckland Jam - 1st in under 8s and Best trick</li>
<li style="text-align: left;">UK Girls Skate Jam - 2nd in under 18s & 3rd in Sponsored</li>
<li style="text-align: left;">Nass - 6th place</li>
<li style="text-align: left;">Exmouth skate jam - 2nd in under 14 mini-ramp</li>
<li style="text-align: left;">Exminster skate jam - 1st in under 13s</li>
<li style="text-align: left;">Dawlish Skate Jam - 1st in under 13 mini-ramp</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn4Lf7MecGWDvQDkB0uKvcsOYq4v-FIDzT49m_Y6EPE_yNaCvbS5_PfK8r27X8Yju5yLW6VdIA8HzwRx_xzLy3YA1XNRtev2SvHyt6DCmTLBZf6M2BTMFqcAJAH4AvdmO93oV7MHQWJfjn/s1600/DSC_0383b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1067" data-original-width="1600" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgn4Lf7MecGWDvQDkB0uKvcsOYq4v-FIDzT49m_Y6EPE_yNaCvbS5_PfK8r27X8Yju5yLW6VdIA8HzwRx_xzLy3YA1XNRtev2SvHyt6DCmTLBZf6M2BTMFqcAJAH4AvdmO93oV7MHQWJfjn/s400/DSC_0383b.jpg" width="400" /></a></div>
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<span style="font-family: "calibri" , sans-serif;">Roxana has also appeared in an advert skateboarding for Cartoon Network, appeared in the women's skate film Scratch The Surface, been photographed for a skateboarding book, gained new sponsors, and is now represented by Lucy Adams on an Athlete Management Contract".</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-tm7Chp3osrToERp7juzFwcL8vm9_xdPhXYMYpOAoNrlIIZ1k0anW4FBQxJKd4eZTFJbYzzK-8VI1_vwLu8nDbZFX9U3LusX7li31fxjewth1YGfbmtkaR0QkHrgXFs2iDqPLt2o8dC2g/s1600/DSC_0326b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1068" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-tm7Chp3osrToERp7juzFwcL8vm9_xdPhXYMYpOAoNrlIIZ1k0anW4FBQxJKd4eZTFJbYzzK-8VI1_vwLu8nDbZFX9U3LusX7li31fxjewth1YGfbmtkaR0QkHrgXFs2iDqPLt2o8dC2g/s640/DSC_0326b.jpg" width="426" /></a></div>
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Well, what can we say apart from a massive "<span style="font-size: large;">congratulations!!"</span> to this inspirational &</div>
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uber-cool young lady - we're thrilled to have been a part of the skate action with Roxana in 2017 & can't wait to support her & see what she gets up to in 2018! </div>
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In the meantime, check out this brilliant edit which she's shared with us:</div>
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You can follow Roxana on <a href="https://www.instagram.com/roxsk8girl/">Instagram</a> & <a href="https://www.youtube.com/channel/UCzHSrrC26drD5Qfauk4Iitw">YouTube</a> & of course we'll proudly feature lots more exciting news about her right here 😃</div>
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We're sending you our best wishes for fun & happiness in 2018 Roxana - with love from us all </div>
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at <a href="http://www.smbbearings.com/index.html">SMB Bearings Ltd</a>!</div>
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-x-x-x-x-</div>
<o:p></o:p>Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-78308624405196582422017-11-02T16:21:00.001+00:002017-11-02T16:21:34.734+00:00F1 in Schools World Finals report from Tiro Racing team...<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP4iLo1MWE_99FJg4BvOLoO69ltjrDIsdkIB9cxuUlK-JHMQ5xmEWrXUsKFlIfPA3MHBJjwqUsDGNraxBRssGW5d8xFHOm3DSrZbQsIC8zWXxZM71l-YE1W0QLjdWSIzNzzUKBUb7FcjZE/s1600/tiro7.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="343" data-original-width="524" height="261" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjP4iLo1MWE_99FJg4BvOLoO69ltjrDIsdkIB9cxuUlK-JHMQ5xmEWrXUsKFlIfPA3MHBJjwqUsDGNraxBRssGW5d8xFHOm3DSrZbQsIC8zWXxZM71l-YE1W0QLjdWSIzNzzUKBUb7FcjZE/s400/tiro7.JPG" width="400" /></a></div>
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<span style="font-family: inherit;"><span class="font">We were delighted to support Tiro Racing on their way to this year's <a href="http://www.f1inschools.com/world-finals/">F1 in Schools World Finals</a> & so, so pleased & proud when they </span></span>placed 7th overall out of 52 <i>and </i>bagged the very prestigious Mclaren Honda Research & development award. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLRggvMBlZsCqn9jNOAxzdu1GAOdsYrbUhUYn0j_WNI_8GCjc9Ha4Zl9-EKAATT5ZYhUvXqzMn45qcziu_iG0etOLeIPEBBrEsRELPLDP09qDJaqiC28faPcMHQGwLsaRT8lBmQsjQB6kp/s1600/Tiro1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1200" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLRggvMBlZsCqn9jNOAxzdu1GAOdsYrbUhUYn0j_WNI_8GCjc9Ha4Zl9-EKAATT5ZYhUvXqzMn45qcziu_iG0etOLeIPEBBrEsRELPLDP09qDJaqiC28faPcMHQGwLsaRT8lBmQsjQB6kp/s400/Tiro1.jpg" width="400" /></a></div>
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Josh (Tiro's team manager) emailed us & says:</div>
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<span style="font-family: inherit;">"...</span><span style="font-family: inherit;"> just wanted to say such a huge thank you to yourself and SMB Bearings for how you've helped the team. All the test bearings really made a huge difference to the performance of the car and because we were able to document amount of testing we had done, the judges were really impressed and this one of the main reasons for our R&D award. Aside from that, the technical advice has been so useful and we've learnt a lot about bearings! Finally, thank you for being so approachable and open. Interacting with sponsors sometimes can be difficult, and you made us feel relaxed and proud to wear the SMB logo :)" </span></div>
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<span style="font-family: inherit;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoeUu3AjjJYy_OImM3YbH_5Je-N3U5wcGXKR9I3koMigsjhtTWLraMHKe0iA1w1sQlkSXePx2D42iRn5YiENQt_0WFcBO2_DTWK6QOoozCfee2ikrIoTylkrOOri7gPVTUk7LUd2ckmH3D/s1600/tiro3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1066" data-original-width="1600" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoeUu3AjjJYy_OImM3YbH_5Je-N3U5wcGXKR9I3koMigsjhtTWLraMHKe0iA1w1sQlkSXePx2D42iRn5YiENQt_0WFcBO2_DTWK6QOoozCfee2ikrIoTylkrOOri7gPVTUk7LUd2ckmH3D/s400/tiro3.jpg" width="400" /></a></span></div>
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<span style="font-family: inherit;"><span style="text-align: start;">Thanks <i>so</i> much Josh & all at Tiro Racing, your enthusiasm & dedication has been a real inspiration to us & we've been thrilled to be a part of your F1 in Schools journey 😍</span></span></div>
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<span style="font-family: inherit;">The team has been so proactive at keeping in touch with us, despite being busy with a world-class competition & their own lives, & they haven't disappointed on their return home, check out this amazing in-depth report they've just sent us!! If you've ever wondered what it's like to compete on the world stage in the F1IS then the following report is a must-read inspiration: </span></div>
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<span style="font-family: inherit;">After finding out we would be representing England at the World Finals in March, 25 weeks of preparation stood between us at the flight to Malaysia. With a fresh set of regulations, ideas and the daunting task of getting an exhibition display 7000 miles across the world, there were many challenges facing us to be ready for the World Finals. After days (and many late nights) of testing, attending events, visiting collaborators and in college (where we were usually eventually kicked out by security), the Finals were upon us and we were (just about) ready to take the World on.</span><br />
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<span style="font-family: inherit;">After a hectic final night at college packing and arranging all the items we’d be taking with us, we all arrived at London Heathrow for a bright and bleary 6am. As we had strategically decided to bring all our resources, including the display with us on the plane as luggage, rather than freight, it did take some time to ‘distribute Tiro’ </span>among<span style="font-family: inherit;"> all the bags. We were also in transit with two 55” TV monitors, which were to be the centrepiece of the display, and it was so important these reached Malaysia in one piece, so no expense was spared on their bubble and shrink wrapping. </span><span style="font-family: inherit;">After a rather overwhelmed check-in attendant had successfully put through the Tiro army and our bags, we boarded the impressive Airbus A380 and began our 18 hour trip to Kuala Lumpur via Dubai. Everyone had their own coping mechanisms for the seemingly endless flights whether it’d be sleeping through or binging off the inflight entertainment... </span><span style="font-family: inherit;">As we had a few competition elements that needed finishing off and finalising before </span><span style="font-family: inherit;">submission, as soon as we had access to our rooms in KL, work </span><span style="font-family: inherit;">began. </span><br />
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<span style="font-family: inherit;">With just 2 days before the Worlds commenced, display </span><span style="font-family: inherit;">items had to be assembled, verbal presentation rehearsed and </span><span style="font-family: inherit;">the race cars ready for parc ferme submission. Hotel rooms</span><br />
<span style="font-family: inherit;">soon became unrecognisable, showers were spraying booths </span><span style="font-family: inherit;">and after barely being able to leave the hotel since arrival, </span><span style="font-family: inherit;">finally everything was completed ready with official registration </span><span style="font-family: inherit;">coming up the next day.</span><br />
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<span style="font-family: inherit;">Up next was the all important submission of our portfolios and race </span><span style="font-family: inherit;">cars. Weighing in at 50.1g, the cars were 0.1g on the right side of </span><span style="font-family: inherit;">the absolute minimum weight and decided not to play with fire to</span><br />
<span style="font-family: inherit;">try and shred off anymore weight. We also got word that with 52 </span><span style="font-family: inherit;">competing teams, this would be the biggest World Finals ever in </span><span style="font-family: inherit;">the 14 year history of F1iS.</span><br />
<span style="font-family: inherit;">The following evening consisted of </span><span style="font-family: inherit;">the most stressful 2 hours of the </span><span style="font-family: inherit;">trip, the display build. Teams were </span><span style="font-family: inherit;">given an empty shell and a couple hours to fully construct </span><span style="font-family: inherit;">their exhibition displays, under the watchful eye of an army </span><span style="font-family: inherit;">of judges. Our display was fairly straightforward, primarily </span><span style="font-family: inherit;">consisting of cardboard (cheap, easy to shape/flatpack) and </span><span style="font-family: inherit;">of course the </span><span style="font-family: inherit;">large monitors. Despite the pressure cooker like </span><span style="font-family: inherit;">environment, the display was assembled within </span><span style="font-family: inherit;">time and this was so rewarding to see that after </span><span style="font-family: inherit;">months of planning and thought, the display </span><span style="font-family: inherit;">came together as something to be really proud</span><br />
<span style="font-family: inherit;">of.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiNHVxOgxehOP0LUShLi7PQADNb3T5AKmQY5due2u16LD7PVA5CEqGXpU2KYBCucfD2KNCIMRQb8T_EE5xWShPxWpLHnp7K6MXZ34Kk8hvCQKyRkWqUubgE5tyE4d44rk6LdKYe9KStnpz/s1600/tiro6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="266" data-original-width="400" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiNHVxOgxehOP0LUShLi7PQADNb3T5AKmQY5due2u16LD7PVA5CEqGXpU2KYBCucfD2KNCIMRQb8T_EE5xWShPxWpLHnp7K6MXZ34Kk8hvCQKyRkWqUubgE5tyE4d44rk6LdKYe9KStnpz/s400/tiro6.jpg" width="400" /></a></div>
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<span style="font-family: inherit;">With the display assembled and cars submitted, </span><span style="font-family: inherit;">the World Finals were underway. After taking some time </span><span style="font-family: inherit;">to nose around at other teams, it was clear how tough </span><span style="font-family: inherit;">the competition would be. These were the top 52 teams </span><span style="font-family: inherit;">in the world and they all wanted the crown of World </span><span style="font-family: inherit;">Champions.</span><br />
<span style="font-family: inherit;">Thankfully, after the difficult past few days, we had a </span><span style="font-family: inherit;">fairly straightforward opening day to settle into the </span><span style="font-family: inherit;">competition environment and start to get to know other </span><span style="font-family: inherit;">teams. First up was our eagerly anticipated first round </span><span style="font-family: inherit;">of racing, running our World Finals car for the first time against </span><span style="font-family: inherit;">the Czech Republic Champions, Miracle Engineers. </span><span style="font-family: inherit;">After the first edition with running we weren't best</span><br />
<span style="font-family: inherit;">pleased with the our performance as Matt (designated </span><span style="font-family: inherit;">driver) hadn’t managed to quite find those killer </span><span style="font-family: inherit;">reaction times. But as it seemed the track was progressively getting faster over the day, we</span><br />
<span style="font-family: inherit;">were optimistic for racing on the 2nd day. To conclude the day was our Enterprise Judging</span><br />
<span style="font-family: inherit;">where the corresponding portfolio would be judged along with our pit display and </span><span style="font-family: inherit;">sponsorship/marketing activities. This area had so far been strong for and a confident</span><br />
<span style="font-family: inherit;">performance in the judging made us all feel much more at ease after the first day.</span><br />
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<span style="font-family: inherit;">The second day of competition was much more action-packed </span><span style="font-family: inherit;">than the first, with multiple crucial judging sessions </span><span style="font-family: inherit;">right after one another. First up was Design & Engineering </span><span style="font-family: inherit;">Judging. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicxoh-kzvYHhRGcGfUMQYGaAxjcdFpXw5eOGsr9xv_e4M3kkeD7lrStOenP7-jLkrEQ7q9av1otdGRLC9rgVPFixSsdcNi7Jsntn3ZtUPb53rjDZDzPC8RSu2zuf-dulmwsWzHpWgBYlOZ/s1600/tiro4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="666" data-original-width="1000" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicxoh-kzvYHhRGcGfUMQYGaAxjcdFpXw5eOGsr9xv_e4M3kkeD7lrStOenP7-jLkrEQ7q9av1otdGRLC9rgVPFixSsdcNi7Jsntn3ZtUPb53rjDZDzPC8RSu2zuf-dulmwsWzHpWgBYlOZ/s400/tiro4.jpg" width="400" /></a></div>
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<span style="font-family: inherit;">As we were targeting an engineering </span><span style="font-family: inherit;">award, it was so important that we got across the volume</span><br />
<span style="font-family: inherit;">and detail of testing gone into our car. Matt worked </span><span style="font-family: inherit;">his magic with his obsessive love for everything test related </span><span style="font-family: inherit;">to lead the session and after pushing the judges </span><span style="font-family: inherit;">into running our slot overtime, we were extremely </span><span style="font-family: inherit;">confident for a strong engineering score. </span><span style="font-family: inherit;">Next up was the Scrutineering Review to find out how </span><span style="font-family: inherit;">compliant the race cars were with the regulations. Typically </span><span style="font-family: inherit;">easy points can easily be dropped in scrutineering and this </span><span style="font-family: inherit;">was something we desperately wanted to avoid.</span><br />
<span style="font-family: inherit;">However, unfortunately this wasn’t the case. Despite </span><span style="font-family: inherit;">having a 100% compliant design, as the rear of our </span><span style="font-family: inherit;">cars unexpectedly tipped with an inserted canister, </span><span style="font-family: inherit;">we inevitably dropped points for rule breaks involving </span><span style="font-family: inherit;">wing heights, wheel contact and track clearance.</span><br />
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<span style="font-family: inherit;">Despite knowing that compliance points were lost and feeling a bit disappointed , there was</span><br />
<span style="font-family: inherit;">no time to feel downhearted as up next was vital verbal presentation. At the UK National</span><br />
<span style="font-family: inherit;">Final, we had lost out of the top spot because of a poor verbal and with much more practise</span><br />
<span style="font-family: inherit;">and preparation this time, were determined not to let the past repeat itself.</span><br />
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<span style="font-family: inherit;">After a quick change into our ‘formal’ uniform and a </span><span style="font-family: inherit;">nail-biting 15 minute wait to be seen by the judges it was </span><span style="font-family: inherit;">time. For 10 minutes everyone spoke passionately about</span><br />
<span style="font-family: inherit;">their job role, what made us special as a team and how F1iS </span><span style="font-family: inherit;">has impacted us. The following Q&A session was much </span><span style="font-family: inherit;">more relaxed giving us the opportunity to really get across </span><span style="font-family: inherit;">the uniqueness as a team of apprentices. After the judging </span><span style="font-family: inherit;">was complete, we all felt hugely relieved and proud of each</span><br />
<span style="font-family: inherit;">other for delivering and smooth and confident </span><span style="font-family: inherit;">presentation.</span><br />
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<span style="font-family: inherit;">The final event of the day was our 2nd session </span><span style="font-family: inherit;">of racing, against the Australian National</span><br />
<span style="font-family: inherit;">Champions, Golden Diversity. We needed </span><span style="font-family: inherit;">some strong track and reaction times to pull us</span><br />
<span style="font-family: inherit;">up the leader board so the heart rates were </span><span style="font-family: inherit;">elevated. From the first few runs it appeared </span><span style="font-family: inherit;">the car speed was there, significantly </span><span style="font-family: inherit;">improving other the previous day to reach </span><span style="font-family: inherit;">inside the top 10 for pure speed. Now all we </span><span style="font-family: inherit;">needed was a good reaction. So keeping us all on the edge, Matt pulled it out of the bag</span><br />
<span style="font-family: inherit;">with one of the fastest reaction times of the day, on the last </span><span style="font-family: inherit;">run with a 0.154 seconds to pull us inside the top 10 in overall racing. </span><span style="font-family: inherit;">Phew…!</span><br />
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<span style="font-family: inherit;">Our final judging element came on the third day in the form of </span><span style="font-family: inherit;">the surprise ‘Pressure Challenge’. Teams were posed with </span><span style="font-family: inherit;">coming up with alternative safety features/systems for an F1 </span><span style="font-family: inherit;">car in place of the controversial new Halo design. We were </span><span style="font-family: inherit;">required to produce a CAD model of our solution and video </span><span style="font-family: inherit;">explaining its features and operation, all within 2 hours. We </span><span style="font-family: inherit;">came up with an innovative and original design consisting of a </span><span style="font-family: inherit;">honeycomb structure that would enclose the whole driver </span><span style="font-family: inherit;">cockpit. However as network and technical issues affected all </span><span style="font-family: inherit;">teams, everyone struggled to complete their design to the </span><span style="font-family: inherit;">fullest, so the challenge was voided afterwards. It was a </span><span style="font-family: inherit;">shame, but an invaluable experience needing to think creatively under such pressure.</span><br />
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<span style="font-family: inherit;">After 4 days of intense competition and over a year of preparation, </span><span style="font-family: inherit;">it was time for the glamorous Awards Celebration Gala. </span><span style="font-family: inherit;">With over 700 people in attendance and many from the world of</span><br />
<span style="font-family: inherit;">Formula 1 it was a huge night, and one lucky team were going to </span><span style="font-family: inherit;">be crowded World Champions.</span><br />
<span style="font-family: inherit;">With 22 awards on offer, we were desperate for at least 1. Due to </span><span style="font-family: inherit;">setbacks in car performance and compliance we knew a trip to </span><span style="font-family: inherit;">the podium would be unlikely but had a our eyes set of a top 10</span><br />
<span style="font-family: inherit;">finish. As the night went on with fantastically sculpted trophies </span><span style="font-family: inherit;">made by F1 teams, being awarded to deserved winners we started to become increasingly </span><span style="font-family: inherit;">nervous. And with 4 awards remaining (and 3 of those for the podium sitters), Sky Sports F1 </span><span style="font-family: inherit;">presenter David Croft, came onto the coveted Research and Development Award supported </span><span style="font-family: inherit;">by McLaren Honda. As he read through the 3 </span><span style="font-family: inherit;">nominations, Tiro Racing from England, was announced </span><span style="font-family: inherit;">as we all knew, we were in with a good shout. After an</span><br />
<span style="font-family: inherit;">agonising pause (which was really 5 seconds) we were </span><span style="font-family: inherit;">announced the winners!!</span><br />
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkr7K41obTfvIC8KdaVSZKxC1V83EhyiaWmuKxXnf9CCFvhWgRRuqSOL37C1hUFRnjUB0v1_HQRbEr5DrB8-hbVnyuu9S9FmTQtkoUGOBQi0xTXqZ_S5jAZMVGiSyzZTxTPtFV1ERBM-Eh/s1600/tiro2.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="675" data-original-width="1200" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkr7K41obTfvIC8KdaVSZKxC1V83EhyiaWmuKxXnf9CCFvhWgRRuqSOL37C1hUFRnjUB0v1_HQRbEr5DrB8-hbVnyuu9S9FmTQtkoUGOBQi0xTXqZ_S5jAZMVGiSyzZTxTPtFV1ERBM-Eh/s400/tiro2.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">Tiro Racing team collecting their awards last month at the F1 in Schools World Finals<br /></td></tr>
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<span style="font-family: inherit;">All six of us were absolutely ecstatic and elated with not </span><span style="font-family: inherit;">only receiving an award but one carrying prestige from </span><span style="font-family: inherit;">one of the most iconic teams on the grid. The trophy </span><span style="font-family: inherit;">itself is a thing of engineering beauty, a bespoke crafted </span><span style="font-family: inherit;">aluminium piece with carbon fibre engrave depicting the</span><br />
<span style="font-family: inherit;">McLaren logo with a mirror finish. </span><span style="font-family: inherit;">Caught up in our excitement the rest of the ceremony passed in a blur with Hyperdrive from </span><span style="font-family: inherit;">Melbourne, Australia being announced as very worthy winners, our congratulations to </span><span style="font-family: inherit;">them.</span><br />
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<span style="font-family: inherit;">Later on in the evening, during the display breakdown the official final placings were</span><br />
<span style="font-family: inherit;">announced where we discovered we had placed 7th overall out of 52. This is such an </span><span style="font-family: inherit;">enormous achievement seeing as F1 in </span><span style="font-family: inherit;">Schools didn’t even exist at Kingston </span><span style="font-family: inherit;">College not much more than a year ago. We </span><span style="font-family: inherit;">had beaten some of the toughest countries </span><span style="font-family: inherit;">in the world including German, Australian</span><br />
<span style="font-family: inherit;">and Great Britain National Champs so to say </span><span style="font-family: inherit;">we’re proud of our accomplishments is a</span><br />
<span style="font-family: inherit;">huge understatement. </span><span style="font-family: inherit;">Exhausted and elated we went off to </span><span style="font-family: inherit;">celebrate and catch up on a lot of sleep.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Thanks to F1 in Schools’ wonderful relationship with </span><span style="font-family: inherit;">Formula 1, all competitors were lucky enough to receive a </span><span style="font-family: inherit;">guided track tour of Sepang International Circuit </span><span style="font-family: inherit;">(something money just can’t buy) and exclusive access to </span><span style="font-family: inherit;">the pit lane before the GP weekend.</span><br />
<span style="font-family: inherit;">To add to that, as our R&D award was supported by </span><span style="font-family: inherit;">McLaren Honda we were invited into the garage to gain </span><span style="font-family: inherit;">unprecedented access to the team operation for a GP </span><span style="font-family: inherit;">weekend and it car itself. With a few massive F1 fans in the </span><span style="font-family: inherit;">team, this experience was once-in-a-lifetime and mind-blowing </span><span style="font-family: inherit;">being so close to some of the most technological </span><span style="font-family: inherit;">advanced machines in history. As avid supporters of the</span><br />
<span style="font-family: inherit;">competition McLaren were welcoming and generous in showing us around their temporary</span><br />
<span style="font-family: inherit;">home for the weekend. Additionally, being a British based team we will also get the</span><br />
<span style="font-family: inherit;">opportunity to have a guided factory tour of the McLaren Technology Centre, Woking.</span><br />
<span style="font-family: inherit;">As this was the last ever Malaysian GP, it </span><span style="font-family: inherit;">promised to be an exciting one. With great</span><br />
<span style="font-family: inherit;">grandstand seats we had a fantastic view of the </span><span style="font-family: inherit;">action for Qualifying and the Race.</span><br />
<span style="font-family: inherit;">On qualifying day, courtesy to F1 in Schools we were </span><span style="font-family: inherit;">given VIP paddock passes to get a look at what</span><br />
<span style="font-family: inherit;">goes on behind the scenes during a racing </span><span style="font-family: inherit;">session. </span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">And so after the Grand Prix, we packed our items, boarded the plane and our amazing trip</span><br />
<span style="font-family: inherit;">was over. </span><span style="font-family: inherit;">The whole experience had been absolutely incredible </span><span style="font-family: inherit;">filled with memories that would last a lifetime for us all, </span><span style="font-family: inherit;">from spray painting the cars in the hotel showers, assembling</span><br />
<span style="font-family: inherit;">the display with seconds to spare to that proud </span><span style="font-family: inherit;">feeling after finishing the presentation and of course</span><br />
<span style="font-family: inherit;">receiving our award. </span><span style="font-family: inherit;">We had met so many people from around the world to </span><span style="font-family: inherit;">share the experience with and being around others who </span><span style="font-family: inherit;">all understand what reaching the World Finals took, </span><span style="font-family: inherit;">made it even sweeter.</span><br />
<span style="font-family: inherit;">But of course, last but nowhere near least is our brilliant, </span><span style="font-family: inherit;">supportive amazing sponsors. We literally couldn't have </span><span style="font-family: inherit;">achieved and experienced what we have if it wasn't for </span><span style="font-family: inherit;">them. Whether the help came in the form of finances, </span><span style="font-family: inherit;">materials, components, advice or support everything had huge impact on our capability to </span><span style="font-family: inherit;">perform to the best of our ability in Malaysia. </span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">In terms of our future, the investment our</span><br />
<span style="font-family: inherit;">sponsors have made have allowed each one of us to gain such a range of </span>transferable<span style="font-family: inherit;"> skills</span><br />
<span style="font-family: inherit;">that we can take into our apprenticeships and better our career. </span><span style="font-family: inherit;">Thank you so much to every sponsor, fan or follower. Your support since the founding of Tiro </span><span style="font-family: inherit;">has been amazing and we are unbelievable grateful for everything.</span><br />
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">Written by Joshua Schofield</span><br />
<span style="font-family: inherit;">Team Manager</span><br />
<span style="font-family: inherit;"><br /></span>
<div style="text-align: center;">
<span style="font-family: inherit;">****</span></div>
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<span style="font-family: inherit;"><br /></span></div>
A final note to all at Tiro Racing - if you're this inspirational now then we can't wait to see what you all get up to next!!<br />
<span style="font-family: inherit;"><br /></span>
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<span style="font-family: inherit;"><br /></span>Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-69911988171503495002017-10-25T15:34:00.001+01:002017-10-25T15:39:11.471+01:00New website & news area at SMB Bearings...<div style="text-align: center;">
We have some exciting news about our website - we have been busy developing a new one!</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5NyWBGcl3-NztdTy5ovWFJ3RxxDZKEmT33Ek2M7BfUwiqv24f1Yxf_45fYPJr2E6U9T7IPxnpsGTMXBA8UKlA3ZO0xMuD2Tk5JaE11hyphenhyphenxbkGUbQOBRIdT4YM-EXv5GmQUh-NT4Cuk8RyW/s1600/New+Website+2017a.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="895" data-original-width="1600" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5NyWBGcl3-NztdTy5ovWFJ3RxxDZKEmT33Ek2M7BfUwiqv24f1Yxf_45fYPJr2E6U9T7IPxnpsGTMXBA8UKlA3ZO0xMuD2Tk5JaE11hyphenhyphenxbkGUbQOBRIdT4YM-EXv5GmQUh-NT4Cuk8RyW/s400/New+Website+2017a.JPG" width="400" /></a></div>
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One important change is that the SMB Bearings Ltd Blog, which has been running since November 2008, will be moving to SMB's website & will now feature on our website's NEWS tab:</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv9DBT5nQ0Pl-7xKV_wSA1E_f32Zns08sd7GBEf4XenR7eDERnZS_f2v5oab6JxRlOUsufvY7dNHdVUuhPloroyE9KeoJgsaOGiS5NZQeU3eT5UDMtIOe_dJ1YeR_v6c4YERyMq8s9VpGU/s1600/New+Website+2017+blog.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="910" data-original-width="1600" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjv9DBT5nQ0Pl-7xKV_wSA1E_f32Zns08sd7GBEf4XenR7eDERnZS_f2v5oab6JxRlOUsufvY7dNHdVUuhPloroyE9KeoJgsaOGiS5NZQeU3eT5UDMtIOe_dJ1YeR_v6c4YERyMq8s9VpGU/s400/New+Website+2017+blog.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">SMB's News page will replace SMB's Blog...</td></tr>
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The site will be launched very soon (as soon as the final touches are in place & it's been tested to perfection - well, nearly 😝) & has been optimised to fit as much information as we can <i>possibly</i> give you about our bearings into a super-fast web-friendly space ☺🚀</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw5_-zDOLljJDD3Vm9wVc7NxDwUFFOCqgnzba-dIlDN36C0pCS69I4aj0vPOrksQiL0fEsXJdJohFO2YMt1YmddaM6qX9QyYDIvdt4aEzExb_bnCyqrXSoDMkblG_tzzjV00SUF4ZUxDCz/s1600/New+Website+2017b.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="690" data-original-width="1600" height="171" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjw5_-zDOLljJDD3Vm9wVc7NxDwUFFOCqgnzba-dIlDN36C0pCS69I4aj0vPOrksQiL0fEsXJdJohFO2YMt1YmddaM6qX9QyYDIvdt4aEzExb_bnCyqrXSoDMkblG_tzzjV00SUF4ZUxDCz/s400/New+Website+2017b.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Optimised access to our product range, coming soon!</td></tr>
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If you can't find what you're looking for we are of course still on hand to guide you through the enormous range of available bearings, materials & lubrication that we can offer.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyu4n6MtS_N8EDsDu6BbGsemKRS_BEN8WWFUrA7BMcnEdYogSp4yyZIq-YbTsksXcg_Mk8nS_C2GmmsPIMXTEchZGzDDscmOPjkg4y4t9X_Cw80mhSap1SHsk1iLm2KWDF73kXLUesc797/s1600/New+Website+2017c.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="896" data-original-width="1600" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyu4n6MtS_N8EDsDu6BbGsemKRS_BEN8WWFUrA7BMcnEdYogSp4yyZIq-YbTsksXcg_Mk8nS_C2GmmsPIMXTEchZGzDDscmOPjkg4y4t9X_Cw80mhSap1SHsk1iLm2KWDF73kXLUesc797/s400/New+Website+2017c.JPG" width="400" /></a></div>
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<span style="text-align: left;">We'll let you know when the new website is up & running & look forward to receiving your feedback on it - in the meantime, you can still visit us at </span><a href="http://www.smbbearings.com/index.html" style="text-align: left;">SMB Bearings</a><span style="text-align: left;"> to find product guidance on the 1.5 million bearings that we have in stock today. </span><span style="text-align: left;"> </span></div>
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<br />Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-61620748063296891212017-09-08T16:45:00.000+01:002017-09-08T16:45:30.918+01:00EZO factory VIP visitors...<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcPyUpyH1LYaLycp8K1DhqEo6y_S8dmGxBAW2m0n2xi217CZ6PU1bDzAgmhsLaEbdlF5sG7KKHX_YD-1NcR1MjBfqKHMgyKASoHLFXVLyRQwQ_YYcJbySS0PKjB_7JWPJORmZ_zfsHNJZZ/s1600/EZOlogo.jpg" imageanchor="1" style="font-size: 12.8px; margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="997" data-original-width="1600" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcPyUpyH1LYaLycp8K1DhqEo6y_S8dmGxBAW2m0n2xi217CZ6PU1bDzAgmhsLaEbdlF5sG7KKHX_YD-1NcR1MjBfqKHMgyKASoHLFXVLyRQwQ_YYcJbySS0PKjB_7JWPJORmZ_zfsHNJZZ/s400/EZOlogo.jpg" width="400" /></a><br />
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<div style="text-align: left;">
We were delighted & honoured to receive a VIP visit from <a href="http://www.sppc.co.jp/eng/index.html">Sapporo Precision Inc.</a>, makers of the magnificent EZO Bearings, this week. What a wonderful way to mark the 30 years of association between our two companies! We are proud to be their official UK distributor of precision miniature & thin section bearings - click <a href="http://www.ezo-brg.co.jp/english/download/index.html">HERE</a> to see their catalogue & full range & view a feature on their product range below.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0aPdh8hRz0rdjW7hjTiNt9wVtFmfyZzrnjv8Li3s9fTp9kttKzF3qq-hfIOslcq7FFZMc4gwxU1sOIcfV8_AuMKDNYVK56vOr5sjgDm3SmXuAXX-KstlnLPVjnIm5BjgxgEYs3SdmSpfN/s1600/20170907_122919.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="961" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0aPdh8hRz0rdjW7hjTiNt9wVtFmfyZzrnjv8Li3s9fTp9kttKzF3qq-hfIOslcq7FFZMc4gwxU1sOIcfV8_AuMKDNYVK56vOr5sjgDm3SmXuAXX-KstlnLPVjnIm5BjgxgEYs3SdmSpfN/s400/20170907_122919.jpg" width="400" /></a><br />
<span style="font-size: 12.8px;">EZO representatives Mr Kobayashi (president) & Mr Aicha & </span><br />
<span style="font-size: 12.8px;">at SMB with our very own MD Chris Johnson.</span></td></tr>
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Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-60416107407549088482017-09-06T17:26:00.004+01:002017-09-06T17:26:55.676+01:00Season update from Ian Emery, RC Heli Pilot...<div class="MsoNormal">
Another top update from our friend & F3C RC heli pilot Ian Emery - we are proud & delighted to announce that he managed to finish an extremely impressive 3rd place in the British Nationals 🏆 last week! </div>
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He'll be competing very close to home this coming weekend - as the Euro Heli Series comes to <a href="http://www.euroheliseries.net/page7.html">Abingdon </a>in Oxfordshire on the 9th-10th September. We hope the weather gods are kind, as there's an impressive field of international competitors in attendance (of course, we hope Ian has a massive home advantage 😉). </div>
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Why not go along & support Ian if you can?</div>
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<a href="http://www.euroheliseries.net/page7.html"><img border="0" data-original-height="888" data-original-width="1056" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijHa56uu4EBnljdcyeSsOfa-uYl2cRIivo61H6iI64inU9d366HPjHam3nZ0S6MB4-gC_yjWW4X-bN_euM6jacps30CumHp90WNoIfQD6W_WpML_ZvnXNlyc7LJtoGcYQvsjePN5-Cj-Nj/s400/Abingdon.JPG" width="400" /></a></div>
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He has promised more exciting news soon, so we'll update you as soon as we find out what it is, but in the meantime check out his latest season update below:</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqhn3IFFeQGSRSk-vIcMK_r2FpzpQlDK9NN7M51dBTCK_efeqogV4d1trQARgOyC5QgyatbZWwje5msaKoxWFEiSdPtY4khN7bWfVZzqqQuWrTZ9umEwCNs7H9gZ6r4OQXmRDMgBchGf4n/s1600/Scotland+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1083" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqhn3IFFeQGSRSk-vIcMK_r2FpzpQlDK9NN7M51dBTCK_efeqogV4d1trQARgOyC5QgyatbZWwje5msaKoxWFEiSdPtY4khN7bWfVZzqqQuWrTZ9umEwCNs7H9gZ6r4OQXmRDMgBchGf4n/s400/Scotland+1.jpg" width="400" /></a></div>
<br />
"Scottish
Nationals -<br />
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When
I got back from Austria, I noticed the was a slight wobble with the elevator, I
wasn't sure if this was connected to the previous issues I had experienced or
something new, either way it wasn't the best news. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF-4DNqPU_bJwAryPtFhROdFqio3eFmvpqs5KVae5_zssqAxG9ZhkCA3WMWeeTO8t3EtuXDaV9l2xcNhgKkngwKBedCtF-eOGl6yDCaBa0ygSwa48SxPpxaq5mi-RyIxVMBHEJpQb0PhB3/s1600/Scotland+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="720" data-original-width="1138" height="252" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF-4DNqPU_bJwAryPtFhROdFqio3eFmvpqs5KVae5_zssqAxG9ZhkCA3WMWeeTO8t3EtuXDaV9l2xcNhgKkngwKBedCtF-eOGl6yDCaBa0ygSwa48SxPpxaq5mi-RyIxVMBHEJpQb0PhB3/s400/Scotland+2.jpg" width="400" /></a></div>
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By time I got to
Scotland with one thing or another, I still hadn't figured out what was going
on. I had reduced the effect by altering some of the settings in the
Flybarless controller but that was just hiding an underlying problem. I
had my Urukay with me but just didn't feel as comfortable with it compared to
the JR Helicopters so I stuck with them. With a constant elevator wobble
in the hover, it didn't present very well to the judges and I think it was
always at the back of my mind that there was something not quite right.
After 3 rounds I finished 4th and felt along way behind my close rival and
friend Roger Mayo.<o:p></o:p></div>
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Germany -</div>
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The
following weekend 5 British pilots traveled to Kleinenbroich in Germany for the
second <a href="http://www.euroheliseries.net/">Euro Heli Series</a> competition of the year which was really well
attended. The clubs in Europe are just superb with excellent
facilities. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHfjPX7_u7Uim358_GMlmDK-3M1C99D7jOGei8ZFM6WqLGebFNx8VCRErIzReiNQW0xSTUzMoPR3jDkc0s2_GzdE4uBjEQIykQxKD7c6avJ_8lihlq4GuX4WwIRdYE2n2INqVCgyjhBb9u/s1600/Germany+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="540" data-original-width="960" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHfjPX7_u7Uim358_GMlmDK-3M1C99D7jOGei8ZFM6WqLGebFNx8VCRErIzReiNQW0xSTUzMoPR3jDkc0s2_GzdE4uBjEQIykQxKD7c6avJ_8lihlq4GuX4WwIRdYE2n2INqVCgyjhBb9u/s400/Germany+2.jpg" width="400" /></a></div>
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After a rather blustery practice session on Friday afternoon,
we all went out together to a Greek restaurant in a local town. The best
part about the Euro Heli Series is all getting together at the end of the day
to socialize and have a good catch-up with friends that you only see a handful
of times each year. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVdUrGCN0tvIFOOuSziFRGTbH3YP_QGm2z2rtR_9IoAGgcgPTJzpE-GRQjoNu3TYDe3-9oXfEQFylfeiqi7gBWbRfsFuULC_dGparsOvpfBOhkUNYrwFS2XP1WuEhfiyUPehUDjNJlwrTP/s1600/Germany+3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="720" data-original-width="960" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVdUrGCN0tvIFOOuSziFRGTbH3YP_QGm2z2rtR_9IoAGgcgPTJzpE-GRQjoNu3TYDe3-9oXfEQFylfeiqi7gBWbRfsFuULC_dGparsOvpfBOhkUNYrwFS2XP1WuEhfiyUPehUDjNJlwrTP/s400/Germany+3.jpg" width="400" /></a></div>
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Saturday was much calmer and after 2 fairly steady
rounds I was down in 14th place. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGmD9K-0Sj5Kr20XyjZOIEWHf4yie9Ibyzr41lXNvqI_rgGoW7u7-9r5kpl682JV7NHbZXyCkee4KZkZyaeHRN0C_ec5MLyprI0D-LRmMEP55k-YomhQcbwyMnxAbTa6i1x2KbwJboq1BF/s1600/Germany+1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="720" data-original-width="960" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGmD9K-0Sj5Kr20XyjZOIEWHf4yie9Ibyzr41lXNvqI_rgGoW7u7-9r5kpl682JV7NHbZXyCkee4KZkZyaeHRN0C_ec5MLyprI0D-LRmMEP55k-YomhQcbwyMnxAbTa6i1x2KbwJboq1BF/s400/Germany+1.jpg" width="400" /></a></div>
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The final round was a different story,
still battling with the elevator wobble, somehow it all came together and
managed to get a great score which meant I moved up a few places and secured a
spot in the finals for the Sunday. The Fly off (Finals) Schedule is
something I need to spend more time practicing, but with the wind direction in
my non-preferred direction, I managed to get through 2 rounds and finished in
10th place gaining valuable World Cup points".<o:p></o:p></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-Vm7CxEuWauvw2RegXAN51dt3G5LnfU0uefmnKIN-3bE044ve_OUfAePtbhqQc1yGBDbt3yL5gafblrdqrXyPUAEX4G5WSRgPYDF2Q5lLWinD4SRZYwWYgQ6JK0BYIe3kAUZ2SOFchyphenhyphenf4/s1600/Germany+4.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="1224" data-original-width="918" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-Vm7CxEuWauvw2RegXAN51dt3G5LnfU0uefmnKIN-3bE044ve_OUfAePtbhqQc1yGBDbt3yL5gafblrdqrXyPUAEX4G5WSRgPYDF2Q5lLWinD4SRZYwWYgQ6JK0BYIe3kAUZ2SOFchyphenhyphenf4/s640/Germany+4.jpg" width="480" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ian with his valuable 10th place in the German leg of the Euro Heli Series, gaining World Cup points...</td></tr>
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We are keeping our fingers (& toes) crossed for Ian's continued success & will update you on his progress again soon. </div>
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GOOD LUCK IAN!!!!!</div>
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Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-40463515740218410862017-09-05T11:09:00.000+01:002017-09-05T11:09:21.751+01:00Bearings for those who aren't bulking up<div class="MsoNormal" style="line-height: 200%; text-align: justify;">
<b>Those looking to buy or relubricate just a
few bearings with specialised grease will no longer need to meet minimum order requirements,
which can often exceed 1000. This will support cost-sensitive applications and
encourage wide-spread use of specialist grease to ensure bearing longevity.<o:p></o:p></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSM1tlYxutdjQxgQe4trkEvhSpGkr7ZzAohy46ZgSGPZlE17fS1p51NPPR__omrtFIULc-IvtFP6IUqBebJz6ba-K4hqduPWQ4Ng0rAUtj4udfhqO0I41h9GCPPVYFU1TO-O90EkDfd8wo/s1600/4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="170" data-original-width="353" height="154" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSM1tlYxutdjQxgQe4trkEvhSpGkr7ZzAohy46ZgSGPZlE17fS1p51NPPR__omrtFIULc-IvtFP6IUqBebJz6ba-K4hqduPWQ4Ng0rAUtj4udfhqO0I41h9GCPPVYFU1TO-O90EkDfd8wo/s320/4.jpg" width="320" /></a></div>
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This service will mean any number of
standard or specialist bearings can now be sourced and relubricated with
specialist grease in accordance with the customers' application. Bearing
failure is commonly due to the wrong quantity or type of grease for the
application. Bearings for high speed, high temperature or food grade
applications are all assigned the appropriate oils and greases by the technical
team at SMB Bearings, whether this be for one or 100 bearings. <o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitmxdN7xR88i1LnPvBlDcH4NJtmmyZsagOJnZiqZPvDNqxheO4DLg37XOfeUxlaYlhlzNEGyaJBoyCZdEtRosksYGMtbBt2OWROCv3v34WtDeRkfGu36LEJLhsOmDZ8iCPkwkOptHwYx-1/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="766" data-original-width="408" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitmxdN7xR88i1LnPvBlDcH4NJtmmyZsagOJnZiqZPvDNqxheO4DLg37XOfeUxlaYlhlzNEGyaJBoyCZdEtRosksYGMtbBt2OWROCv3v34WtDeRkfGu36LEJLhsOmDZ8iCPkwkOptHwYx-1/s320/1.jpg" width="170" /></a></div>
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"Customers may have previously faced
minimum order quantities from manufacturers, resulting in them buying bearings
in volumes that they don't require," said Chris Johnson, managing director at SMB Bearings. "The big
manufacturers prefer to produce bearings in bulk. This presents a two-fold
problem for those looking to buy non-standard bearings.” <o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTVFE-YHG1KO8td5FI8x-2_z7NFyro0Xf5SBbnP2hSaJQOpzEIfWSuLvRuNHr_7AUeovImrOA-kpLJdfishzGJCW5pgmmqfbPGjkhmUpmeB8XUDRJNt5LFWBdwbFwxunmQk5TbUiemOEFa/s1600/Relube+7.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1485" data-original-width="1486" height="319" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTVFE-YHG1KO8td5FI8x-2_z7NFyro0Xf5SBbnP2hSaJQOpzEIfWSuLvRuNHr_7AUeovImrOA-kpLJdfishzGJCW5pgmmqfbPGjkhmUpmeB8XUDRJNt5LFWBdwbFwxunmQk5TbUiemOEFa/s320/Relube+7.JPG" width="320" /></a></div>
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"Bearings with non-standard lubricants supplied
by many manufacturers are generally only available in large quantities with very long delivery times. The alternative is often to
use bearings with a lubricant that is not best suited to the application.
This is where we come in. Even if customers have purchased shielded bearings that
are notoriously difficult to get into, we have bespoke equipment to remove the
standard lubrication, and replace it with specialised grease, regardless of
quantity." <o:p></o:p></div>
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If you are
looking to buy or relubricate a small number of bearings, then you will no
longer need to spend money on bearings you will never use. <span class="normal-c-c1"><span style="color: #2d2b2b; mso-bidi-font-family: Arial;">More
information about SMB Bearings’ <a href="http://www.smbbearings.com/">small batch relubrication service</a>
can be found on the company’s website. Alternatively, if you would like to
speak to one of the technical experts at SMB Bearings, you can contact the
company’s base in Oxfordshire on </span></span><span style="background: white; mso-bidi-font-family: Arial;">+44 (0) 1993 842 555.</span><span class="normal-c-c1"><b><span style="color: #2d2b2b; mso-bidi-font-family: Arial;"><o:p></o:p></span></b></span></div>
Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-90870655424150536652017-08-29T12:23:00.002+01:002017-08-29T15:06:10.183+01:00Tiro Racing & the road to the F1 in Schools World Finals 2017...We are proud & delighted to be supporting <a href="http://www.tiroracing.co.uk/">Tiro Racing</a> on their road to the <a href="http://www.f1inschools.co.uk/">F1 in Schools</a> World Finals 2017.<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj52L0ubPdbqimZlVXd_ZI1fQmo0XyXQhTbtcCrdWCLT63tKSuZEYYPMFhslJGt5pAcXtXRozHpXDy82n-H7BcoSTdzC_4Gc1VmlU0eOKzjNV00jYMWPVemOPfCZ9zdy7DzdOfo1ra7HiID/s1600/20430142_1980927928789536_4310651570207678303_n.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="639" data-original-width="960" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj52L0ubPdbqimZlVXd_ZI1fQmo0XyXQhTbtcCrdWCLT63tKSuZEYYPMFhslJGt5pAcXtXRozHpXDy82n-H7BcoSTdzC_4Gc1VmlU0eOKzjNV00jYMWPVemOPfCZ9zdy7DzdOfo1ra7HiID/s400/20430142_1980927928789536_4310651570207678303_n.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The Tiro Racing team meeting with quite a familiar face recently... 😄</td></tr>
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They are such a dynamic group of young apprentices & it's been a real joy to share in their enthusiasm for their goals this year - check out this lovely vid of the team:<br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/fwnm8CdEUpo?rel=0" width="560"></iframe></div>
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<div style="text-align: center;">
They've been doing lots of bearing testing recently & we hope it gives them the winning edge when they compete in <a href="http://www.f1inschools.com/2017-world-finals-malaysia/">Malaysia </a>later this year...</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxqLFqtx2soBecO9LOkgAa7t-DMz9z83MOuBVK9SIGWU1d_C9YvhySYb4j8NX6chbm9eEx47A56wLiU_arNMWLgh3YJabIr10pfou9xnd6LAC2-6H7FM4UkBXDm0cd4qAqB6GFXe52JtcD/s1600/Tiro+Test.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="774" data-original-width="1013" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxqLFqtx2soBecO9LOkgAa7t-DMz9z83MOuBVK9SIGWU1d_C9YvhySYb4j8NX6chbm9eEx47A56wLiU_arNMWLgh3YJabIr10pfou9xnd6LAC2-6H7FM4UkBXDm0cd4qAqB6GFXe52JtcD/s400/Tiro+Test.JPG" width="400" /></a></div>
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We'll bring you loads of updates on their progress, but in the meantime you can follow them at: </div>
<div style="text-align: center;">
</div>
<ul>
<li style="text-align: left;">Their website<a href="about:invalid#zClosurez"> http://www.tiroracing.co.uk/</a> </li>
<li style="text-align: left;">Instagram <a href="https://www.instagram.com/tiroracing/">https://www.instagram.com/tiroracing/</a> </li>
<li style="text-align: left;">Twitter <a href="https://twitter.com/TiroRacing">https://twitter.com/TiroRacing</a> </li>
<li style="text-align: left;">Facebook <a href="https://www.facebook.com/tiroracing">https://www.facebook.com/tiroracing</a> </li>
</ul>
Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-59016566373220531082017-08-18T12:10:00.002+01:002017-08-18T12:10:56.711+01:00Ian Emery - RC Heli pilot season update...<div class="MsoNormal" style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyT3EazpdpzBR-MzWikqvSeEek1b5LQnsT7QJ-mLdoGwD6OTrVid0pcsOsSRLVha4U6jw6JsfKI9KoG9ZAvO9C_-uopcBxDNE7EENiYysdBGE3V3SiMIwMKdABZB5qUwQ5Z8Jd5PwW0fWn/s1600/4+Urukay.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyT3EazpdpzBR-MzWikqvSeEek1b5LQnsT7QJ-mLdoGwD6OTrVid0pcsOsSRLVha4U6jw6JsfKI9KoG9ZAvO9C_-uopcBxDNE7EENiYysdBGE3V3SiMIwMKdABZB5qUwQ5Z8Jd5PwW0fWn/s400/4+Urukay.jpg" width="400" /></a></div>
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We are excited to bring you a season update from the exceptionally busy Ian Emery today - check out all the happenings from the <a href="http://www.euroheliseries.net/">Euro Heli Series</a> F3C season so far below:</div>
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<span style="font-size: large;"><u>Pre
season and Austrian Competition</u></span><o:p></o:p></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKVoFcRsbXfQp0HZ76g0TN1WX5cA0yOIHA0wS4sArqQrLEzuJen_a4IWxriNaU4s8iovZPI7upbvTQmf9CdzPsl_1DPJf3agJvrd1Mox0zAqiWS36AAM1fGvKnLjTXEHDLsHheGlf9LaoO/s1600/1+JR+Sylphide.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="450" data-original-width="800" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKVoFcRsbXfQp0HZ76g0TN1WX5cA0yOIHA0wS4sArqQrLEzuJen_a4IWxriNaU4s8iovZPI7upbvTQmf9CdzPsl_1DPJf3agJvrd1Mox0zAqiWS36AAM1fGvKnLjTXEHDLsHheGlf9LaoO/s400/1+JR+Sylphide.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ian's JR Sylphide</td></tr>
</tbody></table>
With one thing or another, it's been a bit of a funny year. Pre-season I learnt that there was a significant chance that spare parts for my JR Sylphides were probably going to be an issue with the closure of JR. Although there was some light at the end of the tunnel with RC Depot in Japan stepping forward and taking on the World wide distribution of certain JR products which they would produce under licence. Unfortunately it didn't look like the Sylphide parts would be among the supported items. I was pretty confident going into the season as the Sylphides have proven to be so reliable, with the help and support of <a href="http://www.smbbearings.com/products/smb-product-range.html">SMB Bearings</a> of course!<div>
<br /><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBk-u-ehRbkp6B0dQcYWYKn8wFeZrsF720hihSFbvDc_qj6kGSUNIOQrSwfnJF5ueSUEKyYel_uZk3-AMVJeXn31tgxMJlEK47wGGlIi-pOjX7CkEGjKpobfazVqUJFkJ_DVrtNQ6Hcmg5/s1600/11+Sylphide+pre+comp+servicing.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="531" data-original-width="800" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBk-u-ehRbkp6B0dQcYWYKn8wFeZrsF720hihSFbvDc_qj6kGSUNIOQrSwfnJF5ueSUEKyYel_uZk3-AMVJeXn31tgxMJlEK47wGGlIi-pOjX7CkEGjKpobfazVqUJFkJ_DVrtNQ6Hcmg5/s400/11+Sylphide+pre+comp+servicing.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">some JR pre-competition servicing...</td></tr>
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<o:p> </o:p>I
managed to get some flying in over the winter, although not as much as I would
have hoped and the helicopters were performing well. I did however decide
that it might be good to get a helicopter that I could fly the F3C Schedules
and be able to source parts if I needed them. Having weighed up the
various options, I decided on the SAB Urukay. It had proven to be a good
competition helicopter over the past few years and SAB had just released the
latest version, the SAB Urukay Carbon. </div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4-nTVF3s2X833Nsb0I0ZfvhpwHFcrMq4CQ5R-vlJtCER0Zb8QSpjhuWRyIjWMWCfd3ryTbi-7usHq_QpjzoYB75m-ZZ467cIZSAV6vFpWEyV5oHeYfIXN1BKhHz8DhpCIYDa7MspJQSfI/s1600/2+SAB+Urukay+first+flight.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="565" data-original-width="800" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4-nTVF3s2X833Nsb0I0ZfvhpwHFcrMq4CQ5R-vlJtCER0Zb8QSpjhuWRyIjWMWCfd3ryTbi-7usHq_QpjzoYB75m-ZZ467cIZSAV6vFpWEyV5oHeYfIXN1BKhHz8DhpCIYDa7MspJQSfI/s400/2+SAB+Urukay+first+flight.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The SAB Urukay's 1st flight</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuM38Dd25wfBt4aaYqaqJoYrgAkVquA36C3ykCjy2OhirIUUU-cNC8RVtqi39Nx_ujkc9dd216Ih7sHuGZamHOhp5VGNSaQLNUjzurrVfHwUZT__vc4VB5mjbFIHt8jj3ycr3hJJopePDd/s1600/3+Urukay+SMB+logo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuM38Dd25wfBt4aaYqaqJoYrgAkVquA36C3ykCjy2OhirIUUU-cNC8RVtqi39Nx_ujkc9dd216Ih7sHuGZamHOhp5VGNSaQLNUjzurrVfHwUZT__vc4VB5mjbFIHt8jj3ycr3hJJopePDd/s400/3+Urukay+SMB+logo.jpg" width="400" /></a></div>
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I
had some new and exciting venues to look forward to on the <a href="http://www.euroheliseries.net/">Euro Heli Series</a>
Calendar this year with F3C World Cup competitions in Austria, Germany, France
and the final one at my club near Abingdon which will be in September.<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidOEUE2gFFAkgjrnKicjfof6PJLUj-8XfaJSuZakeyhzaIFNUf1l6cgc0MDZH3ZHCSxTL-Nl2VKpnh4va9SUuIdW57w1SMmwc4nQB7O-LrbNMWfbxtLlKBdgr1-LGxMnphJxpKrVIH7wWC/s1600/7+Bavarian+scenery.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="177" data-original-width="800" height="87" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEidOEUE2gFFAkgjrnKicjfof6PJLUj-8XfaJSuZakeyhzaIFNUf1l6cgc0MDZH3ZHCSxTL-Nl2VKpnh4va9SUuIdW57w1SMmwc4nQB7O-LrbNMWfbxtLlKBdgr1-LGxMnphJxpKrVIH7wWC/s400/7+Bavarian+scenery.jpg" width="400" /></a></div>
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I
had been planning the Austria trip for some months, with 1100 miles each way I
thought it would be a good opportunity for my Dad and I to have a bit of a road
trip and stop off at some places along the way. A week before we set off,
I started having issues with my main helicopters rudder. It had a really
strange vibration. I stripped it down and had a look over it and couldn't see
anything obvious. I had run out of time, I had only had a handful of
flights on the Urukay so decided I would take both Sylphide helicopters to
Austria thinking that I could either use by backup machine or I could pinch
parts off the backup to solve the issue that I was having with my preferred
model. <o:p></o:p></div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKXj4M9zY6_icD1bdgiDqeAXxiVqEWUJWLuzJ9EQi0mR5VBYtPSP4Il8yi0_QyMo_dk5iTJ2TSrKDg_lWf7x0c9nModC4bEiF9_iQZvz_HpcWL3POBih7BVGzHBP_xDwDVZ8HOAggk26-Y/s1600/8+Snow+covered+Alps.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="531" data-original-width="800" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKXj4M9zY6_icD1bdgiDqeAXxiVqEWUJWLuzJ9EQi0mR5VBYtPSP4Il8yi0_QyMo_dk5iTJ2TSrKDg_lWf7x0c9nModC4bEiF9_iQZvz_HpcWL3POBih7BVGzHBP_xDwDVZ8HOAggk26-Y/s400/8+Snow+covered+Alps.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Snow-covered Alps...</td></tr>
</tbody></table>
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<o:p> </o:p>We
set off early to catch the Eurotunnel, I had planned that we had to do 700
miles on day 1 which would allow me to stop off and take day 2 a little
easier. We stopped overnight in a lovely B&B near Ulm in Germany
before heading to Neuschwanstein Castle in Bavaria the following morning. </div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvo3mSgWlrDGk3Z422w1tcZNT_jNmrhJdCv9g4Fq9y93LV0BhGA2naCLv8FT3gnNXUkc4VOYxViaRfZ7R1iXM5nIRbTG4qyW1gJdyhHlcY1ptuHuyxSUKquTSlttgCZnT3ErIFlzzEQXld/s1600/5+Neuschwanstein+Castle.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="531" data-original-width="800" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvo3mSgWlrDGk3Z422w1tcZNT_jNmrhJdCv9g4Fq9y93LV0BhGA2naCLv8FT3gnNXUkc4VOYxViaRfZ7R1iXM5nIRbTG4qyW1gJdyhHlcY1ptuHuyxSUKquTSlttgCZnT3ErIFlzzEQXld/s400/5+Neuschwanstein+Castle.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Neuschwanstein Castle, Bavaria.</td></tr>
</tbody></table>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiznTW7naCySJ0CQs-SBWeYXiFBJWh950RWAGr_UOS_i6uPE8mAvCEIi8kChWvhWN7N5M2_MdF7xvNpLpqaBRPkKKKkDbzUIO6bcJDqEV86ovuUfr-9_AwPhln6OMrAvLHIhNQY4fgcH_vc/s1600/9+Neuschwanstein+Castle.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="531" data-original-width="800" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiznTW7naCySJ0CQs-SBWeYXiFBJWh950RWAGr_UOS_i6uPE8mAvCEIi8kChWvhWN7N5M2_MdF7xvNpLpqaBRPkKKKkDbzUIO6bcJDqEV86ovuUfr-9_AwPhln6OMrAvLHIhNQY4fgcH_vc/s320/9+Neuschwanstein+Castle.JPG" width="320" /></a></div>
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<div>
The castle and surrounding area is absolutely stunning, and if you ever
get the opportunity to visit I would highly recommend it. After a short
stop we headed East towards Salzburg. We had planned to go to a small
town called Hallstatt on the edge of a lake but were running a little behind
schedule so decided to head straight for the apartment we had booked into in
Klopeiner see, about 10 minutes from the competition site. Travelling
through Bavaria and Austria I was lost for words, the scenery was breathtaking.</div>
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Because
of the long drive we decided to get to the competition site a few days early
which would give us a few days of much needed practice/maintenance before it
got under way. Annoyingly I was still having issues so I decided to swap
tail units which solved the problem. Expecting the backup model to now
have the rudder issue, I lifted off into a hover and it was perfect. I had 2
serviceable helicopters which was a result but I still wasn't sure why I had the
rudder issues in the first place. <o:p></o:p></div>
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Saturday
morning came round all too quickly and the competition began, it was great to
see familiar faces and pilots I had not met before. </div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGeCWFKXFkgMln2V7LfiPDMZvZGFQcXLZK4g3McVj0mzDoPUA-Ypxbt6pY8UtLdVHSPgBH_MKvOjeMFN6A1dAzhe36LpKCL5OH2yb_AdpCdiBDI_2TaC0zlhdv_fDuzrvN3L63US08euXo/s1600/14+All+the+pilots.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="508" data-original-width="800" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGeCWFKXFkgMln2V7LfiPDMZvZGFQcXLZK4g3McVj0mzDoPUA-Ypxbt6pY8UtLdVHSPgBH_MKvOjeMFN6A1dAzhe36LpKCL5OH2yb_AdpCdiBDI_2TaC0zlhdv_fDuzrvN3L63US08euXo/s400/14+All+the+pilots.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">All the pilots together 😄</td></tr>
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Given the lack of
practice pre-season, I was really pleased with how I was flying. As
always there was small things I would have liked to have to done differently,
but on the whole I was pleased. My fellow team mates Steve Roberts and
Bruce Naylor were also flying really well. Bruce used to fly F3C but was
making a comeback in his first competition for several years. It was like
he had never been away but I think it was based on his secret Flight Mode 5
which I will explain another time.</div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvoQ9lX6sQsRmTO9HfWQlvF375Q9N7kkhmrKronJseAPvFV01DrB6h0O-HxOo7IEzmi5maJlcyDrxpyzjNKSM2VcfdVdbqY1vVC2R5YAnNfgG0CA4jyln3EPF8bSLonLw4vPZmBbbowjye/s1600/12+Steve+Roverts+calling+for+me.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="504" data-original-width="800" height="251" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvoQ9lX6sQsRmTO9HfWQlvF375Q9N7kkhmrKronJseAPvFV01DrB6h0O-HxOo7IEzmi5maJlcyDrxpyzjNKSM2VcfdVdbqY1vVC2R5YAnNfgG0CA4jyln3EPF8bSLonLw4vPZmBbbowjye/s400/12+Steve+Roverts+calling+for+me.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ian Emery (left) piloting & his pal Steve Roberts (right) calling for Ian...</td></tr>
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<o:p> </o:p>We
were really looked after by everyone involved in organizing the event and
members of the MFC Jauntal Club in St Stefan. I managed to finish in a
very respectable 8th place given the company I was in. Most of the pilots
there would be competing in the World Championships in Poland in July. </div>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi86pleoVRRjyKzTG1Do3e9Z5PLq4DRbSU1cy-ThHPIdMdH_rm-CzMx447Dy4tddJSI_DNwdb3CTgp8VtzV5GZHoe836z4DbK2s7mykq6VI3JDyQGk0uJxjU68xtd0oTv7tIt_PDK6BiwOf/s1600/13+Results+after+4+rounds.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" data-original-height="450" data-original-width="800" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi86pleoVRRjyKzTG1Do3e9Z5PLq4DRbSU1cy-ThHPIdMdH_rm-CzMx447Dy4tddJSI_DNwdb3CTgp8VtzV5GZHoe836z4DbK2s7mykq6VI3JDyQGk0uJxjU68xtd0oTv7tIt_PDK6BiwOf/s400/13+Results+after+4+rounds.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Brilliant results - well done Ian!</td></tr>
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Before I knew it, it was time to pack up the car and start the long journey
back. The Scottish Nationals was only 3 weeks away.</div>
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****</div>
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<span style="text-align: center;">Thanks so much Ian - we can't wait to hear all about the Scottish Heli Nats! It's great that the <a href="http://www.euroheliseries.net/">Euro-Heli Series</a> is gaining some much deserved recognition in the press - see the feature below from an international magazine recently:</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBNeh8OodwfWWSf7-OF9tUBqgbYUWUYCk8SI44KYiC6HBQc_fzYOvraVYSvjOx4xFXstMjWag9RGdGdsPejqH9_cmyZlrBF9DSGbvOE66KNYXPxzEQs2KK4Waett-ucGb6BLzkFqI57lOB/s1600/15+International+magazine+article.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBNeh8OodwfWWSf7-OF9tUBqgbYUWUYCk8SI44KYiC6HBQc_fzYOvraVYSvjOx4xFXstMjWag9RGdGdsPejqH9_cmyZlrBF9DSGbvOE66KNYXPxzEQs2KK4Waett-ucGb6BLzkFqI57lOB/s400/15+International+magazine+article.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2qU57p9F85FKqHj7a_VN4GFIlHKeFQ1epYHewnfNH13fngtcOz78_8j9g26w3LYYe4qKuz2UvwfIEmS-PPAmlwye9ErCJVlDrto9Kfq4bxtPvM1xQTEyws6yaastL9gR97DB3xYs4SpjE/s1600/16+International+magazine+article.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="600" data-original-width="800" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2qU57p9F85FKqHj7a_VN4GFIlHKeFQ1epYHewnfNH13fngtcOz78_8j9g26w3LYYe4qKuz2UvwfIEmS-PPAmlwye9ErCJVlDrto9Kfq4bxtPvM1xQTEyws6yaastL9gR97DB3xYs4SpjE/s400/16+International+magazine+article.jpg" width="400" /></a></div>
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We are so proud & delighted that <a href="http://www.smbbearings.com/products/smb-product-range.html">SMB Bearings</a> continue to be a very small part (quite literally 😅) of Ian's RC Heli journey & we look forward to bringing more news (& stunning photos) as his season continues...</div>
<o:p></o:p></div>
Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-2781995695912700172017-06-22T11:41:00.000+01:002017-06-22T11:59:04.945+01:00Roxana's epic summer edit for Enuff Skateboards...<div class="separator" style="clear: both; text-align: center;">
Summer's well & truly arrived folks & who better to put a spring in your summer step than </div>
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Roxana Howlett! </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-wqBmSOAJ_E4i_g3X-mqSmvx8gRLwFzUeJne8thm3KO00DaBnIbWT9Pz_o_aEUziTLjcyu_yNMHu-WCQdEWtAhDhZfc-HvcJBbmGkuHWsS5z3v_fk9K3Qx8w7q3GzblMHBCdfPi5uuoBx/s1600/roxsk8girl+1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="598" data-original-width="600" height="396" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-wqBmSOAJ_E4i_g3X-mqSmvx8gRLwFzUeJne8thm3KO00DaBnIbWT9Pz_o_aEUziTLjcyu_yNMHu-WCQdEWtAhDhZfc-HvcJBbmGkuHWsS5z3v_fk9K3Qx8w7q3GzblMHBCdfPi5uuoBx/s400/roxsk8girl+1.JPG" width="400" /></a></div>
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Well, what can we say apart from we LOVE this kid & her dedication to skating 💗</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHPHVUGPg5LbafrXzPyx9YK-e1c_jahf5zK4S-C3-NsvWkPoRPJDuAgFGrxRNQS9c32sr8HFzBbgNBWhf_2OhJ0xxbKuSlPg5bI55N3bLhMp_BQS-IzUSJ_lEaAqdl7mo0u44Wz4upRJmu/s1600/roxsk8girl+2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="346" data-original-width="595" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHPHVUGPg5LbafrXzPyx9YK-e1c_jahf5zK4S-C3-NsvWkPoRPJDuAgFGrxRNQS9c32sr8HFzBbgNBWhf_2OhJ0xxbKuSlPg5bI55N3bLhMp_BQS-IzUSJ_lEaAqdl7mo0u44Wz4upRJmu/s400/roxsk8girl+2.JPG" width="400" /></a></div>
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Check out her summer edit for sponsor <a href="http://www.enuffskateboards.com/">Enuff Skateboards</a> (& we get a little mention too! 😉)</div>
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<span style="text-align: start;"><iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/7guXsOYam0U?rel=0" width="560"></iframe></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiN-3FUpTcpvQQ5BpeZy4Kf8iVUXekYTDaoreGvKT4E0B6OXJnRCmr7Jwo2EnkncPo2j5cLBsUAMcz1PWaWdSRSwfiu0_pTUFRXsxAdxG6y_VUF9h2-4Jr0EDDL-zE4iQPyzqGkhsbFNa6o/s1600/roxsk8girl+3.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="540" data-original-width="585" height="368" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiN-3FUpTcpvQQ5BpeZy4Kf8iVUXekYTDaoreGvKT4E0B6OXJnRCmr7Jwo2EnkncPo2j5cLBsUAMcz1PWaWdSRSwfiu0_pTUFRXsxAdxG6y_VUF9h2-4Jr0EDDL-zE4iQPyzqGkhsbFNa6o/s400/roxsk8girl+3.JPG" width="400" /></a></div>
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<span style="font-family: inherit;">Roxana is off to </span><a href="http://www.nassfestival.com/" style="font-family: inherit;">Nass Festival</a><span style="font-family: inherit;"> in Bristol in the next couple of weeks & is really looking forward to </span><span style="font-family: inherit;">the experience of skating with some top female skaters at </span><a href="http://www.nassfestival.com/skate/girls-skate-uk" style="font-family: inherit;">Girls Skate UK</a><span style="font-family: inherit;"> - </span></div>
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<a href="http://www.nassfestival.com/skate/girls-skate-uk"><img border="0" data-original-height="941" data-original-width="1267" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxbxuwvzbNzpco-nRtNMqzlqwdpcgz86d7_WsD4_5sHfmb1lsYB2UF_aFFhC42rFFWD6zqHih2g16kAVa0lwuTjf1Nq7-2v_-UnBEVrXlgfcnbYwTNWhclyxGIxW83kVN29tbCGt-Y2PR2/s400/Nass+17.JPG" width="400" /></a></div>
<span style="font-family: inherit;"><br /></span>
<span style="font-family: inherit;">you can expect to see <span style="background-color: white; letter-spacing: 1.2px; text-align: start;"> some of the best skaters in the UK including Josie Millard, Lucy Adams, Rianne Evans, Helena Long and many many more. This competition is not to be missed! </span>We are sure that Roxana will wow them with her skills! </span><br />
<br />
In the meantime you can see loads more of Roxana's edits at <a href="https://www.youtube.com/channel/UCzHSrrC26drD5Qfauk4Iitw">YouTube</a> or on <a href="https://www.instagram.com/roxsk8girl/">Instagram</a> & trust us, Roxsk8girl is well worth following. </div>
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<div style="text-align: center;">
We're so proud that our <a href="http://www.smbbearings.com/products/skate-bearings.html">skate bearings</a> help to keep her rolling in style! 💞 </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb53d0O-vQOqXbABd-dQzPK9UAwdHw9SUc7w0ALbj7QYLSlt9AF9KVWTGKzc-XMMaj5LjeAtYWquUD4jGRhe1lwRpBlRcbxbbR7fpxrq5xvZjCmpMtE3nsKzvCpAgRhJd0rUCDXe4JVJbo/s1600/roxsk8girl.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="583" data-original-width="594" height="392" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb53d0O-vQOqXbABd-dQzPK9UAwdHw9SUc7w0ALbj7QYLSlt9AF9KVWTGKzc-XMMaj5LjeAtYWquUD4jGRhe1lwRpBlRcbxbbR7fpxrq5xvZjCmpMtE3nsKzvCpAgRhJd0rUCDXe4JVJbo/s400/roxsk8girl.JPG" width="400" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-78718094154026842002017-05-18T17:12:00.001+01:002017-05-18T17:12:58.331+01:00F1 in Schools team Tiro Racing, photo diary...<div class="separator" style="clear: both; text-align: center;">
Ever wondered what it takes to win an <a href="http://www.f1inschools.co.uk/">F1 in Schools</a> National Final? 🏆</div>
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Well, take a look at these photos from <a href="http://www.tiroracing.co.uk/">Tiro Racing team</a> & wonder no more 😄</div>
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All hail the UK F1 in Schools England National Champions 2017!! </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBhyphenhypheniu6gC7qBGS9Ac9KAXZP5gzNTaYEWw7OioKtmkq-Vz5f_l4SaCYN7k67ZxbhVoejDVKeaUOUwUF3UbnityiMfkZqN6W5uD5wh8G4FA4WIitp7NNJrE6lNgQCpdCzjheIVraXyvj6j1w/s1600/Racing-23.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBhyphenhypheniu6gC7qBGS9Ac9KAXZP5gzNTaYEWw7OioKtmkq-Vz5f_l4SaCYN7k67ZxbhVoejDVKeaUOUwUF3UbnityiMfkZqN6W5uD5wh8G4FA4WIitp7NNJrE6lNgQCpdCzjheIVraXyvj6j1w/s400/Racing-23.jpg" width="400" /></a></div>
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We are delighted to sponsor <a href="http://www.tiroracing.co.uk/">Tiro Racing</a>, a team of six engineering apprentices from Kingston College, SouthWest London, competing in the 2017 <a href="http://www.f1inschools.co.uk/">F1 in Schools</a> competition.</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm0X1WXthb1YT4DrAV3OCJbP5EGJPGnsKwvovsL6qvNll2ngUfbBulCeTFe93QxHLLce9Kkd3DLn5Hmdbv9pLsvnSqMlgQUpflAvTmXkY_LVrH3V4ls6_r5HYKuHR4DOaB7tJufmg4MaLV/s1600/Team-Tiro-1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgm0X1WXthb1YT4DrAV3OCJbP5EGJPGnsKwvovsL6qvNll2ngUfbBulCeTFe93QxHLLce9Kkd3DLn5Hmdbv9pLsvnSqMlgQUpflAvTmXkY_LVrH3V4ls6_r5HYKuHR4DOaB7tJufmg4MaLV/s400/Team-Tiro-1.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Meet the Tiro Racing team!</td></tr>
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They first competed at the London and South East Regional Final, held at the CEME centre in Rainham, East London on the 8th February. Here, against 25 other teams from around the region, they emerged in 2nd place in the Professional Class as well as winning the award for the best team </div>
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identity. Due to this success, they then qualified to represent the area at the UK National Final.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0QuMjr1BbsJgW4Hyd0F7Zxw9J25BBoKYT0veFBB62yNSJnuUbg3cAuYi8FZ_Zvu24e3gfh4jwJ__jPKeEJ20yyLTWI2aQozRs2kvAFG4bzHpWltXZ5dptIQF1lqsRhuKBKE0ni6TDBPcR/s1600/Action-005.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0QuMjr1BbsJgW4Hyd0F7Zxw9J25BBoKYT0veFBB62yNSJnuUbg3cAuYi8FZ_Zvu24e3gfh4jwJ__jPKeEJ20yyLTWI2aQozRs2kvAFG4bzHpWltXZ5dptIQF1lqsRhuKBKE0ni6TDBPcR/s400/Action-005.jpg" width="400" /></a></div>
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The <a href="http://www.f1inschools.co.uk/">F1 in Schools</a> UK National Final took place at the internationally acclaimed Silverstone GP Circuit on the 29th and 30th of March 2017. The National Final consisted of the best 30 teams from 11 different regions across England, Scotland, Wales and Northern Ireland. The level of competition over the two days was extremely high, with quite possibly the highest standard ever reached</div>
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for a UK National Final. The stakes were undoubtedly high with the top 3 placed teams overall, along with the Home Nation Champions, being able to progress further in the competition to the World Finals...</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIgNW-LpTrJF7Y0r6dgV8AFyTEmHtTLbKdZglZB8P-RSNwS9xVdwo1YbFttBRRf_sjCf0VM1Ru2tgVtiWnW_7qvu-dDb0EEnA_nFnjWtfNtTnPQnZy7hVo5s1H7LnKzXqGCnDJjR9rfBmb/s1600/England-01.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIgNW-LpTrJF7Y0r6dgV8AFyTEmHtTLbKdZglZB8P-RSNwS9xVdwo1YbFttBRRf_sjCf0VM1Ru2tgVtiWnW_7qvu-dDb0EEnA_nFnjWtfNtTnPQnZy7hVo5s1H7LnKzXqGCnDJjR9rfBmb/s400/England-01.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tiro Racing showing off their trophies.</td></tr>
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After the two days of competition, <a href="http://www.tiroracing.co.uk/">Tiro Racing</a> were crowned English National Champions and were awarded with the prestigious Best Engineered Car, as well as being placed 2nd overall in the UK.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTHOaDpjsWYkpem_2QULwptp6qV039EsmJfifsrG6wmv-AUeGYxPxvL_Kr20Q_uj-ynJK9rnhHrBtR1NC-ng9o-3z-Bkjpdof8b7n96U2bWddBmXjMrSIB0ykgLq7ECMFTb1FtMc9ajNtV/s1600/England-02.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: left;"><br /></a><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTHOaDpjsWYkpem_2QULwptp6qV039EsmJfifsrG6wmv-AUeGYxPxvL_Kr20Q_uj-ynJK9rnhHrBtR1NC-ng9o-3z-Bkjpdof8b7n96U2bWddBmXjMrSIB0ykgLq7ECMFTb1FtMc9ajNtV/s1600/England-02.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto; text-align: left;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTHOaDpjsWYkpem_2QULwptp6qV039EsmJfifsrG6wmv-AUeGYxPxvL_Kr20Q_uj-ynJK9rnhHrBtR1NC-ng9o-3z-Bkjpdof8b7n96U2bWddBmXjMrSIB0ykgLq7ECMFTb1FtMc9ajNtV/s400/England-02.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">England Winners!!!</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9ouS3Ki-tntTQHa9sOgUouUsvoVE2Bvlx2NNpanB8dk9xbhWkLZZywjtCDEGD5JLXRXSwLgoP5HP4isCWMapzw4uMa0N6s5X2nXwRKcmBPUuwYynoc8WLWrWR12mJI8Y2hFO5nBfXuNfP/s1600/IMG_7594.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9ouS3Ki-tntTQHa9sOgUouUsvoVE2Bvlx2NNpanB8dk9xbhWkLZZywjtCDEGD5JLXRXSwLgoP5HP4isCWMapzw4uMa0N6s5X2nXwRKcmBPUuwYynoc8WLWrWR12mJI8Y2hFO5nBfXuNfP/s400/IMG_7594.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tiro Racing's "Best Engineered Car" 2017...</td></tr>
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Therefore, they go on to represent England at the forthcoming 2017 <a href="http://www.f1inschools.co.uk/">F1 in Schools</a> World Finals in Kuala Lumpur in September, with the goal of becoming World Champions. Additionally, they are the first ever apprentice team in the history of the 14-year competition to reach the World Finals!</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbz68UnslW0pwaDVIGJh3gjPYHoAqM84EAXlC3C7nzKZ1G6WpN5JquR_0szbNKmXHelmmp0eRqTsDck7mxssD7BU_Lp8bfsKmathaQTcv7PvdT33mI7cJg07riOETS1lsAI3UKjvUMSEqO/s1600/IMG_3954.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbz68UnslW0pwaDVIGJh3gjPYHoAqM84EAXlC3C7nzKZ1G6WpN5JquR_0szbNKmXHelmmp0eRqTsDck7mxssD7BU_Lp8bfsKmathaQTcv7PvdT33mI7cJg07riOETS1lsAI3UKjvUMSEqO/s400/IMG_3954.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tiro Racing meeting with local MP meeting James Berry...</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0N9QwJ5hXhJ6IsrfyCA1Ks5VAokZuEu0QZRdsxQqRzBzAEhYmYU3ob_AliLD2RDhcekLrFPBmoxzYfp2eAcCriwHKO1c3tV7rp4tz7knydv0b18kYs3FMw-_Msl_E8QqbXoTWDsqdwchw/s1600/IMG_3969.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0N9QwJ5hXhJ6IsrfyCA1Ks5VAokZuEu0QZRdsxQqRzBzAEhYmYU3ob_AliLD2RDhcekLrFPBmoxzYfp2eAcCriwHKO1c3tV7rp4tz7knydv0b18kYs3FMw-_Msl_E8QqbXoTWDsqdwchw/s400/IMG_3969.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">MP James Berry (centre) being presented with his very own Tiro Racing team top</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyS2zE22-Sp3HIJXiekm6MjthBv0nGuvZyUVmx7V5JGWcXlHZqLfiKq1HXjSrWs5gQ-HdDXJYl0gXMEq2xogjQ7WbAmyHzKF5jqM8uut2ti8fcEN2Ge2wP6LFJLqC1HsmGZd4OQIduzhv_/s1600/IMG_3980.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyS2zE22-Sp3HIJXiekm6MjthBv0nGuvZyUVmx7V5JGWcXlHZqLfiKq1HXjSrWs5gQ-HdDXJYl0gXMEq2xogjQ7WbAmyHzKF5jqM8uut2ti8fcEN2Ge2wP6LFJLqC1HsmGZd4OQIduzhv_/s640/IMG_3980.JPG" width="425" /></a></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbfjoufT_k579nRozEIoXPjlwt36_-K3LhyphenhyphenWoagW1iTgLrHzVpv8isJn5vqX-98LvTmWen_YQmYGM-amR0ZRIUODxQgzpk_26afa195fPHjEyGUXqP9ISldn22MuWmDdGYx1OWdT1wIHdP/s1600/Judging-03.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbfjoufT_k579nRozEIoXPjlwt36_-K3LhyphenhyphenWoagW1iTgLrHzVpv8isJn5vqX-98LvTmWen_YQmYGM-amR0ZRIUODxQgzpk_26afa195fPHjEyGUXqP9ISldn22MuWmDdGYx1OWdT1wIHdP/s400/Judging-03.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tiro Racing facing the judges panel at the F1 in Schools National Finals</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgamLtQN4O1w17BeVKGPqI2GlSZt4rZ6u8XwUprfrljNFLndM4cBYutVNj2IfcyiDEujIQkJMggcTUE5zsP-NBwwhccPdrwWRtNmKMtzMJBDX2UipWtUWicf-sqP7QMyjgmb_OwKgd9yVBR/s1600/Judging-31.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgamLtQN4O1w17BeVKGPqI2GlSZt4rZ6u8XwUprfrljNFLndM4cBYutVNj2IfcyiDEujIQkJMggcTUE5zsP-NBwwhccPdrwWRtNmKMtzMJBDX2UipWtUWicf-sqP7QMyjgmb_OwKgd9yVBR/s400/Judging-31.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Demonstrating the car to the judges...</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi31ryB-IMKPvB7-_AQ_DQqB1zKcvaRcSSGg8ZRd5EI3ymJZv56a3dh_iIAj0UdWgEVQkn_IgVKb2k0TZrDr6Ib0CUpGbEfIkczHG3k6k14_gVcubPujSMfwNGApuW_Nf67BLvCbh7gqEy3/s1600/Racing-21.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi31ryB-IMKPvB7-_AQ_DQqB1zKcvaRcSSGg8ZRd5EI3ymJZv56a3dh_iIAj0UdWgEVQkn_IgVKb2k0TZrDr6Ib0CUpGbEfIkczHG3k6k14_gVcubPujSMfwNGApuW_Nf67BLvCbh7gqEy3/s400/Racing-21.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ready for launch...</td></tr>
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivnrdfx88nMTft8ozyOq-QkGnPBmVyKLW1z4JSFXC5VmmGdAWNECdpq-4BYYVjioWpSG1CzVx9_xDeTCje73_Jgz3z8A7Bxq23-JXvLsibMxlWckIKMM-V6vRNuR7KzetEvCBvD0HH1fCl/s1600/Racing-20.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivnrdfx88nMTft8ozyOq-QkGnPBmVyKLW1z4JSFXC5VmmGdAWNECdpq-4BYYVjioWpSG1CzVx9_xDeTCje73_Jgz3z8A7Bxq23-JXvLsibMxlWckIKMM-V6vRNuR7KzetEvCBvD0HH1fCl/s400/Racing-20.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">Ready to race!!<br /></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxD2RHB3J3OIM0HBv4Qrgn77EvZEAdNQE0kxsFogypilGVoiEuAJhM7AKpbpvj3ZE0JRy363bpuAymsGcIJBZS70lBwoZGsBw5O2mfjIUSpGoz1Eg0OBLFrUG7GpgGrJVpx6jDhNmqytzL/s1600/StandsTiroRacing-02.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxD2RHB3J3OIM0HBv4Qrgn77EvZEAdNQE0kxsFogypilGVoiEuAJhM7AKpbpvj3ZE0JRy363bpuAymsGcIJBZS70lBwoZGsBw5O2mfjIUSpGoz1Eg0OBLFrUG7GpgGrJVpx6jDhNmqytzL/s640/StandsTiroRacing-02.jpg" width="425" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The pit display, part of the branding & team image that Tiro Racing were judged on</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9Kr1E1hD5s8e90EaA8Z7ip2RAWsWETEPKLjS9BRJf-LKl0SME_JQyHZrlR5GADXtSpOU8R4tDK6q54fEeP6ZyUIQHHT1NR5nbIpYWLQxpuqlDkT9nUyWgQozNOIt_Fngt8kaAmENYiCP0/s1600/StandsTiroRacing-03.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9Kr1E1hD5s8e90EaA8Z7ip2RAWsWETEPKLjS9BRJf-LKl0SME_JQyHZrlR5GADXtSpOU8R4tDK6q54fEeP6ZyUIQHHT1NR5nbIpYWLQxpuqlDkT9nUyWgQozNOIt_Fngt8kaAmENYiCP0/s400/StandsTiroRacing-03.jpg" width="400" /></a></td></tr>
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Tiro Racing are such a dynamic team of young people & we'd like to wish them every success in this fantastic STEM event - we hope that we can help them to progress to the top in the forthcoming World Championships in September! 🏆🏆🏆🏆🏆🏆<div style="text-align: center;">
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To keep up to date with the latest news from the team you can visit the <a href="http://www.tiroracing.co.uk/">Tiro Racing</a> website, </div>
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or you can follow them on Twitter (@TiroRacing) or check them out on <a href="http://www.fb.com/TiroRacing">Facebook</a> 💫</div>
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Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-38999987767374454122017-05-11T16:07:00.001+01:002017-05-11T17:02:45.475+01:00Aaron Skippings, SMB's very own downhill skateboarding whizz...<div class="separator" style="clear: both; text-align: center;">
Our technical whizz Aaron Skippings is also a downhill skateboarding whizz! Last weekend saw the tremendously successful downhill skate event "Rumble at the Peep", a British Regional event (which adds national BDSL ranking points to competitors' profiles) which was organised by Aaron himself!!</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGFWpNhmONQ-h_f9inulr8Wr6OfB-jHId6AxPK-84DQKlBHYXHB_U_Qwy4j9U2beT9Ktgho32PRnv6Ph7smNDvMXdwXewrc6Nc6P_Ah7B6UAlLZeECWQwcLUW6bcKLIa2-hRKqLmVko5zS/s1600/Stores+1.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGFWpNhmONQ-h_f9inulr8Wr6OfB-jHId6AxPK-84DQKlBHYXHB_U_Qwy4j9U2beT9Ktgho32PRnv6Ph7smNDvMXdwXewrc6Nc6P_Ah7B6UAlLZeECWQwcLUW6bcKLIa2-hRKqLmVko5zS/s400/Stores+1.JPG" width="333" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Aaron hard at work at SMB...</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_bFS3Cr3pLSv78J3VfmtxM8GosZGl-xMiTUsqj-i-FOCNinGpjdCBh5HfTnDjTa3AFCDlcVZonHqYG__hti6v9AJRtWn6WDyzYGm5AFqSkuPm20YUe7Zxp2pRBhQ0t-7G_0ZCPFIP2_uG/s1600/18221759_1718701798430053_8703156019044515001_n.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="190" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_bFS3Cr3pLSv78J3VfmtxM8GosZGl-xMiTUsqj-i-FOCNinGpjdCBh5HfTnDjTa3AFCDlcVZonHqYG__hti6v9AJRtWn6WDyzYGm5AFqSkuPm20YUe7Zxp2pRBhQ0t-7G_0ZCPFIP2_uG/s400/18221759_1718701798430053_8703156019044515001_n.jpg" width="400" /></a></div>
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The event was attended by 30 national competitors, so there was a really strong challenge for the top spots, but Aaron managed to pip everyone else to the post & came first (boo-hiss to those that say it was rigged!! 👅).</div>
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<tr><td class="tr-caption" style="text-align: center;">Top of the event, Aaron (pictured left) celebrates & finishes top of the BDSL rankings too!</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD51RgaMbq44cjJ78oHwQiuohXxcSjtlKIq3Ab0cgn3W3_ajXfWxwPRD5JRtnfWm45S8teKfXIDYYF13CXzI1YDTnATEhSggJS4eda6fEwMWpcQaS1nxsVXv737tlRy9p_Nl1IqvEO-knz/s1600/Aaron+ranking.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhD51RgaMbq44cjJ78oHwQiuohXxcSjtlKIq3Ab0cgn3W3_ajXfWxwPRD5JRtnfWm45S8teKfXIDYYF13CXzI1YDTnATEhSggJS4eda6fEwMWpcQaS1nxsVXv737tlRy9p_Nl1IqvEO-knz/s640/Aaron+ranking.JPG" width="539" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO4XBKBXi934IbKnqzmCN9h74OS63SFhUcKqkOgTwQPdXQ5Ilikf5qmZXZVzxzSA9c-TC81LhWsbRnD19XQnykcHWToByUMqToE1NK0VXaCBn305I9QbHxlyP_i331KE-msog_6PbIdJNv/s1600/IMG_0204.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO4XBKBXi934IbKnqzmCN9h74OS63SFhUcKqkOgTwQPdXQ5Ilikf5qmZXZVzxzSA9c-TC81LhWsbRnD19XQnykcHWToByUMqToE1NK0VXaCBn305I9QbHxlyP_i331KE-msog_6PbIdJNv/s400/IMG_0204.JPG" width="400" /></a></div>
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This small but dynamic sport is always looking for new starters to join the fray - if you're interested in getting into the sport you can start by visiting <a href="https://www.facebook.com/TheBDSL/">the BDSL FB page</a> for more information, or just dive straight in & go to <a href="https://sidewalkmag.com/skateboard-news/hog-hill-presents-crackling-2017-slalom-downhill.html#ff5e4dBbMybehlrl.97">HogHill Event at Redbridge Cycling Centre</a> in London (which is specifically designed for beginner riders).</div>
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<tr><td class="tr-caption" style="text-align: center;">A slight verge detour on the descent - Aaron cruising past on the right of the picture</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">Hitching a ride back uphill after the downhill! Credit to Kai Menneken for the photos...</td></tr>
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Later on this year, Aaron is heading off to Canada to compete in the <a href="https://www.facebook.com/ultimedescente/">L'Ultime Descente - Top Speed Challenge</a> - the aim of this crazy game is to skate down the one of the steepest descents in the world, without killing yourself, at around 75 miles per hour - easy, right?! We'll nervously bring you all the news from this challenge in September...<br />
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<tr><td class="tr-caption" style="text-align: center;">Aaron in our technical suite at SMB...</td></tr>
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Until then, you can see what Aaron's been up to in the last year or so in this little slideshow:</div>
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<br />Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-36614618452106293002017-03-07T17:15:00.001+00:002017-03-07T17:19:38.801+00:00Introducing F1 in Schools competitors Tiro Racing...<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: inherit;">We are delighted to introduce to you <a href="http://www.f1inschools.co.uk/">F1 in Schools</a> team <a href="http://www.tiroracing.co.uk/">Tiro Racing</a>, </span></div>
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<span style="font-family: inherit;"><span style="background-color: white;">made up of six dedicated engineering apprentices currently attending <a href="https://kingston-college.ac.uk/">Kingston College</a>, </span></span></div>
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<span style="font-family: inherit;"><span style="background-color: white;">who are competing in the <a href="http://www.f1inschools.co.uk/">F1 in Schools</a> competition with high ambitions this year!</span></span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFCHKSE9kx4LB4o4vcQwTbkL83quJf7WEjoE1k0MIrIjBB1jxVdiv0RMg_AwMhHsh1RFzX_VNEDGj_YK_KQIlqBnIRyHOODM49PNytHDqIhoeokx9DXdagR_QxxdZ8N7s4l-SF49Xs2Cxn/s1600/tiro3.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFCHKSE9kx4LB4o4vcQwTbkL83quJf7WEjoE1k0MIrIjBB1jxVdiv0RMg_AwMhHsh1RFzX_VNEDGj_YK_KQIlqBnIRyHOODM49PNytHDqIhoeokx9DXdagR_QxxdZ8N7s4l-SF49Xs2Cxn/s400/tiro3.jpg" width="400" /></a></td></tr>
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The team say:</div>
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"<span style="background-color: white; font-size: 14px;"><span style="font-family: inherit;">F1 in Schools is the world’s largest multi-disciplinary STEM competition. Students must form teams of 4 - 6 members to design, manufacture and test a model Formula 1 car complying with a stringent set of regulations. Alongside this, teams must consider team identity, branding, marketing and sponsorship, similarly to how a real Formula 1 team would operate. These teams must then compete against each other at a Regional, National and International Level, putting their handiwork through the tough scrutiny of a panel of judges.</span></span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3z6UtrajNSS5l_50aY_xKlv6DnDosuHX9JrL86lz60zb-nXTsaCKyL3tnTdQnoTl0b2qFWfRQ3arVUFnQeL1J9GWpz-YxNdBgx5cIsp65gqYf8T4eer-D_hWiqwIIxAtf22bCNSRoBYhH/s1600/Tiro1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3z6UtrajNSS5l_50aY_xKlv6DnDosuHX9JrL86lz60zb-nXTsaCKyL3tnTdQnoTl0b2qFWfRQ3arVUFnQeL1J9GWpz-YxNdBgx5cIsp65gqYf8T4eer-D_hWiqwIIxAtf22bCNSRoBYhH/s400/Tiro1.jpg" width="400" /></a></td></tr>
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<span style="font-family: inherit;">We competed at the London and South East Regional Final at the CEME Centre, Rainham on the 8th February. We were successful in winning the award for Best Team Identity and placed 2nd overall, as well as having the fastest car. Due to this result we will be representing the region at the UK National Final at the Silverstone GP Circuit on the 28th-30th March. Here we will compete against the best teams from around the country to determine the 2017 UK National Champions, as well as deciding who will progress through to the 2017 World Finals!</span></div>
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<tr><td class="tr-caption" style="text-align: center;">Tiro Racing's car for the regional finals...</td></tr>
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<span style="font-family: inherit;">Our goal is to become National Champions, so make sure to keep checking our <a href="http://www.tiroracing.co.uk/">website</a> and social media (<a href="https://www.facebook.com/tiroracing/?fref=ts">Facebook</a> and <a href="https://twitter.com/TiroRacing">Twitter</a>) for regular updates on everything Tiro!</span></div>
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<span style="font-family: inherit;">Thank you for your support and we hope to see you at the UK National Final!"</span></div>
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<span style="font-family: inherit;">We are happy to be a small part of helping Tiro Racing achieve their goals & are delighted to be sponsoring the team throughout their F1 in Schools adventure this year. We were so impressed by their dynamic approach, we just couldn't say no - we have sent them our very finest precision EZO bearings & hope this goes some way to giving them the winning edge this year 😃 </span></div>
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<span style="font-family: inherit;">All the best from us all at <a href="http://www.smbbearings.com/index.html">SMB Bearings</a>, to the epic crew at <a href="http://www.tiroracing.co.uk/">Tiro Racing</a>!</span></div>
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<br />Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-24322439180900960182017-01-10T17:21:00.001+00:002017-01-10T17:30:17.417+00:00Introducing skateboarder Roxana "Rox Sk8 Girl" Howlett...<span style="text-align: start;">It's always great to hear from young people with a real dedicated passion for their chosen hobby, so w</span>e were delighted to get a message recently, introducing us to Roxana Howlett.<span style="text-align: start;"> </span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcOO9pTxO38MBtn3jjHFhwf7NCwgdwMWhVvRvd2usmsVf5PrqRRAdrDXi0YpYjZ4Jlodt8UVDRkSU4GEPhFCOZa4RxbiXpq579TVtUVyz-sEUsvkDOehWMbJcpywDiGZRg1i3fFxED52JA/s1600/ROXANA.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcOO9pTxO38MBtn3jjHFhwf7NCwgdwMWhVvRvd2usmsVf5PrqRRAdrDXi0YpYjZ4Jlodt8UVDRkSU4GEPhFCOZa4RxbiXpq579TVtUVyz-sEUsvkDOehWMbJcpywDiGZRg1i3fFxED52JA/s640/ROXANA.JPG" width="464" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Roxana with a little bit of SMB booty to get her 2017 off to a flying start 💫</td></tr>
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<span style="font-family: inherit;"><span style="text-align: start;">We were so impressed with the progress that she's made in just one year of skateboarding that we were delighted to immediately make her part of our little SMB skate family! We will be looking forward to bringing you her news & updates as she continues her skateboard journey, but in the meantime y</span></span>ou can follow her on Instagram @roxsk8girl or on her <a href="https://www.youtube.com/channel/UCzHSrrC26drD5Qfauk4Iitw">YouTube channel Rox Sk8 Girl</a>.</div>
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<span style="font-family: inherit; text-align: start;">Her very proud Mum, Emma, says:</span></div>
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<span style="font-family: inherit;"><span style="text-align: start;">"</span><span style="font-family: "times new roman" , serif; font-size: 10pt;">My daughter Roxana is 7 years old. She has been skating for less than a year and has a real passion for it. After school each day she runs straight through the house and out the back door onto her miniramp. She skates every day without fail! I'm not sure where she gets her talent from as none of our family skate so it's purely driven by her love for skating. </span></span></div>
<span style="font-family: inherit; font-size: 10.0pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-GB; mso-fareast-theme-font: minor-latin;"> <!--[if !supportLineBreakNewLine]--><br />
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<span style="font-family: inherit; font-size: 10.0pt; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-GB; mso-fareast-theme-font: minor-latin;">Enuff skateboards are Roxana's deck sponsor and she features on their riders page here <a href="http://www.enuffskateboards.com/riders-page/" target="_BLANK">http://www.enuffskateboards.com/riders-page/</a>"</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYDOcP3nsJ-GqlxuczcFzzFhiVpNyaORQ7GGlQvbNmaHLzD6OiJy5RzvBhj5OOzQsD1vWaC0Nco9l-Q9KbYwJPzYnwKsYBxl9pHBvhk0nYKzfOjIllc93C707lrCzviAZk6u3I9YV7XV7M/s1600/ROXANA+2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYDOcP3nsJ-GqlxuczcFzzFhiVpNyaORQ7GGlQvbNmaHLzD6OiJy5RzvBhj5OOzQsD1vWaC0Nco9l-Q9KbYwJPzYnwKsYBxl9pHBvhk0nYKzfOjIllc93C707lrCzviAZk6u3I9YV7XV7M/s640/ROXANA+2.JPG" width="526" /></a></div>
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We are sure that Roxana will be a star of the future, if she continues working just as hard as she is right now at her passion for skateboarding, & we're looking forward very much to being a small part of her journey.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWPWIIrK85YaiFQ8RIiYCB3dhxwauc8Euqy0tEDiZJdM9Dh2fqHkPEdLwC_PIzfibwkVQGSqwHoA9IgHIuwC1O7QugLHanHsU7hKL9_EQ172PV6t859ijbPN_n47ZgHxWjCSh_Vl3AqBcX/s1600/ROXANA+1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWPWIIrK85YaiFQ8RIiYCB3dhxwauc8Euqy0tEDiZJdM9Dh2fqHkPEdLwC_PIzfibwkVQGSqwHoA9IgHIuwC1O7QugLHanHsU7hKL9_EQ172PV6t859ijbPN_n47ZgHxWjCSh_Vl3AqBcX/s400/ROXANA+1.JPG" width="342" /></a></div>
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<span style="font-size: large;">Big loves from us all at <a href="http://www.smbbearings.com/index.html">SMB Bearings</a> Roxana!<br />💚💛💜</span></div>
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Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-63185387682854716962016-12-21T16:20:00.001+00:002016-12-21T16:20:22.908+00:00It's beginning to feel a lot like Christmas...<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXVJ35v8YuvqtlOGPHaHVcrL4Ioo_sqJuFX0R6sBbBc4MWLAPkwVMVOksaKe8ichEKEf01NLjQLVWInDCSb98ME-667bJJA27jkh4d6vY8GztPa_6NUIwYqPqjPUBJMxVbeFK6wmEL1Egn/s1600/Christmas+reindeer+SMB+sign.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="380" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXVJ35v8YuvqtlOGPHaHVcrL4Ioo_sqJuFX0R6sBbBc4MWLAPkwVMVOksaKe8ichEKEf01NLjQLVWInDCSb98ME-667bJJA27jkh4d6vY8GztPa_6NUIwYqPqjPUBJMxVbeFK6wmEL1Egn/s400/Christmas+reindeer+SMB+sign.JPG" width="400" /></a></div>
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All of us at <a href="http://www.smbbearings.com/index.html">SMB Bearings Ltd</a> would like to wish our colleagues, </div>
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customers & friends the very best for Christmas & the coming year! 😄</div>
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****</div>
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We will close at midday on 23rd December & re-open at 9am on the 3rd January 2017 - see you in the New Year!</div>
Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-57107871902160159312016-12-16T16:10:00.001+00:002016-12-16T16:10:45.781+00:00SMB's new non-magnetic bearings brochure...<div class="separator" style="clear: both; text-align: left;">
We're delighted to be starting work on a new brochure, to showcase our non-magnetic bearings - we have plastic (acetal resin), ceramic & 316 grade stainless steel bearings available for a diverse range of applications...</div>
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<span style="background-color: white; color: #2d2b2b; font-family: inherit; font-size: 16px; text-align: justify;">Sometimes applications require bearings to be non-</span><wbr style="background-color: white; color: #2d2b2b; filter: inherit; font-family: inherit; font-size: 16px; text-align: justify;"></wbr><span style="background-color: white; color: #2d2b2b; font-family: inherit; font-size: 16px; text-align: justify;">magnetic or non-</span><wbr style="background-color: white; color: #2d2b2b; filter: inherit; font-family: inherit; font-size: 16px; text-align: justify;"></wbr><span style="background-color: white; color: #2d2b2b; font-family: inherit; font-size: 16px; text-align: justify;">conductive. Such bearings may be required in medical equipment such as MRI scanners, electron beam process equipment, semiconductor equipment, liquid crystal manufacturing, magnetometers and other areas of the electronics industry for example.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIALx_JdIuh6IEJCrlj_VHat_R0zA6ehv4WcVunu1nnErYZuCeiAaefVe3uqtEUubwQXhbUJM04kbxW7nTD6QQm2IfJVslFQHJi-frybjMVqMtMfL8Q8eZyLuRID8Rw3obZpK24szt6yiy/s1600/20161118_170555.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIALx_JdIuh6IEJCrlj_VHat_R0zA6ehv4WcVunu1nnErYZuCeiAaefVe3uqtEUubwQXhbUJM04kbxW7nTD6QQm2IfJVslFQHJi-frybjMVqMtMfL8Q8eZyLuRID8Rw3obZpK24szt6yiy/s400/20161118_170555.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Acetal bearings with glass balls</td></tr>
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<tr><td style="text-align: center;"><span style="margin-left: auto; margin-right: auto;"><a href="http://www.smbbearings.com/products/plastic-bearings.html"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh74WkdA9HCXXYOdb0uyKykKeemlijnAJp0FYtlC092-cqw_fhRFpec7MNiLidcdVqvv65g56H6JGmxg_g0KulXT0No6mfLrC2cQvKerq4y8CTBYws6zFOWHmz5QzR1B6Kg8Oz457SvzT4I/s400/20161118_170745.jpg" width="367" /></a></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.smbbearings.com/products/plastic-bearings.html">Acetal bearings with 316 stainless steel balls</a></td></tr>
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<span style="font-family: inherit;"><span style="background-color: white; color: #2d2b2b; font-size: 16px; text-align: justify;">Different materials for rings, balls and cage are required where a bearing is required to be non-</span><wbr style="background-color: white; color: #2d2b2b; filter: inherit; font-size: 16px; text-align: justify;"></wbr><span style="background-color: white; color: #2d2b2b; font-size: 16px; text-align: justify;">magnetic or non-</span><wbr style="background-color: white; color: #2d2b2b; filter: inherit; font-size: 16px; text-align: justify;"></wbr><span style="background-color: white; color: #2d2b2b; font-size: 16px; text-align: justify;">conductive. We have various options. Our semi-</span><wbr style="background-color: white; color: #2d2b2b; filter: inherit; font-size: 16px; text-align: justify;"></wbr><span style="background-color: white; color: #2d2b2b; font-size: 16px; text-align: justify;">precision </span><a class="hlink_1" href="http://www.smbbearings.com/products/plastic-bearings.html" style="background-color: white; color: black; filter: inherit; font-size: 16px; text-align: justify;" target="_blank" title="SMB range of plastic bearings">acetal resin bearings</a><span style="background-color: white; color: #2d2b2b; font-size: 16px; text-align: justify;"> have either 316 stainless steel balls or glass which fit these requirements. </span></span></div>
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<tr><td style="text-align: center;"><span style="margin-left: auto; margin-right: auto;"><a href="http://www.smbbearings.com/products/flanged-plastic-bearings.html"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhve7p7J0KJixTQjgCXEfKeDwPOsxxRFeO72q_thNwTiOI3cV1YWj4XUIQk2IpkWm1fxv7DHucCk_q62BIoAxXemOxMONnJW6M_H8dHyxVHXuw0vDuEOjYtF2Q5sAIUqFZwQoD80Jkak8Ys/s640/20161118_171033.jpg" width="568" /></a></span></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.smbbearings.com/products/flanged-plastic-bearings.html">Flanged plastic/acetal bearings</a>...</td></tr>
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<span style="background-color: white; color: #2d2b2b; font-size: 16px; text-align: justify;">We can supply full </span><a class="hlink_1" href="http://www.smbbearings.com/products/zro2-ceramic-bearings.html" style="background-color: white; color: black; filter: inherit; font-size: 16px; text-align: justify;" target="_blank" title="SMB range of ceramic bearings">ceramic bearings</a><span style="background-color: white; color: #2d2b2b; font-size: 16px; text-align: justify;"> most commonly made from zirconium dioxide or silicon nitride or, alternatively, <a href="http://www.smbbearings.com/products/316-stainless-steel-bearings.html">austenitic </a></span><span style="background-color: white; filter: inherit; text-align: justify;"><a href="http://www.smbbearings.com/products/316-stainless-steel-bearings.html">stainless steel bearings made from 316 grade</a></span><span style="background-color: white; color: #2d2b2b; font-size: 16px; text-align: justify;"><a href="http://www.smbbearings.com/products/316-stainless-steel-bearings.html"> stainless steel</a>. The cages are made from non-</span><wbr style="background-color: white; color: #2d2b2b; filter: inherit; font-size: 16px; text-align: justify;"></wbr><span style="background-color: white; color: #2d2b2b; font-size: 16px; text-align: justify;">magnetic and non-</span><wbr style="background-color: white; color: #2d2b2b; filter: inherit; font-size: 16px; text-align: justify;"></wbr><span style="background-color: white; color: #2d2b2b; font-size: 16px; text-align: justify;">conductive material such as acetal resin or PEEK and the balls are either 316 stainless steel or ceramic.</span></div>
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<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.smbbearings.com/products/zro2-ceramic-bearings.html">Ceramic bearings </a>...</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4lm109HAKZkdeoOhjXpwzDTCBlVWR7GY0TY7mBfxdjwzp5pnvfxrM3axcVh_ypepGosWK-3T3TrD8zgosLkwm99uYJxuU4CyZv_ZR1Se4vV5w6NHhhW_lkNgcq0R1s6ay8BfnIqzzLvG4/s1600/20161118_171711.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4lm109HAKZkdeoOhjXpwzDTCBlVWR7GY0TY7mBfxdjwzp5pnvfxrM3axcVh_ypepGosWK-3T3TrD8zgosLkwm99uYJxuU4CyZv_ZR1Se4vV5w6NHhhW_lkNgcq0R1s6ay8BfnIqzzLvG4/s640/20161118_171711.jpg" width="534" /></a></div>
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<tr><td><a href="http://www.smbbearings.com/products/316-stainless-steel-bearings.html"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJuBSDKm1nnSB69EgYzP__ZkfDxP7se4RKNub7cQ3M8w1643YBbJOfyou3yZQLXhaJVjjGRN6jZNrzktfy5r-YS_ugMz7YWfo4KXMA5dmkQO04VxrFs6EPE_Ez_WY5v8E62VAM9PNHWAhv/s640/20161118_170213.jpg" style="margin-left: auto; margin-right: auto;" width="476" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;"><a href="http://www.smbbearings.com/products/316-stainless-steel-bearings.html">316 grade stainless steel bearings</a><br /></td></tr>
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<br />If you'd like to find out a little more (before our swanky new brochure is unveiled 😉) then <a href="http://www.smbbearings.com/info/contact-us.html">please contact us</a> or you can find more details at <a href="http://www.smbbearings.com/index.html">our website</a>.<br /><br />Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-73632866677611011452016-12-08T17:09:00.002+00:002016-12-08T17:09:16.529+00:00What a year for Ian Emery, RC Heli pilot...Another year has passed (well, almost 😉) & it's been another year of excitement & brilliant achievement for our friend & British <a href="https://bmfa.org/AHA/F3C-F3N-and-Scale">F3C team</a>-member Ian Emery. At <a href="http://www.smbbearings.com/index.html">SMB Bearings</a>, we're always delighted when we get to hear how our bearings are being put to use & Ian certainly used them in fine style in 2016! We'd like to say a big thanks to Ian for taking the time to share this fantastic season summary with us:<div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibSVHy0iwX32_dPJ2Wg8MOplTHPq8j5nzEXgHaw1UKaGmVDhIf8BgJYJ0uSRHMfPBwbm4L0CzTDUwHyyq4vC2HraoEKjvTh4ghk2uovoIsKeF0YHkmPnhyphenhyphenWzA9fbscCl8gV8xNNfAsqSsp/s1600/Ready+for+round+1.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibSVHy0iwX32_dPJ2Wg8MOplTHPq8j5nzEXgHaw1UKaGmVDhIf8BgJYJ0uSRHMfPBwbm4L0CzTDUwHyyq4vC2HraoEKjvTh4ghk2uovoIsKeF0YHkmPnhyphenhyphenWzA9fbscCl8gV8xNNfAsqSsp/s400/Ready+for+round+1.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ian at the controls...</td></tr>
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<span style="text-align: start;">"Wow, what a roller-coaster of a year it's been. A few days after I wrote my last blog for </span><a href="http://www.smbbearings.com/products/smb-product-range.html" style="text-align: start;">SMB Bearings</a><span style="text-align: start;"> I set off on my biggest RC Helicopter adventure to date, which was to the<a href="http://www.fai.org/ciam-our-sport/f3-radio-control-helicopters"> FAI F3C European Championships.</a></span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzpFi6eZBKRciTuBH2zOMWA9orozOoxCM63mgJGxZ3D1zJ3w2rDGUcntHhdxqPRT_lJsP5GPqKMVngX6xxtkxPy01eeHbnytV5muwbBWTymNHVAPIsLlp0jRMYRiY_kEEe6gJnwlxDs3xf/s1600/Helicopter+flying+well+at+the+practice+field.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzpFi6eZBKRciTuBH2zOMWA9orozOoxCM63mgJGxZ3D1zJ3w2rDGUcntHhdxqPRT_lJsP5GPqKMVngX6xxtkxPy01eeHbnytV5muwbBWTymNHVAPIsLlp0jRMYRiY_kEEe6gJnwlxDs3xf/s400/Helicopter+flying+well+at+the+practice+field.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">On the practice field...</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPZTbfPItFi3FFK-ydpWpYZO0a0ajlsMapWWUq2TtbyfFo44DhaDSmsj-3_IP1ZxdDWakiZhLqUzrO8YdzcShZVD_rl-XNceXTRykn-0isyXNb5Y8YtyM0SdJiBxq4uQVLg1BrT2Qn0cQx/s1600/Helicopter+flying+well+at+the+practice+field+2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPZTbfPItFi3FFK-ydpWpYZO0a0ajlsMapWWUq2TtbyfFo44DhaDSmsj-3_IP1ZxdDWakiZhLqUzrO8YdzcShZVD_rl-XNceXTRykn-0isyXNb5Y8YtyM0SdJiBxq4uQVLg1BrT2Qn0cQx/s400/Helicopter+flying+well+at+the+practice+field+2.JPG" width="400" /></a></div>
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Being in a position to represent the British Team in a major Continental competition was a dream come true, a competition where I would be up against the best F3C pilots in Europe including European and former World Champion Ennio Graber. <br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl2H2Za0czwmwXMrx_m4lZiC29piCeRsyCu203fM9f-RPEcsc3JQcQOj21jWVgP0UZXaXqEwXOET050p19GJ51LKmRJBx3EdmxtVlfI017dREYQrRVGa1PEIpnBY2BlqyqYQF5LyYpT3_3/s1600/Team+shirts.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl2H2Za0czwmwXMrx_m4lZiC29piCeRsyCu203fM9f-RPEcsc3JQcQOj21jWVgP0UZXaXqEwXOET050p19GJ51LKmRJBx3EdmxtVlfI017dREYQrRVGa1PEIpnBY2BlqyqYQF5LyYpT3_3/s400/Team+shirts.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Truly a hard-won shirt (& one to treasure)...</td></tr>
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It was an early start to drive to Watford in order to meet up with the rest of the Team. To minimise costs we had arranged to travel together in one vehicle which was a challenge in itself. We had 4 people, 7 helicopters, 2 generators, 4 cases, 4 Transmitter cases, batteries, chargers and a good selection of spares including a complete bearing set from SMB Bearings just in case. We just needed a kitchen sink, which as it was a Volkeswagon Shuttlebus I'm sure we could have had one fitted if we wanted to!</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhigw5xv3vaqNImQmbcTWYYYgv8w-efUmA6qC5VI6AQ5AzHYcGcknuUr0snBHUBxP-EtDqDL-PTNvHAW29Yu2sI8T6ur5_hyphenhyphenfeW1d9_-2YkRkC_DdHL-TkE4W9lzNwZad4jyd9QahO34fCp/s1600/Helicopters.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhigw5xv3vaqNImQmbcTWYYYgv8w-efUmA6qC5VI6AQ5AzHYcGcknuUr0snBHUBxP-EtDqDL-PTNvHAW29Yu2sI8T6ur5_hyphenhyphenfeW1d9_-2YkRkC_DdHL-TkE4W9lzNwZad4jyd9QahO34fCp/s400/Helicopters.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Helicopters packed - now where are we going to fit the pilots?! 😅</td></tr>
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After the 1100 mile journey to Wlocklawek in Poland we had a quiet night before getting down to business the following day. Our Team manager, Mike Gilfillan was fresh as a daisy after flying out to meet us. Positions of responsibility has its privileges I guess. First we went to the Airfield where the competition would be held and what an amazing venue it was. <br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYBci4ogeySJgRbC-OCIoCrtYHesfjdwLWK8wuinVh2EJrygon_nTTaLqDa0ykfwDJRTcWPHsTu-K1A2RYUMJuESeE1kLjwt3dRJTHrxVcn0RBy9U44dPem3EbMYcK7PbtSnUPjy_LDeu8/s1600/Team+Photo.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYBci4ogeySJgRbC-OCIoCrtYHesfjdwLWK8wuinVh2EJrygon_nTTaLqDa0ykfwDJRTcWPHsTu-K1A2RYUMJuESeE1kLjwt3dRJTHrxVcn0RBy9U44dPem3EbMYcK7PbtSnUPjy_LDeu8/s400/Team+Photo.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The British F3C team - what a gang!</td></tr>
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<br />We then wandered over to one of the official practice sites and met up with the German and Swedish Teams. Still feeling a little rusty after missing so much practice time, I flew several flights and began to feel more comfortable and was really looking forward to what lay ahead. The following day we had Official model processing and Team registration. Whilst I was confident my model would be okay, I had never weighed it so was just hoping that it weighed less than the 6.5 KG limit. Thankfully we all passed the processing and the Team were officially registered into the competition. <br />
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The following day was the official practice day when each pilot was allocated a 10 minute window to fly at the main Competition site. It was much cloudier than we had experienced over the first few days and rather than flying a full schedule I just wanted to do a few runs up and down the flight-line to try and get used to the site. At this point I was beginning to feel at ease so did a few of the aerobatic manoeuvres. Before I knew it my 10 minutes had passed and I had done all that I could. Round 1 awaited me after what I was hoping would be a good night's sleep.<br />
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<span style="text-align: center;">The flight order had been released and I would have to wait
until the end of the day for my flight with only reigning Champion Ennio Graber
to fly straight after me. The day flew
past and soon it was my turn to report to the start box. By this time I was feeling rather nervous,
especially as Ennio was looking over my shoulder. I remember saying to him how nervous I was
and he replied "me too" which I thought was a really nice gesture and
it did help settle my nerves. The first
flight went much better than I could have dreamed of but it was way too early
to see how it was all going to turn out. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh8zeIBsb4-4XRmr6T2RNdO-fPUICRGR8WSU8_mxauB7S4KZocn45wOPZsiFdb6D9hAhOdBQ7eiuYflkojhXnhhq9sv50-gbzhidq2U-1Rjofgber-dw_7MzR7cwdX5YfBicvLzLEibmP6/s1600/Sylphide+2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh8zeIBsb4-4XRmr6T2RNdO-fPUICRGR8WSU8_mxauB7S4KZocn45wOPZsiFdb6D9hAhOdBQ7eiuYflkojhXnhhq9sv50-gbzhidq2U-1Rjofgber-dw_7MzR7cwdX5YfBicvLzLEibmP6/s400/Sylphide+2.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMJgd5kYydkZl79PY4hlvt6Zueg74r2Zoj_8MTDgJWK58FXDGDUtY31qqD-IeqlVDWm5r12iw84ivpD8wrwfL8_PBMJQQ4GxQu0P50J1bEmQKgP02eTTH8AtPbL8jDJzviW2k-otBYxidn/s1600/Sylphide+1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="285" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMJgd5kYydkZl79PY4hlvt6Zueg74r2Zoj_8MTDgJWK58FXDGDUtY31qqD-IeqlVDWm5r12iw84ivpD8wrwfL8_PBMJQQ4GxQu0P50J1bEmQKgP02eTTH8AtPbL8jDJzviW2k-otBYxidn/s400/Sylphide+1.png" width="400" /></a></div>
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<span style="text-align: center;"><br /></span>
<span style="text-align: center;"> The next 2 days went really well and I found myself lying in 25th place. A place in the final was out of my reach at
this point but still wanted to put in a good round to try and climb a place or
two. The fourth round score wasn't as
good as my previous ones, but it was enough to climb one place and finish 24th
which I was elated with as I finished ahead of some great pilots. This was without a doubt the highlight of my
F3C career. </span><br />
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I met some fantastic people
and the memories will stay with me forever.
I had done all that I could, so the remainder of the competition allowed
me to watch the finals and cheer on my Team mate Steve Roberts who had made the
cut. Steve managed to climb a few places but he had left himself a bit too much
to do to reach the podium. All that was
left was the closing ceremony, presentations and banquet before we set off on
the 1100 mile trip back home. <o:p></o:p></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs6NzI7m-lkb9cXQXuPG9ExMrprPf-eVVe_0E6eIgE5VaojS-LLCSLEklB32NiZi0DSHw07m8-3QeESBmo3PCHfzWmVM77-bGstrxmJug-BFKLvOCuon_boH-arUCKeiPdrBmunZ6X4RdL/s1600/European+Championship+results.png" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" height="211" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgs6NzI7m-lkb9cXQXuPG9ExMrprPf-eVVe_0E6eIgE5VaojS-LLCSLEklB32NiZi0DSHw07m8-3QeESBmo3PCHfzWmVM77-bGstrxmJug-BFKLvOCuon_boH-arUCKeiPdrBmunZ6X4RdL/s400/European+Championship+results.png" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The final scores & a magnificent effort puts Ian 24th overall...<br /></td></tr>
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The month of August was soon upon us and it was time for the
Team trials for next year's Team. As
always it was a very close battle between myself and good friend Roger
Mayo. </div>
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwDZxe9DP3oQlOZY_D4ot4j8eqAyDiN5734tQeawydtDYnD_UUMT8TGSxMMTD_UXz4uUZtGchDSIGaE7qikfk7Lw3LrHdOiC6HYFmwhyphenhyphenOQ6OomEZjNJAeF0IF1yl9shkAZFxFlVo8dXijL/s1600/Still+in+1+piece+after+round+2+with+Roger+Mayo.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwDZxe9DP3oQlOZY_D4ot4j8eqAyDiN5734tQeawydtDYnD_UUMT8TGSxMMTD_UXz4uUZtGchDSIGaE7qikfk7Lw3LrHdOiC6HYFmwhyphenhyphenOQ6OomEZjNJAeF0IF1yl9shkAZFxFlVo8dXijL/s400/Still+in+1+piece+after+round+2+with+Roger+Mayo.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">Ian & friendly rival, Roger Mayo<br /></td></tr>
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Unfortunately, Roger pipped me to
the post and secured the third Team place for the 2017 World Championships with
me relegated to Team reserve. Whilst I
was bitterly disappointed, the practice time I had missed out on throughout the
Year was evident. <o:p></o:p></div>
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There was one thing left to focus on now and that was the
last World Cup competition of the season which was held near Abingdon. </div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE27-Fbnp0BDUgCQJtQR9pdJg8e402dGUfQj7Pbz6YjxGUNNXBqOBIhNIldaRmez9WFgq7cjJb3-eDJK6jRE1c999mUz4QJlfJABMNBOmR63BdrM0thbPUpVsbHcCvzA-S8osBgW_T29EJ/s1600/World+Cup+Abingdon+%25281%2529.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE27-Fbnp0BDUgCQJtQR9pdJg8e402dGUfQj7Pbz6YjxGUNNXBqOBIhNIldaRmez9WFgq7cjJb3-eDJK6jRE1c999mUz4QJlfJABMNBOmR63BdrM0thbPUpVsbHcCvzA-S8osBgW_T29EJ/s400/World+Cup+Abingdon+%25281%2529.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">World Cup competitors line-up, Abingdon.</td></tr>
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I was
ready for this one and was determined to get over the disappointment of not
making the team. After a prolonged
period of torrential rain we finally had a break in the weather and got
started. After 5 rounds I'm managed to finish in 6th place which I was really
happy with. </div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSDVwoGohILQ1Vxjk25kLFjhwFlEZEjNl2E1RssAbNdEFojHVj-_cMhu0yIz6CJkbYstS-4EIynADMeccCYEosV2fh3EzdInZgANKpS6yu94Zj_gXP7iTEIjyu6LwGfSSVLYdUsIfxh5Xp/s1600/World+Cup+Abingdon+%25284%2529.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto; text-align: center;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSDVwoGohILQ1Vxjk25kLFjhwFlEZEjNl2E1RssAbNdEFojHVj-_cMhu0yIz6CJkbYstS-4EIynADMeccCYEosV2fh3EzdInZgANKpS6yu94Zj_gXP7iTEIjyu6LwGfSSVLYdUsIfxh5Xp/s400/World+Cup+Abingdon+%25284%2529.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Points mean prizes!! 😉</td></tr>
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU7v__mJfOWYS3jId3VNEa8VAf2wcFxCSkXSbBYOfgJt79BJ1pdjTkSe1Fjer37i7BxqU_6Vi0fXQ8TmXPS7xdj5U5OgKti2wmhwQW7r7qJ8T9eqAd0Fr6PP-A2k5pBVzyv31HCxubz8xi/s1600/World+Cup+Abingdon+%25282%2529.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgU7v__mJfOWYS3jId3VNEa8VAf2wcFxCSkXSbBYOfgJt79BJ1pdjTkSe1Fjer37i7BxqU_6Vi0fXQ8TmXPS7xdj5U5OgKti2wmhwQW7r7qJ8T9eqAd0Fr6PP-A2k5pBVzyv31HCxubz8xi/s400/World+Cup+Abingdon+%25282%2529.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">6th place finish at Abingdon - go Ian! 👍<br /></td></tr>
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This also meant that along
with the points I had gained in Holland and Belgium, I had managed to finish
7th overall in the first ever season of the F3C World Cup.<o:p></o:p></div>
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Now it's time to reflect on this year's high's and low's,
perform some much needed maintenance on both Helicopters and work towards next
Year's competitions . I would like to
take this opportunity to thank all of the staff at SMB Bearings for their help
and fantastic support throughout the year.
I have had hundreds of trouble free flights thanks to the superb quality
of bearings they have available". <o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWL9PMyp4x_ZmYkquCy2Tb3He9-kpQREPq1VRiq80LoGTaVSLdWqXEJKOzY6ErLmCJ2SIaFYZ2e0Uquhj_4B2O80Ox3RI16RAGB8A5O8OxnrCF6Egiw2HG-j13Gw6xEwCBoHye4EPvgjsE/s1600/World+Cup+Abingdon+%25285%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWL9PMyp4x_ZmYkquCy2Tb3He9-kpQREPq1VRiq80LoGTaVSLdWqXEJKOzY6ErLmCJ2SIaFYZ2e0Uquhj_4B2O80Ox3RI16RAGB8A5O8OxnrCF6Egiw2HG-j13Gw6xEwCBoHye4EPvgjsE/s320/World+Cup+Abingdon+%25285%2529.jpg" width="320" /></a></div>
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<span style="text-align: start;">We are so proud of you & your achievements Ian - it hasn't been a perfect year for you but you've proved to everyone that you can still achieve your dreams - you are a real inspiration to us all. </span></div>
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<span style="text-align: start;">Best wishes from us all at <a href="http://www.smbbearings.com/index.html">SMB Bearings Ltd</a> (& m</span><span style="text-align: start;">ay 2017 bring you a sprinkling more luck & another fantastic flying season)! </span></div>
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Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-51981793168303134192016-11-18T16:57:00.001+00:002016-11-18T16:57:04.050+00:00How to get Higher OlliesKudos to Schaeffer Mclean - lovely to see a skating legend giving back with this little lesson on improving your ollies :-)
<iframe width="480" height="270" src="https://www.youtube.com/embed/_K_4JJsTZAs" frameborder="0" allowFullScreen=""></iframe>Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-19980712164405995782016-08-08T10:24:00.001+01:002016-08-08T10:28:45.068+01:00Alex Clark's Kozakov run (filmed by our colleague Aaron)...<div style="text-align: center;">
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifI2Gsq_4E2MFz7vOPdPVKEfN3_ZRS2Ahc4MBkMQuKbcH9PCEUuB1G4TE_PRAwdml5-gvnq8zM1rhj3NJkKls51U5Vl9Q7-JkxKRZdBoNKz0QcLK1yk5_l-NCiI-Vaam8Pp1DV1RmDbe6S/s1600/azzyskip+instagram.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifI2Gsq_4E2MFz7vOPdPVKEfN3_ZRS2Ahc4MBkMQuKbcH9PCEUuB1G4TE_PRAwdml5-gvnq8zM1rhj3NJkKls51U5Vl9Q7-JkxKRZdBoNKz0QcLK1yk5_l-NCiI-Vaam8Pp1DV1RmDbe6S/s400/azzyskip+instagram.JPG" width="360" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Aaron in action at Kozakov</td></tr>
</tbody></table>
Check out the beautiful scenery & the thrill-ride of a Kozakov downhill run, featuring rider Alex Clark & filmed by our technical colleague Aaron Skippings - you rock guys!</div>
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<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/sgjZ3KOJ_gs" width="480"></iframe></div>
Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-19039699682635084402016-08-04T11:55:00.001+01:002016-08-04T11:55:01.334+01:00SMB Bearings re-lubrication services<div style="text-align: center;">
Take a tour of our fantastic new re-lubrication facilites:</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/BtUghRIME0U" width="480"></iframe></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
If you'd like to find out more, please <a href="http://www.smbbearings.com/info/contact-us.html">contact us</a> or see <a href="http://www.smbbearings.com/products/bearing-relubrication.html">http://www.smbbearings.com/products/bearing-relubrication.html</a> for more details...</div>
Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-33514627528336029532016-07-28T13:39:00.000+01:002016-07-28T13:39:06.568+01:00SMB's July newsletter is now available...<div class="separator" style="clear: both; text-align: center;">
Click on the image below to see the full newsletter online:</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://vr2.verticalresponse.com/emails/17592186080063?"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGSP3rVllPvkQrEVTaVAq1j-Ym-2qpP2bkqXLhpNINGnNUqX3AVZyeA-_BB6qeVaPtCm9BNys4IvA_C9ScELfIAbIkxA34fkmrvGTBzLfjD5JNhkU_UmUr1Dva9HEGI0Nf0o4ABAF68dlY/s640/July+newsletter.JPG" width="366" /></a></div>
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<br />Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-59432394542380853062016-07-21T15:37:00.002+01:002016-07-21T16:04:01.285+01:00Ian Emery, RC heli pilot - season update<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1pI9bupr-woTd6h2dKKxJPgTLZKxGspxsoG-bl7NyJlqljGqE9aDjrveRFwRgNKxCIExhMx9XPF7SbrjzAa3fGpWTU7Mji2qT28akGMESd21Df527yrvM_iz4fYzJJ9o5b-yaNTM8cvkX/s1600/FB_IMG_1465810675616.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="361" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1pI9bupr-woTd6h2dKKxJPgTLZKxGspxsoG-bl7NyJlqljGqE9aDjrveRFwRgNKxCIExhMx9XPF7SbrjzAa3fGpWTU7Mji2qT28akGMESd21Df527yrvM_iz4fYzJJ9o5b-yaNTM8cvkX/s640/FB_IMG_1465810675616.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">The competitors line up for the <a href="http://www.euroheliseries.net/">Euro Heli Series</a>...</td></tr>
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<span style="font-family: "calibri";"><br /></span></div>
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">We've just received this fantastic in-depth season update from our friend & RC Heli pilot Ian Emery, it's a great insight into the pressures of reaching the international competition <a href="http://www.euroheliseries.net/">Euro Heli Series</a> & also World Cup standard:</span></div>
<div style="margin: 0cm 0cm 10pt; text-align: left;">
<span style="font-family: "calibri";">"I just thought I would give you a quick update on everything
that has happened over the winter and the Season so far.<span style="mso-spacerun: yes;"> </span>The beginning of the year was a right-off
with regards to flying helicopters as I had to go away with work for 4 months
which couldn’t have come at a worse time (ed. Ian spent a very chilly few months in the Falklands!). </span></div>
<span style="font-family: "calibri";"></span><br />
<div style="margin: 0cm 0cm 10pt; text-align: left;">
<span style="font-family: "calibri";"><span style="font-family: "times new roman";"><span style="font-family: "calibri";">When I returned at the beginning of May I had a shiny new JR Sylphide to try and get built and set up ready for the first F3C Competition. This is pretty much the same model as I flew last year except this one is fitted with the beautiful JR Super Gracy fuselage and a slightly different rotor head which has proved to be popular amongst other F3C pilots.</span><span style="mso-spacerun: yes;"></span></span></span></div>
<span style="font-family: "calibri";">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisuXNubF5uQTb6DPO0KZlgCfFDIhcYe-WWjgVYEQAa8fmCn-kst9-wOg4jJCK2i4ku0AYrVZ7CCWBCZnjR3rf3iIknHs38Lf7HBepbRtVO0f5n02zCVaXopBG8eifQR-RPVOw6udL_c4DL/s1600/FB_IMG_1465810564993.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><span style="font-family: "times new roman";"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisuXNubF5uQTb6DPO0KZlgCfFDIhcYe-WWjgVYEQAa8fmCn-kst9-wOg4jJCK2i4ku0AYrVZ7CCWBCZnjR3rf3iIknHs38Lf7HBepbRtVO0f5n02zCVaXopBG8eifQR-RPVOw6udL_c4DL/s400/FB_IMG_1465810564993.jpg" width="400" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ian carries his heli into battle (this picture gives you a real feel for the sheer size of these machines)...</td></tr>
</tbody></table>
</span><br />
<div style="margin: 0cm 0cm 10pt; text-align: left;">
<span style="font-family: "calibri";"></span></div>
<span style="font-family: "calibri";">
</span>
<div style="margin: 0cm 0cm 10pt; text-align: left;">
<span style="font-family: "calibri";">This was going to be an
important season for me but I couldn’t help but feel frustrated that I had done
so little flying with being away and I just wanted to look back and say that I
had given it my all. To add to my workload I had 2 new schedules to learn which
looked challenging to get right.<span style="mso-spacerun: yes;"> </span>On a
positive note I now had 2 very capable helicopters and it was just the pilot
that needed sorting out!</span></div>
<div style="margin: 0cm 0cm 10pt; text-align: left;">
<span style="font-family: "calibri";"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkFfHGccBrjKBEAatZ841CCUjzKYce4Y3UqQnPCe257uLCzNbuzJn1vzTLjtGxoP1-gvFKx5Qvwy3FPiB54lbckJEt99rk78BtjVnoPIMHU8G3zSB5SQLIO2preZMOHjz-w6tP-IH7xhBJ/s1600/FB_IMG_1465847940155.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkFfHGccBrjKBEAatZ841CCUjzKYce4Y3UqQnPCe257uLCzNbuzJn1vzTLjtGxoP1-gvFKx5Qvwy3FPiB54lbckJEt99rk78BtjVnoPIMHU8G3zSB5SQLIO2preZMOHjz-w6tP-IH7xhBJ/s400/FB_IMG_1465847940155.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ian in action...</td></tr>
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</span></div>
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">The month soon passed and it was time to travel up to
Aberdeen for the <a href="http://www.helinats.co.uk/">Scottish Heli Nats</a> and my first Competition of the 2016
Season.<span style="mso-spacerun: yes;"> </span>I was understandably a little
nervous because I had done so little flying since the end of last season and I
had a slight mishap following an auto-rotation during training where the
helicopter tipped onto its side causing minor damage to the fuselage a week
earlier. We were really lucky with the weather and managed to get 3 rounds
completed along with plenty of training flights which all proved really useful
in my work-up to the <a href="http://bmfa.org/AHA/F3C-F3N-and-Scale">F3C World Cup</a> competitions and European
Championships.<span style="mso-spacerun: yes;"> </span>A lot of competition
flying is physiological and for some reason I managed to make a mistake during
the rolling manoeuvre which carried on into subsequent rounds, but I knew it
was all in my head and Team manager, Mike Gilfillan was on hand to talk me out
of it. I managed to finish 3<sup><span style="font-size: x-small;">rd</span></sup> which I was pleased with but felt
like I had lost ground on teammate and good friend Roger Mayo after some very
close battles last year.</span></div>
<span style="font-family: "calibri";"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcXjc4Mdja20X9HENZTLJG25iyR2b7wiakOIohVwJLpJe7J6NojTJnK2bUas8g5-FfSB9wT2FT0ctTSzyGzQSlTBBBVXJl3AS6tu0sPTu16O1TVQh-Ckk1JXQ6orpL-fMEECDA5E7N5Juq/s1600/FB_IMG_1465810696387.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcXjc4Mdja20X9HENZTLJG25iyR2b7wiakOIohVwJLpJe7J6NojTJnK2bUas8g5-FfSB9wT2FT0ctTSzyGzQSlTBBBVXJl3AS6tu0sPTu16O1TVQh-Ckk1JXQ6orpL-fMEECDA5E7N5Juq/s400/FB_IMG_1465810696387.jpg" width="400" /></a></div>
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";"><br /></span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">With no time to contemplate things the following week we
made the journey to Almere in Holland. This was a fantastic venue for the first
ever FAI F3C World Cup competition and forms part of the <a href="http://www.euroheliseries.net/">Euro Heli Series</a> which
is now in its 3<sup><span style="font-size: x-small;">rd</span></sup> year. We had a pretty good attendance with 14
pilots from 5 different countries.<span style="mso-spacerun: yes;"> </span>After
3 rounds of the preliminary schedule and 2 rounds of the Fly-off schedule I
managed to finish 9<sup><span style="font-size: x-small;">th</span></sup> place and secured 6 valuable World Cup points.
To explain a little bit, other FAI radio controlled disciplines have held World
Cup’s for several years and it involves countries from around the World hosting
World Cup events, points are then awarded after each event depending where you
finished for that competition.<span style="mso-spacerun: yes;"> </span>You then
submit your best 3 results to form a World League table.<span style="mso-spacerun: yes;"> </span>For F3C this is the first World Cup season
but I think it will gather momentum over the next few years but I was really
happy to have been a part of the first ever F3C World Cup competition.<span style="mso-spacerun: yes;"> </span>We then had a 3 week break which I was hoping
to get some much needed practice, unfortunately between work and the weather my
opportunities to get out flying were extremely limited.</span></div>
<br />
<div style="margin: 0cm 0cm 10pt;">
<span style="font-family: "calibri";">The second <a href="http://www.euroheliseries.net/">Euro Heli Series</a> and World Cup competition was
held in Haaltert in the heart of Belgium at the Little Wings club.<span style="mso-spacerun: yes;"> </span>In the 2 previous years we have had major
problems with the Belgium competition due to rain, really strong winds or a
combination of both. This year we had changed the date, changed the venue but
we were not to be disappointed as it rained hard most of the weekend.<span style="mso-spacerun: yes;"> </span>Two weeks on and I think my boots are still
drying out.<span style="mso-spacerun: yes;"> </span>We were also discussing
ideas on how to fit floatation devices to the helicopters is was that wet.<span style="mso-spacerun: yes;"> </span>Surprisingly between the downpours we still
managed to fit in 5 complete rounds over the weekend and I finished 9<sup><span style="font-size: x-small;">th </span></sup>again
and another 6 World Cup points. </span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz-dIPEXdRg9txtX3zTlYn6Cqrqs2DbjXzhl11dTrVxBZ2Wf-7CNLWNaJxMK5qQtAZp7Q43fySZDXKzKGEatC9_38wHQaH3EXYSXGe6Uc71-AAiqDidyplYPtAAupktnf2kk3MyO9tGZAR/s1600/FB_IMG_1465810537905.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz-dIPEXdRg9txtX3zTlYn6Cqrqs2DbjXzhl11dTrVxBZ2Wf-7CNLWNaJxMK5qQtAZp7Q43fySZDXKzKGEatC9_38wHQaH3EXYSXGe6Uc71-AAiqDidyplYPtAAupktnf2kk3MyO9tGZAR/s400/FB_IMG_1465810537905.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A bit of maintenance "on the fly"!</td></tr>
</tbody></table>
<div style="margin: 0cm 0cm 10pt; text-align: left;">
<span style="font-family: "calibri";">As I write this I only have a few days before I leave to go
the European Championships in Poland, which will be my first major continental
championship.<span style="mso-spacerun: yes;"> </span>Both helicopters are good
to go although I popped into SMB Bearings the other day to pick up a spare set
of bearings just in case. Interestingly I stripped the motor down on the
helicopter I used last year.<span style="mso-spacerun: yes;"> </span>The motor
manufacturer recommends oiling the bearings every 5-6 flights.<span style="mso-spacerun: yes;"> </span>The helicopter had well over 200 flight last
year using Japanese <a href="http://www.smbbearings.com/index.html">EZO bearings supplied by SMB</a> and they are still as good as
the day I fitted them, which is a testament to how good these bearings are. Not
oiling the bearing has meant that the grease applied during the manufacturing
process has stayed in place and not been flushed out.<span style="mso-spacerun: yes;"> </span></span></div>
<span style="font-family: "calibri";">I know I always say it but thank you to the whole team at
<a href="http://www.smbbearings.com/index.html">SMB Bearings</a> for the continued support that you have given me over years; it
really makes my life easier knowing I have such reliable bearings installed on
my helicopters". </span><br />
<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgz-dIPEXdRg9txtX3zTlYn6Cqrqs2DbjXzhl11dTrVxBZ2Wf-7CNLWNaJxMK5qQtAZp7Q43fySZDXKzKGEatC9_38wHQaH3EXYSXGe6Uc71-AAiqDidyplYPtAAupktnf2kk3MyO9tGZAR/s1600/FB_IMG_1465810537905.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><br /></div>
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<tr><td style="text-align: center;"><img height="117" 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UMQt15n8SmFmxYeEG2nHB8+Hi/c3h+vvXZ5fO0bb4wXXsxNUG5+T3PjyTUIbbzzZosbnfjKOwI2NnbHxx8fjd/9nf86jk+yvjaTOzhhjv78i13sr8cdaF/6+kYbmkWgLd2+gH3lAMdqBmjiactvrp6XWfsg38xvH6i8ppTl4HiHw6yveJd6Lp3Bjp0+wLgA9gHon8UDiNMXANwsT6sO1DX3s+52NjI2B+Oll++ONz730tjZ5aZiZzz85Hh8+9t/OX7z//O/jm//4V+Ojz86HHv715PzS9GQ+Z64ufHAVN3YozsKuQ5TMzaAtX5QnG/iAWOa+8ZWNDIUGm1yiV77RDUfpAHbPFSx37xd+uFHYDkgl09cM12XlShK9vCsCx7S7CQU0LvZC0ZumDa5+eddV1u5odrJej97Ev6Dsbd7Om7evDhu37wwXnn19nj33VfHL3393fH2Oy+P19+4O978/INx54XLWbeZO5vZI1M2No8iy9nlIGYTQ3Tz9hbWBg+HOx+Zb8sLFgB+Mv/MJ33jtK49eIm1xiI48BTXD/eU7C1Ar931mZl42X/Md49ndCe39MkxOvBBHtYAOuADX+txGheLc6XyXJDGubXb8q2Hgj1qYoKPvrzUtvWJPm3io66yGJQXAGOf/RRZb4J7TeMTuUjJ+HAjyYtKmxkzHhAyNy5d3B23bl4eL969MV59LePMOzBevTeuX7uYfJ6NK5cv5MJwVPvpSc78G9kv9/f26x4A29TbvOPxWdo1D4mTtRo6/sQd/IzV/M9YdK4A5r8grvIUmOO07ToBzJO5nPmB83rqoWIAO52n1Ms1Dh7GnrnAw2P1uU/CD63kwi8vOqTrB7iZNteANTzAzKPPxuk5ClAOPkEccuAp8LefLScNsEbOou/uIcoD6jQPwspG5I2DNjzssbSBkkmBn7Y82rQvHQDXZ1hsoLt5pDdv6+bmfHeLd4hm/88etB+5qxe3x70718arD14ILeM0OLsmF2wYXEPiL7L4YFzGY5uaAlDj03kfKaFWX3540LmTcROwxziyN8FD25zt7vYnY+hjv9YS63ixE4G2yT9kN7fHtStXx+HTw3F0zN49xuFx1nIYoPfZJOs0+37lkfVGbsrXNRRtGoOZjp6yWZ3ON/5RU/74j/94vPLKK+PG9eu1FtirfXHTuPq6Vs2C8m2RrzjDx95GrNSeT5WHR77ybSklz/4S4EF9PbxafO+Hp41XD7KcX42Rgp/UxoidOWZq7VOMS7qyM79xQct/1RYHbP3aP/h79ZBIQAhmFZdgwKQIKIDO01D7s3KN6xTOipdGDaB3doo+/OLUYfLAA+Bmur4iL06d8gFYneOjttCHhg5k8AM8OHJAm4kFzRsoZNQDD2Ds+b94236/2g4eoEY/4GBSaKsPuTleAJp0ZdQJzvi1C33OLzRsqPt8Pq0p8EF3IQjE4YSHzzHDVkG7U3LGoz5A/9FpHOJsmyvkBHVQwysOPnwARxu7gDq1Q43+87IzzT52jEteeXiFkIsBhSfPGZF6xQw6/Moj0zbWuRPgBbSBXeZP5TYy6NAmNAq29UeAB4APWe1TkGn7XSsPr3j4AGtwAH1tzfPWdQBYoxdALzjyzzohNuzMuulXzCe02VPQmzlZH0EIb3Ja/dhGL7LIALTn+MyNNXp9WDH7CY3ivNAHcMQmQAd3Ps/oQZ9xykONLmj6iF7zII5aXvC0z9ONgTa66RuHdpHRF+WlwQ/QZ2/CDwCeuSAH6IM29Zs2ONrmiAJoXx5x5pX27A94eGkrSxse5Js3es7aJ85VrCcefrBR83B19Yp6CqANavyjbl3xK4UDFesT+RZh3MOXVPOuNtYqNOrawsLPO2F8C3D70n7iOwCmYg5fvRKfVD9+9Hj8l//yX8a//3f/vh40ylv54hV65Agt/To4IbdA4SqHtJOPOII4N9ibsXt6/HRcuTjGC3e3x1d/6bVx/6VLY2f32Tg+fDS2d6Irik9Pe57jz7Pyixh2xscfH48//MPv5bC1n/hzuMsNN/OBd2URmnkEaNvHJ9eWsThuM+AzN1PtPzGt5yA4izDr017LNf+cZ2pomtS2MupST73yCx2m0OebKUB95B+eupmAlDmF3aJNMtqb2ytbC9+ck7nWpvyFY44VLqWo7FHMrZPx4MG98cqrL4+jw9PxX7/1vfFv/vX/Pv7g9/9kPH6ylT3pZsrVyFyIq+xJSOIXOnG/1w6+kP/SXgzwpE5DH4TyZ/HR+IjJ/M80gFfEgVmHcnVoXvgA8OQ+2a1zQc2j4FsSH5Pn/M/WXtdNFp66wgu+HgCEb5eDMQ+CYqMfmGa9M9DPDsbJs8fR+XRcuPBs7F84HXdfuDjeeuv+ePOtl8bn37w3vvb1d8eXv/zWeO31u+PKtZ1x/fqFXJdz0/HsMHEelt5nz/gIKO8mJz/lYPnf72LV6/atcoOPxLe80NM3gVzb1+cq8LTdl6zBU4CeP8u8KD29TlxLXm/6Jquvc44xKsgvbcgW9sr6OFxJoLea0cde1jawRylgj2ANJFbWAA+Y9Q+e9rF9bbutA0CD+4MxzLL29RucNWObKrrcVxdcZB37CKeQw9hmIuf/0oFcPbzLXMAVHozHJ26uk7V0D8OX+5PcVG/nhnp/b3PcuXltfO71l8crL90d9+7eGHvbZ+Pq5Qvj4v7uOHj6MOVRzh9HYyO+8K6HnXpXR89hXrCo+Pno2nJ9qTzm75QHgEufWDmrUK9yVLGucXPf6zFAnyLYhpec0aeNjpoDyUs9FEJXMRZ70TufbZ9rSS+tzjHXO+YXuvxYF21AudkPaM5DfQRnDZzk7AEoRz3rsa9Pys16LIKyAjGoUz3A3Fa+cDxxCKh/tq1u2+pV3vZMr34Taw7MaxGAbt9zU5j7/FF7B/+vx4UaHdRcg9g7d7JGuZRnUo1M2XFpd2PcvLI73nrtfj0sOj1+XA9Ea+8LnbmJjjkeyzxnADjct/QZ27Tlq304PiCrXJ3XMs+4r6fs7u12O7LmhfUJH3EjWzEtNQ8+eLDDx0XJ285unwv3d3JPQx389etXx0c//3gcHB6Ow8OT7OX7xctHQqOk7PceldjSN15q7Ai2pcNPmxxVPCn4BE5fKT/5yU/Gm2++OS5fvFT5oIDnvgE5bDPHiZlEMhNKX0B9s17l4THX83xZnT3Sr1mRuUqMrMd6UFTrdB0DMtY9Rj1u0tVLGx9sA/oFgJeXor/S4QXkozhnoBnD6p1EILxBwmApiC76FG8C7OsUmxegww2dVApGZn6Atg5Cw7Z95WZ+QN3gacOvboKkrxz6wMunnPWcCGSloQ+AZq08fIJ2BZri4Fcvddlj0qcNn3LzwDgY0GYdADQnogMML3op9NWlbnVQwwNdfvjUT1/QHrzKWejP+msBLX35AXWU3vwDL03f4UHmvP3/lv/AZ/lB34cQ5Eg+c0FtGx5tzbbln+3MtpF1btamlQUL1DuGcoDm1UY+c0ywbLbqQQ5d2gGfTBWtdE36BfvQ7COLfWoLQG0c8Jlb6bTVA6hbXYCy1OCobYuHXx+VM6fU8lKf5xVPQZd5pg/wCjJ/0dh1/nFwZTuhkNdIV85nXc/pSBvQb4t98jLTZwA36wKUBxx3+/AqAxCPAN4CwOOcm3WCV55c0TZvzGX2WO1Cs57HGqBWnv3XtjzYm8cC/Lxm6asTcGyUVUa/rZGfZcHjr4A8AJ344QFHH4Bfnhnfvi55yk0MD1vrho2L9fJ9HPo226atvoLIxvOaP+hjjdY8ih769ZAk7PXQiSNL+Fm39T0YC6jPOAXtw893ohweHIw//dM/Hb/1L/7lePLkybh48WLR5a2DYOTBgaXoN0Cb3NWrVuk/e3Y84t3g4xXbueHZ2ng8Xn3lyvjGN94cL716eVy6eDaOjw4jw0coeKfWtOfHp77R3EnMu+PjT47H7//+n0frpZB2M0c6V+VF7Pf3Bq1jLX9rDCD3OBiv9fP4zqcw0wH1flZffXPfOJ6XW89na/AU84pccU40dShjHxo4AHnjlQ+AR1DXTKee9cg/y1uEdT88+Ueb7+M4zXq8dv1a1vz++L3f+8/jd/7jfxl/8Rc/ia696L8Y/v0aN1RXiQrGLaee6q/fmYrq5+3l/5harw1rYPZNEDfXFfcy/T+Ljk7MygvUO12oQ+PV6MZjO37mf3MO3TMY7xjiIMyN+VlulnI/Elr2wA3GOIf2s8PwPYnUk3Fh/2xcu7o1Xn3t5njp5Zvj7S+8ND748I3Bx8deeuX2uHf/xrh6lXen8q5X9sajrJmnkc8ekhutkxO+Z5IzV7K4xFdzKW7WDUGAeDrOnjt+b2XHAb2qFbAW4IMHXRUbulI3PfpScxPA3rHiYb0uynz3Irxls/LYfoiPppXOblMa1R/Xbh3QOu/N37j2o3TVrdoC6F1UplU8bStQcyr7FfspPGWPGNY81LzIQ1wUcoEvjrvjDZBzoG1Us/QJnYvOXTytv7IFNnz8wVIPQfioYeJ9lvnCg3LM8TCROQ+Ogd3J3fde7rx5t9nNGxfHyy+9OF555cXx4P6tceXSzrh9+0r2bM5Nx5HpPfUkc+XgMHMtdmK6/OdjcduJCz+IgJtfxs4g8Ltu9BYgPsfM3Nvv71vrGMARH8Y6J12EuQ0v15M0qpRN8E0ucE+0bv2LXxk7xyTEasNDLb8ATjnx53VTq8PYgPIzOZt90A/5OONAB+Y9WNxKXz1UbL3U0DlTUMMDIK8NOGf+GeSnPu8f7TkWvrNvfocHmY7FagNzbsruUlcMdRRCAp7gExKu6A/+VwzZU3ZTg96MLA+Ktp8djSsXNsbnX70/7t64NE4PPx3b2bNqXpeO+Bj9fG0DgE71ml/rysuSz5lP0A/4GA8f+lDYH+GnbV6qzfwLIAOOvNFOp/oU+ts5Y7GX8rFO3tGLjvq+seKJ/E7sxjYPhvg0z5MnB/UQirVxmkDJNWda9EX5LzyQPA+lf/Fz7uNfGQxAQ9658+jTT8eTx49zvbhfsfsgeF1KrNqz7nn+iS87AWr5AH2AFyyl24t/nN+S0xqn4LnOkAeibB+6AJ6xkUPH3J75sKcf0Cj4bF++GrcFwP2Cr+f46p1E55ErZ4KmFo+zJoqbGvh6gNs5+tARRCcFPHJMNB3VKQrfJwEdG+fpdYhe9FDUoX9MINu+0wE5FwA0Ewx+FR+DE15AG2zctJGdachAV755ewDwB+AC3XF3gtvm+uadQyF46QD+4r+2xJsHaMgbg75L950Cxk/RHr4ij07oFPUD9Fmg4JBRF31k5XGMwSuPfQr6qcGTB/NODQ4/oHvzC6iDWjvwAPBLB5QndtqAvABt8YC2xeG3vvR4NMw29Bk6eHVqG9+B8neZHyVTtN68AOjmSR+1vfIje6w5lQ/8bIs8yYNfgv7pLzLyyE89x6JdeJ1LAnbgg4cCj/4K0gB54aPQZv5K1y/t0Dc+eOpdDKnpY/vwMDfE9ZCNj13kQJ82D4jq+4sW2eLP4d7+ed3mC4CXgv/GDsx5g9d5TgzoENAND7zopdYmcF4GurbhcS3rA7z2KfN4QgfwDT5kobMPAvCbY3Vgl6KMOSAe5elrW3lraMgoh15r6MRCn6I8OmcZdOsTdGTm/NIGiFM+bcNPDagfQA553iLPW5WRme1QmzdtUeObX9qOLvAU2uDQi3/00aE9dBkPQI0uoL+nh7XBx4DRiVz7R0EOPXt7++M4e+d3v/vd8U//yf80fvjDH9YDImiWspmLPr7Q1ofzPJQT3jGR6crZr0tsn3w67rywPb705Qfj7Xfu5ub4cJyePB0bW/iSuXWKTPyM/rqq141b5kf85gtbf/bzp+MP/uC7ie9a+HZiI4ElBh6S8XZ67M5gnxit8dHYzS2lx7PHEYBmjRy6HBdg1gNNPvTQhhdQ1jqklRygvDmlX7ortKW98NhHlyDeeaUu+GZZ2gC1fWj4Sx9ALzhAfkC7Mx/U4iQe6gDjxEOUv/mbH4yHDx+PP/vTv4hs1v8Za4d9gAeXkUe6bn6zP0X67Cy5L1x8zWSpj1Bm3YRYoE/UXG/05zwUfeEFys/wWfQ/VlY6KMpAr1c+FxWOSZhqHRekXR+FDD4aIhtU/uqmO7j6aMJW9n14k49kuh4QcSe0tYk/B5nfvGMoZ8e9o3H71v547703xjvvvT4++PDN8eEHn6/vpeGdQptbx+PCJX4c5OE4Pj2MkpPc7D9Nzfiy12GFPMTOVva2E/Y2Pq6WfT3JOz09qr7fkceD23643A+v2Ge5maBPrtZz4RfzC75w+cfNfOUqMpwBgV4/y6vd6fdcahl1kSOa7GHYhLc+/rbY9gUU+cunspv9I/4C9eAmsuD1oW2HmFJ2eUhR//hr34GKsz66ClYfiX19Pqagr/Hth/xU0FfzIsBc5YtZwa/5eh7ab1qvW97Zwyvt2Ky5ViZ6TnFOOOW7WvbQh434WOTMm42cRXLX/eyMr0PgWs7+wj7JPBjj6rULuTm8PR689MK4devauHaNHwHg+nk2bt++Xg+Jjo6iO9fVo4OnY2+35yhR8JxrI/HjLhnj3ocYa0zis7FSmxv7Qo37FPdcAGrygMyM83tDpBct/8gVvNpQllofOF/RpgRRMuDlo2ZfBC/Yhm4pm4HSExA39ymzXvMz96VbBPUD7l/IPodP277ypX/Jg7TZf21KB0etH+qkz/fYlCx7Upxg/XD2P58z2p5NhFBXsQLUPtQBkCXP9cAvbp5xHc98Pjs8Gtev7I27Ny+PV+7dye5/WN+rFU+5tAeiOev6jC9vZy6DiX0Bvfo3wxwbBd8o+G2NrGd59htq1zhQMS5DpH71adOY6+PE6+Fc+DfGHj9akkDg58cWeHdRle2cVT76OPv2YV3rNnL28oc1yCXSqNMG0Dob9BHcnIPKexarst3vh1bkfju2v//974/LV66Ml195uc5EjIv58EE4ctTMH9vwCfStpWEHPyjapUYH+sO56lNXfgPwlb5Jp7LUADLy4SdgG9uMnzjAnFBoowsaesCplzb40rXoAweUzW/+2t//DZllnJXqFACOtsGV0eAa3yWolQFg5gWg2QYcHED7OEYt3iDgxZY42vpJcZAAeZErHDbzj4WvPmRYIN0mPgegBwf7HhbA9as1+ome5/MD6NdKPn0u8I1vm9D5ngw+AiE/gB59Q5a2/IJ97ELXvjaVBc7rmPmpwc05m3WrU70znfFhQqqPGn7p1OAAfKAvXR62ADYVJmW/yraOUR3I6Cv61CmoC54+yK3HAhq21atOY4UPHLGoQ5uzXmrsqqtsZBy54Zrl5FMfUDeZafZbftdrCx21+FJTXAPnfaFPG561zs4hOAA6sgC6Zz6A/jwG9NEL6A8gDyAeXmr6AH31+BCB9mzLuIREXReDpCKbdOYMb+HmBqHsRW+Kh2R9oV12yvceewC90pB3jX+WLIBv+g4OXop9ZMRR0E9Rbs7x+Vi1jR/agJ/4WRv6qg5A29TIzLUP0pABp04AndqVn77y+IYd41EeHgpjpZ/04QWHn+rVhrLwWABw8KCfAjjWFGxjgxo9+iggD8CrHX6hCZa93f6FLgA5dLi/lI4c/GvvXvbn7R1iDHNuKDgM8K4K9lPWGoeyOiBkwrHf8jB3vnjis20A/fjdBwP65JL42q6xcsDgO7R4QPSzn/1s/PN//s/Hd777nTpoRPK5/NHm4YWywhxjTogp7SN/fC9lRiWtJ+PyxePcCN8f733wIL4dhO+4vwC7boXwizwm9mUPqhvcBI/+YMfDhyfjD37/O9ljcwO0wUcpCQzpXlOcPPkDzDeAvD5St//oJZ/guiZOaMa75u09yDkjH6BeZajlneXVWw7zf7Ub+A6ofugQCL5eiUuNzKx/xlnU4/zT9tpew9wGlAfmuSMfbW1Ri7PPeaP6yWOuYJ3/jD3y7IuPHx2mz/zkHQqsg+QD3vgX0do361pD1FxH2C8xHXx9IWjtn+vYrWl2Fz8SM62wNW/z6Scwx7COjf8Yr1QdWuUM3+rdaMgEx6vHFWExJfcR4NfVmI31oCLeY5I1BPAqM5+gyG4Z9dzI54b+2dOM75PcHLHHHIz7966Pz7/FQ9LXxte+8cH45V/+cLzx+RfHSy/dHJcvcZPDTe1BNOQG44yPUsbPJIX0Ymw7a9jrjOPGuqbNmqt9I75xA0gs/R1EcFXQFSMAKtksPVy7eg/CSOeNXDnuyBAj81Soc0l0m98auxQP4+STh+S20Yff2Kl9ZOHrhwTY6z0Dn1KBKHznfrn+pq6H1PXROq5TxMleDU/mPjpo156ScwbjmXiwVQ+zFp04q1zZjN+ERvxVx8d+oN65aKGIMxbxGRuEC54+vJ6jqYGa54tc5Se6O/b4mDa5gFz7ZPF14SOI1PCQk3IuUB8hZJ3FMvfnx7lOw9pfSJ6bIx4iZs7t7G6Mixe2xwt3ro7Pf/6V8fLLd0cuQyP3s+Py5Vwrz+A7Go8efrxcz5kv0XN8mH7OW0uOnE+V/7hAXXlMDvhrL+MN8WR8nSuAc8L1JtTKIa9p97vKOjdCr+8eN0Ad1HMbaBu0cn+UucDDOmLpe5m1jKU4Fzy1Pgo1RzNfaw3Hs/a19zVl5BPQAZ6xtg2olxqaewt1zYPsK3WPtUm+8a95Z39W/qEDGwxC2vWlxTk7lqWMD+vS9WRc1LOfNZaJpx7iAFFbPkfGOKHVryumzZhGSdGo04iO3E9l4nEmqTmb1QiQc/LWurl2sR+mZC4eP/xovJL97s2X7o7rV3ajP/z1u1+sDaSjO/EkHeXLHP/cFoyPwtxl7yJO+sYLDllrZCi0HQOhaDRiql8cSCOlH0z3fUqRWSDgUlFqPOI33y1X3zuKGOMYPPvz/sX9sbu/Px5++unge9+YQ+hLI/bIE/f8rJv2CbPgHDt8pU1tAaD1eiRvPT7MC3RQ4y8vMv7ohz8c9158cdy6eat5lrj7e6mw1/oF++amfA1om1zWHAkPLwLVA0bmVGpK5alcZHyQQRh5MJ3X8h25rNOGjrPmZvDQKSe1r3W8NUdDE8AbizT1WkNTFzx1fUvdY7bsC9FVvHzcTAc0gCAADkFxlcDl5ggoQ6mlg5/bsyy1DlcyFxyFvj5wUZUOQFcvRRy6DHROhvTZh+LlYhOa/OqnlheAF9CedG2vkrnwAcrDg27tArVRLXQmhjD7OPOLMx/e4IGnzD5hS76VvbQFcOqDFzBXxjPX2PGVdfWoH7pyFvvqBqQhQ9EvcPpCXTj+wNcsapCuLDU+zHaMHX8B+Ghrg5qif9pDRrq4833sKSt4kwlupSN/JZP0MbeAiBUP8UDv8W79TW+/sHHeDrUxANgBJ49tANnzflPLIx9gX/qMA5QXZh7ybnu2CeCr4yEvPPNYUXPY4ZU5+GcflRNoW+BBnvzxqq/jDE1/zZ9A270JfnRoa5aZcfRnvEAbnBuxcZdMLj71kDB05c2TesTDr0/itT/7xfSvA3X65lR/4AOnD+igFmadgHbqldslb/RZ19TGxJx2bwEvn3ZtU8OP/ZW/AdrQKPpmmfXIp6zzo/Tyl/YRD3jy51udAXVRuAfgZoV3AdQD1xyhDg5yU7nQnXvYIJ75GlUfy+I0hnlUk+vFv9IdGX0lz3PM9fE0+fgpp8CjTx7WdxD9we//fm5WL9dBYAZ9iuLS49wApHkZKL0JLjtZbnq4qTkc+3vH49137o6vfuONHKIOcpg6zeGe71PhcJ81kXlCEKyN+qlmHmQFz7vz9vYvZG7ujJ/97HD88bd/EPyV8Gbv4tBFnG217Bp/YfBpisP4z/NQnJ+A8Yk3j9iiKKNua3AAMvLAP8PCsoLimfSrA5jl1WcRh214rIG5Bn+ef8bBU/kPToAG3gKoX5ryACNAn4Myc2sjNz/1sKVuJCiRTY/5zpjOOjvP+LPOobpn+8BzdqlSah478QKww+N8Pw8r+QXQWQ9VuHlNXV+0GUeRrHHHZtp1EwM/LwbE13icyJK3tOtdRFmLmNvko2SUzYPo4iNlj8ft25fHK6/dHu9/+Pp4+92XxnsfvD5ee/32uHvvas5RfFQs+9UOD72f5rrAwyFuPk6Xd1P2F9yz9gGuO7yrhj50avx2/hIP15Ye0z5HuV8K5sD4AOeE+XaNyEv8ztMVrvLb7f5fXO+HvHvR/blK5OrdldMcYN9CFrrv8uEw781vECmMEbmGL1lPo8YtMiufmT9U6aOPmrEhXzUXqt/xWICqI1d+R091U/eDJ/mWuZGCLvOA3Az6lOytfJvtlB/By9cP8nqO06+8oDsiNZ6p1QHec3bvmbm+5SbTX8ejfXJ0mMQn39k7eePVzvbZuHZ9v+bfyy/dGQ/u3x53Xrgyrl3bj+LDzJMnmUOJa7sfAuJ6PaAm7WfxZxtfTxMN1yjGpdcqc79hyXH+Ki+Jo/1t2hpIVPNWLAtfUdIWKg/kfaEJ8ppTQD1A5S7rr8d5zYNfM8hfdiLD/FIn64i4pKmDuQhOPHzOX/rYBGa/APC0HfMVX8awRmwZe4D9E53KqFu74OyzF8gn1FwBgmJ9zPIzHwCu99y1n/qmDPsFdNYuNV76oib00ouxEHgwUvbBpb+T/O+mu/PsZFze2Rgfvv3GuJf5t5X5ts0rRjw4zlxC2Dy2beZNxy6OPgW/bEPzV1/BowN/LfThE2Y582bfGtAGNR+ZmnmA2osC4JTJ5ABDJqK7c8IDTr5E/tLF/boOPnryZGRbS8m85l3S4eWBG++YRbe5R089OFzGEpr+ANikjR/ajyf5W/ukj/zaGfP0/v374/Lly/VAp62s9auDPkVZ49YuQL/8Sdv1MH+UbfbZeGZc1efiwD/GS7uANpHVv/Ogfm0hQ63emrM1Dj3HwWHDOIGVHT5uhiAXUpRQELII4HEWQQ2Vg+FBOTQCgk/nnYzg5EenAeMgv+bCgyHtwU+tfG1KkRVvIN64w6feVVChA/os9AVkPajaVAcAfb5gA9BowzvnR58A6vMbI75ymFJGf7QnnzHCQw0fQJtxQQ80+I1Nfnm1C5Td0C0A+eIjZuLgnR/IUdCHHnVR0K9Nan0BlNUeQF8b4pEzB9CBemq8HEw8vM46kKGvPmTJE/Xch057tmEfMD/K0KdNTSEGaRRtANT6Cy9t9bXP0JInDjvZ0OtVhFy8Kf1lku27Pp6PBVA/OHx2LQDyqmPOCQXf1UstL3mXn+JFDBrgGM46LI4ZBdlZTjvwQDMX6JBXndSlJ4dWDsHQ4GceSpt10Wd+qquAG+f04ZkBeXQhQ61eAJzxAvozr2n9pNAGJ6hTPL7AB8wHj3qFODT9B6ABjC1t5F2/6mLKzDdr+gnNtqBdAH36gi54KfTNEXRo8ugr/uAHbfDwy4eMfPpMcW/QjjEA1OKUQZc4irLaUA5+oT42lXVTXyqd0MlL3SCHT90NsZfE1St0lbutsX/hwjg5Zr31L3vFyzo4M87mA/vbO+QEmV6rYW1+DAbgNQbAGnleDaoYeECUOPgemT/9kz8Zv/3bv1055RCGLK8o1ivFeFFmOhfEDmirxoU29PjETfPIIZHvJNjaOBq7O09yU3xlfOPrnx+37vD9Qvykdx8S0FCvmC97SrTW/lm6y+XkNua2dvbHRz87HN/61l+H40pwGd+0KpfhZd/lwRmxOWb6ahswf9hrm93GB3RRWs550f0WZ8zJcedy1ivMffMvjvZ8cyCe3M66Kp9l+xdh5qkxWnRRU2Zb6lAfxfioZwDnXkJbXue7QLv7U24XV1tlj0PlCLbEWzcFLdJrQblJL2M++0cboA0/UGOVG2CuSy3q+HWMgrKA8YQ164xXyquZOdjnJ65ydeO7vCCCH8xf/GAuMfnqV824MUdX8NzHwhOuyGZP2Mo+nnm+ccbHu55kDY8c0K+Pmzf2xrvvvjZ+6Wvvjy99+a3xuTfvj3vB7+1ztng8jo4f5ax4ELmT5D51PRj1gVOPV31MbMkBYeDDbvbrk4wV3hM/Dw2Mnxo55jkoZJUnJvdacPDUu3uWNmPtOQE+10qVGsDOJ/LaUacPUGgrE+urfQggZ363jz6wHtDdvjBnus0gyUfdPqInuUu8AHh4q+YV+7KJ1QYf/HEjC9A2JnyiRjadtMt03VDVuyNqP8BOdOR/9sggK1/lG8zAUqEPXcSPnL7Mdij2KbwzCRwxOi48ocHbylmN7ZofW62LOPAnNstM15vb4aPg4sbJOB2Zj6dHoWevDe7K5d1x4+blcffujfHGGy+PWzevRtfpOHjyaVTzkOS0PobGQ7hastiKNPb64S8P6EgDOYn/yS/tuv9YfKRevWMFCL1oaVYMS12x0ibXy18IXSaYeWuslrp8CI3CjmAfQ+wP/E+pbWjxB7o6HK+VXKDeIUHeA9ZnIZ0/29lWVp3n1wx4+qwBoHHRnTGuF3jwdJkr6nK8kRNHAdAHXTz1kjmUV6l3S1QqF3qKcs3WflF6rrY9z5kC+8Bq70dP7YuJv9LKOiD+rD2Y00dPrIxt5uXJ03Ftf3O8evfmeOPlO2P77DB7KfEwx/CzfRKqvegoe4E5Rn2m5mxiW//oU+AFbFO7P8w6tDMX8wPggXZnkI9cRap8fu76E3rtC3xHXPD7+xfHj370o/Hp48cZ771xksnER1OZr36tR9voon781Efbsz+reHpyV5uxdK/lwdAPfvCDcfXq1XHnzp1cj/brXUS9x7RedVIYa3TSNl8VTwDe4sd+8PUQLHXxhH683C/oE6A8xTkGoNs+PNbIKQNu1gOAm/XMMjNOPmgznZriGRocMay+uBrDCigM0xwEuJm3YJEhgfBoUGfnixKgfmqyR3tO+CwLTWcpgLoIBD59W/kUnc/5F9BmvRU49SwzA314sQloc+4jhw51akv/xVPKd24gItu8rQ8+aPACyqoP0I65sQBVE96SP/rw0bYgDw5QN8W2sTjxwQH05Ztj/SwdAG1A38Trj7zQ0W0uuakCTz8zrHD4BL+86gavj9QUcF6UAOUAaNbwKEufmNRHGzmKMuAA+AF1AOCUGTzxziD026KTJ7Z+XuFbanAcsKN5pUtbFGMBzLO2aMvj+Og3eOrKW9qA+gHb6qMgS/Gh7Azo1id4kVO3+sXLS41f5kI7tMEBK9mq2xfjndc7eqnBOVbwAkQyP+nWnn0B/Epmoc08+gIf+wZ9eSjmGHBfMSZ5Zj59oMw2bAM+dAdm/+DBBoAMNNfpbBugjQ11U9t2fVnE6zM142hfHsC1dV4POPn9rrhZrz5Yw0ebGjr+Auqipsx5A2gDfHyL02XdLHOMSltADijeHJZ678QOPp6Ow4PD517YKP/qxrH3F+HokJuE+BNxbeAP/NggxjnPFOjoqWtXyWSccvD/k//6p+Of/eZvjo8/+mhcunix6HVTFJ+MyRiN3TgA3qIfTHDEzjhzY53cjMNx5crZuHTh8fi7f/eL48UX+Y6jJymsMdYizlcAz+njIzbJRuPqIMTeuDs+ffhs/B//x1+Oo6NcY7b4AmRcjHyNAWx40YC/+E4xJ+D0nWJsZeccNK75z0PfrK5tqF+cbWrzBnS7x2LW2wfudX6FWafg3AWMD77Zlj7NfdvOCcosD7/zHF5wgLwzdJ+y8NWdAxAf8j8HZXRQ89EgoB8cLfvlRuZyrYnozizBNWyXTPwB4BPEdQiRi2zN30m+HpCu2vjUtbHzoLVlGg+Ovzrkw1+6acKfuRtUnGhS5the1g03z3xxcFZayvE4OX4UlifhOci64h1vp/Vz9O+999r4whdeHl/7xvvjnXdfG/fuXxtbO8eZq7yq/DSF7xdib+wveu1xwGA7UTkKjl8yZM0C+AEd31mz8hCHuau4A2v8Zz/goyjHGPnuC+cA8swz9gp568HtpKfrtRx0AVkgYqVLfng4N+ofhZC1UeNXnL2PoEcb5KHe5RIGfCybyITWNrog4/yrm9rFa3hKfmkLZWPhWfmR2oItwFqQlxdLzRV92vCqB5jb6sGH03pnTttxPKO1dBa0SMtnfhgzSfNhG2qZn8yfUFsgdb3ij67V91HxcI1X2ZPH8F65sl8Pi15+6d548/Ovjls3LuXa83Ds8o62wyfJIR+7D3/WAj71c170x9/orndaLb7j0/l4gbphnvD4K69Q8waetOshId205zECzJt5Asxbu9V+nIeyuWwl+gp07tp/oOrQxAtsU+dtzkAfndTyWYOnDW3FlzlOYT/ElfksrW/UxIsO9amDtgDNuSa0ja6VB1b2UwvaUa+67CNL2z60Wl/YDY7xLXp0hWPsZp5d2kncR4/H515+Ybx6/9a4cW0vi4xfXYxc5gxzCm4AWe0xh+2jH3vzPQ5t/GOdUesrD/fLhxR1zjV86LIP0EYWvACu8JmP8/VYoIsufSudRJ0zW5/hnFM9X/h+vgsXLowbN66Px4+fjocPH47NxMDHRBl7JGoNFeDbksvFNwFd2AWPfkA6uOPTPvNaAMaI9s9+/vPK14P7D+p70OAHrNE7713q/ywcbcde4OEwL1jMeRSw8Zy9qS/MdPRTz/rPxwuAk5+2NPHqBMwdPLOOkk9dD4lMLiDjrMxikPaBemKWNvzQzztkHx5qeEwsQF994in4xAUPvAcAA8l/tRi057sviha3wDFQxkXhlQ8BuqB9ZMUjC06YfQKvX9hFpvQvviiHDnD4s5Yt0srWHDt941SPcvIJ1e70rWTh4caOG036gHrUJU7fyPcM2AJmXgp+wYucscNLGzr85dMC+gSYs3k8sO3BrHJdB7/1wzjzYw0/4y0NubkGaAPwK4M+ann0aZa1rbyAnLrgsd9xLDeQkVEnudDH9dyMzvxDBoBXPcjCV/GnbX7MKzh46WNfPmICBzgu8MEjr219l58aXvSA5yab+UKfAp2iLcAaoI08xRt0+PFBO+fj4S3/fDEdbQHeeazRY070mTrUyh/gXJOuDX0CoNE2f/KBwx78vqOGQuyOGTzK4Cu69Bk+/Z155r6+oec8TTv09QE+ZQB8Vs58AurWJ/XTRh99c0MbUCe21DP7iX59UR80Cm1p8FLUDxALAI+1BXnbyFOjT7/Urz0epALolg8541fn6TPeZbOXPZz5kdgRO2vdyCLTa65tPvcuqBw0tWlM4K1n3+gDyMJ7dNBfKL4X3X/1l389/tk/+2fje9/5zrh29erq0M4UVVZ5+uoVV3V48RHb+/t79f0WvJrId7Dcvbs7/vbffm+88sq1sb/HdYBfMmP8kp9KE2PX+aAAdfgMjgepfGypD4I749HjUQ+Jzp5dGBtbvDLXcxu7adShBR3VD9DGFjziyRegnDaBla4AcSonjzX7JCCdegb76HDMLZCo8WOFW1xQjhrZOY6Zpt/6KA0QBxirgBw05j219pWZfaKoxxpYt7Grb12fcLPDWKbPl5FnNKI7NnMjxLTa3Mp1gUN4BPDFGBkj8/RZMck70+AFLx0Qnwb/Vro7D6Fhexp/HkTE8+qXXNr1nST4zwYdHO8iwhNqvrJla4sXCA8Sx9P4nDPJ1tG4c+fSePf918fXv/HB+MY33h9vvvVgvPr6C+Pq1ay3s8fR+mQcHj9MDjjP8TCf/BN7cpc/HgaVvY31ePdNE36u91KABzrzR2rICTGy9zrXAfMDjjZ4CmMP0BZ/fNQP8SnIwMN4UNPHBrmCn/asb6ZT00cPNLIIL1B1CmsZujaQgRc/fTcXOuCFp/TUkMbWohO6PlC3jfan5FOjFznfZV/n5PTroXIAGfBlKwA/frWu7gPgaOsnIA9Am1el9aV9W+/HyBEnQL/jXGwyxky2wMo2JaiyufhaPiDHg86yQ0zhJ8TFFeZJmOo7sWrGPtsY+7v74/D0IIjkqG5LmR/c2CXPvOvtlL2YM8xZvavojddfyn59axwdPh6ffPzTXG8ex49+oMm72yKUPvqzFmoPTM4TCzF1nrquiJZc4W+X6lWMlbMgzCky5MT5u53rkjzA3DZ3ALhVPkNGH7kxly2TMeHFzrQp4svPBQeggxd4wQPn7Rd9qcEbszrkn+cJtXNcv+UHt/az8bTVSRtQr2AbfeigAOd5kLMA5/mNA6Cmby5nGWgU/dVnzr/kmvW1E9yzk5xNMrc2jp6OS3tn44N3Xh8vvnBtHD39NPMwZ5iYyk6V0UgOl3kwA3MH0E9sao/C/sZZqOzzF3najG/XHQdF3bQdp/MAzmsOfAB1v5iwHse5yLvel/CDvLTP9BnlU9Zi1ifrl32Rd4V/+uTx+PlHn4zdvf3IZxzCw8Mo98NYrxyU3oDjAM2cAMYCDjgjr6E5z/ANgM67h3hH0SuvvlrfMelDKWNRFzkCwNP2HC9fE1OyV7ln1XU+f+wD8uinvhoDVH9YhD56jXOlP4BtafKVfMoctzLqALRJDf28Lfruw87zrV//9X/wG0QGooWY3CjuGxcmHDXGvRC3cZSmHWMMYj1VrDAbdCCt6rfe551qeg+oDuksQRhwf9FVXwDKTmi8I4IbdQ40tD0U1IEGO2mX6RQuhvChF9vopi10bE2bfZj9ky4PQG0bkFa5jPq6sEUOe82HjpYzfwB94y1bi8/EgpfmFj59oMw+I68u8C4C2tYUY2ciOL7lJzZjDZvkis0NSXLMK3LkPBqKbm7pz+2yhF9U0SG+XhWLTXhr8eDLkptaSNTQl/ioAfEU/DZmim1hxgvmXV5q9ZBn6dLAcRNMTV9Zadx8sjGw4dXPdE/+gqvhzOAdHvGzjsHlTx4XnvYAfXETnkEf4EWGAv8co23quYCTn7Ybo7zMT3DUAHhl5JFPf9VLjS4AHwH4xFNWFyn4M759KEJPYs7BsL74sbLDnFo/tECWmndNwJdG+qxnHqj1F/B6ICy+AHZo//8qwGflD5x4faDIx/qgNhZA+ZlXOoU2uJmnDgrTXLBAY06RL/oAfmAXXvuAMoA+q4O+tijgxeGPuqwBadbog64NcdBnef05D/AJvt02yOr7QgJ96vI7PL41F4v1oCN1vYq2+F97C7js733xTL6Za3XEaDBWctYPnrkW4SO2E9sO+ri2xYfCrQFfiMc8AhUrOqFljfNRGt4K/U//5/9pfPuP/mjcvHGj+AHlzA8gzkK/PlZQ+IxJbkR2k1veZr2VG+fdrcPx1pu3xuc+d2V8+CFfVH2cm1F+8jty4eHnwMsz3rmYdUA76MahP7moPjfSZ1wvuOHeG3/4X/4ie9nOOH4WuezfvdbDzwMA/CGXjkupWs8basqMB6jP81NbkEWn8yr/kFrV3e55CVhzs0izxih1l6YB2CmdaWuHWvv2LYB05PRH3wRwjp38lp6+0OBBBnrjPCOBUzdg7gRtiit9GcNoyEbIA5XtVZszDnOu6vBSMgF6jdAOoJ8HflFR40dNQQ47wNpWSxkXdf96V3jYd8tAYl3+r7hiD96ztM9yo1IvcmAvurmG15cF8y/XODi40ebGhp+u5yfm93b5ng3WGj9XH77Ng3H16s54993X651CX/v6++P9998YL710a+zvbY69fXw8HE+efpz1e5A4cp2IAX7ZyjMQX86Nk8ROrvmIKr+KWUh8qLFfzzv8dxw4tzDvxUmvXKRAK50nvLAGLhqj1jHlXqGv9dkjop8v4+4HtVzn+pqnLdoFiy2g50+PAQU+/uo8l7ZjRlLVQx1u1Kyuq7124WpdxF0xu6ZLLnkKDXk0eDOJHnD9biFyyvmtfdVnvwAfqDpo+8VTZznyDW69HmrOVN5aj3lAltjma0Wf89CBr51Dx4PyWdC6CWD2l/XEebIQZYtx7u/wYv9gZgKdk+KN2yHnhpO5HR8znsgSDtOL77fi18zYG2sNrsbodJwcH4WJfnRsM184T22Ma1cuZR6/OB48uDtu37mZazjzlhdReCgaD54dlQ6uYXz3EQuVX5qs6z34xMxIxZtypVOT6346PCAm1h5X5JgD8z7S+fBd1vLaBj6zRp4YGeD0lWGsKLFUuGoHXwVfIoZMz0zGpecGNTzU3BcQb9HBpWCj7Ab0HRCnjfO0wtWDkt6nYKfAhy19VE5/BP2Crgx9wH4BehnY0Cq21PLBQ4F/xmGXeQtoA6ickSv27LATPw/Mz56dJI5R1/yN06NxeS/3rUePxo3L2+Mr731uvHjrUuZD7sPYTIk3Be+Y36jWxsqH8pc6+c4+yYNC6v7FsN2xu5dzMrzNnvx1fOw7nrXW917SWh8NbRnX+dqcAPxfZZkvXqtc3/Xx41Kaf8UIdYknrSQtchCQGePihf6V2EePnmafT/6395LrvgaURP7xjtvSkv+w0Wu+r8Old/FdHwHGhvHgHgSsPI4xNN65RP3Kyy/XPjDfl1JOljM5bUBZYMb1vXO/ON73zFzGcx1Ku861wdf6hhfZ1NB6/+p57b7pvj/blU59HuSZ/aFtXmagX/4uNGMB6Nd8XmS3vvnNv/8bGlYR/b6pa2EVkCgGA+fFe6GlJgnoAY9ygM8Ec2PNZwsN3mRYC+qabZbu2NUXg1JuvsFSp34ZJKBecOrqOPtmSKAPSJvfLaR94qA2D/LSBsDzmUpAfbMv8mnXCUipdx0s+inIweerI8rAqw/i6RdvaPqoTvzADnhqZBwPDoDlZ9zje2HMKQWghlcb6PSBCTjtU1MAdQv0kWFTwx9lAHVSm1Po1PTlQQe1tuTFd9oU2voBDQCnDDhjkQ4eUBaApl8U+NUTidpQsMdmAh+FBJ63DdCHLq151zbAAaUvbeyQozm/ALzQbAu0Zz1zTZl9p4a34+i553erSKPoG6AOCnNDEA8vbWOe9cw6AO3K2wfNbkODj4OBOshzkMlN1kjWgGMODR71UoPTD3QxzvNDv9K3yFrQ57yadQD6Bc75K45aPm3BZxua8ei3+me/acNHDbg24TOOuU89y9IHVrbCM+cIfLVzYeKKhf4Z4NGmPqrfWp3yIEOM+j3rhAd+an2jBqdP4jnEo0/ftVc2UvM5boA1hg1sRvg5/diHv8eHV3MdR3Rm7ztZPgue4DGLjLaYG8gC+lh7U2GS38g/efx4/N7v/d743f/0O/W2aHDmAL+VB9RhGxvMX/6axo1n9p+UWMqYPMzNxul48NLF8cEX74+rVzbG0yefxF/iKy1pO49aL2DuC1/2Moa5YeDdKFtbF9LeHX/87b8eDx8y5vz8bF+bep9f9nGkFh/Lz9CpAXH2AeOdcy8d3KwLkL98nPTwETto+CxAhm+GWY9rox5uLQB+ttk613L6OgM08PLOMQPyg5vjFK8ctQXxvhF9fm3OesGrY+ajOH9oSxMYpXDVHKo8oiNq4ZWv9Cwis15hnYf4y194ZllodUOM/vzVOyFCx2bFBTbq6oFteOohPQfh4Pd2Mpf5ifH6JainGSd+NSrX4J3jsX/p2XjnvVfH+x+8UQ+HPvfmvfHCvWtjb//ZODx6mBubo8T+dByePI7+2MnSzrTvL7HnYVa53PEYQ+/l1OxXnUv2hfVDi85nrffQ/K6dHnN0bOR80w/l0QVU/OFf5SLrg4dGtcZOyBPyjFHnDf3wte22hQ/OK/zjvArdXJvvmsc009dX6raxvv7WnpEE1E1X0ZdxLtGeS9hmPtT1UbolNuBBLzW6lSUngn5Zwwfglzj01cOT6KkHMMH78A1c83bs8Aq21VMOLICcsquYFz8F8J2f+AN+ke8bUF4Yzvgsuuv/0HvPZ70k9iShfGe+whMmz2owF1/6QPmaf5WntOlWO2pgOeFLros38yA3qXyB9cmzg/h4Mq7fuDju3709Xnnl3rh8hV8nPB5HBw9jJ+foDHeuXMkfH0fLPODF0jPyif7ETOz5I6/lWww7Pu37+nzf/q73q8ph5PETvjmH8qiD2tzKgxXaygE15yruyC941v+a3vpqHi9AX7ANX/Eu7ZlHXaU7RX/hoQaqXsZvpn0WPzX4Wb7im/q0wdX5IUBbqPwS48RLEexbtA+0/d6bwpk+49jXKfSxL0HZzJjyIH03+9rp4ZNx59r+ePXBrfH6y7fHfu17yWnk2299q+xVa46DP4B7A8aBwn5mQYd5soanfe2cgANmvUuj6wA06YA8yKpDHv6A4q9+81Nz5ggScgE85AY8+WJtF2/Unx6fjhtXr42Hnz4eT7kOZLxYE3yhdYLo62H6XKvUVfpq/+++8a5iCvT4hM4aow6fOaEwL5gH3/3ud8fNmzfHvfv3Vnk2TvQhQx995ha8PNLQRRsATx8+aOzb4rnWQsO+3xcMyAtPy/T5eq2jry/6JY2+bQo+oF8Z+satr7MOebk2ulbob/2jf/jN32CwAAQsMbVShjCg4PN8i1Np9sOg/rgTTuGQT/PVpQw8yDVPJ91BkIc++ninELy1CEMiJnkE+hQDVr+1YLv1tQ5l7SMDqI+454Gh4KeLElDvyv/8o03ulJkBGvqisQ5pHtS4AAP6YO6NwHjQV/JL37EBuOmfb2jNMTYp8DNW6KZNjXy9VTd86BZPH3n60gD64AFx0MHTVwfwHD1/1OoFoOMXfX0EZ+y0Z97zZfZFAKce/RJvEeCDR11zmXFre9GbDadKQuMAURfWgHGhU//JresCkA6gV9vgHRNw8ugDIC/zscYsPNTg9VM7ALzSqF2X4GcabeeBPpjT8zz0KYA4QBv4BB7Qhjh0qq/odRldj0HlgINYyaAXPvQyR/BvnaNZDhxtAVvGQMyCvNBZv7OfyMOP3Nw2J/QBdADaUJZafYI6APUCvqtO3YVb4hfUDZ7asQMPjhpZ6RTfqadO+Mu35K/kchPDHgMPfenowBdAPPak0UcGUMZYnH8rH7CXGhxAPfNKZ/TxExw2waNb4Eag9Oknh+z055iR09bWNrST3Khmv66Hir23yp8k9AO7XKhn36C3P8uLDot//ArVH/3RH43f+he/Vcecys/iCzLaBtRnnEBHuNBTnY3DOgzuhvfk6JNx/doYb791a3zxS6+M27dz43rEF6PmL8zoq1eyy9f1msGc7fxjEuZf8JHZ2uRn1HdzmNoff/WXPxs//jFfBHkph6zOLXLeeHKQXcfZ+0aIpZ8DG34UHcfLDHbW7bU/jbNtH/rcB7pN/nr/6HnQstIt0IUVfmqrX/p5QCfjRK1vjs08x8TLY81ZQx3Aag4tsOar3iq/gDV0AF6KbfHAbEOAXu8SIMb0690I6ERPEJ23RQf6urWKd/YF6HavffuzH7Tl54EAfQDr8MR82vEzc4EHQ7tZZ7zyvbXxbPDC9enpo6zVk3Af1IOgD7/01vjG3/pwfPHLb41XXn1hXLuac9LZQZT3L0XxJdbHJ08zN/Gj53esZN4SQ9Z8+rzaGsZa7/hGTMRHu/jjFO+u4B2m0IRVHImBd4GsvhR/yRuhQUPXnPfOKXMKea7dXDNiK31+Pp0X/aBt1rsU0dd21OG+ljTVnmNu572xzmSMQae395NAvwNyyTUluFN++nnpO1b1l5q5iAzgTRg2HDfqzknjet8q0io/1vhfFs/lBbo6Y3JFx1ZmSMk29LUZvwTa2EfemjOTfhkTdqj1RXvgm6/HDXv1QKz0LXt1+PBiJZu8rnSPXzxzb+TcgO5FdIG2XT5GHjo4IegA+ub8xm584COQ/Ook7/pk/+XdQ9euXBgvP3hxvPra/fHgxRfGxz//yTh8+ngcHz5NOaqfNt/eyjyOrt1d3okefTWfOi+9N3eMK7+W+DBt3oyTa5y4tX/rnECTVz7Ba+pzsvVghjlBn5ykkxxIV4d6bVOYkwC80ABszDzArEegPfehzw/wntO5xGOMs9wcq7Hpl3j7Anr6HS8BUrDMZQo0Cm3Bfo/R2k7xBo83sDO0vLMIzbzxcfPseFzI2O9tnoyXX7w63nnzpXH1QvJ6ctjvQMqemJGttdj7wtqPubAP+YAIPmrKeT/NCzhzJ8APzLmrGMJLrS3zuYovBZAuPq7WPslDy6ALoNU7HRcE/AA66xxX+hJPyYRGDkLbzdy7eevmePTocc4tz8bB0XHWWfxkz0+pQQoQO3IdN/Z6bIB5LgrEXO9oDw7fBHWg7+nBwfirv/qr+tjZ3RdfXO7Z8Lt9R45SZ8RFR9tfj4+5Bj/TbFsjj5/2aeMDfUD92pzxtM/j1UGfQh8gbvi0LVQ+wi+eWt79/f2KHaC//LrZ2sh6YqyDpd9gvX7FG6CuVv5r2XlSuSnA0EaxocPqEM8CAJ5LdiYg9OZdD4h0AnLSzAWavtgHaAPSAOOWj76JlMc+chZloKkDX7hZQw68ctSzTXDeCFGA2QZ84KljrevFpjyzXWDWNftHmXXapxaCrRoe9JtTAF7lAfHwAeD1j7rGLwushh1bqYgBOenwzrkBh01AnvN9YPYbPPLUAPPStrakIz8/bQee8zcw25hlZ77KS273OLH3F426MEt0pZ+YBNv4hI9zXIB2AXMCL2X2Ab4ZJ54C0IeHvny0sUeNbnNkn1p+CvLkCdnZb4v8+jCDcc0AD3KAsto7OV5vVOhr6DhjNRcRbtpBxW7q5u01hg5A3ehQjxu5NPQpo4/QwCMD3lgF6BT1qAswduWtAep5HlKrg3b1a0V0PrBLYR+DB1305acvn+/gM1fyUJdPdchcxwqeWv8SxSpO8BR4sQ0P/BT8p4ZXPKAe5eiLF/RHOXjBAbMuH34A4qkLl/Sssh08NG6cic/cCPCXvzmSbfPRtMwp5g0a1gfuznjNjfgNP3qgGQuAXg7x4H/645+Of/I//I/jpz/5Sb0V+llk4MVHan2gpk8xtzxoETh81bsa4svOVvhOn45bN7bHSw8ujq9+5dVx586FJCA30RHis+u5RY391h2V5QvQddspKBZyE1za7ElbuWk+29gZf/ztvxx//f2Px+7+lRy2Oq/N2/GqA3/L7+iueIKmRnUdGtuNgjle67ms/ArYnnkBY3G8LeDbxwb5AWXE6P+syzlBmf0AVvIL3bY6xNGXB7x2BPlmaJ62DyBnbPmvPh5GXVqog2YVAtqDdpbx9i3p8FVZeBgbavSW/NIH6toz8aJvzkXpD778Wvxc0ZFPQX+YSg94wBuGWM1awsZJfZTs2dnT9HkX3OPcsLAeHo9Ll8d4//3Xx1d/6Z3xtW+8O95557Vx94UrWWd8XOdR1hzf6XIwjvhlMh4uxRw35XgQj8sHHkhuMzdZJ/lj+pd/+W+VT/jiky+AsWZZz/Cz3nyrP7GA63fNsSat+8YKfebw+Rz1tZGcVo5iD15k+M4vbLUvvT/oV90MLzrLy0VvquIpH9MvPQufPlATaelJm7rWYPn//N6rbI1LD39y2T9prQ3ozPaWab0AN2boAzrWtk287KkCNPB1za2Zythjs/cK7dPuc/daJ7bmAi+APn7KGtAH6MaGrDja6hd3Ej7b7IsVI7zBle7FJ+0xjv1xdfzCZucdfq85baf3cUoCrbp0x0b5UnMx/fgirX3QDrxti48V5epShQepV69eHK+9+vK4dv3SePHe7XF8dDgefvpJ9vfN+ogma4oc18OY5eFMj2HrLZ8mAB/upU0Hn6fxnXJUvkfetnnW76K32AoPD7/iyfWzTcOQObjMDfVRW+hLUzdtoHirtbQXfmUE8dSMOXXrWOsH5JNHGrX5mmvp9OW3COwZtQuBp5063Au1c6q8uj9LD1B9RFNBqZ0g8lzN+RjhzsbxuLx/Nl68fWW8+9bL49a1nCeODpLzjHn2ROYAkn3f3bq1o31i56NltFnzxqmPgO3ZP/icA4C8xgQUbZJTL7V88s7ypTfdok/5Qk4PbMEPlM5FP3Oe6w8vQKCW6+Bxzm8XL16s8xcPdY5O61v8IlejFVzPaeTRWfjom2ME9GMF2Ex1Phc1p9Lm4Qj6+CLrNz//5qo/89NHhgLMcxYaRbCNvNcdstG8a33gZ70UaRYAH/Rj9h+ARxzQttYw65gBPDpmvciKo976R//om/UT+BC4sZKZp8ngLPOkpMyLlTa1T47hpU87/1ZGvXFTz+w4NPrrC3FflNHF5FvrWzsvOAD4QY2eQw4S4Sv5Ra4PAOuLr/ZmP+CDNvcB/PNhFAAeOUodvpaLD4VDzPqVj45dAMfPsm5FT/mRizd6AXi1AR/2V+8IStsvS4YPf5B/+vRp4WjPvlOjBxrFXALGDw4aeHKDL+CxZzFO+ADo2rMNXV0zjvmAn+gG1EWM1NjVb/oAsvSpAejQSl9009c2emmv/A+OG2jkAf3hnVXyUsPv2/soc260DR4cbX0Bt6rP1viKuQ4WLY8P4OCjr7+A9rEJnho+7djn3XPzZigvtWOvDEVbgH6DE48sBfv0pdOnnvXBp7/C+Tjkn+Vok1dqAD0ANOSwRVv/wM2vBCPXvlU37cSyvGIKP34GW3/mUTw6kGcOQ6dvvoCWbZ+KL3TkqfUF2+oix+ABec0b4H6gfXQqw5qdY4Su7tm+suBoawOADl4cMo4VvOAo8PlxQeV80K6cdujTBvQDHHE4p5CfdYKTH171APbRCS91+bbQgOovfPhPQSf9UMs2svCYM2yFVB83K7601cOBQn4LPOCMu3UbP3LMmsyv6Ad4hYt4nY/N1+vLOB99+mj8s//lN8ef/dmfVS5ioGThxxagHH1tAnUztxxcBHh36zuO4t94NG7f3Bpf+cqr4403boT3aJzkJno7py3etYCfjjX6KehqHDrX/vIZd2I8ru9Vyc3HdnxN+d5f/GR897s/HvsXrsVp8rqMf3RSmzPagG3zQV08lbnnwRzgCfqqH1/UrX4KNAv+UkPHf0B+CjTwyMkrDxBtVYt3HJChbR+6dqj1wz619iuOhX/mjZbio2/9WaAur9v0V3LRbfa0W/oX3Epvaq6V8lijr27Q0ZM+QI7xee1P7OVmln7pLt+fH89+ZwB5allw1sJaNr4k99GwzGPWTfTXr5Q9iQMHGZvH9RDo6PTj8c77r41f/dUvjS9+9e1x76Ub4/qN3XF4/EnKp/GVh0qH4+j4KS8ERz9rH9usM8aL60zOBpn3vOPn+JhrB76zr7Ln8OXV83Wh/aUmN86R6i88xMFYIMcaB+cZijZrCFlzqEytrdK7/jg1fvAAgHcPoQ+oMQk/OleQ/POdIJXT/PlQTz/1scck/AsN/zu2PhfQpuCH+8eKJzZgpA2ehxNAPcio/np+Ii9OeXDYYB8Q4KHUJE1RB7V6lQeoiYFiH531oCMy8BOLPLM8Z5n6fsvloRJ0xwf6nC90oTdcJU/f0nOm52YECneWEKquG+zlhcLMM/RRCI6Hab7LVluQHH8foGoPer/zLj7UfCSmrHEeCtU7eEKBN/Fwk58TVuQzZ8Ozt599eCdnuN3NcfvO9XHjxpXx0kv34u8YT558lDP7w5ojrK1+x1hI+a8eYPHuncVH/Wg/K7Tqmy8I5KLymzb8QOdiPS9oW+AvnvhdeVpk4OWFFejqLFj2FqHsLtC+xbkF4EOWGnxGqfAzDwAd/StfJh8ozAE+4ifPzMv4qM+Y5jGTRq2vsx5AnkhUXXN/kWUkz+sBkKe9ii3zEP36DmCtZNHHpGS+nZ2MvZ2cCZ9+Ml57cHt88M4b48ZV3vEbpoqFfZ713XOKOcC9JLpL12KTnLBeeAcacRgLAJ1y3h8AvvrOm0WX+gD4zQt4ryOzbQowy8yA7Or6U+tlnTdszuzMt5XOicCD03pXXOI+Yu8O7tLFK5XQn/FrZ5mXB8Hv71+o+wv4ouUX/GzL7StxOWaAvCumAH33J+jUyD789OG4eOnSuHfvXukApFObC/uW8zbRDTBuQM9T7+PY59o+Y0utHH2gniMEZ0G3sekP/da7Hnf9EUfeKehFD/zo0A58sz7b2tv65q/9/d/oJ+coJyFr5TAp2AI9MVFijRwLhtoBMIg22Ib8mEgnAifaRutYO85PnQZZqrjw9+e715sgfPiEjtUT//D3Qahtto315qD/LdeTw7516+gaaN/X+vrLDd2IoDduYUZpvdKNNBdC9oBwVhwslnpbXf7qwJdFBSM1h6P26/kJj1/PxZO2r5LVISR0LmxMQOhOlNXnYVPXYS/89SqSCytyJ8c5kKSPPnjr4xfhZ9KgQ1AngD+AOQTKr6WGT3+p4Ucn46ed6idHysDjQhDmuAFqJjg4+JSzL9Cex5ODojpWcwZ2xiW8xFo+hkc+ZdUvTn8o4jHNAZI6YdXmDY2Cv4Bzei2zHl91YY+2MvgFnrEF5Af0WTsziFMXMtiX5oHMDQtd+kGtPnVoC//AVf4C4FY+Lr7MOaMoix5AOxYA3+DzJS148LtwzNO4U3N40etchA86pX6NI5d61pHzChI6tIlsodNHlw8RoTFH9N2YtIEvxmAOAHMr3yyDj9TKgyffyqCP/jwu6gC0J94xEw9Yg9dneAHzB794atYYupA1ZvD6oTx4cNTgZr+pkQenvPqpa9zgTR+6MtABbrS4Qdnd3QuOftsquaI7tn1RZe/ilRx46jvaas9sWxT4LfSx2TeHz49TXdHyX90cYTcThC/Bhs848VXgp0o5iPz2b/3L8R/+3X8Yly9fjkTv38g4FuUHLlWcKVHOfHV/ye5c+ogoIxq9m2M/h8W97afj3t3d8cH7L463334he8dBqJkrSERXvQMqQu0bITNG3CyR9x77lb98ISp5iUB9IW2uSXx8YWd7b3z88dH41rf+KrgL4e84szpJYemuS3ldpMhD4onqaOm4MByoWHEmQtRgqdnLuc7QX1RU7PWrN6mhI3PWatp2+tSOmeOkLXks+CjPapzTlU5fUFa9c3/WC9i2jx3BvFLjFiUSqXsfEtBbXyBNO3OTj/NxcM3/ySt1/pBtBeUDsPI5/PpWOcbvZimQHxq6Ss9SZt/hqxejGJtFpnShn8tdUMwJdCzkFdS4MWbBcwNNf2ebGYDu7C2bp2O3vqSXs8HTsTVSdo7Glcs747XX7o4vvPvK+Dt/5+vjvfffGPcf3Ig9vt/rID4fxJvsg5mz9Q43dG13/jqP6Hce9Bd88rFOziichQgNvDV87AHG5RmVmjNlncESQz1kg5Ka/aIfiLHOmx/b5Ijxbl86IbQpNQ8iWzf+IfFRNR4YMevRgd5+R1K38adeAY9e5Or7Zoq79x7oOGabGv622n7ig3ylT98SOzHDI+DX1ibXjthPDuuBbHixTZyVhAAfcwGQbT8X/8OK7tojwlu6k3d+GEKv8Kfskxv+xTVu/PzuJVSzts1d+88YdUGo89zX4Io5OStfYr+u53zBSOxy/nRcrdE3x80YgmcVrH3rNctoK8NZiRjpUwqSxJJNbvreIA6EN54Ex7WB+bXIRy9jUwHCs+Su/WmbPIyngX+FCPAg6DTzbxEL0MIPzuY8YOR7tw4zx/lS3p1x98Wb48H9F8be3tZ4/PiT+nW0w4PHY38vayCyW8z/aOA7avJ/xoX12fcUPVbE0w/O8K0fLLW/xFLf2zjl1TwCxZ/imYG543ysvSA1sfAOJ3ypASOnmR/OCe1QO1elUWhDB6rNGEFbbNR1YdFDmfmp6QP4v7MRPzNXKgdLXV9iH5Zec/gWXVHpmYein4C6zRcw+wmGuvjTYW5kZrazxYtsn8vJc6voc5cxq498bORavRVdqx+miJ6tZ4fjKGP9zpsPUu6POzf3E89B4mCsiIuSMSWwWD9JrFxL6G1v9fjWF1NnblCCqLXPfld7Xto1dwPGW7mlzxilTR++NFa5ofbsZd5aJ3ldzx1q24C8lMLP9Oou7fABjBF7V6oavxoz9q9FHo9ZY/1gLLbjM4NKrFcvXxyPPn0yDp+yx2/UGz9iPee8o5qeZS+YWtv55xmx6vCtxh9G/AgfdgFq5wX7FHX7xovZp+OHf/ODcevGzfHCnTsZB3zimsC9bK9R1+KcD/NpDuocu/CAY44A1th1PSIPHp8A+9As9qm1ad95bLEPD23XiHLahWYe6NPW35UffNwMRgizADV9CtAKOwjpJCHN6rNhtdru60B61Ua/QYInQV5065CapCMXhqrBU/qmbq2zN3wS0TyYgMZEI/DW24MAXl3YRI4+AE/bbp9ot/7lQJ22AK59jJ1cdKK16Hw+tHQuOQLUz0SdJ415A2de0dsb+9o3CgcpcQA42s3feij5b0WHv2DRA58TAzlqwXe6iNdP5GhTa0+YfUSGIm5lO6DM7Lt1+c6mt9hFjra86hPUpc3zOqFLm2sL+ua+OmgzPtK5uaSmj4/6RM0Ntu9QUF4+9YKb+9ABagpyrBWANiCfD7OUAWa9gDapwaNDvfTl0W9s2QcYU+z4gEQdtNVlOR/HzC/ehw7QAGgU7GgTWcA+erUHTl+5QZltArMtUBTW3/oLS5vGxYGazd85jV32gFkPAB6b0Fp2mQfnaou6iEm/6UOjPq8bHmr0Q8MWNUDbGNUFqEvb6revHvozQAPPmOIfNpGlTa1+anjBA+hBDpAf0AY+2kYWujqUla7s7K/y+g1OejgL37p7LvT37azXKPQVRMTDDwA/+s/bBcADsz3bvIpWPme9Vz+5ql8ECU45fODGkpp3Zn7/e385/tVv/3YdCsAx3zjotO+Lj4sNgApaeZP/Gp+48heBOgTuZvlv82tmu0/Gl7/08njjjevj4mU+jvM0MrHDgTI36cxlDmvYxb/1XG8c9qkrRmjLtWir3gFBvPn/jH1ra/zBH/xZ4t7JwYsvr0a2xwGoXwmJXnS5JqQ1dG5Bab+66Ves2C+Z5wF9ALSM9spXi30BPst5ELeyNekgD+Do2/4sOE+jbTmvhzkhjzYpwVRf28WT/Uh55YQSWQAZAD6hcMXDf9B73LWnDHq1MQM84OErnsgrV3X++sHBGtRdJeorDvjr2M2rudm7K7TMuczH7U0eJmcfffYofE/rC6fffOv++OCDN8fXv/H++Nzn7o0bNy6Mnd1n4/j0ceYXczX+VH6WcY4u2vg1+4sPzO1UWVfZZ2IYf5nr4OGb86qsejwDAhVvckcOfQWetUo+OV+ir69VhNsygvsmULqnmyP3GfwAxzte1YFN5KDhvzrAg/Na374tczeAZm5E5Oc8DZ11SU0pfHj4Q5eyyMy6pJFv8OSEHDAXAHIHD1D2ztqXtq3/9NsHdMFvzum3P/FrmX71UCoAH/I9hs2nLQFa57B1z6V9wKV1zAB46AB+9LiW6wsef/umDt3aZ2+j1i/4ujCOvc9XXFGBPc/y+m0b4PkDsOpjd/ET3db4gQ3ofH/WfB4SNzaSg5jlgdHYYK6djGvX9se9+y+M+/fvpn1xPHz4UfxbPooZlXzspiBB1zsmYvsZ7Uamv85RW1uPB7CQCuQjdnMrzhoQb3yA8wAj4uq6FD662qOe7cOrbvWJq3ZI6hMHyAOU7eSP2nk1+8YYycvYzzpmXwBw6DEH8hZfdOjDSl8q5os6kJNuWx22GR3mKh+X3d7YHtsEeXKUffRwnDz9+Xj/nZfHF99/Zdy8mvPUycHYQhcxlJbefzGMLh5Mr2No33lIUf4vBTp9Cn61nmUs8AfZuIg+46g6fWOgf/4Fetfs+T2tYlxqcco5H+3Dgw1sAWCl4RNt9QH8r17OZjzsOT46qYfuvGB35eKV8fFHn4yPH346Nrd36yEaP9jqd4zVOwbzh4qeC+TzeRtpVF87ADmEbpwAbXCsZXLzySefjBdffLHuLby/aMbWR5+HWchQVvtRCjmgX+zRS59aHscQAEe79fU+oi/GQZ82fOIAeSj24TW+WZaxpZ79sC8fgA1ly0/eSaSzn8U4B8MFRWFKO9c3iCQO0FlAuoCMoJ3ebOFFTw4I6AqgEx4KeETRZ3D4wluXU1V/a2t9Y6wPtMu3pQ1evcY1PyAQT+0AO4DYLxwTJPhE1gs2OlkogHqqnT99FU8NqJs+rkJbXC7Qj9l/oPmaETw2sO3NTKkPGZp82sWmbfMEHxdc8Na8iq5NJxVF3wV4raEho136Mz885Bmbq5u28Kl/hlne/KF3fsABoFPZefLruzYAcOqkfT4udVED9tEx25EXv6CRM/UC0GZbFPosfPHIOefQiy+ODX344AH0CRwFoC/oi7bwB32OJSAOeXjVKeiHtW3lkPHQqz37Avzm1L4AbvZ95gPP9gB/fUdF3OJQVDfG5eLSjjrWW9Frv4jO5V1c4Dn04a++UxuzsZJT+vpmLPAB5hwcNOnqgq6s/tNHJ7TPsi0eKPsJFr200Q0/fXmQAbSlzvN8Av2Zl3k1g3SKuswB+miDp9D2nTv0iQF99LXhvKJAoxYqnkWn/miza7jQu449GVzpQ047K5tIRFbwQu2YKQO0vq5nmXoLNN0FB1057OongN2f/uSn43/+p/90fOc73xm3bt4uPFRuPAHtpFGHTKBvcBNH6Tbu4Hg4lBtVXlXcePZ07G4/He+98+J4952744W7F2PvcZRnf9hm7vfYly9n0bPcPKOzDuYLDb9dm6yNYkdw8SWWg98Zxycb49vf+m4OXJlvO5fCR45LS/SlRI+xE1ONZd0MMX7oa5WUzI6i1ZoEx63oYk8ovxdQJxwRK+AGPFKlsGgpZTPgnFEnMTpG1JVbeKPX/lzLJ2gfsJ5xwMyPHmhzDAB4cOTNOQfAm5VTNMtsxzONPgLQVzxL6QRFFzJBkCPyRebIVXHHduO6ZGoUqCsG68xEDlY20MXHVhZY8QLhh7cfmqIz849D1LNcn+PEdspGbm54h9uVK7vj0oUxvvyVt8eXv/r++PrX3xsvvXxrXL26l3w8G4fHj6LgcBwePak5VTmN7fqOlhRC7z0DvzovrDH39M5vZCLHvoCf5mzOLf3nc1lVATheIKxrEnkKEXJdK8hn+viQ3kre/UVAN+Nb9mqNtB74AP0xxx1DdIWVh8sCePygLj9SOKdin72LPmOFLtrgqfEN+0WHVi70WUF4doIvy83H8s4eAH/x3zNozZfS2TFQHJeV/vBWPPEtVfN2tZKZ2/ODJMB8/CKf66jzBnR/nVPaynItJ1fz2gKg8VFDagDptpl25kvPBfJFuOxlaxsA+9V6vvS40Y/VKEd/82EbGkWfvEZru+02Tv7WG8hAla/L/UmPP7Z67m/g69nR2NtjNcdPPrKWPg+C+M6iOy/cGq++en9cu3ppfPrpw/Eo5ejgydjZ48FAzkrYyrrgWsDwJnPlH/0a/8pH1qxt5u4SR3vYfXIE6HfRp7axU69iW6A/QkSO2YPJCeNXpOLvubeWpVYf89t8rexNdqGRs/r0SHyvd6dGd73DadEJOD4rKBs9JoyqPlDmtjLwYQeArj4+OigOfqF9bb0AvOCsS3e9PyX6M9ZJfPscMb4EeyvX/tPDT8bFvdPxygvXxi99+a1x5UJksy74Ymb23NoLl3nDL5Ou/M0//eUazc/a86JWPQBZfDE+SvmTgiLuraCXngWIoePB1T7bAdTitb3St+BmGvhZF3j6ylHbxvd1NsO79CpfS3zy4w3nm9rTkkDeaei7kckxI3Dp8uXxSdbG44PDkV1hPIu6eodi+HiXWWlfdMYBDK4A/X2Pvp4T1AJ9/NEnADr3wY8ePRqXLl0aDx48KHyNCXwRh5cHRPCBU/dqbmVOw+/8p62tGc77QnE+csZ2bwQPaAdQL4AdADryXk/sS7PP9cj7hYppsQ3dNnzorYdEMIKYjdOvwV6EqE2SeAr9aiOY/1DqoYo2vCZKPRZo4OBVD2/noq2s9qgF+OuBEu6mkIM6bNBdbBgLgCzxgKcNrf1cHw6gmRQ2tzp0ZCGzSNmYWdBM6Tn58CmjTfrUNckXvfgPFD72KdrrWNa+nQf9hIYe/VUPhw5q+LRHmyK/8oA2mSD6Ta1+4qYP0IdOoQ1eG9Tq1X/1yQ/NvnzplCxA/maYec/34aVWlpoCTj+lKyefOQOkKQvQxndsGDu1MSsDvzFDY6EB9MWxBupt1cQaUK/jAI/f96J9/QFWegLz2KEHHvrwG5O2wTN21PBSA7aNEVnjVJYCzHGiX7/rc8CTj+ZFW/qFHHy01QWoxz7yFPytj4yVbvxdjyc6jJ9S/nNRP2Nu0c4+wduPk/D2p+NoXT03gM/yqWxkPe/urL8AGh/BEw845M2x/vhghDZ8ADzQwQP6qh361OCowbe/nX/6AHRw9NWBbv0SLy99fQCYc7yzUVuUym/66JhBHvxAz6wfPKDfjhu85gMaurWjvjBWW7+Qkx6rqXu8YPVjCAD+IUNtXOxrGa2ig6NIx744AP3itLcak7AsbKWXg1L787wcsX3085+P//Dv/v349re/nYMr+2DPvzppRK/+lm0a3Q24J8bGckPFjdIur3Kl3nh2lPH5dLzz9gvjK195bdy6lbHfOMp1JTnNNaYO/rHDF7TG+7FD/qKj/M08hcZBhz5xmfs+ZCbf8b0PQmSZecU82Bvf/e4Pxs9/9nRs714JPWOUUHjrOvp0vWJBEAhPJex8OZvqauNex/xZYH7JhfmlzHYBcOghLuniqGeeoqWvbgCcOelcrdel8gL9GWcffehfFW6EUirU8OExb5PXJ0rNw8gpD+g7wLuD5dV3QPpMsx9t1QZsoVveio31t+AB8PmvbhKhg28/8L3jMT6AV2fVVx+PQjYlHPXLS89On0b+SQw8GS++eHU8eOnm+NKXvzA+/OJbuZl9IYf17AMn8PCxTj5mk/m3yXfweZ0i99TlVmoiaT8E2vS4qSKPdc3K+EnDN+N2LOd4+wa8M0Qf6PmTNR999qMsrSVvpWc9v9Dn/mDeCqYHLO53a17mQJHKT/Bcs3zoA2DHdutejwFQtBRsuI4b3/zO44zQSlYA58Maxs0H8rQbWm9fI7sNHShf2cYWfT48892VNUqTLeUEZNGBLWjwUkpHanw2n9TgHaOKZ5Gbz5ziePiw9mu9Jsi9MfGgBDz8PEwE2lbOFdHH/gkdXOtmAnaf+aK9dYRre/AoW7ilD6xoPHBddFDwo3xnnyh6+8cZpPHIIYLeZb/gj4dK0ZtI4ntuLjdOxoX97XHnhevjzc+9Ni5f2k885IlfQztIm2spfrceHmpwnY/m3ltjpOJyHFPK76XGJvkOoXySh7bjIL74F7pt4Be+zHrZ/6UT73kZgT50gJoc6TNAnzYPhsTNc0n4LL398MqRXPsx89pe2Vn6q7r+dy71mQ+N5Lr0xUS9U2VZL8/nsPv14gf6ws93D+1s5rx28mhsnz0eH7z92vjSu6+PyxeT783MQ0aed09vJBcJmr+aqwHfEUhcqOMXWnd39orGWiAv+NQ+rM+6FNdc+9/xUYCZDxv0gbI10QD6x0frF//Ay2d+Ae0AYKKhO4FZVxhbLn1q5o7jC8CLpbW+JRest+D4Um8Gge9nvXBhfzx89DhrI2dP3hASXt5VhOwu7zDijRLR1/406ItruuwtsVDTpxgbda2XADV5//TTT+tB0e3bt1eyO3v9hoWynXvAWTdtoOINVB4C0NEnXXuzTeX1Dby6lWMvKf4lSPDKK0uBb8YB6gewq51ZTn+o8bf8+PVv/oN6SARBpvPMq4m8OAOAR3ktaPFxnL43ALTnTV1nwLfe9cWSC0g5nA2PAOGlb2JpU4RaYrU5OvHxt2+qhMY3qAOcNTj8wD59cUDxZMFyg8xEODrqL+RVRh4v9B1357D4Fh71AsQCwAvQx19rwBiptaO846FOfKHYRgdt9cNPG5y+64M50J409NOmRkY6NHTRp0BDHhCnrHhq2wB55PtAqNGFTnmQQyegTfrqnO2r07Zxi4PXp6TqmOXQB2gXmn5T6GMLWd+SCR09sx36+iRujoG5cXBwsIpXOnIAOunPOqCBo09c8tPXJ/TSln8eN+OgFpCd8crQNncU5yB4CrbIY43b4gu6KOiwmBNq+NGd5bmyS582QI0e44JefrHtU6cPtH/oRg4dPEToPYJ1Dg559NBGPTlBTn+gA3Nfn9g79B0ctXz05QNnbRzaJSf0sSufOue++gHH0DY65vwAtCl+1FH7FPDIy68NdDjnAW1Ap8A/+zDniT4ATtAm4BxQF7qpAfn8UmgAf+Q1Ftjhk4Yt9NBHN0BNH4AXv5QHf94uBTzF+IxNnnqVrUWK5iv/tJGjLr1pf+sP/2j8x//4H8fB04OxV74s45c/bmSxAZRPqdtu+jVHF3tFSf43c8jbzgEn5ne2DsftW2N87WtvjvsPLuTwdziePH0YP3n3Q/xPqfHioSe+1rznEITNZS2U1vVc7rxgEz+Yf32oAcHhaXfvwvjpTx7Vz+A/O9sPmjXHL7/x0YfIhA9dxkQsfZP/2WB+qYnTsaNU3IsegD7QPnYxz/ysrYA+eanVo87ijxx8lQPoxd26Oz/rM4L+VC4XHvWat9IRPDy2Kfmv6lhe8aOLum/MWh847BEHfOKNBVX9cZa1vFB2ploo+RT9EeiLW8f0fN7gpvSNTfMWrfRM/lH4i6yv1G5tJccbfMzlINeU7P2bj8eNm9vjK199e/zyr3xpfPVr74/7L98a+/vJ63iSOfN0nD7j5pV4MYqtJeebfY3b3SGvHTc1ecAf+uwj61jZc2I/+PSWvbR50UOOveZYYwd55rtxAbyTqGLPX/FFPpkrfI8z+enxtqC//A69eeLjNM41xtEDbT2Gbc/rIS9o8uX66gKPDPLt2/rBNkOBT/xz/IxHvbSLxgO8+Kt98Lx7BD795AExvMQM9DUx6kt2vU4phU9+5jiKnhb4xjQop11kyGP5EH/P02aARi6ymxQdMB/UALK0K788QA8OujkE0Ntt/Od/9ivXtescvo6BXBCBD2kotIGeg+0LvP1Qqu1g0xxhk3qZAisofEl223rWU3onGtD+9Xrje+b47qf6EuNd2mjE55yV+ILr7Y3MnY1x9+6t+s6iC/t74+c/+/l4+vRJ0Ynl5ITc93WF70dyrZd+crnkmb7xAuSs/AsO/FzIU+0Lkanv/SP+9K0pzMPPejArH0VAz3ko++Hp8YxceGjXvIsqZNiP9L/HrmWKf7EjrXAxg09l/xyP9QwV57m8lL7FJjLYhMcxBc8DorJ5Nst1HZGauzz02cnZlHcIXQz/9tnB2Dx+OD5469XxXsqVKxnpk6cwJtclGTnykfHHxvIiKeNgfHt7u9mPcz7a2Y0PmfOh1Rkj//pBT/Ou8oK++F0Zwwb8VXVslnJ6ws/jJQ6/eCHJfQEebdleyWMnRaBNYSzrRb60kZFv/QLaeoyk8W6pHFuqXTY2U5JTvhKKH/zg3Xf9Je87OTsdjWP0RB/ziXdQITfrBXw4tHqYeo5OH8CesfX+lTwv9UcffTQePX6cdXm/XtxnnvAjIejhPsx8UEOr2Bc7c4F+vmDLMSj7GUN0zPyFZ55OfNDJpbL1Iktw8z6gbnyhlJ7oA3xmAd/MM69B8Orf+uY3eScRCSyxKrRxtjCLQer+/hyU9AWKCZ9RK1rMrJxJN20MNU09s3H0U2jjHG3kaxMsHfCRMIJo+T544WgvKlRT2iftN74/1sDDJmXbD3yAz4SZWJ7sEj4DVW+DTYzqAZB3APUVP6nJg7jeZFhA0vomCzvCLEvhIOGEW+vpiWbOlJtpAm1wnbceeGoLNPQ6gZ0MtrXrgYaCDgo0+rMf9pEHqJWb++yt8bYWHN9ez2I1PvkEdHuI1KY3p7MPxgGQU3HIr+yeswPoOzC3kadvjbz5oYATL496xVugA9Ap9KUpR02eqaVT468AH3hjoE1NfzVf03ddAugD0OVcUz+gDvkA2tKhAeKotWmN3+hWj/4A6mce07Y/66LGJ8Ac95YD33peFT7Qa529CJv41jlijdX+wkW8bjbW8QuzXdraZ07hN23pgHblhQdeeIxRXnjmNQuoj6IeAFl4tGU+oc+6AWVmO/BgSzn9lEeAb7YjqBMADx0cOueYwQPn+9S2Z/mVrfxFovSFoQ4xWKzP0acNX+Gyp/YX/fdYU/OdRNorebDoiKzfMQc84zt7eHWJeYIrqftGHH/j40Jj69U36vJ32YdXfXxOTcl/5Sv+fffP/nz85m/+5vjRD380Ll+61HYz//gYEDzL5SGQ+bbMv636WecQwsc7KvqB1NbY38263MzhEblnj8ftO1vjw/cejM9//k5uuE/H0dHj+EV+cL6vtXVDS57ip4dAXjHrm4HkMQek/uJHDkUdD6abP2OEc8SDbPC7u/wSyBjf+sM/zY0jN6+Jn9j5O+OQkXZsmJsey/RTOlg4mdvdtq7r20LDBcaj8h+dgnMEMOf0a83XuPWYzzyAfWn6tgLaKVxHkOh841PbWM3JRR+gLmFeR7xrqHSFzEGTJM781nUWSIyrV39pJw9NXnKTst6fukRD8QH6Vb4hmBpcHMkU6FgBbdI3b+JKhn5Y6yODQRcJBD5E1+o7TaKTuYLujchtQEufm07e3bazlTPJxpNxkhua/q6sMb74pTfHr/x3Xxpvf+G1cfv25ah7UmVs5hz1LJMJrehkvpIv+jx4Cq724/Knx7njIa7z+3f7tcHaQi41cxwe42SMat9IbfzmowEcueHsiJ3Ob9D1biLl1/sz87vPDfMvQQLopV8+TTjtQSv7nHmTY/LLr1t1mttveLUJrOWW8yP02CdWeI3Tdqr2n5wET1xAxZ4/YqLt9RBeZBFUx8o2Eku/dTedcaImB/iNeAPjsJYR4GdhlM3FFnbhA9BL0U4XpmDfG2iXmj522eMZE3NFPoqHvETnrL/w6EnbBz5A22BuMF/Sjl7mo3tm+0G8MMNfGY0frI3oJ5T0wYNjx0MRHvDX9xztt7r6gRB8HXf5nrp8SJ7QIq8+4A88iBEXeWHfqI8E5a/eVZQCvb6PKNcP/Ll4aX/cffHuePDSC+PWC9fr3a0HB48yj/iuFs7HzKm+JkeUSKKbMSROMA2OKXnvj6OFllJ4GJY2RRrK1/47hiGhFyGSVwk0th5bAJnmL+0F8qgPYH5qk/3IdzcC1OqxCLRXPvEX2RrbZ2mHrXY6+OFbbKCf+dFfxt180A1DWz2/elwBzh1tm+tkt7muuuZrr4Mcdl4Eyt3N2NvM2ebo0bhzbX+8/4WXxgfvvDYu70c+ND52uIkd8sh3AXKPi/9oC8q4qCl8/xkvINW9bGT4Yn/+iKn9el6mPo4Y3Lqs+cxt56GvfYLxPwfBncfTt4C3TTjYt++6oNQYL4Am7qt5KBziWk8Rl3GmZi9f2tHY9MAp94Wxc/XGzXpo8/jwyeArrGHly/znj+uxVmutLX2AeVB7a3SoFPr52n2JNv5XHRl+cY371zc/92bvX8EZHybg65p51HK++w55znbsK/T7msa5v8dCHyt3qZs/e1p08N1VWMEewrQp5dvS5gxnHx7a4Op8h0z6QPvYfe+Byk74sF25CbR/HUNfK4LjIVEHsFa4cjS1StpITwJw8vq0TsXCLEfxHTlAJSQy1IA6qySB1OAoAPK217D2FyA4YQ6aGra2gS+tH9A3+kxi/TFRgL5wgdMP4wLUIa10YT929Nm46cPXPq03ZG8ksQuPctBm0BfwyoszfttOBPXBTwy0vfmqC0ja6gDQaW1bP6y1oW50OKFmXp+MQkMXOPzSb3UI5gWwBmjDp5/6Tx+Ajg0WsD6Jh9exA+CbefABf5CdbUoXlPn/x0fsyTfHaNz0pYHDR/r4Rg2P+aIG1KcfyEBDh/bUC6gXnfoATj2zLtvQANvixemv8oB9QLoywPk+oO7zNvR19pFCfOgxDmppyMgvQAdPYVyppesjNXORHGl/1icPbezTnuOAlz5F+/Ijqy4A3Lwx4xM8APLq0hZ92oJ4anmRp3aM1aMP9NWpPvrwwgOAt7atX3MfGfr6L00ADw4b0KmR00dtw4O/QOtAp7luHnRVnwcwi0waVatbH9RNaZ2tA3lwyrSONSgHcNP44x//ePUxs2vXrha+IMOdzBS/r6z1SbNBHeNZ8hl8/VLQWeyO07G7HcnTp+PyxWfjzTdvjA8/fGlcu54Dx8njcXJ0WHngi6qxoI/oK1scKtNm/wRod35iqnzveHwBAzDGeuhxFl0b22N/7+r4w//jz9K+mFAyds/Qif/rucnhl2u4OQPwAdAn2wJty6qfozlgDDNNqPbie8lMRRwwj59Au3Oz1g2QbUA8xTXwHCCDjqVdD8gWNchg03rWRds9wj66yd/M17T13Frj1uscKFrqovMXtLyU8wBO356LaZqHAJIr2/iVQ3TdmIRti/nEHc1Gbmb2+Gndh+PCHu98ORl37lweX/36u+ODL745PvzS58YLL14ee/uJbRzmwM2+y0fL1mcfavKBT2V38c99yLkJrveZdU7XN87xJ3IRXuk1p+aagrxtY28bnd+mredKyefGvX2D1v4B1NpwfvBOTWr6fCcG+uRFhzLUdVAPyFO+ZU/wYTZ6AenWAONMX99po5MiB7jKXdHwYT3WcGFP/uZd6DFDnwcWdZ2KHHzaWNU9XGu5gPulZ1X4LKQQ3jkP8FBatn0RD/THq36RD7/o0yYOgD4PO6jLp4q5dQqsz86Z+cH3ruFdzbFJL9C22Asz7+inRMOqXQkN1NpcbGq7420dQq4oS72s3zDIj380Vw+s4Qmi/YUQ3tTN33mhrR4uAaxNrhm8qJ075cg8G9euXh7Xr14dr7zycuhn49NPP6mHhfxc+HaEyr9yEZ3UWQfLw/rOU8dkOQ+IUIoiTwp6a24vfs6lbAaoij/g/DgvN8MsC8gz1wJt8RT0z3RhnkcCLxiaV2DWI4hD75q3dUizDazk0/VhDT8qurMVW+Nk7Kbezl65dfpk3L2+O9558954+417Yz/4k6Mn9QID0wAFqOl3z63HB5hj4Hsh2U8A6BUndhdeav2c5aQDtC39YHm5Z1Ju4QHIgbmgoLP0hgyHegD4APuVk6U9+wIoCzxno3Cd/4JFrvxc+PEQWdYPOe89vtf5hb2L42++/9c521zOnoa/2V94ABS5ehjUrvdzidLWYGzoQLf+0ravv+S8fGZPD453iz55/GS8/vrr48KFCyu+0rlYETfX6CRO56o5sA0PfWqLUK3Fp7KQus9uDcjTqzgXXUVFBp3VjP1FRtvg8Mc++5fXXK9P1qUT/l//9X/wGwqA7E1vnTRubrz5BsDNwFu+ASf2zKcD9rGhE+ikbQJX9nOxtq8v8NA2OGX0BZvg9VVdAHXTO3CKQPvEm6/lQqQt5aBREwd4+vDMeuQF1FFfPBoZ/IJu0Z42aGvDWnvqRZ+ys075AXC2vfmFjqwx8bAKOeMAqMGpEzCH4JDlMEWNfm1Co8AL6KP0aueChi390hdjg4Y8cQHKA+imTam4cwg64qcPF13g1aGMtrBhnulbw48944IfX6TN/DMPNaBP9Knn8QDAUbSBLmsfFDI2whyvPlAA8eIo8Jg7fKCPfwD8cy7wDT7joFaW9qwTOjTzYczOI/kA8dTqwCY1cuh2TMFbAHDQ6esrtTpsA/BRAHyQDg5fZppyFPyiTy2fMUK3LQ81usFrmz5y9K3lB0qGm/blwQE+IK+ctsmDcsoC2oEXuvrhp40ecqWv9KXpj3hlacNvAU8B6EvHV3QAsx5oM6gDu9CNEX7kZ3vYF0eN77N/gHmwDd7Df6xFhrlG3ogvuSkeri+tC2je9UUcQA82ofWBaD0n9I8YANrIugbhe/z48fid3/md8W/+1b9e3k6c/ES2eLjhikp0cQXueEp0BeCyI4SMrSDiy9522vzi08nD8d67L44Pv/xg3Lt7YTw9+nl4crCMP3znwJw3Yne9ca2iBqSfnB6lF/931vOdWGhDpw0OF46OOdzwAOzy+Ohnj8aPfvhRaBfibH+Ern81p3NvoU8B6APqt28NH35Rd05aljMaKshFfZdG2NW9shH5SECoG2/ym9F7TjdAXxnAGqCN3aKnT73qh3a+LlnmWglbno93xRcgbgGcYyCfOadNvYaWB5BpeD4OoWPvmDk4o1O78AOzP+pY05qvX2Vse3VIjg/cmDCP65dyOIfsZLw3E8PIHDp7Ep8Pxo0be+PtL7wyPvzSW+Pd918f9x7cHNdv7mcdfhrdrCeuyZ3XfuGu82MemKu28a/4wsPcBcBR4GNNM789RxCVH9VCzmuVe8xsB5jzPeeAmJWhwMONtLzYQhagD8AnXhzgwyXtunfDQ81BPISVrHrqu2FWY52zU/xZXfuQTZvx0Sd43Y/W0DGFo2pxZWc5RwKsXfSgA1200Y0fqz03eHWUDws/74gApPmAqHIQ96mRB1f8FWdfg7UlvzoA2y3bvBZAfRR0cA4C174tulKrX1rlPrX7ofrcGw8POYN0fJEqfqByEByTrGRoA6CYn4s/xVOS8LWfPZfW5yV4KDxsQhfXfARoQ1/ZCtKHiH4/GGsoysYuD/LRGRneRaSM1/f8q/gpfWObHPN9X89yLxNZftTg5Qcv1pfnXkjunj5+GNrJ2K9f22NNRy4y25s7sd3+gUMfseKXvlYMi59lL33s1Qvk5ch63IR1rhpKZsnBrM9xg582gE3aLbP+jkTpykoHxKGHMTVf9MXTdw2CZh41b68xQV0Cfe3M88V7Q2jdX4890Oe8zLtc0/hZ+3gzNvhOqbOjsTOOx4Xtk3H31sXxlS++Pl595fa4fJl96Gn2Xq7ZyQf78fKu4/Iv6tpN/iMG5vRO5C7XHNQudeV4o/O46qee+/pLGzzFNvqJqfbY8Dj/adfHtMLhOCmHroJO1aJnDdBrPCa6POa1HwY1DZx6eTccwKwFtElphYkrbeZ2/qt9K5Kpc/+ba8nu9l6uZ7vj4IhPpmQdwc934iEauZrHrAPVUQWH7dJZujsn5XP+dX4RCI35FBo/sw+A3b9woX7p7M///M/H22+/XeNUPpMHdCywttP5cC4BxkgfGm3nK/kxp65X+fEFC/WcJX3afDIH29DrI/dpQ5Ne+qUv1yJ9og0eoM98c8zKXuja1/+tf/jrv/YbICgOJoCwQkAbWgcMgKsglqBVLtim1hl4AdrgkNF52lys4QeHk+pVXhlGt31aB04RB486AdoUN2fw1BxeKu7QAPAmB34BHkAashTBNjVy8WbVhn/273wbn4xPmjLwqHu2Db8TAD5oAH1oAHwU9EI3dtraEsDTp5778MqnDYC2trVBHxtA6Vlo6sF3AD7a1NKNR1+hAdBsg4cPnPIAfevzcrNNiodb/RXg1xdo2PGmDRx6jB86vMZEDY86LOfx1Oqjjyy1fsoDKG8906kt9KUrN9uBZjzGLA76nBN0UDwgU6NPHG3w+kVBTh706QM8ADjxcy5LX/6kKW/f9pwb2tLRBUDDFjT78OgD9ZzzuVaXbe3Ypw2YN/sllyb6jXOWdQ2YK2gA9NlP2uaVum+o2gY0/YdX/ZSyHxCnDuMEqG0DtJVFTjpt48NvdOijdAuADgCaoJ/IgccfbZgD2rNs+4JcYWIXGcaM/b1rDgjUPEnQ99k3cat2DhPQsY1NCvFwcwrdHFN4IITx73//++O3fuu3xiHfQxQcfJSOJfrYybGx7Oc18It9gUMqBxsu8Pu5Id/ke15OPxmv3L+Sm/CXx8uvXI2eHBo5/J8lPzkcZFTLX/ThZ3+Uu2MD17bWnx/n1US+2wI0OembvPVNcrHkj7ey4xs5vLB/aTz65GB8589/EN0XYp81h1x4I4s9XqHrWNfzQnBegDMvjrV8yklv3LIOYwv+Wa861AN4oNFO+9U4gb40QF5yLg5QFt/VCXg4nnkB9dg+7y+1OuWjlj4DZPkBatjUyVhVnbFjPhWPdhb9LdN+awMZdADiGWt4y1e1xb5vNd+rj5Xx8R722tTbx8nBp+Pq9a3x5S9/YXz5w5TUL+WmZmuLHyY4yrrg42V9zXMvcJ5waNY3atsCfnReug/Ntb+93Q8nay3HU/LEg1jn9qwXPdTKVnwTjQKIA8wbNL9zjPz4HRjwUgPuAfCDVz/rj5oCiLcwTo4VfoHj5nF+2ILO4+SNejFXvH3T0/2mdcc23XqlPA1wFL5/g/wzsuQCwBZtYkCufMwf8fQDk8Qbn9CDP8YA1K8GTfnEJkBbnjmOpnd7GdLn+PR9zU+7yIXTP8B65gXA43eN00IXSl94mYfsrwt2pduP4wA85EAvRVAVeuH3gZR8bYtZwhit5wKuqYe6/WhZlPrRP2kA8uo2v6hnHYpvPU13bjcfY0keeh+HtzwLjuteRjw8J+Pihf1x4/qlcenS9vjk4x8l6NxsL4UHUMjVu8iYR60B19pu2ekYqAH+78Jf13XzOfGiEzCuNTSPumZeYNYhD6Ae8HNfmGWs5aGmLz999YAjn+QL4F20+AiZEi0rGjLIUoDWvfYReukK6Efb4oupc+7cxFb2xnE0nnz683Hv9sXx9ufuji++88q4/+L1sbebG/rjg8yTflEH1X2PnL0rLrRd81dWap1fuHCx1/tis+d9x2j8tC3mAVCG0nqfzzl46n6HaT/IDHI1PwX1KM++pT7sSQfgYN0CswxQMU56AXVwf18gOXzIVzz8uEbliIc0J5mP5C1jBBuPg9LB5oWLF8aTnNc++viTUOJT7PFjHaUDN/Czct9jbAzVX9rG0++ibJzrsqRCr5wFT54YG37t7M6dO/Ul1jzs5k0LrOmKdwH4rbFhvuQpm0sbmvSC0JAGV+eByJefwdU5J/R6CB0/65oSGv2SwdbSj4Iq2EK7NonBd6djA5w1PMWfvtf+1Tttf+3X/t5vgHBSykgbB8W14k5stxee4EpRnJsv7Mq74DQoHpsAeurVmMX5/oK+dWBcAIFK1oLTtjUADVvgKPStbeMfdpGhLb58f7Z+mjbHPccCIA9eujr0Y2Uni0EZJhQ4QJ3AbEdf9ZEamjV0CgDfXCuj7lk/tJrQyT+HC3jME+25zL44jvT1Ezjfp+2kslZf0xP30oYGv/YB/NMWOuWh6As1fAC82CEWav1RHzDHJr94wDg9MMpLgRcZQJ/A28c/fEF2zqm+AMZHX99ozz6i1xgF5OhrEzo47CFrbmmrSzq1/uJLbRYBfZUHkA+g1h5gThwHaNgyPn0EwMNDDZ5ae/JIpwbKt+gG2KDpax88vJQ68C77DXT0yysPtDX/+iFHH5rbH2nU+KBtZC328V1fZln6+oZe+ADbM4+y0NRJDQ9ArW+08VUaeGt9RX7mp8z6aMNLny9Jn2NEhpxIpy8/NYB++NWnfngB47BWB6BP9NWvHEBs7D01bktMgPHVjVFAfYDt4s+NG3wewpWDZ25X6dNB8REPNgFt4ody0Kl/9tOf1gMifu6+fjlmyYExVJX/wHNz0Hl9fi3TrldwOZacnY79sGxtHoxb17bGe+8+GG9+/oVx9WrG8eQA7hTyhd/oYa31DyL4LgH1euMy708r/1IYtzp4Vh6Xsct66mg7xztb+0nA9vjrv/7ZODxKDM92cp1l/PsdWugEtIkecwqgwzZAWzo1dGT1Yaa33PNzDUAGUKYgdPRQ1PFZoJ7Z33SqjQ7a4Fwz6gUS9i/EI8ij7ZVfAXHUFHhn+gzgm958bavjqlwtY9zv+Gm7zdNteLBl/NoUL4Djozr1XRRL+H7MiE+c8O6FjbODjH/2gk1+RelJbjLPxov3roz/89/92njn3dfG66+/OK5kXh6ePoyHB7mWPcm+HZ18HAI9ieH4NHMzdupjMKyw4N3P8NdiPpiztLkuNj85YY50fPIRCw9znNvGTg2Ao8CHDLW2HUMKbf2hwEuOy1b6+IAs65YHLLSVt63tWjvBaWtxZPVQgMJBfbbXN/3reduA7XWcADTaxlJ+Rqb8TBs/a4+M3FrXek/VXpqr6zM0+PGpYZmb8MXGWk/vFf1LoA0d43q91s1edOtb43s+t9312NFXL3hpFOYJfYD+7Cs+AMj2Psp5sMePPu9q0IY6+P4ywPUEejEdABcZrg0LBkAfvAxBxaGu9NGv7oqbPbZwzUvxrCQgMz+E8gueS1f+2vfn99Judv6ZW0D5EhxyJRMbRQ8/v3CZmZgrA4XE08sf70CJj6zN45TNzZNx/cbF8fLLd+pX0U6PD4J/mut+1m5yyQOJzObw8Q63rK+MB7aIGFv6fR6gFX3pA8j1POk5Yt4AbtXWY9I6KcxhdSlHjVfaVZdrVzw45bTlWMyyAHjanVtkjEG/+5rUthv09zzMfMwFWtjzPhTfuYfhl0r5aXseEO1mXz15+tF48c6V8fVf+sJ445Vb417ae+yVh4fj8OmTKI4vPLjIGNTHAGu+GgOxdr6IpT/CxLzovRL7FHPR+8zkZyra8plP+Y2TWnrJLnjnHkBNQb+84smB+ujPNbxpLPE0gCMmoLU3zD7wsJp8Ei/g/hUyI1kN+Dw3SuN7KWvPSp987e9fHD/46x90bs6yf8aNvk6l5rsu4YwedJFj7PMAvxQEfObA/sA7JgH5BGTZX6gpvGvnpzkz3rt3b9y6eav013fzLTLKwmuOjNtC7te09Z4nL7Xt/vGUHnf6tOdxVjaI1j2NBXbAU2YdLvJZXt3U6NeG9K1/+A95J1E7ZoEZJsBJYHAogEc6T9mBeTFzcAFbTyLp044cumb9vJVWp+sCuRyiBPhY9AD8FHQ0rgUNjgKoGzy+ilMXNb6aCCZi4cM326ZtzAA1OHXT1wY4+vLWRhVZ5MktNaAOwDhmG9D0WV8BN8vSGzkAm+qinnWoF1204RVoc+HWbwBZfZtx2KKvL/TlIW/qAKffyldu4M2fmzo+nZenP8fmeIDXJ+jqBafd2R9w9AH6+kstXbx9bNEGwKt79lMd9GlTzAe42T910VefPPpGbd9xnX2jAPjGOxs8ZAFzHpCBVz2rg2MKD4jq0IvubIYcdHmlqj+G8Pw6BPTTMYGOHfMDTRnb8sBP0TfaAH3n3mxTHG1qCvaDqZLRCy382Rvq7d1gwiMoi8zsK/tQ+8A+shz2eEAZ0Ja1cQPqNgf4hx559ZtcUEPDbtlcZAHwFUdw0sHhByA/hbFCr/McN+tmiu0wrvWNR9d9MWUsks/li4y5uHWs63mMHtoUaDPdeaYvZTP2odE2H+LNLXppz3T0AOgG6kK7yICDh3ou0JmL9SpI2uDYG+ohEAdZDvrRk5GpPjWXFcaPw506AOzM7VAzvztP4gH8R45ck2do8OM/F9+Hn3wy/sW/+Bfj9/+3/z031TtV6lX48DETia4yn0YVDpn4h834HmVQ+y8yTNVENy7snY4rF0/GB++9NN5///64cmWMg8cfh72/dJSPCtSv3TDe0bG3tx+fmAtZN2HwWtxfdtj5dFzMJ3yMJTmbY4MPt5KtJf6zsbtzcfz4px+P73z3b0Jb7Ebe/NTBOPUv5DU4++oHkAPaVs+N8ilg28KTGXHwU8/88oVt3Q5dXsp5gA5Aw694VvI1NkubMeo6OYsubxTPz11BnYI+wm+8gONADchH7Tj4QBMTjA9Q5yBMYIc5Fjjvg3pW45KCPtvmpE1HR/4xT7eDYN6VXvZ3PhaxnWvB8qtlW9sn49q17fGNX/lg/PLf+mC89vqdceliYto8HsfPHkcXa7zHl7nHdaIeNOAL70rLnw9zifF53zoP53Ho6LxFT3Bn2UdY46xtNrle7z3OgvmzpqADHvNi/inAqg2d9Z/xwo+yvfiEbL1QVXE8f5agXQ+T2FOjB3rtkYxd/oidd1fUdXN5pZp9i32CGwbG+uQ0Z6ncHPZYR6r86ZwYX+eWeeDcWI8nOt278Lv0L/LFSz9/W9mf0Nv8HVvtj5GVF6h4Mvl7bHrsGA9iga+CK/w69/Tnfa3s5o9avQC2Zxw6KOLdq2v+kNPsYXUOrutT2+TmT3ljAeqjL2mDE7TcN5WtG1HnY+kkp2mTf3NafNFDH73kta+l8HX+a45U3L0nAOBP4mvTmhdADto8d9hb8n9y1jTx4AB9UYZSeqOzr3k5Q8a3njc9Ts9ybqEmf3ysiY+c8ZElXmDILW5sHtaDIT65dOvG5fHSg9ysXr+cNZ9rZuI4OHwaTcf1a1DRlDmD451bGn0NyzmFL3uOjXV8i3/4nD51PXwLfWEpujVNco/vtNl52eDmddDsS53CGPKwBL8E7WKHfAGOj23wzAnp8gPyUpPbQmfuw9s0BLp2PCjSibYssTkHzy9W1lzJmYFxjeXkInv7xlG9+EO9cfJ4bJ09GR++/dp4560H48ELl8btaxfGCV+FcXrQL75UnpP36Iv1mhF8wT52y3bZjL7sNdv8ilnyRm46j/0CDn0ePtLHF2j140pp8VexJVZyg5UKJJVryiJUPhbbtUeIS9taHC920e0oel0HvaJXDMyp4GhrUxql5lJw0guy1Crjiy4sei8KnC17KhTWYXFwXYtAZifGozP9zF9+lp6PUT9++rR+7SwGK291tsmezX1P+RioHOFj4sjVtew+y5lxSXeNA2Ae6kxUewy+Ji5CTemH6RvjJz/+yXjzzc/XtQL5soNd5s5ia84LQDylO6Xz1LkB32e5jDDzJTWlANyiA16APqCeU0ryFkSV1RjHF20Dttt2jw1tcw/0Gmo6ftFHd31xNQIarwtnmKg9FADU8wYvH8oKgq8LTfh6GNohdTe+gT4OMFnBLyobF50CN8noNyiAhJpwAzI4g8Jv+voKL3wrP87JVp+JmBpQD7a0LY2+NQU98OoDfKU3hXzFetEA9SonXn+RddFQ06dtvMDsB3j9NKfGCJ1a/8AD8FD0AUAPvsIHIOfYe2iDV5y2wKFHur4C2ieOzXpCvo4XfmOGT6CtX/DgEzWgLD6iF5AGgEenIA8AXjn9xk/as03l4aMv6Ks+ALTRAR55+7QBawA/tctYAcpB07597OGDuURW+dlHi3mQRt8LFYW3bdYGGnmAGrnZvkCbAh2b0uXRpjqAmZ8C6AtAHHwhn/NQP9RdOgvT/0uH1geRdZzU5pkijnnW6w0tfYENuvyAB7/gOZ8DADqAPl4FNwbosx3b4CmuF3DoQw6ccdLXP+0yDup3TkIq2Tr0x2YueOwf0IkfSej9Cn3mSej6jF7nizZnP4HZvmD8yEijL6+6aKtLPnMKcOGUbl1rPu1Z1phpW4szX64NZMBBpzDe2ARnrT2uOd4oAdQU49I+VC6g6vvDP/zD8Xu/+3v1vSi1z0dH5Ttyzb3OkbVQD1+jp33EB/JwNi7tZ788ezTu3NoZv/RLb9bPiZ/mRpwvqt7k18/CixauNX2Aad0dR+cAM9qzbSlf8of/7VePAW3j4hzDzYEPE+sLHs/2x7e+9Z2q+bqis7PEuqyreqCSIoCbwb712rf1fACIwb6550ZVvDKUjnPSYR2gRsb2+T5t5AT1iIN+nh974smTepU5r2PWRRte4LN4xBnTjFtD5upz/eY57wMgDn19YA4uf/zPN6bWr+hlbDlkZiLWPlFxhfXk+NHY2yW2gxyiN8a9B9fH2++8Ov67X/3S+Nzn74+Ll9k7H2UO5GbmJDefp7xLu/ct7FJjlwIwnwDxs7/mFeg9mtyyhjiT0F/GIrI8AGWeeT6sh3fc+QTm6yG0OX5qi3s3Oj3vgMe38sU9IXoPs97ImS86wsMYIE8RwNd3YC549hbejdn8Df0CC/nh4VbnCdvkv+xFv3kCgq3/y6fwlY34Rh8aMuApxZ8+/PLhS6GC01/014s8qeGf97/5hdXCRW4G5Z1/3Kxii3zC3/r6zAEfXB0/fi5nnkUWgF+Y20DfTMafyJZvaeNrxcp8DaAPOWj14IC8QFt0VT/t0r3CdQ1ARx/yiS48a7vP+bOIw9XjELllz8MH+Cn14CI4+zVXw08+1Fl64I1t8gbUQ57oE6AD8ALyt/wK2XUAHPReOz0GvX56DjAPWaN8V9/p6VHCib6s/81N3oUHL9fEMe7euToePLiTe6XN8eTJJzkjPM08OR57+8t5HpPR2z9mgOHkruyv54wFnys3+fO6gI8zrONsGXKlLHC+L5+4tFKDL3KgczzbQYe5A9T1WaBu2/DK37ntOSPIW7mPnWBWdOYtX+7PnsoDi7Ozo7G7kzmR+vLFjM3xx+Ple1fGW2/eG++/8/K4d+dyfXF1LvDh7z0A05V3slhxtv5+AFssBeR5d3ev5hlteFhvgHHYtu54ej1WnvnLoJZ++CJScUWWvmPRsuu8tMYG6YByKKp60dfxNJ+lHrouMsqt5dsGbWSVAdivZh7iB8CTB6DXQtqxjzx7F65Xjri28CLw9u7Y2dsdB4eH4+Enjyq/G5u5LoycTSPIF4T3u4X6+2Ar9ujhnYDo5KE/+nCixiZAv3AB93Rj6hx0TPzCGjrv378XS31Px3lKOjLl6zSP2aO6vZ7f5kZ+Rod8lH+J32saRfvQ1V2ywa3iC0AT4BG0oz77gL4I0oGan34nkaBx6/MwGyIQWBhEBmT1ebiJT2DhMcDU8FQ/NkwI/AZloA5UJXDRB4905di4Zx3wEdzsg3IODG1wyuE1eErHtU7kzAfOhOofk2Ruw3Ny3Bd0ynl5avoC+vBHGrX81NDQj25wAnw1QSPv5MIWOGp41atfszww+4EMAB8FmH2jLZ4aWWPTHgC/fvGAAl59EWZ+2sUbPdqjgKfQhpf2nANiPq9bXvDw65t0QPpco4scy4cMOPrKU8MLyCu/uYFu/gF121bG+aKf1Pat9QE52nN+6GsbXvnBwU9f+qzHfNhXljagPAU+6R6O5FU3gE8ANGQAZeHFJvHapwbQgV5qLnYciDi7sBo5MHW9XjcWcHOfiycXXNr4sruzuzoQ4ocxNe96TeATeaBtof9Z/Bb6FnHYNK/UM6hDunYA9WWkql8/g2vs+B9034xAZF7hG52+8PHQiNqco8uaOMy5PmpXOgDevQHQv5VvaTvXBe1Ac+zdg80pPPSp4bFPW9vawX9w0NSBT/o/F3iMp/TXoWPtGwAeqPHA7yUOrlPUP/zhD8e//u1/Nb733e/WCxH9QuIUp/yLb7SBinuJo8Yn7XrXXo4l+zuZd5sH4+L+wfiVX357vPzy1cgfhO+wbij4Iud+1wG+RT+HBl49jA5qbM03O217fUhIFgvHoQbbtOH9hbwurzbySthhbhj29i7Fp2vj+3/1k/HRx0/iQ/zd2q/DkzHxJ5Q/i+6yu9QzzH3b1B1D56xzVKQVoAuY5cHVK64LDbk55wA09IqbfZr5aKtHfucWQFv/pFMDs37qmQZ0PG2XQlu/rGd56yo9aCvcDPT1GTD24quJiR32gkXXGbrib+b8ac4YvCsnu2j2Acb/IOvmeNy5fWm8//7r45d+6a3xwQdvjFt3Loy9C+SY7x5Kia7+qfweJ/TWd0Cgi3nJNFvcrJvrmofrfOEvfjKncQY8PD0H+0xY/ocGf72TIV1e4aUGWIvGij7qubT+ntfQGUNwM8hHPmqdB+QJKUVfyW/bqfW+yNGf1xyAv9oF575U41takoPkBGDviXDvK/mrd7/GpjkCaAPqB2jPfR/GIAtA890yQJ8nMg9qr1ufu7BRr24H3Cv5ctd6N0rsggNad8esP+DWfqznIPsZ8RJa04jTnDb/Ck/eyAcFXOYpYwGewjUBm/DjEzWxAOB7rsR2YRrUDSTC6reOps0x1LUwwlzrAWWho5V5XnEFX9eIrKVZB+sK2cpP+up1v4AXefwkl/BVzOgoub4Olb3gej0I+NRr1/0aHD6HtfirHSxzFxxriHeaHh7yDj/OvsvDPWKIOtp7u+SMd4hyw8vcPhz7wd28dXXcu3d7PDn4dBw+fVox7vMFOewXNSd3EkdyH1WMhXHMcdNf1Us7jefwlsprANkeH/kbB8xy8tQes+wblZ/8FT039f3umb5ngKwN6LM9ABwFAAf9uXUKnXoprE10cuPdefbd2NA36sckmPSJZuwlT1kFqU+Ty5+Pvc2TcePa7njr9bvjK1/8/Pjca3fHpZ2M6wnfPXg8tje2+6NlNda9Fqkp+EPfF5b0mXXQpW/wOx5k1y/6yws0nX7nAr2sUYCH/cwx1h/TPLMi//U+IazlOx/mEQBPLpj3rXvhTVvfkEJmlmO/mvW6PijMaWWJBYCrHvIsMvVgpyihsVYTELzMT/wp+cJ3Xivgijmx1V75rO6z0fnkydP0YzOy/NgsEI/bn7RrrJf1Bvhl4PUuy/ix8jF+mQv7gLkk/osXL9bZ+86d2+PW7VuF8zxlDmyjyzb3N/BCp1a3/NRgqIsndGpk5ZemHX2HLpTsYqfyvNihBu9eJl5QBz6rv9r8upmC1Cq1bT0LA/Mktj3T6VMMSAcA8TMNnG2Dpj/bgR+YdUOf5TxMKINP0CiAOumrr/gXHv1SH3rOtym00UWNDQ4f8lF81Qkgt/DRV4dtQJ/FWegjCx0Z7ADg9YM2BZjlbAPyYUM5QF7b5lGQBk59FnyxrV7a2l5BVMTD5xYdBVuzn8rPMVqbZwA+7NG3psAHDXnbgnR1KIteABoFmHnkm3XZdkwE+dGD3llOPcZMgUaBBuiLvOLhkV+gDY+64CVudUALsmtkF3+Yk4ULaIeiPsdIQJ98tin6ZB+gnnHKiLPWlnyCMtA9uAOzDuXo05Yf3NERr7iRA9YS+YKv+c0LbeUBZAF5ONTSFtTvnKJWR79K0WOg/jk2fUaGi757ACCdUjk/a5114arhIdbI5yLXB7rGcdDlC037nUS9rwnYQRd28Ac/gJlnjheAR98B8YD6jMPYqNWz8j8ATj71zLICbfRAsw1Qkyfw+kRNX8AncMpR18cU6tLaAB6b6qcIvJvtJz/5yfgP//bfjT/4/d+vMeRjZujVj/mhkjaMA6gbuTSDrV8o41B/YSv000/HzWsb4/33Hoy333kxsZyMg8OHkc1+Fn4Obny5IuPLuJ4cJ5Z6NavUZtx8oQM/ej5iEvttmzm/jHn65lXfnF/9M8C9BrjJODnhxvjC+K//9bvjk094Ozy5S36Za/lDNRlexadDAXDq1w9x9M2ZeIr5pzivqx3QX+cVUDQOb6nVJygH0H5OZqpn+G/pUdb4rKVZZlA/vPP6NQ5r8NIAdQp1ME4tz8yvHmGe+/1gJqUOu/BGNqHxjCIeZY4ll1un2fs+Hrt7R+Pmzb3x5ufujvc/+Nz4wtsvj/svXx9bO9kXx+E4PMqNZ/zgYWOsLzbZQ8vcar1T41rH1TQftuin66Lx9KGxLjkU9/4DmJv6om74lnftcPgF3zF2W/3YF6C3P+1I22zeGU88gjYhpVkwywHU6CYO1vu8Z8LLTQkf4ys/w98PgjM/sEkdOt8XA69zTf09Zmt/1jllXq7nCrz6yjULH5wnTVvPE/nqL3X5HZ/Asx9RC+1/89uvuMLX627tmzyIq6MfWARfuMbr0/lYpQlcc7vueaIMdb07ljziH/2qe68ovZgMHh6g3nW2nAN4KEK9ljO+9hk+QNmZxscxkKmQYk8fHBNl1T+3V3FmnUChrQ0edmCDPvjODeNT5FWtDLUPfJhPNMt+CrKMP3OK9cMPHBgzauDhAVQ9XGEh1bUkvqX97JR3zfHDDMfj0pXd8corfF/K9fHxJz+tdxU9fvRp+cq7LzKjyz7zqHPCOcbxnuKdijjBPvXcthZsn6fFYp1hWCf1ACuFWOUjV7CmucI55sB5O8LMV3kOdLXOvzwMZtlJg5Lm2Nlmn8oZZHmn1v529oSzR+PB3avjpRevj69+8a3x+TfujmuXt/vdQ8k3ena2dmMP/cxZ9uL53eodA7Z6nYLr6x8v7vGF/igxzt47fvG6KnR/iZE4lnHkXNAxLvvXoks/1KGddX602335PWfgx8JZ/wP6pg5g1jP7zj45666j0MKLv2l0CTAnBfdJHhiW3uA2M082w1rrtXSwd49xYf9C1s6z8ejp03Ec/kPe0RV6VNToVjt+VF6ip853AVZDxbvY6Xw26KO+U1PgoUYf+8eTJ4/H62+8Xm0+LVP1kjdrzzrqo175s+BtQ0cHMvMYzTUg39KpSl3yqZe+/NI9Z+MHfXmpAdoC7XpIxMSuDgtnUQogRMFpALwBYqhfKegJCn6uAWSRwUF40SMNHfCC98k2OJ2Ghg1k9YdaG9hFH23wbLLqBsCrb9apXXD2AW420Ocg6c8sRzEO+Fjo+od9+PABHJOx5XtD0g7zVl3oLtlMbC6ivPWZz6h6kVcvQ+dbjZFBH4U2OeIptSCewsMBFirQeW67+rzi07cAbWnGY74A8MKcF/mVx29qCrmtOBZZcPI6btqgrQ4KbaByGpptci8dWe1XPhZd1I6VfOrFLjj10kYHbWrnFgXceRl45njAy4MsIB80AD0zHX6B9uw39ey3PlCD1z9x8gO8YmsM+ggwh8gPvPprHPQ5rB4e8gXzrbM/3tRzgvkDaEe9+gDoh/qhAdoBN8cPIANABy8PNX3agHzqhLaOuz+a2LYTF38copaLpnMfQJ42NTqMRTw42uDRr18A/Vmeuu133sHRp1YP+UZH+9Z50G9l+war/bMG+iDa+SMPJcPYpKCbAmDr8PCwbAHaU5d9avQYl/bRQ18AZ8wzHn30KdBtg0cGfeD1VYBmzNqnTcE28rNuce619JGZ7dBuvuDrcNX6AGgzIMPPlvJz99/+9rfH//Df//fj8qXLxYcEdAB57IPTRvXFLzbYn1kjaeVQGZ+PHo2rl87GnVt741d/9cNx6SpzgXdtMNYdWzJZNRf/+sz8Eg/fTxEN1ccGwKuJbbvnIYU2rzpWzAsvhfzgEwcd2qfxDTW8k2h7l/mwMfZ3L46XHrw+/voHH42nTxnrnRxqMi9DLTv5I5oKfAL0zjV+dCwN5sPxsu3cqJuAADjrjmudS6Deqh0c+w8w37gJ8Joz2uqQJtCWB5j5ANoU8y1tlplrCnE7D+EDjEMctfyC+kGBlQavNPwQ6lXB2AIPDwBfP/BOJziGdHuLuZA58expfHuU+fLp+PCLb47Pf/7e+NrXPxyvvX5v3Lh5IaN6kNz2x1X4YtvtTfZI1PRcxI5nr/az7fS+g6+Nh4ex8RoAIM9axk9yQ7sfEvR+ynwtfGTqgfqSH+YuffYrdNTcDk26gCwAzhzBA7/XMP3mYT3rCv+8/q9yFiieOlPhd18/WcPYqJ/hz/6BL8ZUfkSYPgC/uQBaf+cIGm10tU9tjwK+bC2OYNNYVrjU+EbNwwNvYupdHwHw+hEXqo9u9JaN5WZQmzxocj9svxvIOX1sAdAFb8qqpE/NjW/Vse26s61P8guMObnpdj/IW/kWfscUvDEhgw7mBQAemfxX2weyvuMIoNZ+mFp/jXXjVrSwc49Q/OHkjMBNvPLE4buBmH/Yh2YB0EO7+dY5qLyCX+59zEnLdX57/vX+AB0ZbLG3wwfN9cMvB/JiAu8IQacPT/qjYciRDs68OR+lvbODvczT2NjkBYrN5HyT68hxlZs3r417914YL9y9lRvZRyVb8yQ52N7pGPiyX3xl3eBHxRAM/sS1lY8+tKicLgDePJyPEbm1LDl6fl9cn3V63lNDAoeMkMjWOOQXvL6on5oCnvlV9MVWxVe2GmzjQ9UZj3g4ks56MLSTXG5vHo/rV3L9Ovl43Ly2M37lG1+sj5e9cPvi2NvJWfTZQSZTzsXJKesVx/oFwz5HMb7kAlvYMfa23V/Zwh5l3zlacypATnofXedsrjMVV7G7llkf8xm3oNI29RdAjvxUXhcA13OAsZ72jGVv6XFFV+ez8o0PzbbCzX4GscL13E8uKt4eP+ryZfF5lo+Gpudv9RUM+XMWnEWEL8CuF9aS42vXb4yHjx9l5p+OQ16ICO4k85uP1kbpajz44mr3V88m2K13hlJPcbT9DHXqWhvBe23hDSHAj37843o3Eb925sfN4AXgq+sL17/C9RxFt/N0He8yN+nHDrak4y8jBa5yuPhWe+kiD86c2q+4gqNNYQzw33lGrU5qQJvUM76+uNpFA0CgzIwadzOh7+SWZ66hOzEAnKXtIEBHFrvgDQSATpvaYl/d1Bxa2Pg7OX3Bp9+wnnwAMvaZaNFa/VkvM2K21XrXcoC+AtbSsT/LcpHVn1Uu2NTRmwlV6UcFdqkiWw+KyE3xBBsaNxRcDPy1NAaaccDeScYAHAp4ksl3XhCbsr51k5ixb3wU83g+Tia1PMYivzz0AXWqtybuAvgJlI74hWzlIKBuijr0A6AP0NeWbfhpK68u80+u5ZOm34D24Ncn8qn92Q/k6bug6KsbvLRZRrvi6eu7dmf9gjR9gTbX8iCrz+qCPscNDl4LdA5C8NMHyr/ipZe4znKhOD6pj2rBAl/zty7a6EG/fWOa7dPHvn6V9uCBmQ9Q1pjpQ5vl4BfUqTx92hTaDcTXMaIXYC6imyIopw/qVUZ+8wkdX1yHcy6RA8yJ/ND1H/x8E6P+9q3tAdAofPSMOOoQHfWrG2hePSxcj3Xj1msPPdoGXz4vvtI3TmXln32HRnGOKUutjHLGqj4AXgG+mWYfv4idGpx69E8+av2SBiBHu7qZu/JRV8yRhf9w+c4h8D/8678Z//7f/rvxs48/iu6eY+yVdfNWa4Ateu27dvGDm3dz0fBsXMwWt3H6ZOxuHYz7L14cv/or745bt/fG0dGjaOuH4rz6Sx77lT185pc+D6OLHCxrPX/14Al7uWbs7OJ7z0/o2EUPvogzXnClNKVmTPDEG5V9KNrO+grPpUvXxk9/8vH4q+//KDJbORTvJUe79Qs4G2dcYyKbP3Sqd7ZDAcABM75wObn1z2xnffAlnfXqaucKurzqEYojKH5dDgoyz7qx4v0sOf2Y65mfvriZR78FfQTO02hboDEOgOMg79xWB6VyGPWMq33q2Z/Cc8CMaip5Gf9NXmGvMeEVa/jJL9eVoxweD+sXy67f2Bt/5//01fHeB6+Pd957bVy/uT+2ds7Gk6c/z/ziIX98iDzvUuBGZn1G6rjRzVlud5d9yTOb169u99zt9Y5v87p8fn9gX2RN98d/e43zcU50lLnSxY0UN7wAujofPXfQA7gvQKcNaNs2UL7UjdV6/GtNLKBv6F/dHKbPTXOtNdZKAL78l3WBD+Q6/yUefl4caXSonxs9bbCPgEecdY4/sPUDk7ZtcWwBrsf10+Xgkh/2K3XC4w0gcRH/1lbOfbl+kO/+HqXIMTsiA0/5H0A7sdGacxJPS6f5Qyc06hV/2V2uTUsKq51Svi389H3oIHBdAtAPr2NGu2PvB2CcOdj7ohlH66zrjRh8qzjSxh4BkVfw8HQuOgZyjI7Kcy+pkmtfu02pa0HqLRZRwHyVjeggj/0ACWrbB+QJe+U5iPJJefZk/QWYM9iGjt6SBx8Z9JRMeNj3ycHh4cF4ltj6IzP9cJI1SFy8EIScBf7ST/6Z76XP/LdPoWYukaezsbe/M/b398YLd2/Hl5Px8CHfV3SQ+Z35nr0aXfURKezlWsXPxuNt+9jj02PZOahYUgPN09d+x6Lm0ZIX6YAy1I3rHHBPA2khFyjT0NfNZLFKHCxm5gsi+kMtrHxIu+fdui7YyP6UdcR84PrMu4H22YdOD8L4OGPxcNy6vjs+99qL4/Ov3x1f/dJb4+6dK+PShejgRR+u1+ynqMr0rocoyQ9zh8MD+x7utE3nGL4SNdfl3fKPPaeu6cRUQK7dDzsHjO35fbehdSabJb+OsenETru68an1pBm1lcn0+eNdaJQaEeYb946LLWp0poHK8hVp7BlTqY9SbGm/XuAIvubsouc5oB8GsLV/oKvQ6z2mZHr5FvQ8Dx/0kJA9fXZceed7iYovc/jSZd4l/vNxdBL+jDFOnmXPqXmNyowRb8CAv31mrvTa4g99GGAbI476OFsEmW0rnrLe/uIr+/BPfvqz8dprr43Lly6N/b29zkVi77XT67P3LXKML8/v11Fb7VU/AL0AP8Evdb3ZghyHThG8Z1cvhTEzn9SzTdquW+TAa5OawlqqWELf+rV/8Pd+gwB6IjTMCmESbPekaiM6M98AaRD+8w6W0UpaH0Lc9OGRFx74Z+cB6dQGMetW1nbj1zQAHPbwV9+rnw0JnvO+6AP2lBXUA6gL3vI/E64e8JQ7z+dBneZHneIBaeaCMOBj4/QLvZm4mcGcF8o/JjgXoJ3lEDPr7U05vOkjW7TIcRHgwl0XwQB4fECemEo2cvpRvgTo9xiuc04fMAZltS+oRxo2qQFk1Wn8AHTwymqj4tZGankA8egBbMtHm4J9cBRBHvS7NuRBZvYBAA/OAo90faLWBv0ZzuudcwmNmgLIYxtQvvQvNuRZwWSz/SCevth4ExymzIe1v4ioZ45p9p/8UaSv/AhQz7yzPG3p1M4n+nNbPtcAwBx2fjoHAGr9oMAPfR7jmRc8axhe5HygoOzMW3aWdWR/toNPyArw4KP+0XafBJAryAJ2PwJX+qFzA8Lbs+NXsg9jXfT6IdHa/zl+7NsG5jagTWKFV3+p0YMP0NBLbRtAFzzzjZU08OoyBgDc3Fc/fWppxk4e6NOmAMoCsw3k6XId6fY0buHRDjd+n3zyyfhX/+q3x+/+7u/WBR08/NzoIMPeqd4ZypfJPiNDdyuHjq1xNHY3j8f9e5fGF7/42njt1ZsZm4OMG7noueGDoIbOt/EBXPz7sEdu4WW8ex6tfKQdduqeC+0nfQB/6sWFhb+RjSvdKRxQr1y+Nr79x38+Hj8JfmMvvL3ew1T8tNVLDqnpO8YCdihC2aURftDxuNUVavFngfOyxYv9xX8wGcnVK34zL4A/ZW/RK52+RR7x9AHn23kQN9s6b5c+cxyYddDGBnRrgHbljYPnhGs9jC+yLQNfZnvlrFhD43rMHGLZ997M9bjrw8OPxwsvXBov3rs2vv6N98d777+am8GryePTHJIfjYODRxwLWldNbK5HnS/9dR0K+kiFb9LhJW7k7LuulAHg50aDB6DuoRTkOODz8Ub2uXrYucxzAB51sX+KK7kFr64ZxOOLL4TZRxbQZ6Dx7Dmxt6jquDIe6AgvOWMs5IWvfFp01pigK3LaocaXqvN3lP1L/+Nl5YU+PPQ5F3Y7ttBZtNaj3x3bep61/oxZfMNnXj1f31Su12bJcfPDZhFb8Lau2KjbQWZC9C64iok6/PrkiDI+0KodmnTstc6Ol7Z9ABliAdzLKTxYwzp/nbP2BZowt4FMl9LngzgAn52PjBEO11ilXy++Jk9Fi8yc05IJzpjVp0n8Etq/3qObdyEEwDWt4zJh6CcHXch325Bfm+jmHdoWxouJhu98pAyVjint/h7C9qNxa2fY18/HE4XBkX9ieJY9f3fcvnNj3H3hznj08JPxox/9qMatbC381Kiv+RKd/aCqx8p1KhjTnFtgjnHuC+d553krbZZnvtfDWHQEZ5zFu6yhWb9y6kJ/fVfPMh+A/gWyzAMeED17mnVE//HY2ngy7r94ebz91oPxlQ9fHW++/sK4e+fiuLCXsTx9kvwchZ8XU5KfTMrVX2zWfpKa3PHwm3tp7JEfYPYLX9gPuH/Dd3iMgT0AsF/8ac4x0jYW2uimiJe3bEJfcPIJ5/lsz2NK7bmHPZC+euDrPXO9RxSkPZ+VzIG+TR7UngMdnDrqIRM23KsWfMkWPtz8K0XxpzHRk+si3wu1vTc++fTxOOZhXfRvbS9f3o4AjNGz0pVCe/Ui4TQf3bMB46ZXvEuBn2cGR5lTjOeDBw8WvaOuAbQrh0vsqxyETtzIs754oQKQn7rykpoCtFz3kav8M4/DT42/8s28tAFk6COnH8oDsx5pXMO1V+8k4oIDQeUoA2gDCOs4QoAXdOoKeHEQXm+67FMbHDrOOwgOHvsGg4z6xekTOO2qCx5x8vcTw9aFXepZz8qf4EmMcc0+AX6cBTBX1MTXdtYLDGACwVM/lcohJm14qC36YW0stNW9yksmvTguLvhan/HPps6C5UaIBdrvDumbOwAZNOgz+tFZ7fAC8PJgKV6txo7i2/PgpQDgAXH6ixzf+THbBU+fxWDeZxplzrFjp3/U4NAxywPKidcu9cyHnspV8OROoK8NaoDaNnT8RLZyuPgCGDNFW7TlYQ4hB039zq1Zh/zoB+CjzVyDRgHg1Qftogs8RZu+wkmBl3hplw42zU3ij888YefiHz0c2ltHdKVwyGHNJMNlB7DWZ3TSBmhDZ/yNxXzDY2zI0Z91wa+cAB1Z15U6q511RJzQsQGoFz5kKbThgWYe0GEOlaEGxyavPICsNTzSqJWjT5vasZBXf7SHffgoykIXoqn685j69uVwph/ZOrzFn7jWdte5ogaHPeeZOAp98NqGD4DGnIGOffMk6Ddy6sIePNBsKysfAA2AZluY+QDa6JntGMOsBx5wAPMGm/B6kzXHyIGD/m7Glp+7/5M/+ZPxb//N/1o6XCf96nDb93CDPDDb1mb5kLWxG/793LBfvTDG5Ytn4/XXro8PcqO+f4G5xXdEtO/Y4pBPu/1az3tolUMGNEBdD+vzx/pzHKmR6Vefk+PFL/ShB1omyZKHnmMAX0TMno6d45PYyEHowoX9sbt9efzxt79X82prM/s19qKLVxURneNHJ7YcQ2rzqz1rEtk3OsvczHzFMf0BkKevDoCx61c0G48wPqXznC/K2BbskxuAmpjxa5Z3LAX1zXzi7Avg5hr4rLY18qU3NlOlsH4rQ5Wf2muXNe0TCyrmYD0Ygi80rul8n8/eLvw5eG4ejtOTT8bduxfH3/47Xxq/9LV3xmuvvzguXd4eTw4+zvxhDbF3tg3mDG/JZw6Rl3n8mFvmDBz5wefm6XMdfI6ZOYVvlgPgBd+vljofeizqyzqjg+/GyhTMWDMOGdvl5moeF/jpY5MavdqHRk1h7dvWr/RWsuBoQ6ePLDy9ntoGeapr3zIeQZbcCV+9EDl/eIRdCh31gCjFfYKPblN4txevKEM7OuwvamYNIzvfQIIvYJzjS9tYbiZyPaY2nz1G7S+8jg/vYl3pzR96Q1zlAyATygD4XvlZ9DdX27BwLmi9XG8W/1Kwgw3f5VTy4VOX0O3u40vlcfEdgM55g3er1Xk4+jA065HXGlr+W/xYv/gCvnE9j3xFvfbP5Axa+wi290hkO/utg377RJ76vNRnn95HGt8fB2s/1nFT+roRXSmMQ5+RI1tyPMRrvfqpvdPkhnnPumTOQPfBkO+ucrx85xD2eDeoN+RlPzV8vceucwLwThlycnx0mF7W0PHT4E7H/t72uHPnxrh989r4+KOfjacHT4K7GF/QlTVBHZvo9gFhnRdjonGdW8G8MtbmBZDPuO2TS3ILjhqw7rFcx0HJRlE4rneAcVe7q4LKw0QD7JM/bGD7/8vXn3Vbll33YeeO5kbfZWSfyEQCmSCIjgAJiurokl32dxANkKzPgk9SfveDHzRcxWEP0bJEasgiKarksoqSRYoUxQY9souMuDe6mr859/+cFVcpzxsr1lqzn3M1uzn77HPVucDlC9vNG9e2k9qDTmu/fPne1e1Xvv3V7Ze+9YXtaz//1vb+F17dXnvpWuWr1tOzR9ulCzVevqrbQ1PjWqvLh0rzZOSsF76yNXPFnjt7EHfGN/XsOdeu1vF3P7cf+dT2qn0ed9s7Ns/K93wt7RjTxAU3duFDI8tmfLLHxEc8xir5aigftcbf0RudrU+s1UanB0TfyNjrisdwaZOtv/CSVfA3ruitq/RmjsVHeHQ4cxiu6SULnKPQ7a+PHbv+Xmul77SOMzdu3jSptp999HFfExuLUjBzqOYCu72HiptsOT7+/adzKG14vlhrMPqZt3yz333wwQd1TH5tu3//fn+7J+emdOAHE89xvqyxOT4DOcCfQibzF8CtY9h7805PjqMTxBZ8+go5NR3xkZ7Iw61w6Tvf+fvf04hA2lG44ihRKyCGAj0BikeNBuIQPF3RmwDh0CKnDv9qa03gZwE8niRxtQWSSHwZRIDPIJlUq0341dY6UKlzIh9gG9Djcev4AKJPX3stdESvPtDXVne7FgafwydGE58+B5Bi9u/Ar6DFvknuDyTPq672vRS03gK2c4MofgYPgqdHYSdjHVrsW4SHi6GdN5Myc2DVl/GDUwLRCRfdgfi98qcdmyA6oj9yq92VFrx+aPFBO/MqsMrFrjpycoQHLhD9QB3d8Och9PDHp5TAnJjP3Dz6cxzD5i0dbgRqPt+/IuKk/rA28D+vXE2vbcZ/8slDyvk8hCd8K15Zc6cfHbGhrLnDz7foix4QGXUAX+hq6zVy0S83+jnR1o7+jEt8SAloo2Uu42WffPqhxZfUKa27j5/H8R4dY3d+haj0VltNp2WMHqCTTGLJmlI+C+IXwKMfv9I+72fb3flThzf9FfRDy/yLDnXo6rUN1NGtVs7v2b2VqYrWJwMFncuidR6q7YTM/P7B97+//YN/8A/6aaLr16+3nDLzu/j3EzQQe/Gp+3zb/T+pi4nLdcJ4/VLt2c8+2t595972y9/+uX5p8OPHn9Q+V2tuH5/2rS5wAvmENrGqO4ai5ZM1X7uCIBu+yR1XJy+ZJ9ry4iQ0ayl5dtED+ubwJR9wlL3CX7t2c/vZTz/ePvnkwXZa1xGXfFLdJ7G4j77R0ZiD/emrFfhA0/orDOZfY6p/lF9lzrebR11j0bYhoKvR+dEsXm38wYFVh9oaWHmDX+2eh1UH+Cye/xz9s3gB/MHmRHSAnqPP0KtTOaqIqlF6CmGOucFjnIyXi5qTK7U3Pf2oeB7018v+5q98dfu7/8U3t3e/+Op2966T6Ud1QfFpXeC19tZVmur/WRNyoWR/Yz85XP2H4/OU/zT3gXUNwtOhVuYG0VEvnn7ixQVorYfesmqcXXzOJ+7zREzsOYkGq590mNtgfDuOpdI2Sg/V2vEpfoKsDWVg0VG2XWRkz8iNmIbq88MN58dn88S4nyaXSzr563ipjY9ew+qCxlzMRaDS9vd9pvf3qrNfG7PZ849jMLkZurqP3f41/xHcwBHr2K88diYmh9FHN0rndPcHPr7NsWUf88KjMaOfvKw0+uyZsdk6+umwiQ9P560KGv9c8PZFUu9L5qf/B1Y50PrLbvwaP7vZ7dSaJPqD4PKHnvFd/o58xqe/YlS46B7fmqV5Smps7uNARn9g/IrtFcbm3CQUVFiMgya8G0JuOj55eradPfauuuKrkI/qjMXoapq9unztfJigBWLkf8fVPLAzfiC+l2SPhVdP1Ai052T7vacXn2937t7c7r10Z3vw0Qfbw08/3R7WfG5b9dfvS6K/YXJ5OI4sue18dY4n56H1/OoYxq81n+lrw5kT0QcSR/QcY6viX7XJ9rg150DkQlcfS/ldiZ69wHHy8Xb/3tXt9q1n2y/90nvb3/jWl7bPvXlje/X+5e3u7dLx/NPt6eNHJVe5kpHKmZt15m15f4jPtUxp7zaAV+Z9U4MD89Vb82ieHuqv+hXwLbqAek9Dx59YinOQC6CjFceBNzmEp5eyA1/n4bi/xFd0f843wgsfXmNVzQNEz/8VyIm/+LVCy++0qmAg21eQm/LADUttPlmH3W62oSfHs+eUzl0VHTdu3No++vhBxbJtZ0+e9Vu6LlTe23oxJcb24wCD79ZOU69tYD+KT2rzQp58bRTurbfe2q5dv9bjHjuADvzj97RBeFLkHe5F32Zc2Ykv0ReA0w8u8qnho3+VV8decAF8Kf3i6j4AVTwRVCsUvHAAWhSX7AHXinpSnUtqOQX0R2aCiT4At5bAZ+ESJPn4EnvKcXKPH0MbOReI8WHVFf7ZgCcWcoH0Z6M5xgJij9yah9E9ccaP8KGFH5DRjm+xlxhjb/0kofWXv6dnp/OpeC2Oi/yzYHZbanCwXf6QBalN7MSFL3d1Q4+/+nSo47s73cGFN/ytq9pHH0pn9SPPbmSDI7fq65irD+iBP68XpI2+5gys/HSpVzsKX9JGj77wy094QtemB2R9KESjK3nEf95neDigxgviF97Rd5SNXoXtyIefH0yQo0dtsypy++9dQw5iWQd4bLCXqw+czIwdPo0dF4+HE8RJ6cFufI3vzV+0+Bvfg1fzW40WebSMiRJaAE94xZi8R09qcYHYB+SSq/AFD3ceMtbrmJOf3L64rtACckAfPvjYSkl/pY2fpLUnXrijv7s/+8Vd9XoIulkyAbrIRDdIH9A1+l70Kbjgwy8WfaCW18iA8/r46KLJPsRueNCiE0QehIYv8wes7c6liOufsQCZF/iuXb1eeqyx8qUzM4Dn4cOH29Wa76ePTrdPH366/W//7H/bfv/3f3+77kTN/Ofn7kO+bgZWf4++7b5W8WSHF1Vfu1wyTz/d3nzt5va3/vbXtldfuVEn4Z8W/2nzzNMS4+flkzwtN58Ow8UeSEyds6JVpvvEPBf1oT1+4pPF0l395Bkdzknrcd6MjE+F+S5Hnkpzw98NiFu37lQ+t+3f/ts/Kd7rJVNzrNz1omu2e2z240gguvke/2MLH7oL/6Ed52FgHe8Vmo+dqnIB3YCv0PzBE5vxifbMDdAfkoCixy+gXuWDX+E8LjIB7YPdHf9/LYNXu/aL9vk4p/FMLmc/W8FXssydHqeaYxcvPN2uXH1aF3E/2W7efL59+cuf237pF7+y/crf/Pr28qs366LmZHvw4MMSrLV+iQ03LejOnI4f0jJ7V/LAB/YTV8YHqI8XOvDDb571OO/zFR990Z1Pvr2Elw3FeWWPa5lx4cvEmBR/o1uPtdXvWtAnW314657u6Iu/2aOtl5YvWkAfHx61glc/OugH/Yl0NfnWF+HlkfGaMSsf8Fg/lU9PEPoaAVh19VfPiic56zj2thth/AG0Wf8z/rOWxFYqOhH68R0+TyS0bOFbT/F13MVzwBUkT6zMnJtxA+FlR40eiPzcqJtcobdfrgkK+HXwtfpkVh/wu3jyhJaLNPnSb10lg8eem3GVVOta3U8HFE7BD5KfxhXPtJv0Au/oHl38oa8d3KF/3KHHceRik2xy3THtdvtJIviyB2ILeJInMp7ehzWv+9yoanODHvNIu5+8qvEjYx/vJ4cqrhmb0RPdiVXR3s0f8RWHNl8VwOWD/F5Hx3apfHSDuG8uzTrwtJCel9h7yfWdu7e2d95+c7tz53YdKz+tY+QnbVe6+qnSGvv+8RPrd79JBMQo1/EHnD/vWmuFT2SU+EgWTX4mbxNDNRrfAfZtNv44hs45a/TCR4YuuY0edWB44LfttVfvbr/4i1/evvH1d7avf+2N7fPv3tju3XpS5wSPt5NLZ3UN9Wh7XrnaLtR5H5lywwdC1qF397XeUsQfe+wlX5+lvfByPOtFbHlic2jAAwPi75vZpUMRB7q4Bsb3xDDtyV8gMq1/X5+937drx3kSnePH5OxoZ/Q0f5X+222stkG/c6naZNFSM6idvST8cu1f9AD6rZG2X7gjbew3T9UzqqNLL20lD0GQWWHici5Xc/us9uTaMK5412KVjz75dDstmw9rT3pWY9IvsS5o/wuSD3lszXwofeseEGifKs8Nu//44dTO0f/6r/96+/znP7/dv/9yz1dzAmRMOo4emzmWHnJZEF8yLuHXVsPTRy580RcZa0C96g1E19jPcaf0Fi7rF9AF8EYH3KXvfufXvufTRJtDSTaRM5TEwQjEETB3SedkFR+I8xxp5XsQKz2fIOUgRt+apNgEsQWnTR9Y+eBTJ/kg+BR4MpOUo41ANnrADnnd6Abj++hKbNrw+dSIjv70bAe45AmvApeBCj76Yit0/R6P+jN5bVJzAbBvkBbJPllJRp5O8mucK40s4BsevP76kVOE4nXC45M1EL8TC58i27bGeJe+yNh1ZV3jw08H22SiE6jja3gS/3meyGXhRFf0gsjCqSNDftXjK3L0wCkgNMDn6FWD8AF4c0qeXHB5cmDos36y0dMZ2wCNnF95WX1Uwr/itdexAmjacA3PS6Z8KOlqF82c7L+ya83VuJgvM4fK14o7L2iLTQU987k/gRJDyTvBaVvWRR0ke+4V8Ct7Bog//NaW34PuBUcGBD8X08e5kZiTAzJw6sSdHKx1+73zpA/gzgMdAA8bmU/xAz5zIL4o6ZPXDpz3JbTojoxPS8rqjFfxhecgW2PWj3sbuz7IjhwZPHgDkQfsJU/wik8y0w5PbCn0kskYhq/93O2QQVOvY6KGC6x+JTd0a0d+bUc+NXzoFWoDWg5m2l1XXuYTp+Me7+WuHgXvT+xq/jpR//M/+/Ptt/7fv7VdrRO1a1eu9Vwm3euyeHKiwh7d0Q/iq5N/I3FSui8+PavzyI+3+/dOtm994wvb5965t129aq7V3K0L8/50i2/WSqVFPubm0ORs9E2saIoTPfTJSY1/2YovKS5U4mP91zVd5K1zL2UEueBN/uhu/ZUr69WN31dffm178PHD7cc/+mnx2beMX/F0XkquZOcCrsal6rkgqn5x9ZMWpY/9tlHAj94USrYo1T7OjfYXZudf+yOH+zgHuo+v6spU+9Ins6VePftVjU3J9knq7hd6S1e/humgC8R2IHZTo2mnXn0D6StZv4lFOY7j2C4nJke7zfBFpuPZ+QRjxL0/pF9OXYFcvuQTUWP48fbyy1e2v/O3vrp961vvb1/76rs1l7zz58n20cc/qYsPN/5KuuZ5ae39IhcPssGekrkWX9uHJU48LwJ/Ji/0ZGwU8Fl12plLSo59/YMaVT8pPyvAuYg1L0uvJ/20i7EuYiv/fH0yx5/4rQbJH2hcudfzkuy+J4HmK53q3s+L5sR9vBrw0mjzx9poHJnS5dfOHBe9K8YNL2vp0enDMmWd1b4qb81fMZR953rWBD4+tJ3O6dDkN3w+pMkxLxdYjtlddWyzX5KVx55T5eesg4ln5uDssWhsnjg2y5djctHWMc04owU3tkpfvyGe7kY3jk7H4c5LuWa95ZjIsfbPHNt1lZae5+YgnFxbi90uWo4pfaNF3WNqfMypVtF2U9J/UvlVT8xTh6aIu2/mVZtvdM9TH8On6g/JKntgcmK+H+fzsA7/HBcmpwjWo7/pTr6a3tOu8MXuxyX8Nb4QcvHcHfdCnZ49ah89aebp0t6XHa/K/qzBdr384acxomXGN3N+YqUX8xxLmtbnDDV30fDs4z1zp64X3MAoNxz/XPSO5sczTlXKXI3Hhe3u3evbrZtX6gTu8fbBz366PXr4YLtaxxHHz46r/WN95kX7UWh2ex0UrfPK90lD9/k0vsz4J3cTz7RnPCavz+VEu2u5paPyUEqTDzWHGl/zZ50TYLVprjMj5zVTKg+PK7aPt/fefbOOfVe2e3dK9tnHdUJY67rGyA35C8/cLLpyzLsvl5WtToJjedlTu/koAr8O15ktF2rpN9+MK5lClx/cs45dY8zXzMzX4UWfmGZc+yuvncTJ0eTpxRjDP7kbn8IH5AWQgcf3pPYy7eyPcBVhr1FjOn4O//h/tJ+b8OPfft5WbQAfeF77Gl3y1XnqpIz+eNf03f+Bwu5268REQnv854bQ6E+xt46vI5mciKT3xfpzrWmlGIqrN671B4We/nxa+h49rtgL3/OfYHVad3XmPW/OT4/68bIxeV7WZPs2OuD7mq9ilptyfvvLv/yr7d13391u37m9+z3XhsmrMTBG+uaFMcycDX8Km8lXxq7xZcd5XORCA/jTzniB6Fd8JbYQh7GxX+N1Yz821KGL9dJ3v/tr37NA2wCNBQzHyUwykICBOgeAzwKyaOQ50YbZKFXzidOL7y1CP68LPXV8Co86AaXPVg5okYXXjr9An9wq6+QkuMQcu4EMTHSD8KGxgb6WxBbbcggP4mdk8alBbMQ+n+CUdXzIkO+X4JXe6AltLeRCiw/80g4u+IATArj4GKAndevcP3GgZ40hutlex4bMaiu2lfAkltRpZxz6KaqdF8CvNX528cR29KvRk9fwRhfQxkeWTnNWO/MsEF/dIIo8udkIjnmOrehccxKIX2p4ZfUpOrIWtQ8x1kVyfCxNB1s2ozn4zjz0qR989PZJ9H6C1Tl2MCtAbz9rUyp0qZSj0teHRzmcuEDL7f7wMfMFPuMV3+H7q0DlKzw6PF6Q8QtELzyetMHEd5yfsc8vuMSkju3g9UHk5BHgjwze2Fr5wwPUGUs1fnXo9KygD2PD13KQwmoN9YGfn3xp+Rk/NQgfH0B8TDxiX2+owBs/vsVvuPSTE/U8DTD7VXwH0Q2HN/zF1XHq80Ed2chkPq46yaCHXw2HH4RvpeNXQjMXtZX44ALJfsUeuz/64Q+3//6//++3n/70p3XRfaNp+OWode5y0Rl9sXOhL+BqvlW7zqnr5LNiqpPJu3WS+cu/+N72xfde227cNL/5Ls/z9E/ra5UT45wATh5jTxGvkgviiX9sa68xu9hQN664MuZKEXpODG4fmyoO/DPOnCFlDT7dbly/3u9H+OH3f1S5+XC7cvlakfCVLY4Xq4va0lq6jaMc7OO/+6OAtl8Qf9tMAV9WCH9qkFwkjrRXgOt49hpdDVZ59QGqrY8e/sgPeWhrXzmvJzzwoYUefHQ3vnJ1qeal+SIR7gP3SdnOP3zmEZ6qK8OXS+ZydU4uly5PBD1/WLn7dLt6/Wz7whdf7ZdSf/MX39/eeON20c9q1z2teX66+SnrMt8XKOwlVjbYir3kKD4oIDGtcU1p8gEcw8isuQhkzWYugjwtZ87Ph2ezxuIHvuiLzPh33MPdmFj9gCODL3qUzMnVPz7Fn/7Ay3HPX+mDo5b+jFEJ1r9KYsmRtRcXY99Ytwe7KPKVDLrbTol0e79AsM+w50MXa9DND23HN2uoaYXri/2yyU/ggiWxxG91+1g4uVMXZ/ujbvsl43CgDY8HV2FaNjrAyE/+hIoWeuerLqb5B+Cja+XTz/7Uev3bY5BD7eg7PXUOepyHvLD/KM6vW4beqtG1QWIHkXVjEbQeY1g1aL933kZVUcdfcPC1QD1/gze+avocB+aidvjMg4P9MtEXrca0+qvN8Exd/RqrnjvenVT+9cVp9T1hUFo7T3Nzw9zc9ZWcJwfJj96jDaCfeuZCeCo20dQ/uYCzJx/85nhBjnF0mrOjoOZy/wR+HQeenW0nVy5st25f39783Ot1HDvZzp6cbY/OPi1dczw/qfm7XXAc8Ce/ZW/PF719nlI2Wveku33gC8BDD4BPHXpwLd/VwtNqp98xsFMwqIq3gxpoX4qgHkCTE+fE+zlj5f7f//H/ub1y/852746vfpVc6arsdembP473heNfaawaT+H23MpzoGZG0+dG3L7G4Iu/5Tv2mfvOx8i3DnxHNQfeo/zwDe/Qgl95kkM4fZAbNN3fbST/q56JbZ0zR9+aXrzt19I+wNreoT+4WaD59/OzQGwNrfzov4FpHXk7p7sdde/VZMpO/GndVUdf7dB9k79L2b5z6+72wccfb58+PK3gzeOKrxifFr33Y2Jtds4f6cvaid9tu+wNbSn7Gu7x2N0uT+aarCbD2++83Xmfc6+JRV8brn0msfsfO6GpARv6GcOuy97qS2jVmw/0S0/g/HiCpheuEL1+3ex1nkiPPByg6Ppt/zd/87vfc1ADfXd4MYwhRhIs0IcHNj00OHLw+ASqnZsiCr4U9MjEuQ6gIDrQ8OrHXiC+wOOJz9Fpk1Tjg1OicyYFWxNb697Vr7Yio44fmVDpg9V2Clrw0QHIgdDASgueHW245CqTCJz3EUQWDU6tyMXKnz7+5Cl+5eYDeT7MT6IfJzLeyGUyw/tEkGzGMvZWu6nxJFY1nsyXtOMPgFt5lejR5hu6E7b4oB+8miyZyK96gTo+BuCiP/5GPr4ANdlVnsxqH0RXdMT/+LX28WUs4MDqI3z0xraDFdz8yV/RS9TJqxtDuRmh+JQUve+iF117bg4d1y5/AN0d/0UHOye9lJij4wPe+L3Op/wKnziMDTpaxjf9xJ1xiz6608erTj46zirRAR9agG0QHjCf6IwsiCyeFeiJHX6hx57iCbDggk/sIHrViSt86nFzakXu5+sIxzGytxrJHps6yQldn57kkf6MWW6+JXYAnxzHn+RKmz/wKy1y4+txvoavY+l5M7GuN5j0oz86tZMP7eQrMcAD7fQP9uog7yk9J00lXCcNoyM26JgYqi4e7x36+KOPtj/8wz/sr5n5JI+9iqJtyg85F2q5SECPvuj2SVHrLZbLz59s1+pC/sbJs+0Ln7+7fe0rb24vv+L9Rl4QWhcFdYHQL+ktPXzur/6UHickfcOP6zsNT0CMfEjMM9bHfIyu59uVq/tN4b3f/u25sxbx0XW4SBNv2xE1XeVDdb3Q2sXCvXv3t4snV7d/+3/+8Xb2WO6uddzeTdZxF3N/bcRX5+Drry8Q6l/8Z6dt7TmbcbY+xsfQzvNpR4c6eCW40OG0I6Mv5uib/L24NziJS95Sw6vTDuhHX/KpHTjfDj+IzrbZxU2hmpslQoptc6yfGumT05mDI21M6vzoiouIqmuSPT79Wc3VOsl8+07fHPrGN764fePr75Vfj0vmtI6xj8q2J09pYcRacAweH/glBjlJHPbe1Wft5Askt8c45H3lmRgBHdE3vFPWfc9LhpPzrK2c3OOjgwwf7VVDt09MHOYvD8jSgZ8+8lm38TmjmDkA0Nt21QZCnuYiveQqDGNgL20far36isnZI099PNk+ffBJ2drH6EnZLV42Op5R3nvepcvzQtn+Gsmlk7rwnhtCJ1evVX4mJnQ3jK5UvkC5dMhfYlL3BwVFnHzBZT7PHOZn7x8FcJHtG96tt2T7JsLkBYz85KHlyZRueYILj30Urf2o/vhz3Of13fTIjUJPV8lnsQimx4k+fMbW2IH2qYqnqoDzAL8CZG7y5+hbk7sPBjdte0/iCE592PMKen4Vrn0zztX3R0/nqGpgHGupNPSv65X86JLfsQtmno58RVUXXb46SVCM1lTlr3JtzPrpXLkoaudN/hx3a389q3MDY3a15nehZ/4xIL76O7lcx+6aL/RcqfOy9r/4w9Nf9cLLuYKOq5pw7U8FE1rnY8/75MHF4tM+H0fT9iHB3PAxd8xn8qWrak8iXr12eXvn7be2V155uXx/tJ3WeqjDVy2fOm/c/fThoA/3+/1LlS722eUTG5DxSW2epw34Fki+APrhZlPBAe+in419rBS06Ot9Fq7jqbj50rcBZq7PuNUIta2KswI/fXS2/fhHP+y99pX79+uYaj4WncIyX9qrUfmveMnax6vb8fpwZW4Y8cP1zz7mzp9rHVkzYPZPMfoQ+6rJt12+Utck5Z9SzG1HXDOecx2T9UY+Y592+DKnFZCc9GztfWP8d5xmZQXrs3nJLvJgzf2qH9+hvQPe+HKQrzUBsg83fl9wE8e0o4sO8z9tWGsEXd81Z3wCxObG9OhJrhEm32Wj7MqtD0Tt3dbe5cr/j37yk34n0RNK2ucqziPZGnWkpy5dk88BbSW+tF12CsTka/yPH9fxuPYRc9D53yeffLy9/c47282bN3v9kY+/rbvsZh+kVx7h177jHIBLTiKbtvEE+uv8Sc1G8OrY6K9DV7v3mDHS/NEV3fbM+N8/gY+RAonjSLcLVsdHAT5s+2bVk/PFRcxA5ME6Ocfoi0kB4U8SwhuIjdD5E52p0eHP2wf6SVh0xIcksB/F33Udi3l1TDIQN5wSO/i047t2+APwAC28kV8h8olz5cmFtoIO4iu++L/6HPnztvCsNTn8GS9gDLIBRD72YpOdlq1FAuAUepPnlTc8sXHefuIKT3REL77wqIMHoaekHx5l1aXNJz6Ie5UJDg/Ap3yWnsQwF/D8IBOe8UuJ/vgN8MCD6Aqv0vZ3HezHrloJjs6Ty7O5to4+FJXs8xKu0p9K9A2eeezdOuyL78Ipjl8tU7odZNg+5KZOfHo91lGzH8WvPxftLzx9VHbb14LggPp8P5sgPIBT2Iqe5CjxATWZ0NUZk5Wu0BW52F9ztdLElliDS3u1H5/Qc7FEFi4+gPDQEZ41nqZXvuW9uMsg/r2vXTRj019JM35GpmjmlRtz/f6HZZ/LhQdbAD4+g24Xa3nZfMkNHfENzo0edfyO7yDxJE+xF974Aq9EL0BnD2/HXn0lfn+WL/iU0THjGt7Y67h2/Wjy4+TADbx/59fMfud3Wm9uDPaTAbtsy7f0gH5qPO2vE+nqX64TyZOLtbaffNJPEX39q+/Uhfz97WqdB3/68MM+UXXy7OsHslzifeLQuNY7econviD1xDN56jw8rT2+eOU5QIe95QXf99iTK/svupOVodVarZx0LH0jYfJzcnLVUbtyfbLduXOnfwXnL/7iryrWmsebm2zlS/HhmYvs8p9dxsrlieYYQ/zJuOHQB6EpfFr7iR+s7RXCFzvn+eAC4el2VeGN3OT5OF9DV+M5rz98B53VTs7P84fH02bOIw68vecW756TyJjnbrSbXxe20+2al1OffbDdvP18+9rX39m+8pW3tm/+wnvbG2/crfnwoDSf1Tx2g6Rstb35L3uCCwQQP8CMxazHNfcgccUfvMlPUVtm4KgPLx57N/7si+HNvkbG8SXHQCU+qNeLxxSAxnzL7TWa+Rx69iL2W+cua666OaXl/Ex/bjaVfC3O3rP4UgbKjT6GPXtcOa0iZvS5mNzPX6uer2dbB16AWmuSr/Xn/SQucHwlh243QnqulPo58T7OGfz8pITu5msfSq949IusD1JPXvZ1XLJ9s6r6Mz7FR3+1k7/xXZxzjAGJi03gWJJ2oG+6F7Q/i279VVYc6DLbUPZYQXfMMCfQO9YCPnSsxWS826cqB9+qoM+Yjf3IJAd58gh+rjUmJnDQU8nL02LARTzakb6vw7LY52bw9vQ9Xup6nuz2d7Fu97VOnz+1eLetN2sNffyfY10fV6r0V8uq7gvg0kWvvLsZMzLmQNpjj7z+mrv+tcfez+HGgc4/AaOw5yF1nnChw5MS6uSRjAtjOvhhbzcwc75efEVyzLx67cp2//5L2zvvvFXHy0v9c/mPHn5ac+tpz3VfY2sz9qzS1/7seezJUJU5k1yuPo7fR1jPDdD4H7mAXMNlTjStjsNyYh4aHxfpaGyEr+1WURursVW4ivf61Zu19p9vP/nRT7arV69tL93zVfFa5/TISemNB0Y/wHb7ANd6+T5jBvfUVwx3PubV8xRR7Q1lP3Gpu72M0ZonYB0HDnvAAvhWnH70HvQX9LljQfqpQWyB83LqjhXO3zna3ur/O/7CualGpzE4QJmAW0vAHpPrysTihmM8fDGfFV+J0t3HhoLoKsvdtu6zl5Wl3gf7OFBq2HrwycPt7HGtU0eEmld9wy7GCjIO1B5yu9sOTd1zrPDOq/jGbo7BiuMeP7wH09fOxufRMypnzowt5wFzbIIHcOE3b7VDU/NBeVLHqOgGbsJHT8ZktalNrtvmXdXzy5wlv/MlTpDjbD6cuPTdX/+179mQo7z/qs4kVoeWGnAqwGE0ddroCVRfO4HwJTgBw/WmteP18Sr0AQHkaRUTqgdoDxyf9nl/I6dPT5KAD8QHtRlKJrjOQ/GNDzMwOVgButD4E33BdTyFS2zwdKZuewWRIwP0FXRyfA6POrmIDbpAbODRHl9HLgAfneRjJwVNTi0ysTsB6ptSO27NHyBDz+HJjPrLCSSASzv+qQPskw8+ule+8zUauTU2ORBv6pyEAnJ4O46qyWdM+KaG40fkkp+1TVabDYVceAL6c0I7c6j1PTevj+OxymnHDzgy2ngBv5QXP20dXoW+jJtaP7YLVfXI4u28lW/yUJpbX3R4RNGGTbe+g/D4cPw0CDhJ8F6BuXDEy5f5ZDjzsO20HzO+9NARfOLDDxcaoCc+wYkrPIlRraw5ooscfAAuduiLL/r4kkd4ehWgn7miBMeOOjLB0aUmn1gBXOjwaePjA/CJszGKr/aWuXk3MbpRN/am33tP1fMJzNhM/uJ/dJMDrYdM4eNDYgfJB9oaV3jVuXEUGlhltEHk8Gac1egKPZHjrzb6CnCjc26GxSd5ig94Ei/QDi3vXvrxj3+8/dPf/d3tz/7szw5jAhwgxY6/fS3e+tdALnXaDqK+CuRi/uTC4+3Wtefb+198tZ/uOLlUObzoExex+1pBjeVJ+WG/LN2Xi1CRtl95wsjx5HzOraH4Y1ydOIgpY2k+Tnvyy+H1U/bRUXFXra2A5xXCPHUkDuu25nkhfaosvAt1An3r5vXt1Zdf3v79H/+7yo2bt6Xvgj3uSs8/MRVn6Rg7B/2l4Oiz7p6voo2Lx35gbUcuuPQBnPiV0Wcupp68nQe+4I/dvmhqP8YXMpHTz5xRR29AGy1y6vmbuVbIylXNnfgmT6V65krFIz0lLzLviikFBz0db5+71DjX3Ljw/LQuTh6U7k+3tz9/f/vlb39p++Vf/vL23vuv14Xbs1ozftWsxv/EmNWx67Fj1z7X+yR7bM+NwbED2EqMwztz3lxyTEiulPAr4csclUT7vDY9WdMdxy7XOSnIfEUHdKHhheObtQgfeQAfOkCrmX04VnGDHvrjX+stAp7sgbGvja9fIF/jZOROSidfHdv8Eo1fLfLVKBH2fl809MTW8e5xGF/HSE8jonuKSO0CsIg4ir9kCjdjMj4A+PZ3H6v+2nbzVykefNYt+sQ3Ywavbt/KPjpdwB4Heo+s8SDnZN5F6TouiaNzVmMoFxkP+sdGjXPxa9sj0F3w2W8rWwfdRS5eo+KvZPc42Tcn2ACxm/ESW+esCkPobaP3xl1n4diH73Vef/0uTN8HOsDkE7zof+Wg5Wb90XEe6DeG8jh+HI8/Y3va4gh/j4H1mfZuK3nQ55K92xjlPVbGd55iqTlcfIk1trTR6Oxx5UfVGRs56/gMSoE2OfXoMvdfzEXrrto6xeMm0TE/s3Z7nEtnr4d9/6hVsl2q49W161e3q9eu9hONT58+3m7furq9+for26uvvLz97IOf9Vg86qem6zzf+JciLtAN9OHthxPXcb037VwN1rY6N4n4D8bvyVX7utPlCj9bTdv1mn9yp92yrXex45wVv3cOXZwPpv7jf/zL7VrFfO/ujdJVdmvsvHPMtSV/ylKvifhJZm5Q7TkoEXbnQvo4RvG7bxC5UVT7E3zyRaa0TjytZ9YkGBt7Ttv36Bwf4BLji2vuGG/9X/3S+3Rijw0yscX+yE1uFTQ5zDpoXftUCw+YOIYfqm0UZnQ1S4N1EEisanLyVTOl1ZuTraBg9jmBTF+M3S9gxdx3Djc9e9vMF/tRrZyy7wZt1XJTJJGe1Hg/efJ8e/TIu8HqPLTy8pwfpbZ9oqd0asf95Asc7OMtuR4/+2kFm3zaBxwvyDhW/PX3/7p/Dv9zb32u5ZTEklyMzrF11Dv5UQNt+ODUxqjBmFRFV87R5Sa68Wfc8NmP5KzXTvFkPFtvtcmR7xhqDqjZelz2L33nu7/WP4HfjkjwbsiGZrQom/YoTN1Ki5bFqU+HWgkvCC6OeeSdXE2zzlQ21G7viww/HkkqZC9ynxr0pkpnFfpiO/qTSG16Uq/+aHe8Ow5PDqR9kt+TkW9NHvruo4UfG8cTtaMPAM3BQ80GfMdXkBqEZkDii3jT79gL0k6dEyOQ+M7bB/Swt9Li+8Q0dtDUPfZ70E2vnPRPabLR9YwRDvSc9LUPpSs2VlsKevrxLfj4Eh5+BOI3Gjurfjj+q8mY2GtcK28KvhT8anrJpQ6ejiwWNLj4rI7t2I8uNYCv/7sdenwDkQerDD/P87AH6IeLPvjENXWPzBxMq8xTCaWv1o0LVRex/Yh10eZTJXn1pIUL6fGXBheJXDPcanN+fDX2u6/1t+4LyVVyk5gC8TU8iTU5W+NOvPDoa7vlyv+cjMEZt+hXxtfJl7aCB6DHRzV87MYnesWjrx19oavJoqWmAw1Ex/kakKW7WZ2w1oFNNvX7ySztYtVXG5Diaryxgs9TjyuwTy9gL/GB1e/Vl0BiIC8fkYdTK/YzeEAPgM/4qHNDBl9sr/khF73w2uGLf3mZ6pwg6R/XR2yB/gWZklUDBz5n154i+sN/8S+23/6H/7AviGO3Yy++jq1y2YrJ7boTE8Bnfl0uHy7UGrp24dl29eKT7a3Xb26//Etf3l66f63G5rQYa68oPT75nUfxR4cL+v6rLrfQxJJPPifm45gMYB4/Eyf6IXYXLXs7c/kgS0/b05+Tqb4xVGY8lv9k/8SeCZ9gU+Pgf/bk0Xbv3r3t8+9+fvvTP/mP2ycfPdhOLvlq3n5Rseu7cKHWv7EoLwY146vwj5+tfEj+7zb5+A8SL5yinRhHx1EmcvBIcxGEHy/8UT4QXcWxz4fxRH+8O87H5DjH0uiJXQAPPCDW5wP1j97hrOTW2NOs2HrtS6CGsfo1L4u3nwooPMqF4qe9X1C9Pd6uXDrb7tzetpdrPv3yt7+8feObX6y5Za99VHu3rzHue2bF3rbLN26qZ17bR8Ujr3gnj8MHN3MJr35iBIlNnZwo+qO3yXvOj7JDP8oeaXOTO5B1t/qyQuyZy/YdbX40b9XGJU+80i1GPEBM1n2fqx30zpx088WNdO+DcTPuYvvonNOF/FldQDzu42KPX+HR6FMfYkQ133f/+6nZ8ufK1at9k6jM9IWFDbq2nD4/Cu9ckJOZfekQU/35apo+wDsn5WKa/Kw5m5vH4ive0serGpZqmw/0Tz56rddxA6OvvtABt4IdL2NQIq1TX7Quckd/6YZpe0WbwHpOV3foJWhu0yMOL4cVA/5ebwUsG9OL+00ebapiv+2WvckDHC7HG+fKdTyxR1YMMyYzdiCyx/yNzr5Z2xi2JucBuXBzfLxS8b/sV0wZlzlnoo9faLVm9q9MVlD73FTX8a/kH5+eTX5K59OaY37tzIuRG8ff4nW8xkHH+DRz0hzocS89eSLJy9rt67xouepXUB0/wKv0Ewv1t/4IhRjQzMWzs/LFnC0ZNDCpKhlYcbZvZaUm0olf+rxytX8y/MSNYxfa5evTJ6fVv7S9/PLL26uv3K+18mj76Y9+WrWv8Mzc9tUzNrhq7k9sZUkc8G125kT873zuEP/kAqzvn4Ib/PCQU0YGnZ5qlx/lRf2N7swLtvgxF77jz/CXH8Xy9LEbyFe2x0+ebT/+8Q/7a0F3bt/arl4ru5dLZ7H6AQzy2Tsr+NHT+ZtjsX9sJedM1Ci1vPeVeYJorlf/0/2vl2fhnNUV4UAfX8HkwT7cWivm0OEzd9Pv61DzelZwFXNj9jS1+SuW0Vk2y4EX8rXrOthoDePLAV/trPEZn/Zy4lc6PPJNan/WOQz6fUGDKM4dxx18u22lx7b8Y6f7+Pp/dug4eLfzdGdoZTfzznnytWtXe3189MmDUuvcs3IpZ7u/dODtfar+ynSDmKidfWh4krPsOXADxw8s7KXzdber25tvvLndvnW75WYfnTI69/2pIHpCByuufau+Nl09DtX3VWY3p6/VWp5r9/GtNRSdhv6gsGjWtz5aPlxYbWm1n4NoG0+Kj41Lv/Eb3/leJk8vtlJGWL8d2mlwmRyHxbMD2vlCBj8dkQeDH1kLCV05LvSZCGTdlcsGBKIDraxMWxKK31/8A9EJ4PEEVj0SEbkXfSwbNoW9DUbf4BT9+K1OXkI3EJ8FnZ/663rXQ5ad87lFh1fCG1zoQJ8fawxgtRG6Ep/VAE/LFK0PmHuc0ox/zVM2C3Q49IzDigfq+Bbf8RtU+ZkFMz6lxCc0ALfq4wtd6uBCB+QVODriV/TCBzcno/N0ETye+BB/1eu4BI8fLwgfufPjHn2xCeKLWokudSD88Ksdbf7gtSnpJwbg0x+0+NO+l0+RtaElnmxACl4na06we2xqk52bo+5mj2z8zEEoAE9H6BmjxBZgd9WjXuOng1zaCkibX70RlwyezKHkHM+qHx+amM/rCn2VSdsNBrX+qjsxqfUDiSMy0Q3PPwCnRJ82Gh6Q3Ch0tO81HiA2AVriC8S3+BedgL2Mx3kgF32RUyuATA6Aq93o18aLHhl1eELXJh96+imJJTb6adH9wFpWDrr5Ez345ExsYnQi/Sd/8ifbP/pf/9ftUV3A+PT/YONwgqIcdSX/sWtv6xOrol8u3pPtbLt5fdvu3bq0ffPr727vfuGV8smF5sOyKU7rLZ++yZu5aP4mzhlLkA9DlFzQHOIp/nwQwQ9xJy5tNxvUSuen+NLPHg3U0QG63b+eg9fJUfXLTpu8NDcs7927vb38ykvbn/z7f9f48qTT1F9TKJnOzaXy2wXcBfPACcf5dUpuxq+E2r726leg87zHED9XSAyjd1e8w8TBJtmjnfMQ3GpXSw5G9rgW4mf70jYjN3PmqGFg1u/MF7KJIXxzElcNdsqel1m74YhLZi9tdSF26azm56Pti1+8v/3dX/3G9rVfeHer67Xt7PHHdQHj5dXHsVYbp/TZlB8AN7Hu/hdkH4G3j5ENv1oxdiAyowOd7NgYnuT7Pz//Ips5Hdpc5Ly4r0U2cYSWudT4ossx+uS6dJRfILZcxMnx9Acn321Hjnc9bDXUea3Y3Hwhgy80c0GfHrGLuS9+y7avZ/LJhbRx7Reflq9tn0wV+vAAOuUbT+wAdK3kNvjJxTFvIPro6ZP/kmk+smU/POCgp/LIpvj4/4LtWsf0dG533dn3ZOuAty/sPvSNlN0GLvabVqjEqB4LA7jZbLsl32O39xMbW3BdF6BljyT2vEp40cyh1rdD+1z94A5+V535hicxzYcwR4CvmdDttrfLjPfHmv5cC1WLU1XL3f4Vu7PTsYmnQyq+fT/SzrwF7ExjxiQxdRut9PRXDwvvPNruihZdoFgm3y0/dH3jaBDQm3fnnxzs87r8ip7BX9yu37zVx0fC+tZGUetY5um1yeXt2ze2V197pd/d89Of/ajiduN69I7NykcFP2bnhh1HBj9rmo9qAJ+aTdBxVLz4Vlx51f1uVwGluf/ojq6alAe6etXR82rPmdw/cYOozqeMlycNP/n44fbnf/4XFeet7fr1q5WPWuM1IG62ejffiZtF1hPx+W9AjD0l7Clja3yYmPngfDt7mDL0Aed02ffoUoePDpV2coKeG7/aKQAfno675Qf0Iz8841/TKgHZn8CqSxErXOggfXXrlcSDvqmHZ19PPbGPfoS26m71VdDlSj0y9qux3fO7gByBxu5uxR/4sVbNkqMHzVe69S/X3m3ffmTdohfzs/LfzSO+t736G/ujyc09OPqTQx9a8LP9p4N80Yjk+pc7jrk/+MH3m/fNN9/sdZabRHjIONfLHEgcrasg9kD4AZ5eU/ZucoWz5k73J4maB2/JoImEDDiv48l+PpE6NMCv7F/N79fNICmB6MEoSALOK0i9Al4lE49c2uGPk2zNpy0OuDMpzvNWowcI5EAF8MxAGpSafDXp2k8JKpn+23VkABIHID9w1OnEBk/sh3f0zgQHWfDJicJv9PAkDonPZAJkWt8u277VX3SGFt6U2FMHtKMj8qudtNX0qvm1PgkQ/5KjQMtUTvtAxWaR4GJDYUP61DOWcyDqR4RLZ/yN7egFxhQ/uRzYo1dpfMmfjwMfHJ3kgX7iX+2ln7FY+bRXwJ/cRy8+eBe9IPFFVo2HHFh1qMkl1/gAHZEDkcGrnb45YWziC79XOyD+xd6Kn0bZqzl9eASx+fc8LvyhBaKzyc1PJ35rwXjxE21i99UzMudL5sTR9uC1yWUsMtZAGw+Z8Iaur068QI0nOsOnrBB70Y0/NuKnNj7t5D769UH8C13bGGvHNzzGM2sL0BHf1IDuPAkE74Cyxq8N6MBDB0ic8Rskfrxw67xTAzJ49PkWOyA4fscWnKIPEgMd5NDiIxw6+dUmOp/QFfIKvJI+ILPK9gSu4qTGgXX640/42pddHkTfj3/8k35Z9e/93u9t9196qWl4fVrVcVRNY0w1btcLoGn1uLKvDp2U4LUrPhV6vL3/3ivbV7/+Tl/cP3/2qMat/Kj1YU9zDKFjjiU1lrtrdL9gq/a8wU3etfkHHNw/68TBOpbfymTjgl/b/Bj5494IMgb2g5mvtfYKP+Pj09RHk49KzP2Xb2+379yo/P2riu1q8cvH/mRY2ZkLh2ZuXxIHGF8Gx4dqTt53emoQuTUOkH5yQo+2AsKrr247VceOAkKPLtByeOqvT67qRHH6uz8HevE6qewYKgh6/PXEmWJezhN9R38ONlIXrVr9c9i+0uhlsFc9PvT8UZ3gPajN98H2ymtXt7/1q1/Zvv033t/e/sLLldGHtS+4CJt8eCfZCuwZNxC7+ubG4Cf+zIHkBZ+y5in7U/aLFKDGS2b2u+FNvtXkoiPxw88NJv7jG7ujY3zSBmwkBu3UQLt6TQfxsZTXOAwPgPM39o3TrIdirLGrfNQktEeI5dQTL9Xvp4tw1xjTlHnQF7367VPFVxcD3vOg7SlA7fKM5ubpWVG+uHDrNVW49meJAc645GlGNPG3iwXj/9SuOCZ/c9EP13aqRD/o9fz0uDbwg9Gx66ySMQuIY+bkxJjxFb+n1PRjs7Q0H9B3Ud03QuSqaOzLo/PDvlgpPW2/gB4+th81/jNHjuNMX9pt/7kP8LKvTVxuuPf5fAG1u+qD7DHmyQ8cmcnf7MFDn/XiKenEC9R9w7H0Dm7PB5kqJ6Wnz5MqFZfrnMexoOM3+nwtG96lJHZzTruz1s5Wo8DcB9RDj+nydV8T7Fkr/K//egyAfRqNvu6XL56MVfec3ZMhr2KbvHligm/jQ3Krzgd7NfitVzs3Ly7VvtHjw208VNfe7oZQaaw2/qfb9RvXtjfeeGV7/Y3721/+xX/YHn76sNbDjfK77FzgbzXLDr2th5qqlc61PFU7Y9DxlbPhAeLNnM6YIjmO9rGtfSMjlyVXRS71jVX0JcbYMVfxa5eCnrOXTiq+6vP3yqUr2/WK5ft/9Vfb7VvXt1u3rtVYlMyl2nMkVFw1NDnOl+ZeA76S7cXVnXeay2bHsK+l+aGMaQcSl3y4wXLwlezu/8SgfcyDGi992sFHNxkA3zfGF57/FMaG2GJ/dA9vfOh073oDwQVfKmjr9ou0PZbKVHwJTf7lb/ZBGatS/xLn4PT3429Bz/3C9/XoXi758Mq8qLabeTyQR7EYk/anLHly8/mTOo8vvgt1PPW6mk8fnW6ntX+d9rFo1iPo44B1SyfdNW84509dAbRfoP1MTPysGm72IPNxcus84dVXX6lzq/v9IYO40YfH8eF4raAOjR7zBPCPLrLq2PZhX+spnrlWn/z2TSLtoqnjU3S1n3vMIDrxaQf0Adyl3/x//Pr3OHhwoiYpoUPydicZikKgHRqF4Y9s+NXd39NtBNV66NGZOkGpoyv6FXwAD3qSi5aJFbnoX2H0TbLQyIIkRT/2e7YV4M0FYDVbh0FU8NGTHAJtPIcTnAX056TjGEP7fs6f3kwKD9Dg0VPQ4FaeFHTy4Y2f/AqObHKnjo7gFDKpowPYNHsxlm2brYMuucRLRh0fQVnthRc9chVbAC+ZNdbEpk0uY6APoit2Ekf0rBAcXiV5ApEPjV4Qu4cYqh/7bEVfIHrS5tuqQ1+tiCW08M+B7+jTGgP8ak8/8smBNh34kiu0VlP/8fm8HhDc6HIQ5YNYa1xro8XrHQGJ43jgHVnt+BFdcGsbTckaif34Mn6OD+TgxtbEox3/Fe3oCG/kg9On17yMP/ElevTlCm/sxBdteqLfug3eiUB41XTF3hpjZGMPD5x2Yg0kh+ih4VeLF46vAXZchLiRAPCA+KAGsalop4DInOePL/EjNH2AJ7gAHN7ElDZ8Yl7LqluOmqcO3P2S1Tqon/86b3SsugH8J598sv3R/+/fbL/927/duH4Ul/4soapzodSdBUa3WApfe5uvVfgFlMvPz2r+P9reeP3W9ivf/tr20r1rRX7QFw/8fb6r65uo1sT+dbJZgzMfmYz/FUrPRfHCJX8TR82rkgG8o9/YKOi+hqF9yFPLDF/PieprA3rFnrzPibZ82a9rflXtKaHLl6t/8WQ7PTvti6l7L93b7t+/u/3Zf/jT7XLhL9VJdL8AswJ9UucFJVg4+/1xPgdyYguEER+VxJ92+AC+0NVi6LzURUr/pLTxcLFWZxDF0qX7HROXJpfgvK3kI/TkJfkHIsC7+ktuxbEVWP1d24pn2PunlGmtOXFyUhddNReqKsxp5dsF1un2jW++s/3tv/O17ee/8tZ29571fFaxnvZj4NEr9tZTYM5Y521jBzGkrzY3rBey/I/vofOTTHICOs9lo3N8iAX/tK0JsnJGDm7woR/jV49OcxSfvI/t5FtNBkR2HSM4+1BN2Lapn/lfHAeZ6GAgdrXl3kU+IONXmp7se2Pr2/1EU+hRe/3B0bfCW3dX6oLRV0gL410WznGKtel0jB9jC5DlO3/R1HDiO+Su+Gac7EvLeNAPt/ulADKE5mLXMeF4bAqM/7Wn8IWNLsf8aqvzVIwQjW/bOKiZtQRRKSyf7PHjR9vWxlW++trV+DV5fAHYqWI/yk2DzmnVZJIbytQzvxyXZh62zd1vslPvY0dPgfgnV91t6Asj9a4X8JW9x74mtjB3vtul5HlsiXsgY+v8fb5aJj9y0E8P1Z9xLs9LyYwh+6Nv8t43Mvqmxijdq55DQP94I2lk2XxSe/waP1/lUm0E1GjqFH0Rz7qr+VExg8ZLNT27Pjh0Oq9cvTbjUbwz3jMu8ySa+C9sZ48flj81bnXud+/ere39979Y9LO6yH64ffzxR6WvvPKz8cXPbzfO+qZNFSFnXMTINuDHIaZqAz6Nv5PPtAEeuer15H15dT7K0a7LfsYN3/Aez1mMHTtj39ojOzcNrCXHxTrF3R49Ott+8MMfbndfur9dvXKxf+2N/Rmb/VzODbHa39W+8uciPT7yZ6qyL79XrlazJ1nrWKF1hr8grcxxOvmM0jEUbr7+PW31mhslkP0tsOZ4YM9RrTe82vEvfOT513Xj8DXpHJSdyv/w75j1OLnHHz1d9w2wOVaB1k9N0UDiJ+s+BNBXer3tfcfZF/Ky6+8cxhv4itMNEXuWcXFz6Kzmdz9NVLK975Qt64N83/itCQUvlGrtZfdzNNf5R82Bym3mVkymby32L1/WfPv+93+wvff++72G2Ei+pz7GKI6U3l/KxkF/QcdZbThPwfFKzbQY+/UL/KeveODaLTbp3dtqOlb9sZt1Ez8zJy/9+q//t9/DjAgYpmllRge9IRY+CtCBfgIDMY4Op85GhQ8tBS220oZPIApbAC36TLTYyc2JInTd7YLwRS/ZxKIfm/HjfJxzN3HiQ4sedXiSSDigTmkdVdDTTjzRkRhAeEA20vCFF32VCZy3F57oC390pq+dCxe86/jwM/nTV5PHm4WOXxtvdMSH5KZxlUubq7jIqAEZEL3Rw5YSei6Go09NBoSP3vgaHXjByr/6qtZvH6usNJ/i5IYeXeIM36ob0A8X0E5/rcUdef4kv9p0gOhSwhtabAafOFddwCbWmyfeKv10WMUWXas8We3pz8koesYYPk+/xMY6P1c8fWDNKcBrfIwjPkBOaf3FH3sg8ajpiF46Usd3sI5bQH/1L3qic/UjNb74FJnwg6wVNYiO0KMrvuPlG4ivAB8ZcUSWDF586GQBuvc/ZO2gqXPTKjxk0SKvn/jVeNYSe+gguQHowa8AD9BS6Ai/Oj6p6VSnjUc7uQmIhz99cC4dq311YlKTd1BMLvT/w3/48+2/+3/+d81/6+bNrltP1Q6aiQQvXFP42nrHR+ftZuCVyzWPnj7e7lzbtnu3L23f/tbPbW+98VKdqNh/5oW68+6M4q5QL12eCzW/Oscmv/p9BB3HMVe5WZO9L7meGNxo3ec0X9RFV1pP7Z/JAcj8atn9ZCP5FAuIjv6ErPuV3/pzEV+9aplr8DOGN25d295489V+J4WTm7NHT/efx3eDomKzhxMQVOVvHjmXAnNs/ANyyza/O9/8b5mB9ENfofNUerAnVjxpB46yZavGL311QJtcZHtcyq/oW+sUcB5XGWt8w64/PAdrz/lR858OF3uFulbjfOXEce90u3X74nb/5ZPtjddvbP/V3/v29oV3X91M09OHH1VOncSWj31Hc+zN10+Ox0W2+G//zLxPjo83deRu5s7gjzlBy1ofvuPcG/mZS/DKcW8YXSD1Kg/SX+2QD38Az2fJ4uMnv9tmZa/3go7Zud34B8LbF7aVH8c4jc5R4VJ7mfAnH3/c57Ntt3TKjTUaP5TSWPqy984HARfrAtQNIrb613A6DxMbXjIuOuija83rYY4VV+Kkp8ek/sI7uqfo06U+wBgqeo3zvj9pD+/MCcdzviTL6ontuHf0B6Klm534s0Kki9zgplBDmW//qu737pQs33OunTkYaP+qb29Tajk0jgUzuv1t38zzyQO6/uRsP45cSj7Wc5KjrHGfuTHzrXnKClr2IPjI2IejA3Qe9rnkpmwRuVjrbdaQwNtHdf3fN8VKj5+1Pzt7VLxmEqBDcsp2ySrWv/OsMrEXnHvMBXig2Ek8fUFX8QB7Kx2gaWLbeTmZ2MDIi82NDuOyPxG83ywi50K1ZXad8ubdWteuX28/nU/jm1ztH4C7AV/m6GLJ017mpjn00kv3tldeuV9+er/X0+3Ro9Nqy5dga/x2uz0WHevM145l9xndOEtEYkHTTszaCr/046O5OjrJFT+ZaqKD6FCP3J7jXSfwtW3s8mSXfvys9pqT69uDh4+2H/7wx9u9e3fr+OeJKvHPcd57bnxoRU/P24q5137ppyu6jQc//YQ7/4IHk+PM4eW6dFzf/dSaGHIdjkf/yDO5UEB0tq3FF/WhXYXq0tyd0Ta68fQc2XnbXrXj744+ADpofosc7DhVo6vRe07hMqfbz8Jk3YPOwx5H/Jh2xVk0kJjp6rrQ9HW7ZOzZgN65GXIc+9q6+2lpfV+5v3zlZHt0WvO8xv605u+FmuPmLe299/Q8VsoW/+ljuIA3+nTVf4dzOQU/PzNOcgdvfT169Gh7+eX726uvvtq5INsCrO7y+NfricdU+qAAAP/0SURBVOhS0I95WewXbuKkb2ipUyK3QvjIrXzq+B8fMlaXvrvfJDqcuFbwfZJaEx5jBCz6fBoBMklTt7Jqh59O/b5LNyIHRxwQqDFJgg+tB7tqffL6IDiJDy8b6tDmhOFoZ4Ln2xwwc4ABQxu747OvfuSXymYQ5lPU+ld+ykd/qlK+4yETeRAf+gC500B44AC9IPTxa+JI7lZ5OVgnUHIc3jWO5C6w6gBkAmhy6aQzMtGLFv2B2IFTu4Eil9orjVziAfDK6ltwID7px+ZqWzvyQHtOKo4bZWT00dlfAY18csfv+KOvkEFPDQfoy4kRiO74Fz3osa2mI/oBXGRSwyWu2ExBA+rooHvVcZ43bcWTFPEFr0fEtdlhM3EG5CQ6PbJNpce4e8MunHkPotMYRB86UGds6AoffHAZh8Sij08BcAqIj+TRzdccXOGjK/x40PTJZk+LbjQFxAc0PgK6zevIo533IfrxgvDqZ57A8S229IF+/Iou7TWXsasAsuELT2RjJ/pXWgAOnd7UiSe2guN/7IU37fABuMiv9Ixl9NIJVl3hTxtPfAThi77WXXjFCTWwz/sp2z65fn5h+/DDj7d/9s/+2fbv//2/327dusXBQ/5dSPnFHvt7fw2lN/SqSocXvvZNomqXxu1S4Z0nXNrqAujs4XbnzpXta1/9/Pbln3tru3H9wvbw7KM6eav94Kl5WP7WCWTL99oQl/Hjs7iT3+O6LTcOsfmU2gVpYuSSTyAdEl3IBp8cVra6D8gnP90vvJu4ySeadkpltHCT82eVN+9E6JOc+pMXF2aegjp7bO5v2xuvv9pft/sPf/Znpc9eX77UGZeR6Ee92ffXeRzfwdG/jr4LJryDf3EPlJdAfAVo7W/39v/3kzKQ2IfPHnx86gZE16oztjMWAXS0lPM4oOoLLfjqG288XgouK/JCY2W9eGse1QWFG41uEHn/0OXLj7YbNx9v3/iFt7f/+r/5le3l125tTy98un16+kFdhNTFXR2DGbEP8C97S6lq3fLsZNo8FQ3biYGP84JnPsndjH/mf3j0E5My4HxlbjQPK5q1Ym+Vp5l7WZ/RgX/dW6MvNuObduIJX3jXOn5mbKzX2Cps1aOLnt4rKwtzoWgOV7ublYOqHtf+rbixceXyvEi013fbyd4inmOMha7xrbEs/n4KwAVh6eKWc9T26dJJrTH+Tn763LV0umDJGmUDr4t2+wJ/xZHc9RPXzn1LMb8y/92smJs5sz/1zddWX37v9PnJ/ZH1FQtzouMSDyX65RdbhW5QTXN45kaIcZpzTl+FbFrrqD2g8L2mMXFNvyrHBTGJAU0OEzOgy/qAu1Tn0L5qxo9ysPCVk329pOSmxYzF0HsQBMFi/WNLTlrPwssx42hl9J5OpxiKdOQZnzoX9YdON5ybHoOteV3yctrrqmXLdNVspP2scu8GkcSwh3eSU6hq8x1myoXKcbXI7TbxtC+Vrv6kv8jt9y7v5nDPy/rrG8M1r+qQdpAD2nkfCtzEUXzF+Lxobga56dM3qEa4bOzHeO6UDjeHHG8u9fwuPrkpPheuM2eMwcRXImVjfO1SB0YReSrrpl/EfPXl7drV63VceLQ9/NSTtY7DNSeKmS03mryQuyTbBoWevDEf+EvpaKxCbp9LeNcxXPsd7y5lRlTWer2sdLUiv71n6ceHzvmsZbw9r9rZkqtq1taz7a/+8q+2O3fvbHfvXO+xufi88lgcvnGM3YNT1v78Suj42U9U1Z7iWkoZTmCcykTbGtz4efFwHQt/1GPeiS58gxdP3xRv//dxXeZG5nMADk/rsH9VH93/x7kuT4stf+UivuQIz0HXbm+lGYPOavs9/h/o/Nx1Jx3G2zmXOde26PbXukcnD1qfqLpfFPztGRkIMrtuOLy7Pmss4w5wnPQNPsexKzX/r2wffPRx942ho0nPTfK7BD3sKFl3E9sotM4o8IuWEPbnuTk8H25kfaofPHjQN/ze/fznt9s3b5Xfs847T/7oKTl9JWshsQG48KnZCH/rKdwqC/ACPkQej35o+mDVnTq62Lr0m7/53e9BKgBTJ6UXwmxIIMbOXzDjhXPSEAdysTEH+mKs/3KwjAP6kVlx6tUmiFzosR88gJufiJ0gyaL3xt718WkHPCkgOvkdm/gsSDSyT/pAXokrkVV+YjzeSMBHFm/8iE16Ihd6TrYAHH50ehMvuUB0oGm3nvpbddMb0I8PeNTyQJ5t/fDjBXSmjaYd2ejzdRuxgvgd31PSB2zGx9gDq87YUEdWG0RP8qGwnzEFGYvVf3yJNTZCA/rRCZLXNT+hpw3O64oPAB6dDv6B+KTgXeOLDu30gztf00M+fgJ1dKatrL5mzNXBr3q0oy++4S0PcRZt7AcSF97YI0M3nbFPpzzCrX6ct6UPH1xk4bTh1jGM/CpHT/IEb37gT4lc/HXjN+s5+uYgPxDdkQN8IUsfOW1+ZQ8E8Rmo9fGSSf75Rieck2GOwNERf6JfoZ8cXHyK3thx4hG54AD54ND10bRz4w2EpyyWN+NDfE28PSeqXm3ED3qDix8r33me0NY4+nvkC0+PW9HiS2jyBUf23/zRH23/5J/8k6Y7IDup0C4PJraSmYu9Pa9UjLnmK2LxPN2uepy9bD19/HB76c6V7bVXbmy/8PV3t5dfvl55+qROfOThtHw1p+eJjsuXJ8b5WgONZbts0M/XueE6cTv/M77a/FCn3fwlre+EkF9rXvO+CgCHlvnGcMcrtp2m1m/dfZKZ+ToiLm7kxkm6ONA44amWK1cubW9//s3tlVfvbZ7Qos+j0x7v9lPI/T6Q0jmX68bMuIxvK7BtPfm0GYz9iTlxq8f28KfdvCUnZ4M78q013zrGDGiBXKClBD7LlhK8khzHR6UnTNXRK+iOt+U6vV1qJm+Xq3FSFxeXLsnpp9v1G0+3t79we/uVv/ml7Vu/9N52596V7VHNJfOodt/OqxuelGZtsdljuJ8oe1Td+xSAi+4et/Iz4wzm6ybrvjOyiWFtk6WD/HFeDE/yqa2EHrwSPQpIO7a1I5u9ES66wIzZjCG8fmy4Uzq5njhiB19fzPUCLhv+ikfceRmsl+uyMO+KYa9GpS+wss+Of3RNW+zWgncHmeNuBvGn1hMfKt/qvhG3x8fn7Mcl3H06U+Q2eXKR1vHVRC7Pu7Y/qckJxb5kDbo55pjkpif7basKfd6Lk68j6jdtt8tWNfebTbVPVB703cR8euaXt0pv8c9NoaqL3zyVQxfaWm4Sa7vAr0a3u67CN19/5D9gE1CXm2h8YTtPxQD5wtu5LnrHW3bjc3JUbhSMTv+XVy0TO+rIsDk5cC5QPuoXHqz5SDEnyMhx26/2cZ7OHKAnN3tY75scNb6njx527PwZvce5qpA/xF1lzpGGN79qaO7Jd3ibVlzkx9r4+wLsdvDyv2X2PRT+6EPlF3vr39dv0fhCrgxPzEXvJ+R6Xs63AKJXO35NDEdfp136y8bE46L5tMbYU0W3+j12Dx990jfR8F12Me6uVM23Z0/Par7NuUyDG5tlO09xgfatSmJd+2ynXmH0lS9dz9OheFKGPmNc2rrduPrXOSlI3V8f63G3jmtN1B7y+Oz59ud/9pfb7dt3+6L+su8Ky0f9+dqplljMmXKv5Yyh47xzguQwkK9Djyc7VK741P7u7UBiUI7jfBzfHo9df/girQ3wgtAiO7gpA+LY875jul3lRZvHfIPor0ZXKy+fgXMk7dZVJTrhemwaNypmfbRU41vX7lFs0REb+OUVhN43knbaQfeOt6+ae24GXag9/mGd8z548KjmdM1HwsVbGrvBTsdQNd2zVmYczBvHM+dMgJc5zuamKxm82Qv48eMf/3i799JL/YuBvZ+WHvMu386YGI7xJUfJF1z44kfmcACt96qqR99xnkSHGi769GMTxIZCPx+0++tmEBg7ASUIPK6bzSQOOzDCxRDQjvJ1wUaPTxXQyNEDH3sp+AOr/jzp4gDpRNTEyacsPvXox3BLn09Z2DgceKsEPC4KVlxspm7ZqvkH5GH4J7H8zcmOO/Jw6PDkUtLHC8KXC88MIjs5cdJen5DAT04/OHIALxtg/BucXMQ2WUUbT/wMf/ILpw2/8mqvvkXfyqcP0KMLJM7YB9G7Anp040vc0dVjXjh0RVsB6pygxW545X1dKJEB2mTQ1Xgjp6YLPnLxLzgQH7MOMt9XiB9q4Gmc8MEFT+eaSzUec2H1I76s7eQpdfToa4cXBKfwOfyJDw5oxxcy5J0Yl+Rua2IH0Z8cJj46E3t0KGKCj135Sz+8a4H7LJ8D8ZWu2Fbwsacd/8jBa6szbtGrxKfkJDbogVt9Cj5xotMBB2IrekJTyPNLveqyz4SmwJOLfmBNeMoJHxl4cajhEpNCDk5MeNH4RDf+8ADt+BIfnCxFDi58sRl+ffx4legA2hlnsQC88QM/On5tuPbp+TEX8G2j8E0r4AfwSyXaf/zHf7z9D//D/7B9/PHH2w2/IlGyLc+X+gNzkiLL+75ZS4Pehto769KwTtaebtfrBOLZ49Ptfl3IX7/yePulb723vf/+63XB8FHZr9xfopMfxe+0oo5tT/ysdtlysuCTaZ/WexS/PN7jmIuszl3tBYmj3agYlYHJAzpd2oBct4tfHvXxiJ3eGb/RlbkG5Bnw4XH56CaCthPjplWbfHlwsDH+1liVS+XB9rm339w+99Zb/YSWrzu6Jrt25Wbn8bnjcMWLX04ce/viVBztEOPb7Gd1nB7dx7mfWNXHHIy/iWF4Zz9Sh0+dNh5Qmnf+mZvo0QO0R8/wAzx44dDWNRf9sZ1jElBfqbyPzhqjYnheF9En1blUZ/1XTmpPrDlz6dIn2zd+4d3tl3/ly9vPf+2tctavIj2sizX72dh2ceHCLXMjY2hcg/frJS64XQCu6wfwnb+5sWBN9cVzQfSMnVk3cPjJZe4oMjg6zGlr6zhmStpq+lrinB8pWe+xDfAp8QUP3uBcrBy+CrbbGD1jI7oHX7lCK/vAhRacF4SbpGjWnXO1rL2WrbUO+G09HOZ9zePrvoJTF4TPvbC3cObT+DLjABIXfO9r+/qjAy12kic3iDoHaHSWXNZC3/BpZRVfn9OWTPnce1XFY07x96TGoV+cXMz9RGSVvmgpxOxxE4+b6yXZH5Q6H7aHn9W5b7+ot/Q2YxXy/TLk3R83krJX0l/Bdd8TNHL3tHT0zZHKrws/fsy5AIUZ9xnbnpuFSx7YU5u7uXjrC7WWOT6NLp99Y6L+8LqRQJd5TFdAjtkdGZZmbuSrH/Sg8bttHcaEHzMH285OM8fJNK3+q4xyuWJ/3O8fik3v5ZmblbNfsRvb/UTpSPU4PHtuvpk/yc3wooH2p+qOs2zjzT4eeLJfPKKD1rNZ43yVa/vTjDtl+MYva26uU9yrYat9rFxeu3G957W1LWB4ekHma9rk+ASk2depazLX/jNPmvZ82p5s9+7f2l6pi98np0+2D3/2YR+T3STqrzV37u0v8kZ/xS0F42YDO3yPzUB8i09p4+uCp/r4Ihee5AFf/Xegu7APj1y3jfp7XiZqJGt+Vv6r41evLl26tv3oRz8svgvb3Xu3izf7cl2T1txwA1osE5t57yahuL3H73hdMu05/rM3Ona75U/PvdIDr4+m5iNIvepz+jFztej7H+h4d4gc/mkNZO5PGz9bY9O+lHm4jgl+9tveItu+GonKiflKj2v9IjZf96vO3tY6Gj+xi4F4X/uWnXUONxiYgrYjT/VHzs3S4dr92nWygQ7oaigdxmxfcaLtp8MePXaT6NPtcY2NdfK0+J6UzLOy1U/AlYw1Nj7NGpI7+nvMqt822t/d5iG3/DD3rVNzos5zK69//YPvb+9/6UvbS/fv9/HGGs3XQcWSPc0YsCP3ytoXr1ruMk764+fswSmRTb7Ht8zJmU+BrIfowa9Obi9957u/1i+u1okTLbjXURpH1QB/nEBflSrpm0hVNZDlCHvTnwGNTvr16SOLD+0wQXY+Nf34FQlXs9M2mz5+ONhEb5KgBmo86Sf+2MpEH927P/VHx9AnzujVB/wB5ODpBeiewEl8aDNZrrSOFHIADV/0AHXaAH94AJo+/+DUc8AdPraNG77YS7xAP/MBxJZ+Sq+5YteOHEiccNr00EcHnDZIP/5FL5nEseLxZy6o4xNeJTwrvzoQOfZjM3M3fOrQtfHE9/Bow9EF8MZneHzhSdsmGXr394IevSBydEdncqAG4Y9veGMHbvULPf4BPBkTdXyUB6C96guu/i895W+tJzLB022DB+sa602/9GhHTy6w9LNW4492/CCDDw5onx8nAK8ER1f6sZE5D+9TtPDhoR8e8I0f4cejBnizVvCoA9EdnUr60R1bILoBOlraK+BJTqI74xa5+Jd+dOFHC09sr7kAGXOQ/K6y7EUvPDl1IP3YSQlOAewmb+j8UZNPXpXEoe3Arh2csUzskdP3CPHHH320/cHv//72J3/8x9s1n5SWfPteYZaWPqEAfXKqLrfatz7ZR3+2XStd/aLqupg6Kfz1K0+3qydn2y9/+8vb+++9sV256qLTr4CJWY7NXTmSQ3O11lzrnXI4EdvThbfjKujH16uduOQjxadK8OgujrTFcshZ/a3rKvmUE21ORPf0B/TzKRd8jml5zL/pVWbMzZfSV/ny6y0XLj7d7t+/s737+be2Tz75cDt9+Gmt79PSUxdC9NRYsVkSLRtdyhifvagbXcYfPoPUq8zabn9NieKDwh4a0J6YSqb+Vnr7tdiBF2MALvlKHz1rBR699dR4tHL6689JWusshJtCLgRdBNcoVvth4f162eXt//Zffmv7G3/zK9sbb93dTs8+rIvPR2VJTOOrueHE0Hj7iXxPwV09uVJTp+h1AuuCAK51F9052eOad/FdDSYE/818zLwAYtFWtMnNWM/e5sIG68yLnFON7uQs8+SQ672d/ASf2jw9D3Q4NuRYMPNi8q7Mmpq9wrpU84PO8AF8rsvJ99qqmK3FJ49PS672suoXunM2xwFrxsXrcb1Yw2JNHm7cuNUXOOa9p+XkkrluV41vbE9+4hOAS44mn1P311MoOdSVz1ovrbgMzUXS4N1EykVT32Du+dZejO+1p7hhxJZ4G4qdCEZ1X6TIh+AL17/kVvz0093jRqhs5wZRP51kf618lKHdztjrmG2cfGSj9NpPxZKxoLPr0mfM27/LM65NG3LzH3JWovkkHuAb/6bdT33pFHA/Y6SwgTTzzNzb13QhJ+7RsdZ86rHfbwhxQD3jlnOfwtbcaT+fnNX4Pa6549ym/MzBQ9v/lZvMbzcGpi4bJctmaeh6YiTfLI1rO4VvvytOHzLomzPi4FP7vceCBvg7X2kyL8d/bTea1OTzBNeTGlNS8fFqXW9cve4G0ew1kQnE/uRkfDTnxheuGM/SWXQ3EqwRxyJzxxOTV69c2u7cvrldv3ppe/jo4+3TTx5UDt0on3MuP6kPEqsnkthPLE0rWzM2x3FDgw9ERrE/9nrZ8cnbKtP4LruOhd5+aFdseZpDbvrGfemWQ/Prww8/rOP/9e3l+/e2k+qLpe1YnhJRvLmZfnL5aucRjL6cE83xvQz2mIztYzw6Xe/AbuiB6IXzIU/8Twlvr4UC/eYt+5m+dPJFXRyH0jwtfy53exuwYc8AsdX0vQ3gzZHWWu25iTvt4CLbdTsyc8849d5T8geo+c5ux2RsoKpP1PiXlt1Huvw/+lHgu1V4Pl0seXuy0bWPWg/bxSvbpw9PPRTWP8rxtGTdIBwfZ4xGv/XGz6FZP0Dbdt5G9v9Hlpz1PHPI8dgxPHu8r51RLm4yYmIn45B9FD4Al/1hcjC5WeuOee/7017pba/a0ZdcZ86kL085RkfHpd/Yv242CTk6VFzdB+iZ4KvhdroS6MSKcgC3DraESTIZZXBjKwOdEocFREfsSL0+njgOJMNBNXgbe2zwh54kV1sBdMWGuILDF3lyBngO0pMDbZux9ticNLGNFl3JVSB4OHrZShz0rBe1BmiljZ3J+ZqXQHThozuyeNTB5eId0BMdcJGBV682QlMAvDF34c1veL7H3vkCoi84/dVvtDXO8MEBuACbILzhT3sF/VU/cto+bXOAELM+f1LjoRNtzWl0rSV2kkewvq8JLTZAYk+u0dFWOll4trXjG4hNQB4PnBLd2mhK9KkBPWRW4EvWywo+lWqosJw4rX6BxEUWThuOrdgH8St9PPjTT52c0RefYyMxna+Tl7TJhH/NXZ7CUZIzbcAGm9ER2ehOPzyRQ9dedWkn1uDYs0ayXsAqo46N5FbNr/DRGZ7YsFfQmThXWO2k8JfexKVWQo+eyCY+hRwanwJk0ODIrjjANzoipw591Q0OJxX+Ctf+7DIO7PGrb7o6Mau/f/Nv/s322//wH05+y37bKN7o7l+aKv65CCGRvFQuCg9czJ3UMcon9tculZ8XHm3vvH1v+9pXv7C9cv9G6aoLvrr4d0Hh5Yd9cnjBmuKbeWqNyO3odbLD95ydOblyATd5qxiqnzHANjIlv5+ETH4m94HG1QWJmp7E13YK+uSvfRgZPKG7WMmJ8Mjv+/1+IcIXePuhT4IPJ0NFe/z401L+dLv30p3tvfc+v12/dmX74Q/+entkLT13se49KbX377pab5UA75xUcXOy/yJP4hgG+ObYORt18N04rhAd6swdsiuEB9CRHCRv6Nq4QifSF9HoSsWmjwbwa/f7TGqMjbvaL9w/e/rJ9sqrJ9vtO0+3/+r//je2r3393e323Tq+P/mkJGu/KxVuFPb5UC/Xku25rDVrHGS9iNl5hX2HTfh+j1b50HN955cj8uPbcewnguHNvCFjrU6s+MaetqId/YdYd1lzBWinZC4Hn/kE4qN67bMTXqAPDr5VN/73vG4/xydXaH0eZs73DTOf1D/uXzHDbf33RfseNzn6e153PtiZ/fPatevbpbqYPblSFw0X7H2yVX4VfWw2e+uJz8kPsJZdhAC47J/42j+8VXp8ybcHEwt/+4ZQ5cANnbNHp103vnBeROxpI2utn0Qq/13RkHUBAiaXNQ5loDVzq+js9JP34ihc738lMjeuyqey23mRo/JV/jzFJHfaTfcHV4Xv/cdOl2nPhd3Ycl4s/toWGpqnHGOns8WvsgXv6xYzF/a5UrjcsOmbCVWjy0Oe9gF4g8+5ub7AO7+lH2inVsiJQ93rlY3q09M8eMvqEzeGOqbyi+5eqzN/8ePs9VoCjh/HfX2f28+PH76Iup8iavv87ywMH517XOybj1Pv41p+mhv8NdaeEjM2eMQ4cVSspZJWfTc2wHP0+jMWniDyhFxFPraKlv2heUtOe62VQHxtI2RqrDvup/O1djny9N6TOk68dO/2dvOmD8Afbx988NF2+YIPiGrfsunVvwqx5wM9bPmL3eQBxI/kNTzghZqv1c76gyMz/ObZnE86/vC198hCshWe3gdqzPgIZ+66Gaf/1FfKKqd/8u/+dLt3926dC9yrHFubpXerY37xi7Uiq3O72kMuXzkcwwPGsVd94eJn29/HG4R9ZqH+zs+f9nPw2qAzVzgxqVPQgwPpS7z25PhF/wKt27/dxmdBz4O9Ps91XI+197UvO6Gg7e5tEH8rCd2P3tV3UcaIXL1IK2qNkT+QvTz+r/vx9Ms3Nmvu4eXf4yd17lx7v185++jjT3q/d7No3qU2+7avZtJJJud4x/xM/lmC45uxhotdoHbsJn/79q3tL/7iL7YvfOGLtU5uTjz+VR252Ei8nTt85wBOmf3xeM6e+T/zd46toa2+4eNXcFlrQFvJuLReL67WCKwbZxyOshimBE944yzDoR/0VDEwDiKRoys05bMCcVF14PVXbYAHeGy174rzr2opdrCKv2ylTT89n2VHm6/hD98kPzFI9vCc1YEk/Uk0faMTvsRbJrq16dNOHy35gmNfDR+6GqjRQfxc+eI3XaEpgUwigB4gr58xowPkohOd3GoPJIeRjX48GXMQWnwMXs1WbizFN3j95AHwBV/0hp4C4IJfbYDEa3P03eGeJFVmQzNQR5+jc7Uzsse5hxd+9SP05CU5Q0s740wuNG380SVWIGfskM1TLuhqsvD6SvyC186aAeu44M38sJZ6cRdET8YKaJMZkB9yYyvxKOGJX+TDE1hl0o4cu9pw2vTo44XD3xfU9FUbJDf4o5cMXPSAde+Irhf2E7r3ssYOclFKLjrV8Q3AkQXxJ3mID6FnPZEH8NELF341fOInE9/CA9JOLtT4zRV1AF8KnfFnjQOsMolh5UHXJ5844veK04+/4ScbHjQQ/fArj/XphNgL1x2kXbwkt/NpJp6Kuw7i6o8++mj7R//oH23f/8EPtmte3FlrvG/gFNDfdZV+KStb1YufjS91fp78Qtm0Ki5fKN8vPNxee+Xa9gvfeG979/Mvl28f1/g9pKROuPlQkn1BInbjNbrt/y7w5uJD7sr3utjyVMi8G2XitpYcoxgnzxcxJ5fl4e775F87Ptdi2G3OeMEld2LpY2G353jRx8TC58Jg9M3eh+6kBk7eXNCCvhBV7zKd0/pzkeoXX/zy2dvvvLWdPvJE0aM5MSqZ0izplf+yVyfFTq7J8QV+rpX0aR8fm+SvLvpdOxCGm3EqReVKdChrLiZH+9rzq2udmxyDhxdEFkQehDfQN4X2vPKDfTeBKsHlT1XOIJF2fxz767Ktf279csV18YKboY+227eeba+/eXX7r/+bv7G9/6U3t+u3Ltb5widlcPLRY1Y+eGrI1xI75lLNdnyKj9reA8OqcXGxXCNR+Z7xM3aH8Zf14p+ngmbPs+bwJf7juUzyaZ4c51L2KXDk2cewgC59vIHYj53IrHMX7nxcoUVXaI23Htrk4HoECm//ngvlQu5089I8dLOoOjOPD7rHh4aqitz2FGPgwk6+KOwLgtbL/xor02+RF59YD/oKElevs7aX9bwfxzha+0PNyJlbpdRXtjy54+tMbsaU0t43arNoHi+LNx9kpUOUXyZLj5dV20vso/P1xsp52cHnK2ZsFrbrPrepesZldLW9jk1+C1NtvujzwRySz8MFrBj2fHrXDDpXZpwnh5Q77shVy9Q87VxU7Yk3OP2ZV3Izx4Be370f0DX9li/wv/XoPTe+Kged+Yxn9suyJ8ZKlBjRKvKOhTz+7Cna8zXg4pEz6MKj023vnvdG1bgYn9IvV/1kDjdFLaZitnf7erGn00Z29hs2+i5cga+fdTzVJtO5Lj6a8nVKYF8m69jWuTXGndLKU42neVPU6lvnlSul5Owkk7fKRanqeYqz9JEvQn9b4crVq/t7iEq+BF0krzeJMl+Nj9I+FT5157DoQI4ol8d+irTwcoHHfDw9q2Pkxefb7br4vX71pI8HH/zkp9vjR4+2q16ULSbzoSjiFVvvR7v9FXr+FD7240tAu3HFp/TY1ljBRwaMjolNyfGPbOIUlx9iaJ7Oa7XpcFOu9kd7IrmHDx9td+7c2K7d2L/OXjngEhs+JLl65drM8VI71xXjM1mxH2Ksmnz2lrFbwB9yPcIDHTNbaIWnonXtMYHoCCQ3wbNPb/upvetHSw4CxhRufB670d39Pa+RW2mtu/J1+NtxsYOzbxiXL90v/C5dct3oqtdv0SfOGc9+kfxe4KzjXpf0VD9zU07V8A1lq3+Zrv6kln6U3hOboeZHtXztrG3bu8rns5rPzVs+yAl+7yib3NaaqWLedQylKPFkPYOm7WXmofnrF4of9XHsi198b3JW7Ogt33om/tm3J4/REX0zjm2k8XjUZMJ72BMrEHuIcz5fM7Wfk7f28IHIqwEd/I0ucOk73/n731sHNEK9uZ0DtDGyb75xuKBlqkRXt2uD2jO+J2omMtpqTzu0yE/BW/2WHZ5Av2CvgJvEOzG7b3SqV72Ja22rQXyIjIFU44lM/MpjnWTWzQn0BlEQWTW+lOgPLbwOtOroQQf6aa919Gqnzz+4lSf+oalXug0wOoIH0a1GA6FHR/qxcd6HxBHetR/AHxnyWRixSya+xY/QpvNiXzu24DJe43PFXIsbXRveux76xLvakcerzAIbPF18U6OteYYHeEf3+G/+gPgTfUr0RWd4Og/lY+B8LvXDF12xBxd9YMVrAz7h8ekXPeEFiQ1kPIOL76vd+EG3OgAfn8k5gVDHHzqTG+3o5Zcajkz0okef/nrDJXbJRDa8AE/41PENhIctJ1Sf9a4fdvAp2Q9W+bTVsR8eNVA7UROfNj6yn8Wvhksu8IVnbaPhPe+D3AT4nvVNBtAbWO0Cutf6PNBHPjrwxYfIaKckdyvg5zvIp7pAPfrmKwv6ZBPnnKjNntu6Cw/3R3/0R9vv/M7vtE9Xlxtk5KMb9EVWw9hpew72z8smfXVyf6nKtSvPtxvXnm9f+fLn+mtmF+qi/9mz+cpBuVGyE0NfVCyx09c3V8oQHF44e0vGYD7Fwj8nAJjIaosZz37m0pBPz+EPOakyttBmLNCAEO1nK9Dfv7JEdtdVVktu/ObTwT/2d6CXjPEATn4eP/ZTxz493rZXXrm3vf2517Zbt65tjx4+2H76kx8XT+kvXmk4HqtLR51FlaUqfC+8GCjtS52iV1n3vAD/+iK0gC8K4Of4Nj7j2xUe+MbCxBP+wBpn05qXH+TNuZnXbb/iyIlzxryCqwvmmsdKjXdxlZ8PKzcfbNeuP95+6dvvb9/+lfe2t96+VzlxQf+o8jnv96Ozc2selK7Wv8/xFP3wrm2lY1PK2/FpfIObuXW8SQt/GPO9oMOB2WNHbyD6FLb5CqdoA7qjY9V9mMM7rD7Fb/TzNZ7Mb7z2WSeyLtLbtrnTfsr96DEGcuiC35PjF2sc+jxxtz9jxb/u9ggbYHomJ7X3Vnw1QP2rcn2DqBicu8Xnstr+BdJe69F1rONfj2/xuOFihrnI8UQQvPf8+NU1N0DI9FrBXzbdIKrJ1DF7ikQf3X4H1zcoar3Sbfy61JqfduGfz41q+vkyLxP2tExdxD8qeyXHD7qNJ7/ddAMdg5r//Wc/qblaNd+yFtWTg5lPPX/rzznxhdqz0OalrMd5jY89882+BexvDGbc0bOXdV4K33ONL3tbzc+AnORJnoqkcd3edXLTHnfcS6c/No96jYk16okYY8Yvs6bjLB4VaJ/3unNSOtX0YDLvtOWcbNbvzL/JBVpwiXPyss+7wnniPzSzQYx4CnW4KG1oezydMfLUELo5zTaccemXsMtL546S2eOzptlJftMnm9jYi83w6M4cMvfqGOkmOD0nF7Zbt69ud+7cbJ0PH366PTYfxWFul072ydPZNyEX/eoZq+mDNTfxB6i7XTi+uE5cfQ4c+PZ2+1DQfOWLnPVX4ArXe0jluhLWhLlBh//C9qMf/Hi7e/dey1+8KPay2XvJlf1GGNkSq7/YG79n3oAcT6y7+Arg2v5hDjV6ePf44cKHJ/JrfkDHVe3hl/nBc67ldz614z+I/p7/nwGjj19T9Mm0UEHjTa+dFtyMS9Z/yVRuX9BTfCJC04YDfXPPPKh29m0089r+5cZez5Oik8XvvCbyrbvjT/Rle2+Zf879+Hv5yvXNO4g+flDHcH7XeSat6y+z5cndubafPHTsrcrftKjfQ2+fAD5+Oq9QzJmf/OQn2xtvvLHdvXd3jkMFeED2jDWHsRce/frvwMsomvVm/nYud/nZN+aDcPyOr14XEP/JZXzAIS42d98cMy79xm985/AT+FFOqdaLBo8bnzan8JHVb4cLOpia7BTAwdqc8XJi1YepHSp8augENfga/B4gSZwThpatoor9nEiQaR8K4OkB8CD+t297G6TOhilx2oAOOttHm0i5w57FbuHbjOOHmNT6E89xMQZPH93hYQsOXZ349eM3iA8K+gpoYLURPetXzWIz0DFVH54sGQCnTU4bLbmhM37AR0f62in6KfERrPjEH92hAzKhr5PZzIo/q10Qf6JjbFRc1e3FWnPKwT762HCjDl/yEDy7+qsdeO35FG1shkdfie7oAuipc/MgvGv85ovYyK7y4V1rELnVN/K5CIQD2mSCi2788HSENzV8dMaemn34FLrwwLMdmfDDmU/REzk21/jR1C1fsqsOEDtrnTjIsJOv+9EJ5CE3pwB++kIHif08Hxt0pQZklcRDVjs+Au3EGHx0rLzxP3rwBz7LZnSSoYdM8qfgz/wB0U1WG68axCZY9cVn9NiiEw2ebnrkKrz2GH1tNPWqO7jWZyEWrE8/OWi3n8WrJhOd1W3w8/ZOZP7yL/9y+63f+q3tZz/72QFHP4i/bKnnZKH6ZZI/Hf9+ylCjup1sFYcL+rOPtldfvrJ965vvb2++fqcueh7XRdejilUMMy86hto/AF32kvG1fJ/Z2nZBH48KPMCYObUeu9bcazfsPjqZIGM81B3Hbjc2IqvdJ1SlO3kD+uzoy3OAqdZXdONIDzl5U7OnPZ8+1Xy4XPOuTHn5tZsezzefql7f3nrz/va5t1/bbt+6vn3/+3+5nZ5VroqvL2wvz357SQzqsnP5xK+cGWvnFsaj/ONLYfgT38Ujz33Bytkd4A9zZaeNTI1OTZ7JLZr5lTGY8QHqtQ+8kJVMIXfbsy/ia0iuiu4ivd8/VOjSUn3Haj482N599+72q7/6je0Xv/2l7c237pTQvNfEL0bR2U8mdJ5nfxJ/660i1vgm33BADR9azz1+Of8o4OeM06xJMDJTH2IoiPzMrcy7sR/IPEh+9PmTNmCPTPQfdc4TBaDnTOHW/Sc5jU/kQg+wS65PSvd15abHtevX+kdU8iSa4qL+8elZrfvKK39afnJdjdI967wvnPeY+hf2WgHdtfav+nXWojFe+Njnb9PLPzpWQBcDntDCF/z4U7q6rrEv33t/qoubzlEp7xs/Ra8J0m3+9z5FX+npJzZq3bj5XY7301WVxK7NRbLOO2VT/+rlK3NTqGT6CZviVXo+ibB4npxNrvgqVvas1R6bwj8v456i7RtC1XaR0Nlp58qfah5irL0hN0OsaxdSPQ8KV2ytXz9zYsC8Oe75dOPLnAD0KQDetwWMJT4ywYN+MsjtocLbs+hzQ1u/bVcu8tU1fgk48Zg/7HgXnX3Nsa0EKw/21coFHaWr81T8vWb7gqvaJ8fzcjWengPPZu3iAfyYvtzF91kL/GtfCkr8oMvYRA6QQmMDd+viZx+Tak827ypGTw0ZP3pzk8hNO3a1c+OsrFX4Yyvrj+72hyMFaPEleKXt7r70Xlhta9U87adla+48f15z/dnD7dbNq9trr71S8tv2V3/5g+30YeW7DiK+njxG2Jmx8aJr0dHfpLIdX5IL/fN4oJ/zhfg2cQ4tsQSXmOAaalI7DrodKh4Jf/q8rnlOKjfF4qnNeZru8vbwwePto48fbq++/vJ2/XqdCzw7LZ7ntT9drfln73bD+sU8druDnD6rQ59xBPo9f6zV9nX2GL62TPtqDHbZlj/qT2yAzh7vqpOPHqfSRQe70QsyB9oXvCU7c/2Ya210/bVtbZsHwZtXxiL+0IO22pv/F9+tqeprt576G321ju115MaNwzjj6a+bVb/3qi7WyfiS3Hni3L4L56ZSQ/H1jz/QIeTS4bjw6SNPwp1sp75uf9kZoXkwurKGuKIY8zm3qjnLdtnoXNdfk4tJgWv/CybP5vicpzq+vf7mG30NKJ85P+RraSie2JRL+RidSo9t0cTRT+IVR98ELr3KgQetYot+46VdhH2vH3mlfS09eMD4YXlUDkr34Sfwo1zhYG7MBL8aTxvogx4MclXPyeDIBkJbgawyidsHssJedSr9iFlBeIFBAcGpY007+kKLLvjEo8Sn874CfJELJO4VpzV+HPMT3fj7IFZtOLozGOf5tEF4Qg8NPjyxk4s3PMHFt8SdBRtdwYUeGX346FMH0ONTeLXTD04Npx2/49sqE1x4AtrRoeAJnj/66IHojH1tkBo0fn/U1WY2x+yi10KPTvMk9uiKPqC95it4EF4l8oltBTTlfLwgOtWZ3yuvgsbX4LXhQGRjN/za4YMLROfKt+oKnNcV/fFLm34gP3Dq5DI8IBf8cOjhN6fooBPgj96Msn5iUOJr5IJLPz5l7UcufTz42Y5P+kryjye60kZfebVD19cOXZ0CUuNNjPhAZNCaz7+qo3uVBZGHT1ss0R29+tpwQFveV53RE9nzEL+c3EevmoySnCb2la5GV8fOKpux187FKw36wNiMr3u+qu1lkr/3e7+3/fN//s/7KTDxwMdWYtAHo6mgFj362KiLjyL43OjqydPt5NLZdvXSk+1X/4tvbW+/ea+YH2+npw9Lt/yMr8lZbsaUwqqzHsxnc+44BytrrPZJWp9MNOxrtE4S4qt14WShtB3WBL3oOW50DklXW2rcdMAnf2hzsJ9I4dsnvPDVb3k+PD/Olxyj4fUjlz529ufXcObmRp+IbfP1Aj+DfOXqhe3Nt17Z3n/v3e3GjbpQPft0++ijD7a7d29vnzz4oOy6yWYel2/1zzudalaWX7qTx/Zrh9UX2PgUmn7KAZ5XPH0SSJ//j7HINdBOP/L6bmSN/vElYze48bGB4sL3z4Y/e7z5VeQnTx9UDtwgurX98q98afuFb7633bh9oU44P+wbA3S4seFC1AluNetktQRdmFQ/8QC5NUbWWGjkVx597zbIXDqum4lRu5+S2X1PHHRoz4U9fZOfvkirfmyt/EXsfmyD8MGpMz/x8R/ARwe+nptVf7avR91g7fd7JEqm35Nljyid1tjkruKpOenidC4crP3h7xiWuOjkgws957Pmr8l3gT+l09dE8mR4ed//d/xmUdHTX/1NnpTgmqdqtnyN0Dt9+Prk9HRuDjlHK3Udl/2k+cufWdXdVqxJFy15Gues5Hqcmqs8LCV9UVt6JsZCFuXsbPYDMXGEDn8uRthv2HPf8bVgcez+VDSTnxL215/ey1vVmbstU+3EL29zTKDpWICxYCfjDuzvuUnSN5P2vRMkl+3bDt2vvQIuNsPTOkuf97TBuyEk3lykmjP9q3DkmC9b4tp8/aSq0Dwh2dc5fYNx5k3nvoS04eRwbE9cokRTQOT4qs1X/gWvNq7TP55PUAhnwPT53LnZ5Q/6m39yR8aRpddVyVrT1uDFk8v97iE3RVunIlw6So6+0SkV41PsKPQB/LE9vg30vK7x5mPH8XT4fBjn+IVe2J4/5vnJiQ8mLm2vv/7K9lqVBw8+6a+HP31cc+KyDyzKObNObHVMqml28GX1K3Bsz5zqVvvajQP9s2TwJS6+q/Ub8EhR+WNsuNU3iwo6xx1TRVYOWiefPHiwffDRh9sbr75e+b7Wfl+9Osfsfmq2ELErjoGx0a3ddnF3P3NhcOmPv4d5UuCrwaDt7LJoGSPttR8fQN/w3HPW+985aJ1VEjfbdB183WsQveyYD/GvYffRGgShrT4dvRqAcTOo9bO1c7Sfsb3nI7Zbz24LzwAfx3dFvH1jvWDGtho7rfXUWNsjael3TxX9448/3S6c1HlYran+pbOWLih+c6F9XPqTI/sjX+EdE3ep4sl4KOO7a6OTOYaXwZu3bm2vvPJK76H0rRCZXlfdPsbWx1xzs9q9N+MfhpbBQyY6tdexaJ69DTqOqnuv3HHyF93Kpe9+59e+N91K1h6kCQADYjSTIgbjUCvclQN4Gyu8g3NeGPakNhg64ij9fSK764kOSbDxZFOaCV48ZRefArLx0gRHn378k6S2s+sH2qD5q40//pPTRtNv3cUTHAg+/fjnwMLn63XREvt4xO+gTqbttC/lR+H6DvUC8QMkV2JQx9/EFB/iM1x4FBBfQfgAfeGHxxMZoB/+F2LZ7YDzPKvOAJ51oq798J7noU/s6cc+0A4tdiO/2lZn7vTc2Pl7xtU/86j+nxOu6pOnZ82BduI7HxcIb+rwKW7aWfhtf5flT2LBCxd+oMbfF4s7Pwifmo9qfOjRGV5xaDefDdBJxQ6xiabwkd7ETda6Uyfu8LOXixcFhBbZlYafLn16Mk7hT4GnBw+A01fC49OV1Rbd1eBAy4A+Ma4+feh4Y3fVrS8/yR+9/OxPEXcexTomlz6I/bUtbqCdGOO/duKLXOwCdejxRQn0iWsBmdCS58hkj0ycaNEFp5/4+bNC8hM/8SYuEJ3sm5PBZVzZWGVBbKjJwfOZHjgyYJWPDSe7uWilE8ADOC9U5ocnCvzk/T/+x/+46devXS/+GodSTa/SciXTscPXf31hbM8tHH3uWSgnF8r/Zw/rYvHp9s1vvL/93M+9vd2+VXPi7FHJVJ7rZJc+Jy1i6VyUvDL2NM0je3XFXDb0Zxz2ddQ3RSY3jovk7ENAO2s+/s3anDzCJ8c1W7oPPzekBsg42S7qoZ+58vjJPFFGRnG8PTyWXfTVRnKj3bw1B8Wg7tjqdGscLx/KvBd+nj6pPBX6/it3ty++97ntnXdeq5Pny2X3QeXkef/iTa2oOq+Yr6qduIIoeSek5riXfV5wk2fPS8qsrT1J5ZPI+IQGP+5PW9Hmu3p8P540J2dAjABfy9f49xOmcK2Lrd0P9pri3VVyWL1ntReeXKqy9dfLvvELn9u+/Te+uP3cz7+5Xbv2fHv89JOSrfH3rhunmW5eVLJmTPgzGmOfb+tJoprfxgw945Lx7AuZ8qrj2uMzt/OkgrwAclfKSS8/jvyaC7rowRfIXhJfVvv5hHJ8mL2I3+EDyX90ascWfvTwRAak375pF878kK9cQPgJ8r5YqPz7elkZqfM/79OZmxz2ACpJk48dGD5YH55kcMPTL5mZtH5+2FjbR4u9+IZ//DieiwG6kkMgxtHPTv3ffd3ql8/2jMd1Ae2nj+XOTQn1PDU08eKxHqOTeI+ueIIvvvHnRV/wmp0dZ/3lBkLfxG3ZOb/U7htsZZucvimi3forp/is8ey/aIdx38eSTJ6Whz/xDriSa1rJ0WUN98VKlfZRG33XWYT2q3VWl8zYnFyu/OZi5mHyE1/QQF/UjkjLTmTTjq5pd7PB2sRFI7vW/hxrZ043tG/jZ+T5ae/mG95mK4IWvrmOWe3J9eSqGjP/mjZjAN/jzEb9sW1ustsm8FFUpedEFV+JGuWVx5pPxqPfPVSl9RWtc9NykzfHDPhAxjrAPhlzMf6Fv/eavY9vYofyS14ndUx+sp2dukFUMZTfHWevm+io88A6XHqh9Z27t7aPPvio7PhRl5qLtZ9y0s3a51irzP4TG2NHXtSjj7/7GBXEn57DpYePHbOcLjJT17gXf/ApbPeTdzvNzQHvuOtrS3Nz33/sr8XdT/P+7Cc/Kd5te/nll7crdXy7fuOqESnbdW7EpyrWgfUgMD+t3+uCFx3f0beOQYGrv4lh5kjoaZuDvWa6pz+txJ11opa3nnsF2QcG9nV/HopsjoLoO7/+jjqmDc8H9Qs0MZZr9PAhcwvE94CY+QdaRf2HN3s/v+yZQx8bk6ljjkb33h/U6Km/bu45R9PqOcZG1Z3Nat+8dW/7yQcf1vF7287ouXJ5O+3rguHzNHWf21WbOTYV6/6k5nIf2+EqF/2KnbJkTsgB4FvmqOKDTv0v//yXex+Dm/k//HIqb8d5fVwLPR4d3/BN/OPTyMy5Z9u0HxT0XOZT8XhXXON2WQWvPhtq/dZbRf/Sd7/z97/nZaFhvnJypZPBQThMAI3DLhTagaKr47x2+A51lRz4579jMBw4IAvgFQftnDjFBxoVmxMf4E2ePJLmIJ2DR/S0j/vJtH7qJAfg0V8nMtBOYW+tk4/o4YtB6I2hSp8w0JHYpMHETF3Qm0ZyU3r4obABYie+sSEfcg86twX4UpNdJ1piWyFysbXmGU4dOp3B4V3b8Q1OiQwaHrIudtaLSvmIjsigne8raQN20sYrxvgsN2ywC992itcjrKWhZPliEdrojTF9cuWGysRCT+ID2nSwy05yCIe2+hMZsNJCj574FchcpR8+OUhfmxw83AqrzvTlIfzwoRmD1f6qWxvE79QrLbx8iG+Zj7EJp44tNDj64kf0hC/ymc/a0RPbQH9OwBccvpK3AR4+oataTrUB/eyT43fwIHYAv8ituMjq8ws9urTpW+PRJqPGo+AP4NGPHrzJARn6tKMvOuASU3SGL0A+ttD4mzYZoGYvOuOPtjr611jXWLSBmszaRydPFi0QG9lfIhOIXjVwPgocbPvXY6qNxp+RHd9/+tOfbv/7v/pX25/+6Z9u16/OSyQPn0QVsAlnT/VLPi4g51wNvdZS78PPtmt1IL10oebF87Pt2smz7f33Xt2+9a33t1u36tj2zPtCKp6Sc2Dt/JS0Y+Tkt/JQ+0qhD8cXuNpmCndci7n46Qu+wwWGuLuqeAZHe3+QAt1y8nKMBTTfnntP5ThG+iqTY7X8Eh65Y17ZzBgDtRMIvrfe8iOPi3u8Xg34PmO2zze6lMKfPT7d16x5M7H2z45fNL+ebHfvXN/e/9Lnt/fff3d79dU7283b17YbNy9tH3384+304Sd1gvKw/Kj5Xsnqr7b0eJQPfSlUYZSdcbfGUE41sRSSD35J6XAsrdLH3UPOZr4COCW44MMX0OyTb/bCW3nr3PexuvJd/7uhWB7XfLZXPKyLg4fbl7/88vZLv/zu9v7PvdY3jU7PPqm8VR6K38XnCR/2Y0/sqq0J+uUuNuXbXM96z5gBbSX4fvKDESylr2+4Vb9p5Xup6zoyK/T62sd85ifeWfMKfI7ZSvMWXju64PTDD7KHwSdWgAdEVh3Z8Bz69ecJIeM++uq43kNdx55nji24y88nfgXsUY0H4sxDebbE5yR+bFSrfPE1SU+ZjA1PWvg6wYW6cOuRLaG5sdKudC5cJCa2FLElFnX3+VhOuVHFNReIXkj9vPBPTr2Lyj4gb+UH3vIr+3DGu/1kvGon73ir2TkwqH0jpNonV/evupYO0DnjW7Xnwn/Gsn2pvoD6K44VZ8Zm9qFZzzKv5Cf+wcRpLY3+AzSuPSq8G561h/S+J8+1x+zHDFrpIDk3TUZHYhQbwNvfDGi7fJqYAvhT8LVefJULxRprXfWP3s5L59l6s5dEjzUwH7LQNTfp6ljlh2dqHhkf4yFngc7B5fFXzmY8Zgzp53v29dZJtzG6cFyfqYvcejpvu56WqTmK3hfHRewbiS1nHspRlbJdQuXlRDM3Dq3H+cUyX+M1j0+uulk3Y2CW+3pe4ufA5Kb829/BwgZbQz76JNYV4OaYWTqfTLxiyfFC7tw4OT3zlavisu6KOy/4Nbf75d7yUzjvKLp3/972uPjRP/zZJ0X3gfrcFO/jy1Zrj5aKlV15nptC01boDbSP6j3gY1xDSz3ys84Th9I85PRb0lSvnPdTie1J8/Rxt3Q/r31BDu3fP/3JT4vv8fbm516pvX986q8lke91TLjmWuWFJroKgalb8YHPznboN7bj74zJxGPO83tZI7vv5FfoePZyiK+K+ORUFU9i29zAA62a/RPP2DVX2W7ZQuMnm3HAe5hjxCqT8uDY3i/Xr/as+92vPX4gl/TPcT3rYeizD4u58rTL4Bson3rE0MaHPqeQ+9LTsZfM+Dy62/aI9niQc/z01d6T2gMvO08t5E9+9sF24fLV7bSExYXf+nadQeHkwp4159E86huI5ap5Q3G7WUUlh/hmDAtRYP+yfnT94Mrn33mnzzl6Lyrds+/MQznH/nFsG3b8zBHdmcP84g9j47dzQ7Ebl/J7uR/S8RXQQz4y+Pq6Cr7oHoC59Ou//t/2i6szaQgTWh2Ig62sIHyTgBkcOuDwrYsZtGzVeOk4OFapSjLwjJ7h0Y8NrG2n+rGRTUM7PgRip7zuWh+sPAD+SW3SudFAF99AbKPDoYHw0Rve1UbaoYHwAz7THbqDROxHTp2+etWVfvzTDi8bbEVfAG31gWzyHlm48wBHTmHHRCZHZpULT2jwsR+aCQu/wmofT/yPb/EX4IleNRqf1hpN2wqMvrIy7b1e7YDU0Z/cgOgFkVt9SA1Wvs+ysfKaU9rhUdJPDMkraN31Dx5On47kOzW8Qhde9XkfI7/q1saPV3ulRVdwoSvRC8IDRy4Al1ii7z9nX50SgAcHfJX4udqHA3DJb0p42Qpf8qJW4od6hfOxg8yPALwiTjqDSzsARz+davS0lXUtAXFEhk38scFnsrERvYkr+tX2A3XijHzs6EdP5KNr9RloB/DxJ7Twr3HYM0IPhBZdOZi2fGMm70c9RasL3H/7b//t9j//T/9T8/UBZYfu74C/oXWTndqR3FMIlZHtah0sTy6W7ucPt8+9cXf7uS+9sb3+6u3yoebNBRcWbnxMvuJn8hP1zk4dTIeWWI5jm/2urR/oA9OfPPtE9nCzKbpLiu2WLzkXAa19t8EnJ+EtK7clZ37ERuQ4q17na39Ct0PnbfctMmkf8ligLVZ+Ds/M7R63Ol57qfWFC3XC//y0TrYebydXnm9371/b3nn3le2tt1/a7r9ya3v9jXvbvZdubKcu8OvC4fr1qzU3nlQ4tfbb993YngT5CbDf44BUjE5m+uRSe+ePv4lBAS2Hr8jhkUPghCqxHvSUkcvVN9oXn1VdF1iXLuHztPDPtldfP9m+8P6t7e/86le3t999qXL4sE6kzvqrF8bCye1J5SVz0txwMjw3cOYGH9xJ//IdnmO+47M+aL+qALp7Pvb5EUzx7GNnruHLnMm+Qfec6M94HXTsOnPxQQcavDUHtBU0Mj3PCujOXjR5PZ4zgcSSfSp8a41/3SPo96tQZa002Avo42f5UThruOd6P/lV+SuCC6tS+IKOHsIJrWB856s42+eym5tPbniQw4M3OuaEfvIVf498E19offOyxoBCN4JsNWePHvZ5Kpiva1WOa82RAdEJ5CB6x/boBRkbODnvG80c3+Ggr+Tkkxw/I9ftmiPJM2gZ+vc+DhqVxLjKm19NxFmy5OVx9pPS3WMzuQOH2IhV+3xM8RGuZVr9cW4oiSXQMua5v6aPfz3eBTP3Ru/sGcM382d841Ihqz22vPDc1/AiQ9dcTxzz2PNxl69/B8AH11A1fS5Sp15t7nmp0vtU1cZi5uPQ9BNH8xZ0LqrZF8VV+ANXSejaL77ZL81lMh1/2coNyJYvmd6vOzcFpTB2WlcBWuZGYp68iZHN+GPP2OfQzge8ANfXHFum8uqruEhXr1455PG5m1Muni892e7du7Fdu3Z1e/Tpg+3s1PvaLmyfPnzYF+gVRZUah82HMyVjYuwQe+q1DdrPaqtDb38KwpOcBzqHS+z6ijYc6JtCHRd9NaaVAz9wyWfHvitXrm0PPvlke+n+Sx3Thf46dtH7Jnz5b8/tG9Flq9yY+fWf8XXvl7H2Axzn0XHvUaNnD0h/ZAdW3Su+QXdEG9of+qpuP5a9JccMoJaDzOf4JkdDG7m1ll974RFGl/jlOHGo6eu6bPCPPPvtK531L3bU/uDJ2Fvb3q4PtL6DX2Jr9N5vdS3LJ3uam0Vnjx5vN27d6pt6Hz06257BVwDmL3v0tb2Kq8eSnuirem33OVK367+SG3xXu92J40nt6T/+8Y+39957r2/eOEdHzxxEz/qVf0AuNVv4kz+45BYEt7ZzLq4fPna0ow9f5OC0L/3mb3z3eyEyGGeBWqFczQCleCOjjrIYiqx+ysmV+RoZvvAaKIHlIob+bHZ8CZ8TKviTWon6s9HOhAD4emJWTV90KesvF6UWwwqRDWizgY9vdEaGvD6eiWEAjh708e/FxPMVXQ5yoGhfno5e8vDxHy1xqMlHh37sBxc5fb7SFaArAB/78Te+BEcHUK8XmCuvwo4762pyjx7VBUDhVzn8mZwKgFf0oy/6weoPvBp/+ED64dFW5LdPJGo4+0DnX9Vo8RPg42PmR3Sga6sz7xUQv2MbhE5H4om/IDUe9tEyp+CSJxAdaOHjgxyLAZDhX+S01Ylr1RV9yb8+iM9kAVrkgLaCH0/mlr6abPwnK67wgNgJ8BXOvEsOyJHPmMSn6EjNdxCZfnS++vyCy4EHZP1EFzr9gL7EiaYN0MnBmQvo+uFVojMx0puLQkUfTR2Z8PPTV4pCh2cz4xdZes7XeKMLX3IHh56xAXzWj251+COvVsjgT9z0weGhFz59bXXWQmzBsZexjU/RrR9cYsE363NyHxt+YhzOwZBOvHyHo9+7Q37wgx9s/+h/+V+2n9SBFc6RmP41J6mVnED4KXqfulazJk0da+qs7dLzOjA+f7hduXy6vfnaze0rP/+57c4tF+1+0ey0/Jo5Fz/pEdPAzEt7Cxz7vtpT5kpO7vc5WAhxXeyfzp8xTu7n5kRwNa6dB5onhv4UFoJk1d5pwuqM6/6EZmNmTPvTwgX4ZJG4UCDfPNWeJwtmbwORDU9yDtJGU1hwM2JyMe8i6Z9DzkVbXQy4+XP25BRnnfjU3LjyvC4Orm/vvPPG9u4X3t6+8IXPbT//1S9tn3/n7e3W7dvbkzPjXXlwM2b3kX/s9V2azkk1y0Z/olX+zAVI8fR+WL434xHiL31K64IvtvmUTUd/xxe93xW0g/7zIpHtx8zrLPLk8vOa/x+W/y9tX//GW9vf/jtf2V59/e52evag9LipODfqgZ+3p2OeXChctfUz19V4458ipy5c4eeC01q33o5PXJIDXqg5F4A1lurKB72rvtFjjll3x31EyfiSYdO5lfb0Z25FDx3xWU0+oB9Yjy++NhMSXOyCyNAHx0bOCV2Uz4W7/JFxXHMCK5eVm8I/LX/Nuaxte3/P9QJ8ATi6cw6Wix45Ky9qP7le+JEZe8Pn/PIoM/tQfFYVqWB8q6uSbj/xNEW1T+uC1/un3CzyxAV/c6xyQSXm5J7+gHby1Hk/2JtjFPt8UTw5qH/UdRxP8qEZ847hsK9OPCt0n272zZeqs1+Y/9o1FUu+aBUFHnODPn7Wf8170FUA33Oh5uRxDGZunq87hn3uAj4CNCWA3r8+VXW3O+8D+NihJ3KTs+Oc894hTwxQaR/1FXbHbrzj957DXe9ccNY5QcXdn6xXEkanfXrOGUHbxVt28kvLdCYeetPui9EC9hIHeTk47tEzF0HPa+Oodswqm74eeeX6/LS9yJxT8CtPD7WOykM51DryRGT7VHtk9pzEMvNk7OnjFQs6fP9yINkKoffK+Tc2zyqPclnlSumV0+iK/LTFVPE9d171uL+i9dLd29tHH368ffzxx9tl74B5WrxSX2M2PyRQPvrKVx1PMob8C8BNvib3NXEPOMC+Prqin/mZfICD/A7RWW70/iI/rYc+HxiVP3jkwg3mTz99tP3VX/3V9uabb2y3bt0oXJ179VNE9NJXeWarxsfNI+O73hhR2ufdd3HHpv74Bj9+gfZnnyMA/8ge+SKbmNOXh87zDq2r+FPoAqPjaAMMz8yR6KvGznu0D2I7a2NgZIqr+cbvnU5up6npbLH+r2zseo/7YnM2uGGnDedDhAAc3WPTuMurdTL6n9R4+ICq9zzHnMqLdwVZYw9qb3hU/M64fC3Sr575GiI/nT+0/T0Xa86SCzh7Jc96D+2cmYcTr/MXa1H7Rz/60fb+++9vr73+euPsnfizx3RctbaAY9icD8x+BI/OLjvs5rgP0DPf2EJv3qrxwMXnyIyvewzLurn0G7/+ne9FgYKghCmKKF3xcIBs6HjVoQUHzvaTILTIOwCFf9WfJJIde7vuqo+JmAmIriSZ8RfQgR9dOyU86jUh6uDGv5HTvnJ1voOvj9dArrqAGo28qaoNp+DTJ+OiPydHOflFP69v9UUJHQS3QiaXmCMXiC/q+Bh6avpTAD/x4ecjSAyA3MQ6gAcusQTgya0QvuiIzPm+kvZapx1ecmx07eSmLojmjjQ8Pce5q05bruLPCnTD0Q2iW58sOlCn8CV4EL8AfHQFD5e8hB7/AvFT+Sx+EF3xL2MCBzIfAvApgbTjLz3xQzt5wrfS4q8CHzr8GntiMEfVq73wWcPsrBcdK0Rm9Svy8SM8IL6A6Fr78QfgXdtoeGMrdgLhlVe8oSuRUdMhHnFp48144I3fkVMDeH6sfW0lMa7+BfhFNxvRF5mU5OD8PFlrPGr7lHZswcW3tAFdwcXmqp+8fmyD+J4Thr6Ya8zoEwM9nz54uP3Lf/kvt9/53d+lbPJXB8vojV0F0FEzY6dXjqt2kK7s18WbJ4nqBH97uL39xt3tW19/b3vlpRs19x7W8YXNWkPlj4uEw0nBnr9qlebdRjUdnNmftn08MR73tmbvkF0I7/O2+AA6W3PDotr7iUQ/zr/nVS1Px5s5GUu+7TbqX/jQJm8Vb+lDT5k8HE8khpdPxzkVwB993a949JWMdS5G50ZE7Q9YXaBtT/uCyrudTk8/rWP/PG3jHU/Xblzb7t9/ebt/75VivlIn2j8uHhdM8amrjqmr8mNsVM72r03gmTkzdCXzKv6KUfuYFyrlY3SMgRgr2JuwlyuWk5K5sJ0V/tN+Z9Xrb5xs3/zW21Xe3e69VOcCF51o1jG8LiB8HerSxTofqDkJ+oS29BmHzCE+NG2fF3yLr/oAjb/HWIZmXyQPf3yZcOnEXzYr0p1/6sQ+eo5jqw5t4Ehz4ex4r591Gpo4+JA9D+DhW2KL3uAAXNqp8SQ+NTy+vqHR86nabg5Vuhr/5HHFWjGWvRl8c2su0Kuz2xu90z7uo9jV5qfY+tfOxNxxj1zOLfGJSU7YTfzJQeubiVPyNJhNBcX71AVK1S5USqqfHrhQvNaqtezrnNY5vYDu2FBAj2/bGH/mZeyTg2M84w/6jJEkDe7o//jdeivG+A/wzEuzyx76s8pV+dUvfi48O7ibr/T0ePdeNufk6EXsa81WO0N6iC2x9N4jhiqTtxf9hgPyuNLaLv2lKzVa22kRvEPDHz744W3PdhvyfGHWcbMMj5uv/dRXoWYOlVzhyeF3g2niPPpFzpzs9dy8syZGMZj8K2SmzaQIC3a21lvgfEChO3Fjan42K3895vypPdzNoXkP1PCax2Ks4Wv9fHJhCsiC+NHtclkf38wRcnW8ulyx1XrS69h7fxyZ43HmRZ/sA97V47wgOvkl9443vtI3xzPjlmurahfdurh27fL2yqv3tocPP6nj+oPt5OKV7VHlwvXVuFZ2i69GpfXHH6APVpxfsdJXwp+6x20fr+DG16MebWOprWQ9NVQcjpkm/BybZ1+051ajc/GgYnjp3t3txg2/cubDm9IhpzV/yOCddS2y8YkOBRTb2EXdfYj9HF8TQ/PtNG06VpmmF6QdurrXBN92CC/dba/9gz/mJ/N17M9aCKy2okMdfG7q7FoHv/OYS/jbv91WHyerHtt42WhE48LfN3yyD9Zf9LWV+m/m2ujAM/g9D1V7DQHftPvJLzkurv4ArOpHNV6P+sOIuh6xl9b50uNntb+XIjINJT9+To4mPwPWIQryPLlqfh7XpOMBIGP+OC699sbrL3yQjLbqNa86zoo/eG366MhxefJznF8ZPxAc6Hm62NHu/BRdHRvaoG8SaUQodUC/k73jY1h/LXgUCy6PP0+yamKQ743jqG8cmsm76lwdDP7g8IzLLj9BAYnCmyBBLjTxAjUanuAA3ZFT4pu6J1zzDC6fkkXvyPFhdFcETRs7R9tg6MdJFZuesAL6AC55lptMAPjRu0wEE73a7EQvntiNLryrL+Bw0C/Ao4DYiWziBPr8iS7ysR2+1LELVlogPKut4NZYwhs7ivGOrj5Y7xCe0PrCrcZh9M6cRI++1EBbwQMXXfFhxY++F/0LnT+5KZADMpoS3xQ0PGTFE53qbBZgXR/xJ316QHjBqldZeVYbCkgdWHXHNpnVbzL0JQf6WYPqyK/xqGMLjY9qQId24giffnB0rzoC8WGF830Q/fhBfAP8A/EL3+oP2wo+uNBBdKhDj43oQFtzER0gOYseMvEDPnxweGKXHEA339YDCZw2Hu3IxC8AhxY9iRvwMT6AVScgE39iRx3+2NOPnfCtcbkxkBMouuyZ/el74cQDJ7bvf/8H2z/93d/d/vw//sf+cYDWudvJ2IH5tKbiLJx130+OFJS6QtZ6rtpTRDdPnm03r1/Yvvjuq9vPf+mdolf+Kg0+Ea7sk2g9JdS+JEcrzElNKfSvSs329gdMf6A/iay/ydk+L7p/nHtts/XUf3riq/b0B5xw9ie2HaNjqtwd9x0/fUzX5BFP2Spaxiy62kX+VYNvOk5c+Idn/Dyug+hvmZbnm7GdMZ/jHP1ls3LQFx6e9qhc9nsJClfu9CfiM1bsXN1+9MMPtz/4g3+9/eVf/KQ/scuxlq420O52R6N0lK4J5QVYfVQf4xfD5HzoU9e/Oi5E0cxhc6NPHAtzUnZq9yymszqBfbSdXD7dPv+Fe9svffvd7Rd+8fPb9Rs155493B57aXfJu0nkAwl+mnd9fCx97PfYuljooS6cfFVeZkzkX67mgkL88V89YzljkXltnOR55CuQwnW84iycsesbl+aFfFXMufmG1rEW0J95kQ/q0Iw5vBhenEvHOak/41jmd3x0o0cX0A8uNtHUh72i4vbkjQt2I1DuFI9xL7w5VbaePDnt3I7WOTFmM/pwV6Prfvqjx1pOxhdfMfNJsa+NeHLKi/DJO5+bWPfznH1tzZMwZa98LkXtm5sLUi4O/f5RhSp88fPyLnb6Bl4xEaOndRbO/HIu0mumfCsKrtY3N8bGz46FnvIN0Zw3L+B6vLo952qTz4q4aNoNVfUeutMlZM6BZG7GwZ/2IU9tt9ak82nzpgr75kX/bHnlrse3xguddKnpAsTBXsajazGGoSBxKfxqH8o9NyjCJ4JjXLv/u7dNbNA7zsPY08c+5cA8+Kp7Hbqxcfqo59HMc7ZnHUZWmqJ7bKn2/Na/eSJkZiHcxNNMS58vkOIdvR1i1NVf/MY/T07O+BiHSnLVVcRVxUWkn2I3f/G3qqo7p9XudVrzlqE5lsYHKtM3xo1oGi9mbk08x/OMkesbI8VzjKXm6T4v5O/00TxxHVrPndrXeu/bfWt5f89Hh696+7XLx89Ot9u3r29vvvlK/xDFj/76J/3C4MsXPclrblA4e1g3d5/FZq6K92BXbQ0s0HlZfKNh4v1Pj+F48bX+vd2/ikW+8zO6i9p+9A2AwnW/3XvWL+R2Q/junZs1VtYIn2bv6GsO+ShmuuaXsGZeHOZ425rxT0HPeGWMgLgmQQPkW0/Row+LunWX/JjYx0RojT3maXrN1H52d7EBXrBfMLr3/o7Ds/qam1+xoe590/jtsUVeLb9g/EIdeuY0oM968bLoZq+5hb+/jVPt+cWy0dNKWkfp3HW0zvIRrp98Zqu4+mMWfKX3rPoPvJD9cc3XkntSejuufjJsdM/9DXFOP3FbH90vZeabY0QfR4rW7+9qmHOr8JN96f797bXXXtvp8/5LIF5rE59aDF2G2KWPWf4KOfv8AP1yNTYq9mbfc7ND9Hcedt3h0YbnX3/djNNZfJSmboaqQYTPK8YDt8pUpx3HA5+Db3SssmS000+bP0ontP4sztgaH1tV99vm3iYLcmdOHz588QmgHXxU+6uJEBkHShcpkZ888YH/Mw/Jjd+jb066jr6g81fOWI2u2JAnNTvxReF7+hmb+K/AORjzif584h95BT628UWXAq8G5PTVa45jK58yokVOHdDPHFJHB5icHE+E1EogfCA6yQM0JTroR2ODrkDweNu3PsnzNS2LzUnl8V1KAN96IoOmjb7G1Xy7TPDJEf7Eo2Y3dU6yyQSXWMjCoZGFC2jDxVdtBW/8AOEB8OTwrHVkY2+1o595DfCQC8AnJ+mLCVhXZFe/1viUXu+1XkM3d0B44SPDF3htOvXN19DRwpM1og34iA8u+YgPdKzxs7nGo0SXgq4P8OWEJ7aic7UPB9JHSwzq2Fhtpa+NJ3GutpIfuOQw+QerPiB2vuFNDchHL1x04SfPBqBPbtG11dEf30D08SW0+JA69tFSQOjpq6+cXCv+mg9li97jDD2OLbnf/+e/t/1//uW/3K46YS7eht0X/fhXyCmlqKh9MK+JWHt65bH27Iv2hIuPtxtXnm2ff+v+9u1v/dx241rtGS5CL9T+3CcBxzminTzMTeZtP0GpnNT8bv3Naz1ObvM0Ub87hopdZ+e6XKedzrmY8zPyPtWZA7wLAzdYAPvHuMyJ0ZP8OwbhUdilM+M7ULT9pCZ4dubkqGSC348hyWX7vuuFU8jyZOKrueWko3gFRE/7XXr6RL7+Th/58Qm/+lK53WUvXLhSF5y36uTx+vbRz55s/9s//9fb7//BH9V+cn+SUidhfeFWGj2VZLxqlpf9jqR4xieQmi/JUWqQWObxf3KNLbw1N2OkdhHsZNZYXi4eJ/T9IlvvpqrTxTu3L2yvvX5t+zt/9yvbV7/+9nbteh1rns/TQx5R73lbNXk3M7JG+0ZN2fABUJ94l+9zorbws9suy/Psq/zOnJ8xnnUOZ37NuMwxuePqpVDCpVOIcyNFq7I4yivW47GEvJyNHrrlb8bVLyWxo9APyERufDge2zOnej4UWPfkRu/4rKw6AH52w+9+0Lz8vHLkpkHJVEY4VXJPNy+plrReF6WCzbxAl7w+EHuvoc4330vG00knLrL3F1Z7+Wy/80h85B0zZp5nv5HXvgjoNTKJ9ZUlN5d6sovFWFbtq6wuCF0kTqFz4kweKvr+owfN3DPPL58Yh3a1n4YIkFP6plRRe00VU24Q00MfnvkUvNri3sdht1Zgzk087MxmpKp46dCttpBmLB1r5MqN/JrHciOXPUdmjtI7F0DWz76nFfQ4dk6n3eNddcZcny19Y7xj2383XoxnUXvs3CD0cna/zNg30nvfI54az8w9uMFP1GjacibzauPD+R6rirafGrJ4dxk1NuOvDexB5+c5K3iyp7ZZk7dqPB1jQdq62u2TdvnsItaLoFuoctoXnn3TnLc17zpPdS7j+Ep9yV/ur5XV8d26aKNzvqttn+l9ov9orb99jgRapq/Y6590Fn1Xc9Cnnrk6eZk5s5f66zyCGitf2XPMnhvWo3v21Tku0SNu8KTWzbwInL+lGV/JkvP1M08U+YXLD3/6QVm5VBfSM+bFXvvx6JDvtlO5K+m2s6d9StGUmX8zT9XGbPa343wdnpFZ97Lg0LsuH9BaWRUsPab27eLtX57jT8WzPb+8Pfj4QdXPtle8o6jGq586M2/54HxhhPoJVce1Htvyzbg7Bhl7v/LJBvuNx9cxjM8AbQ+vx2R4uzN5qhw2UYvdAiHk2CN/zddhtaaCyZn1CqNYjwH6yePJ8WKOKdbX0KMrvup3nJ3fYxzPnhiDWesHKN6Ou3EzhpHtebTrRrWUraPOfe3tB6gmDXTLS1/bFbpzVHXWS8dCX+mfc62SE0ehFF9zfPKs9t7iwXdWa/Vx+e1HBXoJkecEqPHUZ2D2jgHjSW/T9Pe6v4JcpXPTN3wnjz/72Qfbo4ePtm98/Ru1FmrdO38uHdY7v+Uge0rmp6fc+Q06Qr7V35PDMfg4Z0Dk5CdjMf3ZtxW2xNFjUbTV3qXf+I3vfI/yBIoZkTIQ5jgcI8H3xlmKorgHdncADpCJAzN5k8Cjs6n75K3a+OlitweyaK27gJ74E3+V0MiLCT1+HvXvG82OA2o+qtGC873F9WQtg4AnvkROPzEqyd8K+FIrke2BLpjN+EWexBd+oM+e2sUdQNdXIhP9YPUpMSWGyIRXPyDm9QZR8hob9K620wfqFPLoK44eNZnwpw4+PqYdfGRA+NEVND7zUVu88T8QfhBdcFkLanhtEF1iiC78dCcXq87wwYHI4KXTuK05CY8+O7EVH/CsOV950PgbntDYU+gNPv6p8cNFf3yE4x9c5ENXwg/Yj4x242pdp7/aST+gDx9dIO3MURC9YJVR80UtfgDPR/J4I5t5C8KTuOiQn/gK6AyEb9WnhlejkV378Sv4yID4Gn/gQwuOrBjU9CmJQRs+N80UfXVo6uDX8QqfeOnPzSE8/ERXx5Yan5ocvvgfXfjoQ1v9jx7y2tEH+OPFl3Dtc9GjC2jzzfe2/8d/8D/2z4beuHGj9bIlmsTU8oXXZUdf3THVgd5F2JU68btWJ24Xnj3c3nr9zvZL3/rK9tK9ujCvvq8OlbkGJwF8oI+RXPRNrCVftZMGMc0JcuH7pHLWV3GOX7tPpXFOzPS10XZ94PS0LoILStPu89jmg748gPgVvQpaarwrv7pvVlR9iGfHa/v6wqonOUs7fCDxxHd8+nhc+OAzak6fzPS56Kt+iftpYC+AvHjRTaMb20cfbNs//Z3/Y/uD3/9325WTu3VB5Fdu+D56npeg8zCm9M/na8UF9D+r7IfSgyzcOr+MiGwZ0/7aQtVXLpevFx5t9+9f3t555+72N//mz29ffP/V7cq1p/21OTcrjEVOtJPbrBFtujtHO2i3Pzucz7E6ssGrg8v60RYUmjJ6K4JqN1Tl5FcJDx18zLq1dkBsrSeUwYHIxxdl7I//dNGZdR+5+IkHHoQe/eP3nr/ik0/8c/5jn4Cr2J8+rvVZ66r4O46mj26gpkstxrTbz4rLSbEX46r1JahJpWf8mHj8P62p0dija278lM7SXf/1fPErTU/OfBWxLiJOT3sezU1NPs0xGEx/X281hsEHxw6u/r/bA2h4OpcWUf2Tw8nb+C6Q+neA3hMLD1duTbvw9HgHR8+J8g19bJW/lZfOTeG8jBdPEWsNzhxCO9graPn66/1sj0HeD5+sF1vfmC1cYoi8sXVuP/vp7ng1Z8ztfaXjOBUP8iXcdfKlyIN5on3wp9pzI70oElD8vScXr9pNtgESu/2G43wqFd3um3EF4nDzcfRXjktPYHyZdnKf+R5IDOouOw6079WWNxekE8vgPRXqg87+lkH16fckl7aczVOjM6ajY+IfG6O/49gLWmByN3ZA+vi0jWf2jNZHf8/Qahd9XpMxcbhR5KYf8MLqxDq+7Ou46ra14/vGZrVP+qvHl7e7d241309/8kHNHTmu+C7Xsak22GcXauzoYr3+6+iqYaXxlT0AB+hfY267CyQmkFjP8zV97848T8c//+39kifX7/l7/Lx/eVVu3njjtZoHnDXf+ItHXojOGB30V/8QB5HdtwB6xmIFeMXa6blRdDdbcz0dvWmD5Cp9MObmmLjyIqS/6uEfXj41r3VWcF63mm+JjZ2uc2Njp+GODEpZmRxUUTdlRJqvtDa+yyD3Pv2z/x986L+B1pm6ijz1wx6Fcxy/5GZtheKHKq6cXCW8ffLo4XZaPM+8Y7L2lWd9wLe3lPyyLzKXNv3mizDHr2MeQfuXvaXyYd7L56efPugniV555X7zNl/R8egb48wBe0z60QvYCo68dnyIH/B0Jk9qJbLaAA+I7KXvfvfXvudTP3eHZSdO5BF0RR8+yhiIsShaIZts5MBcEEw7cvQoIO05QZggXCT4hM0CiJ3QFD7AsaEfPenjDY++RZyDNXxiAEkqvuiq7kFHFmv46ABo2pFhOzIAvz48HSAycHQx1N+PLN7+xKgmsY3Fezf67mPNuhwIAZn44GaIdvwCfQFTED790LWD5w8fckMgOG0+B7fq1lbw4Uk/+cAnPvXqb3jQ2IvfxgQNJI/hpz/+wAWiO74DeuHoIJuXEwL45DyydGtHrzp+BJfxSV/uzueH/ciB1QagAy432hK/T24D+ON/dK2+4yfLvj6aEh+iPy9TBqvv0Z046It+/Pp00xP9ID5HVq0P1GTJKGTkBmgHF1n9+BZZQGblSx2/YlOtxDft6ExNLn6scvBpg9iGVwC6nEU2cqtvgfSzlvCo6c0TfYkrMYQnbaDP7sofP9LGrwQf0Adsrj7DJyerTTUIn4JHDNEVWSWy8S3t6FHjP4/HSz6gbV7G9+SMrE+s1WTyKUvGUtH+gz/4g+0P/+APt5s3bx70tr/Fiz9FPIXc66N/Vy6ebCeV7st1FnCtTt5uXX3aN4m++IXX65TDHlFztkQO76IoHQedM0wdn+OhmnYvCy0vdr4ao+o5bmnHBycT9D1+4gHm0XH8qtFxfc8TIqWt+K03dgD6C+NaJ+Pofg0z8yN+Ti5nvWuze+aT81324cOHjcOTsXQiEx+SMyDn6HChk3XDyXsjot9ou8h2kwhfPwVQsbDrEzEvi33ypPzbHA8vbteuvrR9+uDi9ge/92+23/7tP9yuX3u5bxCNHrlkq3rlihPvuagkP2OZPLCdHMbH0IF2/M4Fe/tXinG40HFs1Sbi6xCuAy71EwzFuz3cbt95un3551/dfuFbb28/99U364Ll0+307KPyZWJv9eUCm9HPbuelannmoxIfV/+CB2jRMXHBz3ExOuGjIzbB6OFK/VcNnz6qzSU8eF0gZ50B+uDpszcVa/cBe6HFT0U8/Bl7+7jsZe2nHR3mWnTAxaf+EKH+ul2+zweD+3jVeukniwo37f1ctOieruE/oDN+gnUc+lNuNz9KqaeH/GS4GyVmwHpTrPPC35Jr+dLNZzWYm1IFFkv54ysz/Bnfap3aEzoGMHPXjQTrXN8F8uxrzdD+pRY7aOliSFwALXlstXs/tMi2wYKOtQH/rteNnraTG2jmZcVbNDccqHOx4ys08H3DwULYKgf7nMmHPZPTyt/ud/tTfx1PidCfOYnXDbO++VNtObfmSkPTwQyB+KTWQuIv9pknuUAamNhT4JXeb3cdo2vo2n2Donj0edprqXzgo/HoK8OCWQtTg/4QgP32hXbaCm/fprtpUxr2avI889v8CR1e3gBcr88d8DbOOb5jcPnc865wrnn8illZKucmjtqVm57jijprQGl/ldKN3vM4Odj9UcPFx9Dwa4PkImsWmOvw3r1FFq111BDBG4tC9pj31/no67hH59wYnLXhKUzvp3vu1cDFc+vW9e21V+7VecHl7a//+q8Lh7fyWXx+TcwctXa9981c5mdRD/51/xD/+IOmrwaJTZ34AuEFqYEWvclB66qm6zBzq21C1HHr8iXXMpe2Dz/6aLt37952//6dmmIz1taQ67huk2O/ZKzHjqfUHm5YlC08bCmxnRok1r4e3PPQo46l8nWgl4w5Fj1woVlZR92DC+BBIacN0PXlzjEjxzfDGt2gfanxm6/VwdB0pM8xfbdR7fax5tHok83dTxMLsFsxsGuu8LX9Lh34jqX69uiC+O24t/KB9qaa7BCCd0/Ck2GZu71vVXGe9cAv+JXep/aWmod05+Y45fYZreSyoXwUi/PcAP7kzxoYu/Qc56f2K6+8st2+fbt5y5Gu5UYJ3/l6HRN+kFHkwPir22610WftzxjggwuvPl44uuFb/jd/87vfi9EQ1b3wCzDBxTBAVwDlPYi7Uk4Yg+gCagcdOPz6ZED0HAObk2R0uOatAYpNJ8pja3QlKHbh0w4M7yQkk1sNH1ro6sgoYL2oYYtufOxkIuRCKzJo4QfacMpqK3zxKzwB+qLDSfoar/YaxwqrH7EXWwA9trSjRz/t5CI80ZN27AdCV+MJrHignXgB/YkxNZw86yf/cKGlxkMX3frKam+1CdDjG7lVF1toSnzUjh4lPsWf+IsWXvjMByBPcLl5APSVVV/443v66Er8AaHTEbt0WRsrPXrVeCOT/GsHoostuvT5HFp41WTTBolr9Sv+KvTJSeavGsRe9K0x0qFNp3ZsBZdCVh2fQ6c3sMqHJ3bYhCMTvjU3a6zRDdYYwqO9zlc+RGfkQcYdLvqAtkJffFCTi87YBeGHB9FHJvHHTvRoq/XFnrGJb+GNzkB0B7/mF0Rv7AXiI1p8Uxo3aWv+3CQizyc8Thp/67d+a/vko0/6JhG+3HQr5hEuiO1CDqIArk/m6LxQe9X2ZLt28nR74+Ub2ze//t726su3anAf1rHYRd3xQBodbaPaDvjq6YPKzT5kz/evLQzgceE9P0jgJL5jL5xPhemer3od94DJg7lR0sXvxK9PPHbZiWng5Mqs2eSQvBJ9fbFbfXGg9yPhO84445PXrLHL3s1SfXg8sbnqbJ9Ll/L8OKTzgUaeeKrjOj5ybb9k8T+G86HQ85OydWd78MnF7f/43//j9ju/+//drpy8VBeqN0pT8T41t8XDZsVbdp49LV2d++PaU/irBqvfwZ2HvmCvnDZv9fFpt9815i76zbtLl8yR0+369efbjeun2xffu7t945vvbO+992q59GnNU79gVXtX+egkskaudIxPSnIU3WBsHNdCYgkuvKmVObfZF0WBDxLgs+aNnQTRlXEm75NQF3B+nUukHW3ZIHtycrX5oocc4IM5Ql7Bk7kRvuhXx+cAvsSiZA6EX61vb1l1tWyVA19j2t09r5VLN4WK4IkddipDrau/alA8WVvmQ+LBh4eWlnHOePHydu369eITmydLj8du61q7ZflRuL5AIFsVH3Q9ScTj/qWmkvF1GxcTXqjNdzdD1/nvz7+Ov0STO8hDzFWDlsNXfwdflrp5a85pRybQlnbarJ3SvX/QiNr7Vtm1bl1kW+++wmWMvWfILxQaf2W+HmkulKwY9jzB25NKXd9Mor+SLx1dOtbik7/+Jb/CzRiN/+PbPl9LD3lfJ4uc2IHY8GYsW2eVjrnkktvwTeEbd9FGTK3MHuQ64+l2djr78ewDRz4+ATfpwczl8XvcG/vmhIv8vulUsctH46vudbLLt68FiSG+sg3aHl0lM/IzF8zLyXPNgyrm65X+WfUau7LRUJUnHb0vp9c2P6D7QtNgDLStxUbm5erHCqGlDSIrjuy3bvrDnZ362fvKZ61BrsnNs6e1DvDs6xwfuT6nqL/Vbsdc49bXljUxe74Zx8sXt3t3b5WeZ/1ETqmvvFxtHl9D9khq2yod9PWF/qJXe47Tk+eVBlrmM3CATyA5Uq85bZ9r/HG3RNFm7hSv/63B6nsSryh1zvKDiuXudufWrZ7zZKwxwKS9g3o2YrvhnN3Mo/gZmrr9XOLsG0bala/E0Phq03OQCb7/H8geMu3omXbwkQdi1++9sjOw+FT1vJ+vcJ2jATRyNet3zOgB1tXMObka+/Gv22WC3vrX80X+mqGK87Z5irvWUdkd+3PckdthG9tK+9jzZCy4kd57WuWtb1a3HbO2/Ko5/+Dhw+2s6J6sfGw/YX/3u/fc0gfItL3ul43GHufi4GdM7Rf2YPJuDiauhw8fba+99vr2+uvzbiJTn065iU0QfaveQOyB+AOnHR/bB+tvgdBz/A9k/+ivm2WijPAo7pNMd+MKYjDKAvoT8MhoN28NOAOhhVd77BxPntRpTzL2AS7cQb5MktN+spwYzAI4JpCcQgdebTr4MjaPFwOhK/EJwKMPXr/Re04ywKu/x41VAckFvSmAXGypkyMbr02VHB34xLnayq8X6Cvxlx53p3GtB2hAV/wmox29sQPwx3ZyA9SJKX4DPE5gDxdsOy5xgfCC6I0uMitdn1/xYa3jA3pugpBdabENl/i0bSh4tJu+87W98t3ixO/kGi02cmcWkE1+cjGtDehZa5D4QWTU1+vgnz4f2Mp7s+KTkhyp+YAPnU/k8YfO1sofHXgyd6JTHTs5ydYG9ISfbElVUJNnePQ8mRV78MmDWp+s+OJjbKNrpx9a/F/pcPrwyVNAHx3A42FLzT7AA6eWMxAb4UdjC6QOPrHgDcSv2EZLAdGXeDJWK00/dLjoUsemthJdaoWMeJPz4OlJHoLXjp7IGRO06CSHBsg5WAHv3YhssTWvEggNRC95+mIfxFZoeIPXtk/No/ul3/982fWSi4xfNPvDf/GH2507d/aD++LDdA/QcZe9VgiKp2b4dsVB+WLN6acPt3u3TrYvvffG9oXP14H4uQt/T2vUwX9X9vRZrf+TWnM1FxxX7AsMobqYMEfGhrUz/Ow6X6hMls+1b5Q86E/m+VDHQjeOOud1oQmX/JDNE0ps4OmLn6KnwIE+Fld/zfMhF9V9cTwzl63ryWXsRZZQ/8xzdfO+i4O+AnPY+IKJceYVvj5Z2/10ASpPxtPpg5M679ao2d7vnNqeX9lOH13a/uTf/XD7rf/XPy29N8rurfKpYqmTf5+kt0+VxDnfmDkMN/j4qzk0MQbg4lf6nYuqnc8c8ulvp8kJHVd9ncPNgJoHV68+3W7e2Laf+9LL29/7e7+4vfvuyxXjo4rrrHTJtf2j1nKp7vHcj7Uu8PpdAuV72zm4O2uo81L25qSeW/v6rL9+emD3hxE+JfaJc+ZP1gO5wR3PW1qfcTbvKveH+VFFHf7krGk7zLqcPhvGfObgUUY7uED2IaBGD06JDfOwa09LyEH7W7S9VuRl3sNl7lX8LWoOe3JpP44UjT+eymPruF/NsSY+gInXOFUea35zuz+g7IsXeXWM2/OslA/inv33uEdnjtR/3S9H61/5U/WT00ct50mjPGXRcS0Ab86F1vaqTh75zf98ap65j55Ctm/82C+Lf8ZrxlCcxntg5sCcs5Pd98P+48PlPn+Ey0WcHHVc7XfV1W6d1e+1vo8jHqXnRtXmmxyOjzRNvvSTA762rV5/Y6JLycmzNXG8oYW22xyFL/Stkdzs7ZwZJzZ3nXiKtWs3fOVx9O/rpWTwpR7fjnGB8ZP/kzcx6YPRjz7+Onc64s3MGTs+j47jGGqTYVO7bwa1NN9nPvT63XHzVFeNU/lzZr3vzHjMRWOCx80+x+reW0o/PeaGYw5f9UHrqn7O9/jRN7XKYF9PFF/iIxO/My4t3z6OvkefftpzxHFu+K2NirF0quVBPfk7rqXobPv7OixUHZfnPFz8JycXt/v3723Xrt7cvv9XP6qLZuuqzo89WeRfT9XZQ2bPMD/5OdlrP3a/QcddPICv2nCBzicnCtBTCtt57JsGcOLpNTWxHGFyFhuOZdXdHp893p5WuXf39nb39o0+B+mv5PmAqNqtowbWGE+Oxg9rnPzsB9UonPkSHxu3A7uHp21AkeCkQr3GBdjMHGwo+vDhmfEBoWftJzZ5xaO4Pmp8y4zcVPv8sYdAFU/ketyNzag7jEWvyUG1DirNNzoaT1XbqX0Df3T7b/ev7eEZ0h7XyHep/8iZy8axb1TXvOmbXGQK12NUeE+I8tsHQFevXd8e1tx8/OTZ9mkdvx4X+/wUfsW06wYVcetOfrhibHrNtY3h5peSvS8KyLgO9Ct5H3304fbVr36ljwv2P7Jk5Co3qefmXLlduQOJNWOS8077pPO6znPR6Am/OQeMCXqOf53PogfQ9PtJoplAUYDJycgMMuWHg2j9VaiNC287VzBOjCMe1TqmEW0W1LSP9Sq72svE1eYOCT5mMAKrzFzwz0JQ+jHO4gfzbqF9cheM3tFPb2IZuRdvQmVxxQ6+JC81PGAvPGqFzfmEcPjjw+o7udhZZdH5A+QehNbQk23aJs8zPxMACoWHzu6ilT32E1MgNHiAJ3GtsYUO4q/JnLgSW2KKPXQQfcHhSQ3gM77aq19ywJZ+9GRsA5FpHfJSZskqFj5gqe3XYlPQ+hOwpo0fpaSr+Bm96QeXfvznm3Z8Sy1P7KBnjLWBtmJ9RRZPdKWOLdAbSOEAfPi1gTZ7AC0+qmkYLcPX/cUWkOtcvJBX1niiPzZTQHzUP9iskpt72uFNDCDtVWd8B+wFhzf+BB+IHnzBqxMbenJDXj96ExPdWXPo4VshesIXCC8d6JGPXjUcOf3oVaeAyOLhGznjDhIXeuIKLvoDZCOXGONP8oLfQc2Bsw+4vQ7k5bh/rPmJXf3YpVM7ttNPPkBiUQffP+Mt1qKvsvT/8Ic/3H77f/7t7cMPPqyL+Rdf6tu80bHLgTlBHfAiwit1TPAVIr9ZcbOW+Zffe2v7ypff2V6662tddaGHqVbBnJjUPn1SMZYNT5gUpnCVU/39AtfBlc8O9OVl265VXXjzYGL2iZNPeK3pxJlPbqwrOH7OifaMdfMVT8+nYnVC0Px7rOi+E5922y0ae3IyFxqz1kDzFb0Qk9vdfuSaXie1xsI7RNa5OP69OJZtyzj1STkdfKCz8l//mz9evOkrAV4G/MxXxypPF7drdRFwbfuLv/ho+yf/+F9tP/6Ri/ybJVFz8sKshw61/+N76am/tlllonkREr/CT9DxFD5gdErBrmu8zKetPt3tsTZ/L5jf5vbpduvm0+0LX3x5+9W/9wvbq2/c2h49/nA7O3u427DOyl6f2MtH5UhOe/yM9bynw40FdvqioPpw4lIbezdytM0jc0BbTd5cS2zqWW+zB8qTdcyX3Lw4rEkhXBh9uarEd8wG+dkP8a/gKx79VYeymXmosEU/GbTYCi61ItBcNILo0W95OLRyyDrrpwDgiuamC7/9bLackPWSaF83e+Kr0zWvTire2G97dFSJHTAn4/2veIrf2Be9b44ofjnJOUGBG5h9At4i9Vd1X/gXyhi1X3ws27MXFMF4laxfY7rQ5xYu6ibHyQMfA/xy0Zd1NbnJOEwccO0/P/bxHL7JN56m+9frbWIG6uo1vdfkPu4DoxuP97n0E1T4K47cGDAPS+X4X7n3FJGw+Dwujc+j/7je/UrcwODw9pqgac+jPhkemdc9Lxe6awO6+PTUHll/9r2Ov2Ju7eSr1H89tqWyVMjprN36f/JT7ZlHQy8L3e/9fB8nvNnzcjOnL/wLqrn7h3Xmh5gTd+sr4/0EqGNA/RlT0PqEZZ4UXZ+cWKwfbWOQceVDIdu3J3U90i80Lmhb5UPfaCn+/ppZj8nkIvPAntY3zsggtL2Jq30VR/3DG0heTQ/6s6fSnVcT8EuJXOI74Huc59j75MlZzZPjzc/8JLxftNTPvFa0o4dO9cHXAnTrlM/GwDH0+vUb280bN7c7t25sH3zwwfbg44eFL5+85L3mpkCMZ68r+qs/L8UenRlD0Hk9b28fC4AeHwE83OHawDrttW9O17mem47F58ZNz/maS2KC7Juz1TAEJyfXto8/+WR7fPpgu3/vTn/oZJOuFAm133vzdD9f6PNs41yb4vN+etY52djv9Zb1WG3UHsjibb815Y2e2nrmJegTlzhnfI5zHxzq0Tbt0o1v2pOD9qRspA/UcNZVyxdNeobWmKIfjy/0d34KDvobO33HhIMPYqwaW+cc6Jgf3ZST4Wa3Y9IpXLR0bMVOwjnayJjDg/TCdFY8dUu1Anrvr3+tp3T0/tw+1HHw6pXtR941hVbnNfbaRz2Han0WTnRZ45lL9DvW9I8RlG66Ov7S3eNSfAqbmWPG0Jx2o8jXFd944432HY/rU8dBukSaiHtuVGy91xWvY7kUVKdog5vzjD2fBfE11wTyyDe228cdemyroJPvn8AnmM0hkP6T2mi0I0CZmhLt1JmUbaCcbOULrgd2r4PDc17vSmO7cTsPiE59he8ADg3EFogciFxnfwd85OAjF73w8QENwKHB4Y2/wcef2AfhSxtvcPTmJlzwK8RO/XegxRf9HEySo96sqgb0gfhILn6AxLXGhB6e9PFEZ3wIjxqNvPbqY/opAbTMqRUfXSB+rTqAfuSaVgvFIlKc1PnUMvMPnV9ZFGQim/mtD/Cyl/ke+VUGpJ92ICcGAH6VDdAbfHjVbCVuEL2hZWzYiD6+ap+X1SZHBk/LO4oURDY+9Ml1AR40ODaiT81nusBqM/6v/da5t1ff8lU79MRyXg+a3CdGtkD0KusTd0r04cGvVpJnNb7oAdHFNoDXj/xqO7znC5vRa8e2YcMnxqYdp0YDXHyIX8Ep8QeELzb4k5sOsRE/6NKO/9og47jqpq9PONrHwfeBpvYQa6bHyfs0dt/xRXZkZsy06R1948t5nvSVjHn4Dj5NmC/Q0R49ejTvIvoXf9hPLAa/lt3Fg43G73/MnPQLiJ9vVy+VreePtptXtu2bX39/e+P1u5WIR3VyUCe7Fyu/DqriLxlP9YyPyeM+r7T2A26vGWc1ZW/ObsRyXM8ci09ujuYmjLntZFr++x0rZTNj1hfqpaPj8LfnNdDxFn2F9qVK04rXGCaHodPf41E1WGnAftlPuVQML2ofXnzGpvVU/B1y4WNTmbErHaZ8KXlc++/Tpxfr5NhLxn0q/Gj7J//rv97+9E9+UnPyXvlypU6Sye2jdc5wfKMsNlJWuyvAvwB7PPB9EVnO9TuntGu+n1Tt6ZUalfLTU7Gn21e//sb2q//FL2wvv3ZtO3v6SSXHUzX7/CfbYzXr0doC9Cv6fMrcz7imr8RH8yD9xGQt9gkjWzvIKwgvXWBit7fN+/H6k/l9KdHj4ikXg4HRy9dp08FH6z1zZHzlw/i0+mf+8kcNtNFWeoAeOsfP8reKvEcGPXJz0W4eeurD/HpWx2/7XOWoeY4xJ28g/iU3XZrPsa78Obm6Xb1yvfC+KjMv+S2WiX1dqwWHeWLMyjdPNvSNAX4Wm0+X+4mh8rF/xrsu8K0ba6ahZCeuqUHvyf9/uv6E6bbkrNIE/ZuHO0eEQqEZhYQEIeY5k0ysrM36H3RXkUz1V/g/1WZV1tmWQKZ1kiAKBCQgCRI0gISmUMx3/Oap1rOWr3P2vVDvd/369M7+um/ffvbZZ86ozI/oHd+vfVHgpgId6PNNjaA+anuBmwrmojU3Dq2SDzv1Mf4cMvA+F9514xiRbdzIAslznTedwowb3z4BmTGJjh13aKpPAMcoUxvxwpMt6IXN+G29fhUfPzCu6M16hw8vvVcTwaTLOkpfIX6LLPglRjv/wzs4yBOO+nAIvOnPL3HlML744RV+HRegRXTsWgweNvvmd9JQb4yvrFMstK/7k9BPf6z8hrmi9YHNbBC4W/xZp/E5B1IIBzf90kF9AOOZsWvcySfwW8iMzsTavNeQ/vg3X+mGVO2TxuMmPORCRypfaIl166HEoZ/Lkz86OLbQWT5b2mkdZJRviAXwxGEWjwzju0s6xJe8g2xnd3PcvXfgpzyPOGxRjPhXCof8Ko69z8lh+fpDo8pO2cXn2oH6pDTLBCznKnRLngB0pQW8RvEnPHFRGCh+IVH90cP3jffKKw9UlZ4cDCn3fksy8jQJsrEJGldNQ+4XwKsP3OrSvqWOAdpja3CS3DPbPW4TGBfq8cdifMj9f+q1tesVfJgLxATjh/8Nsrv0gHEnbdttxyLoi2NwM/wpx9baXh00W0EKHYi0TXZeE6QDYHkVY4bSkzXMdiqpKeQL++YBkvkqh9PlBWv8xji4dWe89/ARF33tFkTLWqj1Ffka1dX8KcAifNbgmnCW45bxYLwy1swjDm457OEl1rxewfZH2dDx3yxzDfBBqapdnzqm4FknJftyyq2etFVH2ijbD3OcSfWN6SmgYBmRW5A6c4HIBb8bgRf7SgdUMO1mPnErlHaAtvJY8gWnPMhZDMnpgwdAvqxDz8IJ1LAlLxzfMvIAcKiTQ08/Tx6xmWDz5QVVOcCjYPDrRhAeWaSzqAC0VzapegPQoh/trVcf/AEuNxNtB49yfUW5eeVAQz8vUDVNosIb7tKiGzIqCxr6msOLdvDQrxcJaOkvTvVuGX7glG/xyasXeLTBs/6lXj1IlOlDPv1AZZYvZXDKr+0kygAnttZFifL+fGqrULsAZEFbWPK3DE34Pb5yw00bJIqDXR5VV7l1aWg56AO/6syGGz/Cv/EI0EcbNlc+NOTojfzioadfWrjAKQ2pn/4A4NYn9SGJcvVqH1+HqB7IazxiEjjUKw8oLm2tU4YX5SV/YMkDHciRU/zyahmgTALKq1/JK1+g40Mbv27V/sYQ/Dp/Kpd2yoxJZdSv9NdX1KsTdfSt7PIu0N9xpZ1kOfMiu8RHNs51LkAGcjs/ql915dMC6pRrK/XKqR+xk7y6lhfQG77naBytipvTC+kjfpuKwUvZrRtLfsWBzYnJ8598xNrHmhaeyIF/7UY2aVmubrW1T421D8BOyvCCJ3UAPSnXD9QZp7feemt84xvfeE5GaZFDal+Bsq4qLrMhYAO3eXOhe/1jP0n06odu+4Boa+NCN0UcWrLWokOf+llftwBk1f76gzJPy5DzjqC+iJp6dAoP2orPBgaozeAs/UG+y9eeBPWhbZk8yUtLHf7klRG5uYmuLuTg0UYO0A7eUo9Lbty0sPnmTTl05de8MUeCR2hTb8I/vGuEx7HZuPDU7sbmwXj/vdPxX/7zX45//Oa7ugm9p5uZff/ELNdX3ueUF/xGNxIymy+htlZebSnUJ018kgZv8saz93Va1/mVO959sbuFr46VHo6f+blPjF/+lc+ND38U/Z6Mm8sTIbOeiVL0vnGUOPLcmLD+MY7YSsy0nrUKIK8/yamjZ8cDYOytLzopb4JPr5OUiU/oKDOm8Op8Z3N4oyRr8rQD4mU3vAHw4QnAjzL6rMeaGCIuYkfjkj5yZMCjcUOZOQpe7UI/8uJTpw8c6vAir0yAAzjamLVsjPdYw8WDnwCWVtkEo9yE+ra8APjRTt16g6fYY9PM1yBvtA6wCvJ0nwNg+gUeTa2TE7tcgwD2AHwdhtgpnMuuK/mIuLLu9l1jNj6kLQcdWTd6MALUX6H9l3HcftpXeuraYGralfFSaXLPCGgll7Hn5dwi8JMoW9u7Y1djBDB/mW+kvJ8K6shANWTwK1qO7XlAQxxgCzoEEst5gpI1kLLwbZuurfJ5DmA1vtJpR/5nZBnpG/Eg8RWc64tL5yL2J/uOBHSjXeN+yVd1pAPzi/zkRPNT1uETUmPAuisB6Ip/jaM2hgz6zlXmaOYvsYPL6vP0hz52cIjPYVnGdB272IW4yGZcwBZPrXnbO+tYAvAZulHvGOK7tsGDesvkvsntzeYMB3Cwt3iOT+Uvzj2gc7x+6VytXH8VSt5W1YemFQJNPiCJHst5Xnmeaxqv89X7wdJGP0DZMqZN5IDHSjnxwBh77zzlVG/Aax9rra7Rl1cn4/zsicbhbHzm86+On/3F1+Xjp4qNZ+Kl+x6N3S6HnOLFWPPz+r7WI2nK4BAXfQDy2lDdql9zALxlgqapMUeCB3XTSuQNCRrxuCTeWHfUeH6ljs3b42///rvjn77zttYg+ZyvzklT/3y+cHgnGDlTiPtOGeJDB88wQskxsY71yt/c0PXgXPPjknEVC56mmXjkBeoANM/RK7UdWNI5n2XawaENm3stYs6bdvYXpzQtt502x5BgbpVX9EBx1LAqu1/1xuAa5/lxU7OBNS1zaI0X6Nizv1SfaC8V4+Cs+KzkRf+sg5J7fTkORPtgf3/86Mc+Mna19m+rjx9B4UMDcFkr8Enopr+kR+0lRyd81/mCXPDQN08cM1+ZQ+h24X0vv+gLDjyJM9Z8H/wTG7OO9tz/E0/k/gERycN6chKyq0NTAb1rd/u610PftqGDnySyMgIMgCl528hLsNwMNMf4KrI2LGUGpIDgOqj8gGUg0N928Ogj96CpvTqBt+RNH0YDS30rq32UgaUO4FP3adyE2k87ecvYn4tuFhval0GCH8CrTW0vtG/Zhh3/ms9J8KDdvOYkIgG0OxhEQtBSJ6CA5ZgUn00l8gH6AGRQrnz60ad49LcMLGXXbsudbcs6POFVGdC2r/4pH9gyaQAu3LT7xHrik8MDXqTSWgYTCB31j8nCYt2X4Ja25dJVJ8rYRw5QLi459aUvqWMTp7uUScUlYQsxwtMP5VlbOeChv/JpA0rb9GIbMpb2wg9Y8ulY0A9AU1xydOr8Kz5AHV/VjsYidPBrLFRvaKmTqLfcVN2qO0Bb9Vu2L22BL2XyQuvlWxzqQHHLp/FdHPLKLQ05egPlR50EH1IB3OoKUF4u9uDCo34gB2fZVl1o69pZABc8l/VXeeTwpm/Ju23FgXd1pr22ViZlWam+4LdtSV/+bFD9aR1PJdzgc2yLj4pPuTxqY2XTbjvU13rxqmd5UGasKPMH/tJPz549G7//+78/vvqVr/prZj50kg1c4MH3p1GTdwFZAJdIP04Mv6uLcaD7ppfu7I/7d7bHT//EZ8ZHX70veSfyFTT4HrmMdccyenQtih0aB9tFn/SHQN08eu+NCRf7aYP1UB90raMzNzzUexBDe3jHjtIRI6Z/wTYn/pRDv6IRUPZ1wHpnHBoLnbccHpSGhC7U2w/Q3qcNgOKYXnzZHBJLyzG3TQLz0CaGD1Z4j8TW5p3x6P3r8eW/+c74y7/4R/G5I6O0Js6vofnrQPD2GDDusSP6hR82VTdktR9Y467jgDL6RC/RmTSxLGrFhuyhRRuz7a0LxeDjcWv/Yvz8L312/NKvfG68/NLuOD19pHnAu9ekGzfM4slhhr9iMHXAZ+TIQr/qQj9fa29f2+qrlkn0AbRRDp91mfba0jUYvsGzFc4t61KGzmvetcr0+lF3YlP9XbMYO/wCj14LaG8/MgDzFB45+pCwuThNa72jF3FR+iWewtb7N/DpKz4dzC3L0NziJ+UvTk5cNhExIRv8bp9JFzvyM9zoTRtzxnGp2MtXeLBDdmvt2NzCNvy53hDXXuQC8Khubkc31X3zLD2Y72enJ36JNu2WwFgJF4AvdNDXD5GVuMx8iR8pL30LQAtf8vZDX51Aq+7wp0w78VI5zLsczvKBZsa+h0t+v5r++uGnCJ24aWrZwyE+PM0Gjnmojhx0QhfPI9X9ybl681UJ+KxjOnqpVzzcpklITuJJIuLUeOoRG+OhJDzsU/3xVBIxb/+g3rSdeuXkKRL8iIWhRxaoPD2Efqcnp+5DgHXKLZZbelCUFN6szeTwKk3HBD/zpCYy8xXNjDf8oAl/+Cb23TfbzVtAjl3wm4at2sHDTm46iU+GhvUPfGQCfqKAfNa7DjUG/E91+EMHwIv54a9D2V+xCVDRbci375XzYRU57fC33RIHDV8NxLehFbGAcYj8xLbxXQ/OHJ4VPsAeHRzMQS6y/KSHb+TtefWLt9x07+7dcffunfH2W2+P89NzhwvzURjy0ZwjGC6ofaTeIDcB9TM5gA7QdCxLT39Tgb7ovI7B+tEg1PJIlGEIe36N3+XZOLx1IDtucQ7k9Yx5U7kAvhOp6vXd9A/WCad4lY8uba9erhtrDbQtdV9CcLHXhRVPchqLb5tmAjqmppW1kZFrXW2yPsVSnXbo+zUwAzjqc1H0KSvNdh/MMuATGPMVfnnMr6AZ1ES7Y1l0tlv4fiKINVXt3eeZv3DxO7iRE1+5TfiWAD16KD9XfipenP+pex7aMJ65LsLPSY1d70nwJO86Blg3+zm+Qw55npof4/j4eHzuc5/LnKIPGcpXH36CJJ4u4xm3MYaJAVKvuWYoYE3AbssVdA+e2MvYgkOd9upIfet3fuc3f5dGWJMzoGXEQgHQbkOVt63MQrt2DLRMUisoAK+A4CUNOf3glhactlF3AAmXMvhWftKR0JccA2vYi7wpN9c/45EA6ADqpQledCw/5GRjQg28LIj5NEJ46sDiyoFfNzLlAcCfOqnyOrmWMinDiz7AfPXHxpqyhdJe/6D31AmofUDlALSD03GmDr/SFUrfPujxlcdfbSzWjLkPZIS3kqE+FjnqDl7hoSM5bSySfMoF3/qI72iz6YBRT2Lrk+qAn30TQ3nKJ4V3fA9+fBM/c4HkkxfA+gjfekAHnoC8csjjj/Wml7w4Sx44vb5Hd8pU8I9v9ibUlh4ulk/9a16LHKBcmS2TKBevF3EAPPrLn3Zk+nFzbxKkg/qgob280B18gDb6yWmr/a1jU/s7NpUTn4XnUgd4QEO9fIDSUa9/rY/qTW1byirQB1R25QDgta0yywegvoSlftCVFig9bfCoToXito0ybZXZnDbkVIcX+3qCT6pN4GeDF13oA2p7aesfgLz9aUPG+iCJNuYmv/bDXOpFExLmUMcYXNY36shZ2t0yCdlt7wUGWhIQebEJKG2/WuP1RHpEB90gSN73v/e98cUvftH4PF3gmxCuyi8ANOJIKXGsMiV/H1t8D/jI5/JkPLizPz7yoTvjRz7xoXGwx1jq5oFfNFN3bhbMLbppF4fulH3joWQ5SjyeT1nstTlIu7AmXjYc+Gx5gAwpNuJb6qzdjYOuMVlT4zfWQts0+dFmPqLnkWTihHbo4QMgG3z+WofOuorWtqDz5AUtPGq7v4qqnD5kwIsYWfNPyteaM57Qw9e6Cdc31BvoJbs3DsbRs43x9X94a/zhH35Z68/h2N69J9sl5EY2oaeK9h88RAdQpyM3qG4AzTl49PtTzHltwSekQvUBuC6Ax46WT5xFOeDKBnd760qb90fjI6/dHb/w858dv/Irb4zbtzWiNyfyBWMlfNH7egSBdRU/+70HFpEHDmWbpEIP2fBd8Oa4y/cANPSZ1mOw1p+44YlP5PGJYvdQJMa9thXg49jRjWXGHl6RiTze/dJYqVzafaAw5dLP1+6C1698wTtPaVZ/8uDmq/HUy6PXegCaxpkPWyYIwzqGJ7HIesB44UP1qc5XWVSQbMm5Yh0idjUnfLgRvaGHd21f6afkQwwlDj+2eLJlC3x0y1wkdT3rHKgt8R2xKLv0V51yo3I9To6PTMMvJWqgpi2KKfPi6z/4dr0Ow0cIq3p9hB2BxHT9BS4jyP/gAh4T99EN3ZoXuNSJEZ7ayzqumJUecob76YM3fsJmbsKpVydMSXk9fr5hmXpTns3KGQskCsd3SODq2iObt9XH+NLX93AAjif9gedxVzn79qwj2ASvzmHs9T5OVeTj77541dcL00lb1e0zl+NHnCQ1PFbQkWij3/tG0UhJrwkeY8tIQkd4rnkBaQMsD12xQfjIXvcp3vQHoHPpwSEt28ixkZxkn7cs2fD0/h0/MHYe86xl8CLmAei4TtCWA0cMh19jnPHO2KeNp0znB2ZTJ/9JfFRff1jQsYCPD9vQXzIYy7PTU/OirfPHYykSytADkRs+AP62XPFEnH1HAZ3JlHjCGXJ5wf2EEU9y7EqvW4cH497dO+OtN38on/B+Mc1rnlOTbYkfYjMHcMhmPMI+viVVJxJl9K2OS13pQ377oaUMlB4wP+FRZ47iT39lf8VKLcSTSk+fPhrHz56OV195MG4d7Mkf0k00jCGyMrftjlmHKvrTSFvlto86OgBtA2hf4ix5LceI+erc8lxUH+sX8zb2QO/YkhWUV3os5AE0+euCal/iIYGcdrfNP8oAcWE/6g+WpjGd6mq3mCkLHrjJ9kzeLqbb4PsvgW1UMYdFjHvWJP8CqGxDLl91B6djZ77m2iRg/NSODy7E+1xsj07PBkfQ1/Ilvzzop1WNE1wS9q18pX++N4TlxKORPGMB/vQZPWo/Ozt1LBMfH//4x1e8GT/mXcewQH/sQAR76JxnWBZy1AY0jqEHr/EHz44J6wD15ivZv/mbv/678CmxvSeosbSBTPJCM+vBnco4XzuHabqkfTEP/tpZJMqdnK3LQuPWiC5OtBaHVMNIwPN6x3m5YISG/vLs5KE9ZZwWHNrrLPJs4oG1feGVhb3QpxqgYyNS/eD3oi9IQMuVW6AOgJUTd8nD154E2fyJMDbIMf5++KQBqgc6VF9vlryoxWaAMv0k7Kx+4Jem/kUOgexNkk85E+To540ufNhk6I8cPPAZOLH0RAUHfOjW/aGhrRcsdIDQ476yP332k3iiK7S0G5uy8KDB7vqg9sGjsOyDLWUSYwg9dlu2+uHVsm0Rvf0ufPjQUHnFK/9C+dMXmSmDDy98jEyAdvxSfpQ7DvQhCyhPUoGLGPhSc3VBgz984Bff0Zs5YP0F4Dk+VK+94HKjstR3KQucArqVP3H0XNyIhtQ6ePCqLKB2wbM5AD8SuPAtf+pA/bTkCSz1XZYByvBpHzSVUdngAO3r+HSOVO6SL0AZ/CV/oHoVyrNyW4cvUF0qg9QxKV/alj4uMPdKs5bfjTptuSElhz82IQtep7og8lPJmtorHiQAXvUP5aUN1KvrWmbiz31et6IbB0TQAPTxtN2f/+mfjW9/69uey+iJHFEapzzDt2up4o82Y0h3yvju4mzsbZ2PV+4fjB/70U+MT3z0FTE4E1/pOLJ2eXLcrOcfhwTYQT0bYvyEzuKsdc4/g62ySFY4ypRit9uUs65JO/sOfOxH3/U8tGCljAcQP4tq+gOgj6+EGQdGAvy19K/lqp31snVsKI7xPN7RmXlsn07bTC8GybX27yoGdA2kL3rPeaE+cmgBxoqvLPIiYBGLRrRbt8bF+fb49rffH3/w+18aTx7xM+4vSz/FK4OOCSt/BEQqiJwk2qTLjCVSrxeON3xhg4s/bfDNIL7NTZKNUhtfGQJVq9fY2dRN8/njcf/BGD/78z8yfuZnPjnu3MfHT9TLNRvW+H/e3KqErtZW+hMz1ot2/SfO9Ih/9Gez1jnA/CV1jsCn9uBDUtcQ+vg6BxfWxBLq20jjA6w58IYn+MQQvP0+A/HBL+xBvGGkjK7msT5QAmibzeYNn9xUwq94kQmPJaAzMsNjEX8qFzc8FaPi4YM2yaoN8Q3CoWevoOsONnOgwFcfsd1Pesln6GAZ4QstcZK8sonHufZcSn/tPXh6aJMDJeH6F6CkM/rV39UZPrRjszLr4A29clnkPQ4xdXp2In2whmsndqiPmCIAPI9Rk5zxBY8Um2kmxzfIT55rcH1m2rgnPKdd8RX+ASd8RKD5yVc5mQebmsv7xtcEdwxw70O7XaR2XrSd9TY2R0fYZI2Dbw6DFvGifv0PA9E2Lub1XXhhjf1qV25c661cuHyFAh+ai/j5EJL+eEVTEorYSHh4z0Z/ptDY1vrDeDJWe/t51YOfimL9AAU2gvrP8x09WLPUxhNf+Jo4g6bXBkbF4wqx+uAT3rRMPeee2CjKeQKT+QSejFu1Fxyv6us8b0wFP7iJ14D9K/C1xZ4TLrYxBtKDFvta/cW1t8THf6qs1nIl33cQC8SdY0b8Zhl3cbDKxYq49r3D1DHXKK2H/soT83q917D+8VLo5NdzXUuh99Ng6Cz9OBglz14iOkLbWEEO5azjwqFfbHmHKG2spWoyX9oxrgdjyMCv51c8Mbg5bt/mSZx747v//L2xf3hLimb/N24u/RUtitiKrrpji5/EhXXEcsJSKXzR0w+h4Hd8iyKC2k99udYha70vQO/0r/BnzqE0107oiBtdfDweF8cn0uFm3L5zOO7c5l19WsctG6n4bfpIAJ8C3ea/0K/Q9sYX5dZbBl6kAfAPEB7Qps5Yogs6ly848FjVp88A4ymOnuufenlel7EG2GX12S/KrSddGghovFclqczqv6ZHf+XMCeLCVOgZOyqD/4l/H1QL6Nf/ag8/ZcKlnf+S+MvVPTrAF34cTgM8RQfGzt7+ONU++anG8Uq2XrIuwlM69ZdhSbWdOHQ8K9f/YGpNjO6U7X/916/6o5c/aBA9a/Oe5HFY9GM/9mOOpfBMDLoOufSw36DROoWm4Hj+o5fWJPtyQW/cOVbV1zRqI1GnvbEPuMwhURYZJnw6mgMlBDoxgLat6+C6uHLcUnATQNsyB88X+qlw8XApuvRGk77i0I4jWkY3+JGo1xGwogywQW55CbW3vMlbpg+ePJFS/v8S9/mbRes6eZqHPyle+wFoDh3l0lKuDAD+6PAi3RKvOIA/WZw6kC/7kAHUpqUN1OEJHToVD6hMwHKZjMIDoKetvIDGCTmk0TP6ZiFaHwSwGajvKsf4kw6+ALh8clBdXbfMHHCQqC91BaoHOdAb4RfxgGyWs0AwacGpHwHqJOpto582P4orlvCvzvUjuN74Cg/Z1NGn4/CijgB91F+UX78v8SM/PiRRZxEpPQCPyqfNvpq4jcH6j35oq5v5KQHktMGnYwBebWkCSk9e3uRNheK9KBOAL7DUoetBeSz7Kqt95qf1jRygvfiVB5C3rbDsh659tRWof6Etb6D4Sx4v4tCHLeVLH0A/ifb6ue0A9bbDGzz6aCstIA7ug29x6asO5L1xogwuOJRXdk13cDHLRux5HcuzObDUp/jIpwweF2zqxemc/PrXvz7+yx/8Zz9u2/dTeW0wX3yYRBU+3kjMdZX6FkkX5V1dfG9pf3zvzvb42GsPxud/9GPj1oHWnIsT0WNz/Fd9Sx/+4Q3QXpzojz3Z1PomZOLw9EPnUC76um45Phmj+J8NNRtIfKN/lg/P2IMci5n9jQfm6ow146x1AepPcPKrQRnHzo2OA7St9/Ab+ZXDtQo+pad/ukD1GV/SH6gOe3u748xfuSNG0QOZh+O73308/v//5W/GO2+fj8PbH5J1e/K4YorNkmjhW1nlVUg96wd8mxfXdCyyL0DpGkvGkBy+ii0ufg/RxtXpuLh6PO6/NMav/NvPjZ/4yU+Olz/EgdiRbLtwnFuWaPx0rOzmU3QfHKD0Auo7fJWbM+XWEx5ZTxmD3EA9b2ftIe8j3/V5aNZjkxvA9KND+wHGBaDOV66Bbtirb3UE4FO5tBVvKZ86OX04ME+4octaB2wihVdoyqdyoO8HMdTzoVnmhtuUOHDhoOjq4nycnR65L4cJxEdkhSf8EzsRsbYxunBQpn7rvaO5CVJ8d36ew/zqVl9ACw8Svp5inKNnkHS7Kdt5dw7vScKezl/4mYdy6oH419QzXNABIB7QE1mZz9GBtb+6NeeFJNEzdVYZdznOVLY8DovyQn8Ochx7jAVoIE/+HJDkpaiNm+iI/NgRW4COLwlo3PfaSQKn9vpJK7VZB8ZWY4BgPnRgvMD1Wjn5Tusm/owN0eWACP01HvINepLcLlzj20aTmBbeWeOyl2GskG15UyfH0+RFH3VAXWAax35WPXZVQ/WLB3S+9qAbRDh1AnXTz7bWC9A3hw/8KdduoGsE09j06uOAHhzWY9svmtrTNWH1HlL19ylM85957M2+pPFl/IV+lOGb2I+vwK8s9tnMG+oc4jCm8FDDin/0DE/K4BZalxX2ER8k+Eks8aWvuhgH/6xIs7bYTua0reKDi61x69be2N3b1vXle7rWKT43uMcKL+I4EbZeG2qj9RasZC7KPYhoAmpHx82gPrcbhbHC9/OD7SUIL+tc5o0PfjigFZvT05PBj2kcal/Dy7nzLizxhO9N5Fd2c8S92E5qG7YWljZASX/1B29ly4T1IUxgWUat5/nFH4G0k+C51KE41tGlyWfWvF5O2oJaZon+OXaTQsUVQLeSV/3ar7z+4LpdgAYmiqjYP7t67YQHMpb6eL+jP56QJAZ35ocOZ5oHx2dn41Lr85musxzwMNY8lWQLJgvrZb7ruYIMbLN+qhiHONFfcdGPNZezE/a+zMnbt2+PD3/4w+bT+V8fkEPLHMAa8LuP67ygDh5tJOa05cx2+IC3hOpTYF0Qn9yoR3AWXcoAeesQUyZHAKlQJUj0w48JtBRWZap0Ydm+nHRL+i5YXfQok9ArekcXbKmutal4tJUe3h1A+joA0NBPX/PKIgHIoq88u9DiG/jyElL6zvlZW0wjkETD4Q38oKe//OpTgLYl7+oBkNNf/2HLcmxqD0CdfvDAISeBC5AvU/v4ziMTry+DOzs5/RdtrOjgYjd05MBSV/xIO77AJ7GZvjlBpr4kPpEGKKPryj+aoLzIsLJJQB+9Z+NZ2wrUl2NYnWivbh2vjmPrALwoQ1e9W28CaKeMLKA8aKv+5HzHFLBd4s2YoH95QUcOfmloa716IQfdlmkpi7qfABAtgO6UmxcPfvBCj2UbyTymPfTRRo4c9K888OhrGzx4IqSyXZ99JIC8eldfoHxItJUfcuBHe+csQFv500a5UN6k8mGxpMyCjG204f8C9coFqhd5y4XagFz0oAx9gfbyAYpfPi1jGwmAnsPn2kJum+emDDm0Eeu1vTJpB8DDRwC0yC0dcw58bK582ksLgAvQVz7Vb6knB0T0U6795UPeWKNMH3jkHSto6QePOvN+aRc//8kh0ePHj//FvJJ2sisbyKYdbVB5CoH7MPJt6tqE6Y5ONBdjT1Pv5ZcOxysPbo/bB4ovftHsmjVzPe/gjewC5bRlLIO3nou08RVObKIPoJ0U3+caUl/SThmoL7ClbZRLXz3gSz++p30phzb6SOCjT+mQWz6lKz7QHBqgseLNu/A7P8xPqC/iv2ivuA9e9CqvCV3+3dgbj59ejv/+l9/0k0SHh6+qfdcv8oQTe4vqVx1XummI2XRpZuSdFXzViA7hoF9T8QHKrmsHfnl17g0RXzHyo+QC9OUgb4ex3OQm6GLcv781fvmXPz9+5mde1+brtsbomRhpz6Ewv74Qv0vm0pmT90I7uQ5Ubsek8cnNE8TI4le5eK8OX2/jxxN4j4DfjSUX8ZQCNwXNAXhyfcC/JPi2Hf49HKyvmndcE0sCfKQ6PMBHX4/rHHt4US89CdqWwacPKB5PFhDLeVltbvYzJ3pjRHwSp9hCf+zC3+VVXaizxmFPdBF/4SODr57rLtT8xMS20Y8eTQD50m7mFm0SYcAOX2uV82QGn8RSph2AtoBeS6gMDo47f7m58Ic+sh0hO/hrrqXlRbn1lNfzGB2XffBEbq4967hHNv3UyfNellyPONjJOIl+d9/p8NZt2ambTPmTQ2ienBJhDg48Tknw6HrrG+gpr32kjn9wntcbKA3XUKC+bzs3NIBI5WDiT5nmAC8O5qlL+PrGRfxIfqm0KaYe0IkYbpT5uenujYwzdYQWPgB9yKO9+pD3CZTaZHkTR5yUZ03lK4ylB8Iv88HjPm0nd+xO26HNmKznqcdWZer1CWVoe72tLQDt6FP8jG14AUs+taf6VG75L/UoTfVDr6bSow/4yKeNVF7k6ALAKz5b7yEvtAf3dVrt9Xf9VX61q/wAt/tQSHpN/rIy/08c9C0tsqEhbjFJq43nAxHCdXtv72q88YWPj1/7dz81Xn1J81vX8035aU/rSn6MIPx6SACv+gY7gMpp/iJU/yUe+hGfJF+DlG/KnmXMgEuS102DzSTm3vXmzti5dX988Oxy/ON33h2PHsuv/FKbNy5Kwue6hZwCPJY5sCwD1RU9akvt7FqEP/418OHJC4B86yBWXddJEiNeiQvLeYG0eqFP4TnfaTxKa/6CZd4+6FWyf/2+H+XMA9prx4vxQm75+leclR7Y4cfFEp8cqPbQHvuLV73KEz70MXZ+ko45cHIy7h/sj1s7m+NQeHvMLcXppmyDIwdAXsgE5VX+lJc/TFO9ca+iSDwk50axrrRxoziWMRdn5+Pk+NivXnj65Il5lhd8bI91zPpN2fKoy2d+SGf2Yw+puNBWD6C820Yq79Js/fqv/79/N0hRQv9WwEIBEe3NISKHOcJpB2jT/67TgqAlbcsrg14A+gj4DrbzqdNzjhCAx2JSGeiypK0jQrs+ECoudHVO+wDsrY4FZMOb9soBWq4/2GBUV/dpAYFfdXR64YAFvPIloUs3QNSLQ149qjsLFG3IqB7uE25tqi3gg0NeeeQAvFegMvygpx2apZ4k+hmYvr/jRV25IAOVs+TxnC+UAOhpr560Yxvt8KAdwD7qzenPeK37AehLE33WcQodUL600VffUWdDQr+KbiNxkSyvJS2pQDsbydA+P1dI0PJVPNroL6/m1QF9lm2Fyio/cAFwKVdWwZ9Gqb7UEdzGUGnop0wf/iQvbvPqscxLU/6tI7M0y3rxKq92AhnH9TpBf+m6GQE6jqT2gwtQB9pHDlCG/7K9feTVo7zJy6s24TN4oAtAP+3lDRQXKP/iAfAFqgPt0DDfOzeL2zipH7oZodwxoAxU39LSDz4yeBcBffVvdShvEnj0LW1vO3m+7hQft614L9LSV97IrDxwmnPh7Qsy6e/4fu1rXxt/8Rd/MS51gdxRPxT5as/aX+UD8Ek29W54+J9nSLQqjM2r07GlTeRnPv2R8WOf+9Q45KyWAyIe6dUNKsjoCM/aABvmL7BeA9ZxEv8q1/VEVKJX3GgzhQ28T2WpG2W+NgG+y14DxZNHW2gVP26agY4nvKJHxouNPWt5N3zdpFNe65P5yadfq580nmPQMTK+8Bpj1AHw4KN/K/zVmJmuczBjbgcLTK96DhDUf8Ovc2oT/P75+PJff3f8xZ9/Qzzuja2dO2wxkRTb8K02RJIYRgLkRwZleCMT/WMbfcgmdxnZICplo6e6NrAot7o54KkDdmCyiRuIm5sT4R+NB/eHbjI+Mn7m5z89Xn6Zr7HwglyeLEMj9Mg11jLEi69aMn/o5xLj9zW5S/5W4qkSaWWfxu/Pz0Ns81gID9/XjnyKGbu4rtDWfuql9SfpElx+4AH0MUbEEzLRiw2hfSlfVy55E3ZFR/hhU9YR+hontl398T3jFl3RIV9DAz9xE/2jA7TVLZA6wwIuY8ScQz6Hb8EXlpilLv9pjcHHcAGfMeBGJfzVrv+gT76eJ1DUP1e6IeAXg/AFLTzej18b26VxfNM//cK+DVls9HliCJn8FDcHHcQUUjj84Ckn6LE7fpQ+5kTMYedc65Tq9/hovXaR40f8Srm6xxYXfN22VP3z+5U4OFKF9WRDZcLHv4wk6PgkpjLHkSeCFU/r4TFEl+lfj2FhjdeYCMjeRV/okSedGCy0Qo4Se2zikBsqaeUbnXywJ5/InwjO3NU80vj1Rfq7/oVIDt7nvlYolYnOaEI7LNhvol/Wh8Qqqnp9FKYPgqZPo2f0VsO0N320+xBGBdakxjA5QDl49GfOAsWL3PgBVf2rQmrrWLZ/2bbsaxmAhzi5rKH2WuGnAJQ4WGE9BgcaaElqSF1+Y9wtD/rqJGi8g0c7+XL8XtSBgaGP5LVIbeDj5+NnR+7n36Wuc92LAJ5f0rnyKn8FZi2+kre7o5gVWe+B0AH+wcuYQs9awxrEkxzRy5mAdW5j3Lt7y+vGu++/J37C1bLM0x7ggbZaC6cu9pXaVnHDAYTaeOIw6pm5oXTLNmj7sm3sBIwnlMqgTj9jQnz7a8lTn83t+JsP2Y6ePhsfvPuerkX3xksvPbAdIE1NVrzga95Tj+q0ahcsdSwwbu3H1qW+6FcaY0xy2lbtkxZ9/mX7jH3ZUtp/TR9y2uIDtdFd/MnXMPGMMMs+1NFEACVokql2j5cayN2qsXRZsUS7ZbqHtTprmJ+yU+4x5/ly5dDgE6+b/Il3eUGTrx5LDtfADa21XEnQw7GoNVgxfKlrxZPjk3Gh9gtdY9CofLzHwQ7xAGIfapjJqg7YXrUXFx3cP3H4mjNz7bXXXhsvvfzyCtdxtuQLn1T8VD1rLy3FYd8I747/Mm+7faQ8dmScOx9JW7/z27/pdxJZQQEMqnAZUmbB6mIAlCntXthQzbiMXWiWAE+g/AACiYsBdZ84zoVYSOaHDGBpQMEbROcYmwnRzSUAbuxYD0jbWdwK5VuHLSdWywXwqhNQP/nEU3Zwoax9OT2fgzppyhN8bhLAA8cB5nJwWi4tthLAy3EBWqYdvrZRpH5/BjcN3mhmPNw3aZY59KsgUd03J7Vr+qTlZZs3UKqXj/VGz2k3wel+96a/eW8M80g6E1m4+qPPFx5vpNaLHHy6ADqfbVmINObWJRfHLk5suMM/cWZfqMxCDlhf6vCbeNiFPtZVnZ70FJE7cQDqxpnlFMKz7R7n+kpty0kHtL3jtozJQnEKL9YB2sq3fcZz6XndyV8cR3JkM24eE+mz5Nm65/mifSmrPIH21f62106AtvKj3TdcaitOEwAOZfrLC3hRl/ZRrk2F4tFefckZE2Cp53Kdg9dSToF28JBBe3mR01c7qJOA8gOga1/5Fr9lEn3l1cNj2rI5rK+ify9w8EAX2mlb8qgO4LQOhD7jFZ4LXfQ30aw3vEnFL+2yDdplP0AuL0b/Od87Rm+//fb4ype/Mr761a+MXd0AMSerBwANiTXWG3xB3jUhPPij783G2FHfzsblONy+GZ947eXxo5/+6Pjoa/el26lQNNbC46YQg3KDlbGzHyRK7MOb6xn8aZ86sysMvmSq1TdbbDhlS69F2NybDSkrnvFneCFeuNggXxXM2ut/Ktjj8dEffkCX+ha5LVe/pa+tp2A5fh4DU6Y9OqZeoA0oPegt+6YbO1QNXWh9s7y1J321cTrfGd/85rvjv/7nv1GcHo79vQeSuzHOtY4zt1cgnuZh3vCZ8lTHh75O6c++nfqD37TSyfiJYa4zADek5ipdOYDY043njsy6uX427t4Z46d/5pPj537xs+PVDx9Ir6fj7OJYjIjlPgWDl+R7tpS+dqrNfwL9V30AfMo4AIwdehBPzFFUrK7WW3/4l/Ui+lPPWtv4Bw9ABgleqWdcOuZAcVEKfkmKn9na9upQGUD4M/7rOnrAO7qlrWX4NrYBmtG9dtJnffSPOCW2qdDWctaqrL3UzVpjxMHR1eWZ3yGTd0mpnzkmXlz70QOovfT3Rh1Z1NHPey/ZxM++b3hdxT78sY4RcEm1Fx5N8PQ+QbmfbGK2sD6JjpT5qG61rebv5FUZOWyInNgtU+y3yHDdsoLTdtNaj+iJH3kPUfqY0/KdxoZrs58aEh1RmrgIX8gAaNhHxdcZ+8oioVfef5O2+qKxSL1tK/nmF91WfZanecfX25Gh2OQQmKe+c7An2VM34pbDHfixX6QPW1TNNVDjuLu3i/KYbjxrq9z7NFVsh/RYlWdsRM989RxXMzbYRj8QnbE7fcQ4dPxsOl9NDC/aYx+8yIHVXPP/yE1qP7S2Rb4rFm1J4K3r9ScQOSnnAwDJnr4igxN+4f1S0DmuZ6wDzmVQeXTs1OA2+LPOANSXiT7kLevkxhVPYocn5sxPfYwX77Ty/NR6CHiOiwe6Zt8cXgBjveRLgpd71QY4dpkf1NWxxp1t9hvzR76lfzCWjCH7Rd6BJ99IJr8Uxo9vvP3OeyJjv7Cjey/4A+iHV9cH3/FfdYOvBaFC7KHXeiSVZtUmmdCaHhq1oS99S9rVhzr648Mw+/WGeaFxlj/50OLs5GQcHT0bH/7wK+OA2OfaI32gQUfzRJblEB/w1FxEnvVCLuMI2lxzpg2mm6m60besOxePAvUmA7jVw9Ws4aQ0zEztz8OkF2Br1kl4RYfomWuPeVsn9K4cZ65l7UwZXi5XT8bCIa9e5Ih3+KUN/NYlNLn7qkf4oY9lKmELfVk/iR8hk9TJL7JRhIw1eEMxeKw158mJrl3YoDkBAvsj06vs9Rwh9GOFeSWGCpQtl/UHOeDon+ULWFM/+OCDcevWLX/ljKdx0Zn1gRywvcpJWZcphA+55Smvj2ojZdB63aedMnzTBwNIk2/99m//hn/dzBfAORlWi6TKKLUkBFaGiKkV0F8EzIFY8Cgt9SoFeAKLjgszizt95BwQYHVP/gAWpyx+ODYL+1qf6WzJ7cWAnHfKuHfqQgKHBC/raZ3XC3nt6UILDYAP4EMCwPNiPvv5ZIRHvNym5EGSXvDETpfRU39ZcKNvc/hmQevgMZjRwRdB48QWDljARQfko+uyHR0IVCYL/Z6w03b60YkyifIygbs6wBENqZ9ulibljGfp0IFPuhh361Z9uPmHZvKG3u8MwBgBPuHTiWxeZL/6/Otn9ncOivzpHnrDWzygIfFLI8SLvxtPMs71OD/TRU26RYadZjzoedcEn4AzPO4VTfxgZUzSOWBdxI92b1IE8K1vwKFc+8lh5Fyw9GF9XR/StrzpB+BRXBIAj84/gNy6qb+yqQOloY0xgBc57R33yiMBKzni4ZifOLUHOuQ3r+wCOtBWftQBcJbyAOzlALK6OWbE03Z4RNbzDXray4dEnVgkrmgvn0LlFMBHBvjLPmiXPoMHuOS0sxjDe8m/8qsLUHzw6pfikdpGTgJox2YAXGhpA6+pbeC13ryyecrBFzvHKzHGWqQ40R9fgcHPfV9B9ShUXwAbOtaV3zJ4Hnutx7k2rH1Oe/HI4YefGWPTCA++4IJjuNENqze1ihclbsz6KccPv/+D8Xv/6T9pnt5oI/j8I9wmnWXMl0TPTR80IR8naP5v4Y4rzf2bs/Hhl26NNz7/6fGZ1z+mfn6VRfpvi16q+NqkAps4+OBEdKFIrT52+2r85Tfd1GKKx4sGrRPktrE3QuLdrwnJXK9/9Mdv+EFjITz+hGE7r2/wU+z1u3CUSzXJwf+LMUSmcsB2q971KesbKjEm0alxBS2/ekQOrG2ac53ry7yeSqRFkDqOGiHpKDniu70rPtRV5R1EG5t7GvOd8d1/fjT+2x9+eTx8uKHxeyDu2rSLBolRO2sEOrGp8uEaQtRHysEfY8wcS524buxA+yLAC2BDRlyJSCriQ914ik6qKnaPxv37G+PH33h1/MIvfXZ89GN3x+X103F88kTxCu/IzY0lc+dq8NPpZ1pn7C3kKqE/vqgd5L1Osk/pzRzj1SeX+Tql32No/tU1BsML+tPTU7c10e53HGju9mlCaOHDfGJMygsdSLQx7syHvCcha65jS7hdc1tPTEQXdFjyIq1jB53oSxk/keMr2rGV9dj8xJ/55FhSJzdy3b/A0zcDyvlKaJ4AlCye6FPZB3TivbsjvTWG/fCMhB69TmJ/9F2PF7yJS2kmuj3PC0mzLzwfZqyjY/ktbSRHL3CxaUd1fhmRn/tmjrL3wHfMS/CWdPDrHgsc+MbH8jVtwoOG9Y52ANqkrukZD3ksOlPa7lqvGN7na2Z7SuuvqfVXykhAD5W8rhEfih/WM3DRjz2TD2Y0Po5p8XG8iL4vsI7e4bmuk2eN9HjgI8tD2+SMPzcz/mql6NRkwFpCJr6Ycxg75RfwsIe4hWHmOuMTnuylsYV2fEsfH74aHz7gqK3gMVE/shJzsXILhcUnY5ZrZ+jgnXaVZn9inP7OOfPYzvUUnELsjE9Yf0PPHhya9GX/HrvAh1/lmx494GF94jQ1+5CGtbw+B3JYlrHvfKWNfmhIPIkFVLfYk/sY6qSuHbQzp5ZzP7ryVC97iOzVOAQ849ec5nvn8DFxhb1ZDzKvkEFOghdQOcj1vYdtcJds3hgXjBP6u0E46rSP/BfU2KE+5XKKfLPreywO83f3dsbtu3fGkyfPlJ4KR2ucLri8+8i+kYz6gQQQA9i8GjPmNfMC/v83gA2ei/rzmNAopSnX1+Qr+20DdJItOY1hKaRW7GQuZh7yFN3d23d0neIpKI2T6NGVOSvG+pf5Ylp4w5k2dyOFOONrb1yHss+I7OgCtFwb7WPzji3QZPxZT8XRAxL+tc92uRyeGbRA+4idAlpYD+HT14PM8Eiv9cnyGP9aTtrNSaK8/qi/ekQOcQgvkPDAzOGnRvq8r6NNvt+Q3M4lvzBfMcKhj2mE5TgQDkCODqwhRGY/JLD/VM9ar/mp8ePrhs907T7XuMHuRvP9xnjszZmL0gAdGS8Sf9MGwPqiF3RpkDskQ0X8QZyyNhGfz549G6+//vq4e/cumN5X0A4vcL0uwhfh0j9zRH5Cf9WXeMxVbAjQ1zzXfvoBzxPRANi/9R9+/X/+XTtCioLkgZjBVKQSx6Lc0BaK91yuFKc3iJKTaEdh5xokB7fwwSle6+RJ5mw62gmg4pHbqcrpa9BVR8qFGl7a9lUWutShnUDlVfxsRDKg51pMKbEhYDMGHjRN5Q8go+CL4NQTPKA6VP/SktMHXoMa/cBb2l38toNHKi9PIAUlAeSJQJv6HfxsINBX9G5TGT7gwYuBh7YbNqD0QPRj1nNh7TIBv/4JB/3El1YmEo9wo0s+WYieZ6cnvhDlgJBm4SuBx9T3uwx08To/OVH79bg8P5PPr7RZuRjnZ7oZFA/E+EkqFdi0euOKfGtBFKGH9JQcishl/BgFFgk/oQATJWRz4cQf9T/QjZ/xBI2V8Mg409a4wZcAOI0R+ul7kTe49SvtzWknh6YJWdWjfeTVgbztxAxlgDr8yEnAizTkjbO2UyYnlZYyAA34QPuIF2zpfFrOo2Xs0g4OCyD1thfgQb03PODX59WJvD6kjozlnARoK22hvMFpP3X0oV5agHrlQUedcnVpvYm22l/80pcfCaCdMjT0l45628pTVKahnKew5tqmAvFK+epyHUNN1aHrQwG+0LStekLDvGdeUK789gHlWb+Fho3k+iIcu7JeUM6FVHLV//jRo/F7/+n3xg9/+MOxpxuiQnELlPkaGvwpW5ZsZ16zQmnlHjubWq82LsbL9w7H5z/3yfHgwaHWBK0Z13m/CDT4zmuRIDcoGYOMkWLIPo8fwBeh53U+dFj7gAswNgPBiI61X+aKV8Ys/s440e8bp2lafQugg/2om+nGFH6oTIN1Ch+uReCxuVvhiB+ALiSA9a1jgYyOX/3oQxv10YY+3KygB7goHV1084C9MmyDl4Zu8snW3njnrbPxf/7J18bf/e33xv17Hxc+G3b0BpW4i6nIoYAVyEHevwYrvSWnOrY91C2Ti6+3pcJTfVt6bevGd5t3EG2djZde2h6f/MSt8W///Rvj5Vd2NB4X4+z8mfgyFn3yJ/KQ1fWi8w7+U5TbiruMzfg9NuFXgDobZ+rMT3CQFYBv/N31rGND7vGY/choH+XqRpvHRgB9+7mKcYhQu5Z+Nl+l1GMHtNF/HQuUyWsLQLn86EM+bV3D+4sy1OlDPmVo9C/zVMOfp4e0Z1J+cZ6v+hGuvMSaa6qv/dIPnkDoI7dgvNVGF19vjP093u2UJ1J8Q6o2fLh8mXt51QfkQFaEqaPmPXsP5j8vrAaIEzWYplCdlJkaXuWfvuAQA6x1jBt1cgAfUTe1cvZm9iVNAqJ5e2fPLzD1WCDbPLE7dHgE/uwlHS/TR705s86maSzFXtp7iNQ+9KG+tAO87qd884tYtZHQ1/5wWTZJUPHMQ+3WRoMLL5eV08cvliHP+0SNO230G0dQOzpGjdHA+jpGmbWK+PETTBo/1ljaUbUQ2yPHdmqWRKeps68BqJcxBQegblpkoOPUi/bwoVL+mV/0rejkW9oYc/CjM/KiH/TgBqJL5xTruuOBP2QsfAC940HA+KM/9eq4XKdqDznySZTBrT5A9cAr1l1/6O149RqeGLO/RcueoFB/QUcfvKpL+S5lYXgOx+wB4REmU77zrAWpr32KrRtb0oUx3tCaubMxPvzqK7b9vXc/kO/wGe+CUveUX7/XZvL4unb864dES93JPS9nHZ4+iJr18l2ukZETkCT9n9jzhBSwvXjnnbd9KP3gwT2NGTaz90h8xjfT7+Jf3pQz19bjS19x1Sh5a6Ct9pcXOUtaobzoy3wPh9KQMn5pn92G4has01wboAOW11hfExVT1mPaAV7Hn/WDpA7V8Nzsn3rD17Ez9e97auljv8t5AmsT/fa78K81eBxO4fPnvCOc5ZgVqBfTfbMOCgft27pm85P4T05OnXuvIz3AMxehh93Um6uy9OiPvoS/ALyU3O64wjaB9ZmDxBzkQ6JXX301Hzqpz2OlBE3GH93WcwWoz4oLHjmylnkBOseooHS2X2V/3cw9AhrXG6S18yCmjsLdnNBGfx1dHMAX6gkVWCVJ8AGXP5S1IqIBZ6lonQdQpp/FEx6oxiTv41PUoakOyzz9kUGZnDoA3+ICtNdB7QOfNte1QEJZW1ikujBjF20AbbUHntXN/WJQibR3kRcCDW4vHe3ITWv4ArQteYP3oh0A7e5Xn9sWuGxgoOATodgAX8YpfMCpzpWBjdgFlE/7kOGFRn288I53cMDKT/FMnqIY19ooSpAPcPi51KuL03F+cqz8fFyen3ojeXF2Oq7dfzEuT8+Ee+7yldqDezaupDfpmlz9vEvg7FibT/GElkOka7Wfn574U0o2NPDhk8JzyWGkuACD159KRS9/aqINDD/Re+UbiowB/m5MkChj9wrUhm/qk+YtB2XtzyZvCJRDW/72pxL+Ri7AGC1ldhzALx58Sle80kPbfgC6yiN3DMz24pEDy1hrAsiLVzoSvGgnRxf6qkfxAC4i1Qeg3HkDXu1Cv9pOoo/UcvkBHYPm5VUd21e55Es/AJWFfGyAtj5oH/jNqzNAGTz6SgNQt4+nDm0v3Yu8qhNQfgwQh7ds9LlGEpt+4gRWwgHdfBTd5E3lSbly/zUdAdqQG1xapuzZR+q4VL/ahc61p740H1/7c0ClDrfz1NB3/vmfx5e+9CV/Gt15AHR8qEuKNx+UHZ9K3qcKVdN07O9sj+0bXUy3rsbu1uX4qS98drz+qY9KDw6HNA90wUV9r2uiwV+2XcTmP33N5lfR6/baYmkIhFCJNmzlE/T6op9c4gpy26CcPuwIL/L4ifc82RYTrOMJoMy4Qge0fTWfRbMaS/jKL/a9dEeP8ip/yn5PAvgqd9NGmTbwOCwDiKXcNGEDeoifTDE/OYGNzukp72eTjzb2x8NHl+PLX/7O+NKffXPcOnxNeIfe4vJpVj7Jiu74zd7DNsluqp4A9QLtaln1WUfsWqF03xE69lO8vJSo29S47O/yqfzx+NjHb49f/jefH5/65P1xevFEa/7JatxqKwBvYo+chLzGhMdLsQlN17HiUsZ30sB81rCOKz+JJ1xvhO0Exaz82PGMLusx5Vcqp9mGrj+2E3niBW5uELPOMqbQMl7shyjTDpQGOeAxhuyboj+y41/6yYHqDtAOVF9y2yUdAPcTJILSI7NlFYTD+HHAyNOd59Lj1NdhnvqiHX71Ue3Dx9UdW2Jz/FXWbNptt5+a1FxDb7UlPqUDOMpLF5vDkxygrMXH6wg65Elj4TBuiubVh0aC8mrdY6l64wJe6Y8vaSNHD/oo048t6xth8VcbNtHnn2hWfuv2bfNhb8jTZcY2XxfcF5nhA8DfN0qiIXHjRI6P4A3d6hCJmsr4tnqTA6ZRX8oaZ/MQHZ/GC/yUt2xwDIjX9KR5UO5NOnxcVhvjyRONthde9g10ymsHNkXstC3jRLIflXpAwVNp9HODzZgxBoBQ/R9rfmlZz9wuYEw92Cr5Ojr55eB42qs+yng98bUeW+IXfhd+V1/4FNCvutJXuVln8Md6nnGPhP/Ap6+HUZav3HLVw1NCjX3zlh6ECG3MY/MTHvoB0TFzirFtbDbRX7ngLEFN1o1+nsgHB93g42ucavFH5Cx5pH3tJ/gAtMUfwUf5fvBLPX8B6jmMypiwxgHhBW/WeZ5Y5hc6ka15cng43vrhu2oj9veFK9lcE1mjp9/QrTYTj7RFxlpf6zaBtmUdf/swlridf13zwEU/85405Cue0tnaOxbUpqsUY3wzLsfx0dF47bVXx+a29JWOkStkZClljqzXYvtx5a2MQXwT+UB720d7eaxsVX/byZtQtLFWoD20az3AK20BNeAvb9C9Snzo5rVYCL5Xnxr2A4HKph/t0c7vLdPYU64d1d1wDReNnfeENHAvK91UZqpB57FnMXG/QDSWEYJVe+QG0KP3I8RJ5qtix2uC/CBbQOf6/ejZ0bjW/LsUzZmu2VjGfav1kInWW2sQ/GPx2le2lzkgXqS8vw07xQXZ6u8Hhejz6NGj8ZnPfGY8eOmllR/qO/hblvjWFtqBrEHhZ56TzvjopbbWWSfIC0ucrd/6rf/w3CHRUlCZ0EbeTXwVLKN+AudgkqFc2MqrwdlNS5Vy37zI09acvsqu0uSk4rSt+AD4bP7btgz20gCUkU1f9SMnAbTDC7ylvOZd3Klj0xK/GxvaSg+uF1m1V44njQNQ+mkgLQf5BJcWok4qaJp4/LxQvSoH/tWfnP72NV/yAoc2dFvaqK4VDVCe4JWOPl/wRdc28vKjDNDPtdhfF5Ot52d8v/lc92wcEOmCrvZLbdq5Rm+K9vT4eJw8e4YwH+yAd/L0ifs4HLrRxZn2i1Nt9LXJ7EEQaUP8NjWRz46PvLhy0HQsWnAtT7jw4pduOJSijYMirSTWj8nNYRMrjOMUG2Q6k5ZJz0WCCcfi7qcAkDFvausD28zN+gTa60d8ASzHidgHOjYAeXEol0fzjlf7aSNRJ2cOlp44raziI6vjVl7VjTZSF4vqVVoAGvqWsJRfXHg2jshpr5zikODH6XhxqxupbeVNKhhH45F3V603wkDxX4Sl3OoDHjoA1Cl3jQPqyyb620Ze24DyJYdX9afetREoL/rpA4d6daFcXciXfI3HJopPRhSUvlHU3MpBuWzmiiMwb10qAWiWvCiTk5ZQuW2nDB/w1fucDrTVD0BtAB8Ar7TwwX4eF2ddM7+59vEo7Re/+MXx93/3P8ahNnvWYfKqLPtQYqzb5G3wpn7Dm8ZNzem9rZtx+3BrvPryrfGTb3x23LvLp4o8XShedgW6msPUM/ZyvVrJWbkk9tIPKNRUZzwztvYhmxivCaLXH7p4DMrXbeu5Dy590DI3O97gUAao49dsKKMMegDwcRwJl0MY81WffSV8sKqzZSx4Iq/t8F3rlDUDt4Qf85UYA1/roGIsT1vhG21YfFiyNQ72742j4+3xlb/+zviv//UrGttXxs7ubaHjT8XBYF6y8RFjKSZrrCuxi64AetTvtkH16oxPid/2AdEZ2iQOO8JZcx9ccDak68bp2N8/G59+/d74N//28+OTn7w3zq8ey3aeUoQ3c4w1I76wv5XXZ5W59KXlCKdp6V9/0JIAMy8gfELL3mjpb/ZG5de1hnLlZTO+PuCBp8ddfeCUJriJXXBcxjX6z3Ikm0Q7/ZRLgwx444PyJdEGLTjNWwbAbQK3wE0ZOPBoXiAa+IqIS7qOnxw/Gzu6hm7wNIBw8ZOc4vhAR+yDRzfrtMEPPdb6Z71DB78ngnglh5fUIn75egFaQAOAW/2qO318nchfMxPPPN2sDvmFvYDLxK/WGsOkqy+hocVl8W6OEsjwTcCMDWjqm+pBMvCrNu5TUXS7u/11tsy78kQXr/mqZ1yet82xwn5I9ditWDUecqbdsJryYdvxJQcoQxsfMwtrS+MU9+QpE19uaBCAmQaaguuvywisi+Y9+bLda6TaLX/Fnzx6FKob/dW3By9cU/IT7YkTaJ2bImPC2ks79BkUdwrCF6CrvKtnzJv2qU7qk+X+YEZ18I2rtuiVvDoDtCVmMq+hI5XOoIyIJf4vufkVPQdEvk+QPvjHPPiAQ+jIYA9qvajbzswXeKzGb+rXRD9xUrngrfDFGRxuvhnf2JB4BdgLQ+s98ARw6IeOHN95vCfUl/WNlZ9AO5AxVDzprz6C75oPeOgvv0p/6ykVfC26tTdeevDyePT4kfwmNF13eOmwOTPu0/7ajB7VCX7UC9WzPiuwrrat7dzUF5e0hMoBPG8cKqH1wbb0Yg7lqdeNce/+PdvkQw3WZrSXn3Iosfatc2Jj8m9bfcMhrpqc3CxY4pLbr8Jd6aOUcTaX5/DdtsILbQ5e0ocfQxu/EVvgVq+WwafMeEFvGaKBdikH2zw9FV++RqmdfhKyzJ/WkPj6AR1gXKkCDvIcR+Yvvmr33kO4Kx3FH4B37Se3nkhBD7UhjzIxCl/uG/k1uq39w/GB9q+6W/LXza6h03gRb2ISnsgRTX1XXdMWn1kX1dum/6Y+sy4gdtlHfPwTn1jN1c6N0nkfq/p6zpjVijfzC1DxORyA/o45aeVrMSBt/eZv/rrfSbREarlIAHmUT5n+Kkte5jgfR63qyosLUF45Z7Yt8SjXoMopoHh1Iy9PaOjLRv553ZvKm/7grvUg5ZQ4+vlgYOIjwwc3lEXXAzAGjr6m8oM3QBk74AEUz/LUJ+tEs/YnsOonoBftavGj0/UN7dWdHNkkgHqBNngyOf1JEIEktOICtdGy9I+LkL+jTOALvzoAXnBZ4IQPj74jxn2gia0Pu5CpBg6F+ETCB0DHR/7loovTYx/ekC7Vd8OmRgvmmXCu1e8TdA5wtKHkO6Ub8uf1RZ4IOjt5Oi5OhOeniM50gygZp/kpTJ4kgqd2SWNLPC7OOEw659zeB1LoxBNMbATB4bCIjSR0LNQ7so1DBz6NxDZOj1mo7BStEtlQ45M5eeRTLqZ8GlV/4i8czBh0fOrbjlPGY+3bHhb5V2pUB+jvJC0NedvJzWPyJiaoU6atPKBZXRzhveDffqC8VXAOD+KCVDzrqjp56SmXvu21r+XqSB08eGAD9lOmrTQtVxZlcFsmB0pHDh34pSOVpjzbVr6t0wdOoX20V5fi0A6QF4e8faVpmXbogfIFlna0jRsiaNpe+uoGDeMIRAYyWQ85FIw/sxFe+iG0lJd2VWZoIqPxU32LI4t8ISbu6Q/f9BW/utJODtBOmYNtHzoYV9zUjly+HoLN3/jGN3xI5KcORe9PU0TfsaosBYsz6CMroewLOWvVNYfKx+PBnV2/h+j1T72mtYNPQjkAQX7GJn4wK7XFR31qCGtps6TJP/5KmXiNfdOHNjW2Aauv7KqPdTZPnMItm/usvevrpa8pouUracaXLqylrL3QRa7+m0CZjcLsEB/mtfgpLuovKGWNy/HTnJPSC5kk5FdP+tKfduIAHejrepQw0rqjMfBXpzZ2xvnF7vjud56M//aHXx1PHt+M3b0H0inXDXDEXnzla2s+/WjfRj93MHb68/VigvcO/IE748Y+lh5ZL8HiP+av6iqx4d66kS2q7O4QxyfjYx/dG7/6a2+MT7/+kui0kbvmF3rwFXGo6zMHFCrDB93wX3zPmr+OPfqYd74eTn/iQ8/Fqb//V3tiKzcgvOsFiE9zUANONsnCFT38+gQvcjom8IP58zplngGUaStdx40c/3J4Vj60wQMa4s3jy+Eauqhee4JP8zrPPgcusY89EWPlOczdGLI9Prl5RKfsMTKPHFuio8w6xU3R2dmxsFljpKf6kY2/+wEYcjLmPHmSr+K1rfYX8KVz28gvAUpPyepXIn14t6Bb5shVwbx9kKk6X2M5Ozt1u9cZ2Q1ebYIXtgTwu/RU++5uxqhrZGwKb8ezcuZSnnDq+gp3uPQ/+Ui8+v4h6PkFM/jy8I6qPjhgjp2xX2FMNR/EyAm7zUP49hUEqrOuUvJYMB/Bn0AZPWzbbLeP/A8faBzFwzdXaru+zBzIO0Szx5WiULk4OTj3PlE86SFvrDJWckT4q9MxqwJ6Z54x3tGDgx9oo3tiwjxUdm6BwmMvSHxJlzxdlGu/lDRNIPPHYyY61knwO79iPv0c+Or6Ix7Iwa/oUD3tJ/0jPhpbJKA6NgfX+IKOO+B1S3x579mLc59DIVFpmDNWyK0OGGxZKq8P/uJD+OfwOfKrE+30r+JiylnmAOuC56rNy5NZvI8I/+AXaOHDL5QxLp0HbS+vymNdK2/y5+VnHcJ22kwrOmIaCnDV6LhDG3j6uqxOcZprDuOpeabEk2R3797xfuL4+GycnHCAKb9oTbFvuP5rj+T9ryDz63n/AehRO9oHuG2Wqy/QgxYAmtiWOnl9gdaZD2o3XzzMYeDeuDy/Gk+fPB3379wZd2/z1Xg+9MqTN4x7nmDBr+g09dRf+/HJ2q/MldiAMGRQBsdtFAToZH3Fkxb62gZ3WnOQY3RY8b/lYxNV8xOAsxpDVepXEjoD8BKG5bEGcu1A/37tDPuArjeBjL8PvZClxAdjrB/IzNSWffpDjq/Z0Grdhx10WdumrmpHN/sRGjOIzrFbKOoj4VeveegoGnfjVyVelk6dEL1mDdZYPTs5HVeMAXWJ4p1X9Qd/Fj91tczZRhk8+1S51wK1eq+me0wfQgu85xMwZz71qU/5K8j1NTTkAPYiInau15vyb8pcCn3q2Bpc2qmTt4/y/HWzOAooMwIHxcipG3lRRgh1JjV5vnOXdpyLAYXyS1BEGddlGPhRdO00oAq2DNAPlJ6cPhal6LDtcuXRT6oMUsuFlokv+qD1RYKLGYEzdWBw+VvaBYAPD/KWgRd1bB0c5LROX/vL2ziqi2N08uQPHn3lyfhQL1ReLnxpX8vMQp12/NObklzw3eeck275yQuwFm7JIFBZyGm/uOh7iqInizPAocuJJgzf5b8+5ytkWqlV5m3+V2dn4/I0+dX5qQ9zjh8/Gbui50CIp4C8sivtSIlddBY/vMHUOT86Fk/d9BFrauPrZ9p1is+ZNgZjnB4986HR/u72ONiTbroQ9ymjC+Rz0Ts59tfKdrTR8rsHdLG7vsoTS+Ch/6bG++xU+vGoLcOOL7UpY6fGexcUSXOBEw3RID5eBD0+8rX847EU6cqv/Cc+3lioCI43jNx4YL/6snlJGcCvLTP++L+frDKejeGOdeOoZRLvyyInRtoHoEM+jQmQ67Yuh2OTL3TgV4/ETxYfyp1vQPWsHOrkAGXwSgc0xweUSb2RAZd6eVLuQghPyvhhybN+qZ6lB5d86Z/KWPliIasADgB97Whe/gA8KheozNLTV3xS9a5fAcrYDm3x8W39URuBzvXUWdN0IdGmknnqhV9/dFVXHyAQZ1z41NHxKQ90Dd56nSIHrMMuY2GMlR6k6gq03nLxaidf2eBT/dVFd9rLi+mfPn06/uiP/mj84Ac/GLt7e4jhn3nAnwRvaPg53HhBctTO2sin/2ixJ9s3r87G7cPt8fHX7o8f/9yPjFdeOhDOiWRKV9045BCm+sGFudu4TiyknvnJPAfWm67gxu6UZZT7acsngzkI6oZQoyfczlPW0sxB89F8pzwXmSknNrP+go/B6Ntxog8aKLgRpu5rBMLUuNzcNNWX9tksMzaUAXISsYP9rEPc0LIZ43BDTNBO+VxzNna13t4Z731wMb70p98c3/jGu+Ng/4Fu8veFT4yyrkgfJdYSfGQ7xNtxAr+b2EqVZISZt07MxHfwyriwVtJWfLp4OS2bag74ry+eylfH47OffXn86q/9xPj0Z18a51d8uqxrkuiwBEJ4erMoHeqH+sT+l+huiAGbIRp8b1+yzRRt58rSn+gGb3DX/Rza5H0Z5FxTe5PXee4xFJB77NHT+4+0EQPwY5z4Bx03xvAoeMwpiAhf4fO243uuN1xHrCtxp7bITZwsdamt3tjrAgs9LxGFjAMhqLxH4Cs3qtgvytkbZB9IHHC4xYENTzTpOnuta6zqG7xEXsieveaXddaHLHLZ5UXXR/TCgsQOONGLvsCO1g3kqVH7N/X7vRTxd/agOTCDnrx2An6xqXhjE170NV0+4ubFnsSPtiu+jG9MuuKVr62q3THFXIqe4KEDbLI+x9bQZo7TwLz0YZ18gPEcHhJf/OKXyPLpNC+XFt/4INdHUXg/osbEsfxCmT6DZKELImlz7KhCmTbfbE0885t2GqDDDvRU26n2T15rZSP7J3k6T4RrjBuD6CYGSuRhAz/sw9+OX3xFO3GtnK+UkEMX/eLjzD0OnjNO8WvHInXKV449YvVSe5354yqKOXDQDX29/s948RiovtJVgByK7sPzku3xnDpmrZrXej5MUMqYZpxJja0X8wLlziccThc3k1ybwU178PA7uPlKLHSszehHbMR/4CPfL2CmLH94fWGvTrvq+Bu8tdzQsQfA112bQiv/q8/XGeGfHB9bD3C859Af1zfjmTZ2wA955UGdHKAdXPoAymu/rH1DG0kdlkUfH74SuX3BcMcbmXzFrPcbnkOmvda+f3e89OCB5j4HqxvjybMjzQ+e4NwZe/taj4TXa2N9SOpTSylnj1gb1jiSs2iLnrGCusvq73WaMjTktl955nySDyhEbF0UCKymb7/15vjIRz4ybu0dqIbPOnfxmZIiO0+PZ86QzHfyY9q5SfX063/8p4TdriqJJP5e4IpBdFE7evvFx6wwogsNNmb8wfF8cnvsJMZqKzkQGWuby4dW5ObDJsnQ343Gi37rKUN4ATnjFZsoQ4Mc4oD3lp57n8EaZk9B61iQ7rp28NXcS4igvUIWJmouqY24Zi9DMnvpSIzgYbq85s48r0eRbvqfrZCf3JdM+tB1W9eeM93nHkufY61Bl+hoTsHztcD+iV+wmbnj9cXjkAOn+iw4GXfw8CvXa/yHn4+OjsaHX3vNP4nvcWJuiga/Uw8lvkhMsu7GN+EPDoCvoKvcjGniftlW3sDWb/9Wft0MxA44QJnAR5kM+toggL71BF5PZuNMtApa8qSMwsZXubyB4tIP7orfBDtD+O2v4eSVBQ2JstvlJG+4hAcO7OoYAD52ypS1lE9QUWewyY03cSoLoF59a8OyXF2pl452+BWHMgmg3ze/CkYCBXqcSjs48CKn3mAptH3ZplbVaYu+/k45AalALS4yIMnNTuwMLoGSCxJl3iPgi5dw0BH8Z0+ejicPn4zz4xO/VJqne3gs7+rsyE/+nB0/1Y2cfMAoXOqCrg3ZLuMi2/01Mk0yDmPy1TDdSKpvVzdVfB2NwyHKtw8Pxq2Dg7Gv4L97+9Y4PNgfD+7eE+4Yd24djjvqv622O4eH5sFBEHQcON063Jc9N2OPX+eRvzg00giK/4X0PfMG0e820iLDk08+0FKdp5suz3h/Qr4y542Z3CHT8YzjfGdXmxkVeal2n4Rwl/wFIjHecWPOZKwzxo2F3vSB0zagFx7GuJt4AB7LOGoMNVmHiVe+5oXgCZVhfIYa3FlvvEJXEOcVP88rlZe60kZ5qaN5i0fzlgvUwW9faQHq8AQqo4dT5VEc8iVf2jofl0AdX5KXN1C9yXuYAz/q8AbIl3X6i1P6AuWljuVdvB76MSbtJ1/aRlt1XMoB6Ov6i53ruAovyiSFrKF05OCQuq6Dz4XkQnOAOuL7xEV5LeUCtGW9iK4v9gOmVc5FyWOBbaojA/i7v/3b8Zd/+Zd+WTl2Mr/oq44dP+NPvXLBy7qFZ3bYiEjPnc2rcaBp+Iu/8IXxkdc4tEB3zXG/CwWdGh+RTZtlIk8bT+TAm7rlAaBblmhlXscCPHjxffOCv7Lim0+1qQ8cboKme8RjvabCp37KDbKLaluPXW9m0As/AJRNZ/6Z9+SM4+pGXnXy8gdcV6r+KxmCtsGTMrLIfd0TL8uUI2DHJ7Obm7fHu++cj698+dvj//zi18bB/qvCP1TsiC/DJFbSfMWzsiqPnH6qK31nHQyu1eowbnyQNnJa6faeQXy31e9fMlPb9SXvlDsen/nMvfHzv/Cp8fpn+frbhW5mjzw2/Dw+77Hgq62+rkpuYWl3oOsfa298wPxifLmxq49ti3JshJbE9RXclDM+6F55tDmupTcALX0v8nJdDmXu0A5N+/AEm2TkmNfkXV6RyZi72WVg1b7Agz77gozRSj/1USYHKPsgYgI84NWv3lCHDv24QRe6Uto5KNrcuFKMnAqX3bbkywb2Nj1AEab5NJaZF7UZ2ZVZvfgKlg+HVN7d3XOMakT8x7jlhiK+W/JAP+qOJvWlXXEmHbHPHNTFWQDtxWU+k6oDfMmto1L8JNmSCY79MMcdm5ADjblGtGGlm+j8FAv2mZf2E0LKoRG00BAHMz7ol1yAvsRFwDqyD1EH5cpYHpit8GZ8U175W3+xh/l3419fQgj9zDvWa4A+8MoPM3pYRjs68XSI+WuceSKAuI9HQ1t6eFMuoCeHP5URntHdays+FQ848W4rcmJR0lf0snBVbgKv+qSNMUpf5dBWOxgTroPxb+wEwKcffUhr/sKa9SX0Wr0C46/tBUrj8cUXriIzuvngyvrFD8Wv39qWG9Po3Ligfckf/wG0sK9vOb5MbFVfucI02JAxUHtYGeq3lpe6kS91AM839P8KsL6CI3LnxGZ5lQf+4DqZay0gOVK/9yP3Htzzk3bPnmrdv2BtONT81BzQusOaCQ488C/lyko5yVzVBlB3v2sB6k7wEBpJ0p24P8AHHZPiAuUN+IMz2bTD183kV9ZFntz68IdfFV/JJHZDppw6/PDfes8FP/te9hX1XwMfSgnAhdQ0M46s57xQUG97Da6sAjLx/xJq19I+oPENPlzohx85mPkarXDA41oADosv/660JmCv8P3UquKOAyI+hCDf4IMA+U9owtkc55ei3uQXVRXD4rnBk6XsENV2wxxGBoftKt8oP5dOkIC/ofXtgrjkuqE2zPBhDTqpTlvixapJFVmjNr56D86TJ7rHVf1MfkZf7uXAA7C0dhPDSx8w/vDMuHRuCE977wvdh7L28O5KxNHPnHzr7bfHG2+8sZgPWVvg12spAH5paLPPrVTy5Xq71KnQOjmytn7zN37d7ySiAajSrYNEeanAi8qQOglNL2NpWyrTm6J+Uu6FaPaXJzlAH+U6AEAP2gEcSnv71gZlgpaP85kYMBwJrQiMR7n2sZEGOlFMqzZ0IMpZWMFFFjkATm00/myjv/itF6AHfym/+tdH60U8/JdQOnDLu36lD161gZy6b6oIOvEFR1qYV3WHlg00p/K5OF9rk82kUdnui20shXzHltnpn4nVTDs/OR0nT56pTZtx+i7OfLDCYdDN6fE4P346btS2oTpPB+0Ih8Mh3iOkLdV48uih6Q4k//6d296gHeztjlv7OQw6ONgbh4f749VXXxmvPHhpvPqhV3xYdO/OnfHSg/vj/v274/7du66TH6rv9q2D8eD+vXG4vzfu3b2jm8Ytl3eVw/+e+BIRvI+Ir7cpEHXTsTHOpS+/hISNvNiaw6OnT57I1xwknWsxOhsnpyfj6Eg2afXAk6xrbH78eKDs8kSXr+VE/nmcelHDzwDjQsL3JLzLQsRYNlYaE40FgD7jq528sVRenTfowEYbcJtyNhjoAR4JIHecyBfEGp8Ywgs5PZABBzkcIlRGcSqX/sZWZdAGkBOf4DfeyDkooY+EDqT6Cl7UAegKtPfQdNleQJ/SLQGZAP3AUjfwa2dpuz5VX4A+Um2nnXJ9UJ3gWT2WPNvXfur0kXeMyenDX9CWL1CaJVSnAryhAYyvCyKAX0ubPVo21ayXXD8JEGKWA5OU1zY3dtGt74+ivTky4b2UQRt9eVosNvgTTvXTxwsbeYrom9/8Zn6xQX1sdugjAeUN7OzMtV91aYyKMkpzlj7ed3J5ND72kQfjF3/ux8f+Djw0d695wXLGm/kAiKV5Vs/kjYHcEFBmUkO7HoN1PK5uGlwvbWzk+oK/+GR7e+oMLmsD/ut4Lv0EwKPjBvCyfPoqH3z8S1z0OtX+8JAOkoHOS/vK9waTVEY2+lGufeYj/NLRlzGb9mvTEh5b49mzzfG3f/uD8Sdf/Ftxvyted7zR8nVVLfK86X1nQTb5V4+lXuCCA3r0mXNN9dgUfiBYJ3jKEHHSGk4U8DSZ5uCVrntbZ+PlD22Nn/75T4zPf+HD49btzXF8/Ei6nQovN8Cs6d7goS9joNjs10pIyGCMgOj5gr6oZHVY4/acswH2vBGvqfL0K2PB15fOfIhh/ZEtYJ3v9Rr+9U/HpvGR9sQLcyQ6oID0yyR2nf7aUEAHDtDsZemh/9SKgllvAOi4RhBP5dP26kTO3IQG39FWOXmKJkbThu7sG/JVpMw7niLikIindtY3MxkDsTJAg0x4O74lj3HhyQjmbfWqT3yTItuo82tf5xozbjhEZlxuIvpVtQJl8OHNPAKIB8tVmU+N/VSMatQZO6790CznfnMAWmzGduKGm21uYioHQFf6l7oAPcDCfXwVhieJfKAiu2gztWQRW70B7vqRpHFQP2VkoVdlgocVtCEXnPb7hm3SAbGWMYie9FG2v6QjvexvAPj6PY4CeIFfOtNwGDh5AB4f1XlZ9aXGGDv56fOuUyKyjdXFY6F65yDxVV7eWwmoJhErsp17DnnLeLY1tnQMfH1Tn/V0Of1enwxru4GME7iNbdrn/JQNvS4C9BOvL0Lt4Wkh5DC/sNuHPBpL9MIvXV/rS/t8ymXOcKPMusrXDlElTw1FF9sm2dExMinarwLa4eVYEH76Q0s7sJzPOxprDin4mhl6WMfZz2Ev/hea2jsX19/eANa40Y0cgBc+IkdOIHEZO9dyKC/nC19HTR/7F76al3hgTTQX0zD6mkeOA+YjL3zfHzxRwsusNze1nqqPeYkB0AjROlCun5DXOlB/rfymNsaO6464mMdNTEQRJx8kiE/HACg9EN3XY+FrpnKeUNnb3x9Hz451n8N9zS3Har62BA/kMfbyvcYC+mXc+eBVNi5lkVtv0WIfcvz0qtZJaeCED3I9xZD4Et+SenAIT+xZ6TxtC03k1C7K4K0hOL7mCqAxPWIli5HTKuu1nrnBOPL6j8uLxPymkjq87+BQSLNDGBzoaD3YOdCcUgzKJefXm+PsamMcn1+Pp6eX40LXhFNNvmca84enp+OR4vqdx0/Gkcbm3adPxon8ei6dzqTHkeLqWLEytnbHOQPK4ZPkwvdS9WvJlhO9PlsXzZNL6chnHdkvMzc3xedinMgOXmJ9Kp742mOgv/qkMQ+4T0Visz4EyIwt/fGbr0FeL2+8B2DOffKT/GrvA9N1zw09OdzxMbIa08jPXmUdl+sHTzqGGWvayq918/mD3/+PwksA0EGiXgYkB5r6Cc5LLTzUIaZvTRN8yp64s1zBGMRFFT7NewECF8VKA9BfurYB1QNoOzJSXgdyFycWaviSADtAkQp+bXHfAo8+aHsyDE9sahneblOqQ+GFXehLW/mCQz9l2gttByxfUF4r3049g5sxoF6c0oCLPPpJBBQbVPQhsMgzdr3IJzCqU+VrtTFe+QF8/YALmv4bl+eX/slqntIhIlkUWTx5+kYzXP/kA9HwomneJ8Rj5mzIT4+PfEizt8fXFbb9M6hsYtGTQyAWBeTxa0fI7qbAPlSOTXwSdTA33PxEM4uNOzVutOEPfA8PbK4P8QM2nfCTu5p8xtXkJAqeHj2TT67GCU8LXV77UUtod/f2tShJhDYi/mUR3Tzv8CioeKs6TrTwHN66PQ7v3Dbvnf2DcXB46Mcc4b+hjSoLRX0IYAN9gSyYHTOAJw/gBaB7aZdjtI6FxAAxR15Y4gLto61yyqe45uGvLald+ldu8YuLTsQROW2VQ50ybbUJWM4tcvAKxa18Fq3GKfjVrXwrg7Hc1wW1cvEX/Yx7+QLgwh+8tlW3pb6UwSlUdwAcgP7aURvaV6icF2VUh44rQL34JMoAZWg6ptgEXWUt6/AFpz5Y6gU/cvcrpnPhX88RWWHc5VrVF6fCd8VjM/ZWr8pEP+rFB7dxUVjx8UY4Y8TXH4Vsfb/xta+P/8//9r+Nx48frw4L+XoqNJUP1Ba2NvaC4tNrotr2pB8vrD7Yvh639i7Hz//0Z8dP/eTruqbwXhHN9U3pw5quCctj6kBvOsuXdH2TNQ/oLy35uzUCbhDpw2fGtQ/m3ND6pZJt45NA6Pw1gZmf83UIoUCXQ6r1tYANIpu7wtZ29AIf3bjWVD/a4Q2ddRd+b2LoB9igetO5GI+OAck3LBOWtlN2Uj/8y09NMHWdUd3dvTPef3g63vz++fiP/98/H08eovM96cKj/PhpHQ9s+AqNicpymc1ey1MeQFv9Y3wOFybdqk1kfA2B0eJryRfnx9LtZDy4vzl+9dd+bPz0z35cG22t+edPhasx2mDDphuuayIoNnYe1W741lf0c61jAwiwaaWN8evNCfF8qs0n6xD2Qcf45Hqb6xMyGIOCZS3sYA6tYy428wl41z/A+Nrwtn+pNzwSL4mL8qe9tAD1db/acYnaqNPufYB4og82GE9t3DSyeQdKT+74g5Hb8YmLqzUBnzvUiXXFPzd3igKVdZPn/cuMB/jJn9Ehvs9XbIiB6Mh1VxJW9lc+sb6hmz+3bfN0F9da+VGDiT9ELT0yXsiDF7bhP3IAGzYWuvChll/GfC4fE7/uSzwW4NPUcfeh98RBV3RmjOiPHpHlmyISDWonYa9fuM1h/bbiBt3tO9YP8OR3GmSLn4awn9Yb+PqFMQTy1d7ox/uDaK/NJGgB6zPTDjfRjqP41/pNPdnb8TUjVbw2X8k3lOuTFR/XUueagf0aIR8K8SJXXuqqCMi4Td/lqXRRouu0A0BP6ulLXJBclyQ/iUaJOFPOVwP5UI/Dq8Rj4hM+nv9TO3gAuNj663oQnsRx+usHYXhdCKBz7JRHZducI0rlCb9lXBVYqaPHpEcugSq4hF68a3ttbNre0XyXbZs7ujZKjA+JFeeOLfwgHuuvxDE3WQfiOzFz3vVlybc6k/ugnLgQE2KYNc0fjE4/gEPa3SF24JNxmcvgv4DyJwfgUd/As/z8QnnhLH1DO7HKgTr7ceqsQY3f6hR+ubYR36zTfHC7qSuCDxuI57E/njzZHH/93787vv3Pj7Wn35Of9sYFiosve/zq6Kf1xB9+5Y/sAmX8yN6Ucu0Al6m5KqsCGXMcoK0yLjWOALzb5vveLeJBdqq4r+v/ltbIW3s342ffeH188uMfkiy+7XAi/3PFZJ3RGsvoT7nmM3OubvVjZRSot83fdHihn/VvCfDw4ava8Q1QHrZf6JWrktsr9/lycUK/zP2Bgczn8Jh1mlamqy4ZWgt5cbtyjS05T/nA61z3nhwgPTs68bgdnZyMU7U9Ozr2Uz0nuv6SZ17kGmumwk2Z98dx8KT5IoGsUfiNHF14BcKh7vv4dgpfYWfvuq82to77u7reSAcOUlkSeThCN4PjWvetT7U2/rP2sd85ejqOxfhc/bLK4w1yYwvblzlxnq8Qrn1jXziXr33t4kCMJ6e2vAZwT/lrv/Zr4xd/8Rdn3K3nGestsc2YeQyn3I5H6y9C5bO22U8ToCPR5ncStQEmUTIX1iIjgHr7yngF4MwFkH75aDWxy5cbcyYceNQRLrQ1zcyhKyzbW14FrkNhvbjj1Mpzv3T06SltU1JPNdGBfvpyYCL9bVNsox05XrCgn3X6ARZMaLIwQ+9m0wHVd5mWQB3cpR9bJyGrL4PEZ8UrDjnJk3Yhg77yZszKi9wHRAo+WGUC62I0+3oBF/dsNNSbl06fj2OepDnRBUST81iT4ezZ0Th59kTp6dCd3zg/Ph6nKrPRulHa1ozb1ILGC6p5wbTWPz+5w9M9t/jKmHJe9sip+d27t32KzuLFwQ/vJkGn2M+L5+aj+5psu5wuK+frXYy8QbryqUbtBtc3UOriBXX4oTewbML4rj8jtMUmU3Q8OcEnUrwMTN7zJ4o8AuqFQPHEJxQ8YaSAYZn24Zi/fsamUm1+Ei7LjGKNjTJxz1yRFFWQj17IZ2OU/hcP4pA89RcOQB92xLbnY2NVRh/5rXOz493xb9mTHJ/MOkB/8SkDHnXVAesrmi4a4ALQl65t4LUdKO+ljNgZaHtxKh+gXB3bDz3QdqDttHFzVrrikJcOaBm86guQMxbk1bG2I5+cOkAdgAcA3dI/pV/aBV8S5aU+4LYOPrwA2hyrU5/yAMpjyae6BY9+/B27HIeKeQC80sMXlsgFD9kcMORQEz6zT5OgcVodmvdmFp4AORu66NFxEL1kdX3ljznDu4j+/EtfGl/72td80S6PrqnehOjPa7XKngPwMJ5y/c889bmPNlJb43x88qMvjTd+/NN+L9HGBgdf2UrDD/m5gSAmMobYhdzqC5AVD38gkzpAnYMm+14KeqzVBU1TDn6ghxlUugnThRdf9oa7495DnMpnRJfrmJ+amQAucYY9QP+3jsKHZ69z8WV4FFxWwp/IdFl40JYe31LONZSNdOMZGq0DF1vjvXfPxx//8d+Nd945l4Tb4negPg3BNbSyw6LxDxk3VfInjSgsmdGJ8Vv6PDnjEt0DxEl0XOOQ4yk2UKzD2kGI/9m4f/dq/NwvfGr87M99aty6zROgT4V1YR74CDoOWzqvmsJUfkeu6uiMTJ5CoZwnWbJWES/2s25wADZs7A24PsELfJhRBp8EPnn6pv4r3NQpNyGrX8Fi3jr+7D/1q+yYFQ3QPZQNgFay4BEd13sGZBA7HncB/NruXDyUwUUykMueQtcnx2LXkqwHvQklHpHNfM98QnetVSCy21adw9Yc0KjMYanmo7ioTXPTW+geUvPUMvpjSzbzPOGInz0XjTl9pTz+1IZem3m+HuBPxpWyxlCGT2xcPilW+7sOohtPKnDzxzpycX6WA21LrK3reIEfUN+R8DFyPRZuW8d1Yg1dWp5jja/AlezyYV9CQqa4m6dHhH/wjGiDx88+yFjjL+aT58+UB2QvnlhEz8oqULYe/M12cG1z6cRfwjBa/tF8UrwHJ74sXfPEY3TOU1HZi0k937ixvwaXcUEO+CT807kSenRCbOoB5ghxE719o6dWYjU6y0lWI86CR+kpE190Q2pYOTU6AZk3jEEg+tBXHGIy84N57/G0TaAl5ijaTmxzTItq2k0OsFZTIrHmM4bwdb/wVrqTSyc+6FED/9znryCCBzP9h4/RHXrjzGsHPB0fwq2vm5i7tBtE9ET7esuYtpLwBay47vU62BDzWKiJsc5BTm1l3UsZHujE2Nb28rYc/Xl+Cp8x9WFr+ymLBF2B2IZu1KNL6pQzLhxoZq27HAf7B+PBSy+Phx88GQ8fPtWasu8PcFGDcZ3aeKwyzrHd/2YbvMmNrzZ4k5vSOsaG1bxTV/RZw3P4swxAwl7B1w/pzvzf4WtGfrXG9nj55QfzcA7d0EWyRM9L9uGS9Qae8FZ9+oTYMoKAfuKiYN3WKqzAesHLfghwHcCn9DV/Hta84IuPvH4Jr3qtcKwavqcQTenn10/pZKm6uhbNhvY5WsMVTeNUfc/OrsfR2eV4cno5vv/2e+Pb3397fPt7Pxzf+v4Pxw8+eDS+/+4H4+1HT8YjrU1PznW/qfvDU+JR92/n0uVSvj2VzCueKt3eG1dbu+MM/uq/0P3f49OLcakyNCdS6qnWt4e6z33z0aPx9rNn48nF+Xim+DzWOD9RjF8LV56RntxD8DJpzS/pzoMDzxQbp4r9S/Z/2jfYn9ipP/zHODSWAceX/v6Fb3GOkq99Sv5qHfJYl4QH/ltvvTVeeeWV8aEPfci+JpVP9qnZ82cciNGsbW1fj1HkrmOcOFvPLz8YIv3p2/pf/pf/1+/CoEbAECYhDKNOdNoALjwFAh3oxtc0kkOdMnxZSA41cf3GfGjV7kedJ37lwRe6F6F8uhgCOI7H+nNoEJm+gEzwY7yqcz1o0HtgFra5TY7BISy24MOI72/TxsXOE03tzuFre7Jg4BcWj/UiubZlmT+3KAvAqx0ANrNhgTfQxwehz4YlstpGAuDh09FZBsChTF6a/CIBtG2fGyUF+oVyPs1CMhsmtDw/PfHLm0+PjlQ+GydPH/tQiHf1nJ8cjSNNpKeaqNfCueJXxGauS+fgF8X2tcBJqOTc+OtePEHExvrevXu6kbs1bh0ejgNt9A4PDseeJnEebeYCGH3RuzcsXKwYv+OjZ+P27dv2lT+BU/xQ5qINDbFDXqDcdvsI/yhx2pqvr4RuX3pxM0e+t7s39g9ziEVis4xcpnzetSD6i1PFlHRDiGyszHwljRsXjR/hqPFmcySLVhsHeWfG4voAhrFx1M044UmoxAt8iCejhZ9SzFA7f7MtcZJxJ724KDQOAPCRje+g83wTTudO8YDO89KX/4tyC7ShO3Tto83jOecP5epUHsVtApccPpVHTtuSL1CZpV3i0Ue5MmkrDan18iPhD/hBU2gZHs3rw/LPOjDXHCVsgD820EdbaQuU62OgePBkPSgt9ea0oR9QefRxY+CD1blesIkhL7/qQhzzdCBAX/zSDTLji99y8aDP8SFoHV6VD9AOH+ZYbfYFDrm+cUN+DjyR//bbb48/+L3ft33+dGTGBfMDWn6pCk/xPxsXyuGZucD84gaPr4nu7wj/+mT80s/95PjEx17RTOMA41zzhnnImKEv3NcXymzwo7NBw8F6z1rjG2TpiAygN3PMa572AflGnfgJfPSSdt7w4RuenOAJAfC4zvF0ApbwPXNk55Ah488hA76FFzwyvuoVH9bBQn2+tasNjtYKPlmiH/V5ioJ+2zLtYSy50QbUlRiZFcfBtJ0yOdI733gygxvCxBXXaeb9wTg/2xt/8+Vvjb/4y2/qGvFA19xDUSnmZQ9rsd+5JCGxJTojU1L8f2980QeZ+A151Z2xzY0IeCorVthU9ubOcSGdcAvj7heFXx/pRmCMn/zpj41f+dXPjzv3t8bR8SOtucQpj7HnHVvA5SVfjcjNFXxW64XqfHjlWNE+IHpmPaBMLGSMmX85fGGcoje+wU/pQ1TleVxVrp0kfLxsQxc+vXe8WZ7kwFf05q9cKE4+8JAM5gQ/cQ4NZe9lNJ5AcMMHftiIDHCx2XZrM1150Yn5JcIpr4dSzAN0YExIzF3jih/2YwtP//pmX67z0zyKzRvPO40XXzW/yvsKOSTaVTyi147HYF5HPM7h7fdGTR1jOzGbNRRfMhbEJsODz72BVXzw5Jb7tO6JzPQdJ/jU57RH5+jBITO69SCEH6uAATdq5i3dfPgge+urluEF2M/64zCx8Q3Eb8R92qBDNpA9APqyvmcN5hejaGdf4q9ZiH/WKJ6CZk+YA06edGa8/XS7/Iad+EKGOD7AB6yXfJx9beZ127NPzRwwtmiwk3eBwDNrtjDUznUCGh8OoT/8lbAnkkDMulcfI9dzAibi5/2LJm18ha8ZVfwUfGLJsTz5VFc27abBXxof+ux//fFhnA/fNcc5EIAHZhF72Bd/5zpKQo6fEBVN131ZpRxB0x7zTxlbc4MW2eXDk+yONbdnjmSe2yzTcIDTvR76V++C1zPwlMMbV+Reo/GBb/Fu7kGQxX6RphwmZox6UIRwSRBe9me0A9WRHMAHXG8BZFE3rRK+YQ5wbUFT+FPPvCfWYwdxQj17o6wD4DB+VlApOMRAxgAboG1Cn35ggjD44QfHtOQyrmqwfPYywDoO4pfW05f4bpw7Vq5kp8by9u1bpnny5Kl0Zo8p3zrxpOmp1xLLwmiB5xjXbsSrveOGnfS1Tr4cW+TGF1knAPpI2Fd6gPqaj2yXEtQv5pjwYQYvij882JX++bYF1zJ/KKbk2GSNhn7+UcIUBYfXjmmOxyF5ZDpJP8eY9K/u2OJ2Y0/7pl9y2JwxcNOkCTJl8Zp20p+ccU48guMxceJayz7nQjEgu4XDE87n2kPsHtxX2854cnY13nn4bHz/nQ/G333j2+Ofvv/W+Pq3vze+/ebb4+hc67Tm/9GlaHcPxpXig3TDV760hqp7yIvjQnqcas06k6/4eti15STnCnrB+DP4mrvn0pEXTl+on0Olsbs/bnzYpGuzvPruk2fjfd0DPz45H2++9/54pnth3mkE3yulG8X+zc7+ONJe45n2fsjGY/6FTfnGvpzx2hgFmDM+LHYQxr/4zn7Hp2qTlTjcfsWPrD390IO99qc//Wk6XHcsiq4y4AekfR2XGcfcuwCUrYvjKvO9fVmjsv/f+l//19/yO4loAMpwFRAT6G/AVYkwjYAqCB6KkYNHO4pwIe6BBorQBz60AOWlcS/KBpBXGpwCUIef8YWGvDg8E0HExitvANw1/zjHn3oIKPsGa9IvZcODtl7Y2g7Osh/etRsgrzzy2techRfflE8v+r3QRxYLz5o/TUzG2F5fVN/gEljoVH2brKcWehma74yzwRMfnsp4/OjxOD06HidPnoynHzwcJ08f+Qkifo3sUgvYDYdZurDwxNCW6HXv4kf/NV394ui7fYH0rYPx0ode8Y0giad1Dg8P/SJEniLicX0OiKyL9CZmsB1deQqIJ4x8QZz+vX//vsvoT07wkrC17eCRaKceP8U35b0n3rThb9pKCw06EQf0UYaUwyIp6RvFC23aOM1Hr+1NtWsDzMu2aROncS3f8Fgo7/EghuQeaad5IV8zwVkYfIOuIUK3js1ST8rowtj516uEU/DQTgB/aVvGPUAdPo1BeNjPwl/iAW0nr07glH8XjcoCqm/xyUngIu9FqEz0An8J9FVfytUHPswL8qUdlQVuc+KrdNSXekALHn2k4oGDn8FvWuoGToE+eMCrNNUHKG/ayavXslw86tgLVK/M4awPHcvqTxk5XTvbR15/ohOxxU2PN3FstgSeV+IfeeGTG7P0U4cXONURoF4Z4FRm8eoDdK4N1MlJtcU3Bar7KVLFMl8v+6u//O/jb7/6VY+ZbxqF1htgyk6iAeBj2d7wqA39Nal4afHeFluC0/HSvb3xsz/9ec1XyR+6uVXSFUaJuR351ZUcIG+ZdmzMpjY3k/gK6CEtPHrTSFvXW4ByN6sczviTUcsiNsRHqFxw7Xvhenz1Vx60s6mlvbJiamILPWk7u8gLvgHihTZ09TVB7qFsWkFosSF1ILorVhRH9FPnT6M79cV/rEWKKZvPYdTBOD3bHX/9N98af/zfvjouL25r/b7vwyH/HKw2beHNf5FRv1oXyrTLVvREjtt9Q0YXnogvqtMS6IMHN0pskje1Yd5hLb040ib6cvzUz3xs/NzPf3K88uE9bcz46vCZdNdcEh/zn/ywiWsqUH/Wv5T9lUiNEV938LjYBGknR0ALDr6HpvOSazPjQBt92EZK3zruGJeMbfoo007iGgM9ZfiWF3WgOubT6vDsWD0HC1nk8GiirTI4zKHcVFnEp1gI4ptVnE450SNjls1j6qwDuivz/IWG9/bxK6HnZ6fTFxpT0+cmCV1oh3duNhf7uWkDCXHQVT5rlr9KIBz85LSzpx7mkhXPkAnACXXmdoEycxyZvItQzHUTxFfMuHnOTX+v7egNwKu+A8cb8WkL8WK/qK8HLODFP5WdtR2ZAAdQ0UProcYC//nTYrXxgaT3ayKOD/C3Ykr8WNuz/iNH/PXHPgU82yt59ZXb9Ne9H7LBqS21hyTPW5/wgAkSUsYebkr50Q5N18kXeVbDvsg8pkFF5fAiscbk5kTxNvtgH1lgR9dZeQ7MT3wtj6L+Cz1zER6ixjbGTjHhgwl0mTxNrzLjAJiP6Riv6Iv/aAfK32Szjn0F94l/96fECW29HhosP/Hd9pVfBeYxy+AUwCEmPA+IEaGseApMx59yPl/wU2vC83VJtNDbdqXYE5sYN9fAU84BpNfEtlFWIjZ5DxGHBsxp1kj8xlzGDvit9FEGLddIfF47sYfcuki3JX9UapkEgEcC2sZ4QtvYpN9LzITio8SLMtyqnDboXdYfv353794drbEH4+233hvHJ8x58VEwdL8UCG3mPbWp0+S30kf5MgH0A8gEp3nL+AZ9KZOKD1CfwyW/i8YOVlJMP3z0wXjllZf9fiVpIR7ok7UDMO1zAP+UGEvGZrnuvAi1FX1qWzlWV8McP/Didxoba/INVPpHzdc3FgrXktCZscUu5o3xNnd1f8STXRvjg6cn43zsjXcen4zvvPX++PLX/2l89613x7tPTsaJ+o81Vc5udD925+640XrPc+PXukZfyFscCl1vbKt/jAv4S5EzzQ9FustaUDVP1C4+F2qXpe7ry6p5soyvc15gi/ahPuCRDeeq82LrU9nsgyD1nanMT9yfqO8D3Rs/Oj0Z7x0fjyPNgxMOWaXTM11Hnun++Zx1SfjMyT740ZipX4kL9hV2Hv+r3XiU51rCGNbv5J5vkyf4HBLdvXvXvODNnn95SAxOU8Zr3d6YpN525n2uT2uanD8ojvi6GUo0YMgBEKtky8sFoQK68DYBUSnCSQgkMFu2UeK75rGeANzoEODlRZ/x5QD4esPBgCoAqys5+Cxy5bNaBISLrPIsX4BybQrvyGIjAA3l0sC3cqApPW04trSVX7ryWNIs2+rfpSw0jCzwM7D0g1se9AO0RXZ8WHuif/QtPQnwRWNbi6V1lb3asF3wy2QK8qMnj8fpkyfj7NnTcX50NM6ePhmnSrx0WjsGHwxdnR37Zm1PmyM+YN/TzdHNxvW4c/fWODjcHwe3DsZtTWw+QTzQRvjW4S1/Yra3m4MYby7RS36zXcLzE2Eq7x8cWHdsYczZcFAn2RbR8MkvF0tvrBTY+Gi1qZqTjzzmIoNYzLj7hsO+WS/+1Nm0AsQpE4bDJHB5smdvT3rMx0H5xIrTfj5h25fe/Jobn4TwE/s8gXWlm7kT+c3ypZu86xjkk1bWS/8UsvVbx0nHsmNFnX409s2N6FhsmRuY1HEGWDywoXTktav8SLUXcB++h6fomRulISeVX+t9soW2jgU6vIhLDtTHQHVobJIKlQ0+/ZUBgEcfAC/rrbZlXjrywtIn0HdsgepOKoALHjn6VPclj9YLXU9oA792oHvpmqPPEpb2NdWXALzAoZ02+LdePSgDlAHL1py0H9TFYSQbOrDAyTswIhvc+hoovyZwXhyryi3Ao3T1f2lop79PLnjtFs8f/uDN8Rd//ufjidYXDoirR/kA+X/aIxpAHP2/D2P9dVbF4s3puHd7a/zcz3x+fOwjL2ue8B4ybR/4rr/wsw6g89qP1Y3ETRey61fmfDe/aVOszHIgF2peKFmI/tPP8GbjJN7QIB8ekibM+AMcEnLY5FdOL8x5QafGBDrxWYIPeLQWtT3yFHs+2Lr0+ok9lQP0k1wAWWwCOKyrz4F8wh6dIeOpG57a2Nu/M84vtse3vv3B+M+//+fj6Ghba/dLsh967GOORY7tk//gg2x0ALLhWeubG+voiLx+ul8orfmIlpsdDgixdFtrPtery4tj6XE1vvATHxm/9EufGR96dV/X66fyD++VuZAfEvvoaH48ESUOyFv6IrIYo4ydmiKXP19HZMPMfbOrtZInPOxD+aexDpCX93LtoFwcALkr2+ecBpZ8OoYk6uZtH65tIEbcrrL1mNc2cCofoK/AEy/0FzpfvZEXfnUAqNdHpK51lY9u0G/qpoCbdep8OMI7CN2mcp+8hW2vvVyzuaZyLYEeqB2kXmMYA6Dt+ifarumS7bVDdmrTn5vmzMXS1E70pX25NvMkGtd4PqHfECH2c7jF/Odr79lfrteH2t2b59Qbw5IFL/3JM1kbVK/+QPR5HmjzDbnHUXrLhuxhpJ/9Ak8AeWknFv0EAPOC3DYwFhpH2bdcG3yQpLL5Sc+V7cob707GnpKoY44StPDkqTXo/FU89YOLD5jHENOXH8iILoypx09yxNA8c9CesUE+v9hDXl3Jq98aEo+1HZzUQzOVnPHLeFrcysbSr+noZ76njR8GAG/ps65D3hfBc+pIzriGLzbg/9iKPPi23+UZMwA5PDxX1M8+hLa2k+eJVzSGIDQF9+NrV5SLhj0bGOxLvea6U/9PH5d/xmbOsdmOTOYCdpOz1qMv7wKzbPGpvvLmWhf5m/j3E6Pqry9arsy2tw55rr/xW9aaxMFyvL3CT93ax4zi8LX7FmzEdl87Vc8cDE/bD4X7WAP55gBfC+YbDLzI+nr84Ac/lM8OhaPx93Va+kkWcklcX/OEDTqnzVJfyNGvY9xE39IP+A8cgBx7WqcfWMkgpy69uI9gzvGthDOthbdv88H6/Fl8PnwWLXKgW8oV9ao98xR4Hoe8/dVhOQa0FJ9EmTWgYBqrq1x7MLT22uP40ZjRp//yZ1TRoBvXIywQzqbm29beOLvcGo+Oz8cHTy/Gd996OL7y9W+Pv/36P43rrf1xdHY1OM/Tld+HQBu7HChxuCPdtnbGueRdELfSka/F86SiXyZ9TcxLrmQyQyhrlFRWXW14n6cB/b5YlHM++9EfGuGd8i0hzUn0BYfEO+N4EmljZ2/wkQJ3E8fCe3x6Oo41Lv6YQTyONWZ+zxL+VhtryXKdKFDmbzUmyEdh4atzNV6Zh4khjwcHUoKHDx+OV199dbz00ksrHtwLc1+/hMotf8qVx1rEOkCbr3kGtI5++n+Fu/Xbv/0bv7tUiDxImRAF2km0tb8BQqJMP7zE3zilR0Eev3efgAvJUmlgyRcoDjmHCJTLr6foAPT9lL0ToIlNKG3ggF8b4ZV8fhomSGhH7xX9tIf8UhOGvDyWtrFYFWiHBvpuesjRsbZWPjhA9QPs09lOWy+w4IJX3vClv2NQXSnDH5zy7MWp8tEFlXliSJE3Lk7OxgYvAXv4wbg6PRmP3nlrXJ4cabd97p+gv7rk3UIi0IK9LZYcjvASaT45v3XrcNy/f2/cu3vX3wXe1UTi5WMSqH/5tPTO7duSyTuGNB7SG/mMDV/H4uYGW2jjgIjxqD3YQR96+7BIuLy3CN7+xE1/HXN8vOhlAAD/9ElEQVT8AB6+rt20ww/e3Mg5liZf8vaDz5NO6Npxhhe56XWhuXObr82R3x0vP3jJ71NCCrSnZ8eSf+7FXdr4BZh8nZilh8jyAZGKXLTzFZz1IoDewFImOYB+6IMMt6ne9qba0lgDj/bGRXmVb2NjhrtxSEA3SPBBLrav/K+ycaZc2qCDL3XKpS9egXL1BK820Q7/Jb8Vr9kGHXXKS9zi92Ck404C6AcXIAdnObaF9rVMqvwm6MgrEz3IS0c7ZXSlXP/RtizT137oKcMXOvxbvKYu5JUBgF/9ANqp+yW7ii3fwPqrCcgzhXCFTzQKB76QrujmuJCT0M1UQqIdPNorszjEV/vpI1Gmj9zl3tiJH5/Y/81f//X4q7/6Ky2AoSFnY8GNoxCdvAmWHPiT204uvLLBI6s5phV17G5ejY9/5KXxhc+/Pu4c4qNzyUFPxoAc2Wu9Ox8oL9tYGyIHm7M2N/cNqC6gvoFkw4rtGg9y1j7Gy08fecOauOuNCDTmqXb6bQeTznIUU7pZ4mtobprXj8oFx/JFS7Lu4E6g3hha2kLeMYCJ9VWZnLHipnT5VcNVrgQOj4D7xaA3Wqs37g5eVfGnf/b341v/9HDs7b4sPF3DpB6f0GknZXzAX1lY6NCcT24ZVnBNx7izAVMcNiZFKD5mswLboRydYcBLTGnZ2ZIfto7HZz/78vjlX/7s+OjHb2lNHtpQH+u6hA1aVzRO8AQci5JLLNjRgvosvslNIpvd5fwLRCn6scH+kV6l7xgAtLcPIKfO/K3/AXh3LADklQZ8eHa+dz0H8BP9HkMl+qJ32hs/9FFHxqpvJg63cEHsyZwuf+jKr/q1DpD7qyCaXz0Q5ZrmfQ/vGxJfbjgvLk7kb2zF1zmA8l5m6sAaAK/qCSCPBNBOIj4K1MUIJawTOjNevhFU4ExS94Vn7K4tLdselTl05CaDazFz20/L2BbZyg0pHCbt0geMAuPg0VAMO47nWrWUReIAKPqEtn0A9mADT+IBxt/ZVZ3YVry6VWB8oj50Yug+f2ikEnyQ4RdMz3UWsA7KGW/a7E/JX/lAYwZrErSAfSxbAH+1Vp18IJZJK73AVRne8Op6Fn7os96POn7Bk46UycGr/bCkaF4v6GfdndK/XL+zx4YXbdETOr8rTjntAPygAZ/5ZNumDuQAT9HTnrbI6rq9BPgA8F8d1shW8MlBN4m6auOSb8ednLbON8rFQe3aqP9Wff9CP8USfqeFuPPT/2wy1UKccb3Jh9voCVbGOuOWNQsgxy+8pNr6TdzKiO8WtmsEqz9p1T7Ly7bVui8gbwInY5VYoVxa96ue/nWMgtfxoy0Q/y6h/AF4qopyig8OZy7H7Vu3dI9yW00b462332WH4HnmX36d87N6QuzcbU3Rl7GrrJaDFxpk10ZwKLdvqd9zoGbYgMPYed8mFK5hDx+9N+7du+13ufJON36ZmUM6/TeJA/AuX+sxZcJ3CeCtfKdydSI3vmuB4jnmNAbLuPV0N8Su+Bz66Q9y+VpcTOv3Fe7sj/OrjXFytT2+99b74x++9d3x99/4zvj+O4/He4+P/e6gPd1XyUpdtDmQ0Rqi9Z1DG5ZJDl44iL3QnokDPpzEwQ8HPkjMoXVsRhfuCVb3Iqiz0HN1kBJ1Z39S1mvxEe768FvzTSXWKnS4Vh8vnkc+TyGdaJ19qvvoM+2rTqQfPwSBvK57xEHlN6ctYx+dGiv6z4lyfDfn5aQhLlhT2bOyB3j99dd9zwqOpDlvqiygdfJC+2hfz7vcmwHhk/at3/qt/+AXV9cYyp3scVoWO3WpXofqPwFMZ9H4QAVRr2BynE47Accv3fjRfEWcH2dSH8GNoSsdJJMLObp48ZuybNyUmQtUdPLJ8tTXPISXwZjIE+hbTQLR9+KCbNo9GMigDT7SpW0k9CkefZSVrewlAdTBB4+BXba3r7nB/dTFZ16wSwP4IiDZ4NNOGSBg8CtyaGdyMG7xl+iVuNnxBglZ0vX07Gxcnp6NR++9Px6+9954960fjrff/MG4OD4ax08fj2ePHip/opsxydXCxOPZWxs34xZPCe3xZNChx3F/P1/L4pCIU3DGi/cM8fK1HMzwBE4+8djd3fdhy84emzvZKVyAmy6U4uaFAyD/fK1HQ3ZIX9+oqYZLiBO/7R37xBvIp2ZanL15XW9AkU0ZH7StG6dsxONr2v14tHIWAp52YjKyGSZGHZu6ceLgC9v29w7GNjhyJY+Ms2nD56xT5skfOnFopAsx7+G64GXX5xfinQntMVS8+lFuaLHRQ7WeL+CZY3N8MftIy4UboA8+ALHRftpJnZO0U6dc3sQOQNzRB5QO/ixI8C4PgPbWSY6/BX1hWS9e50Np4eivJEk3z/cZ55UPUIaWBE3HFurqD337AfQDqkN90rkDUC4+/KCvLNrJ0Zfysr26UidHn8oBKCMfvN4swp81x3zQQXy4OSDG4oVAdaj86te8/eTwjC+QyYu8T43HfDCu5kb82XhXo1JjBR3hVT/bp9CrH/4kyrQVr/Jf1AuIP+fYKR7wHXP8nbfeGr/3e7833tN6w1N6QD/p1PS2/iR4rRJ9U18+7JSVY3frauxtyyfXJ+NnfurHx+uf/MjYuOEJvzwNkE9F8BvrnnSEB3z5W/DGBsaEdQe/5LBx+kFE9Q/E9rNWId+M6Q+e2MZBD+sET1OwhnCdcn36sD/dyxrmzbrCozGhbusKT8OsO64kbz1H1KX/pJXt8IGa6rWj4wFddaYd/2OPihqTzA+siGwsiI2rd5uIt3rFb3Ps7d8bp6d742/+6lvjv/3xlzVO92XTvijwl/CsDLFFITrOJvPk6c7ostYTfQzCzcGBzbBffJOVLtvT67hvAOElzQ92Gf1n4/DW2fh3/+6N8aOff1Xr8Ll/6n57R/NIa6mGBImZW+RqqK+BlQ4Cx8eci6aaSJ6LKjNOXMP8K1uq91N70PiVT65DnTuA40ZQWtuhPuqmVznjmXr5Uwba51ibvMobXfMpN3EKX60/ko/X4OMn3rwGqU39nu+TL/yaEztcR4gLnI3viWfkZN6EN/IZv+oKEIG0s1+zHswbdfEUziXv4tJc4JCFwySubV5vJn3WBF1npad50Q5H8fNmXHXrjk7q54bOHkC0+sCTdzQn+BoTXzfTjYTaMoahc9zJRu8r3Jc55Pd4MTdYk4Tnr+wo52GU8wtdm8/PfCjC13YQF1nxCWUAW+gkx37yjFPi3DRC9XjzJ37YDFH8apX43+XSgJc1hTYOn1XSP7cpJz49xzKE2Q9rAkLrdYIxl13wCf6MMf3RZ3+gk+VkbaC/7Z4wAuabbVc7nudpBp4qt33oIJ/BAyHwMW1I1R6Z3qcJ32uu1x3poHbWMvDpsxNF6Bs4j13309ibuLevhWM7Jm9EMT4+rEFt5f4FJvmWssdOZPg6+eQDK6iVI4u28nNuefUfvLNmwQTZ9ZN1QbCANvtCQE4/JMYxXWJjNT7yS/Gog9c2gHpkai5Z/3X7Mk7AYj7Bpz/WYbukJ7JMwzov/N7g9noGR2TTx16EH6XhkA1/2m7x9X2DpCALOq6L1kQTJfrHtugbfwLVl3rbyMFjbQJWNjivv+N787MLwh89wzN8AdPpjzip/0On9oUea56sP4kHj4XsuX37ju57rhXbXLe1fmq+IQJRsT16Ua4txANty/0f0DnQtuas5+gAftuX8UKZfmIfo8mpe33XH9c7/wCOek/4tbnT4/HgwT3db+2O3R3ZNcfQ80U0tp2FTG0kx4cSPqyuAPJBQY32rX2VsTEscNqGZxgzSmngmmFUJ3iAH5toVF1lvubFV8p0cRpvvv3BeHZyPf7xO2+Ov//H74wnx4rBsTuOGA/2FPL9lWRcyN+884eV4lrjwNe2tHtVLv7oozavkXwAqrouE1pvsl/ywZDGWSOOUtIN38b3WW/Aqc3YmRytu+5mn8QYKBdv8PllMVqlQfRSO3JzYMQaJ39Ixrl05Bdt/e4w1aHlD3mMO2Bd0Ft9iQXx0n+d56v1Se3gQUsC0p/xgpZXt9y6dWt8/OMfX7Vl/UJqxuVFqHwg+B1/+K/biN++Roj+1a+b0blWlgCPEJD5xA1YL24JHJxKHebkTcYTFgsYFxg2MPAFMIENDjS+qEgWiZdQm05lbwDom3XmgTh7k+OLvHIGEnxvkpSTmCDASif92Uj1VX51rJ3kBDmb/OLE/uCQA6UD4N1NPGU2Dp184FQefdZryil9gT4/dcKf+jzB5W94F0IX+eAjh4sCCf72BfqLhjoTiQnRBRqJnuIy7ez0xF+VevLk8Th78my88/Zbfin104cfjOOnj8bF8TP/cteG+G3Iz3uSx/s/+ArV/Xt3fcj08ssvaaO+r3Rgne7c4ZReOkouvx62szt/4p7NomYTp8BsYg8V0PiYsccOAH3Rk++G7h8cqn/PTxqJnWziQpvFNlbkxpy4s92SzQWPrmxQWPyl97S/Y2G/quyFWHzB48XjEHIjjW7oHzkcuuVlmMgmcUDC5pR+ouPuvXur9yvxIm4eaeVFj6fHJ8Znw7IrH9xcSzct+CfPjrXAE5/ML42rfKLoHLtsduULb5zl44u5+ZS6TrShL+BDhjm+pMZBY4ocaJ1+yiT7d/rCfsMOtbcMH/qA+qA4TfgdHXoRBJbxB5CTlvIqZymXdnBU8Hw2vsaUzWXnELxLiy20UYa2utZ++pft1Y+8c7RlxhI+1Z12eMMLgBd9bJD6aTBt2E4ODXys/wTaa3P1LW/8VaAO8Ak0EeD4kwxihgss8Q4PoPZA82IZqF7IJaeeTW5imnJuBJGJ7bJ39nPTVP0AdKze2F6/1p5lDqADZRLyqTeG2q6S1rGMO7zA+9uvfHV89atftf9I+MCf6sikG5J4WyPhx07yjB1r2rYyRb3Qz8bh7s343Gc+MX7ixz+r+aNtxhZ+YD3R2qg5xrqzpTnHdYeb2Y4lMYZOudGLrn10OuOGTBuZ61A37Ur8CqI3HcJl7XGzyOHB5g0bsIlPqZE1yWyU5Um2N6NulC0q+zAEvZAFb/M1F69h5mMZmStQomM+MU7cFzx3qCthI33wzdhMW8XH4yt86hubwpNvri4lUX08KTQ2DxQje+MH338y/o///Y+Fr3V7h0MizUn0kqG+JsNPLehI8oYK+ThC469qZIJF/7RH4nAUatLjxM1kMGknevAA+Io78dvfV+/1s3HvwaZfVP3zv/i64vZc8XMkPS41P/NeGfyEf1ivu4Zko4hIcVUhcznXFeKQeYcW9IGfF3ETD7lpB8/7GGH52iJkcLFnOQbkbW8b/Z0btANL/MjLmBTKk/xS8yZrrvww44evhufmJzcM1c/88LEShwnEAn18LYU287V/iB3iofKZn2xu0V96SQfWI+g7Zv75ZdVF4TmVr/1oHmlf4PcQuZ+bUw3uDWVUkx74d/KwfFHBBynqVhvrDX6RXZIppaSL+KObWqGlrP/Ea098uLYeatzRG5uZo89f4wgk5jNF5j5Crbt4gYMuCOfJJ8zY1PznKTR1mA96wkGszcO2KjdX0fnGW3+MB08CenxF7/UVnbCFOSZ+8XWuH9EvfsdGddpmNvbbvDDVusz5IiO8b0Zn/lAEfvNJUMA22cheC3LthIYx6viifHGp1wc7ommd+UOcXCsO2I/6KTG0sFjiWbpTURtgP2n/Anv42gfyB/sZPkBzNKvdslREjnVtm9WCH3qlHjnouJ4/lIGOCfHFAYC/BuP4py8xDS594EKuVcU+8HVQAM+Oh28wJZSyfSydGktLPaFf0Vrp9b6HtQMenrsSEbsmveDFMjRAbGH4MydZy4mvKdaQOAk/EmVuRsGLDdoH6w8e5I0bgA9lfYgkZn7aSvTMPGKCOu+GZT0QY+NknnO4y748NhPf+NNrDvPae4r4q/pgG2mpZ2Fp9xI3OClb99me+S7+Czt6jYbGMYL7oKfuYvzbJ0MoFx+bvLfXWn52lg9yDvg15Tv3xwfvPxpHR7wugjERruNDYy86fvU4cR69sLf6k1Nn3IkBEu9VBIpDHzfufHBOapk+zxHlQPy/tsHrhdq4MvPBE237+4fjh2++Ofb3tsdrr77sD0r4cO1c65a0koZiIHZch+s1uDeuxHq26H/xy3Uvh4m9VhvF/wGy0fjYyjrOGBBzGbegcQ1Bb3wu7NWTwtgPNfEs3lu741RT9Fx7hu+8+d745nfeGl/71nfH9995OI4uNsbp1aa/UqZVRDiyX7SXHC4hEz/gH9giV21olvsmckl2PBAHiWsfnqsDVdAD8HydNpI4cMpXlnFaEu3EAPmyDSN9QCjfqpsG68I8wW/EHPe1HBixL1CgyQbIsoYgAuCaAB3jYX+r3FiJnomxAvbwRywwD7EBGtZb4o19jaqmOeXVJtLjjTfeMK35Kmce++BqIYuYoEwbEPnRhxw+9KNB1kDowAz+1m/+5q/762adtGUIeHJORuRNFQJUkdaLU6CMgfRjHPhVOMEcY7r4AijNhKOe/rmYCsTdOR5BZC6GacrFMbzLd6kb0HbyArLMTLBsB688gPqGvIk6i2ttwQ6giwL9AH3VhT6AsjdWs0w79ORL3wDIAqf6kYMDLjgreQ7w6OOfTXQuApnAIdGTDz4Yb3/v++MH//ydcaMNwZP33hsbyre1IGxcaeMtHB5t3NvhvTzb2jzwxNC+D0QePHjghZELCHw5LOnY3rp923U2tWwU6GfTwAb01m0tlgeikyJMdHSFD3rCO6O+9hHjweENqT7hq2grv0//CBki8+GgyJtjlT2eigsWfOrY3oMknlbqzWleYo2vctOA7uTwNn8BCz16dVywnUmLaAB9e1E41MKOv/C7b05lK/FKfHCBvtAFyzeU4uH4hd4XKcZNNY0TC0tld6FAJw5R9/f5NajlxTP2kQPk0KJf28lJjR/6oS19c9rJsbG4lfOvpQLlJR/7fraXZ3UoDospffjE7VmJ3Q40lsuXOgBNY6B2QA+Uhjo5UB5AcRljcKGnXvxlYhzAYcyXsgrQJAbCGzwAXKB6wgNc6uXnn7SdUJzyAbd1xO1sR1fa6ztoilf9ljKAlssXXRmX0oBfOvhSBthcgkc7AP0ylsq/7f93/vEHC7ogw4t+fvb+//cf/+N49913s35wYy782vQc0MYf7cwT+Cr55fib2ihtX40DhdgbP/bp8eEPPRi7fgcRh3brtZknAZlj8OApAXJJY1iNg760xe7ERXVZb5JJ8YuaZVMOCjv/Iid+ggdrlTA9f+HDBgs602hTRRsTvrTVz9TI9nUs8ui3jpMf0PHsmtZUvTsGtZFU/rnoZy0BDz3AzVNUrN+iVePm9uG4uNwdDz+4HP/lD/5yvPsO/fdEx9eT5w0/xPoXvVJeyyFflqdtKjdho/V8ob225L0w8o3+djhIh83VkXR9b/zkT7w2/v3/9IWxs8sGibYTX+/Md64hQOMUMC9ksBaLP3JyOBEcxpt1x7Llm95sq5qcP+sQ3TRb5Cf5cPJyHEx65FAH7OcFgNO840wZPbg+oKH9MHn45lY8WSM5UHT8Cb/0eSpHOoA/PzmnncNMgPir7YAPirz51/WLQwvZInLzo5x4Qw/8gE/ZnPKSTGyRTO+/dB0UGde2K54eumbeySOMqfq5eWAjDdQ2+37qYH2UU8XetnHY0niKfc/HhvWS7n6SiEN2lcEL/WLP1T0i9Mqxi5g3D9mar1dRkCzJ5R1mHLplD7leB3zdFS/oqHcsqVdudQTa76dupg72mXCwi/76gnXTvlbZN7J8co5KeIRYRnPGRpC4dMtKHv7CXsrw9BqsvP3kxIRlizG2oMsqFtTuwxb6VCfBn6dLeGLcT7NIG+jAjU9iOwDffMibtYZWxzD7HuF6TZzysbVzq3mBcv1dn9k++cuyBeS1SRThg1TJZl5QZz6iGngcBgC0e/4IkFHbTU8+8cPfaAZw3S7/hCZ4SKENgAd4tk19pMTuGmgDah91xnypB2BeC76lEweXm9w37YGS+yHzcgtfTeWpL9bzq9UBEf2WI1/x4RhjRFt1AAfgkC3xuNYXn7aN1JgFghPfGBcZguW9ItBy9ahvKXduZZzRibbYk/asR2s6OijLH0rIp9z+QmWow7z4WnTurzhczvtQt3e3xttvv6c1kD4+FGFugou+iqvpH3gDzdFv6UPaqQP4p+20kfA5Y3FycjKOj4+ND9/oFzubbMfMOVjnx31YF/hGBr+u/PKDu/7FMx/OsNaLxeYW44T/pa/sXPEWVGegZXxTHQroS61t7VnyatnzDAyPPSX5VXIVQRor6eY9hNZ86f3khJc434xvfOv749s/eHv88IMng5cEbO7f9cER7yW62dA1WDpdQYdByrtWVmfLnTp3nN0mdNtD3bTosbbVdk2aJT1onqugK+E/IbhSWWuYMQmR2YsP/09+gGNRf3zIlXLaVzDx4LPUxXlxFXOOZ7WvrlXQ6Z/v/TTvWcuIMfa1kU2cZp/yyU9+0g8sIAOAN4dElQOA1/7yX9pR3QDwuq8v7tbv/E5eXA30RgIiaymAYCmshAXKbEDaVoWok/e0FSNp49GxpRLIg/9SRnlwQ2c+MhrdwPFipTbK4JDzSTmO48IHbwC8foIDHnV4kSOTvO3ohnRwKdfm9pNDC5QfOJSRkc1Z5NIHFI9EGaAMvyaAi11xkEHCVnJ0qK7GVRk5JGjAWeZth07/mSc/s8tm7/TsVJv+d8bTDz4Yx4+fjqOHH4zz46OxIfmXyvnFso2bi7GvRZQXUe/pgnv/zu1xcHjLvywG8BP0sZsLcvQgoR8n9bxfiKD2WAmfHBo2EOBQZ4PeT/b9xJHaWKj9ziHhUK899okS7bWd8eGGrBdy/wyuhHGRImZ56Wr8LT129yU7Cy6bSw6D/LSPdOBCy6PxjF/jLGOPfMaCOETPbPh6YQOyWV2/aR7deF8RdvkncVU/POC7xBo3bdZF7Q3qs2fPxtnxifgpDrFL8vuIcOSxYY8eXsAEq02nbMZeALxsgrIRq3/sL9GTKNPWOmXoKTs+BNTxKX3wwJ7GHimfPmTeWKY3tYndtgGrcVE7vEnlgQz6gNIB8KZEnRseeDHPwQdvmTvGJPdMmyHKQHlVBu3wsO8kv2WgetIObu2HB7Ds75rRPoD2ZR2ZpamO+BDfAfRXT/DqR/gwztUBfPqpr/lp7SGg5Z3IFZ8b2akoUtVlxj6bpbVeHTt4Vb/yXctOHAAds8zJtR+KQ1v7aYMeaBl689fFnhvrHGgRnxoPYn4h98tf/vL4ky9+0fVVu2ira8H2eB6ji9qnzmwHtq4vxvaG/LhxNj724ZfGT33hR8fdQ60fm4p79felfuCz2au9PqyVPN/AwV9l5lT7EU9OnWS5+oee3QxTZ4NGG7T2k/A4ZIGGT+F5EtC8pD524TcOlKyT5jtt4uI6OXLgU4AfG1nwGsvMh661BZ60pK+x3fEkt/6yj3J0zTgQc/T5U7rZRxtrHVo53AYvPtQacLY3/uHv3xx/9mf/IKXuKGljrU0dn3DqIpHYxG/iQTl/Afyo/1MRIBPdyUmAUZwv7Ec36UWXP+RQ345iXDNHsvHxw/HGFz48/v2//8J4+eXdcX7xVOPIGJnUbu0YNuYA+1LjQKzRVF2IU9b84hMXGZ8+Scq4x38+eJAgf1qp8fSnkYwdyOLZg4nQZM1EDvYwRhzaMIaNJXj4K0Kml38wBD2EE9doDFWgvMF3LFX3+6vkD3ige8rxKfrD17y4niBHNOhAu/t80ycaf97K3E6Zd/M4DqWPdVWZmMuTQYwFN1JcR9gb6PpxxdfKdAN0epKvac3x42mixG7Wi+rVvONMDs/EIOOPpuvYYBwK+JLkTza5rvIORK0x4uLYW4935oOTZPlrMurLk3fEqQwRnj+dVbsP25RzOMSaCV73r/CL3OfjKW2poztjXZtK0zXb13Ulx/OCD2siY4nve1PsuBMe7yRCDvsU5ih2QEN+MZ80pw6AF94eWNtk3KkPwNPo4HGTGv3Rc64FytFDksU18QE9/uAgTYopj6zyzT4odkKUD9nywS4/98yYo6ufJGItFC97Q/j43z7QH7zKk7xl2K7smmas/CZ9AIbRoPnGYVbXcGI+633wCn36hQRvILI09pMnNNUBqF7YBw39ntezH6hezcET1vRz1rTKoR+obV6LVGfc4elceMgoLnn93XEmPa/zxPPSce0PEPHPufb6zBX4MZ/BIQYkQfHJk0RZR8ROvC+1Z82HopgHrn02x4k9anTj+on96Ie+hEj0Yv4CqWNn1gqvL9KLNvLSksI7vgXQFT4+4FvQ5IAz4xF8NBMP9dsfzHPR9XqBJvDymsSTLWShcD8vryZOeIeqSMfFCeOMPdJZOOJk3va9qQLw7Pg0tU7OGC3rbaO+7AMYE+YGa0HHtjiIBMtz50briO4d/AQ4ysq/D+7fHYe39rJe+Rc88QNJ/lSqnCZ8R1t92DZktk7ZIMGUmf/LdusFIMcenrEvX11f0yIb2QNI143t/XGutsdHV+M7b747vvr1b49/fvP9cX6jNXv7QPsjrc3X+Ja9knjjd7G/9tx1hNqmym9CZ2Bln8rMBa5T9FOnz2X1A6Vt+7JuY0Tl60rMFF1yO8I25nqZBbE8nWnOzXnr2M9aYV/PNnhJmnE9x6fe1cXtyuEKL2SRvI6zjvB0qvey4uc5mLhhjxnyyOFchfvJ1157zV85Q4euM3yI1bGuTHToGpUYw/74rH5rP+D5Nen9JBGLPUaQQAS6sSwRUKIyBVxXXqXgkQ1yXgraSZBNSwa9POhrexW0M+WE4oAPHmAHqA5OATrwLEMbBvLKAJrTXnrybmYA2oRonOpOW2WBV93KnxzZlCuDwWy9NPUnQN2YypFB3Yvc5EdOgg9Q/fBRdaqtgPnBY8oE6GfTw+ET0t5/773x/vtKb709Th49Ho/feW9cnJ6Ny+On/oWyTd187e9wuLHpjTnByEEHiylPBpHn3TxM1ht/vYyTS+TgK8bYTxQJh3LtvXPnjv4XPwUz48LXyTjA8WQSr73DA8cNlmxrk0Q7G2b3q41DEdumnE8+80k9EysXQXyS2JkXHfiAg4/oZ9OqNvxgEEI3X1ys0Z3IrU/rP3jR1/iIjzn4ylNHHAZBA0NwqwdtbhYbvnZH3+Hh/tjX5nZbk92fsp7rwq3Jx3uPbqQX77ZAVzEWf+m+wULCGGpcvIAgI76PfhlvYBU/iw0cCd9QB9CpcVUdgY4R0HJ5gFN6+qBvO1A8cuKUMlBc8iUP+pcyoMmn4KKZPNko47clLlA5lulFOeD67AOW8iiTqgtQHZvTXh71Y+vVn3bK8MF39BeXevtp9yKu2Ae3OORLPchd1o3AUselHKC6VAeAPtorm0uleYmuN6UF6ABoqzd4Szldl6kXl/bKLA+g+pC3DlS+upxXP9qRSxs5Tw/9yZ/8yXjn7bd9YaOdrzdUL/LyN29fvJFJfEybJW9f/12fH41XHtwab/zoj4wf+diHdA0/VyM3JPhJdAQRYSBXOlwsY+3rbvZrX+Ssx7d1FVxn86qi45QNZuwMffghJLJuSKLZ1loKYCP00HRDU/zM57UP6WPdW16YSSCxAV/7euooHuhAKj2JMsDaBQ0549lruT/tF56fFpAubJJx1rY2eJub2jzf3Brf/edH4w//8G/G48f86MBLkqWY8EZQ64pyPvGzFZDOnHrXq7THTtsgcHvBG6/1GAC2A3ukp5BNvbsjX26e65r0bHzmsw/G/+P/+bPjtVcPpfepUHinBnHKPJw+m3yQZVunX1hfXeZwgbr6OAhqnNtnqKQ+4iCbR+Zv6EiilK90bSdO8AFjLxxsBqAr7/AILfOMeHKsgD9t5sASoA1AFzaIXCO4WeIrodCFNmsAvHPAofFQThRwA0Higzdu5lgX/ESP/vghBXEeZ+cn4aMbCz6FpnzFV6GVK7rmwRB88jXUDY0zWnLNBf/k5Fio3HCKh9Y5cr52nms1awb2Y0907RgAyxzebIQBxtlPr2mq5SXValefr/3K65c81cUTwjl84EMXbig4mMC/8CW2l35kHwL4miLWbOLp5+Xn+J3rr9cf6coBmO0RfwB+6xjKeth65tH6+lD5AO20YQc2drwBygbWD8VrrpmSRRwxirIH23xgC66a2etEB2ZfdAi/xE/rliseyzlunfj3gm7ktJHzPh9V3E6ZF4r7KTkGZNpt2fRb//X1rHJZ8MAhDuwTJX91GrkTz3yshfyg9vqsvixPSFb+hrcg8qfuZim54DkWyxX78HH4oWtkoPO0dY5F8vDtISM8wyO2IItQxBagOpG33/QwEhhfoMhfyaAfHQDaypu8N5SUS1uexSH1gGRJK87xM3Qaq9pJ36pdwFMlfPCILO8tBb2GAODhd2ignWSWk18SQ2ZwacOPyUNL/Ja20DI5csBbygPoS394ZTxmjIg/ibEvj+55Ec040c/4CwPFsoY4LuNzcIHwYW2Sr+En8T7In/oQr/fv3hvvvPPuePL02eDn0cdG1n3rIRr2VEu9lryX5aWN1PErbeTLcvngO/tv+oR+2g3KKHkeSxfWvmut0+CeHR9juPXmiSJhqIpsfMGcMQfr0QTf+C85CdkreQL3zbJx8O/EBYpLPTFE3M0x2eBeTuMs351fb/vrY99/6+H4xj+/Of7HN749np7Lhq3dcSacU11KTi+vx5nWevzbr2nxhyQ+DBFXSpZXwD/1ETqQOxZmP1Bdi1dcoDTrdnxF7CZ2Ko/h8FrAPzfTq0bNpeBQZ3+Q9QtZBdoqp5Drm2JTPmMsKHeOVk/q/YEZrgsRzjUsZwjWGWYLHRBxesIH5dkjwJeDoh/5kR/xU3KNOfQ3qQjAoQ2ejD/Q+Ut79770A6VpndwvrkY4fHvDSUcnMwQkgL5CcOKs9leZKgA+SgDFAfrODzaq4NHDZAcHeiYJOZMVg6y46kx6XMdfFxT6Kos6p4yUORwwL5XLg01zoTrWSb6BUK6e6DR5VyegA9324gC0F492gDoDU5r2F5BDQLWPxEB3EEmUaetGlGRcNjg+CV/7mo0Rmx9+Xpq2d3Vj9vjRo/Hk3ffG1dHJOP7g4bg+46XVx+Pq7CiLjS66B1p4ZLz9w8uVDw/2JXd7vkiaCz+2I183a/sHY1/9fP2LBnDiFyZRnkpwwNq3PEW2MfYPb41tDkvUzyln/deFmU9naxt17PWF2m2NM3DjW+PjS5XlZRzteEIWwMvGiGVwhWhfbWrDXvAow5dcf+dnbKjxtWKBXgniMVHI/ZSAxnA5mbiAkaJ/4oLc3wWdsesxUzs89rBd8njxtZ9oUB+f1vGYMO9H4lDOG2Ih91CoFz/0AnABfKN8ZCKj8wLIGKUMhD50fGracvPqCa+2lQY+GYdejHOzArw4P4DWSfR7c652ePbgr32W6zGt78IHW+gn4e/qVhmUSw9N2+wH4dBXXoB5KhW37eBRrt22E52Ug0tCPngAfczjxgBl6EtTfSqv9fLHf/7fsRy82lb9AWjUOWPo+TUAmc17M1Z9VnKEC9RHtbN1AFxoLEvQMv3oUZ4kaJvTV/7WRfrFhoxTfQI+ddYA3n/wzW9+c3zpS1+yTeCiC5tXoVkm+MS013P9cTDEnDUv9FaZd6PtbF6Nw72Nce/27vipL3xu7G9JZ25oea+OZjIvGFZ0mY750w0+vrI90ptYzpjGJspsJoG1j9RXvVRmXQOHJ0Kw0ZsJIENqyHUJiN+4ee6GYhoXeyaW2wT4mnkCwBccEuCNquymalpsgLf07HWTDeRyXDyG0w7aSZSRETr6NWasQfDzAqjY0UZua+vOeO+9i/F//O9/NN5662QcHn5I5u1r7ctYsVlx/CqP3WpEX/6UZ46nXGgZvVdldqITGFt85yfP3I9O+IP6xbh9eDNefWVn/Mq/+bHx+mdfEfcj+eUZo+045mAEvtiTmArv3uRYppqYS8ioDt3bcHOOv3wtEfeu6Ymb3HA61llX1Yb9tsWmr9dEcJPCt/7nUKfxkrFjHIhH4g59RKucFz8zGFwX8mRxaHlCQMjmxWGQZcv62Ed7vh7UwxXaaWMjD09/DWXK5Gli/MUBE1+zwsf0YR/95qd+5PBUCfi8vJinbX0Y5ZtzYg1PAcQ5cpPQw08d4U/3Bzw31JZrYeLYa4audx2P+pInVQFwErup8wRR9qasrZ0zWWfxOb5nbuH91Q2e2nvwwgEIcwWfcAOdJ4iQeeEDL/RDFYlVyvxBJ/OXrOi8XmMtz7Yn3im7T3/4oXGyBPDwNTwB+OErXw/UxvtQVHJdyM7LAnn4g71YZQKOTfkFv9G/AtmAfHxPArtrKXVshz9XdtuntTPxy9itda8c85rrE0Buvakr2d9qt7+JTfpFQz+s6tMl3/qz/hCWy8snQmmLHdEbG7DNOPDlP6HBv/gAvDvvaIcva6bXTfELVtYFwHrqDzlA11CAduIVOeCR8NPSHv5nzAFk0w6PF8E6oKcIesBsnyN/4ZvJcF2nX3+2Q2W3qZ6D2qmD8vBxzdcOeDMnja421jfK4MU/4M19BGW1IQPToQWKb5tmDCpa1J91BR5oV/uLC6x1yvwhpwtc2j0HvC6HDo2Qm/a51pieHNrSh3dw4RW7Ko+6454nMflHTApQkTVsd3933LtzbzzRPdHJMesk6wfXNmKXWE6ceI3WmrMGeEfH6BIdAPLaSnpuPgraTiLOyKPrTPYitiFvxobWYBpZz9/54Q/HKy+/PG7f2pdOuYYwVzX7RRS+wHNyGsOzz3KxDhn4hTVAbZFJf30dO5bAGuVvRqhvY4N7evy1Pc5vdsbDp2fj77/+7fH1b313fOcHutfkq+k8Ye4DpI1xdileXIOh1Xgt56AVkSWrknDqU8rVDZRcM0MPdA42Fb80zYvHNSCysZs+8ZmxkXibsuZYiEhtFk3FOOUFLmNQujUtphJo6LvWq1Bc2vmw3LGpbq7b5NSZjymje2IR3WlnDQGnaz4fvH7sYx8bLys2GoP6z3njtPIK1Jljhfav6A2tK8Z4kihEucGE1+oCIGiww7SfWrcPxllU4jj6ik8bdQRRBihz001wwoFF3181QRHhuE1/8O+AkMqTdi5qCeYYwaKFbpXlT5LEyF/lgZe5Rlf6q3Nh1TYnC9i0UTIP9TX1Ik8Ch5x2oHn7qVsf6VV6+DcHB0AONmAj7esFMgNNmTbGxIEkwC42bfy6lm/GWSjZOAufJ1KePX063n7zzXF6dDR++L3vjJOHj8cHb789ri9ONaDaKCnf42UPbOxE89L9B+Ojr31kbO3mEUd/soVfpfs+X6OSfBLaoj/vHyJ42BSweHBwxOORXBgpc3BkW8Tj1p3btpW6/cAOW/pvzY2fzJIt8QOPyqrLtm6JB/zAhg8jubN3MC7pk1y+B8rCQ78nI/5EDkmxzIm1D4tUBp+lgE/E/Wg3TwUR79ilPm6AeoHsZiKbzDy+7oAS4AMe3wU6R8gZY4+7+HAzgg87zvwaGodA/IQ+L4vknUWOK+E9e/zEh23+Hrl4np2caGN+6n77i/hhgzJ59eKC6ehCGej8QIfGC2AatYFHG3US8cZcLh3QeC5+efVT1j59Ul7k7pft1D03aBeuP/UV/aqdsvCIVWQzXmxwaAcYZ1+Epsyl3oXq5LmpfurkheJXt/a13r7yfpH2xZx+Um0GqMODftKL8kiU0RGgnPkPLbzXMqED8A8+Ma1vALlZih5+ckD+h1/t5nvJ0MCXvLLIkYe+6AZ/EnVyaOtbAFzwlms6bQD1JV/owQXAo19eomaa9lMmscaznvNV1y9+8YvjG9/4hm/08EHWfnzFWHOzKi7MPYn2zZoKQnHiYHVfc2GbT5quTsf929vjc5/+5PjMj3xMfax74Cs3F2yODzGx/mATGYhutaN28aJ9/BKb4j/ik7Kwgj/XrMDMN1i04gvk38yh5foTXyfuvZFWneGvj9GJG9Xw7pM/zMXwBo++hgxl16c8v8RUoFGVrmwY8mL5Pm0JTuTMdYDrA+uaGGYe5mkGRbP47mgNujuOnm6MP/2T/zG+8uXvap19WXOST6bkM9Enhjo3VZdM+GM0owlOxjPXu2V8VgcAn/vF3uT4Qnmu/Vw7tCHWoG/Jrzs72vxscyjxcPxPv/ZT4wtf+Ji6HknOaV7cKZ7oAcAH21Ci/qXPQ2iQ7ySDPuj4yjF2+N1Yxu3hH2t4bqzqZ5hS9g8dwF8t3n9oLKApTyA+j/3x1+Qhm3It4VpxNQ4OeElxrxEcWOh6gk8v+foWOLJbeDzt4ptArtHyPU/2kHNwRIwlrrBT+mocWCt4kTTzjoOgC5W9weQgBB2Fp4uO8TcVz7QjhzlInZ/EdrvaMqLYwpgylowdOfFCzMkvjifmUz55xw/4sy94x//4h2uCv94lf632Ofpb+poEsLkmhjpOHh+N34ZuOlj3+Gqr14V5feXa6yc4I8x8EhvgZm+BT1lbgGuNI1sMfOOxpU32ghM98GeQo1PaGW+uUR3bxI361L7GzViwXlsd+lSAFrDdkuN4gF7tHHpFjHTVXPMHY1Kwa5YPxRSfnf/mIXzy6oa2PjQjDlRmPKY6lu+5piJrBXV/7Q399Hfll1QrjtXAnhpaOcSkXR8B5ER29cL+rPeMKfsVXhdwCW/8j21IsO3owxwMH3RwXItfD+3hU5ure30KUEIXaFi7OLSHBsjcDo8FiWSHJr6iQXErrbpGAtDgV+JoU3Hr8VkCejtOn+cNDdL9VIR4+Clz/fkmWj3WRTiMp/lXV8UwfFizc31QvIo/tqJrP8hjbcgNMTXJUN6xoN19os31Ep5CUIo9wle7TaEuGyTNvMKPORqZjB3XyxxsYhfjHn8hjzUOfHCxw2Pg+MjY2/f6wzxwOpYF8Glvgp8P3Ow91OP6aqU8t2SY5QDwggbIvGKc5QPkKM7MEzb6j/7ikuOfriXmh06ea+ituNOfXwIsft/91ndV2xtnPNWvOMIX0kYemzKYr/zZrtqWtYe22ku+1GFZx5ba43a1LemAxkj8C9/s/fsuqtu6T3ik+4XXXntlHHjN44BYPoG3/oAcfEQ+sJRBm/vV1Pvn6tNxzXxFv+f5ABkX8WBd1mqiKBpa0ccP3n0yvvaP3xvfe/O9cXSu8Tu4I/dJv21dX7W34FfOxCjBBSATGdRhrzq2o2n1JS4Te9kfWw/h0+u1Zepe/WpDy+ha28gTd13LjOVEjCz5APE/4mgXvnh4PmodYUwCGZ+lDMAyoBEtElh7aAMne7zn50fcHF2S4mfobINbiI257js2ow/zhX02vxT/8OFD7ZG+YBnWR3Zhc55kTow2VZ/aTRm9kFe/tb3jsPXbv/Ubv8vEpQLSkhEAAe1r5z0/SJSL2/YlPuB+47I4qt2OTNAseZC4GFdZlCSXl3xhYbPFxMCfXoSnHJxaedWhfMEnBxcgX+qHreB2YMiR6/JcMOkvXWkdEBNQUdp70awdSxx8C88lIAe+LHiUC5VfPl48DbEJ+eFPAKrPFwXZLzou+o94MfUP3hxHjx6Ox++9N06fPh0Xz55ooya+0pHpvb/LE0O7Y18b5Tu3bzmY7t27Y/35GT8mD18p21c7XxujjC0kXuTMxc9Bqv4eHrBRYOPdp4/4qfudPW2IcY509lcdfHHC59KbkJEcDmn8HUrxZHJxA7LDAZE2TX7XCV8N0LizwJ/xgm3h+/F6kfupJC3x28I3T/xpV8GLCas4El9iDnGOGfypChsrX1DlS7+3aPoZH+t/2ZV3HfHTyrZd/f9y3BOjAD7IwsLhGfbkhkwtHrPOLw5FD+UXXkrHuPHpJl8/u9BNgt9Yr804m+pdNh43imEsZKMiv3iRV8KWXNjRNYsqIFMsw+OBP8FV47JO4lCK8aPcvHEFLnWAHJtpYwODHPAAcPf2932DAB782bRgM7j0F48YwX7K0GN3eUO35Gk+E+9FgIZEX/VsfUmLLMoAMkiRG1taJpXHi3bDp7ybt42cecvYUC5NE23gm1Z/4LGJRwaQjVF4VR9o2AjlBp7+3oDCL4fhppFbuslD/9pMTltz2hpzvYmjnYTMrivk9UMPjOqbxgZQGe3Le77Cb+lvyqwD4PzgBz8Yf/AHfxBfSHH4O54nXeOgMrzpUVnYxtmVP/h6yO7mtebL9fj4hx+Mz3/mU+PB/UNh5GtmvtHVOpGnBjjgybpevrAu/95cLv3VGw5osxHN+LAWefygl8/DBy5zvNXWr714AxERysM/Y+wWrzv4A9vjw7X/WScAaKonOXUNvfujX+zymE5fg90NSWzN2ALRfcaB2lLmUho+bHJhwAskz842xj996+H4sz/9mtagA/G8DQf7BkMbn4Dl4B9y/pS7f26qxXnm0YF2Yt/4Vtj/3NfxRhfcwKZ/f4+vFxFD5+ONN14dv/iLnxl372+O49NHWluyXqELCR71C8ZFRmSzDgM9jMDv+A7pqxiHh/ASu8/PRVJ0Y+5xwJn+rmW8gwccj4do1oeCOVzpJpLxz+Yy/uNQCFwOgXywM+c74QL/6oCc2uh+5QA5qfr5EB/7RM8hkoLRcUysVYfOs9oFhD7XDmRmTYEV8wEdwELv6I474clhFZtUnjRCDvbS7k9F9QcveBIb+NR6T12RCb43+uoltj0OtKnMdTq2rj+QVJfkcN3hmpp6fAnPxfijvGAlQ2Vy7/+UcwDGtZVyDk7YU2rshcj4ozeySeWT63nGnVZycDsm2BW8jAcp+1rpR11y0IExZn9ivcwfWv+zjIsL9jnsdXmPosZdf/UFCb4AZWTh99QRw5oybbSWaVNw23b47Eg2tH0XFnZYN/V1fKo/dED0DNTu6gFNDk6kj2Szx0IZf3hH/Eyc4oNnmbO+yvVXOfGNcFc2MHaKydbhKjrmjNcfVfEd8YoJgOn1H4l2oNcwJC71gDesXbZtiePSA71xd10C7SsButo+lZd2hl/6HONqL250CP/60vNENI4P9oyON+TO+BVbrivetzIBLWP6XDkJe6pXbVm2AVyTlnFL7rnrm0/qlrayA3pS5t963LAFEInpAPiyBlKvrYW2Lf2g1tnnzG30k3p4ARTf7TMHiqeS2jOu9SfyYnvWfMrVE/tYo/A11+vdbd3z3L03zk/Px7Onx/IFeJov4sO9BzW4y8v+H3nEAF8RYp46PqdccuRQRm5lto28bbZFOEud206ZHKDM+G/4wwvtsaT3B7q3e+mle+PO4b6uj6y3XHOMHRmTzi3UZ3nlP6Xyd12wrINPTiL2TS/ZxrmRbxQLF/IN7xc6OroZ//T9t8c/fPsH4633jvxEkVZs/1rZte6/WDE5NPb9n8B+Ib6VKKNzZRZerFcf6zLp2raMu6UNtZUEQNM28s6N9hcqt/zop+wnXt2z9ml5FSjHpuiw5F0+9LdMWkLbgWWf+ai6jLMlLoA9wCc+8QnFxkvu5/6YtWU5L7tvgQdAO7TU2watZc5yabd++7d/43fRhIYiUa4TWidfOqZCWgaWRpSm7SzBphcqrcbRXwcRIGexpI3+ftqaT9RywQ01/6/1JEdG+ZSexMHS0ib6qFfXtmXBjk1tV4P5Ua/8OnRZ7gUNGnCBXpxepAGH9rZhDrhtJ+9NHbwYWCCbhugCsKmT2HFxdj6Onj0dZ8+Ox7tvvzU+eOed8fj998ezD94fF8+Oxs3Zie4szvy1Mm66djTZeEeODysODvy1kFu3933hYfHlMOf0LD95f7h/MA7v3PYE5UCAn7HnKRF8hX6k/sIZh0P+6pn6eB8QeGweoKXMYuEx0yKSX9OJTdh7qYWXTQeLuxdgxyP+YAzwKTGkRVE8cjCtcZLxe4eH7veTKMjCZ9BqU4lcEblfQTW2pNMmB1VuEx+cSNmyyMzYGx10Mq50veBrYCxQbLam3SyWxGTHEftJjhMGRRcTyiQ/is+FSTRcmHlygSeL2LgdHvJya8ngJaDyiSLd7yk604XLcYMvNc4ciflwS+CDUslk02AbBcQs+I4JyUQX2tAPaGwBwUtskuijrbZE5/X8B2pf5zsATXEzlpk3tOMnoLxpB+BB3f6d8tq/lA2U11IPyrSTlu3UuyBSRk7bgfKGZlmunaWhjkxw6tMCbV1ky6cyK3eJD5iPN1nyr/WdcjRuHIAS3+AA0SlzBBxVvQ7gS/rOefpvr+89yoEbeNWJdlJtoJ92cg5tsAfc+qZ2044MaOqDpo4pgM7QwAP8M6074PO0EO0AuPRR5xc9/vqv/3p85StfsXzWR2jpE3fjS8RKFkFkG7zOZX3SFXrsaa3a4ytlV0fjs5/+yPjxz/2IYkc2b2oje83TFsKT3GzO43OgPoEx/FjfKt/zefrKY6M8cwe/MX87HvITm2mNoRWcvEw3bxoo83Ucxtc8Jg58Mj4XPszuTUboy18CXI8/OjbmyRjqr4c6xhVAt/o0HLsnbce6+TL1UIn1FdvgxaEaTxHdjIPx3nvn44//6B/GP/3Tw3Fw6zX5Vb67QS/ZMnX0jcuMT8A6e21uHbvjJZZcDzEoTsLTGma/6M9dKrOGZYwADgKl1+b52N87H6+//tL4t7/6xvjIR26Nk9PH2vjkPTz1jXlJdnPii9x+c3s2hHKQ7cUvTbTTVvrEebSgfckbYPxJffrHMSLwfFU5+WRgHbPmU+YwiDrX1OijGOdG16j8rLE2c8JBL+SRF6CDB3FFHCErKq2vKfjaB5P6c6xssklUPKKXkYmJxDBPNyGjesOfGxYOS3i6xi/ZVj9k5ggP4WYOxOf0IdOxAA/l8Vf6q38OSMK/bfCgjJ4c+PRJYeKzY5dxQ3c+7df11gd02h9xmqO2/LKZnaA8a7H5EaeCpf84JBFjJW4MtW5qzeX9O9hgX1jmCzfUaqPetticGHKbfbNuB5b0lFlncnAT3zv+Z3yErjFGHAWPDQnzGjRJUlVxpN7ezPtJKiVojCM54Rm/+eW1spE2RZL5+5Bo6mIidCcO1EdcqmIZsYPxFq31WtvnNsZMMnjajrrb0Rk56qM/awP7d13jrSP95Y2+xDc6pwytx9R9+MNF2cB4wFPx4b1XYs9+UJ/nInNLjOI/ZFROxg5cYoQ2aB1Xarf9U38bbtrgEOPQA5FHnOYaiz3wZP6CDw/6wHM//NXuhBj4C9CFBIRnxox+2uHnfa3agOKTODSV5nhYtMvrj/DMR7aTMEVJ2kwd2ZPoWrKD/tlzYnvnKanjhRz4rOdTeJmea9b0Z+nQMzTRl5wEv7bXtvbbt6qXjxWekHpyeLBWtF7fMpeKR1x47Z792IUMePfQkj98ge6QYR8+wUS7CxxViCX24nfv3R6PnhyN9x8+Uad0sL/jY1WUqrcqWi9lnXhlDavtGcesO+SNh+bgAV7/AVXpA6J7yrVlhSfIU8PRhbl2cvR03NZ9z4MHd0Sn/eFCHv6Dx1I2UN/nehA59vfMi7fSA186Jhh39Eb/rXGhaykvn352ujH+/uvfGf/9f/zD+OBI68j2/jgT6YWQL4TKtz0YjywRjIgy8fMcBNSGTkB9s9QF+6kv+8xEUD+3D0Bv+NFWW0pvu2cfsQS0rXTUi986fdQ9f/RHWVxXOOVDvfyaBzf9HUvKxW+95QJtzZtU81pT/sBSfv3Bgxy8wNp6T18Vil8epaFc/Zd6Lvkzf/wkkVsENAIgQUROghGMUaCMSUziMqVOP9CcvtWg6q/8C2vnrw3w9/AFlOGPHpTBSqDhtPXCw8AXD1nlV329UZh18AHy6li5BDUAr5VOk19lLfWn3kMsFln4Le0Oz7StfDD5lieAfuBQB6/2tp+c/uplO7hIqO1GG0e/Q+D8Yrz/9lvjG5q03/unb41N9T19n18vezZE5Zutg/09v0SZgwn/0pdk8OnV9o70F09/+i9cf7Iqmci7e++eZVLmJJIDITZulDlcQjfq9PNLYjwBxNND3gTpJkSKm5+YeEPoFyYKcpProsZTNzzShbp/mQEbRXvDpkJ6kWjjsGZbcoU1tmTHruT44Ey4DJ09j9/ZgEw+phd//McC5U/U9Ue/GtQuWf5UFL2IVemtPlH6vQzwy7jYi7IBPdigMC55gqIxYRlqZ1OWx/R5SihP2eBD6vUl8csGNQclxMrQYq8NMa7ShuD46DjvSQJfssGDnhvnbLDwoXRGKSVsQ89ssONjxqXQWKp8oHi0AY2z4qI39q3mkXJo2u+YnrbVB/SVPzTgU68MABxiF5rSAeDYh7ONvLJNM/srv1DdAPtW9cojB7+yqJc/eM3BQVf6ajO45VtaoDyB/4uvP+26LLnuw86TwzPkVANQhRkFDiAIgIQpUrJk0ZJlL6/lXssfwMsyKbk/Cj+H3vfqN+o3TbUtQrSl5gCCtACKxFwAay7UPGTl9Aw59P+399n3nkrDvZ+MjDgRe44dw4l77rlTP22uR9dpa16RGZR+HD19eb911r7Vo+a2VX99OTiIxebEm74dGVsY348O6If/1g8jA4zdYHjKt3ZM+/S/692GbXfd+plHvEzPp17f/OY367CIvnWoufIOx1V+6wBqPIQHnUlz7Ruxl3zaef9k+dQz15dvfO1Xlk89+1TG5p0g9Pte+lAJb9x6vsWHboDfyCq5qR8YXermq+rhTKzxVxhewI9/+KF9Uf1EWK7h1hMP0TkGrrTxt/bwaxnBN6+MvODUprVwY+Pal6X92i/y8kPY1FyRQsmElfbZHKuBt60f/fCf+DG/u45ipRufLY/cpB8uJ/eO6nDoO//xxeDeiB39gwIlL2iZtXa+HB1A6VT9OPVrKlO0tB8vZJMtFy/1kuKg1FPBKqs+vlF4eH85P7u9PPHEheWZZw+Wf/hffHn54hez/iyZC8/vZc1hZ2/0xPnYyF5AIugxEH40SHvfcLaP2OGpFLRl0xqTpUPKM38MtG7NVxlN2V32RkpsUJZLvpLV64Kv/sXf3DFfVRM/cah4fJxX85GKa+WzvsAFk8Ot8ZTrkd+HgGJH7LE9Yz/tHbtkY9zxLce74nutkzwZ1XFZShTvXfwUr/a7awmM/ltdxn8yetYGN/XaZ96K2NoPbG1qWnmvt+X31B1mX1HvIIwuzRpex6Py6NLorTtwo1PrjBtla2bK1lbmzSFDKspGeuiPGXfy8f1Ot9V3tQclCyNtBK/QfmJvYjBjoO2Gtv8Qo99x0jTwlRz0mh8d3ML1Z92350EzetCrymwLX21TTw/yeLR4JD1Yn4IG9bQj3PCkC0Azdg8In7BJapnjD5DLnUxrmXI9Ib7GjL2TD0XKLrqsekuuh8/OnjrE2O955bNOlE2lR/ubTyhQh0Rlb7eBkAR6jQQVRymSMWtiM9uPIzD0pUP4jq+2NGS1vvt4RWd8zf0BX3VDkezsQfsx+1cew7NIfG05urcMefRn60qvIlcdwwF6lv1ppz0dXPtwfeSMT+WSr/iC3dNKFcP6cS97DpfUD+AHRtfxz9S7HplzrVz6rG1jL5+2X9D3PEh2k66xYl1Su/LHa2QDdFVHz1SjFS/lj4yrYhVaf+rwGf0OMiYvXfQV46YDxsST169nfbm/3Lt3vty9d5b13Jp8tNwPPbB+OHSXk1C61Rzb+oHRdysPjA/A+EFb/cmTBn/s/HgdPvyZvsy1Dwnv3bm9HGZu+NSzz9RY93Wz+po9OUlkkoMfHmB3nb+RA19Zn4yOI7sOivGFu+KdnD1Yzh8dLB/dW5Zv/dX3lu//+MXlwuH1pKvLw3oHUXASQ3XwH3b2GCUzF7iL6eK/lqsQmDUFrnybip4NKVenB0ZHMH0M1OMlr3kktJNP+xYevx4Y/kOn17fywPBVz9/m06EZHAZOO/j/J2/SXH8Mcmlft8XZywikzh70iSeeWD772c/2fXzkWmvpySePx+GUwc7O4EwZP+VOmUMcEvXi3AGEwRgMhuHUYTZM0KgfpXeTa8BBRn16nMCBM4/mg53S+VcLTP7V0yDJR87IJ6PeP0O/JINXW9+Md4CN88BWp5FDRqzSmuvcvNIXzSpL2d/KAFo5umlU7TdsymPv2MOQx/UGcy1VYJWcri+fN1rx67r94B6bxh6qzMZvfq5U8vWyH//gB8urL760nN25Uy+mfnTmySGnzAx5sFy7emU5StD4qtiNTIp+lt6m1KdJFh0HPibt+tWy6OBrZkfHoUnA1cZjXaAcDvF5PboWe+R8UF/XkvgDPp1tluL3nS1rcjJe7xvIpNKbojKy7Dbz9ycoGVz6tqQmrlb+8LxL6HLolS/5+Xu4B3145NfTLNgOfdCA7pdMnPmr9w+FDt/5mUDXwCY0leXn6ofIl5+dJdZLP3HfN8EDc1MmVnSm3qU3fP1LtvcdaNH/RFnUaVD9mMUnpbTbzPTY8gmOSf9+5F4KW58U6JMIib/THxXL+IizNYbYFFlS3bDmmizjdOJHTgdA54lddVMeXO3KZdtalkDJWPumYjo+mDowMiaOgbEzMqp+zUdW9UMAj/ZTyx4cCf1OV8LDZOgAGeiK/yp3dMJrAC8wuAODO3oObHGAa/zgjY54SXiMrdp2MiKSSq7r8HLlA+ijHs1sREuGR57h46PPw6MX7SKrNrRw+WV8B19Z2+gwuAOu0U3bXLcOzRPt4E4+T/7VeFrXDKBugGz13//+95dvfesvlitHV5pv8PEse/2ttKBK5SP1ycPPp8jHl+OXbKIvPjxbfvPrv7L86pc+mw2SA+eT4G8Omut/DMRJ266pPw1tl5X9Qey+6RhTBn2tLXKVY07pl3+9MXU9ZTGZ6xVn+PRNhsrg8d2Kn/+r/7Qbu3wAD131gbbYOv1TdSvfhq4XV0B7z6EdL0Fs2hUfnWvtHjt27XA7/0o2+vRwMDN3X35qefXV28t/+PffXd57j93XwyAxnHkp2hUN/UangZFB5lbLKqcPpnbWXaQV25nX6oYlavcGWJt9QvjnhvH69QvL009dXP7BP/jV5atf/0xw7sbuu9Ez9rvhRRNBvQ52LJlrt+Ni5h9teM/TFTXv0hduwB6gvrq8ruvTL4Wb68nHQO1AXT0dlpxd3af6j2/bL9bWHotS+LOb6sHp1LrBV9++7T4jx/XMI3BnbtNWYzt5zyNN56mh+gBGOxpfiYh+dCwbgtMy4e9tGRun3nWnuqwyHUDTwB8dq3pHA0ZetfsLUvtl5RG86p+yu+etoR1HtzwxJ/fk7bFAKnz1sLufUlATGW1jjzHXxWnVq8Zk8tOTe0Vtz1PvIAr92DCHtmTSd/gXr8KJDHwCeKoff+xuhlLXtsRH0TXSm1famhcfprBeVB+u49J//R6JNVajx/id7IrvQH3CH1p/yPBaTSh76hfK6JVyveMt9aWvHK1cXKaunjxKzJTdlEtr5WhL55YF2i7QvqazGnsoHzjyRD1ZHb27vfG3PAjf+2mdh9b2PX98sodTMI+kzVjiz4qVmieN79CvbBsvWf7rOYWfg+cvfOmCO5w56NvJa8LCiTpVP2NwC2ND6bxtSz2akRtpde0GrXop7ZOG98dlhLbqSqvwwzL+49HkBVW38o/+NQ6mLoR1b4S0Luky+8jLpUfRpW3WZTgSIjQ9f/V41q6MfubF3ns037rvC06tCXJErXnlxaT48imeTdt4e5j6gXDqQurIBkMz+qq3Tk4dqr6Haj3mcFHqvXfHmLFTewJ1Ajf2VT86kMq1cXJ0eHW5c+dkuXXrTui9rzOVnEYF8RV7+yto+q3nYtCyPh4rYGweH4KSudav1hZMHYDTfdHjrPo7f2VL4dI1+7zc4/mxoSeeuJZxHLrsiXBwuFN8yocf51sQBv7U73RZ0y4e9Xf80k81RodI9hWz+48OljffubX89fd+urz02rvL4dUn651E58GJwOUk63Md/JOZNHFFJrfLaxxnbNaBZ+rINa7H7lYx+CmL1/IFPqkbp2l3KYmJtqWbrXnaB8ruamtiuPu86cBWPmie5LRfK09BPdxJ6ulfa3LKpe+OduP3wOBvy6PPtrxrS168/K10YMo7XeKDW7duJX7vLM8999zy7LPPVr0fjemHCvrD263M8TmQj+3qxwb1cteX/uW/+P36CXygYohmsMoxV4/JCBjHgDImZakEpmOrLn/wLLAOFLwLZRTARw9Ux4bHLihGsciVil8ADWMhd3DsHTXyBxeM3iVDe+rq4Arf9YDAQJC8/AnDWjzTduoJoRV3YHQbeXIJ2GTUp2bBIXOrN4APTEzFM8oMrnz3CVvA9fjWAGFz9U9YnMd/NjjyICwffXhzeXB2unz03nvLzXfediexXDmwqXi0HMaO+6cny41r3i100F8tO/IkkZ+2P16uXPWun/5UiXy2+FW0+un66Ns/f3+tfpHLE0eAHvrL18r6PUXRK8mBEnpPEslNLA5ZmP2IDbGbXfzrBbZnZ70B7q/QJVbES9JFixpXZfMO38GQzZOXpVkML7vh9KRS9QvEJBuqAzGW/tYvq6/qRirlelwzvCNAEHUf66tQ24yRW7ERf/mk8cIlL7SDcxi/HMbW3ExlI/QoLExu4rY2nhEiRvhm/Dhgki3eKTvM1Fb9HLvO16fPXOPl5offy3/R9yg2XokfTfhXYuvJvXvL7bu5WcriRG5UK1P4g1kWY3aSYWImV5lfe0xZWMWZr0v0uzX43oI/8U023Hlxonp4tdnhU33Kb2s9vemvrmIidVLFbPJpkwNjf8p48QG8udbWuvb8A+aazOGrDtBTv+m4wWePA7zph60ucNBqw2+u2SGHK1V/rDhj69TL4apDP+912soZfeEPLZzTjENx5CnJVAen57KRgx/c+USo+GVhnnFpY9jvxuKTtMc+MkZ/PMZm13wB6KMOH7jji3n5OtyxbfQH5I9N8vHp5YyNGrP5QwPwAxaqp556qnLpD//wD5cPP/ygxg78kVMghsO37VZOVWSVz2tkpq9j82HmsSPp8v3lN776y8tnn30yc+hpyPsxazx6077G1uX4yQ2fcZL4MFcZ7/iTxe/jM7nxUjeN+iC+ra865yZkDsP6xrTHjkTeDozBsYkeqxybUqGJ1HXL6qeN+hPd7t/pfy8ZrvlkxVWPlza2wDd+xs+lf+YcfWPclx+DW/ihVV/jIHjVzge16cvYD4tSd3HID+fG8p/+00vLn//5DzLXfyq8rra/GFdGsKFjAUz/VT9VXW1hSn/zbLxQ7UUqlcrhV33R+PFq+gxrOlmrrIex6dL58qlnDhND95d/+k++EZvPlvP7d0OX/hB/9fO75Ka4xmBxjE58M30xfdu5H8roucc6QiG49YuSqS/tQjPznEPFunEPvvrhSW7HD/mrjbFH6l9jgh8ZDFvL4rLe33OY+ctf+Uf/Wc/bjqJfDyjGz2MPnYA+1Z/GNJuI1x6WBX5YwgcZ+vrSgbkyGuQ//EH3U2Rv+E9izx4nWNG5ZOSyyx1T09/k8k/jzPzQ8cA+16BxyWq5+sENxNhER/K1bROj6oWy+jayfKKfQb3KSTubEQdc0gXUV0f0YWj0mRgz3ujlQM8YM688qLFeQZl5SSys/l7nhe5T+xd9nzVUO202tux1bRuMd9feNWWOcPDo54nJQdM30/PpbMcCQ3Yv4eUHe4XgmIPQ1tPDqesDpo4lT+7UHGJvFd1pwO6Rz0d1c7e2oSldUz7LDYPrvlHmh94f+JSfOmU3zuWTjnXAPnzLJ6ue9LWfs+eqD+5CZ09X4ybMjGc4YkTsDC/zg3rWm2MpVvMCwwPlm9JFffDgrj6ns7XRPutR5lIwHwDg1Ty6j6pP4qe6uWfj6h/ypq3aA2VT2gZ/6ugsFX1S1/V+NSqX3mWb/sA7ULjRHZ3YefSwY6mvs37kj294oH2Kd/zCI8nFYHknldrYJ4aqb0r3lluxiB7e2g5PfNmLWivoQq55rq5jntiEG06VWn6vy/TQX2B8NL7RF+who77uXj7W070uzkv0W579Y/db/YBDompiAK8Zx3hLwHWCo3wDtm1g9EBb8V++aP/Vep1QqjjhxEDbA4lb+Sr8Qqu5DpHTUDqkvp5OdFCa+PWORfuijz66U4dRDx/GB9hcSA95x0VsAfq49WudBsjlN7xLfsA1HPijV+Vp29oI+Ghg2uw/0JT/wqu+Io53dL93end59tmngxX9jduU2oP8K28eeO1kleCPy1Yuf8SH1T/GXumpj9O3SXdPHi2vv/HB8oPnX15+/s7t5dLhtfrVsvvpgwfheRa/+tCfju1v/PkhsR+e5qjp+2C14ED1aeJOPvbDmblDfpYcyR4nPBLQpV+Z4brXJf2tXDqkrebJJDi9VuBt75T4h5cq7RU/kTv9BSZm6auu+MVeegFto+v40BqkTIbr4dV1jYeveu3TBlzvZCZXK/4Gqm6lH37KwEMe6tyvezeRsXSePYF7Dv7HcxuL6IZWPOI1cqXWr5oDGZu/X08SNfEAhpyBUNImzSAY2DNsJSRgYq489ZRAK5/N2Cg2OPioA7ORcC1pl8a4bZlsoI5sddMGlCepM5Eqs02OTrCN3nC00UF5dALbYADjMwm9fOSjU4Y7OoIa4IHhs9XZtZwc9MoiRf2OT8zyFJHJ7MP331tee+GF5e3XX1s+ePvt5ZF3hGShO0gK1+UguE/euLE8kcC5cuWofrZekFtYvLTa184cCFlExjZ2m9wFVyQvR8feMdTBCMei6PDI+4mO/Ex+NnTqfQ2s7GADPTPwyj/+wpcpNrGxkkG9IKx2ORiqDULK6nzNDG6EhU2SG+OMlqqL7uWU8DGAtMWpxQdt0UeugyL65L+q42cTFRhbS5+0mdhszuDVm/utOoH6dL9WIOV+IscCbQPXcWmu7gVUzJBhEWN3mtZ+T3yFVrkONlZdpj/FY+GH4HJstemzAHjqyy8YAC8AP07/0cfG4bw+SRMn/EP/9kn5WB+kwHaLOr2Ut0k7mexwE0ofeGzaHubQcQ51pYnJ4Q/4EqgbHPnImXbX6tXNtTZ1YPgOKOO1pVOmW+m+9qG2uR5e7NEm38LcZGmT2AyU8Rh8OVlji1yd8ugCHw6YXNtWL/Wjs3HVNwl9o0n2ZTdDwd36dfvpWx8I5UazNsWuIyf1xTN43o8C4AK4oGl7Lh5btI3+o4O07S/5gPLENFp2uZ55Hf4AXDKHD7yfv/768u///b+vce4mXfvoWbDRGV1tQmsxB4mb8DF/XXjklxhvL//gt76+fOXLX8gNcXx6Qb85OOibBTBjOx4sHcYHo5cW0JvdfX37u+1xs9E68nH7gkp0nF+TAO2r4Ns+rf0NSkwSfJuOmgRWqI198GxSteMhJkZe4/TXl/Gk207vZPD4FU2Ni4x9dWVD+LXMvt71a2San7SVHSVGHzn8fiL8ri5//d0Xl//tf/tuNhefiV89RRTfwSJ/9cEWWt99Dsp3JYOia2VyPKAxo2xJufq49BR/ucnMNYlHR6Ffbi/PfenG8o//8VeXLz739HJ6/lFP92xKHD16tL/Z2Npe4nLNbnV8OH5yKC+vPi/Mtqk23/lDr41vgeu6EYwcIJ9yj5X9vERm6zFt0SP0zaPXkLJ7vfks+0NHHhy0o9vQlJ6px18dUDdzF6j1bdUJrrY9j45vCYjj0ZcCre+6HiaNnurRj9zB2ya4rVvLAuoHd6B8m+vhp2xDTh4/qzeX9ea9oXWhf3S0wU/d5dy46b9+N1bzr839ars6PFrG6q8Vr29U9EX2efyaeu/9m5vZ8oUbm+iubFwO3/FX8+05bWD0mJxdZBrv4tn6idfuYBJuYTYNPclkrxt4ebhgkfrYF/vxdLjo3YT2BOprPkpBub6+EVNrL9nqV5mN9SRBGn0II2e7T5TpUHNS6eSq9el5056mfUgf9dPXQD7l0j953awGl2/Yrb1/lCS8S4fB7ziQ23cO2LtMPVp8ikfRt65iBd60zz6LBjNvTyx1H5GJR4mAVbRVW/leTuN2XE17P+23Ege28dT8O9fl8Odrws1vYD+Oes7v+aB4rzru5a/6IHOV+pE/vpEP//4gILZWX2VfeJh7qfzhAe8we/XCKzk9pviv+nJkhVfptrFLWdI2Osh7TPa8BtS7JqvjtusmV2/eVdbeun/cp2Cuyd7pFDuMzWqSUqcAd3QpGZE/snf6wkyn4LWdH7Z0yqDuMzLPqKty8M2fXhzvQBr+2b2z5d697Hsv+ZaC/mndav4NnX5NVjKbZ8semwfI5K/RYXCUC8LHuK51U/vUB0bnsi9lLS2nx7h32t2+fSv7ocvLZz+TtZt9+Tdzgktu2PaVcvEthJYB2jfSyJWvPr7QB0Sv/vy95fs/eWn5+bt3lkeH15eztGcmX/yyfd3zxU/sKZ7NauXbco1X84Tm3pPw9/7BCHnHS/dfj/1e74ybj/lNXJRHOsaHB7rJ97h9PXzVa5oPeooN2TWftM+Hz/AdWXyvbisTzeg99JI4VA9G/qSBkdM67fXd4aY8BzzbpG1smfGojp+8M/gLX8w++fjKcpYY4XPqDw58fnWNfgva+X3kjAyQcgc54AAJEznAeAgkbepATdprGyHawDYfXtrLmFWBaRvakT04c73lD+Z6ymB4T8JXrn2CbWSps5jjPQB38nGiNHWT0LJ5YPgN78nxlqMZnOlQ1xIYOdrhzrXy6K1cfUDd+1n0795b7mWCeOeNN5cP33t3ef/ddzI+s9E+vlw5NIdFftre18wODrJY1E0OX9IlemWAe+HsbD6dRPpOYz01k2ufQl+7fi0LUR/+8Fe9uPrq1cL3Sbav/cUrdUBERx6szU0mABslYJGI16rNgY/NfqyvBU9QXwwfL4iOV+rASe7AJl7jXB28PLQA8IX6XF9I2YbkIrk4h9fD4NbRSXKHTnJ1nmJyCFRt+lsKHR54nceGGkUpOwmvdgdFF1vGg+hfTzfZ4KRtNsizMXIoxD/7G77uL3XSgLo5gJm4AHxZMW9ScQgUHY7YFv9F0nJ8mL6J7Cvx0RPx/3J2vtz76FYdCvpaoe8j62de9XU1gL9JeMpkSTbh5M/YnYkRjB7iYWjgsQu0zW2r9sExFuSuB2falLWrT0XFhkWMRDhu5rSNzMd9Rid84Ew9PEA37SPL9eCWvIB88OlSG/jgjRz0YK5Hh/HPVvaUwcgEI3fkKE8b2Oo1fMDIUT8+bh1a78Gd8WlzqL4/NYXdPMndJrDtA3wGb2SP3GmXpn7kgvH/1OHrxksZ/XYedD1jQP0Pf/SjKpt3BlwPLX3kWz16yKcPMgZY4lfNLjw4XT7z7FPL5z/7iT4giv02iuHysfjoDXl0vBhfevw5yRCokbH6Bd7YOnV9c9djWtvopNw+2/vYTcrIC2WVJVA0tXlvXPWTA2U8yRod9O20j2w2Nf+GurGrvPkNHzD8q+2xOnJyscePmJYh7g6Wk9OD5e137i5/9md/nXFozfUUhpWj+wWPyQemPDylwVNWv02gx3v/KcO3ubZJM2ddqvz+cuXIp2DL8lu/9avLl37pU5nm7oR6HYdxgflxbizF147/qoe01WPa1IGhmaR+8OQzF7SN7DYWXNNBTPQBUeNmXainh2J74ZGvP/spTCAeS5fkdb3KnflQ/0jbm6oZP67B+BbgVZA65e3YQ1tjN/E3Y8I1PsypWIiv54ZN2vKd1Pj7Pt76CODtevDhjr6D75puZKqjhzlDeYvfn+ruAS2eZFhb+9fM9N9+nKHDV1kb3qDxpp8cJPhlzbW/Utsf9HR7WJR+9kDWPwd4fQPDR233+PBjNqzy5eMX9Wj5vT4sipx+UrTx5IM3vAF9ATl4jd9AuKy0if7w8z4386CvWYVRUuIYrvhLMn58TTMacOJylj0B++D4uf97off+pfp6ZPi3CntbgLVFaa7HPtcSfSV1s2eQfGhV/RD8FIrW00KhKkFtR/tTrnp8Om1g8pHbV42r/6fPt4AngD/+Gz2Vt3ubgaqna5Wbtg9eek7WLpUOSdM/w0ebvpz23S9GVmvzq+vio7vWueFS65imlR72xHB/SDhyxLFy2978x3/RPqnjzBM05WcxfTE+ukw2nuJbDBqHxoE1ay8Tb7nU8shuu0eHLYxs+gzQW13pVLZ2Atu8cbpfQR+udAJwRqatNz/50LLsznU9wfTQNzzYndhPPrEgxtEax9ixu59Oa561toik7HmlsCq90TaPVX78f8GPYlywPpwsX/jsk8uzn7yyXD2KDg/vLMeX49Po5N2I5hHTeY37NqGAvI/ZstpHztZvRRccwEvWwz4wWX1IRlJ96Muu5O7F6M0UfMWrw5lHqT/J+HvljbeW23dOl7OYHk0rQvhgnsQD6Ir/ej2w13lvQx3+enLzQWguHGafsCwvvPbO8hff+cHyzke53zi6sZz5iplDoszT3kMU0YQUT+LxedwP2qNB2Vu2ZK/BH1u9aqysfTS0aEb/8kNA0+DIx+/d1jE9gGba9zRpx6N4Bylp6AdGXvELfvtnP2ePnspiUXlSHT4mR7vXuceQ/BfJmjrlyR+vn+uxb+s/9Xfu3lleeOnF5ZVXX604cu++nQflErrRZWwZ6Pq9vJF16fd/75/X182GARjB46gh0j71AFOM1EkjNNh1Pe2DO3yAenI5WRveaNUP7ugDbKJcq9/qBVdZmzIYfbSPnAH16qSRN/YA+pQNoYWL5+gzumnf6hu0Hb58yxde42TCX/UbHCB3PWX49HUTPbJ84uNw6M4th0NvLG+/9vNc311OPvpoOU/uO6oPTk+W675Slhuz4+Oj5ejYUz4XlsOjfrG0hJcngUane/fu1bV6+vGx5Akj+A6P5A6ItNsQ1a+EJT+6eiXlwwRkbM5fWbNObDb15ZQVvHzSBFYbCpBmTyiVrYdHwQ01fHo4pDFy2Z6JqG5eqt7m3ABPX698TJo85yapbpTix7It+fi4DqPWvA6YVnx0JsUwqcOkgrW+/Z766rfQhRcrM//WwGOrRc+j4SYdMcNP3iNU8cMnq/x+DL37H98p0xOOcvmPDvlnU2fj5kmJNJct5B6mX4pvpB/xS3SwoJKLh3QeWnpPvE49oIsFSS4Buk7sgS0vaXQs24I7gL74r7k08T7trtFNDAPXyviqJ0Pd8CBD/fbgCK7ylj+cx+vxGV5ybVMG8NABbWDwt4CXuq2eoyseg7+VMbwHX45eGtoBdZ2nvnqx5wN42vgA/rwYtB6rTbjrO/Ha4vfz2uigPHLVTd9KU1d8U55rsKWfdtdD75qshn1/j77TD5LySy+9tPy//vW/Lpy6Cc6fMh4jc24c8QB1eB081weJ/SBnYxa7799dPv3Ja8tvf+PXl8NLWQseZqPSM8nqufbnbKgnHkcOMD5rbK3lbbuxPQdwBp9quPDgGHt1E1V0+zjDw1fb4LC51iab9+DOxnXexVf+LFmRn4HMRjTTVy0vGNpL3j5e6vA4csms67RLPDC4AH77YdU7ueuZJzPK8p/+tSbcWE7uHSzf+taPlh//6PWsSU/FluPlnKz7wV9lm9/G1gE88ZfUj54Fyivq9olGsOVR82kQRf/B5dh26SRr0Nnyu//kG8uvfvmTy40nLtbXzPxynRucA4+UsXftIzYP7629k49/2zfG0TrfRb3ZkO+fBm2/DYy9kkPleSoJXuEH1bhQp1/MU+FadfjMDZlYobO4HJj4Hp+RMfJHJv0n1zb9u4u54I5vt3Vwm1fnRWv9Kh1WuuLVMiW08r2v9qBu7H7cx7MJdj06wFfGRzsYmfWjEMI7tE1P39YZ7UDxdFMX8CmzT7PxLKcHyMB7ZMF3XQfp5oy41degvIC7npBJuxs7sfYw/TOHvJro7hN5/qEH0Dblbb5NYzOZ43d1oG3vmBy7QkWtHX3VxZ7CabKiW9ETI+uNZa6rLv/1jWTHGhsqhpNwq/dtpU27w3Px5klzP2RyenovvHxwmHG89llpkGt6AvWgb+BH96oqfIm/Qelf/WY8+eAxfRS64ddPNDfd8N/5ITja8W+/rfzWNnjs1q522iepD7ey0QGI8dV1YmXiUf/hE/3KljVOUOJ/ucde+Xet4zs5nXqOb30nH/l8IAdiJhd1HYrmm/rSvcKu40he61L5tilnbSjI+tb+6zUHbtNq7D5XplfVxTZ5H5YbC8Z49I4WDWmP/FqvUtc0+Ze6uVnstaxts69QB298P7qDwZsnbBu3fTH9C9RpRz/10zflU7qkutY5HksTefhs+3zoR/7AlmdxiO3sYG/5pqhbDwa7NykhVb33p7lB3Powtp9MzT1l/bqnVjSx7fR8uXL1Oo2Xd997P3XRB6PwDOfFKx7ch8yefHRl/8TVrAVgxs7j/mquyeMY47P39e3D4Tn8iO8afUF+ZonMjebn27n/e/qJp+pn8Q+801SMlM/J6f6jA77zIen4a2AVl7z3nqjux+7zBxeXF199d/k//tNPlg/upP7w2nIenEfWzvBrYFcYiOMBjg2weeJCKxu1teUpJrFV+8Saa+XxV+WrgvAAPc1//GNOlKMr21bc4TO8Jm//um4+neL/Vf+9/OiYKslTWsapWPs4zr5PR4dar2KZOHMtAfle/67HY9qB6y30eNnTfswngYmPaTcX+MXs9997b/mNr399Ocy9Ak8b+4PX+rWs7fgDNVdFna0sNFK9uFpwgHHkGK2MoWtt6uTqpKkboXvmXV9PD8RhAmSUGh7yLb/hU3QGWnjU48Y1IfaGV5uDlg5SuM3HAjFye1LtOrm0DSa8Rk/yasMXGaN/07QvdJTHgvlh6uXtUJugDrjhBbRXnj+L0H5DE97qVjz5lLXNNfra5JS8yIpe3slw5+bN5UPvHkr62U9+vNzN9aXUH9AzN01Xsjk6jI31kuqjfgeR4PaVMQcMFhe62ETVV8aO+skg7ztQL/GRpN6kwjceYfNVtfqJ+9Dpk2O8g+9QRD9FcVaUzvc9uunwJbZWH6X/vbScjfX4Gxv1YfJLXkoJ9KMNzToBeXqnNkPsT95PJumbdbJQz1/502/Szu/J60ml8MSrnowq+eskXv28DrD4ZyZ8PPs9SnpJXzXUBJJ2NPrTAuMdVvqeryy2jZexk5sseD5l4zuEJjS/VFbxlxp9cXrifTb4PapHw/Es/yTX39qaZ2KBPpHvqYx6ERldo4f3Zt3LRrDHK7/GBAvk6ofyvT/XsbH7KYtGfEmuMp3ANv7AjFXX4kBODpv4UtuMCbTdt627fMZS0aU8eNNP6l0rDz+gXh05cAG8X5TPuBpe8EcnPOVAnXZ4YOpdj55bGF3QkTHgetrQ4DO8pwxGH0mdttFtC9UH1TXNt28G9nOQG4CKkWxZbESDCblyeulHuOR1fO/tGB3A4Iw/t7jqyJLggGmnk6QNaD886J/SN2cMvtbikdx8/+ILLyzf+c53a46pr1+uNzJBKpqKyaKsqshq3xnLDsYsyp6EvJrhc/3w0fLVLz+3/PJzn86IzDz8KDflNkE2QysP/qhNYyrcpOOnrXDCqz7JrQ2iTXLHNBr+rvdc1MFqfER+2GifvpK3r5LzBV0Lr/E9PWJ88JmY1Zf8U32aTVvRrjYWP7qHp6u+EeaTdf4If3zouOsXdEXfsSSf/pg6+iqj6TGx2pSYaf7w2WBuu7p8ePN8efmVm8uf/un3428HRNkUB8cmmmtGjhxlS1sh7bt+3+hR/WoOT5N5ho21KdQeDr0Zbn+IZxvZo9zcXbxwmnXlbPnN3/ji8vf//q8sTz2dXj6/tZyd3U2ssaX9qUctAXw6N+h8NbL5nr4Tr+MTdLX/SDnF8k+tK/XXNsCVyt71emybNpcdL/zokGk/14kB/YRiJSvAg81o2hdrXK786TT6T06/0nttZ/tA9Uv4jZ1bfcVXxVEEqKv6la590zd6FZfWirTiD0Y2GiAX0/iPjOIXHPsSYwkqm3otbX2bfs8DjK5UUx6ZrYsU3LWu1kDjn36p844Q7RW/4Vey03duAivGirjtrg+L6jpy6JQCrmLFhy5ltz4Kiv4oXdKuR8Y2MOW22/zYT4zVfCsOUzkJDip7FHJjTenDL+b2wkt78+q+ZP/OD4W798fKJO37da/mxvi76slPvVzyjjq4DjLrHSq59sQRG4G8PhjDY8eTH40R0vy1nqU7fA2B1rXtBPOhGjXltfetsRS8+B7UPijocyCxo8WfTzM3iwUcpo6NctfKSPqHPqatefGSp6E6jsUUfdK24qay/e7DA0zIKLvNrV0GeM6YYlPPB64bZ69Hl7tPsdfXrWdfd4xULOkXdEn7GzL8wwOvks03RVj8i4c4SLzPhwkzdzU92c0DHZqStfLf+a7a2k5fP2t7mx6/iVk80OzokpsX9kAavh2b5LKroenwmdjd8poPs0vn1IHu59WOlZYIPbmiNI42eGlsHqVq9Yk4rfbEGhxQfbzyG126Tmv3iVT9Zf3HecWvP+OtcNFrFw8du/Ui67T5xsFR9jl3791dbt+5F5rEyCNjMXNA5qKyxS4guFt9xvbHy70m7/3OzqFppM7GZz7A0I5DNQVvUGuM1ZPS3eZe4p23310+/alP1o8NOSiqPgxC0ax07N7GRskODzLsj0DJTEWiun6t7KXX3lu+9X/8YDl5kHvHKzeW+6nzrQ5z/jC/jyDF5kfmPjbGxscTfHKlut7ANr4qz1/3U3qq4gOPth/OrJcDQwtPeWS2nK4n15hxuCzGlWdOAIM/fMk39ppHy5WAOjoMzByv2SsKhhcYmq1+YIvTc4XcWG8fgMnFyMjgK3R1/5pcLEz7V7/61eXGE+kzdqVt6snu8dE0YHI8t3VwRudL//f/+V/8wQTuKDMKbBPYKjfBvxU4YPAUXf66IzLI4miwpRnF8Bx+0/Hzjorhk0b/F64NQz2xkrpgNP+kvm4aeOqACVEdR9lcboNru9lEMxukCNzhDK1rAQMEV29Y21b02uG5Tu+1TXIBHho4gzv2Nq/9JoKuvo/uq1+lWwb97Zsf1k9Kv/Xaa8vPX3qxfr3ML5cdeCTzwflyJbiC5PDYQdFBvXNIn1Kf78hilw2iica1p4TI6l8266/juHYD6HoOjxwOXb92vQ5QbOAOg0/t+lrY9G3pn8rYZuEzsBzQ1OOLJg6+TD357D+PTfXSQ5PvZU8jOelPENPWYqiPQ8s7Cenyjckv4Z4a/Z2g10fhbTNpUOGvjW69cQtedK6NZXLxVDeL9NEP8Gxy4BmcqVPuQxt93H0V8rKtJovwwd+vjNHRRs2LNnvBNRgd5Bwsp2cntcjxC93q/UaxhI8xrBhLncfD/ZylE+BgVhv6k3snpVPd7AmcAocn5OcG65jPIj/t+PSNePQPn+73+MHmJ7rORhSOQybs2Oe9Lw4a9PGMiW3Odonv8VQG2mdsVX3qJJsebeqLz0rjmr+lKYPqg7TPNfg/8U6766Hd6lJjY+XnGi1QN/nwHj5TBkOH37SpM6bVS8NjZAH4j+OhnzkG0MXmaehdGwMTE+o4TV/m/yqvpDte2myMO7bYoX+7z2YxGV/gKS++K0xZ/cxJpUfqp25LNzkcbdIWX1m8G9OuARyxXAf3Kb/33nvLX/3VXy2vvPzqci1zhk8zyChZMXLWhb281NukxJ56pwbfxK9XDy8tx5fOl1/+3DPLb/3Gry03rsLNDVtifjY1qSne/NL6JLcZj99Uu9kwN4aw/GQczIGQIVE3OOTWfNM+5fOe33tOYLMPCfjdk4/60EZ9bozIxa/sCZnrB7GpXtoZlSp26RQoH6SOpuWTtGknp3gUVkPNE4Hmu+8r12jM7+YpjxS37c2/9enDPZI9jeGQPlaGNmNrubLcuXdp+aN/+63lldduZT54InXsah6UJgeUbJRF33rjL6/5PHh0GflFl+LcNNVf+aT9WbrnJu6i+e9yP0V0dv7B8uu//pnlH/7nX1k+/ekrwb2XudJ7mWLrw/U9aeItf+NLckbHLeBfOke2fOZk/ig/xyfq+5Ckx4729lmPA8m41u8lL/j6wtfLCi8a+MBGnBqbUsdhe2VkD+AT4pqbx39bYB/88WP12/g09cZM2PYeKn4c6n1fu9GNHW6I0jjzN550EtdjC/x5EnF3MJoLSRscPhudpKGt+Sj17Ma3ntBJbo3WPvFqjUSDR1+37fpggI4zb/F/fZCTPmFtf6iTOSM86gni4PjqmbXLvgWNxMM9fvrDmNPsh8qO1FtLizP+cBwuxF6O5ME6qIVbfohfKw66z9R3XLT/OtZ6rem+6fY9Xq+l9b5A7fhFbvdBGlOuD5Qc2AaPYrP/KJmPaMrXLQtC+yV1YgYv8mquMof1XGDexKNiMXXGqK+lmfNqv1M62Uu0Lea06rf84UHnmv/MdXRCH37Fkw3BBVShg5HnwljG2w+U1E1M7Az1iiseMvesvFzLxQCangtgtq/bn/s+FZP0rNjhGnNx9HB9IbrWk9UVdx1XD+vrR71PMC5L51Y7edtSRXXK5ZvWxbw5uvmgoOf+1nmnT9qsN61v+1Q+fOv//Nf4aLtMJzheu0CfqaeGfIAvK67iM/jsaF6Zg+ILMVRzVv74ug4PQqc+yhTj0iX5lnZgeBasbVLb3L5frah69vXXZ7svZg0bniMDXc2J+mXTBvCo/gtoY1/7Lbpyp85b26JgxSIOrofXzBUf26vDyhhZUQpGZo2/Gt9sWPsxYibW20U44CHemo4ubHnwIPYmtvCguznyKPt79ws3b97OnscYZmt8Fh16DQqDdl2PIbn4W4FMdkulT+kxMdRtMx+ksVOg+4zfe7+Cjzp47cv4NPsR75sh13vWznKv8ejh+fLUU9eXq1fsv+FHVuh4bvSgQx0yBUqPkh0/swNJ2Uevo+X5n72+fO/5l5ebJ6G5fGV5cCGxd+lwOc1cRp04vWipTb+ah9IfdAT8OrZ2nMGN7sbEWlZf/YLJCkOjTrlsT4oFZQuhPVd2+4A1YGQOT6S9x2s8/eb//uC150SiyYA/ax07ys+xpXil7Js0QJ9oJ2/um9EbD8p42Pf7YSj15uLO2wdg5I0s1/v6xGR0Y6padRIb4IvPoRn/VIynDU96eI2MB0M+/8Uvbvj2HEHv8cf4qmGvo3rJPggNuPR7v/fP/wAjUE5J2jLQNortmX4cpn5odYI/31Eu5zNmnTy3/Aa28iirbJKYunEOgAtQw53rrdPlcz0BNZMXR3GAdrgjW77jnXp1k0/b6DOA/xZvcEGudvUfc/iq45bX2DFtFkfBZlLztbLbNz9aXvzZz5YXf/rT5VIC71CA45GQun7tWv2SmcXOr2L5hNrTQmmuAeFgw4QkgErHsSVyvQ2dTH2knW+AAyI485Jqk0JtUlIHxvcGkMFUm7vQ8rGNg3YLMSXq6ZYM7KJL5rjk4OhKOjK2ZlCUH8JnDnaKNvKdUs/Q8t4jehsMcCnvun2aC1RlW/PShm9NXmxadTVo4YHeuJEXHaNLVZeuQVn9qzyTv//P/azgQd806KeDo+bNbu3kqa+bf/QB/rHRO8/Nj5h26AbQVL9H8Mn6gmi6nHrqqCYysukR2fSjh3L+9AWe1W+xz5NJ2sVN8XGjyjerrT1+9B2uJoQeC1QsH6y64ld9uPYzXnw8um5haOTVh2sZ1Jhf8fEqH6RurvEcmuHveuqGdnhP/UyCw7/7v3lu9UM3tNM2cqd9+JI9kyc8MsaOademDv3wftwGdfDA2LvVsW+WWoa6rZ8B+uEHBner57ZeTs7wk4Otbmi216Pj8FSGMzoOb9fTNlC02UjIRxZwPXyff/755Vvf+pZpq3gYD8UjsoK0kzvJCLfwVltc7nFpL96/uGShvfxwefaZa8vnPvOJ5erVbALu+0VHS2iYZyKpG4bwEMvyAmOk9A4OvuEk7ulrbEGjZxVyTcd6X0fq9HhvYrvv0UAr28KDXNdktV/1QZe7r6NHrnvTiEfzYZsb09mUjKxZD+GNfvQZ/5ZfI7P13t8IjO9d2yy6Vp5PnrAsPVOONrlmq4rDrEPHyw9/+MryH//qp2l/InF/PfonjmzIo/vIHXmAfDwHsGu9GwZ/YkV/lo9XPeSFk4KvBXnv2qWLiYv7t5bPfe7a8tWvf3b5tS9/KuvFWW72vawar35fmfUrkVK8y/6wVT/yRs/RAczhbUPHWeHkasaLOsl64Hrq5O3Dtq9kpr4OZtEIHZakHS7gH/9rV1+2BybXDyFJe/d7Cl2/5vDED9qhL1n113gSnPLDZXwTK/FN3RwFaebzkTkwvAbwd91rQV/Pmj94cvXT/8Uz1wPsrrbgWU4Bn8MbP44twP81xgN7/7pqP1/MTZkbH19LY2MdWNS45ZPuk9a5+wJDPp36iY16ujEKscI+gW/qnSP8k3Kt55lbWhV+KBOKx/Ae/43+JS+wz7vdNfmDN34eH1jng7Vrk4++/va8my9bp519FQ/retFPnPSYMudMHECtutA3TviGBm9A1Y6gtmdyhzjo0Q7MAZx6MGX4+sM+vvdBbWM97UVe2lfWBblaada+hZvEtppfis/ex1MG7Y9A6u1lm4d9xzw1tR7w68PgIpXjU6TRY1jo5+FPtv41k+7krYgdO1kvImOri/1s6RM+oHXZlwvSrgyvfC1Pqq9XBvhCO/69VjTd6KWv6NW/Wtvrd/cruT33gJEBf+3Oytvuth+g3/Fe87av577B7TE2fdI6TVu912e9lgZnZKgDj9c/DmPH4IO44GN8U2DE7lo+/OQzZ4yuqd1db/H6gyt7y+ZT9qJHd3+dqwq39ZpDKNdknJ3NNxGolP5K7kDuiaeeyJ79wfLGm29nn39cBxwOUfRrEa+dQW/xstVrL2Ou936e8rZOAqV7TGXH0NY9S2SOjnMgYN9irSTLrxd+4umnliefuJa55yS0GS9JtfaEHE9pPmBrf7ZsHzKXLbH9waOD5eXX3l3++vsvLO/dOlvOLx3XS6ojOW1hFDRPKNtrSKP72EJ/a6xc3fQrqD5J/Vz/ohzOXA9tXeO/1gNzCdzB4ZstDN2OPmAcihM08CX32NYu4JrOfZ/c/aMOvnsOdvE9GmU/6oNWmQz41iCvaqFbf0jc41rb9CfcqUMLtHWc8vF+HIz+gy+BiWmwbcPPev7kU08tn//CF3pNDC885NLYC/Y8W/5W3vRh1f27b/4vpZEGMEw5iBDOIHjaEWobh8Md5dRjXj+HuwrDb4QB7aOEOu11ILK24VU3arVx7RMtskaONvh+9UnbyMUHjFw06mwWRme4ymza3gyqw3v03PJSD8YH0y6X8EUHxra6zuAe3NZjnbBX3oM7POSgaOo6m9rY9/YbbyyvvfDi8t5bby7vv/32cvXgss+Fs7E/W46j07PPPLNcOT6sOp/AejzSIRGwsOLn1BOMH137OpqXVbsef/nUa76Cdv369cqv3rjefZWJs55Cisz6idfg+/773Jw4iS4fx69hV3WPMjBnonYIVCelFnm84h+/YCKqLOC8chC99K3y0fHV+oTQoUr9ClfkRUoGavdp+49v24d7SNninn912FI4PUGlUHrpU59AzGaiyTLQ0br2LzLqhZExZmLRE1yxYrl/cg9mSNY4CK5PLC0W+oxF56cd02LUpxInp3dLrX4CoA928Dy9lwko9OXXog0Ezw2nP0//8I5fEqBjLKiDuPOUL8c3Nmy3Es93w+9hbDxK//mFuOP0H1PO6PbAzUCPF/rO2MWy7GZbkKXx5cQnUC/++U0+BzUT+9rhG1cz7qZOrm7G0cSa+l1fBK98sY5LOgxv+CMDwNXmWtvouR2fW55TN3PFtA0tPuroBG/sJ2PaJeWe+PdzhDQyRt7WJ+oFin4cUD/2A7LZjG50R7+VrU7b2LilgTd8lEd/dFt95EB5cJX5hT74ytm47Z+hB0aIMadu/NXx3nH+R3/0R8sf//EfL0eHV6rO02r41oYv/EYH0PwlYzT9mg3qUUw5XNIXy9ny9PWLy//tv/6Hy+c+/VSknobWuAm/jEk3j+Y6/GaOY3Zuz8rfNnl145zKublomR3P8MtGR9bRo3xmLLuRKT80797gp58u9CfXfSi05bfvs5pzmRkdzAttX/BLfl/DLb6Zw2eThRWZPT/ux4e28/PMN9GBvOnz4VN6mV+DD+ZJGdfc7ZD90UO0nvzKPPvg2vLzn58v/+9/86fLKy/fXa5e+2x4RveHiRmbmUfrDTVdVhn0qFki13Sovl9vqLTD7fpNLtrplzJvOFXytEOvTQ/rK9F37mQdu3a2/Je/+9XlH/3jr2RjdXG5d/p+5vqMO2tL4sBaU2MgOb7KfFA6beTRdfRVZ26yvmm7fKmfxrWO1Ut1g6eTBr/jeb9+KHta00/KO6Bib7Xt1onYlLqZR4vGZjxl+s1YGp30tae+UCrTr8bCRn8JwEdLX23FP7K04w0Kt56g6L6GM7JGB/Rd33zVkT24zXs/p4xekw+vaQP9NEvLVSe3Vzg4zM1T+JiXxna+G/1Lt7Kh5x11e2B/zEk9u+wNvLuw5D4SL/YR0Tf1o3/xDGW4ljxyp61sz5pb/k7MiCOHRA6T75/3k71ugodP3VyWbHbvfVM6rz4oWWu5nnpImv5qucZX90X5JHNn/ZpjcOgOdrzWPFPOzo+e9lFXn+IH3xNJPOQaVCxkZ9fzTuJ3/Vn1MKskfmtPxX9dtfLjs/043tmgD+Jbf0B9tdWThut6tdYrl6y0ZpasOuOJ7g729Fv7p/0C+jAJTesxfVOQanYAvAYPwOs2RvSc7LoO91L94Dw3c/Gt2Hfd46Sf+HbYfpZ5Uh16/Xn5oH3SQMvIridjeh9Qvogd8o6JHlvln6pb/VJP6vd9Q/k4bfMUl7m3+PLDit8y1/U9PKef0UxZXvQB/M6yrsmnHr/xo3oJnbmg1g0yKh56vO5ldB/TdfYpUukdHHa7Htl0tJZVP6rLP3NZ13e/4Q3Eoeu2b2Ks42rSyFKWd3+ELd7yNXZdozWeclHXQ192ruBQl3wfmtZP78d+eHTZ8q53DJUPWk4oU996XMofoE9/w4H+fUhGn7Oz+8vZafgalIHMOlkPda1fdb62vP/h/eVbf/H95c23bi/37icGLl1Lv2aOM059/Sz6euJq1nL8a85afSEfm1v23nfS9KF2IDem18umq1joOKv7noxtGvNfLMq9R/r14eny1V/+3PKP/t6vLU9cM15uGdHxS+QbeOFnHhXr5Zf4a3TyKpDLsXe5dGV554O7y3/4s/+4vPVBYvL4+nIan/mp+3qqLjzGw3UoFvljp/5o29tmvKUBthascdvzU9s+efExRvMXhNpXoqMrn8bS4lkv1s6eqtitdHAmRqWWrbz6NIWDwx4D9gau6952fa0KcLizv3/pvnIP7EGJuV82t89TU2jnHo3e7CheEW0P8t3vfnf5yU+er7EI6Ln1yRZGZ3MGpcePW5ukbbzQYeiAenPa5P/j//TPl+eee654lW/XPhpfwVMuubF3+IPhO7Iu/Nv/9Q8fzcXk0tbxBAxjjIa5a/UmJtfK2uZxSXXox+gxUlI3CikPDwntgyziI0e7VPXhgcbmeavLFlf76FYDZZUNRw7gjh6DL9c+OuhgATILy5ZmeI1vpm34zMHC4BrsNdCCB0aPoZ8bgOJl4If2nTffWt549ZXllZ+9sJzc+mg59j39h1kAbN3D7ziBfnx0sNy4fm25JvgNpdwUuGExCBKaxdNiSie6CHr6CHKDQP34zgEPPdRrp5sXVJsUPIbpYIffd4cmq81scfDDMuZZlPCtr4AlD1JtLDyOnRmpJtiwSv3ann+iwY2SAReu/Stl+iabdWBwmiBsOo2lfhnlxweNHLiho7tresDPylvXRZ/BjXedrJfChdHywk/dg/R9vdOkWZa8C7Fb3f2zk5p0Pe5pU/rw9KQWq4uX+4bx7PRexS8dxI53N9WGI+V6f0D6rj9txPhRTSrlr8gWc2wBVdeFmmAPchd1Fr4Hx1dq0qzvBMeH99N2Gl/cvndvuXR0LKiWo2vXF7/gpu/41WP7ZJMhTdzTonJ44UfniU1140dp9FI/PLagDu22L5T5QF59kQRny2/agXp8yOUX8bjFHz3Blkb9tKPVD/gMPzKmfugGxpbJAT0nRyNHP/LHDrm5ywKDHoxMafDg0EHb1qcADiBna68yvvRVh04+dgJ4eI8uo9/IV1Y/cTV1gy+5nraRLQ2ox1c0WuDRsAVcybyD5sUXX1z+1b/6V73Q5mYCiHe4dYMWnIHR6aKvkGVMG5uHGYuXH50vVy+lfx6dLr/59eeW/+J3vpp5LQReYpxI9aRR04qvtj+qrX0aHbXlr/0TO9J+6UD/0aPQyxafhtFZ2Q2zMqjvqYcuGhZ/BwVlZ8auqUzdHBzR32ZFn/TmIgjRxZzipqBvHq1b0S0mdl33e+kZPoB88Cj6bfu1fB76uLtopGmXVz9l3IP9gROemZ+sv5n/z7MBvnTpKHH0yeXW7QvLX377heXPv/WD5eTe1QjIhjd09x+SE9pLPl3bxw2fNr/9eCejbI/u7fP9OBq9V3NECi9W36cxefo4fbE8zBx1+e7y3BevL//sv/Gy6k8sd+5+kD4xxkKY+fDipf14NnfyMSCTDmB8MrrO/gGgbRpadIz7JLjHXY9H/eodW0Mz9s2n6a53Nq0yrQH6dGRLflkI3vCBi5YMB/y1LqzX0w7gz5zAzqEf3PraHh+mXp28xr9f/FnxANxpB30YYm5vP5RNycnazwFNN30MB2+6lAyyU4dnydeuL8r+1ieWJGZb15mzuh/c0O1vGOB5T2H15Sqvv1LRc2mtT1HdvOI9ifAdEuFjrZ5PY8e++j+2kYdn+S88rce1Xqds7a1xHF/d96tzKfvUverWMXMhvHt8tp74Tz/M+ByZfEGGvhy/dH3bp258hnvtMdKGN3/Ohyrsvxy74Wmr94sE7q/vMmScfU7jts01fpITiafch4hwR77+YVrJ1l74Mx/09eTxFI2rzF56m3zmUAs0fc8puJpJ6URfdX6JFnal0DaeufbjsTP8K8+4glZ2w03d+B6OX+HlHyrX3iz95Kunrk/u3A1F9EkZD3up3TyDfn1qwq/7lj11mNQ6rZmBsdMFqfbScz0gAFPXMUleC1G3j5O2j0/gqNO2n3+axkFPyUrOlvHn2K8MMuuufLtd2Vwln/qSE+PN63DE5tBXW/DG7wOFt16fr3YD8tXP4TZaUH4LuFaP7+gKRpehH7nGH9vVqyNHPwLl8nmtey0bTfFIu/lRu2sJH7zVRVrxAEMn1uZ66qwX5EbDVS+p9zAXKzbXeTzl0qX2JmJLrHhfqPFuTo3/l+yjUnJIdHR4LfVXlldeu7l8+y+/t7z53r3l0eUnlvNHsSWYGdklr9folsHe1qH9WfqtMD6Tplz0oStdy760l8v37eJH3Lumo+nLk7/m0KPIu5RYv/joZLmWNfOf/IPfWL7wmSei/8lyYAxgFU199azmiLAYvvTzio+Do6uJ90vLux+eLj94/rXlb3/wwnL5+ieWs+gh+SU3kufg2tyIcfHWIEsdO/AdGHsGSmZsGbyeyzbt8Pfk1YaHg3+v4PDDGkNHsPLwYot8oGWLv/a/fhHvDoL+6T/9p3V44ls0ZLhPhi8NbuGvY3D4tuyWZS5Uvp8438qtPs/13dt3lm9+85vLT3/6s/pxqDko0k6mRPeRqZ5M3uCjrSy45Mm30Da2jwAcfVN14fVP/9l/tfzu7/5uyRl9tzyUS2bR7HWBP3jKxuSl3/99Xzdr55SAVfhEQC1eAZ1I6TFg8CigHkM8CjftyKsueKEIfSu5NW7y4YEOzRg0kyKojkud+vnEd3hs9ar2laZzBy/dri211dblxmnbuw7PXjA/vokDk4/c0XWSxa02E81s5dUTLfzhDxco1yca2ld76hO62PfBBx/UT9z/7Ec/Xi6l7VFudNyHXIitB6HxC2Ze7klOf1LbgWABueyn0518Hvehj/c6GAy+OuaJnMrDo95pEdlegky2gXPjhq8hHCzXblzPTdNB9Avf0jl6Ju9N6AR5Dyb1YVgDxCAuu6NnxQ6/lLFpg1d5NnfpkzDL4E9+uX3ma2Uhyg1D7AoOvFSvPNtP7HPYwQ4JnZwciQ88ks/X4qJFRweHMmu7tukv9PogjZ3rL3XTnlSPqldd0OTRMR7IshQgI/Vk6QOfUEZKXSMjxyQBX7ne6ZK/mmDypx/KX6us4h1CuJJ2eR0yBt9mQXuKnQoy2cV3npzySXgc1xMyXWtDEU23PGNI9Ulg5MnRAThg4p1eZds6KcKftqEd3aduSwvUKQ/vodleg9lw8J867YMz+FNPxozPLS68uVYmm/6Tg+GjbkB5rod2YHhrVz96qqOr8cU/6of32DB8tzoNzlwD10DdFl+Z3o/rM/jkTvvQuCZ/YNqHbkvPf2Tw5eN18KSm7VgsWnVru59q/s53v1ufnvCDOaLe7VWLdGwPbd/wpR/ZFZpUJHxTJiw3H9lOZl57sFy/cmm5cnRx+cqvfmH59DM36qfvH9aNMb/fr/nVJj4cY5N5JDqv84OgjkalUyqISt6xWHNPiW+d56A22BtbYjMOua4/Bz6uQ8vzNrV8jV/RJ5W/iIutdTMQPJtioAl9IeQGpr/WuvIkM3aU0gHyd7pVffjEPq3dr20XnOnX3c1C6lKoNgfCdEFTm3PPZt0/Wl579ebyH/7Dd5Z7d0Nz8VrmB3N307GvZeuN5mONLbVHblrozV7t+lifjg+poW1uiCT0wM3bxQtuFsJ3ubs8+eTF5b/+b347m7WnYuNJ+tOTmVlH8qcv7RbxA3VYQv7KcxuX5MnLBwH1fLMbm/kD5b/QUcgTFuisi+LShxIVlxso/vkzZrTU182U8g//Pkhse4NcZTqITSCeXBtP9R4gdeWb/ad3Wyhdgy8XX9rJroOPtR5dQXQgB4saR6o2+qNtft0XTb+PGTDyjJkd3xXU40HX0bPGzlrubOW74uFXtepKTnmr1lw86NLyWm99MDTdzifmc+/U2/urnuiqD41WWM0Uh/QmJWyrPLrq0zAXOPGPXwU76yeh/JWstr/wcsF3ZMlxKPur1LppkxzesBfol/Zn+8Emm1alWeE0D7K6vhXHpy77v5rHutg8+Ln6tvaf+pldPXea6+xjm4f4pGvzrKf7StjKxxgq+R07dROQP/xK39TNV9zQU7ljqPUENSesZeqUL6p/rLW9B4SDH9FSvVeyfNF6iWXtfFX1eKw6jKSeu1f+qffkF8H41VNg4ZFCZK041U9wWzZYs8ghb/VzQLnsTVnd8Jh4Zv+MnfJz6lKqsSefeaHrV150acZV3zpo5+ueqzqltvy8HsQFar3QkH/FO/RlC91SP3J6rtofikujq6S/R1fstFVBjfqdrzo2ysbMwfQp28nMGgGnaFcgZ2B02fdxz29iFt9qTZ18/D3xBHfoAbaFl0LNGdatqolO8Ul/kN8+Gx/SteSMHRVD7e/6S12tPYgCNe+QmdQf5PB1VxUk168OX5uCT3suGoDr69A1VpKbu69dubF8+NGt5date/WBytHxtdT7AQ+y6d22e+1DjeeCXju2vp0YgF8xHdj5mL0p73y2Zm3axFjTdhzM3Ge9FCu590jMnJ/cW568cbzcuH5ctsfCMiruGJZV6LVb8eJyev/Rcufeg+VnL725/Ohnry73si945APlUEcyJitt60CVioPyGx2qetdXYJtL1Vd8EeS1aYcDuk/l4fGA1DU6MvFUW+prvlmFzfpbvKu9/QdmLRh9tFlD0Li//Sf/5J8sn/3sZ+tBiN3rVtJ37oXFZdFH1+nXiemJP0n/qVcn39XlusZ75ulvf/vby1tvvbXTY/DkEjw06kDZVmOgbcQbLTz4QFvpFxpeKv+kLzlr5VIxC8Tir/zyr9QLrIcXemmvQ/fLHKYpb/EmZdx2YZywNXzrHI9/uQGdARiSwHz3bn/QU/iEBaEfU45BuQY7A5MAulHYpk2Oj/b6zn2uYY6jyPRCZ0GHdm4Q0dgYzuCDOx3ZjutHDHtgt61zMyfHp2RmEYQP12IGb2ibV4My/NEZlB/zZ+KaRyAHJhjGfnzxBCZwdTWBqk/+/vsfLCe37ywv/ezvlhtXjpej+P1yfZ/0Ub0Hx8/aHx0c1guynnzqyeXqdZ8MX1jfNm9gLLlxu916hsqiYyB4iojObHaIpN2B0TPPPLM88eSTqfey6vBPXRSL//uA7ezUp+m5jp98mnrZY3dEsTF+qndaRCg/wmOblzt7GiguKfmUogtb5b5aNgc9Ah6OJ18uhneUCL6UydANl4mwUvvKJ1a1yOVPnPjkpXwYel7i3+0ApNPEjH4a35soHZU/PNdnGfSn92ujwy9+kaw3rxGLLvp5YkBMPgyPehQ6Pq+vfkUWnAfh0TeI5FgMHiwfffRRHdo5DYejn8rvuZk2LugK1I1eYm7ijgUODi0GJ54USh3Z9VWUTOWPHpwth2RlgTgKb9IfnNxdruCVG+gYtByE9tIj/s+48Ai+DcPqLzrsD7aij0WUfexMAuIFPp20yecJl/HxtMEduolz13CV9Yu8ZId2xpgy2rku/6ztc3jRN129UZXMPWjIpY/28SO6kasdL9fKdADq0MCBP7oP/tACckdndYOnDh4+ruUD2iYNzpThjh54D7/BUcemra7Di54AHwkuQD8wT6dJaPDiU3aODQNkb+3Fb9tPI3MWFS9cL38FT+7Tku985zs1v6D3VY8EZjiLDaPUvK5PEmcGnY1g5PkaZH1960J4GRfn2Yid3V1uXDtYnvvcp5bLF8VjfwpDBwtivFTjiD7GqrnIvG1hDlLNEb4/LwKN2bMzvwT4IH61VolpcZ42YzT45h43QWGSeSTyQmg8o4f36BGbs+5cPs5YuZT50q+Bmd+uZu7xFTPjamKiZrLIstE1br1HKTEW+Q7CPGHrPUIzx0zfyJu+5wP9YJ7u/jeX7ddkydOtQ6ceoCl64zdzopuovsk8XD784GT58Y9fWd5++3borsX4w/7ULjhz02Ouq+tYoK19Y/Jzweftd/NfSvkLRBfzkZxsG7F+HFs/IIt+tTZwU/R/eG/59KeuL7/5jS/V+4iOr95f7p58GB5uQDIHrLj2GvW4ecTPuOMXMH5oeXufSPAmdl2Trw7MfDwxXp/uRZZDBAeNfSMVU8LTT4PXRjjzYs2N0cMTKeK+vnrok+pESCfBs8Znim4uBBRbrNEnZ6EJ762ebBm95KMT0O9zDZeN6gA6/Xua9Vju6xKUnjkHDfsHXzyerF9rng8n8OwbdT6dn/Hv+AHaRxeyS8/UDViHpBo/Gx2L72p7/ShC/Gb/h5O1uuexHiOtT+sgXaqnn72nMPM/H9YBRn/K24cRHX/GjfWejeTpK/FVc2bpb7/iK2beeXWWueSs9NC/NaYT6+hAxXjFafgmbo0iPKZu20c1JiNTMqeMX9zYkifu6/Ai/ItHym7O0bFb2/CiAz35zrt3Or7FAX+j8eQh38QP5rvYZ66j987uJPy2ZX7sfHiSpy2+C6/2Ve/N1Ttwh0s/ewJy68A9dBK/l0/CS4hXv5tPRBGGSd3vza/nEb61jrStE8f09xVg9pgfpOYZPHL4L3hwY0H+OqbqAAmj8CUSkXc70k+fw/fUyG7PLZ5WXdg9UPvq5KMr+Xsfpi586Dy+qvdHhm/3Xfu0fFL2rrrlGk2tXynLgfbSKzblv8wDfeghRZPef9WTLuSuMR5+I0Ma25RHnum5Jpik0ZUtk+zpysikirHkZ9bOuu71qN1t8dvPQeTgL0Gae67q/yR4wFrkunTSDm/VDQ2YOWTrt4ldsR7s1K86uIqP2DL9Mv02vhzZ7TvQ8SyGza/mF1D+CYp33sUayncMeVLZccdKLg58YG6vYF4nb/e0mK+mpRiLM/4yho7i/0s+RLhfH1g9+cTRciV1mW1rbar3ZvEpSZF3enqv+Ay0Tt3v4xd1c788oKy+hAf4ZGKonmqNjPFD7S+MIX2nPdcs9bLp07NHy8/ffn+5c5q9TvY49hoVJ6GL13i+5qWWLdmv65vD5fU33l/+7pU3lrsPMt9cOlzOMznGa8tZfOzDpEwCxJdObOW/nkfo1nFAp9F7+h7YM4hHstvOlU/FRN8TlE4x332Yr8O6FxMS7HNvaV82tB0j7T85ufiNXHwnH/5+wET8qjM3AnT2yGJa7pqe5u0wq2uAr/E4c6q1Va5e3cxx6noNaprBG79MAhMPcmnazGNoAd7K6vfzee/r9V+tnYmFSItcejgD8aqOXutfeuGl5Z133im60dO45MetzmJEea7B6LDT06+bVUm4lVI29M0EQ4TDRBul1U3btKuXux7mUyevm+ukwQHwpm5LD7a8qVx5HDCn6Gin3fXwGR5yMHXT3nU9YEd+69v2tR8aB2z1G8B/ez0yBLq2gaEdf4DB3aeuc2NlE3py7+7y5uuvLT/94Y+XB7n56gOibIyC54khB3U2YfVrZkeHFQDqBKWbhz7I22+kSofoNTpMPVwLlHq5r5e5ybty5ShG9Hc262ecE3wmJEBPsLc8kDob6n6nRlL5sfuyvmalLjKKxqTlxip13OdQSPlyNogeYa6brprApJXfJpmgMKqT9MSCaxtQg7M/nUBGn97QhKr4wLsQP5ReqbHZZFNtTFI3fZZL2LWY1OPuyUt3E0d4uHmgQG1I2LzGIj4VO9HNpFCLfFsc/4rjS/W0Bf5DWwupgV607a/G30+ceE0ZTukUtnBMCiimX8sH4Qf3OHgP4nsHXSbHOoiLifWUQdrL/uhkoh/+zUP7x8cPGP0ktrkmV2yJpy3QedpmgyCfsTCyxjZ1cKSpk2/bwZTlcPkPX3jTvtUFrkTu6DO0gze64bXFGdrBUUfOtE/9wNgmNw6nPG0DQzu8BwaHDnBc4+96dBmeQ0vn0UGufvL/q6R9cNgjH57kjp2D41p5cIV41SeB8l3avve97y1/8a1vle1+XcgmfPihB3gYl3UTHRj+biyMzQu+unXhbLn86N7yja/96vIrX/p06ize3nvW8RoPBh89+bPosot9ifGUzVeZIGIXjJ5bLl70wcJBxoGbzuDYKNpIZUzL7cAdAKUHcEgyX41+PZfM9+DdbPZhg7EQOzO+p/9qA5vt2ByIwQmD+OmwbKgb0MDWt7QsOaHd9rdxZkzHyorXVBWgGZ+mI3blqTdn33/oMD8EjzL+Lj6x/PiHby3/+//+3fA8ju3Xo2/6KHMXOeXByB9oMSvP2KXfqrzyRwNm40c/edmUVDzhBUe5nnLNRvzw4MFyevLB8rWvfWb5e7/z3PL0s9EhfV0a5F/Tr/Ni9DEXKauf+JPAlCWy9r5sPXft+bOJ1Z6K8u823nd4a+oYbV7Dr/H2Y1z/ivuBrbwyRTn+KKLK8t8KSvht7dnKGl4TT5MXYaXemOIx+sOx5svVzWYYyNks1+4GZGjgyutrkivAUz8weLN3I/88G3h1GUY7/PIb39rkWldC2z5Ast8rkm8Di676JTQdXumbsqvnPzoO4FVjIfWArNIlMLh1oBmeekeqQ2o3i6Vf9wfcx/t//DK8lYtP2uEOjJ1gbIWjfvAGp3mwP/JiO7zRd2SxrmWzLrl9tb1MtTXf4h9/9by3Xy+Ld/66jKb7V62bN/Fh7kEPui0zW81j+75tvda21Z7+WtA6zlM3tDKHPGyaGyE3V1sfgZkHfI2n9F/p2yd80Dbu9Uh75n99pGyu13+g3ptlrxHa/nXB1tN+Cj/jVF3zJLfLtTxUqXUgq/Xs+AXjU4cV5cf82fPBl6LESjtzUGGX7PEV+4E6gM/Ql/9WHrDGD3TruXyVE7CelA4rDqDP8APNZ98OWsaez+izrYODD9jWDc6UJy63OoDRYfhs24fHxADug8vGX4T78XJ4rp01uJMXzxSH3+gnKRekfdrIk89+tmkhNX0s2fG7X59ud1sfcAyeOE08RPSV4+wZ3ANn3XI46t1rlw+OlrfeeXe5nX28px3r/qNoml/HN3vEUnorvIH4ocPWttJ1vQbKva9pmDHdcd0xPOC60nptza0PZkL/4Pxkef+9t5YvfPFz9S0TMe1DjfaJeSYxnr9z8/Sl7Eky3t/+8M7ytz96YXn/9oPl/FHuG7y/MJN7NAotuS1p1vbpC2UmJFv171hgVV1nXGhngzrtQycVz1zPGt+82s66rtL+fvVx2oGmbfmDt4XG74dZnn766eV3fud36t5X/cTO4Mw6UfeLa3m+pj68tvP/1G3la/O+2R//+MfLhx9+uGtj5+hGrhSn1rgtWXwXllu+AH3hrqBekzrlzhsv/3Y49Hzq6aeWT336U3Uv/7je7EVTNkY3oK35tM4j92IXumEEK29hWz9tUwfk0jiBQgCOMhobq8F3rTw80E2bOu2TD71rXz8Dg68eKG/5Df+BKc8ABXgozwTDB+q2tOqnbhwsjRy6TR2AN3VbWnVT7xqMXSYXNyAOiG4mqN57++36FbOP3ntnuZT2kzt3slierscm8WMWa+8c8nTKHPKEcfFWnsMihz7TXjiB0QcO+XSsAMpA8OmVFypfPmp6n0YL4Fk8C3JdN4irLLzmhtEE7dpGQk35KOWs5tE6sjNpQQ1KJpAMuhp42fQeXQmeCRm/0CV5ggngh0/7KbIisz7ZCqPimXJa1mms8SV8Td6Sy35CjAdtaNOXmRw9duqrbt7rcd+JfXIb/OJLnxTKbgxMXimfn9l8tg8h+gQUrsVunsBp+U0rZVvRn3pEZjDrcI/vjIftzUbZmTRxIvlaIa3rcLDKbas+uWxiydUjA9wNKU9YLGKz8mFuFpf7Z8t777y93Prog+Vu4uiAHZFRP7lfE1OPgUqJw4lJk4acDtrAjBf5lKd9cNCwzbVxNTGmfhIov4iNtcwPM1mPXO3yKc9EBvDcygGjE5g2gB7gOzKVR7fHYWzXBn/KeILRCf3wGzxjaUAd3dDBH35THjnT30Cd66HRPjgDaCU+g6d9fD36oB2d4Mqn3jWY+XhkDx6eoyf4GE5thNo2deYRcfXqK6+U7Q5Rdxu1wMiCu90QTqpPF8Pz8ODScnz5wnKU608+cWP5zLNP5abEJ0hnmStCm+RdLD4ZnE967j+04WNjxtCl44zj4+XBoyvL2f2j5eTcEwlXUz4M3tFyf/FriYfL2YOM++U45SvLg+VqeN/IPPdEaK+nPpujC/Ca38MLB5GXmMoYs6mq969EZy9FvRxd6cGHNZ+YX6JT+dDEkFR9s9pe3l/bp2+76uN9PH02AE3d+FEbGrjSzr9rf/QY4nd0GVMHTy7vvHO6fPc/PZ+6w+XK1SfDIwQZ+zNpNv46Rtfc/CKZ28O55i+5ydm8aF0oXUM/tql3UX2Pl1h5dBYe5cHMnbeWZ5+5snzjG19avvjcJ8L/3nKWzdSlC5mLMrSqf9ML9Snu+uLZx+MajM9A6byW1Utw5fxMLzD2qZ/r4TP9MXXbVDYGp9eR1eZVHr0GD1QevxojdcOWa4crFQe5hiUfPmA7p02d9p2+4WdddoBSBzXhvZ03gEMe12B8Bop+o1t/WNG+GRl0E78OWSd3AKpdgj9+YY9UH8YkVTnt9BiZtd4HrQ4gU3aArLyqt+PHnw5z2eKHKXzN3I3X+GBADMGpvgzQg6yxg38KSt/IVDQ/hM5G303RzFkOIPCb/hh4/BpM3wI5nOkTsiNt1w7gb30GjJ3h2zeU3TZk1t+CDBz8x8YGuPs9FlnDt6+7r4dGPvNrwz6eR4fhA7Y52rne4tQNZkDdxM7gSuq3SV33Lb3oy8biVGkOd0D5MDQzaeiXOdjSX6np9oL2mzT0AG+qNl6n0V3sDY2+QWf8DM/WNyk+7pjQp+2PwWlebbuiVHxWfg0tc+o+rl/bWGxWcA0HjbgeUD8JjK34buMfoNUOmv9qc/KhB3C2/bWVV3qiS+IXuTkr2sUnrFIXv6cf0cLf8t7CVm/6bvPHAR5e44OhGx17/Wp5YPLxpaR9YMpVv14PDh1qDar6xqkYyJ+KXNa6Voc5RZ+1nb9WfssFfeop5vvLVU82P/fp5ZlPXo9xp/WyaO+NfVi/wtlPZ9C91k/zzhoPnlaavsRTH0x5a0dD+0Lb2A1cDz5ecn/qQK1Nufa09IVLR8ude4+WV197t/Y7j7IHqDaHraGL12s02su4Y7h5+3z5yQuvL2+8d3u5fRr9shb7gZyHF4Plq+HJa5yEy+glpka/1qvH2ehZ2sS0irfulF3b2DyxqW72oXWYlOutf+Tdj/u4kdRJww8oa5M/nshyT1sey7VkjrCuivu6/0gaPrXuhgaeNnm0qqez5JLDo+KTNH088pQdSk1ZGlBXuXkldKlYU7eN7WiU+6ndTunQXNsT2WM3bvEK7ZSnL8SjgyoPJ9xxhpD+0Aa2+iiTN3qBLS9w6fd+73/8g1nkx9hphCy5lkzknXfHcaRPU8uhG3wwPAkvftFhDAdoRkH8RsZMiuoGr7/qlpuilc/g4TX08sLd1MOTg60MMG3TPrQTtAPbMhgaiRx88EZfn25QcAXtbNQ2/gCutVUdO+OSk3sn9VOGz//gh8uDu/eWk5N79fjkATnRS5g6LT7yKzopzyEQPebpofokP2U2dLlvJE1+Ux77/OqVQJ8NX720+sin7jalwdkdfvTiciG6euqG3mksXviwr/wWetc2mcCBjjYvzfOpVNU5nc/m0M2Wdl8lq43euhhFONbJ+HDfN0C5RCffJw1Jhb+CYofYTgd+9ti5QyWx5Bq9Txxrcgg+PPZ6VF2EmOz0pkfW2cr3DmtKbtqjjQ5e/ZS6lOsrEmjZl4KDP/7GW/v88gvgM/Ta6/HVtR6vinexESCvdFvb+9OO7hc8xYjFiVa1mQtOHaZFgSteBJr54E5iaZ6uqse+ObnUp3/HcOkYWcrqJz7bz60DUKdt+n9o5OrB8JgyWtfKA1ubfFK85bflyU9yfiJ7xih+6mfsj35g6CfBQTOgXSKT7Dk0hatuZKvbxUrKQNvYMzq7rsPW4Iyd6rb0kjb16AbGFiCf67Eb4CHhN7SeGIA7OGQC/KcsHxq5a3xGv9FFGz74TV+A0WGnt4POtCnjA95+++3lT/7kT+plfUHsuA6gg7fL/aVcYyWp+GQOOrgcnwf/9O5HyzNPXVue++Knll/+0ucyFyUGs0E5z82rr4R66bOF0ksl/WrXhctX6iDn3llkPopvloyjbIzunjxYTlJ36+758uGt0+h3a/n5Gx8sL7788+W1n7+7/Pzn7yd/P3XvLW+k/r33by8ffXS63Ds5z2bKeIhPLzlcYnf4JlfnV008iWR6c53/o1u/M6Vu4KNBvT8l3XGezWONwcxr5hGPTLv5MSa3PpXPUyAiYPoBaMejb7KNx4658XvB6ss6lAh0PyUu6fEwG8bbF5Yf/eS95T/99c9C92QC4kp8lFhu9OqTKYHpr3CqGCkd1lja6jyPRc+8k4ayrWhXXZrqwXKcteT8/NbyxI37yz/63a8sX/v6ZyP/9nJ+dq/XstzI+xlofunD6355P15iceyd+JVGF6Dsj+4TyzNWCiVJXPMRXPR7O6nb9fJKK5/BA9uv5ni5+c4PK5+Rvc0legzfOkBNvoWxB2znQLQ2gns7mgf42PgJHqg1YeOXaQdDPwcVQwNn8MHw6/ln+O7z8Ud/FWxv99jQvMXv/nporKtz0KbdeJFb/0+8mPTgiEI1v/QhlUv29Hw8vPgf7HR3gxew7vkAkcW+PWJecWhUN/8ls2820IDRvdua19STA+BvZQPtFY+r3AHtQ9t817ha41J58IpfcLtenGjTD61fJX/JxS4aPul87Z/QuAZYw+0xufr7sVhjS3rlYz4ANVfExmov3ZsGjpI65do3eAJsrROradj5Z8eTyuv1th6e8lzTUV3HrbqJDTHARz1+9GOwo99+LXR4oQ/Wq+B2P2kufeOWirfwQDN+KJ+E1jW5aBCJDXNDy20dZq7gj4lDxrXPV9+nveIuMWn/AF/9+MTXEBsP6djetGwbqH1w2mauANFyx2/qqNA82n/K0uic//5PdZM6JpoXXYF6/Q7Ulw/TF9M3Q8cHo1v5bMXf2gFXTJe9gW0+umzrik/MYg0d4IDRs+SuawyYHIxOA3398Xmo2IWkrlOsX1bTjyn7UCJeKRof7LYW6CCmT2OrJ3/FGbn1Avn8Xb16LevqwfLOO+9l7+WwQPxEZmwx99Q7QLOw9hhrW8Fe0/098RbG9qEhM9q2HZEydoGxszDg8UvI+aP8H5z5ev6zz34yMW3diR+Lj/sQ/s5/2Ted3r+8vPHWR8tf/sfvLaf1NbMrMb/HSDZAxZs9BIz/5e3fqes5oHTKNfum3/ibbvTCRV3TtB3ANV7dh+GZv/EHfwLXZMjHF8U/+eN8BkbW4FFEu1/z/u3f/u16gTUYenr3WGi7ug87RuRopywNTRpqLgaD5z7L6xf+5m/+Zrl163bVb3UFruHOeAMzFkeG9sZpP8JrW5rehywlL3moKlX9ylvuA6ZPfOITyxe+8IW6nq860l28Ff/VnqEhR7vrgUv/8l/+3h/ohHFMdfSqeCsrbyWbuHxTi5UJcozawgjc1ec646+u1UtwTMzKbohhWgzL+SsMvrai0Ymu8Cv6XhwEWG0ImqwmQjbRmZNt/GzS4NbGO3J6UJrMZ1PStGTyBf7jC7LVycH4avw29bN4q9M2OPLWBQ7fBm8VaFApn969u9xLUH347rvLw/u5AeTrbE7PT++lPTYlGND3Zjx6Jj8+6q+XqfMUkHcU9XX7V9JH3o3AJ+rpM7k6ySnrtevX69fS+MVhCp37yRmyUkfX6F5fXUr57PSknZbETzYOaAWtXqpPONPWiy+94wcbzJqI3XSFiTo+zoSgX/gFv+kPKPSQCta6+b/yINcEo636tH06ZTGiv9nsfUpkVH9kYhcToqv6IjL9jH35LnbWr+rou1yTMZ84RNg6GSf2Q+QFvQ/PjYNUpo2P+EI01mITGhOmm/r5Gid/0QnARTOf3BnIc+Cgfgv6sxY76qap4zNx6qYwqtXX4RTyzxNLYuhqYsLBEDq2WQMcMumj2gylTHX9g1ea1xjZT5aTxBKd8Ck/oU+9Ork6NBN7WxxlMDjqAFrywIyb8seaAFxt5deVpzQwvIYPPYfPyFI3eGi14QWvY7cn5sfHvOupH1BGgxbOdi4E8JWH57ThO/US2NaNbeqMSzkZWx7De/SCI6GFM/orqxs7hrd6ORiZEhoweGDs836xaBj88FrpteH1n/76r5e/+su/XI7hhF8aK56MTXNUzYnq1RRbfdc6m7Pribhcn9+9s3zpC88un//cs8tzX/xM2s/6gCQjqX6R5IKUzc2Zg6Pom83eyenD5dbt0+XNtz5cXn/9neWHz7+w/PDHf7f8zfd+snz3r7+/fO8HP1m+/8MXlh/9+IXlpZffWl5+5a3lxZd+vryU9HcvvLY8//zLy09+8nKVfxicv3vx52l/Y/n5W+9nA3Uzss1hR9kcHmfM2Fy7gbZWdZzNV+uMmvJVyqadmBT8C8vZuUXZLGEu2Mf9JH6ccv6ruRvA1wXTDvY3vE1X/dRNdc3p4ZSr+NQvszw8Wt59/3z54z/+TjYr+tWvefiaHQqYzYfciCu+TY9DSjFEe+E8BmwFE1f6stD0a5J+70N1m6+7y1NPXVq+8NzV5b/8L7+2PPGk90TdzJwVmTW1in/7icO2u+byxHfsxbt+lUoMrjfHYo4vai8bPDHiydrx01ZnaxFd2VL7gNQPHiib1wSPDvqOQ+bgBcxNpfeJIMendEud8uTWML7ggx6ffBn6de0Y2ZPvfbf38ZTZOG2T0Jmn590xbJeX39Z2c/pubxF6ULjxIT3N8a7Bvq7nybIxvOV8EE3Ds+3s9aD7mZxtMhfC3eqsvnhak9LmqSJ9mIZek6OH94n5qXuHRPpn4qlu6FHhsfp+q39BslrHIktKL6et30VUIy5lutQn4e2O4j39qq72KukrNtU4Fb87n7XtxXu1iw5y/cumsbH5th7t27WvkqwNrscGPAnUvocuh2ONvSnTxyCvtRv+anrZHjnkwRy5LuvmbK2ja9uKb+Mrd954A8UjdTVOCFjb9QU/1f4sdeIrxJ02gG8dtsBbYWwcHwFVrXWgYsp6svd57Y/Dpw/60jdsCJE+kBdLOmydAXpCiM2rrFU9+KVHEru0kYNue/g0fgFlf9ne8VI1paP6kdf93zgd8/JmF/+uMmpfFdqS60OD4BVd/DR6yWtdRlqwj4+6CUwRD7RUlPAFRaNfEn+1Ty+5PUfTB1Tfpg2UnFWHAdc4+TNvfay//AW34l5fpH7om65jEbe5FgeN07GHSx049L/iT1853cs3wzd/cvcNE0sjFz79QI/XvR1FH7yiiRA3yGW/8cNXZAc/LSW77vv4rOK8AadLB/1BKrZ7H6Fbco90bfnoozvLnTuny9n92PiwKIqwYiljjHx0+PY8bL5r2wa0D5762bONPP3AHnwrD0zb0ExubanxSV7GiA+OT7KX8pqSJ5/0/kFrUR80Z1UN59h2+eryxtu3lm//x79d3r99shxcfWo50z8R0eNbzLbu7OCnagzsZadm1QHQX7mv0lZjOXZUHzb+0A4o76/NH7LUrTGszR4Lb+90tQ8oHmmDyjfVx8qlq5aeKwgUDzMmfK3z05/+9PKVr3ylXlptzRJP5ueaz8MQOZ7t+x7bYOIQjM5ld/71eNmPM/LdE/7oRz/avbjamMPPWlZCQmg9rDGLIjhbP8zGTl3NyVJw2NrzcDUX76r7GH33hfsH95Kf+9znlqeefGp3xoKYHnCGht69X+lxK2mb9vp1M0ZM0JZBAULaaKkdNQNKWRvl5K6Vp77pWlmg/p4X6643v4AsmwWBVDf19ZfNYjZ8cEbB0i281ZEB8GW0oIFH17rR2zhrnKfDbP76pj5t3bzq3DaPHfJtmUx4eO/9sQ+kcbQymMMIdeh0EprBafeFR3Tw9SH6ewmlw4mb73+wvPLC3y2n9+4sD9nC3ix8R7GznihKMAtuP7MuUOq9Mml38NCPhcamlLEnU6IfPRwSAYEg4cUXYtHp6jPPPlOHP3xaPLRG30vZwNVPyAbqcGj1aRiHb/KaQHpD3I5tnuKk3tcRpXyXt37GPv3scfYoW18940nRUe/8yCTGF/W0QPgbs/vNXf1XMKXyaQZ+L+DdH7pm+qHnmPShPMy8nBS+/qG3DSQFxFbT7j8BINMLuvkNUye2njjiL08VefHuxFjZl7gg1fuLKh7Xevnoh78+mknO5EC+9uK0k983/0A+uoGJoVp4UmdzXU4MB4+Tqpd8qkGX+gpB+kacUNAiZhyVQIuJhVAcpZ/oQ84cus5mucbNqrOY4RNlukwCo7u26QO4/Ds0+AFlAE/b8HANn93Gm+vhqZ58aWRIytvrwYc3Og1v9a6VtVX/rjDXo6t8Sz+0ox+Y+cX1jDMw/EeXkTnX8Os9UcGf+uEFXMPBQx2ZUzc8AJrhX+M5+fAY2sLPnz7e+s5cNnzB8OmDzLYP7PjZELXYnTxz+c2bN5dv/emfLW+/9XbV21yZz0dObRLICK06BwfGtTg0Ni2u5reHZ6fLJ5+8vty4frD89m99fTk+jv/PTyu8PTkU79aTQtkiLo8yR9y692D5+ZsfLN/7wfPLn/7Zf1z+Kpud5//u1eW1199b3nn3oyW9lE1c5uCDG8vB8bXE+fFy8fA411eW4ytPLJeOri1HxzeW42tPxcijXF9PfrB8dPt0+fCje8vLr765/OT5l+qQ6Tt//b3lxZdeX65cfSI2edry+nIQ2w3tk3vGVHTLhY2IMW7+zL7MPmuNC3G+9/H0u7byf+j6vRRirucjGzXrYN+M9liauQSgrZxP4w/zcL+AM7GXpsODJ5dbty8t/8u//fby/PNvxeZPpv1q+iO4ofHy7uoUPPCqutig7zVFr9ZP/zde6brm4gvQS5o2mNX3ubZGPXp4uly99nB59tmD5Xd/9+vL5z9/PbF4O3ix81L4R2fzlHlx4nPHK75wSF/rApl8lCaxA6PnztDnovX5+DjCT11pH5yacwMjQy5NPyjj4+YU72kHJ6d3qy/mEM8YMX4A2pFZ+Enabe7KrvRrzbuB0W/4DuAxiQ7bawk+Pw9uPbmWum4n8uPzx3Zsz1xKttSxZHyKw8aBC0feflI/+uC9pxm+gF54znuGmDWyBq+5Na96cjk8xKm1/uCof2U1lqQ9fklL+dY4qP0FDns5wxNO3bjUv8Rvyj7Eifblc304X2Vt6AOeubGsPUDp23Noa8kP/u928rSPuWSzs/yUVGO+2uC13f1DF823rW661t8NLj8ab/lXeK23OYTezjnUuUZf+xWf6qcOt5pjwhSO9skL4JQscSaGeh0CZNbTw8Gd2Gh9u89Hx2QZTx1HfEBmvdA+QvVb7SUg7eh7XcJTTpXWqf3RPBtHua7DvvyqLzKjr9qnsuchXwvk0yhd+tv78oc1rGIleA6OQdux6uKPqmvcjD0pFe7DOFcd3OIPcg1XHR/Rs8YfFqmXtjEzePJ50oHtrjsZL61n7Tf5PX3eY47NrXPx4Le1f/AnLBoGJ3zYEvrql1XvnoutH/YBXW4N4LrWTXzetWNr+XDsCj/lqo8OpRMbxbs+ycXg733VMaOsHYyvJkcDn6fZZH9RtvulwnJ/7w3mA3nX8v7GgnEfPvERqF9FTR3eE6v4t39bh1qrCif+ezQHsXub8W5tqjZjq9cNc+Fl7+IxXySZ2/hy+OknX3dOMVARFfz2M13cA12//mT2PXeyT/houXsnc2v4+YaBd7XNPBimGJSu47OwKmi929dw5du6xhE73V/kAuVpl9cBSHJrY3qy14O01bdG4nfzyTPPfLLWLH1UdOmDy5evLDdvP1z+w599d7l5N+vT1SeX0wcXl7PQe5Io3qxxRFTfY0WOWCwOQKn3MaO//pk5tXDZkzIm2se2bbk4JR8eRZO6oltBH/EtG1vqlPvPP/QovKdXQbu8cRMv0csHH1euXq173S9/+cv17l3AhhW58wBbxDB9KoaTl4ykxm+9Z0wEsfsPTep9EHLn9u3lZz/72fLee+8VfnGOX4Kw8wuaenBF+2pHajutNjRq+8j4rLkNfq7RFw2eq0/l0oD2Dz/4cPn1r/z6ci32Y2hfNnYMDK+BacdLW724upRYmasEE5wzYYyyM2DBOGqYzmThWo4WnWSBTGVN+NPR8AHcgeKfdk6azRUaPMgaxeWj05TzX+V40EHZJk3gzkt74+0a7GiGdvTVPvbJ6c/GmvRWXccfWz0GTIQjG51c2uN0sAkF7XBv37q1fPje+8vLDoju3lnOT05qg2wDHe9FhknwcnWyl5K6OTs6OlyuXvWrZ334U5+2JojwNrDIYzvZJlD2C47CCX7lwfH0kIOn4+MrNYjKh+ERR5ZuniTylMps1rVrZXdNCoXfC0P7Kra7STI4+Tt0Dqgd0uDp5dTVB66S12IXm8Klrun+aKeC/1A1PlAzB1XKbhxAXbNZOx+sC57y5LUZo49+WeNpFibxhkfpUfT6KOXo52CoPlkIz8wa5Wt/bLP6XIjOtQqlzdfE9Gt9XSIa8iFe8rOTeyWjFvLgFqz9UD4hVxml+rCtg83Sc27u1j5OslnA16QjJuiUlh5b0TGX5SN6ll38kJKFUmP9ok/Z3barU67Y4c/wnRiGRxZomj68kMMvu4pH+x8MHti2AzwfB3RzowjQD6gf28en+MnxmvoB5dG7+jzXg7/TI2JGBhzxO3STS+SWTzb6uDYnADy1DW9+wQugVw9fectjeA8O2pHlGkz7tm34jB2P6yVpG57spI/60XPrH/rKXQ8PdHCG9+V6UWNo1zaA7gc/+MHyl3/x7YopfeSmBj0Y2tFDrmat1lBj5zBiLz66vzxx9crym7/xa8sXPv+Z8OtfZrMBe3ThMJuYy9mUnS2vvPbO8p2/+cHyZ9/67vI3P3qpvjb24GLmwatPL1dvPL0cHnvHUH8N7cDBT+i9qDIaJKZzg2eDmB2QSJHbFGXCyoY9fRmaS5eOl4PDq8vh0Y3lxhOfXI6uPJH57+ry/vu3l5/89KXle997fnn19TfDz9d5r2XufHo5ODan9VMwDx+dZxqwmXRIuY+D7s/u0xk345P69I+tGXsTg7VeFc0+hvhtX+51Lp7LtfHOxxm7D1JXX8e7vrz40gfLX/7l86mLTy5eTZ4YCK6vvpnXom1wW27fWHXHjKyWUVVVBtP3YPqZvmBw+2Y0HjKvP7obPz5cvvGffXH5yq9/On65F7zE0CVzi6/xiktxISb55eN7Avb2ho0/IsOaQ/PMj31j0zhgDjCGjn7W+b1+7W9tg8cePlcG1V8pz1jR3rHdN1bqZlzkX6D7tfW2FnW/SDOOal1a6VzLR4cB8rcywegNRuboOeW2wXzVTwdM2o738Y/yzKPayemDn/3msvm1n6Tx4+g+dVOeHD9xPXK2qW7Iora+mvcOeorIXkCbl8LiMf1D3sjt+uYzdcoFaZt1Pt5IfDvciw6P6Mrf/RQ0GDz6SvjIh9fkUy/nK+C6Ac7ex8HeXdcHlmUnOXt+/serb6Cqqq5pDAdt7XVzXbrFB/wAxwenHZuGafPb+kNq3j3HzAeteLV+dO9rUHurVPPj0G5xi/eS/lnLa3U97WWs1fUqd/QoPdmTMghV5XM9bY2f6/SN8vRPxUTw+G32Yj5EiLK1l7Lfte9EUz5cfd6HYLBbnvnAyfx+3mx5Ixdk6ku5dSa/ebK34xhoqyfgi37vm4GtrWQpF4+S07znIBAPbWDo5jBCudaBtO/jq2MNbumfcskfecmlmQvWysKRho8PKqYMT3naR8+h6fpc+1txJj7sYZXF9dg4POYa7K/JM5/2HNPjuVAq9ub+YXSTj1/062pRzZfiXv3oApTZXvNi6oouAshRLry6jo8eH4t+tSUS/NFJuLiuflp1BGVL+o9uNUeWDdEOL3qH1ZUr18LzYHn9528vx4eeSKGPe9qMVZbQATNyVygdfgGQPz4FbU/jslf7zENbaEsaan1JH6pN74Vp/kWlO7fv5v7u6vIpXzvLHOHw9+L6zqIf//TV5e9eyj7GB3AXs0bWuxdbTw8G6I/2TevT/URa+5yNQJ/uoeNj2kZ/NAN7Xvs6oK7k5Q+fmveiw9xrDd2Aa8khDpmeNopiOzx1g5f/0vRwOTk9rZ++/9rXvlavahmfa58DLoDeq1NA0ade3cSkshich0aQ9QcGq55p855OP+bil61Ln/Cn69afRStOI2fsEMvWc2099+M/enY2sKsP4Fm6rjC6+drbk08+uTz33HPLU0892Y3QVvxZF7cwfOWNkzHhnUQqe6C3UqNgK95MOGbqpoxm6OZT6KExCU6gaO/+XxWIc/CADwwEdNMZ2hwQmag8ZoZ++G2NQjMJrcEiH0DnF568C6faQ9s+ah7oStaqp2s0wxPMNRrl4T/1YNrZiNfWNnrveOTajZGbf4v6rZsf1QHRu2+/tTxy0x7e9+7eqbJFc54U8jUwjwzibVI3kV27lpuUq9fKd0JNXu0JtOkHSXnsHR/YPNPGz+D7qhl+Q0O3hEfhmvAd8LCn5MQOm2YTE/1jStGQq62eqsmAqA1Oyp7I8SROfR0Kz+DHi7kfi29M7rGFvlGKZ3YTsekOXn06OO3h/ziMbDYpFwQPNzrSafKwWw+I1gGSejSzAUPtl8fILdszWPGqRU9/sSWthU0GdTLIHp6dL/cT++hn44DeZDE5G01EvZFrvcnqXy/pp91mQZJGL31CT+BgC71+8DUWT2pVX8Z+N2ZuFMiCB7jDOHPQN/zGNgdEJ+tBlncyoXfgp5/Ll9G1fLTqoiwBOOrJBcra8AWTDy9Jea61Tx0ersduZWlkTj1cdTOm0BlXQHvZt6aROXLEq1zbyHCtI/DlT7yGBu+tLkOrrJ4OOx6rfOXBm3qArzQywOP86DA81Ut0gEf38dHwltBJddiZmMNj6obX0A0oa9vykE+dazJcDyird/gLtI8sP8X5wgsvLH/57W/XolR+q/Ha+gwMTelfQzhyVh0yW2Wei5/OT5dPPPXE8tVf/0o2Nscl7/x+1pQHF5eP7txffvbym8uff+u7y/d/9MLy5jsfLg+Wo+XC0dXl4uGV+rnWC9nYnMXUc/ZaZCNLPHsJo6+zevXAg+AZ3TaQXkStrl5JcCl98yD9EFyXaB7hkY3fw4wLL4M8zMbwYjZU5w8uLD9/453ltZ+/uXz/Bz9ZPrp1t54qunLleua7zJ+X9EE/xswfk6+Gl80SmLYz8wp949PdTYQ5fqVXD5Bt+wl4sbbrqNnztq/CXTzOJuXy8od/+KfLW2+fBPdG6K6Gd/qh4iKxx0Z/oS25xQNv/SXveCN/YGSLI7rMZmbq6WAOQ++l+Q/uZ4PyxMXlK1/99PL3fvuXlmeeuRJcPwcfX+dmvp7KicN5gzxQvqrc+IgvEhwzP9Nt4rkOfxIj1q3WiR49pow1QK/5laUefz3OXBuL6NjY9rSMesIv+qsf+xunXyA7NA3KM5Z6vI0OXdey05s7vdRt5cqN8Wknb+i1SfDxHjp6wBlfdXsfUvQNE95ipuXvYijlFHY0eHTb+LvlTiLL/ks+sag8dHC08ymd5NqmXT6yPO3mgKhSPHJ0dCXaZd3K2lo3MNGBZiN7+KPlHzDXoHSJOeqiUuYP62d4PDjPePLrbug7nuDgLqcnG7qu48m1hLf6advq0LZ0Lha2/qoP0FJOa3DsrTbjZuWJx7xzqPYdq4yW33s2OljT1fGJunrSYY2f8X3rg3XHhb4mb9aCOSwdGBp8klUbXg1d7ne2dDxxpBjCuw4xkh6FXaJvld26KINtHNb+LTDt0ybnH37rtnV/HF2iVZXNX00ezNgTq4qWJcZZ9UfamdbmzfwVH6W+eHDMrr597scOtLuR63mtebGDL+oDU7rTpRkXvroqp25bRld+pyE901a2VHs/tVBzUHC1a0PX5f2azFfDu/ivZf6xz7MHK7zwrEOKtE8avjVv57rKY0+N/e7rmhPsTPNP+05WgBz4/NV5x7zkeurE4pRLt/DxFOA8hUPWzD37HE7H4aSJCSAfnm2z+GvfGk+DRxewl9vxA1feuvacWBSha3783H2Dlafh4Hki2q+gzjhr3iOvdTd+u8/gty/Y66kojjzIXuPq0fXl9u27y/vvfVj9eFb8tv4UQKXODqJJ4Y5/yR875TVG1hzAmfaP+yp+xKtqQNdNn5sH+PPSwcXlgw/fXz7xyaf6UCQ+uHX3LHuW+8v3fvzycuskvvUuuEvhpD8T0fV+rvjNPDL+Ibt0KQk9lutDmuCkoSqrDc2qH9p9f6Ha9+HwKzuCL6l3H1LWBr3umdJec0J8CWd8UP+v5bo3Ihd+8Lb8QeVpN+4dEjks+epXv1rvJLJ/Lb5pr/hJefoA9YwtHwCULmssqps+cn/V193303bzw5v10mgyak8hnlYedIQTbB1ae5iZN/uArXlMnAA6tS8bb1sP5hpN8c712OMX1nzN7tOf/lTR67veBzaefPhoVzd8pg8v/ct/8Xt/MI2TwNbhnIioNyMrYa7BKDPXOyeEboyTr2xz3QHS1/uFezYDygDNx+n3gTV6Dc7AOJv8qTfZmlTq1I5NwREYHAHHhDAdstWZHUW/8hzZcgnulg7MwcPwGV8p0ymlovHo7IcffLA+RfReNje5gUx9HUREbXhzgOB9CwcHa1AVfQKaHblkE/+1/PaLSbZkrXLlU2br5NevXVuu3fAU0fFy6ImksHAvU+3p5+Ghvj8p64FvAVSvv+rrCQHX9TLqyPeHR/4L7Xq9DmS2+/W0aasJOiKiedlDWFpSsV4HzzV+0tafc72DXCOpGFBO3j2XOuqsN7Ds0o4PX9eiGj6pqnYaeMSx9D3LBj595cXhfA3Pk0b1DqLw9TVB/Xbvjpf2PqzDm9HRS6tLTnhZbLzPIiO06B6ti099sha9Sid6pm7G2vhb3fibzcqcUo/qwk+9ycVhan0aFwHtmwf1NZbyScnshdRX+2zWvam/FtPonQpzKQV6U1iYQD90Ipc+YgeQoTw6uh5ciQ2SPkerPPpv8bSP/WDkTHnwgBwPNAMzfvHY+o4Nc2A2/NGC4bst4+GJrBlPcEfnwX0ctM2YkkZ3dGP3PHE0oF398Md75I/upf/KD2jf0ilXvXGV8ui31Xeb0EnK2smSXIOpH5nDc8+r5Yo19vKRxedP//RPl7ffemu5esUhROskH7uGlxzUWUn+IzZcw9Ov/V1cbly/unz2M59evvjcFxJ/uVk/e7jcvHWy/OyFN5a//dHP6mtl7390d7n/KHPSga+NXV1O72MSf2WUPwxDPc4ah0OemDEm7ie272fM0WxSlOmDIDbZWMCLjuibT8YUehrGjtOMVXLqhdYXvT/l+nKSeeHBgwvLj59/YXnxxdeXe/fOl6effiZ9fVRjvTa6GX8dmxn3kZH/SC8oX66xan1qv/cTo8qDqbw/XOiYANPPvopQN5h1Y2revhYdn1hef+3u8v0fvJ6b+KPwvxYbPZFDRohDw1P9dd6Oj31f04UE8ajfyOl+BdOX8EHTre3R35/H8y9fzJz04HY2JsfLr3/tU8tXvvKpzF8fxaCzeqn3xDlh4VYbc/4Y/uY6B9feC2cero0vPSOmNmbRcXddqlC67Zi4xsd+BbSve66acTnzxuRD68Mp+K7lIMVdP+yhxyE8INeM99ZPdEU3cqXhO/Kbtnlrn/LQ4Dd6ztgaKBlrGlp49HM9+OonboYOiDv40960rQdQP3Yqj5xtDuBopyc+A43DFiPKk81iMnGeeqFTX9HQk1EL3tgK8B5eI0feNzLoW2/EvmJ9fnYSfGsZjurh0qv1x2vs2gKckbO1UXnwx9aPXZeP93VUqRuXdWyJW7zpBwe/+sp98rmxaP338/+Mwa7Vr+nDlT8YPeB0nHZ8AHX2M3ONS8vscTbgum3uGyCDaPQwH1aZ/uv4wS1Wllzwi/oEzCfi9Nr2YemQP2VPENZ1zWeN37qsPOxv17aC5NV+uWNc3/O5stzcAdS74YKrzfzWY7b3rOxSP9D08fVaZpM+oDce9AWFE9qtzTVe8tf9tdqXxN/1jYlC3Nve9sHtWAOP60POrOf1NOba1F9l3sbKXicMpzzto9PwluMBho80OpHD5+xWz1dDC9+B1fhFv6qzLoDRB5/RYWBkqJe7fhxnr3sukrte3V4wuozPdhBcdBVja+waI9aEbqfTzMPxRz1hEz51D8AmOjViSHf2cYYYAn1w276s9ylFtYu5YfCh+VHmMP339lvvZmxcXO7cPc2c5qnndYwkkVNrVPoUMEvb2E9n9k2fuC77A3O9xR1QV3atbT7M3o/ZVDgUrd1M6MPPC7effuqZtJtnj5ef/t3ry09feHW5dJw9W3zka3Ln8UXcWPR0mP4a+cA6BrTxdeEkH922NNLY8jgv9VvbQOGGjbnRsOe7UKx/bfPwLPqV5/5bEujbf+SNzBoLaMwtuXZY8hu/8RtVXzLJDq19F5p5wEG7uQyPkVW8kg+UHvkTI/0havuBxh+8/359gPrBBx+uunSrOCu61Wfus8nrq6bVNHhyULqGCV5oJ5V+K6+JYXX7cdrJL5z92q99ub5uZ32oMxE8I3l4bHn1WCCyZdY7iaaxCfl7H7AECuaBxm2mbUSXO+0ZDw+5ui2fwR+ApxNAKbXpEPmWV3Vg5A5f9dMmYqa8r+N6G9dsDBMMDjNm0YWzzYcnkI8uQFkCg8MeNBVYK4/R18AdOwo90V8DOyqZaG7dvFnJAdHF2OPrTA4WLgfHr748+eQTy/XrHm1E+qAOAUx8FqGePPe2Rto+MBL07CSHbB2u3s2qm+D6efvUP3HjRvjfqLbj4/51kVJTWmn70wJWNdSgVJFko1cT4eqfVIZXFov8yfFFapBW0Bv4oWu/ZJOIxwRj/ZcBSrBZwiU5uZ6JgGZTV/2Ev2sah8ZmwLVJOT1QfeW6/JOymwt9xJcPzjOgwrcGqBg2cEpEZK919HWAI278MpoNn68COiBimQMmX0VzI+PmmQyfIpHjBBx/v1hHvb6hyR/7onJ/6t8y65AnNEzpRWwW3fYLO/QhmqrMP+X2a/c53qV+UjTrR4UTJ+RWzJZvTKBOsvlunRCSuyE7OjquZcWvzdRPO6Y8G1x9V4vC2i/VlyW7b6yqL9ZcvVQ+xz8gF3vTH9rB47TTNnSuJ9/5YJWtPDTTpjzXWz5AWX37tem2aXjItzC84IDH6bW7Lh+lDTzul2159Bo+QD7tcw3gwhseW6ArGJkA/ug/NHiNDfQaOa4njQ0jY2jBDl+kypPIJvenzz+//Mmf/Oly9dgTIt0Gv2iKuEiSd0yvHAvXJpjcivfEoIPwX/rSLy9PPf30cvvOneWFF19Z/uLb312e/9kry1vv3VwuXD5aLh9dC3X6SIzW16oODFVDNxDZJSwxq5zkIFS9OaU2M/WnSnvrIY1/MtGoTR2fi9H4zFgp220EzOn48ZunIw+WG9efzFhclpdfemn54Q+er3F0fHhcc2siIbz7MK4O+Us/cvFuX/WNYvez8dVzWFrpu/oe0FGx6qrPMtZC5/C98PG84Ot01+O/S+mXv11++KPXl0sHT0X143pKisxwKn+0HvzT8QHM2YAM/hjZzb/1LT8FlLf61UY4u0jvT4mpqXezfq++Zvb3//MvLweHJ/GfX/pwc4+BtTD6xz8dgz1+2s7VpvxN/JM1/VTjlJ9Klw6yxunxAEcq/cxzKw6Os15Pu3lN/xRxwPtP2qbWAQ6YG9bWTTt/7ctg3za60qn7FJiPz9Zfnhn+u7ik++jEZn2R9prXUu/wUZwrjxzrYt3E8H3oxi6Ap/aE6/q0T9ud6p2OcnViRxW5oytZxrPNb/usqgu39wR49NhRnjmvcTZ5FLBPMJZ8gl/7gsjJgK6xZU9T9NacVX/X9Oq4bF6APvBifcWwvrI209n63D/wQScxFR6rbkWb6+lzfNvufd3InRhTxyZlecdmrt1spG38VA6NPt2HfUBQX6WruSR/HAkrbZ33f2NV+751JYO/yr6VDvsZl2jG38Ov+wwfrc3X9dhEZ+XiDSepfJO/euVCxWfrUfnqB/jVbynXL9MWzzAvOUlrGX6pim/w8KmYzfX4ufWgd5Mqi3Vxe6Hsrera/wrlvmnCVB8V6/zHP/rCU8Hdn2JAP+zns0IM/21/9mFOyU+deoA+qpZc/9ETm2lvfubl0b19Lq8f+qDDx9q6/8ZOuM19le0q//F39QVIxV6f5tUK7fWo/oiu09427ttrbUvdJNC2RG5k6QtPbcKfVPNdADotwY5fZEhzPXbgk4uSZ1/bT9g0Dz4Sv72H3euHtj4sqRq4q37pk1r3+qr+F5GuZ8wRC791zUX+bXWaubJT1zW/toHP9nbgk/Z13VYWY90+N9R7Hzp0nA/28GSXp3JC5arwjetr124svt36zrsf1Eusrb9xeRMFOzXhtyul3PqPHIkOoPSHvMKUte/tbBy5+WV46IutvJpLI+rC+nTgyb3T5eknn03b0fLuBzezL/jZcmpDkPF9Fjv6CWP+TV/lug5qYgjf8f9eLxLCt3zaNtX1qpPrGXsup15Zrr7b9nOCfPAqlusvNri/Sb0/sVW6RaeZp8inxz6WP65Lz4v8VZVJPZ8/+8wzy29+4xu1pu3kp+/7nZDNu9bN0n+9Tn2uyq815qMHO/Gve8rUUbrHwMN64MLXzX74wx/WB6nixfrbTzk2FG0Sfa2nuVp9MantgbPL1RVN5LlMfenWKPt5JaBszKKjkz3AL/3Sl5ZnYn/ZGb3JYAfAvu3vevmUpayrPQk0URuiPAEyxODszAtXe1NrYDmBG2XmSQdaz6cBJuleqPaTKBy8hyfwSNbIw2/wdObA6FE3wOEluR5+o7NOQb+zJcmLEH2qrKN8MtkTQ/Pb2ry9FrRksEuddvqgk/CQyJwDB4AH3Nq8BUzS9VUxwRheav2SmeRrSucn98yOdUB0ep7NdHTNrUXKfuXqcDmKzKtXrtTEJdj4R/JS4ViTfUX8SN6qn4Mgmy86dj/tc3T4+Fk8L+/y8mz83bTVu3XonH/6tqF9AAweBxoxMDLjg1yzdXxgg6YtnBonPoMTL1cdv9sIPLqfFFfVZFN624TwWYI7yUGKJrxFSMUQglyVb+my2ls5rLS3yuSaJDcDjR5wV5seZYKsTVxYnmeCrQOr4PhKmZeF10FO/nmKqL6a5tpAzkb0QWLP919b1MP1a2I2VfEHnyTh5XDo9N692HOhJgz+8ZSYyc+hEprSK5zQeFKLJW2Ptraz3oWUP0+eqRv+cu9gyEX7KpsovtJXZLlZRQvXISQ7rGh642L4nN25u1zigOhyIf66+f67HL32QeIom12PatOrf1WInPYpGTMeJgfay861TpwNvu/GThkow5/xpjz88ZDPPCCJa/XANTq85PC0VWyEDkxZgoe3fK7lQ4Pf1CmPXNfatzYBZaAeLhz6yQfIMy6GvzS88PEYKlC31WvkzLw3PMDIl5tHyPYJgXZ1o9f4cnTAd3J1gy8fvUb20Ew9aD+F90oHl/4/+fFPKsZHr9OMBUGIhympYrny6JwGqRbUAJ74RIOK7fPzLK6Zj1597c3lP/zpXy1/+d0fLK+9fXN5eJA56sqNDIT1p9sTv2cJg3MxnBuG+4lRArxElLr1xGL411cnU8ECcuhYN9TGj8rwkbisnmowytIGxztwzP02BXwA3WLq5i+9k71V+uaidx0l7h4pX1suHX5yOTm/svzrf/3vl//H//OPlp88/174PrVcufpM+ulq+Np0xsf5/4GvQODEF8Zu/jyBCNrX3e9g+kk+MVFE0TUC0qY93OIGTzmdnR0sL7745vLiy28vR9efjB8Sl+zWJ0UmBjoOGNZ9XA7JGN/HBD2qrtpbj60uXd7X+6tfqbvohv1eyveXz3/h+vL1r39puX71YDk7uZ1ucmCWeA5v8h889OQw6ztu8akPcTJPme/rOjEO4Cur45ud1uxKnTlcPmMAlB3Vh3hFzmrL2AjqBcfRO9bE/tictv6KWvcFKd73NON7aOky42TyTk3TTxNYx6KT2Iz8E0+5qNcP6XvxmZaKNTFc4yFlduiso+Mr9SGKn132NJy4u+wpusu+0u1A8GA5OPThjr2Qd2R5Gaf5H7vMYbnC5zB8yPJVTLzIG//NGt5PjUWxeEKyd0lohW/PB6VS/uNLe5LWs8eWsj1H+8V1++J+xrT4PPNz0T7Fz81IzQ2hcdjqaxvdZ+mjJHsk15PwwJvvyfG16fmwwjUDas8V39QvmaUva6+wxtfEOV7mS/3pGj91ymQoAzjTJs28IW9cry7Ah2fbV/Yu3vFlbgAVM2FXnyzHRvrX1w3CQ5nStY6HX/V+bDFJlj1agzM62aPUi39TL07ipaYrPg3jo6rzL/noDMSpGCyc+otuYjQ4boyKU8osMof6AYy6WYvs+RDPV3T66zbhWZNIDIwecJg9XxNx6AT2X5lrm2vPi5exEF/ZKxeEqPdekZdUHxzEf71naZtGb2IR7G7e8Uts1pOUyWt/2N3YcsovjUev/gChgQ/nVwrHHGniAcwHDOgnjU93P3e++h5dy7S2d5+UfmE+qde97hs0oD70C4xM+hdd+M0N5ciQq9/q0XI7iTttw1+/W1PE2BxmTZo5tTzLb6teWxkzVpTlpcNqa/e1OvhtN90HbwvWdkFiL7DTkVbWAf5KGce6f4p8ttUTHPiufWuOQjdAhjV6ymjYNPY1rGVjMHMPsL6LxZoj0jZx0vez7SM5Ufiyb+7hRh7oDxZOc092afnlX/rMcu3ownIja9yD+yd1r8Au3xDAvz9s7n6p2GZ75OA/vn3cNnWtX/tTAjW3BOA/zieX5WdjKT0RvTNOMmZ9Zf/dD+4sb7z74XL79MHyo+dfXu6eP8he5cFy1w8mxUX1FHXmz+6PsJKTEd4Ta/LeQxgwqSBzVRvu4/itt/zj7WyYnH2DWzavc3m6ve6xzAd8B2qNCJ4+qQ/iVzo+sD7JG2+bEx5+xkD4W6PQjT6g9YEZLOjrnDZ47HHdc2LiJ/MG/DTWvF/3t4kZFOYE/PSzMwr6qRdT+mtkqse3xnh41j5wrdd/bSfaPZTOyfu+r/tJue8Jc5W8ubftpUdyfGbf+O6777YOqav7eDSlk77Z+00ynnb257p+Ah8ChiomSCEpQxylt/mUZxFwPbRo1G3TTE5z3fQU5SuOonDz0DYBNXzl+AL0o5fkmtzDbGBG/tAMPE5LbziCrHm1o4YWDC+6Dy/0E+RNF71Sdg1frj0NhVspZYET85aT3Njd/uij5b133qlyPX4bHU5O7tXkGSYJ69ie3K9q1aLJLwmKCvToOTrWRMaelB0klY9Xk+klQNBYXL3DCI0nieBdyob8+o0by+XDbIyyuSs+yQU+O6J18VCPrtszGQvAyNCmHn5tFHK991NPiqWH/6J7fy/TYAzPuNdmq+rC12TqqZ36hMLkWnl0CWKFcclrndLqomhADxry0o53/rQXXXRTLjz9HH1rIVjp6pPIkp3+XPFKVnjVC6sNxJSDXIc8rj3Srs37lrxXSE5GbRJCa9Aexq5UVt/x/4mbaddkjD7l44+DdrHDJ3MNb1s3MTbvMhHH4qH6hQ9WujrAig/1yenZaerb9+IdUp1gx6du7is2LYjln75RBjZxJY8f06xsA0wXifyyI+XdWFjz0V3b1LsGQ7+tn7qhB5NrH1ly9YPPN2zUpl77jM8t3fBCM/XTtq0b3nK6KA+d9inzWY23wNDhsb3Wzt9DJx/78Jg0tMNvdALy7TUeyvrd+B5eg0OeOjCyBgeMLlt5U7fVTV5+9amT2BETK3+fkPy7b36zfICGv/GbRX3yhtYFjF51YxAcYx0uO+5lLvzZC3+3vPbGm/X488GV68uplwbVIQ4uFuaU8B450RvP8QkYGWPD41B42uYPCtLk8CU47DLzRsuVd/OnQmaM4OFvXORm/fJxxtalzMGZTy8dLT/4wU+XmzfvLk89/YnlxhNXMz+Kl2wiL4opcSduxYp1cRWespsxfHsT3jEx+sCputWkqk+3GcNncdj9h4fL+x8sy1/+1Y+Xl1/2roRrkevXxLKeBGdo9on/2i7XfNJ6KKozHtrmvh499vFSkHrzw2H66egg9A9vL08+dWH51S8/u/zWf/Zcmm9HFy//f4w2dBN/gK3k83vhRH4/KdmyzaVu1Olgw6YOXo91fdTjuWzJRtlNdirKpDocDHu0cIqHclSauYLcqRfXPgCzIdXWurXukjHgQIT+Q7ftK6l0Ll2aDh468lRPO1xgLamnfB0MpB6/volGT0aPzTrULP6hKcrQp62f/LAeRyfj1poVf/U+51Ji1I1M1+E7TwmhjybhP33aOpde5EX30XP0Gp/03q/p2v7px/FB90v9zP3hccbz+XLl2K+s0HPmmon1vb8G6M1neEn6uXxJp7pxeFDrsX2T/qAym3qv1bqi60O79jl6ffA4TCzCkVyPzS27D5gGp+aH8B865Zr3kupDKHSpj+arT1b5az9qhNdzZ3TNfMBeTfKZH0ZW0Vvfw3/sAmjpRg782gMUTuu9l+3/tqO0Kvq2yQ2L93/pi+qXtDmM1E/o0fpqcO3f4G58WLYEZh+Cb9e1H/FvHSaW9uNE7ibLISb1HaA7POmbpda75stsrOAWPluD27S9HvXh5L6/0YyepVfZtte9+ax9m2v142O8ay+XHO7whFtg0gi0nO4/8ofH4NZBW/7qYNiYCpm2HWzK6otuLW951c35Wjf67GjWtq2eEvmXD9Y4C2gfHkC+O2wNsEE7mHx4YrFtG57a0Ltu3I7TaYdr/z6greSn3r4cVh3eJdVePONIXwL8xKQ4oJtxNbpvx2nJrf1JyzMvDJQuRdIfMJiLHIgEs3SlZqpSzjxS5vWHFHUPlL4DZCrXvMOW0PT4ja8jyyH9hx/dWt58653E+VHwLlc8R3rPzYREL3FQY1tdgK7jS2n6AYz/tn4sH5SP2wegPgQODr3s68UXWSUv1+iiZfyYctaUk/P7y5tvv1dfnz+DTmbR9oewYVR6Nov2txyQj+cksNW/x0DrM3RbvNF9+LkGcHZt+eOjwRl67Vt+W1DHd9v2mW/6K2SJ69DPWvPss8/Wi6vdk4GiCW29M3fDf2JV3egD6im6mpc7Dvlu9rr+5wdrq9fIeHE1mK+i1YeogdFVTsaAOhqMD0b++HX0qLjONRi88kH1395fYNarXqeX+vl/tk886fPG3eskKeNZ9kSfS//zv/z9P7CoIhoF5MUkMDcCUz/5KDiDFowgSlHQ9QSQ3DXAW1k+ck0QzbPrwfAbfYZ+iz88CmKv8raDtzIn1y4f3nAmgcnHzq3uk+MBXHPzVp/hX/QmlCCUrzIob+YG64P33ls+fP/95fzUiWM2w/Hx+X3vs0nn4eu0IVBPgIS/zapBBODj26lleLF1HyDRpe3gf4uX3OZTPp/EyKWjYxObRXgNjrQZUCaemSjVM8BEXgdW4X3Rp5rB61P/+DF4s6mBXxvH4BVd0TSf2pgKUnQmWxMYE3fW2fytk0lolDMSS2Ypl7x0KIpCCEWy6OaQRz+VfE25wcQGfemQjaSNuIXEV8aG19nde+mX6Jd6fB7ok+TzNbNFv5w7HT6ND87rCSM8sXYT46WZDqccyqinU32C4hYz/OfgBi6ZdAT0rEPBgNiho7b2F7903En6WF35nv7BqU/d02YB43v4ysZP1298GSi+ycVMPS2R5GCSJT5xdzLOYXw7h3f3Y3fpWTHcfdsb9f2iVjGObtVvdAelQ64Hx7VPVsUeHbXRS7tr8wRfwBuYMvqamFebJpdG5uTTPjB6qFeWA3XTBmYMb2Fw1P+iuVCb+W7mwbFl2o07tIMrHxmDA7SRP3XSzJvq0EiuwfCYerijp/Lw5Qc6jH/l6uAC+DNfz3VByG3A6sYhdT5RdggfxsuPfvSj5Vt//ud14wlKZnQcn9e4HVjnMjhj+3i4bEmzA88Pb96Mf3MT/ZD+mSOQuUlJoeLV2Fp1e5Ss+OWv+XV9PVGUv/r0NGX4JR1O4la5PsGpqvZb88m1vkmOtstF2W0KZBpfS8aE+vzX0jLeCitzcfzhF0QuXjxYXnrp9eX1n79ZvyrxxJM3luMrh8vpvZPC74Oidb29YMM+suiTfonPps/hdWx0jNXNR/DVBSt9Y4N3JX3z1PLCi+8v3/yjvwq/J4J7IzTtGRvfne+TGqJJjKj+rY2JdvXqxE3rNPhbWnnpkEv9HuqaVy8tngi+ufzqL39y+Wf/1W8tn/zkQTZHN8Mfr3V+Lg7RSX+wO/NOrT8qi2fq00fbGAXVf0HnF/Eg345xbaD8lr5gU/EHyVyTr05CS+aMicGdG8RgcEWAr/e85N0nPceUTSFQRzYwjmcMVj8lVwfP3Nc+b3w84NqMWVfr2lh0nTUSjeu5+Z+nL+jU7w7MvJO+qzk6OlkX8La+4n90eByebT/gaQdJ5c/Utw/Zsvqq7O2btN0GeLVvdC1XpEm8q8ObvJKxxpPYrF9FpGe9w6O/VuqrZiU/PPmkdW3+coz5lF1tb/tvC3XjH1QvvDcifTJa/k3bvBQ55pX9aLtPtba9yuoluIBMOowe7Ze2HeDfvPb00yZXmoN0/VP19bfGZPgaI7030h+RkT6ttvXPIR679YV42I5B+kXoqtdef2VQeuWvfF/1Da1zx0vjopP12FLutoyFg8RmzU36L5A+RWJPaI6aeJ2cr/RP0VZc0I2s1oneg6eefrV/zTX+6unGjfpIQNqjUQrb9gF/N6/xN17mNE8dAvKmvWX2WGO797U1jy19zy8SPbpNfcc+Ok/t63O2DlQfBK/6bOXfPLtf5loOdHU/MRSf64M1lkuG9hW36hica3z4Uht5270XQDuxGsroaO7SJ8172jzxNOv+6KN+z6fzkT+gHd5A6VbxscYNgBN5YoK+YBt3pZty/s244TN582PDxEVs49SkHvPRMbweZP+OZ81vxZavOi+aR9FBfAbooBbvKoeHJ4hqrAXwsmD31+T4uWOi73PaJ7V259oHNEVfeuKvT9hC947F0j/07rvcW3la8tatu8HN2hRRXttQB/nBpTK98at7pdRL+qXkxi99E9/1EhhbgDoy219lfdkLyqb0BZzpe1Aqpw6H2/fuLR/dvrPcOTnJXivxGGI/h69vhhFZ1l36jk8Gps/k04+DM7m6x2Hw6QV+Ec+h71QtlcwHNcbRpkp8F/3KYugHXEvsIBNef3AQvsFz3+HXzb7+9a/XuHCtDY8ZY0BevggvZbymH1IFo8Yn36Go+2Jy13j2jqibNz+qF1fPr5tFs55DUx7+YHw5eky8sRkOOUXfgguGng3qe94loWH0VTe+dd9y8+aHyy/90i/Vt4imT/gFLhz4U0Y3saS+3km0E7SmgREyhBwzNxODNwIJGD7wwRiDTtuWl3x4oJ8JzQlgt498jmnZriV4ww8PdeWY4ta6TQdomxwMLSiaVQc5fujAVj8weg+/wa1y/kb/wau8ys3n5O695e033lhufvDhcpabhfMTGxz8k9JuzvbpWL00OUGLh420icgnJn2gkuvjo8ptNvGGxx7BWnLDzyPhBlX7/3Ku+z1E9HCYBP/46pWiL6/prtJ17ZfcmAW1oHyQVHkAjgmybM81fHabzG3+LIomWxt5uM0zPgtubZJK52wcPcEUuacnZ7XgWDTGRn90p9bopFy8c81W19VX52swW4Qjx8GOr4bVQZFy8n6PkH5KDNiI4Yl3aOrrBkHyy3JzOFT3B6E7vXN7uZPJ1ePQ7nPOM7HUJib9VD/huh781KeaeNEneP04X9eJW/URU/k2ToJQuoOKo9TBB4OjXnLNJ8D1bDiAlz72ZqHjvDZh3VQLUPdXj5u6eaZj8PHQFyaws8g9zab78OhK/TJd6VyTlj7eTiY9brrPe0KSlKuf1kQXOX0keqgTt+OTaR/88cVcD49pGx0A+vGJdjHtetrgDe4W1OGFZq4HZk7BEw5+gwdm3hg9wciWo5UPf3qwdWRMPjSjuwSPbwZGhjZ4Epj5d0sL8B598ebv0UsZoCFDHfyxccrqx4fY6n+Ln6dRtDskupeNxh//u3+3vP7a6/WrGUNXNIl30OOrfZHaqiMbbuXmg7SxRSsZzPN1MT9HXy+ALJrW02aB9TalFfdcE0JtUrxQfPAfGaPT6Kdu8MHk6vWTHBS/lVa56JWrJvBICZ9upxN9o1jGGYSUcyN89eqN5e03P1ief/7FzNlXlk9+8tnlSjaU9XWF3MS4YY51xc+Q5Iua52tOaB3wLxmlY9vFJ/Qpe2ruynx+8PTyxlt3ln/7zW9nDvME0VPRy1zjEeu2fWuTxIHsLmeWcXA4luweQ8r1wUV8sIXxp7Wqe5rVp+F4a/nCF68v/+1/+/eXz33+RjYnN4OcmFzEVMdlFGtxgZpX1/7R5iCdXNflj7Uv9/LbL+YrTKa+Y7jnkYr7S/00iU1QyQxox3vk4W8dmbExtGUbnZNzUz+l0DYPtNy+Via//dUAl9zpOwnAgVtrXfHvPQTdqq/UrfNx+TfraQ+p2J3k8N7X4eYgQT1+2uogKXU1ZhIrDhXriaLwPLDWRs/6kMbL1SN//GMs4sPWzvtaj/ZXlvmcHca1fQZnGBd0nDWgfUFnNnlyCK4bbT8n3Ae/xjUsMruP26f4d1yT0fRjCz+tvlt97vogcV/rb8bRWeYj42Xe+8Ue9frWV/LvZ17Vh61nj3Uwvp86/dXy2paJE3iDO/VDp35ypsk9TSA0qs1YTl58ijpNMacP0fHu2IlHCp8vxpc4bmO6Ym71WeMOtH4VKMmHpxgZW9Qp941zx5fDxEMfLKIP73oaPPRFE3/iVTr6P3X2GGyd2Bz/tFrdT/SYfABe4a/XQag6GOZ910Go9jkcbnnoeo+SllJn+Jfs/PV82TY24L36w0G7A6LitY0380XvI+fDsAZy2v9lY3B3vAJoa0ynTkyhr75jy8picMkzPtjTddEheHiiKUj9xA6oNTF/QN34mP2uJ0172XQBTuryr290l+XQgSy+od35qmzpfhiZ1iF567/nDQYXncMEemOOJ/td09S+sr4uk7rd3j2p6JL33NL6jh7mgKImrvTGac+THHxnfqaHDyK6qfmXDeu18rZ/257uS/NW56lf9EfmlMxfHXf5F9oaK6FxIOnVCrs9ceoKwoOKPkSZd5Lh6Qkdh0/Xr12PLy8sP/3pyzXPJUrqyV4jp/Ytwe94CL/RfbUDyMc3ymPH+F8+7XRtur2vHRLRefCrruKy+foAWNvJaX9AJU5q35U5sg5e+Cftaer+Ss7/w0u+1e9xGLmTADz10y+uh3bw8JRGxi+irb7RH+ae6N33Lmj38QCG1vhEV4Bn/mAY51558YUvfrEOiXY4IDy6z9tGMHpJtZ8IPeCmvo9KIbzHPvh0JlMMnebe/rvf/e5y69ataiNDP4yt8pGHx9hRfbDy2vL+mL6BoZ2866Lvej36AmVrvbnAAZGXd/tWERCbI5td5OCpblLFUhlXrgTybiQMglxS15sT+B0cmM4mqwZ16uARNAlQFC/tY1QHwN74kSH5XrMNjTIYWWD4D/5WP3+5qGAv/o/hbeXL65Oy5LXZDY1UT4HoLPzUrzyAxUEaGN7Df4AcC1ynlGOL/Pat28vdu3f6BdVOOYPrCZdTAzjth1m4/ZRy30Dwf09iWM8gMUnrZDj86r0xAD86m5gkh0HeZn79+vXCdbjkBlG902824o3H2GACNenwPdj6HV75TL/GTxZThzYOU+oTqNBjWhOQPPgOUeorc6FTRuul3T3ZPqxDFzrXL4hFl3iRU9eDmNibuvOz093Xu0ioE9vI56/69ZvkDobweOB0ONdovWQajiezLlgQdY9NR4mOT0tm+tNhXXii93P283P3aBwMHeWGwxMAd+7cXm5/dKv0tMlgu8Og/h4y+/qpH3UVV6Dqu/8rRnLNvtIhuPDoiFYZT9dtZ7+nyjUa9HD4UJ8MXsvmk/R9bUx6zG7HSC0FES3OL6kLb+8kuoS3JxTC5+rRYTbf6etcO4aoX9gIFH14jY50Ma5Mhnw/OMojbzu2B0f8qDN+8Ht8HIHhASbe8AN4otvSKos3uOrwhz90+A39tm3op21y+HhuAf/y90bH0kUMpg6+fGSNnoAcumkDo9f4Qb061+R4T8ToBmaBkuZJQfyHhpzxwfCGi04dXqOLa+3zCQp87UWTeb3e+ZG8oiW2zULcj2C72c6iHfw333hjefXVV6sNdHymf9Y5A78exu0Tm6z6W2WC+j/XY3/91HlS3RTxZ/780pgNaMiDB73bY2ViGT92GT/hZ1wpr/xB6bHm46dpj9TSAe8g1DW8Lc2Ue5xtebtKWxOnXjEx8ShzfPicp38e1K+JHS/HVz+d/npi+Xd/9J3lT/6/f7vcviOuryUdZyPhXUxuZns8+Tqa9cIB0vQxHZTlLT9+qlj0gUz609/Fg+XuvQfLq6+8s7z80lu5vrI8cjMf/Wxiy87Qsn9s6ljtOXzPO7yqGa6+6YOd8VvjrBDetZHWB5lYePD+g1v15NAv/1I2Ip+9HhyfrDqgXufD4kEuH2TzHLtmXPWNh04e3drukanOtdgeXe4nFre+qfhO7HrXjQ8rDuuDkdnQNQ6aoa+xldiuG5/I5XfmCHt6SXjP4TtwzR/4KNNLInt07A9vesw1rL5K0t/0qbWfzKwjfFIpf3hUf6VfjEX4oG+g+Gh81Tlcn4AfJp4ePfQ00nHorO0Hy5Ur1yPD4cdh2tifcZ51mj4OT65ff6JoHRr1V2PEFn/4sMcafmE5ORPT6YvQ+spCv8PP6mBF0f/mNvOZJ4v98h/5PtQ6DO9+d5KY9eJtuL6WaezW/i5xX+1xOtwaz3EKm/iRL/hYvTg3DsUkX4mp/mBGTIhj67H9AR/2nKdfTzOmKtZCq8/A7FeBOrjTd/qZTDC5ummbseB6YnHmYaDcOjaf7XoNyiZmZl7TD8DcW7EUnq13rw94FCQWvKODY9RVjCTnB5WtJl+iEcc9JtzoSS1Q/4uVrCUH+qM/BOLbiteVVlI382nJItjmgRwpSOMH0OMLXdvTbVWzphVKhx7jcuPde8xqT1I0+z5gj3IBXHb0xS6vuXLFIbvl99guSFbzW3L2jDaS8QqsZ/va6fumF0tibht3rePoor/1Y8fpxMDoYozWe/HC0tn7uX6Jn73mQV40oS+Z+Vd7+5Tpb65ghm4wzjDoGO09A1n0MC4ICGnR6Gv9r7rWUXpQKm3WA3URUutUPWGVP0/fqutcu72JGIqOmQs61ton/N19wcae06TShc5pYTd+tZdJTaaH5VH2++cZl94hqCfYNTmZvgaGvu9xWl6964tPEiMnuWfQVu8FTFvvEdpn1qrU5ir9Qd8UuYCOpXf+8Rfcsj2y0Cr3eMj8WA7rJP7L1/YzfBsefeCKForxGp7FyzrwcPnCZz+1fP6zzyaW3WdYA8yHHdPVvwFjEd+SH56Tj0+n76dM55lbXEvmHFA8k8oX5Kx//NL+6fXTtx/atN7PaTfWxQhZPsgfWvVATJIzc1b5btVVGni8XDqFD1CsQ4vkg9ftDYrG1P3EyNgrbWUMT3Yo93zVfim/JlT7SUK6G0st3wc82shnR/ksLNE9mfvh4r/KKH6SWBTz6pLMxQDuzPPRMLipSwx6WghNrdPiNjmc0i10dN7RlV3uz+J7PIpT5ATRN4uicFL0yx/gD7aO3cCahc82TqZt5FYfJVGg32EbXLTZ1/tw0o+p+AbAnTt3Gjd0k4dlyng2P/cIA+UjEyYlIBAm9UamFy8KI9ShK1lw3NQc1mIPH672nbLBnxxvBpMzHQ1mot4C+jmg0N4DtgMED5M6vlu9BtRXh3O8+tDpDnRlaHgDZXToOdTNrhv7WqjCo18iHHITX3DZBVcan+DZfupAB3hqm6+kCNbu90f1olf1DneeSqBaW6JF+EF4tFy95usCfuo+AR3hFh9lfM6y+RH1/HF0fLjcuPFENoBH1U5e/it9i8+V43rP0FGC4tr1a7sXVNsowfeLaTYFfMVmXxfx1Ahb2j+x9zwBHll0Zq/6sjv59JmnbeqJm4DFwmRak3h05Q+DrDZC+oE9Sd1392vD49CHr23kDw75u5+M8lSPgx990ZsHN7Dxu9GJpwXABvP0bDk/iZ9Dpw8mJgz0SxHpYIk/Sh92pK3ec5Q2a4WXntS7hmJrZhrBU59q10upg3N65+5y96Nb9XVAn1Q+8N6o4PglJxtPviHXUxWn9ZVBk0VP5h0X6+FVhIkn7eMXkwRbxid8lGJ9XU3u2uHQ3Fihqfhcr8nF7yxyO9bRxD7jhA75Ez8WCv1W4whK7DxMX/GDn+4/CE4dhp1lQvE0V/L79+4tJ7H7IZvWsV1xHXp8TT70ord4BjXugvd4PuPe9eBJdFLf47snvvJf+pmP1Mnx2I47+KOPazD8p16OXnI98vAA2tW5hgOU6Yo/Gi+DVjc82SltZcD1Sdy003f0E8eA3LEPwJV2oG2ts6FSFuto2AW0KeMvH53B8Js0fhhAo34AvWuHTfDw2vtG3GZc1tcLE7/3+6YKHr4WdAdFeLz22mvLW2+9VbTVZp4Mh/m0b/QBw7uWwFU3coNRf7nY2VR5ElnhUlTqJBtGep0nRv1KSe88O6mvDW1kjB+GJ2j9uw9Ghx4laTNfqLNWhGZLr2wuMMZGF1AvQa5t9uYverCY5m6o70e/s9wEP/Kz+ZdvpO6p5c/+/CfLN//4O5kzUnfpanzThxh+DYOfbEQlTyHN2Gh57QO4fVPuaRDxz1di7Mry/vt3lu/+9U/SBz7VzDiKuW7Y65PNzAP467utH+iMb22qkvenrmyBww9rP6zyAZ/U2Milw3HzjJdVP3x0L/h3ly//ymeWr3zlC8vhsZf634r8kyA6UA2tTWHGCnn1AxhZk/DruC7updeMbdB6tQ58MnPOfOo1c8zw4RNfVdQ/cVf4iWs8uk+3MWic2iTrXAd8dIA38dLJXNN9MfOD+llD6TrjXlmauWL8bS81N1N4hUXqjK2ep9U3xO+rjuhsPq2hkhs8m/dcVKr3TGS8urHyE8bq8BU/JaviKL5IbMGxxnOIw5w+mEmfpr5eHq09eF6U7Zf7HDp64eml+NFLrx8l5nJHGR+F/8FRyasDyIh1IOQ9XOLSYVS94Di8fN3SQZFYhtMvjw2D5MYp0H/s5Fv9SKfuw/gn9drat70GGGd8hg9bZxNcdgen+659rp/4S4x52SgZoPggCMCbfpx6/SeX7q/zJ930iRzu4LvGd/gB+uOhHs3YNjzVSWxFNXV188+h6MIbkFF6kRm+PlQC8PdjtLgkmQtyHX72bl44bf3Xt9pKn/Aqn4hj4yL7QXk4182y1LHYfdS/PBZdK+81v2+M16fQ8IwuMxYBe7Sbq8RiH4J2X8SQxo0MN6nK7G0/67M5yGvbmm8kV5/vE7lzI9jjp/ugfdI6gPJNdBe3kDtrmfppd8Mcv8+46f5NH4avvSpdR64D1SCmrWOSmH7JPR7sxhqPzsv/pWQf2NdY1c/h5uXh9ob6y0oyugC+jIqZ48lxw3dautCL7b5OKfFTm2we8fQKP6b2UXyYOdnhRR+s9J5TH5TMyMsoWQ8IjDUji8cvLCfZd7ZOgeivnEISe/W3w/Do4BexMkc8fBCcpIsXDkObudk85FAr4948Yi0k3Q89pMcr9w4/c4uXKz94CPdgOb56o/lnruArT7TSgS/NI1fSfslB+DqH6dc+EIqj8q/8EN9M3HU89v6m4kW/xpR6eipO5Rf2qqunZlhZ8ZhC/usxtsZQoMepda/jhRzv2KOlF1Zfu3p5+a2vf3m5ehQe8be99YENPvLoCu6v+ymp+1HstI5TBybvWIxuwduvJT0H6LvpW+z7MJj/cv9szKFfE3v7cA1e1uC0o6/3M5GVVFamyBNt8djcetU8tF7PvLfVV/34yJikqzrQc7ax0vELgrr2UQNaaQCu65EjqSueVE5mvNfYj9aemk1N7DN/oIstFRTkx+fJ+bkOP8K3/JpEm7ovxbuJcp+VvlvjhszxuWb3YO574daaE3zx4EDRtTORaPuxtYJ8dXQg0z7ZfaYfjar70fA31+ose012o+t5oG2fdWl8NvU7/qs+s1e1py1e7Em53kcYXHg3b/r6f/fRxGQ5NTB9QM7oT/alf/H7/9Mf9OO97dRRYBw0m6NCDrHyltnjeFMPKIAOP44DW/5bGF5j9MgZfDATqWsGbsvjyKmzAcDPp4VkD394tejiH5vV7/ivzpOXLgl4baPL4/rJy9aIHYeqqxTfz4GHRfXO7dv1S1eeSBEgxk4dEoQYL4dVDnnQWlzLn2k9PvKp3/XlqSefXI7T7j1CtIVHl7I9/Jxe+8QOHT2OUmYn/aS5OTyLTkPbqYMN2JC6TnOV5SbK2rSVP+ZGfv1p3ciqySobMQdR1YBP/sikv7xvgLPZTIXN7eUsIBYUn6KbWNx4uWHTT/jwTUh2fsWvB3JvMhyozNMPcKNg6KNXdK0XVLOjqAw8i0H6yhQYHlE25fg8eB4LxAvvCKr+qMfXQ3OexbkmkEysZUtwPPFFbm9OOrbJrz4L7sQUGvL5pTcUibuys100my194sAJXfu1DxnF2fSRMlztrnvh7klPfenGvuDLCyovK+uAqWpTV/2Y/qqFI3wtqLUQhlYb/vdO7tWG48o1L9zNRiU+n/E1MLrhS/5A6Rc+2tW7Vp6kTRKjczM1+HIy2IC24ivXYqL8mkQPbTMOJYB+C2i0De7IVzYvTLu6mRuUyZgbB9dw6Kp959uAMhzt8OG6Hj3JGTz0gyuxQb3ywBywAPXTPvnI39aNv8ausXV4PJ5PGQ4e2xRLKx8e+CqDkSP3yO6f/MmfLK+89NJyI3PSDuIa7VXEpwYlH/G9urZf2+C4nvcOdLU+mv6U6w98Uh/c0QO0rto7nsnyxxcSmP6b8hZGPhiarW6Tz+PiVYdH/9vBsKWfBbnG9aqLT057vXKwnph6dLi8/fYHy5tvvbk890ufX5544mrGnBsAG76m6a/y+Ne2Tl+Q7+ugxc/OInI9iXF4cGM5PTtY/uZ7L9VP3j96eCOdnTUkG+ksIWVXVued/vk/dkfH8ln6zFyQuaxusNgSPH7h6+n/gfFn5UnWsEyimdeyIXpwe3nmk5eW//wf/Ory5a9+NnzvRM1syOLioikOvYcA6uiET8V2adZAdvk+9TPnDb64qDgLnXyertNuLmNE0ZRNzVM+tKVLaCXA98CaYx6YPYP28fvo0zyatuvah3jOfAJHDobG3opO6IbH0LqZZCd9HezU4U6gvvZTPjE2mu8lN10ZL8ZqvJY6/dAbw5nDyAH19GpEtBg3Dp7s9USRitafnnWAFVnGoA/n2B9RpTP7yeFX17X2Vv1hbTrbn+Z4OOr78MmNJBnVZo0Pw34iIPIyRlg1Phygu7rpH2DeZBeop4RSz2/08yGQ+PPBhxgunaMnn9DFOBr84pd2ub7dytj7oefPgelDeFOvbvpvYHhNjGhpn65xmrrWa0/XuKENTtXQzV/8xacVf/mDY23WP2g/Jgdt+Z+ejetgqDhFX/OW/RUca7hDQHm9jDp1aSia4pP5gN9sA9xE4hFuVUe30j+NdEIHtr6iD2AuHdtP4m/19UXrdvZ14cM3mKJnS01lofF0+cSu9vrF3jp8jr2OGTz1kvLqrErMwJcsbrCHNN/M/GhMoXZRslr1BngBsscW5jbfjIWad+1ttRSzyOm+rb5ZQ5eMni8oMPHR40of4H/mvVnxsTIhfCnvQ47gGydJaPR3peA6YCHbuAlx/nV8y40jbf4v2/CvWEht5ov6UCVG1geUpXH3t7FBP9386IG60Jhf/PLgBXHihb7k2Ff48OJKt2ce8OuEfqjh6Oha+cPcYC9vjnIodHh4tXAcDi3rDzo4CPJePE82Pnzo15mv5UbbfYn9hAN2X3sxr7nO/U7qHgWXfPXaTQHNw14sfhIn8YM5oeIomLWHjUZixD5WrAH15e8qhyxOqDWWR/RHciBO576p49GHhuY/4wzuGjCBnivtQ8OnWRXe8ZVry73TR8v7799K3xn/8WTuweopqeLR+gFlutBf/MwY6vgZ3Rpv5pj/qzo0Q99x3niUG7yK21SbfdWBoZ05cdYQ8Lgev0gvsjwpV3uf/PX8bu5qf45OwS7cqcMCfY+b5ge0wQP6Ycpg7ADwhreczlubxqej47R5Uv3J3EP/5m/+ZrWNPvK6L1px9a1kn1Qf2oa29nZpk+ANnfLoZayRi/aD9z+op3b8wMvs/8HoDa8+FNAfkVFhYR6WhS+Q4z39g+8WBg9ow3v4bwFe6eXwMO1PP/308oUvfKF06vlxHwt9798y+XH41YurFcaQveH7ICYIwTCTbw2fToXftHs+g/e40YM3vHcKhQfQPgbONV4jf9Lgy7eydnKSwPArmgx0/nGdipadhL7qAsUvvbfVRwLw4Y0uFvKpn7y4JKeHgwcB8/5771fgnZ/6Hr3TaDpnc2aCyoLTYdKyPE3iQOjq1SvLM898crl29dpy/Xr/QtnIG91c13uIMplZMODU6WbalX29zBNFyLwfQ/28T8QnSDZygnwOIMqu6NKTY4hyXbKSwyC9NmzKYcrHnk7paFfnV9y8FFkMWJT65Bt4obRFjlyIdKgDoOR1s5w2Qa+PaqOROie4Fx/RIzyS4nkKJE85/OspG7wNhDVG8HRAVwOcjgZlyBwK9dBflo8+/CB2O9mNDIM0crE6PbtX/eGAJQqVXw0gNs8TVHxVj5SGv0/2fXAw/cmG2hyFvtD5LbR8JO9FqJ/WoqsYmYEuL5/Ejom3yYESOZLyFkcfhUVyi55TbTeTzY9MOOfRQU5P8tx8xvjayNdNcXQ59fOYuT664usDrUuICh8vuf4zuQLX24l94nJrAxgcPMC0zTWYOrh84Xr4keN6i1+6pH1wtfFn+2Kv7yyCUwd35ohJW/zhDeBOGQz9gDa82YanvlW3tXXrC7Zp38oFUx68od3WS6P3VsbjdEM7dWDwxp9buhqnq474b+kG3nvvveUv/vzPl1sf3aobdHE+9Gh3/kWbnFUfl9F+nOuahzdQMgsn5LkuvA09mHJzb/4ItnjyX2T/lLd18MbubbtU/HJNUs0l9FrtBDu9Uo9P6bDiJxLMft1OxVpzLi7vvPvOcuvWB1moP5t5P35bMv4yV1ys90vQu+WPTiOj5+b0zUNxjtdBxu7lrCvny5//xfeW139+Kxv1p8LLL621rqUNN6SfQLQpfg2tG0/S2LqhqH1n1wrThzvah72BuuwT60f3lmvXLixf/41nl9/5nV8J8u2w8SRkzxkFIZsNCDt6bo+9O326v0buyJm6iS1PLmvvw7L2kfY6oCh8/RLatJWs1YcSewdKNkcHV9mcqH/NIdO3AG94cIzZ0a3LPc+5Lp1WvOEtb2ia7SacL9S7tll0AIQhPJYjHZuA+vFZ9X2gbZILmLYZdfmXfv5S1wcNqx+tQWiiHzllRwWItddNnXXFzdthhPbeoA6y1ieE5HA9MeSwSHyHKHierNTfKfMJnNw4CruSX/Z2mU6TwPhv/OY6/1XbDjcc5dbOLPJhlDiodbTjjN3sIKfmrvCxT6jDEnz8rby2MPKa9z4Gp25g+nJbz3fqR29znkRz8ugB5iYVfs/bdMKj68OyYLfXSmoaMeXAwvxg3Mfb9IMMrwps6rWonjaLjNJFP6Xdi9AvXeqv03gKg/76tOxEHTr9q0zk5NiXnurCt/HY1vHZcvkMXsdE9W3KHU8Nu71D8Vn3BdGj5rLiZ3/STzXUPuUyHXvt8Tcf0tZXCC+xHx1/R0/UKcjroCt4YOtPstGzl02TxNHUU6/w4ATKN6Ue3qm3N9IHaIPSYyxEhZdyqu8nd8N8Pz64aO0Pst5nZx3+xS/ROiTxVa49zRfO4RmGqSsfZ9zBSw+F0n0UfOMp+6D4iKzyR2zVN67LsWWTvogsumZurqd9+CN9ax55dIFO9njG6tFywUHvQe4lPM168Sh11gy/gmuO8QSTw5srkZvYuXAldZ7OvBLenjK0L0ssZ/3R/uCBDzovLnfuPlpOTi8td+4sy+3bS/JHywc3z5ebNx/U9UfJ33v/bHnn7ZPlraSfZ7166+27y6uvfri8/MqHy0svvbu8/PL7lV55KfkrHyyvvHIzeB8t7757q97zY0gdHl2r8SGOPVGma7jC/F3A7Fr/UslFqah+EobJ66C9YiX+io/V8bM9W/e9+o4N3QzG351cR5anmOJTcVpPYD46XM7OHiwffXQnPso9X5Stp4l1UfjZb8/YmzmjxkZAO95g5Ezd1LfODVscMPnwM9doN97aJjjR2TrxGJQtmxwvdLMH3OoIdvoEXzxGk9XNqy5V7PlhoHnTt6+HR+d7vKEb//wieJz36AfQuN62K/vA+SD3x77J45DIvTDgJ7Y6QNf/ynOoUx+E5G/q5yGLuR498FCvzGeeVnrn7XeWF198sb7aBZ+dk8DQ5r/2nbl26tZ2uMMX0IncbZ18fDU0YGTBn2Te4AcfBPmVMzQh6jwgN4frJ4AfuvLnN//o36S2jf34aWIvgOrnU306lMBVOblPAThiQB2Y9jFiNmDKnInfBCKY3KknA13DAeMwOX475YMzdCNn6tyAw8v8W3TbTwl9lcavbNWmI84r2vhg177K16YshD7zYQAA//RJREFUjb6jxxa3DxG6ftJhFjw6HCbY/JLZKy+9XAEUlllVbEojNz7x8554+UqV77OC+SUbG/FnnvlEHfJcddOf/jy5d7I+gjob5/PlKP4/PLxcX4fqT4bTUUmeJnJ66kDIwDhfX/KMH5wK4OhjkBRNJr6t/WRUfUCZTlUfPW0YfVfY5FPf681C3jz7xXn04vOKndSxUbtAPIouD6PHwfG1Ct7aNKQruq9KXMrrRE2/+LC+GpXFsz4NTVsjmfT7xsFXw7xTh/0W93qiyIKcNji1YcykXe9JSv+fpm/sORyK+J5+Vrzmcz++TR15Ds4sPuUHAyjyxHvdUNEvtj940F+BwMuTFjUP27gGv3ivcfNofex9Yrd98bBiYusvuMrq2D+AzhiaCW54eDEo/w0/ePxVi0JA/Wl0xpNq9WnhytevSj0MXn1yZYMBPxuLkzj90tXj5XJkXX/iyeX46rVsgPrpMTbQ01ftfK2RTHVATsexke3TTg/geuxSVq9dYvt2UoVH78FXhzeA27b2gki3Ld7oQlf1wxOda23yiem51m5BoBsYHcf/cjjTr/SFQ88t3dgjjT/UAbSeYjO+teGv3UGdNnLwxXP0Gz4DY+PYNXzgba/R883QkoM3PPRs9ulaUOtaO7rhDRxi4/G//OG/qSeJ8DTn0Q8M3tBnFH7MXhDNKq/2VZfes9Bh7EicJ3bHb+iH57aMXj79Ov126XL7yXXZtZHV/Nuuud7mYPijBZ5UGBl1nXzaGm8/X06bA4z+RM2EVp6oeb0+qQ3dhcXXWN9afvvvfWn57/67316u34i/F1+PTV9fzLxTh7d7vuK3DpMj1g2fQyKP9y8XbmT8Hi5/87evLv/mf/125oAnMvc9FfvTV5HnkeZH2bQ+yjrkCUswttN98vGlnLyt37e2AbqU3cr1uP1pYuPO8su/9PTyD/7Rc8vXvvrscvrgg8wnwYEXnnh4SpTb8I5pNf+KQXNm8V7XwK0OxpJxAEYHEsuGdc2gy4yXw0Pv4nFTlXGTORkePhP/1qWxRz9p86QncBOahsJNRuIOD8BVnlhqXfe+hAum3bgY+Wmu+tF18MfWg9y0AVHgRt5hTX9CG9+Zq2O1PZEblcov9MZWvX0CvbzvBAxP656vA4798vJboPCjn/FY7woSWGVvx0dKac8+JTxqzUtdPa4e2dU+ubmqfma7/aEOb0+hoq2b3Kwlbv6NS3y9AJ/9M8fDRzt6aRv9rL07SDwbF/U1PWvr/ay5obOm+grPfPUevYNET4a5Fhfl+/UDMzIlQE75KvXiQ7zNfLadH+HgO3gzBkbXaeNF9PVEWP6Krvprr8fg518BGT78olI91RtXZNSV3x7UXi0+SKMDotED4N9PK2nucVHvloqMPtQbW42THsf6jw4OOIzL88wNDnHIph/JEjoSjKXx0dgKWv99Hw6UHpFTMmIXnFyGDg1degw1nvg2L5yXTyOh+lZMXZRqf6VvQrzyqLGavo+kFljqNp4MjDo7PaKD98W5rhcPh1F9iGe0rbjzBOKFA/cy7V8fktVN4tpWiR0hcviPD5/XGEmr2b54Z5PkmwtivmOH3OCJiegjLsve8LH2V7+GvtY/fPRD6O6vv3RsjPIBOntbH0ouF7J/9U6u5X7p0zbRqsu+nvXwgXGV2fmEbxzs4Jk+iRBJLKApXWJy0WcP4Otf/BL1aVVj6c7dk+XWrdvlT7+Gy9cdL2LI13173+sHaPCN09IR7t0cIhn1Wd08sV9jiz/iH695SL24OHP/SOfYa8zXQW/4X7hIMWsOv5mrHi6f/+wzy6c//eTyta99KeP1fLl+PTF4/6RCYu5X68Pe8x7n/KEP6JumyjvuzcNsbDCm3RNNTPfYZ4fuMK/gn4tAHaqWkzouHHA+uJ++vH+8vP3eneWv/+bvljfeubPcOsse8+KV3CN1/Dkgsi+gY8djjzU5vegKpg7A/UWgveaOsm9v68BWBvC1POO+nrYLwIWzzQE9hk798HWtDKYNiDn1/KZ/+VFATPuWfkCdNDzF5XZdHNjW4TG6zvXgqntchjrxOnV43UnsfuMb31j++//+v69v5qgbHbbzq8S3HTN9DezBgDGDVq6O3XIPBKDxgy53b99e3njjjbqmx/i1ZFVs7f0ZybluW0dfNGDk8ys5Qzc5ux+PAzD0rumKXjh7lYbzgP/hf/gfls9//vPVf2Ds0Y+h2vHHu/T6d9/8/+R6HN4TFl3rxj3/aqIOIBjhFPZpk4FtEsQUM8oiUoaLhgJjiHqy0Pajom3E1LexeyPRjeMAPINZPeD8LY9SPOB/vNDWJzE1ObXTygHrgik4dp9WrPbhOUHvETWAbgcp4rW1uT/5abz2gYuHy/2z0+XenbvLR/UU0Xv1FIvvq3riBVY0ycTYXwFz8GPfSQcHIXR45pN+ro7folvwS2cbQ7RlUAeWBYdYwW+i1ScONxwo8JcNEPAUEZ0rcFJXfZvFp/2efnOIQlba6VqfQIaObzzV5Okk9G5m9aF3qdAzVemTvknuPuu+tgjwo8OEO/HD1ehzElt9lcmCcpB6n3Y5mLAxKv+xn0xMA/2pYPotf9xcn9a5lqf9gfcPpVB9Did00wfTbzbMfqreos5Xp3fv1cJ2ZEGPPumC2Bh90y8G7b07d+rgrZ4aWH3DZ71BLpbBohM9fZqRARwcsieWJDCbn3pRdXg5ZKIWfg6I+AeMrniIQaBNn0toJ5FR9qNJrr/GJwX41/iMPsE/jY/wxG8OlPRh39BG7+Cf5TrBkxu8bGRi2aWrV5ZLR8fLsZi66qtnx/V+LDFBh/lkc+xO5U6HeqItOVkWRrbOmFWmCxplMH5r/7TNrmveCK9ydEB7yXqsPL4bHkBbjaW0zZhWNzpKYOYYdNrQ1Isb8ze89B973YzgpX70G1q5/hybRqf/H13/+WVpcp13opE+T5qyXW3RDg3ThCEEAiAMRRIEAWHIISVyNJRGWhy37od7151/Yv4BfdFHzohaWndRV6ORGdEPCZIiLAE0GugG2nvf5TMrvZ/n9+z3OScq2dpZUeF2bBc7zBuvORMak/4xD23Aildd6DFm6LhqhS5Fk3aEGouTRYu2TOwsAMgEbmRJG4CYNtEfmZGRcmGbBpumtCeAh6RQIM0h0bVr19q/+pf/sr35xpt+qjGLYvB7vvJWt6Yc4KOC2BAwbbUBMrbIKxLQvmxBWexb5ZPQ27i3LxcMfRkK2KwDwJt6YuxHDC34AGlLMM4Q44DeyKsevyAmAN7UCod5ifHgO+LQkNj+ZoL09hwuFsxs89rwHu1vtP3ty+0Xf+mn2pe+9EmNLc1NMwqNzT8yIo9Sit1XEgEpaqPHusrdrHPt6tW99p/+8FvtpVdutvnRnZKD1wPkF15f4C05FdcanvwgOwGZbfvqA/4A7DGxq9FqHJqW1ptprVvTfCx4vd1xx0z7wAfvaF/+8ifb0rJ84nhDNmA+xGbQKjuKkumZxZDMIRE6Vz8X0DdcgFCH/vSBbcvYYxxYNOG7ydBfWruS9ppBTrEvQuS/jOnMXeYpmhy4kfb3R2Qjzz20h4cMHr9FB17njj8Sau9TN7KQzzQVAMtrnPIdYsuouMaa7EKZ+pK523bFDzUR+4khkblNX/0Jw23xIwxYF2SlI7jxYcC2RAEBtqz+1FwjmwLezJuqQMwQu/yb4tIBgF/osk+yXjAVIKefsKAEfYTn/vK6MxnTlPM9M6AOC4o+9YWDbkhTdrO80puYOmwwK4RD9RFP/R7ua0POR949b1Y/8G3Hetqj5j8Y03Z8WCK+sf+Yp9CwLWsU6xVgezNwhcPTG3XYlf4rvdEXn6hySa322CZ9ZSyUOSl8HxQhE2l33iAfmIoZ2Nxw83rAoZDLCfHpmgdJ8V/ZTT6hOvoHniiT15vorrKdSUs/4Yu/daVfBr7opAb2NcfK1/wiesesS9ibJ8r8T01EWAls4n2D7A09bBy5yr7Io/FA2j419LkPiRgvQ78e6SJLezDs44+Pq75eU6ZfiLGReFpc0SInH6jxpnJNHqHP2J30k+gr5ps+/vjwNGNTQbTShcw3tpvTCvArlqLD+Jv2Eyv8ahW29ZM5rlZLyzNcA2nvSkMf6rJ/VQ6b+OlA2chSy/4uU8BPapzUHg9b8Tqa92SqpwzdaMNNT40e9wllx/tcuO5IruN2zz3n2l0Kx1PUc/GI/dBdOh/PtZ3tmfaDx59vr7x8RXUj8eQg4lgXiTs+TNzdrf0gcyKAbNZOF6vo4w/Uixb+x/fMaIfduU6hvzn0wu7MX+DjX/gVesv7NAfweqpwlIMP+yauS5iz9g/qGqLWpIIas0qIJvtm8ifHB21R+0+qpqeP5CsbormnstYefviO9nc++XC7886lNpqjDT/GwTxd+1PWHpnDfoB89Bc/U6+kfAJGQPkOsvi6STLjQ9ZffcuTkpZJ4ENbBpaAC3oqymaMe67zsOFcu7m+19bXD9rfPP5cu7klH5Ht9+w7so3Qy2ak69qo+EGzfDfpAPiEvgwoPy/7lazVHz2Nmq9KR8svHwoZ8MAxbeYjlaes4sLLHExZrGYeqnf7row811b4as1J/AuPQXf6VfFpoH3WGuOLFmnwqaNvUt7HAHFC7ACAQ1uuf3lSmDlrdXW13X///bW3GHRkz85azPVg7RPqe6u1P6j9NusR17rQLl890TVVPRwAns9KmMfk59DGh5El192RhQAQp/9s2UEYyFAe3c3PNq120ZE8NIE+TX1fzlybfphbqBu96Pvbv/3b/pW3PflO5ko/FSb+Q3PLkP73IRGGqacPqnMYwDnhA0CkARe4AHjkacekDKRDqcuFDzjQC13KSDNAqBNl80D4KI8cveODH/7g5Q4jtICkwcHWxP4AMXzEkwkLej0d2pAnUFedWbyoG8s9TGS9wTgoiKyURWfiyFE0tADs7rSr715uazevu139JLvsgBzYh7E03OHgEAMZgJXRUrt48aIuzso229ubdkL4sdiyqUEGH26IL6+aMREzIPzlddFjI5hDosjuerUjz68s0LZO/ouv9VPsRRqdpDenpLTDBjiYJ9OZejQTvYmhQwAHGpTBhzsyFU+efOJRW8pY2Dg8gs+JH3etdj5YEB0GBzby5lZ52kgwyzS5m6kJjM2/8PxBZvFgUeOpJs/KAnyeA3Ro1MVKa1u3NkRPmypN1tzVPuKATnyYDLZ2tttI9qyP2tbEx+JmfkNcOrOB0aK3s4sKAjGRPAbxRhb8gLuy1bbkpD8tr3A9QakcXHDAt05Dnhjc+Bl+ah8QYA9wmch8wSG8lNXYrQmPSYg4fMzbFORS6K8gz2+snUcyDzfTfM9HfTNaXm2jM2fbDD4k3nzokj5l0kE++gPborafRtMfPLATP5eejRFlALLBnzzyRJfUR0/bS7jxHXwOqHFVbaCTeQKgHenQgn4mfXAJ0MX+jA3qe4Af9dZL+tUGaDK/sO7Rx8kjR9JArw9AeXRBTupO6wwOATrI5KfUxKhoqt3+5GfxzUtNaQeN0I2O6B6dqIs+lIOXcnA9hsHRBia809Z8xN/0ZavgvvTSS+13/7f/fUw3F5zkgegH+IBAZrT+g92g2cuXEBuFDhdHyRNoN64T9Pm0h3fw/xZdLjQG3J5OcJEp+gLQom3qQwcc0sIc1xFbHjVNey6eKAtd8AHT1KZba3VbUD/ubl1X/fX2S1/8ePulL31SfbvjjfCsNr1cFDO35M4f33rw9YrKNFmK36rm5dn24yffaP/x978poS9oAK5qHuMgsO7soWrk9Lwp/r3v9ToAkZU6IOX445Q26e2ItrKtLs4W57S+SN6T47V2771L7Rd/+ae16birbW1f14ZD8579WBcL4ps1O/yYq8oiElm0zU96EuN7yGibqhgbZkzbvzSvk9YK4DwXJ1zAgV8brep7LrJoy0Ukhy+hm8MANkbC1NxX8y0XrNV/Krfa4JX+XNCZF7JDU3HxKBlipwB1yEhIm5QTkJUfO6gnmZkfuXsOfebvYc7m4oxxO6wjHB6wBtUYLzuSpj30wbENBqCMMU39eI6UmGDQlvLIAz/a0gZ9sCHzQq29NTeBp/9ua1MXBEO/cCio8rJEjU/LP/COPUIP/wQvtItmHfqQRpbI5B/JUKfsso6yminmQ+N5NVzM+E/dX+O/bKR+0p8vyMQ3PKI3ZfQ1cexoUGxZ7V+lv6iYHnahPnTq5sfkzmuBaPMEkI+DRfMEvfBD7XXUH1xkIxOHFxxAst8wa+HN0sfai0CjLkpVrFD7ImTMeKjDfsYXfDnIKTnK7pTzpAayc5iKpowl8saR/zA3T8FfdEq16iv60U+/nLC/Yy6k70o3/wS+fNDfzUIHbAwPhq/y1gshsR97XOX9VM2g44z6h7LlJV5bOvRdbZ6K54IZRblBx2EidjM9j138kf0NvNBDc5suaCB4eCzfgr5s5n4C3/Kq9wjC4TMA87Pss7ZEgycd5LPSgRmEuQBc9pn79KViZkBs0aYW2trGXlvTRT/fx9k7YI6QEuLjuVi6oxMyQo85wt8Jku248GKM7u3x6tGG7EpH8iSC5hjpxz50c3PTcqM7cyV9LJUtjz8mrz/28Ry2M0fyLUwOuxYXeQr/sH3284+0T336g/7u3THffjvWXCu5Z2aWtX+dbs89d6X90R99o/Gk6dkzd7fNLZ5Ml1fK12UlxJG++BRzbj2h5/HKwZ9kYT4ij+97NAiPQyP2ePZnldOvyAtkjMtwzoNbfaKMmLlP9LfHIZP7lC5ECvyKPoFmpbPHJlQ5cwzXSvgDvqR1cutau/uuxfaVv/ez7e5LC9qrb6mO677aM8GbPtAIcV+R9tM0yCG20AaQAVzWp+xzUMP1dSfCwHhmfIzpIrP62ze0VLd5i1+sVj/PrqifT9r3fvBce/nNNe2bz7dt8d2RTF6nZBB+wIGPxuOr2BBALmiXfGWXyJY8kDx4yED7kqVsFjrRr+atatfXBR/ALqQJ6Ehf02/Bgx88eFrVsXCo6/mARx/Bry8HSOdJZuTFV4DQj/wE/I6YOmiBGx1Dk3LysUMAvoTgR44E8rThZ+l57WxP603tk7RGDv3AYSFtgehJzB6Ga2Bom4fK4i/xC570Q7ayYc1hhIluE/nIR4eUETOufOCr+ujOHOsJW9D3J4E8NIDwivzIx/VEPe07+cEa5Pvs5z7XfuEXfsFtKGNs8kAMeNBg70BMHnp+3SyTK99E4N1yvyNP06GRCSnNZBLjkCdm8xLBKKt44oQBlM4FMoYAoBdBJ3zKCAB1lAOhDX+MlwsbAnimPxxOaaZzOXfAVelTQg5MQqP4DBsCBdojM+XpvEKsDZENJRzSTN6phwd8exuB5zrJwgcWr12+0vZ3ttuOFkUGC4+S5ivpHBLVXWMNIHUoA82vhskhl0dL0lUbB/FkA7Wn9tDn9TQ2svAZ6YoDmVZXVxywCXXIQj20sBcykk/askpMFkjfAcEW6IQtVFc8S2/LpjTtaVu614GENz12YIhN+gr6tGFzExvHVqg70iClTJpYpumFkfsJYJGdZ0Aq5uAGvrCsd7uFo36yvKJH/b4PLQQqcyzeFkl5y8pkbr1KLuzDBe6efIJN0bxkYkN8sFd3tfAhDoiwBfakn2pB0IKqdsgzto0u2rgbjh+LoXka3M91AaJMTRySF/6kQ4N6xgRp8GwTNYkd4YnNGJ+Yh6e3fDpcmto/GK9oXvaeTDhld02Alq2AixPoeXMnRrQ8ESk2rXghTxPxfv2hjHUonOnZhbZy/nw7c+kObXA0oTI24K1GPEHEHTg2Pj4MgpBi+wFY9Btzg+StTdDt/gH/ss8kj4+QJpAGKCePvaMbIXWh6ztpkjt+Bn7ohU9wKScdOuAHNzxoAg5QNCcLWPjCg/7MOImsPY/gAuBRBw79Dl/yaV9o1Qb+bBihU3WSXRe1kTnypn1kQ37oFo26aAIoB2hD2jyHjRDp6AEdgDEDxDbf+MY32r/5vX/dzpw54zxjhLEbvonhiTPldRy8jP9jg9AHuPitdsxXQ+Hg28FHrtgJiP7E5jUAaV/IDHrTmtoJ3eLdtwuPQF9f9G7vc4C5YkhaVPNSPXiVnpQFmHMo4+KPXwMb8drY4bYK19tofr392t//u+0jH71fNt/Q2NQFAfOP5hb0wdY8ncG8WHeVmMMvtHcv77S//MvH29PPXlMn3SErs1bUEBw0R0H9T0wZ2cnGJXnkirw5REl9ADnYTDK++DaIvEVIa21ptNu++Esfb5/53IeV3m/bu+u6+OAV2l37Bl1vPxOEB+OUeZvD38XhaUcMRB1AHp0931ueMraaew61zJ7g1UzrJRe18PDFrf5KH3STGyrhCznmJ9Fj7WbcwR//Fif3N4dEgP1HNuRwjlektC8WIEPxZdyAH38kwA/+kR+9LKPKsQH+SxsguD7okezg+TBNeJRBb94fjy2/5ztWyMrdagAd0A2ANrrYzgJow4d22V9hO3RHNNtI6eARA5RHl5orMBw2KB0oL/tWHyXmVZSFBTbOGp/SBTwYsSeovRm2mbSFJ+2oh09oA/Q3eKou/pKbi1GSHDSKui5SdDGsfjqUff2Uj+oGqzrQn9Gr+qdujKSsZEfE+FT1he8Qiz71fgoBfOzkgVS+wyEMeY+lAaBZ+9yau2JDlYov82v1C2srrcATJik1ZhygA3st5FYfD6/BgL84vyj7cnAiGU6GuZm5UjzBgQZysk9njfA+S7IgcV3kl2W8p5NwGRe+Ucbhkv7gj0Z8jBi0ukBDXltGFpFcU+w75K+q4IblIRe7QuamJN8yxDfNQ3Swda0H4i9/8KGRyuBrkHzksY33l9RpgNmOHmhlt4KyKXXoVTfB6IvSkQMWXin1BMP/4klbLtp3trlg5xUkenW/nT871+6591y7eGHV+MwhTXMU/kOf+ikweIv1zDTf3Rq19a3j9sSPX2iPPf6C5oFl0VPTKfWn9N3fp59rr4L/IDd7g30OJ/Bh2Y5fL/NnFyQDtqYvweFGHDoxPmiLDRhsnhPlC2Vz6Y6+MgD7O/ZZ6MKTdPwgwPzCWvuH/+hz7d73LVkfxt/x8Yz8YKRxeL69/PJa+4Pf/7aueeTPyrNe8BHsuhBm/sbHJTedLcBfbVTZgz23DxwlA3KyXrl/5U/4In3COLGvq7w+Rl5zI3XYBYhfkPP4H3jx9IU/+GyATtmQAxSufURCRKq+erp4cjPc40xk5mbx4V1dW11r98kGX/qln9aehF+L0hhBPg7xjusGFsd+dQimIOOXL07msMxJuYAu/60+oh8B0vUdI+Y45NXcppjRzJjd3+U6r3jsH82rn2bajbWD9viTL7cbG+oz+c/eET/jX+MSev4wu2mXPUsu7FdzcI2TmrtibyDrTuQn7TmsW2Moow4IPwB67oshT+z6wd6MMfY2vv7TYAg98KDJbAFAO/ShCZDP9XMAWVkviUV8LGv4Jx8Al7mtlw+ApvmLF7TCv6dDOmWRgTgB+9B2jIcuKifv9sIHBz8gD25sCk7o0pZ6FYx5jGVDN695hY8+WZsD4PaykwYm5Xhn8QFcRv1geyB+QRtiwHjQ4I8xMIzfmTnGQvURh1wA/cuvnv/Wb/2WP2INDf/aogJ6Qz/8AegMTxIx0Ykhdy/1x4YrytIAQlGMmLwXrqGTwYnwpMMERYJPUW+MKi880hi0eEzax8mqvCCOVk7FBFOPo7FhYua3TN0kDi1wgks+dUDyA8sxLuUYD9l7kCbGISBbaBJ6Ofkmzu7Otp9a2by1pslkrx3JZmxAswhgc1GzLurlNhot+pQzss0NvL3h0QU+shwfMRnWhMYhEXxpd/78OfPHUQHqqfPBkWKcJP3jwSBcJWUAFjauS4bJXmnqSib6oAaL6zxRonc93YCc2A6gHv7UJ7+nCTqORzmyQNu/ssBGQosJePMjPpQnedhYiSfv1nsDIWnqrhsyKs1EZDkUhJfFB/ATRup36GNL94Xy2axwokobLm7BFYLtSpm08gIJr13tCOp7RtJZddgDWtgA+vAcX+Drot2/qAYdZBIueNwRJO8NkTcvwhHN2Ieyqq8ntSw/A1V5AnXua+FiY9LYjvbJx0drMa479gaVAcjKGM3TcNAKf8aJ81S4T9mEyH6iy8cX+T7RnnB5J18U2vL5C+3cnZfarC4K+IaRH0VWe+tKnyATcwaTpNgTkAvOyJin+bAZfkU7ZOkD+lCH32KDlBED7kO1t87iTcAmoUd50mlnXQWUhSd0SAPIBL/MZdRloQDwB8ulcuJsVPv2lAe/cFhkJ/JTl/6kjDSQGAC/YvQfdNK4xPtoj96ApHfeMgkn9iAN9DSByAXf4BJiGy4CaJsybMFFLrgcmEYfXpX9wz/8w/bNr3/DC4vbyzbEBOwCXuzvn/SUX1geDSI/dacNPHWRH52pj40A4wssW2cv6AaP8uBQFhzHqrqtLYidSSgPLSBtaZN06AOUUUd5LzMBSLu+ri4cNbbVW8zTzBe2J/OO1tcF+kEuzdMRB3sbbTS321bPHLV/+A+/1O5/4IwuSK6x/ZQc+JN87JDXU8VTFxkaSUov6AJg1L772Ivtj/7k2xoD92n+vKPxYU90Y2wzsC2XeJH2RYiIRV6A2HJ1ujNfAsHFFsRs4OlC/7iCNuNTR5uaA9bbxz92d/vFL/50u+/BVa1vNy0vN0EQwReLdIggtOznqsyTvrnDyJMFQNmvbM73eZAdsQBfKFoX/Scall1p7uAzD7CRp7PT9+bJ3AcfBXhL+uJrzFrfweU7dLTzk1va0NdhLLQYB7KHzIht4Ql+eADE0Ix+iSlDBtqRjk0BDoS4c+ebcRKGV0B4+gP6PhyhEP1tP2gz3pmDJnsh6JEOf3jat0XDh2CF5jQbQPLCdhn4oQMgMxeH0EBGPvxa9hj6UbaAf8lXF5LgaXYQnaNhHq11nm+KQZs2/LmPWCMGu9BuXnMcfcFr0Owp8K8A9bk5Qtv9Hc1H0xwS7Wp90Rq9Xz+IwfqMRhwiZR8APpt1ZGXdt22MV/2kfzWvyfZq5jLsSBoSlp+1bXA895PaY3dsy+EGeV9YYRxB3VSdXIy4nCqj1B6nXoNRP3LR7SEgelyI8UFh4Uld+y84/gC46NNv4MWvfQF+Mvi90qyp0Oe7kxJbfcze0mzFs2yC/3JYB10qibjYN0/Py+hY+0G+JbW/x1jAZ1iDaCLHB0e0GNe8KsSNOmgeqt/tD/vsm2o9xkb4GE8dEGMGDgbYb+3u7aqd2usPOyEn+bX1db/+z5NWrLez83XQxHds+El2fsBFCijWvOIxNIwx8YM+uOXf8JMfa5LgQEsY4r3ZPvD+c+1LX/5Uu/MSc1R90uGEJyMxOm2gZdtw4Lak9W+2vfTKjfafv/nDtraBreZFR7aYXtB/7AXkm7Irc4t5qi3+gNzoRJ8ArNV+IkyyoS82RnvvZ8UTn8KW6AXQzjdBRYvvMtWYZs9Y/jUvmWem99vM/JX23/32320XL3HAyVhAB3xB9PdX27e/9Ur7+l8/JXnOiv+Kxp7kOdb8LeHQlTFi+4mn/QRfGPidTMmO8Jcs9hvsPRwOsYaglW2uRp5XcDwqKZeu0CFtsDHKRvCjn4xK/zNPMebhTVt6Dhz8o5CqXGmeLmNaZpyyr+ZBsrkZtW9bbX39rfb3vvJ32k9/4iGtjNu6XsLXkYtvOqmRZIcfctY4Kn+BV+Ri7SCUjOBU/7FfmYDGsXTxPkb0Ab6vxic06E/GJU/Yt2P6gYOihfbyG9fbt7/7ZJtaOC/zj9rOYV2MA0I3P2SDp20veRITAOpqvE/W7eBU+yGvP/TymJedTMu14kVaOIxNaKU9NGOHzNO0yaECQJ1BFdxw6dcwIDSA6vsJxJ7MxzgfbZEByNqFLPYhAfietyOT6lJPnPKC6FQH04yTzNHQ7gGd0y7yck2UccB1E/XBC29i+5z4g+dDtEFu5lNoEYLrhxbsI5My2vXXCOatupK9ZA2/tAFIw5d6rweiC0ADfYXoay3wAmkLwMd5NeOJUdIEdKx1Y6r9xm/8Rnv00Uft+9u7O+P5jED79BX8xq+bFcPazJDuleiVARA2xCjr0yGectqCT8cChVs8BnJuU3lCnO72ToqRKQd6+nEkBiGGyB1R6IY2bamDTi9/JnDkozy4pHklC9rghhcODw5ADF4guroNdtDAuXH1attYW/NhAAcF8JE1PXiYJ9mY0ob1YXl5ybJAx3Kjq4If55ZTUE4b7oiiy9JiTW78AlqdcrNtK/nzalmeoMrjcnQ6edtJ+PYkQfSkjNgbHgEXjTgSujKgKOfnHoMXG5CGtnURf+jxuDz1tIEGgAyk2YAtrayonSYS16nvtfjKip6ooDGDrMMggT53kLlQME8WMWGzoVPLsb24y8SjyBLEsizKnn7fXxtDXBB6PB3E487Ynm9EHXqiOPbTXmzY/d0neLBjUjmbLZ5G4yPkfLEe2yHD7t52W1qoXwDzq5jibxgmRWjWnR5JKXuUnThk0mZF9eTxC3TDXuiA3uQBeBDAxWbgA+UjaF8Lrl8ZG2iA7w39TG36cSzaEcYTFjYTnvNMAmLHepqDol1dtO0rPyNb8KoZN9LOXbqzLSyvtmmVsYD6ApRhIF25aPCmV7QBfBBdTlSPPiXT5AAIGchjx15ucAHy8dOyWY1V0omhAV7slfbBJx8c0gT0xXaxA/7c50Nfzb05Ig1UnfxLtoReysKHOECbXjdi+pj+o5x2tGFckQ7QrjaF6XfxlgFLnrKDPwCrtOUSXhZ08pEdXeCFbuShBR/KsWnKLcdwt6y3Wdrz2DbfXAD36aefbr/3e7/nD/JhL3D5ZgJ1am2bxB7AlC4sKDdNoYisfSY8IqtxlSdNGRCcxAHqkw+N8OzbUNb7BTc+Ainr6QZS3vPpdYp8qQuvlMfPGN/Eh543anMpJOMwFpkHuJvPt+g0wbS2z3yy1d5336j903/6q7L9lhBZtOlb4QoPHtDiZ4Z3t2fbxuZi+z///V+2197cEt65phm17WiTql71kCw9ymfwP8Z1dI+eiQHqzAOP6GxafKuM/uNJ46mpXV3YXGkPP7TS/u4XHm2f+MSDqrqlaXJyEchFmqQQjTr0Dg/SbFK48IM3j2gD4mRelMWO8opxHv4lKzRlNk1Y7CGUZRhUP2i81oXIRCfmRh8UCdBnvIlTnvWDzWJdYGaPIXzVCmVMJ+szdgSQB1zAdhFkXMemjLHURX+AuqLF3egq41DY30TRWKdN0WFt2ZPsNQdyAVZ9UReXQOQgxqbIAH3KaozXGhVZjSe+jO/MTdERiI7ud4mcetrnoBMezhtH9uPpMqlJnb+1R2/IX0IPvLQjzjyoYtXX+Aku+xc/OSGezI2RG0NNq3/2DnjyV/zVR1yA18Ela6qFlQ1y9xdbqZ49EvZUjGweD6KDytD2TVEAB5K9/T2oqVmv//UretpLmRayIYbk09xHW/iUjNQPh5RC4sl11l7mbuYBcdL8J3z1B2l/p0VbCvoGQdgD2RZSAf8FxxOmaB1x6Cs5uGiv/qdeooosdmYuX1nl9Qj0kEUGH2S/UWU1nvkAtvPyYx+CSlcuPNgzHB/J52YX287ufnvuuZfaO+/eaJtbPLEyrf2O5v/5+gl0DgzYszCe+LEL5jQOmXgyufTW2qa+IU9f85QR37BEuepn6W4fkWyyh19ZE0CHNdW/qKf6zc1t2bIuYhgXPHVWNytqvqoLdXyROT7rIB8/Zk+psaK66Smt8XPsg/nOyLvt0Q9f8vfSFuZleNpoPfCTHGpn24q/d+Un7KlXpf9M+09/8M327lX12awu8BtP3mtPKF+nR9HXeikE4Asd+pqZS0zcp+DRnTK+5S6fLl3I018+QBx8Fr0JvuBUHfMRr5vhq/PTSLnXllbX2n/73326nb8oe+4x/zOedF0ztdjeeGW3/f//9V+p6y+ofEny1r6MV5Q5lMaHLbdFHObC8FSa71dRh3z4CbGqCrCb50nGrOYo+2XhANHH+PY1zYuDf5eeNQ9iA9okDw0/wUl724dRoD6RrJ6PxAf7mjZ4+7ttNM+nNg7kjzfb+TPH7Z/8k6+qfzfFcMc3IGofJRt7/156TuQs3tAm5Hor9XC3jOrvlEntsdzU0/7keNq/WI26dWggugf4MzfCF9r1tf322I+ebm9d3WpT8+fa/vF825NOvGYqbYbxXhA+2AIgH3uehrFMimN/rouSpx2QV7lTlj4oe0/6Q7kxXnRkfiUOLYAtXfLgAuTBw46SyHloxL6uQwfZBp7jG5AdHdKhx7xJe+YQ2pLOuKj6CX74JO7XxfDorzegF3BacxJxaMCz50Nd+JGGJmPfMg1tgNDH1yIXkPaB5CNfePf2CNzGX6IqNS4jeB+jtpTBj7K0C1hO/THXUU5Aztw0+eIXv9g+/elP+20j3p7xPCgbxFah5bZ/8bU/UdkgkGSlU5iEKYM35akvnIlCFkR5yknDBKWV9UKbk2rUJEaAtCvcOG45R/CKd/F0rDoGPotRygDS6WSCJ3DR4N+4reKkCcgbOYB0lN/f80XRxDHU0DjkIyubjtgAnqS9ERU69f6IMTxVv37zZrt57Zo29lu6wNLmXwsziyGbaEjzbSI/TaTMgiY+PtTGEy/5SV4Wfn8YWLpzMETb0eK8J0J0WFlaLN3UZ9lgIR8djyxMgLFNLu7QlTzq8fFqvxs96JOBQqA9ByI5ZCob1EIvwxiHzRFgfHkz9chFW/APsJfybFqZ7Be1cfDrAbIlmykeV/fhDTJKJ2+usBymF62BONO24vIBX3QJWDjcH+BJPveXAP3ZKNEPtOVQiD6VEb1AYlMmUGzAL5z5QkabESZ6NkLoAu06GZZeg00Alyv4pw3ZwOsPaaAPBv/7J+bFZ9KmDn9E1TELf9kQsdlo1UcE0wdMbKQTsGn6DFsSQ9s2l4w85cKGDyAPzfQz7aFNfmxbgQ874CcatprqmYzk9cbh+yf7KjtQkEBtfmW1LZ451/g+kRxUMsjmasvPStKQHso7y/DClvQ39JATmaMfcXRIPu1O1wGmN7RPHP1TBk6Pa78QTeopy4FT8ChPfdIphy6bVjaoxpFt7XMWqWiEBwA+eNg5skAH+4ND7M3xwI/4dHvKK82Y11ge7qbWBjkXyMinNoMctIEOwSWDftE9ZdZnkGEC1T8+3BM/aGQxpo0xtLnCbrT7xte/3v7Df/gPbVnziliLx3DxUojmGd0JzFVKmE5dLJVukTl28DcsAEW2A7ZWNjiAddc/LlRIW0b9sc933QCl65AJ0NShKrBDILIiR7Wt8dTTDFAW/SLXidDoH2RGlnG5cIyreuYL0lCkP00HX5L8zC1oost2jcVb2mTcbJ/7/Ifar/xXP6v1Ydd3wae0EdYsV7Kpn5ZH53QhNdt+8vSV9id/+lg7PDmrzTSHDHO6iGZurM1HZIBn5C5AhvIX0hgIdaveiTE+PK2Tim1xochdJNeNdtfF6fbQg6vtV37lZ9udl7T53bspjPIvP0VmfGhNxkbs7CdWhWG7jMUqO1HncsoGnclHDy4ckItm+ACHI2y2+cOukpqGw7gZ9ER+fA8/NL/ShY2WP1wtHTEJspUdkA3/VcJOJtr6Y750P0BbshiPi1fJBlhf8WS81IUUa43G/7Q2qpLb48D0kAc/RCb0Ys1cKBlMCB3MXP/X+EZ/6HsOVxVrpmmrQ+DH6yPm73rkUP1YLvyy/Bf7ut40a23w+imAFoBXSjDrgh3BpQ1l9nVwxMfrLPOaP6CFbcD31ZTSmQPr8Mqvk7BmoBFr/4H6lYMP6NnP8An2BSUXH//EX9DD1hCfre0N25tDInDQi14ofaGhvtRfPYnJ693yDy4EkEN+wqGCZhHNrcLShTkAby5k+VEGWVW4zMuS60h254kArjFFH/sL2Ws7fUaZ9wLqq9qb1jpD4ImF3W2+ZQOHms95Ko5Xjngd6mDvqG1v7fqmDGX0E/bwbGAapT97JmL0p4+hGx/khwM4FFlYnGt33nVHu+PiuXbh3Jm2uspr/PtyM/ptkMl7JltRPNmHME5KNp56mJlZbD956vn2jW9/v739zpr2ZGekqy7oJBcXvCIl+9TTFsiBXr5IUj/a96U/4xwbYHd+bbW+oSWcYczTrg6qWFsZG+VT7EPcl4Ne+GLNkyWfach2YjjoAGB7YvLVHproxF76+HjPPjIv/ff3LreP/NQlvxI7M7NLD4sO/SZcyY3fMmccqB9nNQaP23J77vmr7Q/+8LvylNU2s3hJuNiL8S9e/Imt9zeiIUlwEFHQn8oY57kj77FqGw46qox2/GUuos5UjF9rg9MDPWgjJocos1P7bWPrcvvkz9zdfvHLD+h6YVdlmH9RfHkKa7X98R881p544m3VXVL/jPytJfzr2K8UFg/sxPjED8iHj/eDXraRR7HaMQZpkGsi60d/qLUBRKeJoUsdxegrH9Q+inYBzzsqr3kMecBVW8ljXzK9kpM/0swT47b6Y289J3lmOTQ72VH6Vvt7X/1k++AjZ9vU0YZUwL4ljz8Pob7Fjygaig3oxn4gr+GU32GPko3DJdtGwCGR5zf6UepQDm3GMXOX28qezHN+Im1ute0czLR3rqy1bz/2VLtxS/xVhp9x80gXNwO98omywWBTAXl4oXMAnralfUY4yCK8musrHSDNGuXPZgBqW31ZOD19xClTF12X0R/CEZbLkNN/KotNgPQt5b7GGvosQLn3XLRTfmxj4YqF07Vels056MGe4RMZ6T/kJ+/2Qzgc9tzVfiJP6k/jl5yDjyrIasbhhjox9YZBRcri+7SDhudgUAaanqOgOayVaQdQnzQQGSJH8qF1GhewSMO4EtbAT3WD/W6XGTsrQVt4aD5kzLJWs2dgXNR6ddQ+9alPtZ/7+b/bLpy/0La3eY1Vcz0UhEOf1Zgp2uNvEvV3mIMAcoSlQ9KY2JsT1eWilnQpgPNXp1IGXrWrTgg90uCAD2/Kw5+6dIxjKeh6GaAWnMKJrH0cPXJhSDltoYMcQDojNIgJ4IGfttEj+qWeOngQsIsqPCgZVHw7iAX11q1bbe3GzXb5nbf9pIoPdjQy2JzO8/VSARPa/ByToORRf/DI7eycbCB9SeN4e7vb5s+ksKLNwaLaLs7X4c/i/HAoIxk4eCKNjtGTV9ewB3kmQ+RHdoCfDM4mjDt80AOPQwv40S62oAydYgfKwM0gpXxpedX52N92EcSulDmtjSPtwUNey6xNCF7OBoPYk57sRBtsy4SdSRF8YrRggvUkOfDKwRr4foJASP74HxvTPe4mFg3uYONH2JYNxt6ONhDDhpJ6/5w+/aJJzYdF8FBMEIKfKmKBphyAFodtfoxeC3p9gFK66n9/GFublho/NUABZOEDhrbJYJ/et8GnnDyBDbfvyJ2yLQOfk+DQgT44SQPGV96vrSh2mj/aiLbtomL3LzaU5Cxmu2rPk0WLq2fbmUt3t/mV5XakRZv+ggf9xEf4sDeLP5uCyEGwfMKhv5EhcgHUEdAtc0R0A4eYMupyGBn7EABoW2bhU4ZPAdDlUBT9qQseOKf5A/AlALRJOXIDySMTNKIT5aQpzyYavtG1h8gZCC7lQPFls1p2oB762IA64uD5eylDO3BJhx88CIzptImcQGwgi7m8DonEV7g8XZc2C7pwgtet9fX2L3/3d9tTTz3lV80YX978igazh0bFmPdYx2HBTD5p+JFPLI3HbQM1I00AXPAA0x5iPlSPrNSP6QpzXD+UgRNfQnf45WCWPPNi7EdMHW172qFJyBrEZs22pJ3sFP2IKe8hsuifN0ehyffQplljpvhG2k357zvt//u//Fb78AfuUvpW2z/ZVINaZ93uaNRurrX2b//dX7e19fm2e8ArxAvt4Ei2HDZybCiQAfkjE23RL3KEP5D8f6mc3sGutF8c4X9r7eyZg/bVr36uffxj9+iCFdnXdQFacjJn4jfgE7AFtoYWIWOZdNYK+jzrQY0DzdFa27h4pkxZxdqjcLNEegG+My5ceBLQf3I3EV9Hl/Iv7FD58lE2TZRDH15uL1oAawVzWdrUOK/+zQVEHbyUjdCXNYgDFQ1fy9Dz82HIkOcPPX0gows35tiFuZHmYHyw+KNrYuZmDhk4+FDOQVIM8pbPEqtkmHtLLj+ZMNgR/6QlZLl4p4zNOmsJhx4iVnhDjGw87QZdbjzRED4He7V+cZDDDRIuNLe2NsWXNszX9BU3EOhv7hgzBpCf+VFzKT9OIWJ1QcVaVrJwUY18pV/1D+X2Icl0a31DJj7SWIGe9MOWqkcubAZfdPVTEkNb9ws4yvvbO0ryqv/+0Va7596zssO++l57Tuk1z9MyurDb3jxqL7/4ruZNms21Wxu8ElX7352dPc2Nu76pxPe24MNeZX9/t23KBrx2gjy2tfqbmZFDKb5TU08LSWZksqfz9MKi0NWXtNEIs8z0pf2xcBe5AQOOdSo/wvexp2ZtldWNMF6tGS3Ntkt3nG0fefQD7WMf/XBbXVmQEjwdLRtCT+MGqANn2Z05AmdtWquk65//2X9uz7zwmpbxFUnDj4jIv+R7zCU4NTp5ndDeBiqlZ9mYp+A890jO+JBVJa1ypEV+s/N/VKG78AY/xHg+2PWcW/5NG8rtI4oLS2HoY3m/fYdyxiUNfA4JTQ7KOCyaWmuf/pn72mc/+wH59KbWVnxZMghnaopdjnxTRI8btl5UX061b3z7ufbDH7+j/azm4GN8lnr46j/pXfrQfjJu6KPEjBWAPD7M/JVy4gDlrCN1aFZAGwfJNxnbzKXov9f2D661X/zSo+3v/MzZtrTEN1c11xzxVP6ovfn6bvuD/+s77eo1PltxUX2p/QjjQzQ4nAx96CI3kHQCuqUs8r5XGnBa0kHTfaKyyRw6jO2hHTiAaVTSQL3XUgH2oIfznSrGEPW0rTUAW9fcrZz28Ix37feObrRHHlltf+/Ln2irSxrvGpOszcjCXoWDEs+V8nv4R35i1v7JPs7FBvdZqWI8DolSP+uxcOj9Fb/6hu8ho381Tf+Y//iuVZtdbjsHU+1vHnu6Pf/i5XY0q+sjzTOHJxrDtlbZEHMwx3uuH/yFcsuAvZQOLmX0KUAdENsGSpdq548pC9+0VMfs43kVnVSftqTzAWvnZT/K1Ny6gk876gmU9XIC8Cz5q88p7/UJ2P7wxlxDuflTJtq0ZY8Aj9T38kY36zTwYW5KPybQhnranC6njcee5lja1pQ7sQ0hOmIDgLbQC90A7bgpWv2IrfDOWr+oA2gDpH1kgT54KQ9+5CRmwBCFb+REX2LAZbrGHJo7H1qh7dfMmGtVju9+9KMfbZ/52c+0Rz74wcY33PzGDfRUj+4+wBZf0/ran/+xxvikMyJIr0jAwohQj0cauF3RMqhaOJ2BRKjy2w2RkHzq4e06kXHbwRl6Oj1ELiDyAOBDB+WzeaYsAJ+0ozz0QSFOZxKHFhB6PoVHXm2geM2MTrh542a7duVK27x1SxOL7ESQN9J+YUGbJBY2AR+iFhdfHPITr2yO2WAxUHi16oCffJVDoztP9ayuLPnAiUebefrIerAZED1sAxBzQIScpCOncQXQRmQmSQZL9CWAS7v0cyZx0uARSEM3G3vasWmChxDGNFig/P7x0C/4Ga4G//Csp55kF+F48yQROdn1qwIMONugNtZ8Iwc838ka+gIEFinABzr0x35tfo/4PsbA2wdIqqcNF5joxa+gYZGD4cIQ8GZHyfq2hvRVmjboxCSAvvQHd+toAQ504UGaGHpKFm+1oYynLygDoEVdLkhJx87kbbuBV2wNYF/y8Isu5qeFgHKAdpRTDx3qCYYsaML3JEBeNrb8HqfSE9pqx0LGu/p8PJUPWS+du9CmdJV47uIdulhc8ULiAzrZgZ9eBXynWjFyRkcAugDyRGbq+nLykTM4QPyLMkLsExz3h3jhU+gBUA+YhljkA4sAdbQJDpAycIgjV3j0uMhJHh0Z5+kb2kYH2pFGLvBSF7o9PfAZuzwW7ldP8CtvYqWv2vCE4zyvQIqGfVNlLMTp58gduZAHvzrNN3pExmwKxnnVRXbT5QkH9f3zzz/f/n//6l/5VyE8b2isMg6gL0eSH0x8LG2Zt6BHuo/DC3CZfIh8dHBbhR5oh7UcDzSI2QCF5xg4GB4g5eEND+YrdAAiR+wDgINeaRN+tn3ycijKeIpufX29fiVS80n6o7dDD7RNEXMRSlE2ow0839E4PtwR7VvtnvsW2//rf/77qt4Q4pbo1Xcn+KDxydFqe/KJt9u//4/f1Fx4SWNWPu+7xPJZ0VRviEeNucgePeHHmKcc8LIjCF4fI3t8Zw45uRib1WZoaqft777ZPvWZD7T/6lc+186eO257O9ekD+OsfCjrGgAd7IJPkqYeutg5diKPbJTh+6wRvnun8eCP9QpPzVQvfxZifIVDIkBN6oLTc1kurOgj8JhD66CZp0p4utk/xZwrAD9VUP4LTO4aVv9l38LrcZGZscmrTW4nXhyM1M87H/iiladROVxBZshySFEHJ5JLsV9n2tf6eFz0Zuf5BdLlekpFtGkHsBZyZxrbcBGO32lwKMvY5+AcOjVmmA+st1CQmUMu5gp8OX3KxbefABWkjyGZvV/hEDvjOanu+gsJeyr4o7/yMp5S4Vfulhbn2u7elmTPwWq9nsrhDXR5OoNXJG/d2m5bm3uN79nt7vCtRrGAlGjTN2zU2Svw9OaOKuFJGesoay2HNNxs4Ts1HNJw4AMfbszU+ouPqI3K2TfgRzxpQ55f0EKFpZH68Xirff7nPth+7gsfk3wHuujmlb7FtqKL6tdfXWu/+y9+XzLIXlMc+NPH023E4/iiMzu7YN/m58PZY+Aj8CauuRYfkj7MA+oPNjLlP1x0KCu7YRNf/PrOda2XADZnrsVvfUjksuojxo/3NMatvuBiGb6eRxgVJxyKyG4ne+3hB+9tX/j8z7R77rygNjuaN+Qbstm89oo+oNQ8cnAEbV1ktLn2xpvX2//9p3/d1ndEf+6saMluEoGbQzUH1B7Mh53mhZ+oXOOKinIXjWsphA7KOc/hhw+PjCN+qmPMeC+oGNvRPz5MFBF0xW/KBjUm2V/Ag/6z3kW90soYX/atp4KQkSM4rY8n8qndW9oD77avfPkj7YMfOC/kbY0J9liip3EFW56sEhc15Fd2z7dXXrvRfv+PviOfXlaHrLZ96YxE8CPIy2RjeJckVV4ylfz0S8nCPJG5qvBVJl0KwM9cOxQJgsf/2MnfHREuPxZwfLgpP7jVvvSVj7af/iTfH932mnB0OGrra6395Z8/0Z55+qrKLkoOlct3tWMVTfVfR9v+JLmkhuw1GePup0E+4swbp2UPrsuHuSOQ8sTsDWteV17147lJeULNFcWfwJxftsG366IfGNvU1zlTbY56H/LxHa3r7Y47jttv/Tc/186q26aEc+JvytX+mmsB1gUrbBrFl30AN+ngVVBzPf1lnOFQCeCp6hxe8u1NbhLzLSnGU/WjcPTnb9nJ3rOzoza/eNYHQn/z3afaM8+90/bbUjtoC23/aLZpJhzrrQaOa90rPYH4DWW3+VD15jA2y37QQOaxvPqDEuulr5PgRdWAFxvcRldjgjLoc/Dreo2X4OI3xMZV2WnZUga58Aht8Mb6kgdPagQvdeM1VmVA0ZvomnJwwE0d8y9VoRO6lEfutAEsN3wkDvN2niQiAOELMKVRHt5A+BhH/cb6n/KeBunInTj1kQk8ykMv+QBJS6Jy5RThy/QSAL3Bb8aIBeEZGfAD9qrQZ80l/5u/+ZvtIx/9KNjC0WiSLcO5l8/fJDL9QUAq0lkpI9AZAeoxfowOLkToFNKBMHovCA8Cm0joQ4O8lR7AaSlAuU/sJMtpvDgKcegSR+bTcoQGccBGGCB006Zvn0WcMugjO8bF8X2Bp4mOyePq5Ss+JNrZ2vLmakF4fP+GgxnuipmHeHIYwV05PzKrDp9f4E6TJjDuNgqO+WCgNibgczg0GqlOF5PYYmm5PkbN6XvuSDD5cfCSJymwA7qlr5C3dK8nMmILcInp16TT7zgV9IhpQ4iNcVc//SD7m6fa+4JF9Qfa6DEIudDlAhhaXKhQR0BW09BoJWbjwaa+XkeTX4gm5vYGA/trgLBhwqkZLFwE+A6X+1GSyH51kAOd2rCzcffFvGI/ds6koa6mj9hI+4BJgU2+h54mSz/9ozz25o4jB3fWnUUOfMGBaNp2zqkZm0TbUQsddJWmb/aNV5MWOtbCMpncsDcBoMz9OfQDAA7t7Kv8U5q6yFHfIKg+piy0lTUEz2WK069eMKgXUTYk/AoabVjEJYR/IpI7jrQ64eJCFyXHmkwv3H1vu+POe1SuMayNOMCvZyA3PBAS+oTIo2oDvNEHW2auiDzEoUEcfPwV/OCga+j2gE2oA2gfvSmjLnZN2wSAcvgiU/B6OcKbmPLYO+2JoUvoZQ8eZchAW8YIZX156LAhV0X1i2hVe2L8sDY7dRBac1vmzbSPTL2OAHTwO/hRR7t9PxlAX3DANpl/wSGwMaLNj370o/Yv/8W/aKurq8Zn/DDOrCv+MhwOwCt65U4oQB7+kZP8GMCRiClLHNnJE6IHMXQAv9KGb6pJcHmiAblIwxNgMcTGFy9e0Gby0pjWygrfVct6hby6gJddMieR5mnOolubANvIF4OtbWxttq997Wuej6AI3d5PT8cGzQPSrGSQjYjpT9YDnjKd0oXM4dG19uu//nPtU596RJvMa6rftC15hP3mtdb+4mtPtu9876W2uHRPm5qtw35NChrHaKH/T4bNnngSl34DSAzLIvZc9N8mmyBlTqst+vKqA29HTc9qHt+90u6/d6H9yq98rn3ow3dJ36vyhW3bi9d9iNn8Ye+M7/CgLGtSysIbm3jtVL74Ky+/4kmfagMdfL8OPtxO8zm24+IdP+XbaqHFHAYfH1Rwc0FtrfwA6IY8fDuF9QHAp6Hrp07V1uhqVwd69JsjBcmJ/0tOf8BWcf20dr1ixAVdvY4J3difJ4Z5eoQxxSE8H8EtX+OATyPctpMEwhjmN/cddqE1tKJXzQeWF6mEgJ7cjXZWaca0KFhHaGEn1CGPHmyQSaMvPoutWG8pw17cFQcHmqyhHJLxcWF/G4anNKb2ZaPt9pWv/EK76+6LbXNrbfA12U8b0eKjdWtKeupi72t/9s32g8efbjvbzIF83w+ZZBP1LestcmClffGrV33rWze8krmouck2k3wrSyvSccqHO7U34PCUOansBR3bUTFrrj9PIM3ZQ83O7Qlnrf3jf/zF9tBDPPWssSam0zMrkmm5/aXG1Xf/5gXtnfilQF00nGi/wgd/5dc2Gn0pujakgL7gIrter2TMYXzWUc0BshMHJj44UjEunSea8E/+p+/qMIm1Bpxah+kLGnjs4XveO+BzzOP4vtL6w97QkleoXNSO6afNdiK9Pv6RR9pXfvnnNXa0fvJts8M98RnGHc9h8DSRdFzbOGpf/8YP2k+efqHNjM76A7scEvGSqz/uioEsqwDVB90DHkfydeuq/kI2/KdHRFbs5u9rCrJfwXbBiu8gH3/QsWaKwaubWuCoHPPRxr7IBV7NM/X6rsqPNZakwfTRlvbaG+03/sGn2z13aZ485HMPzGfVZzwBB09+7r5NL7VbWwvtj//kW+21N7flkmdkC+13xVukS0/zlkyKyRPKz+iBIbYOpX5+xItyBLOPw0+xR67KbYOBBgBNgCfEWH98CM26MM2vaK21cxeO2hd/+dH2Ux/Bf3e8JsxMn2/f/uaz7f/+k++1pdG9orzUDvbRT3bRHIo7wT/ylg1LZsrgzHj13kMZ6gH6CB8EAzynBxr5XhBz/dgGA10gNjp9SIRJSBNCK1A08PmiwVgCB1oTfOaVqcYP+vCdsjmeYNy/qeugrfaP/uHPtYvntMe3Dhw8H8oOGosDD/ugeEAHRbnhztMTkSHfuBrbZxiTQM3JTvqwhTcAeNugZB7K8RX0VczB+Ow8B40L7e2319rXv/Vku3x9V/vnlbZ/vNAO5YOMF8ukNDKM/V/hb9tlYoPI53liqO/xqcfmbiPx/cFp6UugzwHaAGMa2FZ6oINpqQ/K3pp3GXuDDNlvki47Fo2kC2LPKidERgJpX68N+lrOTv7g0g4ayfflxIToWfxLp+BSTty3JwDEvlEED6053OjBX1LXx5qdnQ6f8KaM+ZnXDr2Og6ty1lrsxLra8408AOnxuOho9/VA5SU/bbleExNfr6oc3viPaSEXfyAIIicADdNWe39/Vnnq0PeTP/Mz7dd+7dc8h8OKeuhZLtqYgmjkSSIIsTijMASYBGI4T1gII8UoIw4zAnUE2nJ6C34EpTyCArQHj/I4XCCbcYBy2hC4gHVdN5Bomw0jAQAX+tQjIx0V2SkDPxdL5GmXNum0ODf1xADtqQOHiYzytAUfh+Mjr8yaPDXEB83eev2NdvUKP3+/41+0YfLgG0JselmoWFhxqP0Dft2qFjs6RSx8Z8SHSZJdXmyZ0R35+eDpvHD98/banCIT8yq46AoO9kU2AvUAdZyAw59yPmIZvaJL7EqILehP2sQXggtd5EJOyzU/+TA2dADsn3bhJcVdBk0Ob0pW/KmcfnFRi5zawSMHS3VHWfprwxja6dNsDne3tsdysrgujupn9P3Rb+FxsegBJgAXPO4us1Af7u96kFlvzR31Lq/o638fDGlxAhg20SffNQB4TQc77O3wZJU2sbu8zlJ3ybgbiqxl38LnYMs2k61ib8s92Ig8+MTgYGt04IKUsZA24Jatbp+EbBf0Ek37h2jZh1ROG/cDk45wWcjB526p+QofzemLeqJIqPK3IyZS0ZldOdvuvu99bWFRF9n0h2zI4+m1CE8WC3gCpqPxkb6hnBgZor/lERBjl8gYGsToR7vU93WUR39i6BITggcf8vRTADppR5oY+tiUGKAs8kILOpRlnkw74gA2hy6Q+gBteluEPzEbFX6thjYJqY885Fm8c9ia8Q1udE07YtqCA7/IZTzuNHZlxOCiHzCvi++bN2+2f/tv/2378RNPtJUVXaAJ2HiJsPHYeBxJFi60w8uxTDHRuCA6xoYGtUt5ZO77l3xko6znETyAMoMu6GgXHLeTncD9/Oc/3z772c/6CUtwqCMm9H1NfpwW+eQjO/MBdnvrnbfbP//n/9yHRXzQHp0iT3wkEP1kcs8hqeGg63hKdhTNWV24zZzsyfdutOWl4/b//v/8o3bmnPL7N0rOmTPttZe22r/5N3/Rdvd1Mae8pkSNLRFCX+YvjVxpdRtvyzSsmwHKyPdlAHJYTgV4EvN07OwsG+51xRvtZz/DBein28KSNr0na9JNewY+xIw/yKbwSv+SJ227KY3dAPhCG7uzvmBnysCLXAfDXdnIg+W4uwsOwDwITZlWdGR/EgJsfSh8ntapmwXIprQ/Fl03HjzveM1mDavNnHtOcyFPUMCLHTY3L9g8Q9oHisNFP8j0IneVm/rv6GhbhfvtzOqo8YtDOztbWlsWFBY9hx5I7VvrfNRX8h7y2pzCnnhqoEz7uy+aX8VkZ2fXry6xcfXTg/JnnhbiaRg+ZO2nZDRHsBb6iRXmW8nA3M5TNVy88Ouc/hbHYLs8hYK829DQ3ObDNdmAi3F0wWY89YFWXKTJO7wuKrIsS1pLF+Y01rWmTU9rU7xw2O6//2L7H/+n31L+qG3vDk8Zih7+otaiy+HNjHQ6ar/7u/9He/edXdljRfi8xipa7i7GpvYjg6zMaS5V/9fBYI0l7w8kIzrBAzxjSmTrqD5jnYEefc1FCAd97Inq8FW2mt7VmrXR/sf/+cttZXVbNuB7hNz1v9TeeH2r/Yd/903t26bbwqi+yXNwiC9qfeOpKeShr4ur5WINx0T+AK3y1gEbSjZ8lHrmadfpz/OY9LCYAg5BeQqTOb98XmOFPcMwBjJnQM+aMTahrzqePre9lGW/gcuWnvKDfb5vttF+5atfbJ/8xKOiuSUXle5zyCSazBDyzZPphfb9x59rf/O9n7R9+eThjHxXfmi/l1wHsj/7LoyMzeFNP8DXvAcZawyWrJQR4ztYCpORB9jzsv+qvQo06MeiFzqZK8gDodfzyfiHFmXUM2/VjULVa5Kd0dxxtLvW7rlnpv3Xv/qJdv6s5NMYlQhFYw49JZd8tE0ttcPjxfbSKzfbn/7ZdzQ2z6qvl1TF67wab/ACdxgPkYNQ/QbfkjVygh89SAePdB/AwVLBCW1Ieq+KAY8P5LczbWPjanvwwaX2pa/8VLtw6UDXEiP149n29pvb7c/+5Pvt5Zeua42+R33FPCUZZIt9Dkc1B5nMIFuAPPxjc8sE3042yyLVk2a+9lyCIQXcMIns1AOhRRydqQs//DnlvU2c1pzsPbPmKBZL8Cd01F7i+1tjGivz+Kj27fPze9J7u/2DX/9Mu/du3ofe956bOdEHRHSggBUJPtgAPTgkYv8CVHk9gR1+6g3PfdyQq4Ps4anHPZ5s3FFZEeY6ivaoz5w8WpiXzXX9q3mNQ6Kt7en20qtX27e//5O2c6D17nChTWnvzA0K5ixsXvqVHPAn7iG2ozx1SdMf6VfwKEM/f/vIc6gZ2O6ss8CheMfXNEtVWgaibclScnAiRh48IP1P/bi98qynlAFeUwSRxbZUgB5l47zQkwePdHRMGUA6MWWWa8hHliqbtEkMTeSkHlzkD0/95z2Er/+4yaD8af7mofGXcuJeTs/VYsXa7UNs2RJpKaM+/IkDkZvy0CQOkLZ8gpKVua1wgV62tAcPu/u17OG6JJB23JDxoa3wF3QNxLX3I4880n7xi19sl+68w/R87TfQJs0bPKT94epUIDxMAZ9iD4pEIOIA6RgMSD154gja10chAh2GReE5oQ8uzh9j1kUh8iELT3hAI3SA0I/sxlM6HRHaAHkmD29o1H7Ct/SiPXKTj27UE2gLeHHDIYfZhzob1/yEL5k5JLr2zuV2+fLltre95aeCeJJodWWkAcUkIpnVbnNzoy6yxJ5DJr5PBA0uOri7jxPyPSNvzsQTW/DY8EgbSOpJc8HpnyYedGHyy6BF5t5W4KZM1WPbxy5shGM37AANPxnEH5sVTYyYKqfefGAXM7hOeTa2XDDSX+ahCd0T60DLdoWmZiRo+rF9+VnZ/aiN/CttzGdqq3osTBvq2aCw4UWX0GIjiK7Ui7DlYLOMUOhSrwmIltrU3WH1mvDYCPO4qP1LbXnM1XQlC5tT8N1HwrU9uD0BKA9vJ4/qjhj2YcAhQ73/XHwYYJTzE73gAWyQ+AUQnhRDfkiVv3EXdbC32puWYm905as8JcamHmAhQj/uFlc8XOQMAcBPSJJngxeb1cabCaD6CGCRoN4+ojrLL2/j4prX2Ogp+kIO2qYWNLmoevXcxXbvAw+2uUX1F3pQr5mRPuRbVxyQeXIb+NhOplv9aV6CXl7Ke5zElPX56ImN0p44B0NA2hAox0bBTwCQizpwwKV9eAGhR9vwDk7ywae8lwlIPTG8TtMnTRvGXrVVIWFAIZrcQZ3wxI+Iw4tyaDC+IwcxQBrIvAbYH0+gUbYCwKMcOlxIc0j04osvtt/5nd9ptzSfLS+vSLTyz4wD5iSVDPPCRC8Ihy/l4d3LZdkZYwOkfW8j4uCTTh46NPdcPJTrn2TRuGUNgb90kYr2P/j/+q//evvKV77iw3V4Uxa/JA8N4ho71c88SRj+zFm2m+Y07H/l6tX2z/7ZP2vXrl/3gTQ2AHdMS2nykc9p+g1dhKP/PQ8Fn7vb/NT3VNvVRc92+8xnP9S+9MsfE9q6+W6snbTvfOuF9td//XRbWLpTmmqcSSaTUitxs7510IO9qhz6hSQeFA0Az4BxBGyakRGbUcY8TBfNzuxov7jR7rlv1H7py59sH//I/W1774qw65s0/iUYycJ8jh2q72VjzVG247De+mnZgTYhB/zcnYUvm3LkUm1tnvWnapcxd835MIp2quFJAiFZ8mN8t74vwKuvPAEyI//d1WTF0zjMmTwUAX0OhQj8JDdrj7/LIyrQr1cIhKOYNU4iCxCk1inWCfyGMcJhqX/RRHY/PNppn/3ch9vHPv6AePOqsXCR7Vhzjy68X3z+3fanf/JNtV9SW9Yoxis48MXnNZIGu8MXpdMHzKP2D61/9BjrGnapMUB74dnmPP3Gjb1aE/eHp3e5yAEP+TmIsEbY2PQrjT/XBRGHAmLPLhcQwxkhcU19dMCTRBTutdUzU+3X/8EvtY985CHpuyN8bFqv2SEPduNj3DPTy+2x7z/V/uIvvtfWbrA/OGtbojMHRcWCNUIJC1PjD1nQnzxYyGqfogxwusrrgEi+r2LGFT7rcag/qeX2fvJgar+dvbDf/ul///OaAzbVlp9mh9eZ9vv/8bvtxRc2ZONVXVzpgkICmb1kLRlEk3FFuf6wGTzgFQB/MsaxdY2BsZ2Vsz/rL/jMUeBgM/ogULzxBxlSmWKj1viBgnFstKLLoRGv2fDtmsU5zSDbV9sD951v/+DXvtpWl9S3+xqn8kl85EC2n51bbtfXdtvXv/2j9tTTr7eZxfNtXz7IQZi/WyWiyFDUAXQom5YcJV+NNwmHLINsfgWMMmBojg1oShwdyi41lweHg546BKQP2XnEBnR5LraQofIALMAjZq6CxoxssbPxbvvC59/ffvZT79O+m7G6ozqQRUMxIs/OshastJvrx+2P/vTb7Z0r2yJwsW0fqK9FXxINcqqJZWaOLaV6ua2T05QPuikfPYNnBIH3z4ptJ5WxRwW39tXlR/g1PsTTM3wec2vrerv/ofn2G7/5hTZa2WijxWXZf9T+6s+faN/9zguaY89L2pF8l2sR8R9syKzORSzywiNQ/KTPIBOQ/vV8oPnCPqmi4BI7PfRbfND6DnSodx1lLin70J5y78MFwXO59awx4JvwdvjiFdrUKaey6TaneWxGvn58uKd9Ct9L3Wi/+Rufbvffu9T2djdrH655mj20hYCGeMUGPiDS2OMmDeu65WE3Q995/pKuwxGS9dLYYFCwn4cWMXjQypwKBd8M1VpXnwfQvKm98IHm/MvXtts3v/vjdvnGbts/Yd3mgl17d+2deEKNQwAAvvgCtPC1gt4Gw9yGTB2kPmnvaxhHKrIOkpOE80pnz8dahvx+mlb6Qdt44gO4P/B59bOf3Bv4lN5Fhzjl435X4LDP9ESw+rX6H3B70aR92gCJQxMgDr8AZQTWOXSARtGZ1AE9T4A5A1281qrO661xiz7twIcmNiTPwYtfoxV72gjTcwx1SJT1xxn9F/+NDEBkT1ny0AufgOmGftpBnjKcWf9IE8zX9aWTKzuANrrk2ggc2rHOs/bwq+i//Mtfbp/45Cd8QLqnfQ2vV4OTviWe+R/++9/+X81cPGqBK+FsmA7SAIjhUQRBbHAFBKKMCy/KaROwkMqnzPSGMguCsQbeVSdjq8wHMANe3Ympjgwe+cgBkAb6C7/UJU8MhBZlpEMvF62E6AoOkAuTShevXIQyGA60WeKn1NdvrrXN9VuySd0d4uBnaal+Lh0a2ztbNUg4gHDH43DaSAkvsnMoxl1EnojBMetbRkLUvwPep1fMI5PGFS0OFALIk/5KeXQt+Ut3gDKcmw0oulAf3TjxtZ2GMlnF9f65V+GWrSSS9GKycVvIK7BJxSfgnz5g8uZAjJgBRj0XDzThUIc6PhDJ0ysbt26ZDxMONsliF9m9cKihv1nEIYYylLExZoFg0+rHQtWCxcmLgmL3l3CRiQWFDTTfO/BCIdrg1IFRTWLMrug+GRPCkb2QPXQI8AHPcmqisO6Sge+5IH82NjzNgs2RFR7IncdOGYO0q8lLPsEmX3HJUX1Fm+qz8lsCAE7yyMMhmDD8h0zFUz6gPDyhgxNZX7UJTXyWTQJ12I3Ni19Hkwgjn0Lvt3nFPF2CR8ijFIs2PuAFXv08jN/QNN8hjnwpI7iNeFFOPengIitAHUBZ4lzUA9gtaYA6aIdGaKYsuPgnPgFAIxBc2p5uE5mTj4w9n8BpHPQIvdCnDXFN5ODSAGza4u817sCHtn1v4AEd6ogJ0MLfer4EdERX6wgP+Xtsiq1sP9HHP/H/xx9/vD3+gx9o3ln0wRGPpVpuNg3ijV9xh59x7LzSgcgDfvo0ZZEH/wIiZyD1PT46JQ1wQIBNDNr4Iwsy1OYa5WSrWl2N8uCDD7aPfexjTnORj67IlhjbpBw+LJq+UNcfvgx/H9CqjMPxne2d9s1vfUt4u/J8qUKfqg5+lqU6z7TSZ5afv2GMGF24/CQ+toUPdubXJtZvrbcHHnpfu3jHBZVPt7deX2//+T8/0Xb21K+NX+Kh5QDiab9xsrOLAPXDDwgOsiATslUbJAYZqtgZbA7KpjQ3rrXzF+bbh37qvvbJn/mgfEUb8aMtYTH/MU5Ym0Orxgb0IOcNqDBZX7ALkD6si6OyAwnmKIugNH/0ReZMwBePKocO38SR1yqHD+PruqA/4amchbazM9cuv7vTXn99rX33e8+073z7J+3733u+/c13nmrf/tZP2ne/+3R78kevtKd/8nZ77HsvtB8+/kr7yROvK/9me+apt9rzz7/rO/MvvnClvfLSlfaC8i8890575eXL7dWXr7a331pvV97dajeub7erV9farVsb7b733dkeeuguKaz5WaJNTTPfj9r21nT71jefbs89/a7kW9WayROuukiZXtEFxTnpytM1PBXMj1Kc0Vhb1RhdbUujcxqHZ7RnOKvyVaeJp6YXNLaX1IYfoiDNTaGR2vGEHIdC3KjhQkU051hnmJNZQ+sDzRyi8QQNh2p+ioefbOaQTxdF6hGXa1MiWTkwUlt1CRedPHW1u6s9i8bJxTtW2hd/+fOSRePihCdUGX/qGfsgc5vo6WL18uVb7cknXm4vv3xF6+A54fB0FONAc79kYQyrkfvaI0Nr/qHmlrqowX94ihzaQ7+rnLGGv+C/+AzrE2S0SulPbTXmGfe1lxWK2kqYtn+40953//n20Z++X/psyv48lX1G/Xy1/fVf/1g2uyB1uajD6wlqJ9/DJcs24o2vwp8c/o3M+iOmjL2AxFd24K32lnVI239VgK7gkPdF84BPyJwzpqG4HwOsxZ5H1LZkUDuGDST1x7dcGGs3b95oDz/8QLt0/oz0PZBdDzV/HbeF0Yp4zLdnn3+zPfHjF9rc4jnf+FHHmxc6Q4x0XagyF6DjBKquKyc//CET/VEqlg7Uk34vOhRlLoq+NX+Uzr6wwyYJ6mk/3UH/qgFl8AKIOCiD68HuevvwB+9u77vvnPxc8zZzk/40OsVD7eWDHOLu7s62Z194s72osb13oD0mBy3MK5qbsDWyYINeRmA8xwkswwDWcdCTNHXRm72R2w159qiZq0vvyf5kAqyvTfP+ZnvfA2faox++vy0sMR7mNTdda0/88HXJdFbr9YIEGcaU9QSGNQe5FUeW4iV7KO7LkS/1bj20i57jOtSdqGwAxzQGXNrRR9nHMre7THB6b8IM4LTj4hGZJgG6tBFNzQnYjW+KHh/ttNFoun1IfX32rPpT11XgZS/icaJmzB3sQ9jbIKP3jfqLLJ4zhIMNrPdwCGS9PGfVjSUCewOuBagvGOw18Mhhu6uFx3XV9Wu32tYOv2zMflq6qMxzlvhySIQ+6Xfowg8ZY2jKqs/KzrEfEDn6ckpKr+rfuklwOw9IMw9al6EMHcbXIvZX+p+9zWRPm/0rYPvQBnpDnrY1fquceSTlpgsifTLkQzc+eRqo7+UOPn1R9Evn7BED6dvg4xP0BbZAtuxjRcT1QK+HGisuPSCbaxv8lT/6p99rsQeyTWWfyAE9ZKcseWAsUy9fl45eFXtlU1rtPC/hQ6Ur+Kx1ZixApp4X9eBBw3kmE8VcG1J+1113tQceeND7T9NT28gIuAziKI8BUR7DEVBsLMTQCKMH0qFsrKNYDgM8ANUWACftQzNlUQB8Ohig49PWsgwyxEnIgxuawGn6BNJxotCkbGK0kiO0Uk7MJEDaFwbDxWPaoF/aBB+7UIa88OIn0gl0pJDURo5yUo+DE7jAwG7IU682qXNFF/tzSr21ueFXom7euN5uXL2izej1trezrYkLHrSpQyk+iuxHwpADXdBXaaxBnguOvKvtwxa14WCH7+TkpJ1NHzgE6HH33L86obyEHuuIrLEzkKdnsFUNmWFTj5Opje0v2vgEtgGXfp7jaQePJNEkRiYcXqR5ncyPAGoTsLO71UZL2vAr3tzaaBub6z48QgLoYwfz0YBHT0hxB5hH7Tnw4RUwQhYLfkkIXTjEwzYMGg7a6Be+OyAxBBzAcEgmHuqz2Tnpok1H6rgg5BFyDlHQJ76FruUn+B8HHdSdtMXRgj8WtnJm1TpxyDK3IF8Rb6SijC/sZ1KGJoCdEuJr8cX4HYE0vAHy8XMA3OA5CA/c1CcNXSDlSgyR9DwQPfUHBwHEB3w0VPabks3Wrl9tazevy494NBj6kl9/0EUu+oQ0OqX/i27ol4+Am0m1n9TRnboEynr5E4cHefAA6FBG3j6pNDJAEwA3EyllGePg8TROeEYWIOmU066vD/S0qUuemDFPjCzE0AInOgA9b8o9VNQ+/USa+sQAeMhDGXEOglIPXyCHYeCdBvBNU3Iwppmn3njjDdfl9TjmA8a56Uo+rtMjK/KRDs8AeevRAfiB4EffnkZkoo64t38fA9TNnDDPys7DfMLrQMwFZ86cGc/p8LD9aaS2dTBRrw8ujkbjDTVPv0Az48j0kUULMnf/oLC4NPITgMiQ/gHAT4AfbaMbEHuQ50gSPTnuwG81s7T5pYvtyrX99u3vPKONJYcei+2ll6+1tTV8WBd92lTynTTaQzsQ+vAFIldkoZrAulRxyVYbHXRULJvxNJKmvzYn0jOSaGZmr+nasn38Y+9vy4uaB/fXZLcdyYL9oD/p3/QXOkU+YvySeGz/wTakaZO2QPDIM48CRQcdJKfQYsMZPjrLq0264OPR/uefv97+99/5T+13/8Uftn//f36jPfbdN9orL+9oHdXaurWqueyONj99j3zlLq13Z9vK6H3tzNL97czyA23V8UPt/Mr7VfZgO7fyULtw9gPtwrmH2x0XH2kXzytceFg4arN6X1teuku+damdP3+hLfGU8KLmBGRkPuebPOqr115db88/e7Utje7RnHhJ6/BF9fOq1oVl+arm/mkOahY0j0opXeT5VZFj5iTZ9hD/ky2ORNc/zS576OKwwpx014Wh+PCB5cNj4Svm566J4c+BBz9j7jLV+6ewp5BxTvga5wfqJ+FQ7jq1YZjXlI5f0Wd8d4l5mUOVubZydqn90pd+vq1I32P/whZPVvGaBnOU1nz15/Ssxs7MfHv3nRvt9dcviwaHWiMRBYd+15yk9YTA2s8Tq5rZ7TP4A3078RPGOf5An1dgzPmVQnAk5QF41Ik2ByGqEtAOPXTx4Aucpj5aHA4YeFpoVnu0acl3S3yWRBff09zjvlPKB1aSBV/UWGDNxmczlh2Ex487IAMXoQfU48NKM4/4AnlIowv6QTsBKB+fjJPTAF4dHA1tBnppT957C5erXxFmirlrsa2vb7cdnngDT3ohG/507fp2++GPntXcwiuOjNPSXYaxjhlbAHJR5jT7GvSCu+YKYuxCIK9uqrpTQHtIxG4p84W+45rDwjvjv9pVffCTVksF0WJ+EH/qPPdojWJPuzial78yt+FHfNC89k5c9B7xShbjZ3ZZPjTfXnnlSlvfPGzzi8yt2nd5P182r/7UP9GPD/QyJZ0+TFkg5QD9WIeX+hPN8cf3VW7fGNrSpoJw1BaZl8+M2qVLF92+nfCU5Ex7/LGX1H8zbXuLj75zEFN9o9FgutDIgQW2IWBXfJG62BpIDCALfGv8TfQhpixAm76OkH7rgXzm/+R7vpEpNHq8PnBoQYwelsN9zkFr/bDN4aH6Qm1jy4GIo/QN7UjDgwAu/AHqx7K4ZCJr6sDPHjG6ps40zafsTcy12tJort1xxxntnzc0j7N/5ia1aPuwi7moeFZf1xiBFmU9j9IBXHYNSJhQ0OsGECNH8hMaQxsVs57yWrO/vSbv4XqnfilLOmne9Hor9+1pxj9IIx8w1n8IKTdPxQxTEfQ1KOngAWmLrNAN0JbyyA0kDy77pdCpa6Oye/Cyr48/UIZuCMD1jX+tUf9iY6DnFcue5u+5TmVc38Z/yJ8OADFtomOf73GSpjx18EzdWKYhnf1+T5MYH4hMhNJ94k8oTBoa2OfNN9/0ZyXY/0ITnNABwNOYksAqUFMT5LAid4YJQQaoTycwGMOMcgCh0o4AUGe6w2SFAITQShp8yzLQsKH0F9oAuKEDLnUpA584dJAb+skTwpsQ3jgabQHypDFY6sCjjJgAndCNnKElCr4Y4TFcPkjNZrx+6UR1akcdhyu804p8tLVttMHigosDD54e2lhbbzeuX/NHr/PEzRy80RsZ6S8tYraF8tYVHOWh58OfITZvcJT3ReqgK3UOyhOsK7tv4Vab6uNeR/igP/n+ghOepi35eR/YNoeOlismcGIOY4ixB7x4LDN9wuRPG9imr/xtFk0qPmyArujzpNG2bAJf0sjDh6WpI+aVBw5weC3AFy7Kc/hLX2B7PqDtp3iop058kBt9in/1v5/AcT0+fTSebPIIJXi0q8m6cODnvpS8LFw82TQa6eJaOCzs4yedsJfkZrPKgmJQuW0uwJ4AtMDHVgB0k0YG6tImMiWPvKVHTRgEnAdbMElGPzo5bQGnFYNPGb8Oh7/412TUFyfyzcO93TarSfboYK9trd9yf8ePoEc78xNERnwlNFNGoA15gn1GMRDZgR4/kPGXcQdt8tgIfNpSTp+nLP4LrseNAHtSFjrgpa9JQ5N65Il/EBNCO7woC17aUE4gDY+eT9pSR55yoG/ntvIrfA26yIb8hL4dscef0j3N0IIXbSlLm+BBK2XRif7i6TcWkBov1RfUeQ7Sn3rLbcgBoU1AVuoIkQUgTxo7UJ4y8AmxTwJlvXx9G8IEqr7GYG2UAMYYr+Vim2zssENdBBRe7iyyUaMeHRmjpkFeuIxTyvrNHEAc/SJjgDT10OttkPbJY0vftfbYISf+swttYelce44nWF64pn7YaS+9dEMYK6I3UqinBcY0FIV32WHiSyUXMXVlv8ivEgfwwePAx2X6x/w9PSUfOdqS7rvtAx+4u915aaQyDsprvPHECPLmkfv0K3F0LLziC2AP6ntc+jjjjjLaBKfkL/noWw4t4MmBA4GDk6PjxfbG62vtL772o/bv/t1ftctX9kRpVWvHRfXvJR/mtOkVzbs8fcPHj5dl4zPyD36lcUn2X9ZF28hhambBF4raTfhC8oBDG12U8bPoh7yedDSv9rxSS59rDdRUx4HFXffc5ce1+fjy4RF2WW5rN4/bEz96pe3tMG+Lx/Fs2+dOskaPljTbOwcJbFi1Esv0/F9x7a5rzj7UhS6bdvyHdnnyDOAAiCF6cCD/VDP65VD7A8qInaac+FDUlfETKSrjxyVIw4jXrNxVyh6KFgKUS0gIyThaHrW7777Yzt6xoovrXbXdVXn5Oa8cshxyYHUk22zpwvXJJ15ob725pv3NqsqGp4J8oCWaUFe7gO/kaxzIwQbtJZ9oz8yr/6clBE8t+feaNN9KVkQm+FtK7B/kV8R1iIEuasJdY/xYZGWZdumuS/Ip9nRLYrMiP9lsL754Wfbhuy31FJO/MWTDIx/+V3OZAV8cYl8MVs48SOGj6PFeY5A2zCGk49O22xAHD5+PXXrc0Au4bIj9lAZyssD7SS71wclcu3ZjU0T4qCoHgxp3fExXPv7GW9e1B0UHjWfNNcbXBXZuysIzY5ZxSZrAvqUOhfETrFzjOzJGXgTjQpAOYp3IN4PA7XWzDgpA+J3WPeC79KKFjKxHjAMswM1MDohqT6f5RGk+w8CTb6urS06DyxxVFkM+6M5qvB63V157u71zdb0tr9zZdvexpfZ2DBzRQZGaO0uOXPNEduLIG5tEJ8ptI+HA3zCoUxrXWtC36WkQ80kB0uzXtrc3fRg9v8Bh61J76YWr7dln32q3NsCRlWc1vo4PyhegNWjL3ApjxnjGOX7NASg61g1LlaMvdlSawytixqMPTZFbdX2+D2mXOtIE5EB/fDrp2AWInpQRTteTTgyuWhgnbch7vA59tL/X6W98wcA/tPp0D6xL5SclQ399i7/5ugmaCQLqwCFAN/sj/DHlvArKr5c+8L472713XWiLWgq0C9H4qDcbwBfaGGIrIPaJPr1dyIObMvLsZ+EZ/MBYtsg06G9exOirNILQzjSMUeCnHQWRhfaZF8KLNr0/B1BN3aNYNpK+pKsUWVjn2YvDt8YDbZELgE/sEZqH9ueKww+ITtGREJ1T5/VSdCyjS8pu8CCAS9zrSej5A8xBBuEHqEemtO/lACg7HbrmY1zKo1f2RJRHPvgkTkBP8KNvZACie9rpn2Pg7Nmz7dVXX/W+nz0y7QlAb89pBIoxKIB4mJPu8xAgdmeKAEYxkaE9Thr80EVgAmVA+FAGTtpDi7a5EOZChXSME7rggZ8LGgIKghPHJQ1EjuSJIwflAG1jVOgSwAlPQuppk3bwB8ClDnlp41c19DdZyKqdEC0r8vO9ANqQpj0HR6atPHT3dncaTw1xUulfRNOFjuUanJxX0qSZ28Zu6I4uAHkg+oDDk01A+ij6EUcv6EVX2sRewQWsi4A8+lAHX17rQnaekqKt+agtcoWGdWCDqo1pNhCLspuIuYzDCOoraIBI38N99bP8laecaA9faMIrtJGJJx+QgwM4dPUTVAocILEplibuEw6RmKl8iDY8RbS/z8fD8YvyPwKLBDzg1/MFrIfsz56sTuBpW7aLbMjFIm9awkdGt1M5eADyUh5bpw/Aw5+A4BOnjjxtydOOkPpeXugRgPAhkKaeQJ52gPtI/rawyCGpbKY+4rAdv+Pwkv7giaIj8ebpInVKPV0km/LxWkliOviFL0IGmaCLzJRjn9ghckcXwDIM9QTki07IHd0A6kMXvPgD9ZTZP7Vg9/rSH+ARKKc9Me1CH4hdQgegDUA5/UMciEzQSBto9f1IPjpDK+nUpR4gpi10kDk4yEsdMTJSFl6B6EFALnChkTS0yJM+TVOVpvvOO++0q1evmjZahpalG3Rl/KqB0wB0+zg0Izt5QuxOOfnYzvQHHID6Hg9ZgF7moj3gs4mVPFOMd/mfetVzEPqkH6DB+IxNoRHZgMiAjADzCfn0vTIO0OVCkQ0UbYKf9oHTOgEpI5YWoqX5TgPNF2EHR5qzNB+cLLRba4ftsb95oT3z47fbG7rYnl9Y9qZ+VhMi7KCB7O8F0C7bVH3pWn0YvUkD4MSOvFLHk8UczvONvMPjnfb+B+9ujzx0V1tZntKF1C3jzc0tSPKM1aKPDYiLVo3X+GjkAPpyZCBO3xJTT3nJWptZyurjwNJNuh/sMZZHPnx48/Ub7c/+7Lvte997QXMJv1pzUTZd0kUTF/7TuuhjI8z3+DjggQ+badWpXGSlMwex/IgEF8Kir4suv3bEgYYPWdgo009aGzkE4aJMF988kcDde57gWFrmEEqIyHjCK1yL7dqV3fbMM29JXr6Bob7TiGFk8D0eeB1wmCM/dRCfA12o80QQPKAjN3aop4S0HkkoP8UmI/D0TAJAf2KnQPqCOHlZ1G19YUjQn3qu0gq+2JaUAGub5yiVkZ6ZOW5bO2vt3vvvbHfedVFyMR7U12oRX5IaAg5VR+3Ku+t+PW9lmV8Lw9YlC7zNU4ELVcuitIiM10PkTt/zegYCTPEKHILgdcKN70dn+5zG/9jXVK8Sl3EHjqeezp1fFaZseMSTytPth0+80K5e33IfHutiDn6+4FY75NUoQTLzJR2IvlxsE2eOei9InWUSBI88YwCARmgCSYPb0yVteqQHcUiDj0U5TKQcWefnR+3WBgd5kn2KK9P5Nhqda9eub7QfP/l0292TN85oTTA+AM/iRx8gW+QJcPCT4M5GNuIhpI4LauhYLsUEaP0teqonAON+G4B039ZpxezLuNikl+Blf9EgIa+E2xb/wzbSPubouPYW2I1log6YGf8Lmsum27PP87rWSP2t/mBs014+SRu/ejQEcfNfD5EtOpBPGrkSxw6222Aj7MUhQfw37YDQ8RsewuUGB59uqFcFZ9rNm/vthefe1fx8XtiaW+YWXc8rjbYhioYO/j+kexvHvsTIEBvHXxPSb0n35cShlzLk7nWhrPdz8ABieIUf835fD43YLjH76aIFjvhpjHKzZHGk/lTJ9jaf5ijcyAVNaEOXNZ860j0vcJl7+jplnO77MXpQHrw+4B/QIl04xFzTbbQzqwvt0Q893M6uLmlvonHK9Q3sme8HfHgQIwdlQOgB4UsAkCfptCFPG/LxrfeiSxo8pmO/oqjAvMdhPzGhPlwvOxaLMcCXtsBpmqSzlltWpypNfeJA7Au9yAuAE7z4CPnYI7F5dCGyRD6A9rTlQCq6Wm8F9KQNOoFDDH5oI1/koowwll71Adpmj93zhkZiArYBl1B18GCuZc9T+/aJvBVThlzgkw4t6gDqwpNyZEYWoHhNbMb3/ljXOXN49913jbu+zjdHl40PVJvIZ1vebmygBCvhagOOQO89yIkpB3KxF5zc7aTej0maBheuMgqOSzuh4pY8OVInjdUJdberAhClAcoy8EnHQHFOgLooe0phB8qA6ABg7EDagBujpy1AnlbWSwAu+SVeWVCC01keaasPkmoTLD7WGb0U168EaWHXpLa+tuZHvm7duuUDIuyQ18Asq3Q8kWxHvE7FkzMHu+bBiSYLSZ4isiTIrLLwY1HFltgXnhziYGMcBdruG+GguzRWOU8tlM1S51N1kSYGXCfaAHSyeAPQtI4q42khDs2wMXi2rwSHfk2gjFIpMpTN6aKEn6+UwrY5T+5M7K1FRBPr/t6OHJ1fbUAu9b98aX+PD8qpzSGvmu1oT3jip7C2OTjSYKCe18yw3b7qfRhHuWwB+/yMKvKgP7T0n+2KVhw0CUF6YC/1oTZk6GSQ3vS9/UjE8Ad/5K37g0jRp9OEUyoPU7Fsq3RNEPQ3iyITAuNAuAr1Shc2Fj+1x95+4k/9bBr0zxCU1caQOyrIiXi1yBLi56SrP7hsUR7fUpnHptMlK+EQn+OwDP/QIn2gi2YO7k7UTxwQHag/6Ac2aH5KSQFdc0c1/gBdxLefDOUE+9cQI0Pkiz7YlXpoZqz2uLErMeMfXIB6yvF5YoCDAtoSE8CNjLRNn4Y3/ko9AXq0iWzWUYG2odO3A4gJ0I2cQNqBm3kFHPKhQwwe7Xt80qERuWILADx0Sbu0CX5kSAw+uOSRAVocorz00kt1mDJbG7A6JJStRG8MTlYePgQAmkDPKzJAn9IToaqF66JvdEw7IOnoQQxejZGS2XdIIajAhQ93xWgFPvWxsWkPNMkTRy4CkDj88qFraFCW8vgxcxy/ZkKAvz/8qjhyByY8Sl/mT88vpmNSAmjTp+DxlNPZ9rIutJ9+9nVdCPDUi/pH42p3jwv0snXhIhf6lNzjAIIKSbEmDEwEpQO2ISAruFR7jCAQ8/DJbjt3brGtrs62B953UWN+t83M0gf4Ev7FXMHmusYEdExr4A+EvvsdBoLU0QfVl90+YaDDPEhb9OIi3Rsdtaknu2bbnC6CeQ3rjbdutL/6q8faM0+/LamXRWO+7enCeGePsYN9JJP+/KuQyCH7HUl2fqoc0/HUjQ+OHCSLyg71H3O870rLGryupJzLcqAiAWUfDqpm2soZnvzS3CG5OEyanV3RWn7S/uzPvqX1RjaeXfZFKLQ5UIIOawRmcPDEjq6igZ6YHx+SDxCmRRc5+Z4Qh0d+gktl9QTXZMxgXeLyM2gorQAT2xQ7Dn+knVcdfZB+ykdU0Y2bM0KRDffkc5vtgx98qH3u85+Ur+PL+CBrZB1WYxPGwOLCctvdOmrf/Mb329Ymc682zrIJdiTg315DxSt+AFBOe3RCBsYR6Rn1y4na86TLFAc4CowblLW/qG1tgtGdTI0D6tlbSTsfwo2WtRdRH+1p70RfrN/aby+9+Fbb2j5qy2dWhV92B5Czh5K14gT76zCGibFpnsSBTGzvP8UTOhPaYzoSnj4IUE7euFaw+BNzk8uvXZoyDjXE5IWDn2ODPc3XezuHbXdfvi72HIyh65M/frZdvbnRjvFD2bj8DT8nWbLFH5K2TkOI/JOyrCvENb8jM3i+407aLYpWr2dB+QTzWM1lRTtzAcEygCn5rLkyRbrS6C0JXMdFEPvuO+8435aWeY2z+ggaUPdTodM8PbXY3nr7Znvx5bfa5s5ROzxh/eeXRQda2NV6VQhEf4By6FpngXUecIkjf/L84RPIUE+ilQ/nuyfWSPjYvvwHiTmc3W4X77jYlpdWtW+baq++eqW99to1GXRZdLgwbcLhCc9h7cAgg23MBBkU8iSY+1vlBHgnpk3WE7e1TAWWvwotH3sMZM1cE93Js7cEJm0mdgDAqXmg8MFgrsUmPfT0sTFPBkLGtNSWmxjQX17iAlfzruRij+6nzRSow0f4lTdkZm3r9wKRCbz4peVVW2qMo2w9tVmHCJknhem/ooP9VKcJk3pfi4ncmIf8kQ/Hnz2zLL8811bklzxJxEERfLJ/D223GQD97buDHSZ1kz6ije2oOCFtQq/HCdimnS2o8xsOAw/wXWccBc2l+JZjSz6xHXjWnYMY2sFX9VzD9r4SO4d2n2cdCR50E9LuvcrSPvsfoMcBEmefASBryiM7bYAeLzEADnNJ8IA+Db3gp9x5/aNt6SCcQnA9EB0A0rRJDPR0e5kB+FS6dCauUJC1NvQIHE7zLWNk4gD61dde85gFj7WM/ot8bhsCMCcNETqrJr7ahEegpPtAWwKOwCAsPAZLKY5RGEBSwYMNXAYqj4WySWFARShzkWwM8mwE4IksJU8dBIVngHTkAYjhkTS69TjoGb37NsGNHQDS8OSCqS/jb/yO9tCGsOsPIOMXDCVtULRYU8/FKh+hpjPoCC6aKeM7OnSYP6AsPNuDja0may7MeZqIAw4OOpBBTNS+FmP4eILRH2Vs2PgIKjjQxY51GCV6oo1N6/ConA5ZolvZlIlWserAhT7tkAv8nie6ogPyYmsfBqk2g4E6IP2W75r44k4LHxMqM7BIVVDWG01P/Eem108a2MyPbmpzjWvx0brd7U0YtFnhsMRxmLEoWThUqYNI8VN6Z5vX9vjah9DVH9iFg6F5bUp5KgudkJdfveE9drw1TxzFD1l0PFEiKBMlPLEllQJshz1ZhKnDP9AH/wAvixOLoRSpjY0Cd1MJ2CAbLRjWYZRsPMQc/PAEGj9Vb45qwAVP8dH/CvhjNiFsCKhDFiD+SX9YDsWTQyEOM/AzfkkPu2Hv8mm3VZDI/t4Tr5dxOCRE+4p6R/bdEA02rzX24Yk9AP6n/3zwKR/H7vAHLLPS+CBgu6kMe/Wy2s6iQTq+SBqcbEiwL3nqoJc0eATS0CPQhjxAHQBd/C184Jn2lEM/dZT38wsBfqEFBJdAHfSiV2iTzh0s8KMLcXBzmEU9AQhd9CSASxw6wUk58lNHGqAcvuD2sjGWacddhqefedofJscfwNF/47EALjDxjgLwCKELP+jBmxCZ7EyUKaYc6PEA2vdl0Wsic9WRFmXVgANv1hnZSnKBm3YAYwNbIAPlxOThk/GJzNAEQp/+AB9c8uCEFnWgJyAHf+HR86ctm/HCkLzDGPMFO3/o68MDBankA5GZeW1yGeM8fVJjvzZEpWvJWLICbPIpBxG6vlCjEUE8K5QdE7z+CqBTlwrYl4t+7qLttU9/5qO64JKtjna8WWb+53Vf7MDNB15hAsjHN6I3ckY29Cu5y/aMReoox46xPXXBpR59uEAov6n0wvyZtrlx0n74w1faj370qnyX73XwtE79gpOfxNH8yBzsC0d8BFrSkTvu9F89ZYJfyAasRfA0HrFkFzu+9VLmo7/wb3Rh/tR4ZY3RHLpyZknrmfSQ/LMzS8LjlwHf8SHEzOySyHExjh6McckkCsihwgqWCd1Ao+x2yCvLzOcAsgM1x7s5DU0/6cIooLzWLf0T4/if08INT+yNDOhHmdfJOaWnD9vSymy7dOe5duHCGfHVPCUloIkduIED8ekpjYuD6fbO29fbc8+9qra8xiV/50BCtEtnAbSVdxkyD/rEb6FpP3aszgQPXVXvdsLtbUEZ/oLw5Gt8SGf+xIs90MzcVFtYWpRbLAptqb3+xjW/cjU/v+I9m32lXFaUyyeha/4Dr9iKgNxKDLIgh+wwXzcOkS1/WYfBd5sOwiPzUA/FF6Ct0vincnSj2Lo8ofhXzFie5VfttLfxXCi6HKjOzIzazZtb7c13rmuQa8wK29+wKjX0X1EDejljW/uD0pkLAyoyYPN+PgpYJgXmDID6CT0XmW4P1AGU98FCKvgVQ/pbY5GbsAxJ12Ic6g/326VL59v8gtY/2Zb1AXviU7ySp+mgra/vtid+/GLjvH1+gVdQtU6Krg9ORQxd0meE6H8aYouJjMgxmf+B9GUdhEhYyytcxTzdQB9NeEzmcM9HKuCXGHlSkcPitZs77YePPyffpY4nGdWTU+w1oAtNypFh2HuITnjBm28UQTc27uV/LwCPAC0APNqgU3ROW3AI6J52AHG9Bo5NwC16ZRelhR/uoTfx/4Lwt56qp19Jcx151528RireCswT7DXhaTlUj39kfacs8gGsOb2c4OXpKwB6vOZrK7JODLpW34GHz5dc3NTm2oUyB5VTB12+TXRudbndf99dormvaxbRZT23XW63VXwBv4g9EqgjkI5Nos9p3Xro6RNon/UaOuSNg9in21sd+gxc6MvWHOAPvMZ94/ZCpo9pg+8pxL+DB9AuepDG7tCL7uBGLuLISpz2BCA0gg9Ap6dHefKkEyNo0qEZWknji+M6OlVAOm3A7ctSHiBfhzXqO/zaOJMxZLpdW2AiX/l+8ICe9qQdbSb7KfQCjTwxZdAEkTVC2vnagjdwrly+4rdv3FaBfX7GH22m+Y9AIUYEYEq+Nw5l4CUfvARwcQZoUE86eAB5Pp4MDS80KqM+PCJDNooET6gCaBJoB+TgAhwgFzzUQyt4QAwMfwAeQHiGV2iBT13kDw5ypS0ANvm0A4/N3Nr6mhagdf8MPt8oAJODHl5bgCb4xNZbaQ4lVOgLNK1ubXtzS4vCtnXgUIBvv4CLjhzmECJvdIZe6uHFARPrReIAdKIDr4dx6ssGakGbCg6pkLHoFh5pmUADuCY/fI/AHWQCk9vu7o5kqFe/sBdPKuFwHI5BD3tCC1lzYR2bArSLXL3dWejldVoM6uCKX3azNyAf+MIrvXdl513HyIQsAE9iBa9+MW3Hh0UMTg5E/CHmgTd0AGTlJ+r54LX7U+W2ibyVi6OdnS3z2t3d9oU0ARxwsT2xfUYyUk4Z/cJGEd8oPmy0VCYZOFjJ5AFe7IBtYjdkJEA7m77wdEwfQVUxEzLl8WGg+nPi5wB0A0lHdo0M06WcsrIR/ITHIgm+fGFvRzbf3fKTWRxiYgsfQioA9H/kcH+qHWM4MhCnHD69jATGGyEy9OOfMoAyfAr8su1gBwV4A6fL4Zk5Bjqpj5yUA8ThBz5pbyAGHOSGB+3Thjpohnd0Apc6AJmxFXnwyEef6JLv51CXvgBCnzz+AiSdcmiGH2XUsRj0MgPwSB7dwCXA7/nnn/ejqD6gHurAgwZ0ExN6SB0APrRoH56WYagnnQCEPyHlyUfO9FXfFp7UESITFMmHVuwRfJUKgVh9yzeLOCAVTl7l8cHAoBo80+/0B75AGbSiFxGhDr5FVZNueEcOYtpXX9UYJwDBJZBmnPNovS9qhEIMIAMATuLQIKY+OAB6Az4o6YJaWRZgwpO1ojYIM9Jhe/uWyrbbxz/+cLv//vOygcbhEXNc9QU+hR3gkfFEOoE8eOAQE8KPtsFJPTamLPJzIWOZBruT1uwiu4jf3KLm0/n2xBOvtMd/8GI7d/YBtb+g+R4/Z42pCwhprpg+WzRNAHrwDZ/I2ZcTF0xwbOuhruSUfEpvaf67dOcF+ZHGkXThtR4Or5566lVd2N0hWZdMB7vJ+u1ketJP0EqAfmxiXl1djw+QBmLT0/nYLW3dTiihP4ZqZvwe6oOloqe1lyeGTqb22wceeV/7qY9+QGOkXs2GSi5E8U8tEYqntWeZat/85veEwmZ+rh3ul162zQCwRa4+AJGDfPokOhGnHh2iG0B56nIYwQXcwqL2ojPClT9zUMeTIrx+9dYbN9oPHntGhHhNR/0zXFgjGH2MfoHIVzzSJ8hT4wfdAHBY751WPUEaVBqakFVgLPpQctAhEH0TyFtHU5E/86Sb0jzxROC1kKT9XRbylk/9LUxa7mju3d7TPnJXa8TuSfvO93/Y3r5yU36o8aQAHvsS0x0gcqEvciRtWcWCH+JgbDJ/CsFxHXxUGhyC7ZK02rMHAuKDhKTTx8DExhPb9OnYBsCOPugdgP2URZvmAlFznNLIzjd2mEP83aZjXgWdbzfWtrXGrbeVlTtlhwV/DN038ADxcP+JALqVfipX3Pc3ARjbRxDZCenDQOwJjb4t82fqiHMDBBTKOEia1rzCE3DPPfNGe/ut7ba/p7lTcyF+wPfD8BG2aJEFHqQB5LAdBnl6HcgTAOLIlbpAjxe65MOPmLmcQNv0LRCa5HueSUc2+r7nGznT30CVCUf/+7MdJ4f+1Wh1rfDkG9xMoG7YE9GW7xJykF1rd+1nEAleyAuQJrBfSRo81iXiole2iz0JkTW2RbaAqLisvn8qWaaO2mh+pp0/M2p72+ttUWuGLKV+q/186MGbGJ8l3QN5eKWYPDIRaJ84AG5CaFGfdumzlHl+6uQIcP3H+OI6iLQPzqxv9Qm4aQOvyN7rET6UBZeYMr/BIWvkIDE4Nc/SF9089B4QfIB+Rgby8Eg71mD8hMHN05js19Rq3Ba8CW7F6Aa9vjwAD+oJwYVfgDICZbE/B6LQIH27bJQVPQCeQPLgANHrtDykPccpxs6RK/gEgDLnJSa+zZPyly9f9jVJxgzXvBwmg0d7ranlLBkMAMwIQIQhD3Pww5Q0QBo88uBkoPU4HEhwR894g8HSBtoIQxzFXM/mY1AWWhjOvDueAOUJwYu8BPIAdADTUAhvYkLqIgNAeXD7tE/jMKDCWHdv7GlbEz1Pu8AfiTkIyEkrH6Ge98QvPDkGj39xce1TfzbhUtBPd/gVKWwu+w94soyDP3omPD+BxGm0yvxaD4NYWwDu9pEmrqeSJjiOBz2RJwccsRlAffVHHXZYD5XRt1w8YlMmN3QlDR420b5SeMPhgmTnMIE4r6vwNAphf5dXmMRfZdGDcmIOsE4OpYuclljE28GuJhH0Ew55TuGxEyfxUtJPEdFjvB7FwRrf7cCWHDDRD/XEmvyItoNfSGkfJtW3kGQfyR47xD4EJjB+lpoNFels8ib1XEzXBBj7QN95xS4DT+15GoCngqjjDiY08Q8u3lzP4ZHSu7zSJR7woi0Hjju6INnd21H7fYU9mQM+0le0wE3fEeOP+KZpqJ4yZCUPnPZvcIwnGSJ78HFbZWwvfiVOntem5Ff7ssmBZOKVvtlhA8UTbPZr2ZC+ZQz3vABoUg+P1BG7jSDyxL7BpX36hhCg3P4oHMrTjnR4An27xNx1AoKHHOhP4Gm20KGcSZQ8AD44kR+gnjx1BNLRMTIRmJgpB6CBTsEhhl9woYNu0S+4HPIA4FKW8vALfdpFTnCQMRCaiSP/66+/7jwXf9TRrnTCZvQDdmQuLz8jALETEP7UkY69yZPu8+gJ9OVA6MIfGtBOGW0oRzfqwg8Iz8htWypPGn2gAx/PsWrPh6DrUGGY21UXmtAAP31BGXHSoWXLKJ81jrLYIrioNj/Hk2HYG11LZ+oBcIDQLxmLHnnS5jWE0EVu63iqfsxfsZ9WUsDficGNXWMnrwvq0zbFN5wO2333nW2PPHK3LqTkNwebooQNap4JfeLICJ3YC3oAefAjW9oQ0xfRIfIA1FPGnoS1BFs5LVVnphY0Vy+0d97eaN/4+hOaa/n1LtWhE+3chzVH+CBHbaEduqFd8iELdq7gV9PcbuLTwU0esCz6y0XkMk/cicfREfZcas89f7k9/9w7wmSca57QOOJ6XkT4DxKmCy8A2ukrymKHAPWRvYdeRuqIgeATp6xvP8YlK70J9QFY+n+Qyeu6yk/2tBZttrvuudTed/+dzrcpDs9lU9qJDN9DmZ1ZVBi1V195q63d4BXkZe1z+Nn9mouiE7GfehlCZNV/rouMQOQnBBcgHXtR1tuLcU4dfsDBL+snZffd94Bw57V+nrTnn39d/nOzvkGDzhy6YAfpDD4Qfqal9qQJiFfxxN5JgysslUxCLnrwtbweKMplerVLKEBfaMG7fJeq3i6Rhzhl1HvNFe0ql0/AW3tMWVW0FtutrcP2N99/oi2MzqqunprxwQ1jxdJMIHoD1kl5AJkqoaAmaYc+jl2m9NCG4JtYsmv6aEJrMqYm+ld58qdxM8/09UkTe/+pTeHJ8X5bPbOoOWzYn+MDQpuRj/K9sM2to/bEky+2Gzd5MnKu7fEtMNGGhvvU9q++GDjVHGIaNVcCmVfgkdD7IvQie+QEB7C88BNRXA/fs/8p77205z38a1prxkK7eOHOduP6luaWd6QfejA3TngjS+Qitk8MvIrOhGfwko5OlmewLyE4APSTDl0gaWgkBA8I3aSB4NCWsuBQDX/yoZW6qq/120/wiCQ3NBYWeJNhxntiP/XMHl+4WVsI3JQgZu9OjH3hk/4L/dgwazj88YvgqmqMD97gHM6zJqAPIfRoV9eCkuNE1yAzx+2uS2fbA/ddapcunm2zU1rjNMf63pLwmT1yY9/XRGof+qGXenCJ8dXwR6bYFCCmDkgMjdRT1uObn9AOh/U9cdp6HwG+gmUZyhMz1rnW6XkQQ4e450UaSLlSzlsGQR2YxO6lB+ORMuZUWJImJh+6xPAjQKvnY7mU5lrQZxBKQ5d+jmx9OgAOefuLiqmP/vHR8KE8gTJC2hMTin7NFQQgcdUNvAQpjzzQBYIXmnQcbUjThnriyBkgbVoqwkY8EMF44lM3+BBtCOBBA/DrZhTCgELyIQqDCBul05i4F4A0DgItBmjqxkF0UNObdAnFBXGvJAFetE8H836kH5lXHbjUAX0evD5AHwit4Jiv5H4vnpSFHjjBpT7tkYk0AC71BOoAcIH89DrrKReZvD4F0AZwu2GxZZKbR0ZV+ckYDkk0ydnmWiSoh34OpJArdIjhWQcUNTCtC5MGBycaQByY+JBm0BH86EXI003Rm4vEsl/xJdCO+vClnS801JscAHBY5cMeL2q6GJUy8+q3Y03afXsCcsInzggtcABkpB5AJvZqfI9gf5ePYnPIdNR2d3htbPguk7+Lc+jXHmxHPtxHFyDfwM+P9rmo9JUw46d79qQ7aQK84cnPZYNHGhzkwR7U5yCNE9fg50mi9AH2BI/+pzw2Y6Ghje0hWblo4KkFwv7BYdvY3DI/6sPH9lFzVNqTrhws3R7EFznFlzbwi1wEaJBHn8Tpe/LBJc5i5zIO9IZ6AB1CC21sU+iL7wkHWhyaKd6V7hwEI7eY2GfTPrSgAyADAVzqk0ceyiIn6fLHmixjT2JwoAsecDoOjdAf21TpxMbTXBT5gpfxT5/SHrnI0w6wLVSe8Ui7+PTYVkM57UgD5EnT18FlA0NMAFJO3PNLGwA69Hn4pr/Dkzj0ANqlr3t+waE8+rFY8NFqXiNi/ko9dPsAj8gDndCgDqD+dACY+XqbAKR72gFoAtAPz8gNDer7tmNcBcoJ0UsIYxrZaHHwjs+SpozAposDe8r7/g1Ay3yVprx0kT+pqbipTDUKlAdoYzxmTR9gUIr9hpseg1yRt89HBvTKWCAPDmWB4E/CxD7oibyE3KhAJtpTD5Bm7z0zzbywpQv+/Xbvfefa+XMjbcSZS5mbTWEiIznrP+EbmfA3cAB4RQ+gxwEopz7ycABqOQX4Nxtt46qjFhaWNc+29sYbN9r6Lc1BJ0u+0K9XAuQbStddT+jCE/lKjt6ukYF0Lyf5QMpTNulRceK7Rgdae9SGV0EOjpBhoW1uHLVnnnlNawntq3/9JIInWdmtoxIfQZb0VWyb8oSUAX0aIN+PheATen1Inw6BpMtXJZvzJ21r+1a7956L7ZFH7q8nc6ZKbw7UsC8+zAETB597O0ftsceebK+/fkV1C+oX5tG6eJEwpo9sHdsJqBAdgOhAKHkmNgN62aMjATzwXZaxBt7JTDt39pLKF/zR35deknzTy9qb8UtRGh+SnQ2b2JnG7da9vZ8IyPlfsi3lgXFaEZgJnn8oHyBte6BtfCEHR5AjzkVSYgI8Kh187cf32G+pX+SbTz/3smyzpHWEAxHR9biY8E06AToJAWOKNoG0ZxU/0VQ5XkEhwJsi3wBT+1x09/ZLXwM9D99Mld6moXLiAHJRl7mEfXQvM2sb7RcWZ/39F3ebQp6MYwqZll9ev77dXn313TZaPt9mtG8UF+/LQh9AN48B7C4ZvGeXPIfDOops4AOkI2vkTT30Il/qqQuftCUAZRfm50EOzR1Ye2lptf3kxy+3q5c3ffg3v8AhEW2gWz5R8cR27F9CF5uRpi7yAOTRidAD4ygADnQJyBe9oAceedJ9SH14BYfytIcuAZrkCciZtgC4gMe19Ov9Bn1HS+xT5v1jK+YztIUubfwZDNmGuqwx4U2cvgTC24f/g7zYhXhxgV/GnPSlZeRPdaQpA/A/yoJHX/I0Jt8kOj7alQ67/qWz0Zz8VddKCzzlxvogEWKHolO0Iye6xNYEdAcsx4BHCO/TQDm4GTvwij16/PALH6DaYH/JyE17DW5fAwqPEIBmZIxdQyd8KAPCJ3IFwEk+ddACH9rkCUkTBze8AGSmjjEwkaXmePZovikyzFnQDoALpCwyRy7iyN4DZeFPAPCdlIcGcQJAGTjhG7qhk3LSQOgkHYhvRu5+PIcO+NC3XMpTho2wFXv+XO94zzXwAKZBCmPiECKOoVNPOwjnkXPqKAdvYYFf4iFfhCmjHQKBU49il7A8acEmnDpwUIw4aWhbmX0WORxS8mhQpB6+MpFD8Z/IGJooDJCOYSgjjWzgUkfaRhPdxMjKqWjkijzk6QwVDaFwoIVeTNRczN28uWYnpB5E4po8tNEXLocrjDh1qw+HCHwPhqdfeMKIQyPaoTe//sWArLv2yFu6Eg7VxqgcLInGvL8NUHJFfx8+KSAXgTQXmFw4+Hs8mFG25aCHduhRj/5BgwMAORI2w+ZlcuNwQAJAj+D3/oXDhsBPk6gNMhDC0zbnYgy7KiADeb4XxETJz5bydBLr48HBTts/gIcGiSZYgjzQ7eDhNLS0wHNngDsJbAZYPLEtT7fwmCkC+9tEkoNDDX4tTgXVBv2UJibPUzr4JodF2J++5dU57IafkAfQhTL6k3aH6hsf5Kgt5WOdVYZu9J373/3EQOSpEzbaVY6PYy/sj41CBxqUwRubh3aCbY9ukgt/5TCKsvht2pAHf5tDrIEuTz5RRp3p+HBoGANqlzboygYpj+nic4xLvkvkj6nv7rRpycDURrv62LgmFumBLkCN1wnUZF0yAsTRHf6kc/hByPiinHbkQzvlhIxT0gBx8EIPwCbYFEDH4KSPoUk6Byq0TXldtJZvhx4ATcoB9E2+xwlQDi1i6PZ45BNTRgy9XieCL6QHOsgUGwV6m4MPLgA9cMOXOttCMRuqtRs32+V33xUOfegmNUcIhDLElYBf0sTkU5YAL/PzH6O1ygNJg9O3Q7b0EWIwV/Qh+K4Pj0G32IX62C/llcde2APKOYAQTfA017J/4LsX/GS3v2+kPPiMj9qc1WZjY4OnazL3i57qmNNrgUU+5BraeVNS+hIib/KkE6ijDOhxUp70GE//GKMec8OfKiRTXTggX4+fmIMOS6r2ftKXiympcXKyqwvog3b33WfbxYsrmgPXXTc3L/voD5kAzzuDfNiYuQIgnb6LTr0eaY/NEgLYiicssR3rcN3ht4qOOQTa0bLw6mtXtD7Ahx+K0PgcbG1beD4tOf2aF/Ou7CDNHWMT0j1M7BJZhwphjn3JUlBiaewv3BQ5c/a8ZGVdmm0//snL7ckfPSv+POEkmegD40Ob/4sXAL/EScc2xC5Xmn4l39upB/Smryf9XOPD9jAF2pfUZJ1SPTFrpi+KfGFUsjE+YHV4uNeWlufbRz/+4XbXPfyS0q7WyC235fUNnlSufR17v6X21jtXNHdcU91IuBpjGg34CPicJYRnIDorZdtknKYcWZhnk0Z/YvRSN7kNbdGN8UXAYvCgitcj9nbrNeELFy+owWx77tk32vUb25KLwy3JR39DXyH2TVz0kRO+E3kn9QOCIHXVYwWkHFTnp6f0R4y9vb9UnV8/ULrsVHJE/pAKH9ORLx/K5pSNfUSh/Fnt2Gc4bm1xiVcd+Sn89fbs86+2mYUVGVl6o7PnNfYMte5Ar9en58khp9sg1ZCXa5uPFwn4w95lzNVc+LJf5IC6DhLxT+xGgGZi+BBPgLIhKaAuemZN8xihz0sC3xh1v6vhkXz2YG+7ra7yi2XDHkr1Wk20vxy19Y2D9uwLL0vIxTYzv6w5vnS1DJ08ldc/6ef0wNffYXR2IndigPaWb0hn7gCiP3qkjLbgs8dmnBPjb/g0dUg+P7/Y3n77cnvl5bfVlqeIuG7ox0NsZJIuM03xMS+lvVcecIHCL92CZ3630aO+fB1jIDJ4zNGErC/BqbjwiGvclF/RLpC+pyxp7ETwWBZvIG1jXcj70IwDF/pU7ebnZ9vqyqiuq6Zka5XP8mqZguc14c9qHyczyh8OfNMezzEd+TTzWOlZusdu8PThpuysCqeFglbmDR/0A5d9IlC6lD6092uD4jY7w0EkbUVDa+651cV2ZkVz5pTkkS6z6k+uS1jD8Wivw6LBGCLU9RJymI1lRBYK0A++AdoF0AegDBzaJSC351Yt/swprNe2NbIPNGhDWa0r9IWuBXWNSj/Al7FFXfDcxypnTj1NhzQ4SROQI23JI4NpCMhTB6S+9K44tIgJaYdMAHKRBj+Av3B9gs7oQNxfe0WexAHqAGjmHALw/+q7mvwK4Ec9MTJBK/1Guemqrp9XKCNN1viCyENj/DRlk/IJbmROGpzx3nmQg8NTP2k9BPoosmxtc2j+6thevd0sM8QhQgYIEwCjBEjDGCOX8rX5qhPvurMNYejlAAFa6Tx/nEx0yTMYoJeLGwK4aR8BgQwODjv6ctJWAKcULapQLnTi9NRBE155RSN4hNTRJrK6AwfnAaBDADd5gDYE8JgotrY3rTtPVXABwRMlfKzahwoH2vhqQeZwQEppYTvWBoYPWdfhjYi22WnsyxMJkkuTEt9w4kO/fFMnsoYfQUkfrNTBiS7cuYCXbuk38Ak8WcRCyutZTH/EoYUu4zbo6XLpBoHBkepQq8p4VA87gR+bgEM79OaQhTpiT3DCYTJikiX2hlfp+oA0kx8B/PoGUQ688C1J6Yl9b29Httw0f2TBbuAY1N5tkUVlHA5xkMFiTjmBw5gp6cIhBt9Qqu8oceBSdbXx4qPV2kBhK5Hl0Mtyqw36lc+Xzehj2gK2H/oq5ECG9zm9eRYlflmh+qV+dhBbw98ylZHd39AJL8A2tB3qsCZ9lHQC9Wz0eLrI8VDP4RZPNuGDfJwM3mnPB7qRteLhg+pDG3AI2AqZANqw+IUfh248GYidj/Z3mUTavnjRngkNPOxUc0SNmYwtaAvJ9QSg5pXhLg6+hE1FgzYE8NIHqUcm0ow7YvgUz1pAAPDhRz34kSF48GDspz3t+jyBNHgAddAJ/54eafAB2iAX5ZmHkiYmDz4xtJExfAnBB4d8aCZQTv/RDjxCAB6xjW0toJ58eAPQIMC/1/OtN99sN6/f0Oa++o+NAdSLR82DQGQkQCfp8CEEz8B6hLmGcgDcBGQILfK0Cw9RLBm6AAQndp/wDUb1Gb6fOgJliIVPs9klFlONH/mA6hm/POWnija/uOiLOfC52MnGkIVWri5OJT+2C2fkpa7uPoue5nXaAvCPzknH/qk/HdCR+sSU0Sb2cUxb/TG/WlhB+sXyCj82Bh8pWTuZY5nbmYdZ23l9lV80u3Bx1O5+3/k2N89BzZ422pCtsQs9bIiv+d11c7v9kBWIrASAmHqA9pEnbTic4Beu6gkr2X5BtmcNkt/4sOV4Shd1J+2GLnpffPENabvggxpwOYXA7zE8+jG/opsvmtFPgb5zWi3Z6AORDSjZqrwuVmqPIyTTpMaxAndWZVm/arYgOff3jtut9b32zFOvan7kV3RGdSBlvsWP2ONJcfoT6GWIHyRWpQ8QyMd2AGlC5Km64lNtJzQDaABHfNfVBKF646h1j7xSYsm454nWrba8PNUe+cC9sr/W4f0t0cbLhMpGe1a8dNHAN592do7bD3/4VLt8+abWUX4RUHOv+oS+oXtsu4E/Ot0GQuAvugTQIz48sRGY2IJelPBq6ydY5B8EczB+jVfGN3MxN4yuXLnRHn/saY3HpTYanVVbDsfRH52VFG/8EFsWz+Ln/yszhtN9Nu6bDg1NvCGnnwa5XA9ttYGGD1rRWWnPKYU5jsMnfVxydUwEtpn65VjluYnIWJxfWGo3b223p557sa1t7Pgn1P1DGew9hM++I4dU7wVjXgqMc/uVssG2fENgznOBaJFm/vN8adHwR+nT8UkamqQJ5bepK96UBSc2jv6mQDvh8ho8Yx0S83NTbXFB+wLpBkxPceNQvnAw1969fEtzx1vSeV620IUyB4uMZXgpRGdC+iX5yJJ8STCRK/JTF3kLr8rIU96vy6k3Jfs0bYsWvl80p9trr7ypfS/7KukJuwGn5jf0ntCqMVOyeF4d9uHQBk77Udm7AJqpT3loUZb5peQqoDyHgJG5ypgb6glr8gTAsihNHNsB0EgcXMBp4XLdMquFyDqrnDHNK4UEvhUaXVHTb6GILz/+gBoEPujOfFA/7V7ylSwlU2Rx/wifw04f3Ehn8NEd2ukjytOnOSgai+366Db4jRTg9bKF+al2x4UzbXWkdXRK8giDNy983SPd6tdDIVChroHpP+iXHaEHpK8A7Ay47QDUJc+c4DV7wKt+wlblR+SrrOiFNlk+kF6/fFY6cj2TfgVIE+CUuS28QzNx2iQGgtuH4PZ8KE8+bYBD9l/KZx+degL4gKjKvoy9uuYirqcMiw5xrz9AOWXYgjh5AN8oX52Mj4xtoJdDteOQp92QOdDrSDzmobj41qCvPdvgox2kPO2iT2hKWLN3veq8JqGL7LCxseE3CLheDF3itDXFXnEgBklAAUIugtMhlJGGYJyPetLQfC+I40GXdISKDAnU1Wa+lOWAJ2kCafiARzp56gDKoZNJNE9CZDCQjryE0CQmD6QsMoEf4+FwqaOMCxEGM2U8scFrUDgPhzzc+WYTxgGHn8I4KDtysW1HQXbRFil3CHrw3RJo+5U15QH4ECJHXwYdAhtl+ikXs9ZVA4EnbTioYtOLT1MHXmggD07P4UjJqotr5cGDLrjEOWwAyMdGAJOobad8HeZst8M9Dm32RFftpDeHPTsqRxY+0M0uohZHySG+fuVObaEDfQAe+EL1IRfUbFim2ubmhmqR76BtbW0qRkbpLtvz7aJjDqLY/Ip+5I8+6EAZA4OYgzx0w26kqY9u4INDHQFfpA586gg5Ge5pE9CDU1unFRMAcMILHPgQh0fyqUs+8tCePDFlHPKkXeqTD27y9RRTlYFLObqQ94HmIDvlBHASuPgyHW2uOJA72JWfo5f6kzx+XxdoNSFhk8idMZTJirLIQCAfmxMjY3ydAIBHm9ClHPzMFdBNGlwWb/AoJwC0JTCuop/lGoA8EBuljjQAnRwCRa7IDC540AgdgDIC+OCBH3nJ9zzJJw2Al7kOoDybEuqCB5BHhsTUkSbQnjhyw9Nz5tAOH/AHq1UeW5H2hY7wQyvyAdErPE7XByiL/sFLnkA6OKEROqdjoC8jhF5opx/o37Nnz1qP0N3VXMSvWfEz6JK+8YtiPO3Hk5yQxX9J057AYT30aEu+n4+hSRwZiAPkE6eux4uNiaELxBYJoRFIPn6TPHGfDk1w+jh45GtzUzKxaeKD1Qvz3C0/aD//C59pl+5cbgfHm7JVzRs1dRUdfCX8sUdoxvdib3DDF93AjS8zTomjiySH/NgutKm4cObZAxxPtddfe6fdvLGhtXFZa4XosonWZq1+Da5kQo4eImvxKWCjlKAK+/mJqgneVA1BpX7SBjihTHbjlQ++eXPXvXe1+UU+Aj/bnnzypfb8c2/Lhucky+R7ZqFvbQY+6M2NheQDsRVxAJnJlw4uUbrmM2LKox9lxIQAdZT3dRVQT/3F+ovedDD82ZccbAt/t33qZx5tDzx4p2zCU2I1z3BRzT7h6IinaeWvInT18lr74Q+eFS0+IrugMvYdoskfjAQlL8adwO3ylPyA8ZBJQRI5rl/6nDz9CX6vN/YO1JyFDbV3mB/Jpxfbiy+8qQ2x1q9D4R7LFrrgNoogtG6XMXEB5eEXfEL6hvg2H3IQjnym1yt+AYRfaBKCmzwATspzIEDd2C9kbNI8/Uj57p7GrPrp2s319sblq42dHv3hG36khRs5aB/o+ZEGB9weLzwBSag/ekh0NX9wIUyaQ8S6yUDbCY3wJKSsrwtt3yhVOmVALydp54gV7BPKsqe+4xKH22qvttw8lMXaofr7iuaMHz3xnOYuDsYW1KZ0OjypuaqXq5czIfYPRJ6UR84A5bQL9PihmTZ9TH3yh5pHsy/lWiD0ggPNpEOz6NbNsfDqIXL00LelDfoHj7ivSz7800fEyNu3oTyBtkDfp718lKVNADrQNA77TOgryevPPOF65syy9uOa66eRpeYIX3dpjWGPFHqxAIede7oOgS5Q8WR+BMAnUIcdIw+0oM3aAi7rFzxIoxOhh9v1UBB5vw2iNeqRhx9oI359b1p73Mb3ijg8mvOr7lx39faz7oLkgZSXFgU9bg+UEWJ3aBOQu/Sn7aT/gxN7UBZ5oEGcPXZo4Z99v3IYHXnov5QTE6BNXWwZOoTkqU8AKAN6WqHT153GBygDN22RKfWJwUk9aUL2MwTwoBGgLLqRRv/TPBP3dIMf2QHKfAgpgMZEvrJt1d/Oh4B85MFL34Q2NAD6gjLwoREdoMtDBPjw9evX282bN10X/sEdf5OIghABYAgCeUIEAOIgEYb2tE0b0gAx+aRT3kOUBC804dfHhBgKAN+xJ4TikfbU9e2hn009CxZl2dQGHxrJ93KCG/lT38uZcgCbsBlkEV4aLdXhzmAXAjx5/JmFtN5B5QKYi805TQqqV5rJIYDcQM8nsmAL8sgXR+CiHj69fOTdt5LJfaQ/L9xyxlnxmuPUnTqVE6BLm95+HLRQBz4n+bThqSTyhBzEwMN3YoQzdjDJ5VfVFEg7IJMCd37q49vyP+XZwfij0qLDQsCTRvKkOrBSgC6PlPINJzmtP2o9J7p8sNpp1SHLtOhAow5f6rCGJ5z6gw90zEFQZI0tg0MdacpJB7e3D+n4JYcjKaddj+f2+J7SLPg8cZNDmdgZHGJ4UEYcvpT3tKgjlJxDG9Wn74OfNpR78zrUBUIfoA4IXfBIhw544PBaGrF/6YCDx92dtrF2U/3Fk3L7bWGWhU79io8LsAN0gNP8IstpX6cNYLkHHNLQAZc0AQgudMGFBmXU52KUsrSfzAVVBi4h8hDDIzGBduDAo+fb4wLEhMgMDpByIPzACX0CdAmRgdC3j92op5w+oh0QnagDLzIRIm9PL3qEFu2JOTB966232mg08mYqPNXYUe7w0Q4gJvS0gfAmnM7Dt9IlB0Db6BI6kY+YMkLaBycx5UD0xveiW/ocXsV3IgP1SYvaEKdPix6BuSLyRA7o5cnUQOQBDwjuOAyvznKnsF5BneifOPqlDenUB1IXCF7SvX5AaIT2GE5Urtm95D3SGqTxfnir3XffuXbvvefb7ByyYjfJKVz6H1tCJxtw7BB9gfCPDMljx74fElMHlFydXop8aCFg8+R6ycATOy+/9KafVuGVLlEQLdq5tdsLbRy04Di4fAiBPj3u22MaSqZTgXKeiuGAhNfIWOv5dZ1Ll+6Ubrrg3F9sTz35WpufO6cL1OXCRbXO3uEHn9xthW8vB5A8/0tz4WFPxgfpSSBvnE5P6+rSgU/HIzpi84m+sqBi32F3K/WL5na+TXXu3HJ7/yMPqK8ZR3zkt9ZO/ZNv1NjgiaGDvan27LOvtJ1t5p4l1dfrnMV7ok/6vNeZODJZnqHedYNsgeId3Ssf3HEbta8gfl5zOYxcaNvym2efeVltNGbVh0cnWut5nZ2NxdAO+eyPYxolS+SNfEBkSB4oHSrtCHz9ndYhY6iXn3Rohp/htvKMnaoPTi8f67x61n3Dk3mXr95o77x7XelFtnpjPtZzgNDp6QXC2wAPodwWhqqSgVj8YTRA5Aqd03F49vJAi74IUBeZwB/LCW2nqpwnMThAu3DhnObmueFpIuGpD/a0Bbl8faOtb+y12YUzbXp2BGG83f3T0+1lpCx5ZIockfG0bIG0JVBPnD5PfXCSTxz87MP6tuSTThuAMgBcyoMT+q4f6FCWciC0Qq9PA6FJgD+hxyEOvaRP4wDBiazBHcdDWV+OjbM/AXjS1OvQDHgH7cyZkXB5Q0H0QYH2OC15GYFK+yaurrGg6xtszJNKE2IrAnID4Y3EwQukTXBrHix5gaQpTxky+cBJ8w4fV+eXze6+62I73tdF+qz6VPOUqNgGWfdoC5/eXn0aOC1bP26Qr6+jDXlwCIcaLwHqTofo5wMk1r9hbWTPwOuO0AKHgFzkIx9x6LxXOm3Co6eVNAAu+b4seUL0DR5AHB4AMbwoT5w+o4OpB58QAC+ygocPgkcMhEegx0+/9ziJzVMAbqDHIfgBjaE++MBpWkBvk7FOAvoWGj0/46opJaGB/WjHNeu1a9dcFnvQlljzYw0G4r7Shx4qp4w86TxBwTdnQpi6CIJgBNrEYNSBCySd8jgphocWQF2PQ8hpLTIBxOQ5VEGu8CKGFiE0KIMGMvX6kQYShy/5tAVoD6Rt2vOEEDF5+HEh4Rb6b3V1ZXzAwC+ZcWCEDrkjjdzE1kMNqINdtS+HjA7QqFeTSj54AsTRDd7E2BN7cABBnrSdRW196KKYi3xeBYMui1D6wIcqPHWjBZ7DFg6CiKlHF2iBD1DW24LAQRAfyYauZkJ/4wLdeDLI35ZSmvei05YYnuiUbwzloMkHRaID38hXdphMbrQzLdURkIHXupCxuqzsxgUO7y3TDn7jfpHtwaUce1GOX/fy5Q4OMXi0ozx2o5yYACADAG5o8/oKFxTQ5JUwJcb9Bg6xbT/gpH3qqSMPD2SkPPlehtiHdOiGBnXKmDZp+IcfgXbk0448aULSxATAeOpj7bRF8KjduH61bW6sy/48TVQfEoedZWLxU1/Bh9hziP7gg49HduoiE2WRCUg5+JE5+V53aER+AnKCQxk4jLPep4ipT3/QHuhtQDtkJqY+coZuLz8yAaSpJ5A+TR882lAGxL7IZtuqPAEghhZtAHDRhXJoQT+6hnZkAaiHN+2oI08afIA0+Gtra+3tt/nugXRUWU+fIEmMT1nf/jREbtpEltAhBsAhTxw+iaGLXft6Qm8zxkVPi5A20ZMYXSjPXVi3ZzjwmsGJxuSebH/AGkK/4mscuNPvNS6508JTehyg9fyZo+gDxh88Ij/8geCRJ1A/wZn4OkAZ+T70+OR7Oj2P8EHXAPipI6B/5o7gF46Trb7LoMzxtux02C5dWml3XDonvWoc1OFQPfUDLSBxZAKgnXz4YJvIAK3oZR8TvQTmY5qkHcDFcPTG9ajauLWj+WZdbeCBf6GT0vqzGEKFPjQD0Ew+9MGJrJGHuoQemMOQnSd//FSQgO8m8drC0tIZybTfXnxec+CWKk7Q68SvGUeE8IAudIixR2QgpA5IXggKItmHU7KpwGUpd9qp6mPbTgCvQPhIqjqIEQ43amQlpfneGXuuw/bRj72/3XnnORE9bPML5SOmM8Vawdo91+Zml9u7b6+173738bayel5tl1n+fQjDtzXYz0R/8xzSyUfXzLXIlvFEQD5cUz3lNDdDXH5KZ9pF15QDvPJ07ty59tYb72oTvKE92LIQah8EHwB6SdMWOYr/RL6eZwJ1lCcG1GosK3ITKIVmH3oaAfLhE77gBii7jdcQA7BR63GapXlta6u9+dZlDVa10XA1vv6FT3gl7foBwjv1kYO4x4NgacwYhTj2YK1hvWN9oG3RC5AO3eSh2/MDPW3oW8oOhzFzG3R5XvuUhO2uOy8JV/sm4TNH8OrnydRSe+vt9ba2rrVztDI+PIAHY5o4IXJEZ/gTjKs49fhMyoPby0dfgRPfAoIH0A58AnumlPV9HJy+HRCeBOxCPm2RCaA8PuMykQQ/PEOTOG0JSRP3AA10CV5wQjP4lAPJn6YDjbQLPdK8+kI6tAjk0aNkHWyisbW3t6txvdLOnlnyzcm5OdHQH4fvc/NzdaNLtKEFDfYUrIE5KAqAU7QncqInbyeYLwNJEDoJ0ZkAsH5FFyDyTmizZ8QX8YVDPwH14P33qHy/zatoHt0ZwZKBA/Ye4AHt9DM008fRMXySB48YeZLvA3gEIG0BtKU+ZbQFJnrUXJ2nGUMDCB9kq3mvymgbmsSxEZCy8AH6MngFyJv2gAtv+rXXI/zAC40+AL1NUhZIOZA4OMSl+8S/4UWedPJpR3lCTxdgb0MZ+IG8MqYK41a7SZ9GT8qBXi56LjpDE7uQNk+NF+ookxVcH97QIl5dXfX+n/0sdeEP+JCIQAFEXJhKxREsF9USyYOQNmwcyZPOhMTC0G/IaY+ApSiTVRkRPGjSlnrS6fAIiPBsxNmkc0cIE4tqPT6lNOX+foTa8ytP9aRQLoQwQg2kGAP6xLzuxVM88IkM4JAnxuR+emXQizh6kCaMNyzCpQ45LS/vvartytKyFym+B/PO22+1rc0NX3wwCTBZ+MNqassvgfkL99x5k1Y8LTMjoop8mIQefeeDhS8RfCgCTf35Z/1Ej81PHQZpklPaH4Ye7E+cfuKVI3hgB3Bpy4EWF4fIxl1SCjlowY68x04f7GpyZg7zJDqUMSPEbvDDKfN9otD1T/GDKz381A0yaTOB/OiGbAn2s2GThb70xd520YMubdEdngnoFf+lX8CFLvzdh7Itj3NWv1PPwiJ/kyG540TsfuG9W+nHRzm5W8r3kKDDRaL7HfnFG5r4MgF58UU2G7yCQOdgY7wVWWnnvlMZ/ovh8VvkHZcPNsjFHPSjF2WkAXCsF50nQIfgUwceeYC4LqLIld9SnzFY6brwIZ9AOTqRDj8H/Vku9Ye/CUU98sk2vN53oAlmc/OWL675thT6Y3fH+JLK6sKhDkagxbhBLvhgD2J8lXRkwT7gRp6JHpODit7GBMozJqmjDJ6UZ8xHr9g/aerSnjS8A/ZNAbwB8DO2QgMc+KbfaA89b1JELzpSBz4QfgTSkQkccElTTpoQmagPPXBol7qUESLDnD8uwxzSzbNqz3h57plnPTZ5AjJ+QwwPArIHwof4NEAXoC54x4ei4SC7qd5+YQaJRd/lsi3ywxebMp8MAK3QTh9Shp7E5KlnXkE/1VruHfll6okTqCOmfXzac7pYcOi9oLmcuXRxfuG2PsFWyMycsCA5SPMUJHW9X0QewLaT3QnYlLXT2uof305gg4wchNMALehiR+gRTG+oi16p62lQRz7yc7jFekFztxNfCS+bMS732qU7z7SPfPT9wsdvudlgKg60Z37EJnmKiproiD1JIyc8C798lv4iBA8b1NMmCpovWUsgxtyrnleiXjEGoMfmH1fY3Nxu25t8c24kFK152kdMzZY+PiziV8agzeqqvCzktF/nFpLlGmIgdsS+p20Z4AKutyF7jTmN04XFZdUttlu3DtrTT7/kw6L9g+oDmkOLUPkaa9BJOjyIwYM+MfaxfNQPwa/NENCTsYPYCr5DjoZqV7gQLL8A4uORIbxcx3qM7eX77DP4vuH0FGvIRjt/cal9/OMf1MWM5sBpDkk3VSc69LHsC82DPV2sbR21n/zkuba+ti3amrMZc5ahcL03QCwF+toiql84ROCXcrIWRV7i8g/5qWSiLkBddIltK1Q5fQhL+t18xAMZNrd22mOP/UjzMnMKczVtWF8GPAVsANgPBt9Atuwh4UkaO8ELvuBWOUwnEPnoJ7tgmXvcLjoAaZt8YiD6AcWH/nPW0LcxmuPBZoqvXL6iftutwxP1AzdxeDXTH+cfZLffCE7rEDkJ0K2+rzUo8ls2eEnPOkCsgJ3YY9VNOnfImGYfAMsAD4HH5kC7xucEl3LK0g65acXopow98+H+juITXfDwJP+S9zXMd/t7M+3ZZ19vzz3/ZtvZn2o7e1qP1M5zDnqY0gSKp+YM2QnR4Z3AdUtkiQ1Is69EtPgLDQ81b7HPrrIaewBtxvZWka8lVBdbUEf/gEce6PsndCgjHbsEFxmNQfcgBz6tsU1Z2gLgpx1xfIJAngCEd+iDl0BdyoG0AUIrQDrtwtP1+GQJ6zqg6gtn0u/CF65K5dPYnB/b0B5a89PBofYtEoM9Pnuo9A90kJH9Ob5Le2jZdvrzoT+sLWvtK8xvaOcn89SmdFVa/hS9aVN9X7zMhy+hD1C6SDPJBW3mG3yB60+ezLx44Ux7/4P3t5NDXY9KBjTkgJVJgyeLPIN4/BQtyy9CsUnKmeMyjol4lR4Ax/VDmwDp0gGZSzbA+irYlyUzc101q/a9vjUXlV2IA6TTt8R9HbiJe3oAfCMj5UlDo/hVfb9GEnr+4DLmqCcNbiDtwS3dJ/z4XIaMKBsqM8ShCz0gsbpmXEd7/KXyVYnPBihPgB96xDawJh8ZgOhBWXQhBuyD6EuQjJZDaQurwMMIfJ/RXq0ixjzUwKmnlmv+wp/Z88GLPRzjgesVvkt05QrrxY7ttsj+TjiDb5VAJUgpQhmKATEGdehAmgU1AzgGYmLy5KRMLnSrTTkNCy74ZajJoCIOT9JAjDo2FBtoCc6TGGBQ5w2E/tjoeKOEsQTQYGARR27owSNlCZSHb+rodBZEwEZV+6SDG2DCwMjg0I4DDD6qzOtS3lCITl0YcuebjwPvq1EZHnkWNJnBCck5pEAF83FZ8eEwhjICvMGjHhqkvFg6SFY2NdKJQyp0Q5b+aZfYwTZVmxy2iJoDkxeLGjEyE7C9D+gUuEAgANg7mwHo5RBFBb6I8qGXZORXsLa3t2yTnV0OergQ0+Zyt+70bG1u+kAKG1ou6VmTuWyEzpKRDyQjL4cPADGOTXti2iVGx9zdRxYAeayLZMZ+HGDwa3ykOWQh8NrfaLTYFkf8ahSLEN98qQGFTO5f0eVVMQ7+2HzVIUDZGt6ykgalbKo0fcU46SdwIL5LJ9Ku8Ep+guUWRJfUFa/y6/hgpemniT8TwIs9sTf+QD4fqqavwo80dWlL2TgtntjOYaAFH/oFmuDSFzyBtb15a3jlTPKyMZJf5CNxyGmZKFOM7izkQPTqF0AA/pRhj/i/eQ/+SxxbUE6cMeJDKsWhAy48Ug9AAxmiL+WhYRkFyEYeCP/kAfLhnTriLE7EKYuOiSkDgg8N5ACfODJET+SkjABO8Hq5oQV+6KMjEJ5OGx99OKDVPK06DkEO1IfvvP22+7LmP/TRhoBNywDhFYAneeifrovOBNKSWHMCF6GyGWiaA4iTZy7z4Q58ndb/4HU0AWiFT3gnIE/KC0W0ZA/6kTFJjNXBwx4EbmgQlkajNtLF1PJoyfMyh/0slJRxwMD499qgtpkHuPOyINtZF/2dtkH6cwJwB49RkZjmjInyB9rHrgT0JQCUJ5yG+AKQtmkPhI5fgVaevnCdePP629HBtjYZB+39H7i/3Xn3uTYzp7GrurooZm6pNQ0+QK0/JRN9FZngiZ3AwxczZ3v+ULAM+KLw8LP60KgoKXidwTLD/Eifxj70HRuh9ZubbVcXefy0t2tVBm82xngOT/cQi7xkqDXSm2EVsGGyXaCp9FgXlSFXbJjyAOsV5QB14PIrkex3+BbRyy++21584Q2taVy0rHiD1gP45jvw6QOALKTDn7T5kaa9sSpGCktCW7cXrtqz9qNr1htonobMAbaXaNu+5kcpMfyZj3fbxYur7ez5lcZ9wIOD3caPZ9S8Cw0+Ks4vCs23tfVNP0W0sHBGdUttn4NgsfZTXlYBacvXuStvV9cf/e49JKMdAYQQH/I6IXli65QH+nxsB9WiPKSHIYUvclhysH/YlpdWh7bBBwf+FSov2w39gN+X/AmlT0IPsWVv92BQDl/qEnoaPS34Z84HomvpOOF/Gurid2IP62FeJUfdnFE59AZaBROZ6d/QDg33gf483pXPmjIBfLT8VI0digb9B26lgfeSO3zQOdDjFcnbdSbNoSneI4UsP1biZ8Z5DWk0qhu1SDU7u6ALoP322uuXNWaP22h5VbbQ2ic98A1eH/3bMLGf96ADb8rMcqijb6p/JvJRl+sP/Kd4FH7GNzHtjKO6sp2bG8AtOvTpJAaIk2Y8Y7fkwdM/xyp0gKxKq2yAHh9eqUs5skXW03VA/JNAOXHo9PQA8kDwadvrF9zskcNbHJ3nf3CM7yLJJb/ikGhhYVr7ddlgVhXqe37dmSeIMs/19Fn34ruRkbHAQWGkZS7yhbczxZ++9MGNoPq6AD3I93qQBqXHKxwlJDxzn0H5mVldpC/OtIcfvt9tdJEj7rILlcKrOQg7sebkeqLWz6RjR0tq/qVz1p/I9F5Q5dKcf+IXPPeD1lLWej5o7T28itCD4PlAOGWXybqPLOlrylhvkXFilwku+fDLWCAf2skDtAdO+znp4KaMkDyypL8po458+VbVFw1os28QLaWl2bgu9EiHP/noSR4wb9uw9h2B6ANEBtoSg5t6AmVwDx51Nc6gX/qzjxFC7WOEzf/0NXsR1sz4MvXUcZgEPvsmwDeD0ENl0YeHS3KGwTeJ+IA1ezbLLcb4w8xv//Y/+V/7zgEiOIDAECwoZagrpUp4IPhFpzq8lCw8jBIDF07lwzPlhLQb8xZpOpiLuvCvBaiMT6DcGyXV9eWhF4dJHn6mPZSFLhdjSQOhQRnpANXBoxQtr1292q68807bXNcF86EuoHe2B5nqcIefnOc7OnPzNbnP2jFrAWFjXE9fFG2gOo/BWk8/cPLnTb7qLYsSHEqwceNOAYA81lUCQTdyEyhPGXF0M/+BqfttoB08ykhH37RJe+qZmOuEctBFtGrDyoRRMQu35vKilQ08/FwnB/eukoaF44u6Tq7wIoR35AKiG7bl8AO89Cf4xLShnjQyY1fqUkZ9QvSinIGD/QihSYg8vSzQqsmWfir5gdiSuPK3yw2EXvqKQDq8yMMLSBufMqsuOJHdNGRnymk3vkgaAvXGc13RTjkxAC3zxCc6QC8WAqupfudDrQuj5ba0vNwWFab4BQn7t+o4PFYbfBebhA+0EyJT7I0NwSP0fW1ZlEZugDLq0w5gnJyup01iAvSDQ5726E0aAJcQmqRTH18hhB6BeuoA6pA1ZdT3soQuvkQZQEyb0E850NMNv+iMHuCSDt3wSRw+9AUXz7ShPXWMP14z+8Y3viF5OVCNreWLtj/8yjcB6hMA6BIA0+vsQ+j7BhinNRkIQy6hoObojoOkXc8nvFLOXIHcckKXw/1EKD0eMvG6KYdhFy9e9GsnHPBsbm55MeTuCQsjgbsoN27caJcvX7Yt3nzzzfbaa685fvnll9uLL77Ynn766fbss8+2xx//YXvjjTeMC3/0jW2AyJA4ENnRk3SVVX9LQ+etW3RUHDyg9JmMgR6n9w8CNgd6uQwil7beAOATPEXUttrFO+bbZz7zaLt0iV/m2ta8wCtVk7meGwTVR+mrWpcjV3gmTQwe6eCYr9KSwmnTQY5B/pT56SqhqYnquHEzp7lsoX39r3/YNm5x8IePaV0XLjpiJfZEkSsymJYIRecE2ox5dbIBJV/J0kNoIytjgzYXLlxozzz9guQ5bnxI+/CAvtF4UFN/v0htwhOgDdDzThqIHOm3Xi5AlMpXrHCVAcHpZSeEXw+h6bVp8L/ZGcbLftvZvdHuvfds+8Uvfra9/+F7297BpjaffJML+grmM605dqntH7T2za8/3l595YrW0XPyBfURg5CvGGpN4GLDe4FBhMgI/9g8erO+UGabyH6sLT6QGhpHn+jUx0lnrU3f6p/pUQfUod7t4/Q2GWggoIwWjoe2gbRJHIjdEwNFpdrAg7jvH+va5YHkoV31VQ4EB6De84bKUv6309gYGyBvpSMybaMHdUDaEyLv7XiTEN1ldTWkvcrwD3tn4fe6hUaAPAGcpFOeuaPnRRx7GZd5Xz6Gf8GPb1VywHn+wkL7yKP3a4/NmihfOJ5tr7x6rf3kmTfa4clINORTU5oXRMP7l0HG26Fk720fvnnKLLr0OiY2nspP9+97tfF3VRkj+sN88AQLuwPRPXNZ6PQ2IZ18+tKHhp0MxNBM/rR8ADQS9zwC4E7GVoX3ohNI29RBL/4EUG8e+ks5AfxJm8mcyyuxXGPw63WHhxuepx5+6KL2ndyYmGqj+bqhgy1pHxlD07ywscdCyRCwDMNhEFIfHrBvOPD+J3to2oIHkEcm+gUekT9jjbLwBPJgBHgei1Lr5Hi6HehS7bXX3tIFveyooOXDPPAJdkfln2WL3kakAfgA5oUPASrjr8fr+6iXq5rTsnScnsEny1dY2wGv+xIY3/SBlf44WIFmeEAz9sZHvH4rTX14AZEjclOXNHHyxOD2clDOPjb1ADgAZYToiwykwevTiXsbJA5dYp64BIcAj8g99n/hY48cprlANvT4HWQhBPAT2oY+UO2LT+gCxOBFroBlFgo6IE94RCfQCfhXyTvxkeApGvMsX1Wd5BgtLbWd7Z324AMPtfPnL5iOxwP0vvbnf3zyXzSEAmVRsO6802G3b0IRhosLFmGEAGgHQKPgdqOFV4yRSZCYC/IcCBHyHqnTYxpDZ5r/4PzikTzOFBlTH8DpytDFlzZAjE89hwcByqgDD56EOuUdK+uLjzd14fC6LiiuXb7STg72JaLwNcHMy4m4y+E71dLLh0QaePNMJkVBMoqmBqBlpR189MdX/JFxZWXFAV71OCCb+3ICnoQpXUVNNgJiBx8uzdarfEDsyi429uROOrbg1Yl9+lG41HlBHHCwgWVSoK4fuNRRBo+Uw5syB3va4PhyC+rAA5+2APZNv7jv/KqXNqc4vHQhjS6ZJGhbfTx5dQi6kQXoZQagbQBXacrDMwdStEkZNoSWn0QQL9LIAU58BtK0A5960sjBR76rO6of4juc/KbPcwcYer3c4IY3QEw9kBhalDP28pRe2iRtOQ9LH9tmGDPoAoDrQFpCoScglDGdAJNmDtQIKDE/WnBbfnp3YfV8mx0tt4c//GhbPHO+jc6ed7nNAHGBf158sNOeZMAX4RF7A8hNOjrAC/zEQPIAOABt0Kvvh9AE4AHER9MeAC+8ANK0j/7hS33w4IU9yNM+/UcdgTRl8Esb6KU8+b4/AfJpV/5dYzEyArRFh8xRvQwA+NCLHH17WcV5AI6mob79zre/3X7nd36nXTh/3mMuNrLsxi2/gQ7lp+WG5hh/qI++qY+Mk/ryPdNQPem8BhcAj3anITjUkU6I3rGVv7Wocux45swZl/t1Wq5wxREfpAzfR2d0ZG4l7Tmh48E4o4ANOJtRbMfcSn3mD2gFv7cNEHugE23hwa8BGYiGNtQDwQ+dHk6XJx/79vU9HgdrrhO/6TnuoEmXqR3NE1faJz5xX/vVX/3ZtrS0Lxsda8PK6xuiSZ96Da6+iHyxM7alDD6xO3XksSdpgvVVmWkcTcbwicRDptAtHvSn5i7ZnG+KTLU5bWIW2u/+b3/cbl5f1Pyx3PBmNtVuKwPi2+EDwGtih7JBHWxjJ3Sa+FXshkTRBUh76kgDHgda01l3V1fPtI2NW2oz3KU8GfZACsijArc5DdAEv6cd/SkjhF9wy163+8TpNJC2p2kAyQO+iSOS3kcc77aZ+e22t3utfe5zH22/+l//fDt7XnbevSVM1lzmoVr3+GC4v0X0zkb717/3h+3119fa0uhO1S26F9CC2CPa/4o3gBy9j4zlU6BvSkfNaeLli7mhX7ANuO81tqqesonuABcpsfFpCA7QtwmwB6JtXx45il7RjN+cbg/gk8gbfYFeltDqy6CT4PWFMTPwipzBJ47PaDtnOI1Duo+jA3H1pfKD6Gl3moZqFKqcsUUd7apeuhuna28PKIh8wGm60R9IjEyZY+BREA4TYB7jwpW5ek5N+dTL2vU322c/84H281/4UFtcYP891a7f2Gnfe+yl9viTr7fVM/do7KodTw+J38EwB0SOiQy5OK29JmEs97BvBsjTNvYY6z/gB4LHXi34wWNuTXqMpzjtIxtAGXNt5rfwjJ1Ml8lU/zKW6jCsaIRv2o3bDHx7CM/wDx/6J/N9yt6rbegSJx05gYwJyrwWdXTATVsuGJKfUZqfkNcMr3FxvX3h5z7cHv3wxbY42mvLSwtaxzRmumvQfh0gGEzydv83G/bQmq+91rH/2T9sh3vsBxQrXe1Fhz+lIyu/Qo09ig5zeAVw/LTrYCfTHvPlEEr7vBPtAU4W2/cff7a99NrVtrU33bYONV/IP30Uo3YOag1v0qftBJi+0nQ9wJ5HK6HT1AHUx+aRH1qBvj84fCVvmqYtnsozJ0af0nfS75QHH+AJa94AoSy8GVPBqfaFm7ahDUTPyNjjpKyn0df1uOFHIE09fnF6HQEXqDLpL7LhA4AXHWwL1ibh8lmS6FVQvCJHeKTMGEr3+dQTn9aBcvOElv6OlCeNz6WP+naBtAmN0A+AS6CMORB63Dj96le/2r7whS84P9670SBE0ojFKYrXAUIxK6hOQcCUU2VmmkAhTF2ESDoQXtAnRhjS4EUw8sTpTGJ4AaSLV9GMrLQHqAt9cKBJPgAdygDKwaEN+AD10KQusqeudM1gm/KFAfW0wU7IvL2z3Y4UcyA0rwmLixAe6SoZeRWnfm6dV3J4cgg+5qUFCYA29KIzMfIQYltiHJXXyep1oMO2vcVTS9WWEFmhDQ1iZAgNf4ND7ZgcSWNN5ML509PEoQecpgWULQqPcgCbQIuPXwM+iVc6bYmRLbSh0dfdVqZ07JwDGnTg1TWAMuo5pKNNApC+AaBNAM+P6A3t3Gfb6jOVhTYx9fAHhxigPH3BY60EDu78hNfQx/CMHdARoD30oUUfkYcPdyrgg0y7iiMLeOBDhxh86BJThhympZiNTMUTu0GHfPBta03oKSMPXiDt4BGZiaMHkDEBbnCQgZQ8re1ubcp3Wltfu+Hvb+GT/iWK4W46tPk2lftQdOI/0KQu+jJewAfAgRf1oRE8gDT1CSzYkTP0AfKUU5Z037a3CTF4CUBi6mgLIGePh2wEAB6xEzaiPH1BCG7y1IFPGvrUIQtx6ADwIU2AP9Dr0dMmAJSDE5siT/hSh69sqr/4ZYPgpJ52+LWou5x06BLTHiAmD35sBfT1SQPQBthE5dtBvK9fcckFPdLh18vUl8duADF5cAL8GuNIGxa43Lx2ve3v7LarV662tZs328atDV3ovts2NzY9FpmjfCit+ZBX8M6fPddWV1bbaFFjXeH8uXM+aDqrwNhnzgfiPwD6x47EkY/Q+0BwAHTp70Cln8Ej7mkQ/ktAXfoo/UDb3pbQI57lEX0fszA3bbeVMzPtw48+3JZXmMfwF+Yq6SWstAfQIXQA+MEjeeoIQF8e/shV/VM2oD0AHjjE+CT10Ue1svVIvKe05mke3WN+rg0oYNpD+77vgcgi93LIXfu6Q1ttAfhALzITR57kAehnjPJqNk+laRkf8KEpfPpSqbQBwid0iaHR84rvkE4IRI6E09DjAuBQdho/eQfJyZPNPC3GQzs72zfbnXedbY/+1CNtaWVeewMeO0cO/LjWId+g0jjd2jxozz33mvpCc9uBdDhRv4ofh3YirHbE0hdbD/z7sUvZbfJ1+cQZEwBxfBoAJ33NRRmQu/UE/ed6eDk/QOj3kH7qeTFPnoa085MAShPApX1oTHCKFuX4FrKnTXAoG/tnV04ZoacZPsEJUA79vpwyt6GnOHQXGfqMAcAcRx20IiOQfNqGV6UnsuH7GbNVpnanQuqgETrhFfqhB/R8ozv5tO/pAMTsZ6q85OM7YfgnHwSeX5S95/CfWc3xB+3lV96VVJo/jpl/6sbUaZ7hR540tFLeQ9qknDhzR/qsrwcoI1/yTuwK0Ef9X72GWW3BhSYQWXq5wGLeEzGH8ZMbjAcXkb59/idANzTxQdMa2gLJZ7wmn2C6A24g9HsIH9oAp9uEHoBeyRPSVpkhIkYpzf27XOvst+Vl7cOX8MfSI+OAwD4z8wVyhS6AXqHfp4Hwie48URR5MnYIlDEWQpMycJiz4Ec+NALgVtD6O0dfcJgy0z74gQfb1MlhW7t+VddMmmeRSTKEV4C25NOHpE/zTwjv4AUnbRKCn3L25rTtbVdBtsVMmkMSaHc7zsRXOSAKvzHt95ArdfCj7LRMhN6O1KccnyEGtwfyaZN6ZEo5acoB0tBMGmBdjP6RIzzcXiMvNCfzqiqxC3mSQ5vIG56UQTv8A+T7MJZlsAdladvT7HkkTag9VMlL3rIOdSkPDm0Tv/766+P9Tdr5J/BpECQaJoYpHQEiwlGWNDFAPUAb0iVEOrIMT1z5KEneVhVv2qPwcDGj8ql8xUuB7xDFMAAxfHo5iSnniSNv0MSTmMfmqE8bAHkmm4q6eKMeXWMHgDL4ph10AORko4TMmZSQ150hleZ1YczHX2UBTfgysOJj6cDPts8hm+jSmm/08F70Ib+CclIODS/o2A6SBxux8fEdCMo42OGVLagPOtDmtlerFIugA/j82hSbWZ5o2T/Y0wQkPbTxgz7OQGBDNG6PHMPhEYddQvRJvyqcpjy2iG1s+86G0AD8gXHJAR6HWTKFcSqw6dTCzget1bXcOdwnLePgA/DjDie49FNsAsALWpTVpMyEzQEjB3D8wlrh1tNtdVFCnsMYwPIMAVnLJ6oeWxCoo6zoTPSkz7NR4iKRp+fmdUHpw0CVJ4YmMrJJ80FJPtSpPoEnwa94SVe/BqaAXcMTmXOQRT4HWeTTT8FNoIz3TnlKgvdU8S/iHdmE8uBAByDmQ9ssDJEJ00pT16dfKVSt6xhXHqNDHQsa78Lix7fWrre97U1/m4hFDx/HH+kf8xV/fJlXnsxBZQT6iAAOMkKXGPkSUgYetgWXPoic4DAO6KvkAfBOA3ToI/Cg5b4SkCdEjt7P4yOhSzp+QZoQeqEDIC9AeWQjQAc+lOMzScMzOoYekD6nLnIQgpM0dZE/6diWesYJ8xJ10UtVfp2q5DC78Zj3IbJwXab20EkAiHs+0St1PZCPPsX39vrUAdEHCH1CdExZZAstaCBHbEg9elLPwU5iDhTRl0Ne/IgnQ+rXR2b9FOOR5iLa0T6y2h80nzFW+bA1h+zUczcJg0kaB+0BK7b4yCkZVY96lPNId3Cjgx9rFx6l6A5Ef4B0Am1ih0D0BdIHPR5pkR5soXYak5wTyePUYqc99ODd7X33XWiLSxrTJ/I1SeIfphBOrdtlg9gUW8AngbrIDRRf8UcmDCJC6Agga5VLVvQe5Itu1CMZr2vV+qG5bP9EF3y77ebahuxUfWy+/GEm6SN0yw1AC4AeIenwiK3Ip8x4HHCIFvVZe0+3R14/CTWlNUdzreXXBSgKwbaeDp3woh4gpgyITyUA9E3mtB5Sb1xokR9CPvbOBaKDO6xww/92KBqMb79WjscdH2jPstmWRrPtQx96qD3wwD2yr/r1hA+Xy8bcmlY7ROdX5aY1f6+tbbannnyuXbuy1s6sXhRXjTnR8yHSoCMdw19kqH4t2Xq5kmb/5rWfvhSN2BC7lm1jM6PbP0ljS2hTV/02CeFCHD5ODwH6+QEWZRzyFMZYLpWRjDy9n4NDWeFE3qGvFRPyukq/XpG33yj+fwj78yfZkuvODzyZkbHknvn2vbZXVUAVlgJAkGiyW2LP2PxAE/uHsRlp1M0mqT8Ff8lIGplpxsY0slm6zaQhJWOTBNfGvhVQAAqFWt/+Xu4ZGZk538859xvhL1DgnHz+3P342X25fj1u3Gj5DOgvGTUWoSF3DGdQ+ysJyJR+iZaypMeZOprxLC1pDL7VAWnRU0eGdXispjUlLNuAdq7bXspOhrYMr/kt2/xOxgOuWwa84JiHQOkqP9KFDpfvKJKa0YhfT9UaosrjJ3vx9//wPe2jFmNtdSvjwHqDDxyAa2Az1CSkdKGnAFkuF9gHlOe8UW4/yO0DdGV7+UZevFWn/ywrfREJ1LU3Kjy56fLJIAjy2wURvFyebxxoBc0/01KGzusAT4CS+GBOwUp6HlplfRhoHGIZj5zwlAz3Fnk/wdfwtCflYBiwf+149zwrH2tMANC1/UbdCWh9BjgMw04hss7cMH/msiH1YJcc4+XC0DOX+IB9a2tV69Uwlkf97PNay+iL2uciD9uwlzqJaxbrC0/E5D2i5LV21XWuu+fo7K7Xe9Tc9XXBfiVdxw/UtaJ8zQ/AlFff1P6MNp5S49oBcBupLUesr4zizq0b2peM8oEC3qtFP6ED/vS/swc77ZcBnGnJ4Z360dlHOdtUL19r3TAf+x6AuYOmvM4osf+rH+VQzrVVseCp2XrfaPUzcpAH0A8MH2Rat3VCSzLYDpL3vYDtzJhP7fv0/br58Q+gDKQejR3Gj8eZv07Y0lB2HKbxUrNp0J2yBNYNHe0kr+ngE4cdmrP0MR+S8+GnNCUNcqwTsBzPoVaeaWhz33H9y7nc+Q9gH/aj3/ED2nJrL5A+CuwbOrjX5H6W+0tev2CZXUxq0MPgMuBOQbAFWTFl8OQIpgwvm27fJOMQOAeIG3bq9VLk6hDnTtBAnm2akDWhyy5w6CGItpWEDByiPQMqGvjyUXLJajsRsO1c8MEhC17AfpC7Tjs5fqGHOjpNhzy+vpA34Ur8ehALy/ERLwRW50s2i7UPb7CNgcRixw12vQumBgLy0DHTWxshbE3fOts5aIDf/gN0bj4loxsXv0CbxIHV8Vi54u4DOSY8+kienOjFx5LBgU5NMBIa8C0Pj8QDeBBhD4As6sTbbVz4OOSbHZo0E4IlRwsNN2M8RcWvjdWNF/ZonPDJfkePPADZthu82xjglPFjqouZzv/yNbVJFm22l7hZPjEw3jqQAd6+gEM+0LbDR8rDD/F6TLtfGITMBX5hpDY6FbOUjf1KthVbAPrAPtlHAD7kWnbVa1y7jYWwxihjQ6nb7OS4Ew3yyEnMFf4YgwahOpjNTSDjKFHkqEceQA4N/Tg+PswnNB49vB+HBwcirl8nVCFtyg2qmPE9D8u68ZW2dLpoA4gv8aSt+vP5PiMmtg08dfoXPSR4wDuG7iuAnDr883I4aLIe8JYBuE6bbXM7+sjBecw4WRZ2WRa46qeyHXBOG3wZs862imPR2A7ANpAD9p26dRgHb64d4p9+XWo4jGdPn+aTRDl3JAt5+Mc71CQk663vbW4fAdtqWwzgWxrzz0OLMz0AvcH6WjsMpgOHHnIn6um/4u8cnOscpB8r8eMCjHGuO5b/nP1aAzWQc/31k5u1ntL3VSbl4fX0ww5sEF5/mGgalbJv0JF+qTwPbjNQt5/g7WfrTxsv5FM3LZAywSmdTY5jc3MYt25dzZwniPJazUZVPqSotPn5/maskIwDrMOJjbgPWbgWsB7lS/0RqTYfMEPb+pW8lEXIprr8O9fmZU/XCa1xGpf1NWONA9GruUuKsGINb5a7ZABPfAByt6EPqLpoOv1pQpLM1lxD6aiy+fIptPSFdsZoyXF8WhnwlI6aa4DjB7R2A6UPwVT0j74h6VqJvbnvUTRI/AHQO1XdcVaZDX+WaTvWOnAeFy9txGffeDW2LqwqPpoPxwdqr8NCnnpmjNe7oZbinZ++Fx++f1/t/PjGgKU+bUAHdPkLLJibcag5ZHAcbBdACf/rAGPWRuYxXeOixh85eMY3UHFvfAXX1Qszw1k/oKmcYzLjlzb+el8jAxRrMHuxTwPzkJOwkWtx7p/UhGz7QUImuNL562BamKc+KXd5Bsir2AHwJUKAqVAzJjxuqCMjx0z6Ug2t3CpLLhXJShuVE2vK6LK+FrAX/dAgI+0XULZ856Zp2xwXoJVPX3elLJdczRvZU7+2yLVtHCPdbK+sDHUN31OfLsT7Hz6JD+/taUytSjFPQki25MPO12d5eT/quKGzHW1/2H5wpKxjXpdsq8F17wPLXnyqNscGoJ5tIuNaQ+I65PYpHeuZ/rQMap5pfcBWJSLCqywWJ7qGqMt15Y4lCePrWIM+T20Lp8QKyUERH8yxnvMeVO5FOIjg59j5pWpuOvPQRjLzAxLmL3JzvzrzC5vsg2NjP8BNferoyUmtT9Tp27xeqj+yTwTIBV9ii4cywyDXLdXB8WMS+Le9va7r1VoemrE+LSpOxM/XO/eBdbdjVlo1N0qeba5EfGu/6H0SQBuQH3bqD4APHdAa8uvo6ivzkdNfyPV1vu47Sx85By6aVenPmsbvGe9/05rr2EPnddv1ipPHVsXT7eRdz6g9C0nnHJuIUxuP9Fe2l2zplY1cFugbH7DUFCyZ3O+SW6/tSb/hhRIe4Ywnt42A271+IwM68MTVdmIbueltNwk69iDk7m/oaFOh6ODBePxRHLOtA2g97gDb2dLQDs6yAddbsH1qVY59zGfx6o+5l7HpwOPUYwKwTPSBg57ybNzINtHVAXXFy3zQkFsWuZPrbTtA3YAsx5H7omfPnk37BbpFBwkjENIaTm5jyEmtQoRyM+vgIstPPxAI8FaGEZbn3O02GFyrHx5kpaFqs163t23mc6f6ZhMdJID2oi8eBg1PnvjTLxKADMB85PiDv/aLRB2Z2CFEyZdpyOagBTx20bF8V5YBy4FR9nIKrs7nAIbFKSeDcMhBRuszdNhlH2wDye3oOzjcjyNt7vzEUG3261fWiAk5ergZYj3gsUc+CZeElGFw/JANveNje6bt/KlOLJDt2Lnf0Q3ObXjPgRDftedGa2mRQ7CavNBQtp/OScijDf3QUqfdNrtfoCUngWM8us02YLtTy0sODTpoa/1FJ7h5W0gAcgHw0EIHtDYynkkAfNbljacPArhxp0xMPXlJ/lobuBxXSuhChvO0VYtUya1YAvgG0G5/WjuNn6XZ+PKF0/FK2WpHJp80ML4Zw3zCdSaas/FJPHmgGwg+bejkOJ7oBPCvtRGd4PCNMjhSG2uA3L4bR7vp7C9gfnQ6N444Asgg2S6eMrE+bKGMXebDNsCxMC2xoN3y3A6f9UNrPa4D6AFPsk7HwHZar2VRN59tAI8d1klyvxvHphBe5gWyOZC8d/9efh95dVU3h9q8wUOyD4D1OEcGOXKdPg2gwzZoAfgdoxaoQ0u7eYwjmca6WzAf/gPWBbT6wLuMvbbfAN6QMThlPdKY1jhmfVSP5JpJbpzXV8u1jNZm4mwbgdZH9FB2DO2f+ae5xJI0uaW3KwuQjZx5Py2HHKBMW4FopEtRkB9HcfP6xbiutLo21LVjXzJZW+W3aLAP2cixvdiJPI8PcAA4Nkcen/DRRp3UznluEqhDQxsyaWvt5Eau32cd7LPVisePngY/Md9bEp/izo09j57yi2bc1KSrqtNTeaFRIk4Zr04u+gCPFdvpdlK2pS1QgCu6eWjtddnynbtfDdC5T+bzeV5ogaludHSJr3Y55ZhIfysn2SbLsg6gythKzBjHGoML47hwYS1u3bwSk/GBlu3ZuMw5cMb70dR/MYyPP3oS3/32T9U2iOFgXf2gtUwpTZnaXjkyHCOXXYeWcuXdJ/2NnfQf45v+MD05NPCBJwdoY18HgLMctwPmtS0FyGEMlr3UWxta/npKGX7wZQOyDJ4XJOhmNmQ2pfVYB8hbGQbH0R/KTeuNPS1YH3RT3dBy04ZN6mfeb8nNNDIzVvKBhC8qTHNSfkirPGMu1V13Tu34NLBfyaN83lbPudYX0ztWBtpaXfbNeMYF44UPp7Cb69bm1kasbiwHPwW9szOOH/7wvVjbuBb94Wod+mtisDqIQW5XP+EueOtv7SZ32bqnKbEFtMFHAohDzZsaIyTaPs1/NSQd9G4HTx3Ir/wu8uSzZPfoFz6Ili6t3cvau2vlE/okRkuKy5mu6QunMRRtT7lmZfTFO5S6TNwPaB4v8lVi0Z5n4ul6vlqpfc4QPs2jfO7o13032E9w9AO2OgbgSPhkOqCtU559mFm4tg1AnvXSRqr5TcxOda0axfaF9W7eVpwLanzM2+T4tnos1zqhg8c+TfLaPOtDknmQ1coA2I8B1pP6Ox9sTx0M1djAVtZW1t/NjZW4sL2m65juR9VPffmFHdDBD7R2WPdz7d19BIDtAO3oJjcPdgC2u+xqxmSXg0uerg1o20mtfu47WjnG205yJ8D8bqfe2ubkWNOOX+bh/qnWgLq/BD/PO/UBORpz1kFsW13mBSi7Do3tJCcJWeX8g0705/QjevR/szekzL04+pJXYH0kyzdQd8JvAHpD7rlUrbFZ8bCMtp8pt3IpQ2edBuTxChzw2Pjo0aP4+OOPUy56SUmNgHmBHmQ2BmLKpHay2SHXPbBNY7l0osF4dz7JeKB1GprWYNOCb3WYvu0MAPpWF0AdVdTBwyfkNIjgimY20MxPHXAOfkmTg5xg+2elAb4upTEj2eWTHxOT1GxLHZrYHCjloUmePBZt6Z0Ncne6EzHxpoqygY09hy9pu+q2E37oXR9oQeNnYXkxm3GeaCTrJdGOToAcf3l0NXNclT73LzrgzcEsoOx+qXLpq0/iiy8v2GxmYMA/lcHbZsD+k2MTZeTZdgBa+MhJ0BEbboRbHMlywAGUDcj0GCC3/+ijbr3k8BmPTNtJu2loww7T9xb7MRquxNrqhjbZvNukvvrCRWZ9fT0TT+iRwJFcXl5eFS1tK5LPV0BrfpKmPk0qDrYF3eAdB8qmtZ2mbWVhL+BPZAFyZLCZUEVdL7nH9ZOJtB0e7Mb+7rM4k/6jg33pqKcN6X8DtIY2Rug0mAaZbWwB85DjA2XoKJveYDnk8BNDaADooaVOG3XLMA6+9Fd0bgNHDo5EHf+Mxx70QE+5tbsdByT3DXyAdboO0G77aDOOPjYOess2jXN4HSPLxV784muM77//QT5BReJCDw2clkuyjfN2kDu1YN753AkZ8wAe+Z9GQ905qZXbxhMA1ybw5qPM2qVey+S1DDANCZnZTjzFQ4JuZhM0yK54AMS/lWG95B4/gHPagPk+y6/dSP65UPmjDeTg1c61xbTwO17GAZbnHBs5+MHmahetNi8ajVp/zuLqtfW4fm1Dc/lQeNZDac8NZ/nhNRJ5lulEO74B5U/ZBB118k+LQ35q28UBgA5AZuVe81Xm83AF4eHDZ/JjRXjpSNn0UOnlJhBo1xk40075S4482+0yAD9l24xdeYjW2YAcP3WB3XUAgu/YzfqBlJILP8BYACyb3Mn1Fg9UXMqmimnpaHPAvG0C4HccAculvfBF29PmVa2Z+FSeG8WrVzbirbc+ExubA5Fx7ZjkEwh8sNWJ15rGV3mW4pOPHqsvdjUu8L0O6ABkW2er2/a15Rag9eHiPNQYmM2lVr7jZRx1oKUBrJN6jseu79tYgTO0NnpMAOC5KXW9BXDYD43tcqrDl6IxLzmyaQdaeoD2rDNXu3qbfxpUXxU9smGV9kyyOtczvrbDfTUf4ICTtVoDWQs15qY5e7uFfF+VBgdcufbhB/Lxz7FuwfFsbYXefprH8SFe0FBv4/xpufnJqfMpfb5IV3tI1HJYtLR0nu+o4RUA7//qXhzu6/q2V+/+5AlJnp7hBnyY72PTPjTo8+oT60c+CXBOW60DZUtLS976Rd1tAGXn9tN5S0PZcvAtdZ7JRvnGfOUdS0s97V+UBr2TWF0W78KBjNMea3FP3jyLxb7W7zPtvU4eq293Y6j62YSvjtzXXuEj0T9Sv6tt8Yn6+ZHaPtH8fxYry/x64a6ucUfqd90bcCivDl9YqLkHdKY+5w+AzfbD4Lr98bx2ndxP7kHb0reycu53ZeLBBwbcUC32zmJtjQNqjR/1IU8BA+jxk6fImdk+0wEOPbbJeNM7cY0E5yfwgWqrsU/yhxzgqbdjBN4c38Ibil9t0znNOODDvoiL2+vxwp3r2m9obdJ4ZX5ClXI0zuHzmKEMOF5Okj4ts/8EKMNnXidkwG9ZAHjn4EmJm6Ox/+ad0sov4y3LNO1cJ7Xt1gdNK9v3jLSbHqAMjWPPfTX32XXAKbq8lyx66NrcstxXyKCMbo8JZLY5YP3k+bAHtGrP/VjayFqZBEkDNfx5cKbU6m/BeAB6UosDzIOd2Es7+inb/tTZ0bnc4pBrunn5PMFOO/eH3APwi77sX6Al7/3pn/7br1sZzBbAOxuSQAKMZ+CZMQMgHhthPEDnms9OcKNI3R0BuO4bLOgqzlWGFz18kghwUwQtfGxiKNsZyiSg1c0jqQ68bxDBwwc9ZUDobEOW9QK+QQSPDGVTOnLaiQBPVHzy4cfx6MGDOD7cz18KQzKDlkc8l3RlZhrDh5MMND8ui1z/UhnAI59phwYXh0fYmrrVRlw4VKJen4DVYDFwWso7cvqKGRfLOj2tBc2xh17DPHMOGaDlYgugCzr7TN2xQjd4x9J9lPVhvVcFPTylAC889BllaGjn5Nz9iX3g6pHh2dMX5L4BRnfxlX05RlRHpv0xzHQUn3mxgzK8HiOA7Qegs1yAnDoTB5+gBciRBZ/12zZyx4PxYB7bQd06yC0jL0hJObOD5HiYvvift9VtBr4SCB0vcrR+85KwzTz5SbwUm85g2fYLGn8VppWJ1fl1B54iEj1wdMxmTPNMY3fr4qVYWVvPgyRuslKfeCzXY4qLC/I8dsATm7Sxo6UOnpgQT+NI1Nt+tQx43Y6s+fFCG/LMa3nYBA4+eCgbByCXp7rghR6A1ry0e62Bh1gC9pF25LrdPrb+I8fjzjTwkCOvxs1sDIKjjkwDZejBO2b5SDTdLnps5JDoe9/5br6wjjXahxDO7R+yqJOApOlwLUBvOtPYV+PsAzgS0LYhwzSAbSA3vXGWY34ncK0c6o6VdbicoOo8P3O4lUFuOfRLsqndNJbpHHDZNs7DVJcSMF9ubUkdbDjQLRJk02655jOPyzQbx1qT1w2eHomDWFufxOc+fyteePGCgnEonDbcsIqWT8HgQw+J8U7d/WnfqBsHOKZsnMBTZ6wZP1tPu02IaJhPjH0D6wXXB96Bs7DIrzz14z/+wzvx4D5fhdNeQqp4Ea0ilHqQVTapj7tNYkZFOEpYZnvxAaBuP8jLfoIlnGRW7BgzszHcQrWXrMqrv5ysD3DdbdbrOon4eI2h3Xggc/TrH9dKynmQp5xNch4QYLtQmZungarCRz9Il1zjyYPJ6V5sXViK3/na52NllbXioA4SRJ8bb6XhaEV9sBAH++fx53/21/GLn9+LjbXLkiZ7F+vmLd8JdV6+1Zr1/Bgx2C+SY5o3TN1YmcYtfa2xZ3rAssA7TuSl7/kDQGDKrzJ7LnSkjE43T9egjBd4c6BatEUPzPc9ZVLpn/ljsP3gTNPiDMZ5XszDVG6n2rzkrT2AaXNsdJB+ph81fuWddGITuskriTDpGHkcDnEgxL6R2GN8SiS2yFC7n7pyrADHHLtsi8uOFYl6xWQWQ8YKeMAxoc1xN59pDOkr4y5v3I/jzp0L8cLt7RjrmvY3f/XNePb0SL70YzCUfK1lPJXDwdepxrw4Mj5cDxkTUpLy27HT6oO2tVkFd0sCeAAe2qdjTEAZ/JRXYHpNl5SVfN2aQxsx5qkEniihj44OduTDUdy5tR3DwVGsrh7HlSv9uHplGJcv9+PFF7fi5s2VePX1i/HSy1tx99VLyrfjlbsX4jNvXIvXP3M17t69FG+8eT0+q/TWF16It956MV5/HfzVWF/Xmqy1eG+XD4qY09gtG2UP9qetjf3YSSJexkHX+k6ibH7vY+CrNWsmyzKkJcs8RVrxYCxWbHhfz6nWpoXF/bh0eTk+89nb+cHGOdcy7HgufrN57vHlmCMfuxnj3Gdwv8TrLfyhA9e5/FEfmc34IP5cY+BDxPzezrZ34rMOPToKahzRXm2sKYqxOp/3tvJr12daW89OF+Kdd98Tmr2nYivC2jPPZKOvTQC22GfAer0/NS3l9Ft05rXtAPHCJ8sjTUH07jvLot39Txt5Hth0sk3rMgANZXjbsm1qE+Cy9RlnfaQsd/GmzXEAb7nJz59kGG8aj0vHixWPuFMGrBce6FgLbb+sEQGt2Ikt8kXjyPsXWGnmHte6sQfA3nZs2k4AurRFeCf0k3sdhsZ+AJbrNoPLyLMu+Fwn996Ots3NzXjppZfyDAjo/cmf/NHXPajMQEJwGtQJAtoyUHQMlHKo2madDD9AOb+fl0GsQWXZ0Oensar7RA4xDngFtzrKjrlMTkI+9tpmNp4lu4XakLIoy7qpvTM/sR1ZpR+qwnugdAufGlvZyODT5v3dvXj06GHc++ijONXCk5/GyPZ8bBBd2Cn5qJGKHEhZJulPCtIWvpamUp2IdvKz1LVTp0zuQyLspI0y3zPO74yiq/OptXcWt5LtG1PLAKCnbH2eRODbRQEeT8z8Xn/DQ5v7nLJtUPSSR2YlcKFn/ChLm2hDBkDuSWS5JGQhEzDOAJ46cqwXXsipt3jTWja58Z405ufCQJ0cm8AD5KZhvEJjfI5plZFHKpqKG4nx6Do3fpajauVwd3YXrvJWVh7AELPESaY2QuDcL+2NF31vP1Om/qClbLtTQWYlAxoAOsA2ksNDu3mhpN4fjGKJwxDZf/HypZTPoJd5yohpjQ/4nNAHPzZavn0gWS9l+sAAzn4h0/y+kPOEATl18JSd4IEePQb0AJYLMBYow2M8OYAMwLTwk0wLIL+VC9AOT3shz3h3doGjDo3jYN2WbRx1xpLbzI9sxqr11wGV2vVHPMDfv38//uzP/ky0ddievY1tuQ5WTC3TdgOuA5TbZB5ss9/OLct0gMumb2nsHzBP7xy/KRvaMu3W7ZgBrYzCMVr5U5uikHmSzsYLLay5dQ2Db2YTYHm22TratpYeoE7Ch/lYlV2GsjNldOiycV4m5arXUy6KaSeHtZhNXL37bV/XicP4zOvX4nd/780YrZzHwdFjjQvGsa67+SJLjSPxYg8+eXwBlBlztDGO6snQitsSc4/Jjs36P1n4T4k/gCq8lk0CqJffXZ+es8kfxP7+QvzDP/4sdnegWc6fsea9N6wrFYNaP4DZp7cVryp2eQdt3Ci7LmkNaRXAkywLXVWcya9rbcXKfF7nPg2eu5lHvv7yWql69q8S0WvtBNo6ZRJzuoWi6dYkQlTCpKfGv6xUYm+l65xuujY2e/G1r30uPvOZ2+Iex/ki6z7xZBzjL37xQdIgfvbTX8X/8r/8XWysXRWeJ4u4uUSrqDUOoM+9W2eS5wKpYmP7bHPZSo28jR/Q8gNtbv+B/D/lSE/iQSZC41NBUA4t79viPSYoy7HNH9ckxpFYwKXs7M/iYb4gwHsR6jyVUpvJoqO9xkDxOE/79Zc4bFdOWaUpUM92UgdJk+P4eVybp5/KmdMIpFx9rDnI/nKxYo7dca65Cq0aNYt1Uz2JgeJAiHKv2vnIgQuHE+BOT8bSobrs4MW2p+pUDlrOhTs9Eb7zt9xyedYvLhs/D9g234+mo804YL7sOjlfjRwNzuOtL74SF7aG8fDevXj/vY9jNFxleZDQ8omvV52c8K7EsWJ1qnHLBzEj3XRxjay1DPUlmz6qv6k++cv6nzT4ju7O/ud5mXbsreBOUTBkZv+gS17x1XilXu2US2bk/cOJ1upBfxyf//zt+O2vvhpf+cqd+OIXb8Xrr1/RnL0Wn33jRrxy92K8/PKFuHlrI27eXM/8+o21zO/c2Y4bNzeU1uPqtdW4dm09rlwaxtbWUmxfGMWFi8uxvbkWDx88zq+SLi3xnlmNklxGu/nU9QfWtz44Acaz7ng9b9uS33k3r93mPY7B8z5p1YbMerpmIrv78fpnbsb1a5vqQw6J1I8a43ldFi/zEHnEHDk5Azt7bBftqM/DGkHOf9V53xN+c0hU9yXyj7HQ2draxbzyNbGaaz/Jevz8mlz2eLz7IN22MDIUZaVefHL/YTzZ2ZfN2p9BIyyxR1p+26KJETI8TxKP/Q0OoGygDXzGpgNsAEcbQG46J77KSSvlmQ+lx/IzR0aJmQJ4+2k9lkuZNrcDqa+xz3EzON6mS1k0SC904Gyf9QC0ucx6aTPZI9V7o/CN64J41M7TW7YDWa0NAHVpKTlqN4Cf9mvHg+zpfijX5YoVa4htIi8bisdySK3PCZTzD4mqss5IvO0kB+Cj3spGnuWYjryvewPmCPcI3Bu8/PLLceHChaTPXzeDidxlB9o3GBBSn2hTyI2HFbU8lTdB6doMNXngw4nqHHJowSWP6EpXGe6ynQOszzY4KM7BPRdUpVzgclGf2WGZDiSpoPzMzbV4yMGZhrYMseRzsp1f2zoe5000L4iuTblkT7yYQCyQLHTlwNBfbkx4tT0gGmgBv8hzZo9iootZfpVNsUc/kLIknP4pe33owBMjHBSIRxsibwwt33EzDpk8QdD2OYB+aMGZB1r0+lAJfSTb4LFBAmcfWDBRT+6XNdfGWHokr3S2Y6ZiBT9ybC84EjSuo8vApwLY4BwgRwYJWscKPDL8FSzw9g1aAzz2Az7LaRO41iYA/4RIvBN06DEP9NTRyYEaN+pcmEiwE6C62NSNQM0d6rV4AsgghilfcpOtoyGn3bpaPKn6pWhmfeV5llnKQy54aB2nVlb50T3dJjknvBPrRHPhVHE9PsoLNzeR0CGYP/ocnchjE8LFGjvBkSwXXcnXgW2Apm13f2MDbfaDuQZQhy5tnJNpWnL3D+2UyW2P42h6yiTazENqZZA8pygbT05q11igjS1gemS6jTo2AS4jp5UNQA/AQyJGHE4DtonvID9+/DgP07g4sHYlSA522RbktnlrYwvgrb/tB3LzkM/LBVqfnMC1NIDryKCMbMt3Pi+f/DfJAfDbN1150c25QUuNzek1qsM5WY/BY9j6sIe6cfbRNgMld2a78W0767hTISsDLJv+pl8pA3WYgR1ZTdDIj550nOqGaX0tYn29F6trC3Fw+ET9X/bCw1hp4wi4TDvjEV3gqHM9r/EmZV2MiCft5EDZyZyfrUeODQl+8NiQGzZBHmzK6p3949jdO4wxayQryDkypYidPUUl1OCz5RRUo+vIdiq7Z31V5aRO0diHPHLo6VsaoCvA99IJf9k960tSpz7bjS9O8PRrxa/+ZB86NPZkiWiZf52cTq/1JE+XpDJvMfIGnzxpEY8WkvBqW9RNllaQGKiRr9wsnB7F+uqSbhjX463Pvx4DDgS0ZqvzO3pkVb8tLY7iwf1n8YPv/0wyVmKpt6K8L7pF3cjyzijmj67ZKsEj1uyHimH5SA4YB0x9Sa7ic07RtKZPf2WPZRcvIda4Jj5JVXVZLRtlH/aDE72KGWMOS/KDO/msC1Xm5xykqH2J2BALJQ5JTk95Ohb/JES0WtUkg/0D/UR8rLXsnYe0sPMHsM8AvphHXiY+27CtOKe4VnbSkDqpmAA/8hinMjcPshZ5akb9vHjOdXisvj2MxdPDGC2exDB0PTg71HjQtSWOskxaONmL85N9rRPUD/LrTXF2pPER2vOiSGMU9ejFxs4+dJNsa+tbC+DaMewPdMxvGZZpefBM5eV+CBqeMNF4lnGjIU+67cR77/1ce8x64mSxt6M9+n6MlK5cXoxbt4Zx8/pyXL+0Ejcub2pcM7dkC/I5TJyD1K0893OFyDizJ7KN7KNqzzbzNQ9/6ASCJJqMl3L8AeyLk6Hay6YlzSfma2/hKD7/xvX4F7/3SrzyCoc8vLj5NDY2T2Jtcxwrawe6l3iq+9vHon4i3x9K5iOVH0vOkxhPPta6+ZFsvK+2e9J9X7TP4kR0i4s78uVhbG5GrK4w5tgjYDTxZVzxwUKtxQDXnxrvZbP9wQf8c9k+MU+dTFOp7WeezmGGVjt0vOyX627pFx2Pt2nlP5kcKZDncfnShTyszPsb/dU3FLTui9Yf4qQ+7FNCF8m28ORqyhcOq9HLAWDuf6QKudClfOFsV8FsrGZN+Hryq/wnT7ldTmqvleTgkkf05FKl+A/itbsvxtbaSq5ZJNapvCZIJ/bA7wQwjgDquV+l0tlZuot2XrfrlgO43WWntv+poxMZrs+DabwnLTtmOl22DPyizLpV19gC0xuPLCfbSU4p847e+NY2yyni2biFgnGgblbfYwc7pOKDhwQtOoGUi62MC+U1x4uONuis1zZVoq+0Tmjvgy54ANvhHBuhz77s5ALOLZ8xwb7KPzLVNU8BecgBnCPbMq1nGkulHO+qc09weHiQeOT0/uSP/+jrNLhDvclECASUYQacQ9d+Mu9Ppe1oOqE26q2xlkeyAWxGE69koB1gIpsOecYDFLGHYPoiY9mA9RpvSB/UWQB460eOcYD57ad95+LATbkI8zACScdHx3F0cBjv/+q9ePDJvfwUx08Q8YlMbV5Y+GrS5s2IFh4+AZnqU5628qdQ5Gmn6um32mvDOLObfnLZtuagFTF149vFyXV84RCJhdUv18rFRPJ4sS11KnwXmgENP7weWC6TkIWNXESnZSW3eVyQHEfTgQOQ6SdebCc0BpdpazcUyAaHLPrPOpxDRypbZzcP4ADwyPOYdwIHrWNl/c5tN7TOSei0XmQDfAriGGS9s8nJPCWpIOuSZxr7in7TA9aJN+R1wDRbUOE1WJZtzcRgUQ5YJuMOHOikh6YDeADLAfKdKcrziZ3C5Nha7A+iPxrG9sVL0VM8TyR/YbG+Eko7N4qOrW31e0Vs67zf5LadNmhoJ3dfQUfbvK0kaKFzX5gWGnjNR9ky3UYOmNdtLdhG20zKcclcF22ry3Xz1VM+ta76AoEOwGXkUoYXWssCaEMeeNtmfcYlr7rZtu3t7cXf/d3fxXvv/jJWlpdTTr4XTXReIwHLAZ9tczCPc9022DbjbbOhlQuPAbsBeAFoLMd05jNYJ0CODNPM81F2Pde8DlpbTUPdPPPt+OM+tz7zmMZltzsGlJEHDf3uPrce6MkN0Dv5muEEjhwwDznjL69byrkuTSa8nJqvZ6zF5968Hdeur8bkTDeFzVxHr8cRvpHbZvJWD4nNDwC+tXf+uspCZ1noAKibb5aTWOuUn/Xjo4/34vvfe08+bGiDxjVLMZAaUT+nr8qSp/8zHql2ts7aB+gcW/sHpJ1cC5VR5prKgSF8bXyzDaIOqux+ANP5gSXw6Y+1lE1lbhIFrNd1GDbrz+SRDNuaewWI0QseHiHSDkyRMA5/+OlnEGjMbtSN1ALzTmUiAp6vlfOLSH1d13sLE8nai2H/JH7vdz8fr7x0TfsTDrf5qrjGsuxgA9rvDWI0WNFe5zx+8bMP4+++8Z04PhR/rOR6zqewZT9jRrrlH8AnprQA1ScFabdoc78Hj+oZE/0RA/x2bPEdIRXbyh1/54mjLj7GSwWLTPwk9NB/smeRAw7k0opu7X/Y4+SBkKQw/ivHXuJYuJH2RHnfLkUcSGQ/ckOhAVhyoC2bIbK92EjZScITKONv+tfVC5R3PPoPK5u2onO9ZFdsGb8AsSQWPHGR+0/18aCnPcH4WayNzmNjZTFG/bNYHmrMxLHSkeh4AfJ56P40VocLsba8GJur6vOh6Nf6sb05ivXVYayuLWuOT/JXcnlSmPCT6EffRDu5b4AW/5sSfQ60fdvi84lBYpMDm6Jy4Vifcl98yoeze/HFz78Q6+sRWxujeOMzL8XdV2/FZ19/QeUX4403bsWrr16Nl168Ei+9dDPu3L4ZF7YuxbOn+/JJ470/zPil7FKi1MVTONvknJRUWa45+9w4x0TkdZC8Od+7D8YybowDtXVkwnTXkepT8Ph1/foofu9rd+PG9aFCsKtr9I4aTsSrfR4vzM253+0xNXfzaVDmfwrW2FYckZ0vwZZN7EnTM437OqBgLe5pfn8c9z7RmBhsxYnmdc5K2Zhzkrlhe5GFTOlrP2i0v46D1/jk7+TYbxEnTcGvy6ic9a6eeGNu92Tv8Xg3trcH8aUvvar+PyFikkns6Q+NE/2jjIf8DD060+hGn+3hmsW9XF67aFeizN60cJ0v6kzssV+UeWUG4w8fZzYrNvgmqzqUdLGWV6UejChbGbfQ0U/cR7KeQKUVJx4+3onxRPMWedKpYUOBf3nNAGyPc8aLr9cZR/2Bt68uu912g4PPNJZNO0D7VA9yVc8DdiIvH+AjTfXQohxwDi+AHHAe/wC6gVZPjn1kdTSU3Q5A85wO4tTVoYHW9nttBG+Z8PvQN9dyxgv3wsp5SCPnBn3D/+Jp9VkuYJtood00v55jouxQjgtgabMtgHXYTseT5HhAQ7tpnJK/k0GbwbSWjUzAuWVaDr5xH06f3Lx5K65evZq43h/9m//y6yAdWAxqFVkQ4Hy+Y0n+5BGAB5w7yEB7S0M7N0cAHUMbi5Zak18kibNNbeD86R14oGyZbbiYTExk6KwT/0oHkwnZZUd9Uty214aQ3AOaRJnvL9MtfjQrXzh9MomdZzuxu7sT+zu7ca4FZtivp4ywjo3GQPV8BFj1fF8QtqNUgK7sZQFyWQzy8X3Zgj2s9bWwVB9hC4/Dwd3GhM2NyBKgAxwfcmigLzndDWhKUepk1GjDjjLIm39Dqw+Z1ImLopw5gM2lr3SbPuUL5uNM/+aYUhkZLW2e7GZ5NsjhLR/q6zoeZxkr0dJmfy0H+dbJjTh9x3cuwfugyG0tjhw8ZcPMttIBOMcW+5Dvk+q+xgPYftqhY4xiE2CfwJNTn08G5FGH1rJdh9f8LmMngB+WQ049b4I6nOXS93URk83UlbDZcogJgD4x5Q0oOX+pk02dBuJoZTW2Ll2M9c0t4aWTSwj2nmusdvFEBnbYTnRx05Cf6AjSHqW0tbOPHHr7Ax/2uQ0gB582CqAlUTfO8iyHRBuy6W9y07U5QBlaeKC17YDLtE996mxpbaZuO7F/Hlp66EjmbWW0sbCPpgHcBkhbysFmniDikOjex5/kT8uyzqTP0OofMuC1XtsAWL9hKr+jadvJjXeb21sZAO2mJ7dcg3lbWS2As/+ut+C6ZUBX/VxyLH9ergGeeZnwgzPPp9G0Mk1rO+EnJ9YG8zt3LGb2qk1zzDfbSJaGvKZYv3UigRsJbpT5oGLQ18a7fxJvvnE93vriy/kk0WRST8HaxnbMULZej0nbjp7CzdZX6pRpB1peHyLQTvK6ShkaEjJ4FxH2DIerah3FT3/ySfz854+0pnIzp1iwqdaAlZZcr7Bjyov+lElouhgJsAM9gOPaAri0WSRlX+UAOe2wudwCviUGPtmBnIqR9MpO2uRRXv9Z/6j7MCKv2/JV1iVN0aFczfKtzzVQZRL7htw7iIprPS9e59eZ+DlvcOwtWDv5uijvhkMTZdrz/Rf5dULpWhorLofx8suX4rd+5/XY2BrKrLFuTA5johtQDlQ46KkXDfVi5/FRfPMffhQffvBE7EPh2H/Q/5FPLPuQiq/Y5NcNiUNiCip2NSancVScJISQpZ21YZ/1Ff2ZcjoecgB8Kw8llD224EU+PmjUqaBxoWG2uKBrWIwVI+03erpenB4qdkeKv/ScHmfqLynePfVbnOjmVMKE4yma3qLk5NeU2AMqphpn6CXWXO8wA7u46cy888O2l83JkoCvMNmn9FetwiYQD7dbhnMnZALYQhsy8qtXvOQ4DmKweBxf+uKL8cqL2/Hay1fj5tW1uH1zM164dSFeevFSvH73Ztx96Vp89tXbWX7t7o14+YUrcfeV63H3xWvKb6j9Zrz8yq24c/tGbGxuxN7eYezs7stn2cfYUzK0trre2mmgTpsBGtfny5XznxJoVXJvoJjTzmHY8eFObG0uxle+9HJsby7F+mo/LmyvxubmcmytL8fGBj+N34tVpeVhP9Y3VlVeyxfh/+Ldj3RjuKCbcsYu47H8YWy7N8qmyrlOu29ta423md2AS+BJrAV888D0QPYXudoB2lij86XxyhmDC2c78aUv347PfeF6nC8+1fw80DzWuJUI7RryEIVY8HJuWZC6uFdAJvMew1nzsQg1tJHTIxwYIWhxoR+T8TDe+elH8eSR1uFzrQUiUG/ClbaRYR+3BaxX9jXnQQf4Y98MLa6NUa7Zyqutxg0wo69rSX1QzR5aa11P+jVnty8M4gtvvaw4HWjfwhqFLO3Zunmw4G9o0J3KHF/6AJnIr/W64uQ877k0DvLHYHKMJhumpO0kz22edOLahT7q4H0NnPIJci3uYmQfkVM5qdYPDtuh1e1MfHLvcTx5onVW67fMlBu1B6M7obc+22O56btwtKMhn97XKME/fKinoqoPTOvrLzzGkVoAnzF0Lkherg/wqJ7XMJVsF/IMlmm9xMM473vhI8Hndmjtn+vOgbZsu1rIOadrEXSUTQv4NRTAafetHxGmbvqR+x7bMtWhum00ZFsnFj0ANC0fAcqxl3xd/PL/GVgmPNACOUYlkzbLNth360lVjX761T5DO89vXuswgIf/0qVL+ZUzdC9ys2wiB8ALIQyUnRBq48hTQOcAT/0gizpySK2B5jUPyTq50QdMq3+Z0EnugyQPaHgoQ4uTrju46IUHftrQDVBuE3j4bCc40wHw2z9sTP8wSPTkHALQ8bxHCFpO4fgZaW6A81O7bvOKHmi4EUvfkSEAj2702Q/AtuQnN93Xn6jDCz3gn60D2ji7TI58x9rtJPCTE22E2DjmIZDwmuL8lDCLUB1eoGN26IOu6o+a2MaRE0PrsS73B55SRifgdtNCgwxk4i84xwU6dMBP2eOLie+fKuerchz2kMCR8+tgtmltbS37hDbnyPGY8iGQE3h0w4tO4ymToKcN+dDZznyqTGUAn/gaG5sObCQRUyc+WeBCxJjKTyG12PqwC1rLIAHIdRloY+J66Zg9ReQ+gsa85La5aGb6jE+Z/OtkG6jjN/GxPmwwPyMI4AaGx3614479/Z14/OiheLFffas2qJCFfYD1WHfaoZiQA+gk/hWrugDhh/ncN+TuM3LzYyNt6KOPjIMGQGar23GFnpx222pfgZaeHJuQCS059dYmErT4YTrbSA7Osiiji7EGPWAbWkC+dZDDC5/9o4wdJAAbjo6Psh15vLT63r17cenipew/eNgFslZRtl/IoW5cC9T/KZzj5BiQjHcZaHlcdkxbMJ/x5PaPsm2Fn3ctNaoAAP/0SURBVLJlAi5bBgkacreZF2jzVha5cUArj2QwvaFto0yfAeTU0U2ibN5WB/0GQGPe1i7jaDcenjwwUE7ia0SjEe07yiexvMKL3nc152pOOcHrxBgkZ8wgg3inLNGhx2PE+qG1T64DrB3IoI2EDMu2T7W+EFvJ4EZJtnNe/fFHD+PwQNc8iUIXm7j0sVsrrANb5EFuWL3e+BN8x9Z2AcgwnnJu+CQrZQiXMjr61h/rSx5ByWCcE/Mqk/eJPddWkStibPdVPtUNPHXN1Uzyv5NNzp6CWPCr10Pd4Glmx1Bral83eEO1cfSzJP0kvjrIV4C4D+SXynqLskHy+YUcPnlX9MSvXGV+BrsXY23utQ6e7sVgaRyfee123L6+HYvnHJKMRX8eq7qRPtU6obvnOB+rb8dn8f57n8TPfvLLPGwa9Xl/AT94wTp5qHVKhp9Tx9baF9EvxNF+OWbZZ5TVTow54FKooJiOoymdsPP9BbQ44pQfKiguMJBPdfEBzTlPGxzoenxfnfUkhv19+fBM8Xms8l6MBopD72msLe/H8mBXMXmitgeKNb8EdV++Po2V4W5srB6oDx5lffH8SZwcPZb8g+DhpKH2ejiBTdiNDe2ahC2Zq267Mz4C8OYDKOOTPMg8/RON2wDLZq9mnEpqUMwmfKXsIBY1v//Z77weX/3Ki/HbX70TX/7irfhtlb/2lZfiq2/diS+9eT0+9/rlePP1S/HKi+tx++Yo7ii9eGc1Xri1HC/cXItbV5bj4lYvttYW49pFyto7aQniQ9B8IqXrpzY59kBbxk4nwD4ZqOMrMkxjeeJShbz85Aaep/R5ImZ8PM6xv74p27Ib6p1TrGfj8Z7G5672sc8UGr4+wY+onIvnSLIn8eTp42k/sJ74BrwF6raJxJoFpF2q20f7CbRxIFFHDmufcVNe/dGeNNIPbmlpKCn0v+bw0iQuKvZxvqM29eviWQz4kRieBJTtHh9pu+YmP5JzonuG7J/u4GiscbHQ17otqWPFjJw1gaeOTk7YE7FeDuLp4+M4PjpV4gODijd2el4Cqk79gQ86twHQA+ChIQfsr9u9Lkx9T3mzetLLUj6sRH8eQqvv8PvixY3scx9+kejXicb+jH4WZwD57KfA+ToGVL93+z3qnW4SsTVYHgk8OWAa5M98UTwb3w3gys+KDcCv8kFXB1x8eLOodWkxxke7cle2QM09Q9cH7gvbghxssJ9A2zYfC+OdDNAZB11LQzK0sgHHybLn7XA8KbfxNJ1lWY59JAGmo8384FqbJKX+72RZHn0MDgBnGbSBTx1q9typD2/ot2RJcPzgm7cJqHLFhETd7baRw7pBnzlNHd1gZ3QAZeSTW5bvRdsYOjfQlr5pzbM+aLzW0A4g23Eh4Q9t3seZFzz3SezLuD9ATu9f/+v/4us0IBBCG2IGyghKQ1T3TQ43u9zcosiGItAyPAkN0FgueemhnBglBUY04J0sqw4tCueJ7g6rp4XKZuhbKFxdgKFxO3hOVX0izmJrGQbTowe/gWknZm1Gw8K0v7cXu0+fxviQXwZhsFUH9SRyNBqW3Sza8Eu3NOJyp7PszItfFzcN2/pkTDrAQwcpiys6KTOIwHOim6eUaVgN6KIvf5yDn8YA+Sq3tLI4beNpLnTb7/JxdhMALbEwLvHSjQ1pX5em/nX0jrH7YxrPDs/4sXx0etyRiF/++pJoKacH8nuwVAd3feV5YKcN7ObGhi4kl2I4GOaTPHyCwyd8yCXBj0wONq0PH8C5DlDHVtvl9nm7ffgwGddBj3pHvmtyqh0ecJTZkCArN9GKDQt/XpClAwS6WKjyEwBsyNA9bws6SQB6kc1GiV9nYNRBA0d+mt7RW4ah9RNJ5KlbUGMNc4qPMtxeTPgrzIzfduUnFeoTdUgsatFaWV+P5dX1uHj5iog116R30ukh3t7kwM/4xxduaJkbrU2UTVc21fhwO8C61PYh9lD2moRs+t0yyPHJdPaX3HjAuly2TtrRR44Oj1VoAPNZpvWCm6dzAuyHoS0bLAeZthP/Wpkph74QEFNwkFo37f/xH/4hvv2tb2t+8FLaujCr9TlZyLcOoOTM6pTBOQFtjOblmDfldPbnmOtwQlAoGiWoLbuNWyt7HtfWDeDcB27PurqWOmue7TaN6YAWZ7p5aH2Dxn3Ujl23tzl0tr2lA0ebwTSWm/NFssG1PLajeGWr5hlrJZvQ3tKZNqAP4+WXtuKf/yef182VxsIpTwZ0myHRIYnkp02RYzusC92tftonvM8mOWs8qsHV/FpqvjSYnzEWko1Zzc2aQ9DPdMgP5bVxW4rjySC+9a134qMPd3TN29Ktg/hTL9TPz6dUqHLGIIuFJ16kFtJf943+kNPSuGzReW1ElxLrFUby/ho+7ebn4iHL67BiDk+WdTNKO+R8zYuDFA7Q1dNql+yMuWpa86HLd2uoLnGZ5w3HguwQD6yKfMqSh5JFm9Y18XEgRBuHRPzMN3h0nJ9x04wtKk8OdL3kq91PY21tIS5dGsU//+dfjM3NQd5Qn06OpFf9dqbrmXzl5a1Li31dXybx53/2F3H/3hPJYU3BZsYFm19ieCp5K/mhSPanNGcHsu6oQL36oWLMUzQZW/oJX8jVOut/aAtcanHQeYzP8hSXfUQ7ceOpoIWFo/x61e1bG/HmZ6/FKy9vx+uvX4pXX7sYb7xxo37t6bNXqvy5G6K5GV/44p343OduxZe//FJ84Qu343Off0F0d+JLb70ab7312Xjl7otp2KMnOxrDRFn2pC/0bbPG0VFdBMjTz66NPYt9Akc53y04HXPqU/lBnNxumNKDUzmvmNpb8lQNXy/r9w7jC5+7E19862Vp3Yuzk6fq+8M4HfOuwAONtWP11bH6XPP+VHsI3vOi+vHxvuSofnKUON7FxIc77G+Ho2X5uxvvvncvnjzTOBqtps/MYwB7WhsNxmGzfU/b6UNHRvU89GXP1IF9JEG1kHOD8QxNjRfGKGlhYRx3X7wQd1++WIedEw47mQ+6lqsPyPlKoZ+s6PdHuv4txo9//Kt48Pggxqfa6y4OWCaZMZ1OlaUrbVPOOoFN9bQIeK/ZTATsn9H7iTZ4APuB3Sqk7PQc2nONVeaJZOTBKV0qOQPN7ePDJ3Hx0oLG3jXl7Hn5oE3qkJS0XXxSFLKJG7bWh3fgs42TTAH9WF+vJAqqq/H8jDGzGof7vfjrv/6h4jLSNWJFcYC++ofkdT7r8Cn5mun56DxtEZCTHJfEYQ+mZlvZa4AfPeQFahMvaysfPPa0pu3t3I+v/vZn4/btC+LXnlfXNAlRW6cnZShW0kNc5yHtyf11tTGH0mYtRFjIh+c5xuQ7/oPD5+STrfmhBTbp3otXdeSTg5IHILNiUL7WmMliyWn6jDggJ2nQpx7hKcx+fxhaduPRo6dxPCb+de9yBgNyuCZmXnKw3TCLGyGhf+iz2bUR0ooJPOVv0nXXYI/r1CUevnqVa3WSixp98GauTGMXSPOFSNkiQxa+AdYNtOOAaz/ldsyYBxxpHucy9ECFhD6a6QCgKxrLddxpq3LpRHfJm45vlZkXee2mrUR28soflw0pW38ls3KXnbxXMh7jWzktve+1sj+Fd4zI8+nACvIUn95rzOVXFhPf0/pd+ynmKLqRRxsJoI04kbudMoeVh7onvXrlSrzw4ov17q7/6r/64/wJfJhhei5YqlsAnUqdMoHGEermQQYAPTdj5ODgA+Zp4M/HKpO2nshhwvJLA+iQ10kLTx5aaLBShhcoO2owgLfNrY7qlNlpWckt8ONmviiXnjotNH0rjzYAfN2ASafq0JyMj+PwQBfh45N8emJychxQQzcc9LWRWuro68BLTJlSvxI6aWOgZRk70/36FJe4EHPHEJuJB3aC49FHbEkfZW7mSsg2DeWU2OUcqgD0T8pMfPUlQGx5jFxRn/Y9OXSUkQuAswxSLkr6A1dfzeMmpD49ph1ewP1oXttsWy2vDoSqf2gnt43UmdB5ACS8EJ3dE/XDfj41IfXV1tFjt2VbF57T5jFjWmzjIIZyiyehhzz5lYg/nnPB4IYbXvDIzItIhb3auxgAxIc297tli1V5FyNi1emptjqYKDmlMw+gNFYYG170ketPWZHrHL7kpdzJBdIf5dRJ0HcNebGwDMiJeb6sWhzg3cYvMnBQdKpN2YlsWlvfjPWtTc23fv4iEW2MUX+CV/JKH+PYdhnvPgLIrYd5QZl26hyYtuD+MpiXHHoS4Lij1zjK5ne5xUGHHPNQps02eWxTtk7T0G8kg3UD1g+OsscQfIxbj0/zkKwDetrAWT84xiUwmdQGx/IODw/jr//yr+KDDz6IFd0ATGWJltw2k9BNbj0AdcD6zYOc1NvgPw3cBi0JXucG41xGtsFyTW9Z8/os0wnfyZM+N/Pib1g8HgyUncxHbrsA05sOsB7ANrh9Xg5+GWdo6Vw3zsk2uC37nbLwcBWv6FTD1cXFU20e9vOF1XdfuRif++ItbUz3tF4eyl6ti6LjusK1Bqjr8fN949zXFcYoOZDXBLXV5ov5XO3Ise3Mf+ZJySJGaXLKBe/xk+v6wlIs9Vdib+88/vIvvxV7+8zzDd0qpRr+FzPxK1mJqYaMQQoWgEGmbU87OpvQl4eo0HV450DakjdXs1jzCTZP0ihUugll7a2bUm64ez3JP+O6ybs0NO+0N+AAJ/G6OT/Rjbq2HlnW3bv4JJuvQS1ynT9Rm/znaR8Oa4KfYubJl4n2EdJ9LnzS8HV29gzHMRowJ45UPpIMyTw/0nVgRzdWuj5M9kSLLUeSITvUzpMVo5H2JaOjePmVq/HFt15TfI5izK8+SQ9fOzyVbYpC+s14+OjDD+Ltt38YGxvL8dJL12N7exTXrm3E5av8MtIoljWeQnYtr67Es51D8WgdV9BzXOuP8aD/Mq6JIb6MM+XZJ0lT8XYODVC1Gb4FcNBl0h89zVjjusSecnl5IVaWz2Jrqxd/8Ae/G2998cX8mtULL15Quhi3bm3HtRubceXqaly7vhmXL6/EhQuj2L6wLB+HunYtxqrS2vpSrG8MY3NrFKvycXNzPS5pE/1s5yiePj2UIUu6RueVULZoHeVPduSTxHnjNfMNWz0OWzxgX5hP7df8oWdum6/GZMllDKqSe0xpzKebXrx1Ib785Vdie0Nz9EzjTeMonzqDVmORWBEj5NQPTjCWNEbVTWUDuir+QJZ6g3j7p+/Fxx8/1X5Oc6nH1xOhT5IEeG0X4Bw9LQ6apPOckhPw0pa5/tp1OnkUx3xnYYfDi4FoxCHUYXzujetx89qq5qNioDGM5DyclZFo5oaXD5QXWFO09z3YP43vfu/n8eTZSfSHq+qr6i988o0kdqd9Khuw2wA+46VmYsqaQ564T0kph38dH2VFUmWkqT2lgtbaqfgzdy9eXIpXXrsYFy+NpJtDeNbwsea3rsn6K3uQjW3eHxBzYlj2g3C/2Kf8yfclxtGC1pK1ePrkNH7wvffjeKwYLdK30Gn/WsalvcQcQE768hzM6vaP5L733qVzNtsA2+RriPnYx6KCcv6aoGxlbTw4fBi/9ZXXdBO7LmrFQzGpG/pZjCVR+tjvlJ0pQ2PHe3lstR5q5HIu99H5egiV6xoFJb3BnJQOEXOdyW+KcPIuIK5c98ihB9KG1CPoxlLqoJ1MuKTHR1CpqPZ1rJ0LmlsffnRP9y9qWxjEufqS93LRJ0nayXNsp/IFbZ0ccN+TiAnA//Pt+QGA+FJ20nJd5K/oaasPkSRfMUqVpXYqi3f7GFIffdNBW251s0cAaCd5D2Z67LE/4Ka+pQElq/UXGsZTzYHZuYP1JDBp5YcP/dJny1aLxxTXKMCyrce5ZXNgZRngTd/GnjJgPYwpcNjoNoAyyXNmrLGY84OLqsC60wP0JLp8ocz9Inj8JyWNwLrgd7kFcNzXYR8PZNx54YX6ZtQf/dF/mYdECGqNNY4JQE6ijZt2ynbUdDhEnXYb0dL5RsOyKXsRq3KnWzxAOVgDBuDGm80Gk9fOmceybQN6wVWQZ4OuBXDIZyNrYBBZluWQ0FGyaiLTxiSiDp6vfh3sH8SJZvWpLrpsDDVbYlk7u8GgLx15KcDRlJUdJ32tTSxieZggSF+0SeCT2VyspIO4rqyMko92FinfGOejiimXvvj1vjMggzZSj48lZRNlWZVxsp/2NWPAZQx61WlHBnHKGAgPjjaXHR/TQ8tmgDIJ2eSmb+MNjuTH7AByy4Te/iAfgB+Az7YTs93d3aRFFjaTOBU1HfKWtPFhYzAZ1407vYK/aCYHt6wb6NzQim5eP3XkWB79h274aANSrnjMXxef8tc0lKFDJl9ZJEeNdWEz7YD5wCGrDpIUH/1vvfDRzgJHfCiDg9c5eNrzhrLTU1DyoYGPPPlUxi4VE59t+mNRoT2hk8ONIDeX+4dHMVpZ04b6WqxubOpCR9yqv5jL6KFum7JPJQJp1VYxBmyL/SPRp9R98SfRF6Z1ndzjjNyxhJe6ead+df5YP20Gy61YVLltN0/GVznysMF10wDWB4DDLvtkWuqAXyhnnfbF9hoH2AYudOTQ5Rjp6KgzP/7h7/4+fwJ/ZXklbWwBudAiy7It37a1esFRnk/Ab8IDlgnOfeV6S+ey49XS2VbLMoCft8s6aOOJPsYbddMTG7fbP8BlUosHoG3B7eSW4xxwW1tGb2ur1wPXW1pktXiDcXV9qTKP4Ys68wXddJyfcUh0Fr/ztZfj5u2NODx8prkKzWwNl6RO92IcHXGANBuvxM+59dkmcNDyVdocc3KR9/JxeM0BsAhlQx14WiZrWOkDx3gGj1xulM9jOFiLBw8O41vf+lmMj7h50Rre6UAG70ZpdQPYZHCcgfmxQFvRql4k0zbAftWn8yU7P+xRM/eruDjsq+96ulaPd/PXgfp9fD2W3VwT9pTzs9tPFYex6I+1J9C1fGmcXyFZW1uM1eVz8UVsrOtmbcANz4Gu8+d5uHHxQk90g9je1qZtOIkLWz3lx3Hp4kKsr5/G9taCZJzHxSuiu8TLJlfj6rVR/gT2Sy9f1CZvK165eylefHErfx77tVevxN27l+PzX7iV7b/1W6/HyuqixsBTxfFY8WGvwRiRP3lt4SDsPLa2VnQTfje+/KU34vXXrsfdV67Gq6/fiJdfu6H8drzxubvx2uu8SHYQjx7ztIq2P4RdsZIABbXmB/1mmMW+Yu5+Mm4KVJVorgPL2XpsGTM54Gp/xVc2YuFQcZrEH/7h78WdO+uaU49kyr6G5Z76RIknaSaHMT7e1Vg7VOKAjMQ7X+T/+ZGkstfhxbJa407ZI7AJV58PRvHjH72rsbkrjNZlzZ/TU41FntQQhnHDvqHGj8fRzN7WB4B2YuU9oG/SGLMtb7Z1dXEnTe7/NP6XdHe7tHAcb33+xXhD/ZO/ViYf+CW7HnLEngcZutnI1yHkn6zv8yR6Xc+8/qHKewNeUH40Po+Hjw7j57+4F4tLq/JT1ynpzz1E0s/mk8vYSbnWFPpnZn/625XbeYlbRVX0icNP0aXMbiypgZsC9bPiFPsanzfj4hZ7ba0DisNAawm2cQDMeMgoZ6wGmsujePrsOP76b78v3cvaC4+0rogeTZJb9yW/rtv2pCjaOh/ZQ1Jv6SgDuQ420NKR8we09wQD6V9a4vp9HDdvreVP32+sLcTx0b7a1XfMI+Ww5gFbU+aJGGSTAHIOGNDFGlbXFa21fGincdBbHCqMg/jog534u7//qcb1pmTVk/qA931ps/6wD7B/7ZrL3CuovZxp2jEMPscgT1Mqp48Y6y0NQHlywqG7YiG/qJ9ODmJ9Yym+9s/e0HrJ9ZJ3hCET22ZrNGbU9adiDPC1rsFgWHZ2N9u1lms/BF93cJMfuJLSDvmqnLgCXGM683Jfhr7cv3ax8gcVdIbjBJQo+SD68rebVx2N/a6+S4/i4YMnsbN3nOPyVPQV2ZI/pe/4KYOzr21bHtALsNd4coByzWGN34yFwqA6ePMDLb1lZJLoXOOYL4xB8WKDeVsZbRkgdu5z2nJcKEe+bW3XBYCcPqBv06Yya+q36Wwv+Hafkv3IHBGesSwOi/g1u9GdtCpjm/0GrM84cmLg8WT9prcM+1P05LO66cwDfdovmsGo7odzLVLQGeuei1BDh+58qEM259e+2aCoEZ3wQotMy7Ze+922+xtKt27fjsuXL8fC//w//X/O6ZSaALNAtLk3YO4gtNthctpaY8iNI2GIcTaMnF42vYGvo3gQdCZMaTzg53Uiz2BZxiODhRGZzw2YLrEgmB4AZ5tJLhsoIw/TOJgBDvZ248EnD+Lehx/F+7/8eRwf7MWyFo/lQT9WeFeTOi1dUYcjL79LqzKysCl1aZKxeFGHhkVLtbTrVDfBy7qRGw4HGgAVw+XlehcPceBRS/7A9wcsXDXA8IW+pYxMyq5LfQ5s8NhWsZ1d3CwDewDil3YJnCMfQO904mJJg89FUTa7D8AlvpFBQp/7B0A3iZsIcvixnXbqpkv+rj1lSjblY8VsVfFBl+UD8HKokHacFd6HDLYLnO0EkAeOtpQnHJ8kU6+DmupX6PCBHJnG0zdsusED6ILPscUm60r5agdXj7fWeEw54JQz7mwfF3pyZJEsB6jFu+mLji9lIVflczUbZ3vq4KnGAG38+YQ545A/u4Dd8qOjTa3C1dfNxKfN25Gabr/yWtz97Jtx/c6L2m6zsWQ9Yf5UH2I/uj2+8gk/RKkN3c4B10m2lTJAG7YBxBlbHVdokE0dMA5IneJDnnngNw9tlOFpaWgDaCPRZpm0t3UDMmgjByhDY1kG82esO7ttc5ubhnIr02W0e0Okljxo4p1c0Lzzzjvxf/mv/5v8ucuRNk9A2it6xpxhKqvT2eoiT54OTGNo66Zr+a2HOjYB0OHzc343PgGmmffdOgDjLKeVZz7GL598tXyUzdvK/afK5jcesL5PA/ORTOOy8e5bwPKBls46WnkdVe7ZaB8OdUPAJOdnrhd1Q3z0IN5846JunL8S128tx97ekxiJRuokx2Or9NWGZHYtt07qnmMAPOCB5JHutJn1QXRDbTrq/WfsH2bvNLMf5k+eDoTVzQGblbV4++2n8d/+t3+um4Qt9deydrziyxdby0fRls3Imc3LFmbtz8dxWmfMd7YAbiMn0VYxUJB0c0O5p3jG2X7cvLkVF7dXFUN83dH1FzmsTaLTzflAN+A8TUwMRrp+w6soTq8FzAFu0OuF0tKrmLEW8iEQyzc3QNnHamM9Z3OZHzrl0BCB+oq9Q8qRbNZpvn6ePkgWMknI4KYqb1DEy9MIfAiVTyfk0yW6nvHyVNHZR8YgPucHXXkzKT6+iia9i+qbwzG8y7qxXI+T8Ur81V/9KP7iL96R39sxzmuEYoZPKOwgPxFXqnhSrv4BHP+2v1i/umZB4dkQY1vaKsj+kV/MZZ6WYX+srYJ4H8Vn3tyKP/zPflv6OBDayw20nFeXc/iDRMSWXN+8ES/qdeDEfkHjtjfsxm4/TnRTfXq+Ff/X/9tfxDtvP9Em/lJMzqU/e4krXPnCNCIvFalpCuBbXNHrWtLhqeNTy2+fzQs37y2Ro8Ev3C2cHcXm6ln8H//3vxfXr6i/J7zXZJzvttKokHzmL2vL3NqkjsVXRHHTW3qwgf7TOFgYxuHxMP7679+Jb37n/RisXuLZJJ5bUizo4Zl99sk+pJ20STi55+dzfigB1Fsc5YJZDLyu8cHjkmTy8/znp/fj//Cvfjtu3RhqadCNksZ0f1H3KRILLeNlgmzGrXzpLa3Hz372KP7v/49vRG94JU41lnk6ilk75mC0mz/J0Y1T7K3x2s0RgftjQvyV22Zy+5e2dv64nLKVgJ5iXDJr/FHmPWT9vvaPkwfxld+6Eb//L1/T+rGr9YVDS3RJluYXey36jfUCW5hTzDXbC7Rl60z96oa8wV9cVvxW4x//9r348z//qTrmovZ0GvMT/Ojmr30hIvAq2Sdkoxuwf/ad9di0U5AJaT9jTlVJwaDkaeOT8qVRtVhSWa7F2cmz2NqexB//yf8uNtZ1DTk91Bypew8OgdCS/HltEL6zo2QzNrlucRBfHxQyLtAtNZn4Zdfj43GMD4+xVPIUT+XMYwD7OGQEeL8s8S4P7J/XD/zrYoVsqcjI53+VI8tAOa+5SmcaDyeTYfzwx+/G997+IJ4cLMSB/AlenXFKewlxnACv1Z8G7oMql52zmNTclZU59oCa91kUVIE6PO2DBMiSiwm2BenImgfaPSZsCwAOWcikDKScjn4+RpZRtBqPE8ZL2QfYDqD86MZRFwMS8cMP1kDGw4y+aIq+ixN/LqsNW20XMbfM5IGo6/MaF8/bA4/rpPxV8RyTM30JXVDLx8hv4ahz8h4/n4pEfteGLzW8bId8yL/SxxNv8FfbzA/fa1kHQHv6pnbfI3zlK1+J3//934/eH//bf/N1COw0gbAQO+DAcMJEu8hqknU8VkJ9XjmyzO/gmccLHAANMviuJzfQbJLQ4TZ4x9qUWAdt4M2HTMpAW7c9xpFTh5+b7fyqlnDm4yaVLoeGZB+TvpOZuWg5tOAFxZIce7t78VQ3XPc++Tj2d3didTTMT1F5mihP/uk86YOXp6LoaMrIRy8W+NApY5U2ahMGjQaJrJNu21k0PvGDZuZDnRrTDs6+u2yoGwFiQl9Wnzq2LYAD6HcDsmw7eMeoYsMiUrqRhS2qPCeb3HyWa1rk8MQPeHDIgY5kmZQBaJFtOvvHmMqBLjrKNZ7qgMn80PJ+jJaXHN0ptwPjyZ/TKz/hJVF3ou5DKPhIHmu0AdTBm4ey5aCHdoCnyfLrieqnvMmijOqOjjbLaO20rYwq/4oYYBraiG+Ok04/gBzn0JJbJhsF+Ni016cnmKI/FZJfiT8+VQN4lLk/GsWCNtar6xuxsbktWnwj/pKnP+vxeCXPfldsW/3gbCMAbfrXtblfAPsFL3E0LwkcvMgGD5jXONOCn7eBsUQZucjx2gUOWhJl+t915NgmywEsm4Qc6wGQD59xppkebnYJHHaYxvz2kfGCHMY/fQYewIZf/vKX8Y2/+uu0a3ZzJLu6fnEdoIxN1kMytHQAdZL9n6enDL7loz4P1kXeboyy3vnX8n2aXIP52jK0NfaLF9y8nQaX4aFsestMWZ1NhtaWlhZo+Sy7pQWQ5/FmmKcFbE/bBi8U3ASQ93WTz2HA4uJRDJaO48tvvRSvf/ZmDEe8n4avB1U8WLuTV+OBXAXlNScYM9CQKHPt8Thtfc+NSrNZ4nCctYNPa3la1jeotHu+A+DQA56cdYKvRPeXVuP9Xz2L73/vfVHxoxDLuT6IQ7T6X2sJQHnqeyOH1ILbnEzP9dxlg/kdD+LEhzQcqizEYdy6tRJ/8Ae/E1/96t343OdvxBtfuBOfefNmvPH525lef+N2fPbNW/H6azfj5btX48aNjbh+czNuvbgVL758KV66y/f+L8adly7GtZsbcfPWVrZfurIc61uLsX2Br3Mtx/bFYSyvnOqadh6jFexWP47O1H/M72PFRHuhJfVvb6IbiT1tDPdl/ZHm/a5sPVS8jmJyJtyCcJM98fMC8HF34MM463WHW9xY9bXfEPpccVKY+cpOHiCI7ngsWWfHWacPOFgiJsRnopvK73//p/HRRzviX80PhvLShZyuLwBZX3n2Ya2zgNvb+OdNM3FX7hto/fccbY4blWt8crBIg/aHJ4fStBtf+2d348bNFcXiqTbaojmvAxFJzM/l2f8hwwfWyMmvH0pVPoWi1NeNYa5/kl1f8+EJu9Aa+jiePeWgbKR4KJLIlQ0Atnndasd2G4ukacecMu8L8bMLVbab3/WETh81cSmdxNULy/GFz92KlT5Psx/JR5480U20zBRjslmeyznHVc6bQOng0BK7UJdbDt4LdrIUP//F/XyaaFFzkF8X5Cew855GzPZrOp86P6YptRW4/dPAfMQbsFwD3lIHwxMm+Li5EfHlz78ca6uqa0zXO7kq5uSAhqHq+Mch7DDe/cW9+OV7TzSfLmhOMAvoLzmb/dfpUJl42NZaA2otyPbOLg6ssDPLHc5+t37O+wzteXcwi5l4ld8okO/j4x3t/57FW1qrr11bFvWxbKk1mN7mvTvpW+pjfWYtmN0zpezOBtuaepJeQB/n+OF9qRvx3e/8It5993EMhptaKxTW7Ff2QI0/+rNcy3K9hVaPaVyW0owf4xws8xu8ryPP8TGmaSOJnl8jfOWVK/Ha69diNKQtBSQtdqI3ryd0tsBzmvbU2ekQpniUmOc8hQdPPT2p9u76xXhBAl9VNOAqepBFwkoAebTBNz0gApHzJxtyXpm2zQ3M1ckJLyxelh8R9x48zfd/neVX0Ng/8iHA82ONVGvfbGyBwzbojHdsSd43AljgDxKz3NlaqdocR4D6LIa1PrLPJE+dMAlaeygj1/pJgP1wG3TItu3GGcDXeKzYYlfJxrfnxxwADSqsB2h9B93ytHaax2s4YLsA00zrypDd8tMvlB175yQRiKv6Bzrz4ZPpwOW4Fqm4Ygkd8nN5qR9rGiO85oaHavJJwc42Enambsn2/Z/1o6/103pKl2LYtfGU/crqarz66qvIrk8FvbhQN1iwnWgF+0YeeitCBnWU2SA/aWFZgOVAWzcwZUMap/pAjuUj6sotHzo7R06b9YBr5ToHyN1ZJA+SPGARPzjq9qVugssuy0AeG1p4LYebYXj47h6LM2N3csrp/0S4ZeHYhjBQTtSR9fg2N3nHx0fabB3roguem002ybK/84HJlqeMfC6FDNnS6w+ys+siV6QkYoYNLEqUsYtTcsJMueIzG4DkTqppcpd+f+WOgQFdChewgLcHHuTEyjFHN8O3PiXufjqyWKf9yfcpoSOeWZc82+aYUye+yKWcfqEHYV2dcj7Wi08dHlWtbR4vfPecT4NIXDx5GZzfk0Bf8agth2Q8Tk8/8bg1iSe14Gdsk3wIBw6wDzVusL8WS1IumMLn2MQG9BNlKYUCH0jIcI4sJ2LPGCEmlEnECjrHDLrnY08YajwC2In+NmfxIlC8vJs6CX7arZsEWBa+2CfjczNKrnh5TOWwlX++KELPxprNR86PE9monE930UtceHeCiKc2AvhIkNh0ktPmsQCU/tncNx854wYo/bP5TZk2+hF5lgFQBkc7fQHAA4467cZTdnLsoSNZp/vC7eihnTp9hx5yZDKmbCM0AHh4kEPucWd7yeGHj0SdZLtsj+nBAX7k1HjAv5Tx8YcfFUJ9N+Xr/AHwAxsB2wUOcAys3zDPC5/jwQLZ0qphym+5AHzMLyDpleBvfaBs+UnfybE+10nQkgPOAfhILZinlfH/D6BBTmuf+VrbfpMs8OZ13ADwlBkbjg84yvg57+tUhq4c+ZUXcOp8OE90zeHnv/nZ70uX1+L2S1c1L3pxcLivsclNL7HDVsZQzYEcU5LpdZlxBzBXaYPGONsAng0jeMqMLdYDPtXPr/SO6wZchme7ZeW1UrrQw8EQP93OOn2qO5WTyXk8eXqQN6UaGHn4wPg45QmYLl6OGXWijN+5sZ0Nq5RPcqzQK6tr497FFKi8XRfVpvWsQPp0PR8fHcTq2mJ87fe+GLfubOvGai8Oj/kp7Udaw59o8/ZEN3lPtf7tKH8W+8ePY//gYYx10zc5F+3hTuztP41nT+/H3sHT2Nl5FLt7j2L/8Inyx2qTjJODKu8+jf29Z6rX+4zGR/vaH8kO7SHOxnxAxXWlDm/Gx3vyi3VFYyM4NNJ6pHZeUsx7hrje8YtGE75SJRzvqOLdJ/yq2YSvOeNhPl0Ev+Z8hqbmL3Hhp+356hHxZ5wNuI4yDtVPrCm7u/vSLRyhP2d9kEBdgLjZlhaVM4iF7+C5/uuAPgLg4Vpf19vZOE9ZAsoF7Jc07mRvbqpTEe8lfBJXLq1L0H628TU6fOKJufwVOCVuvAGuYUCNacqSeF4fBlDOw0HGI9eqs4U43BvHvY8fSN4w/eO6mD8JLbD9APHLr7BIDtiZzeW76+kffjgWquNnxlJ/9p2EeOgYnsjPJy3EsjpcissXVmKoS+KE90rxdBFyCL3UoIlrMU8foTav6YoJviE3dUOc6guX8VB+dDyOA967KV5sIia5P8AYgf2AHp3IItlu1hLmZOZEAps63haKhz1AyZuSyK68oScXEj319P1JrK8MY3lZ10b1J/M5X1yMAqX0iciKh75mfzzWjfjugeYTP3eutChZRY1dosVG9IsH27MPU85MP/OhxUHnGAD2jf+xO31mjHG9VXl6EDmATzo7vbUnZ62OWFnux5XL2zm3znkPVGhtXBxoPdX+VvMLqexja09b+wI++KSOP+lHZxP2cDPNU9w86ViHM/RVX/N2HM+escfkIYBFjR04JEF+CZl+po+y2Ye22MS4nug60ELpqXhVDLCEOtesOlQmAaaBHjmUsbdyaDJS2Rd8Jbo3WIjNi2t5DSDy6Sc2IotTrYyF1ijpo/tosy0SOtXHGCybqs69gW/OoQeXSVTkzGv2rowt4+q6NbsxtywSADd6qOOTbYXOtElHngnzy8/QurO1sa7+5xexF2OVPSMx1x/XAQma8QqQj8wWGJ+0W2fOF9FRZw2j3W3tGGnLrkMHkM9oqmwcOXsILpWiqPFMfyi2pjFQz+uvcOTIo4xNrb4q41fVyaEBrHNmf5Whr0OjJBOULiDvXZCVsVadb/jUgpg8+VS5ROUHIBIAbX2FsOxLGamrAP2uI4/7/LQ2eZHPOC19QMkgQPijmPCnou8XefIt5weTH7NE73jojiDfK7eqtiubG7GifMR9rnA8RHKuuVXvl9MY4Qlf5Is/v4aMXPEPdf1m7gKMB+Q61gC8WEi8OCB68OBBvrs0OdoOazsBwEgE0oa8StVZ4E0PHQlFLc6D052JXOuaaGFgEwo9OTigjK1JSxsJntYxZDm3PugBaGmjrgyMylVHJ+2UCVgrm8kDn2/IyEkAeuAlUaZjkQEPF0sG2c7Os/yVjyFXaYUPGRgwPhnnE0elu/AkNhe1QS57kZu9pA7ON8t3dtaBCbrqUMi+USanDm35LVu7gQA+B3/Hw5MpmavOgMoJ1W2OVElZLP5A9b7QHY5U8jv6DpAFwAu4btuJT5vw0TY7Aa0vttc+pf9KxAy8dZEjD5qMp3JusPnuMZObC+ZwOMqxxQUzv5PMQq/4gB8O+Tl8nvga5s0J9PAjk7GITOq2kTpQMUJn3czQTMIebOBiAh8HiD6cgZfkMU4OLWDfwOVFuPMJGeYzDXjHBro2gbcuywYYq9hruW5znJ3mZTE+kNfirV//ZFPlrIO88I/xjcw6SKoxTCOHonWwxLyuxZF5hU8k5KVN/NNcsI20eb4iF1sYQwA8tJHTBo3bwFs2gC7ryBin0YXHJ/gB2ok5fJQt3zbM4lL8AG2A/QAcf+h9k41ecHzlyzQAbbaBnDplEvJcB+AHrMv+0u54Wi9lXmDH133AUbdd/Arfk8eP8yDSh2jw0C+WTYIW2dYLDYAc8NAC5MgAzGcwDzd7pmdDBg0JesC5kKW/KaPLdkxlYG8nA2j1Jn+TAOtynuWOFrA/JGhcNk+L+6fA4wt6gLL5rNty0enccq0H/yyHHHBu3wHTFw92CtnxYQtPESxpI8T7Snjvyq1bl+PaFd14LHBgQN/VWjb7JGo2fjm0xTb3N+2U0YVs22y7oAHvcUmfc/PCBwUcMJCA2kzOxj2APhIfOHCd4wcsoOerPk+f7gqv+HFAobW7fBVPEyNGbx3IV1xyAHVFwLaSo5OUzZ3tBmIIjUQKPH6KJtdR4Xm582j5PG7e3tIm8yDOF/ejP8APzW1+cSe/uqUYaP3j0z42/XyAxAdG4BVZzQHs0DVYN7ln5+TyWbK58eXrZKhnbyCqOD46lE5iSht7NPZN3V6JQznhuCHha2H4Ay/2s94CxJl+YVvgsUO9NsDED3rmqa4BJTZ5sY8nG4DMheMXQ9E3GNRTC8xlXRnyaxpPnuzILj4gk42yo0KrvPmj3oLHDuC+JBnPtSQ5uzpjyhzt+IMux9I59nCYeRTXr1/Ol21zQIYvjEXGiMc3QDxqPM3mONcgnr4zXcVRNJpHPFm11F+Kvb3D2N8/Ut/wVJbXNkWiG5+2t/xRC/EVyjYXvhIAfe61unZg6ieyOroEVfNmgj7VH+OFJwX5wZQLm6uyWwRca9MnDUPs4ctUPGHF9UB4Dnvy1wjVbnuJRV27sYGYKh5p83keEHEj3h/qdoU+EX9+FYN/yuEht98A8qhne855WVEnEDg8bXMMDJaFj0DKzVIBccr1Q9jDg924enk7RgONZ9Vz3HY6WNs8fpGZY19JpuSBJk8Vsabwq1LcmKEjDxCkNmPW+dL6ZCj7ZutwC6ZPuynjJ3WllO+62vk6SMZfGPqZ+cSvFvKi5s2ttdjaXMs9BO+AyrVPNAxH+BHNXKPeW9B9VG632H/W+pEE6RV7I/ZmVeZgiR8FWDjnl4GX49H9fcVRcTtTbNSW7YwvyXFfpL+Z6sAvD0xSCWqqHwHogfJ9FkMAWwFwJOQD5gXnfqrD26KhmfVzMFiICxfXtWfhIKzGYD551eks79JDhCVupnM2HuGDjnpeB6Qg55jA166KU9kE5H2SyvDgv20VMtsBywCIVTUVT11n61seFZsZLYB4xlwdWPCgwVJc2t6MtVXds3DYiz7lrL2zWCO7/AOM/025gbpjAZCDI29xvjYDvma6vYW6ltSYy0PatIla6WUddQ4taRp3+ezU2gS0bbhgHmhMT51UMLO9lUMZncQrQfTI4pp6ontzxkM9pYc9Ne74g479SMmf9Zlz6yaBIbG25hOJ2IvdshE56C86Yl28jJH0jT/aJABe/pCTek5Og2NPlvSerrE3Njbixtp6XNtYj2XiLPs0k/MaUP0gXVznkEV/yedcD0HwT/KRi/8AZceRMmO44r2Q7y3lB6BqlnYAETcNADe/gG8EYUJwGVKLByk3jZ1C6lYKTLobFHC+4EIDMBkt0zS+aaPugeU6ObSWjxzLAKyDnDZ3CrSVZh1qejqCtiwLzwTGZus2LWBdtLsMHzbv7u7kIRAdwMDLx3D1Fxp40B4cHIjuKO2Cn5xkWzOpB/HPeOtu6ZFVN9tFS+Ln6qC1PdDBQ7lSxRDIAdjJmvHU0w7WDQ5+ywesD/3O4eGGF3r4oAFHG3jHiRtR8lYOOTzEudVhOwGXkQMd/QkNZbfBS7vLyLQu6KhPfe98A8jrE5WZHeCghR+82wB0U3acFNJsT/86+33zD7CRQhY01o8O+8Eca3VSZsPHVy1JeTjExkBtuUHocmBKr9zJsi0T8Dx1TqLN7eSOCTm2AqaDDzvM45szNiEdaeKnfJ0eIXP8t/EjbqwjbFQAx4Wciz2+EUt0AvQNcbXd0BVtHYClHgH6nSPD/I4DPIwP4k3ZfWW+mQ2zC6/Hk3HQWKdpWwBvXtoB/EYOOcntAHZiB/7SZh7kkExPouy2to4NlG2jy9hpfuRajunBoX9vby/ef//9fCm7/SJZvvndBwD+OH5tjADoabPOFsB1hcoF0JKgtU4AWsfAegH0tLqmMjuwLPvSyjQfYF7aKbeyWn3mN67VZz4AfNsGOEZugxY5TuCQj120UQZHm/W2OsBTNh9l+ztPwxyTti7hh/qJa9GEdZqX8C/EC3euxcrqIE51Q8lTr/mE6vlCjI/rOoIswLZMJqzpfMUInfhaPnmdBVob+aPsPqYNXynb/txAd/Qes4ypqX7aZDc8x0cn8eEHn+g6Ipna7Hje5K/AiA7ZZWvpRSZ884Bc+wTP/LgwuC/Sly4VnkMT+k392DuLlZWFWN/QWjM81u33gYTiOXNkLIG6pvTVP4szWUAdxJQ+cNiQ/graues669ZAN78rulHgia96IrbiCa35LR+gbJz1dC3TMnjiXRvkmZ9OXu/M3/al14Gsiy53kNqsHhyyH2ANKNnEC5DEqU/2D5kGym53m3HkrFfwzXgqdy37Wm0cUiEGWr5CiWm3b1+TzRq3wvG0DXfT+AbPVJpwNa6xt8rssRhn9jVt4U9yGAOMvXv3HmiOKf4LmsclKflaW+0LVXLH1G2UTU+Z1NIYwLGPMn0J1JDTeHKf1MHiJNbWRuKAVpnokA2Qe9wjo9VnndCYXr2RHzKQc0Cxs7ufh2J8oJYkKHjezF+TgVxDPtWiG/oeTy6KjwTM9Blm9pKQOQ+pXj7QzxwcXL96UXQcxNa4Y02DKg9ZWQNVtp/01/HRcTx7uqc2v5+y1k7aU6c4iBPQ2uF4OTe9aef7Hrr24CDr9J9BbdAhh4MH9wv3Kidas3mqpC//WE84PMhDBEE9zYVu7ne0nzjvyXfp46kN+cRXloInjZR4P8/Jme5XliQfGWqSFu4tNW40FibDODpejI8/eqwOWxJe+1/9Mc65X8iDeAIimzK+KtvPed+xnfSbIOdd5y/5PIA3MCVZL+u+7Vw28pRixNUrF2WK5prGPDpLL7HGZt3063rV2uD5S7KN5AC554Nx2FA0msvyv6WdSCfJvmdb4y42VBvxKV1AjknpEUfKtQ3TGCjHz/w1T62lHFjwoMGlC5uxub6scb4vA7TeStlUrwBbLYd1zW1TuXPQts3n9ps6KddVgeNHu/uHevqW47I+TCBP/2T7qRLfkToH18WQhCyPAcfdeg2tT8ZP9TVA3TLJTUPZY5K8rmW1HwHsn69x5NCZlzz7S67y9BYPGp3pvoUzDmTQ/wbHybaSA8ghId8467eddUbAnJXejJyS9LLH0TCqvZmwfRkylJyReC4MR3F7bSs2FPb+0ThG4hnim2TV2mc7ZmMPvW3Kw/rOJgAb7RN4aKg7jrt7O3VI5I4CmYJEUEzlFMAiSrsD4CBDz6IMzjJQ5kFLsiHQAlz4nUMP2CgAHugVzizTRg7YHnL4obMtAHS2kzLJdkLXgm22DtvgMm1ut1x/8k67BxidUpOhNhd5yq12+5sbS9kADzk8JGTzTjI/zl6f+FRHl1y+n1o36pRtv3WD54WYbiMH0EsbwARp9Rau4jGzr/AA9qdd4qGMTOioO4FDBon4U6+L7WzwwQv4017oANOgI/tY+clYdvDix4noTiRfQYGONseh6jx9Rr8Q/1BfLE/HkPvFT4JYnzd78FO2LxKSZU7iGdtCqD7zjwRAQ3nW17ZlNjYAYlGPaKtfNK3yEVYuunzBW3U2IrRThs88JDVOcS4j158IkeenOB1tfZIzS8VWdmAjPqErH71VTuJE2XaXrRzE1k0GCf9SvqAtkyM6YyZr3K/IasvQQZMXO5WRzycKPE2FD7TJq46mxiJ8yAboN8aQ4+AcOgAe94X7023Y6zb7R5v7zDoBcugA8C0vdcsE5zbwlkEOeF4C1uk6shxDkuMEr2mdrA+wT+QuQzMPtpM2lwH0GEeOLlKrl4sdj5A+fPhQm9CZbNM4DoBlAdYHDWXrBIyfB8sjZx3IvCvDbztNC0APbsrX4YEWR5kEUDcP0NLZ/pYW3cWfqCnYJ/MCyLV/zg2mm8fZFufYQO71Dj2UW7m0tzGFhzZy+wAdYH2W7XbwzHNZpHJtcjJH7Pk41lZ7cfvWZdU13vNGUgGAXkSsn4bWZp6uVCbdrCOzOYgtJM+Pqf2iJScxB2yffYXeZesiuW7g0Bm3jo5OdEN3oOscv6ik+ZjrP+NyNmcTOn7bNcV30NpMG3a0YP3ktodkeprzpkVpNOrF1ta6/OMAnJ9Ah7dk15MLXDNZo2a+VzxqzHu/ABt+5C+NamOtUaCe05rEExziT7ECZBmwG1nuB9tKbkB27jTpDGR2cqBBf/nD+l8fQADItDzWYYA26GgDaHOZMVZjWDHSOrK/fxwHB9rj6RpecWPs1nUdQCeADMeVnATOddtDTvJ4AcxbKVHFr5z3P8rS8g0TF07j4qX1PETggA17OEixDABfKM1kln4n2hnDtk/eqXf4QOg0Hj3akS6ePOW1C7JAgnI+dfLMkzqybYYzjXOS+xMgd9ngT3jhV+uUn30BewBJSF83N1fySZR8z4qw0EOLHfXuyTaGs7iSoCGHhz0p8409jFD5lBhP3OBqHjSovZ4WKzvhcR8DKUM22Lf0T+1+IiM7bQ5sBzyW1ZYN9InQmi9nsbE20ro20M2cbJvUuM2vU6VdSsIzH0p/qT44ONY+cyFGw5W8SUPWc7qVW6dx7h/GPEA7eMC8gONNMq/+m7YDbgOTT110/KwPSKxumcTm1koMR8RfOuVHPi2nMdfvr4qHp99X5JPWnNxrMrY1t7mrZd2VkN5woLLmRW8YvEeqP9yIwfK2ypvCrSltxoefHMSPfvxBnJwNYzBajx73ZtLvsSFFskn2ZjzKX+y3n+5jwP6mb0otgGd8GeD3eDMfkPz6m95DZZ+exvKwr1j0YmN9VfQ8Scm9EPOhbLHsGhtlA3nFRbaobB2tPuyHFzrvK8nBQWM6wHqcZzt/HR22sAbQTtx8QFnXqtncrb6UXOUcquh/yDK6yONAiEMxDolWVwaxOlKfnJ0E77Zl3CGHHFvti/vBcQC4n7FtHs/kLpueHJ/d1uIBj/02bpQxmw+Y8ilJRGaYq56HrsqTTpC+NzJaWa6jx3W3GVp6AzaSaAPQQf8bkEfy00Bwt7LbWIGzHICxR9/k2kp/icX67As5fO4PyzXeNvNnnPHWnTzEreMDTz+rGEON8YHGSX/hLFa1pr949VKsUVZa5weq5BtfNWMtZn/GD2XQEYhk/iCb3DYDXAMX0Uf/OFc/2S7byL0E+4DxcT64M3tvEAH1xg6cGUgOAoIq8DWhTG86t7c3LJR9MAQOXvisA7AM89HOCRlgOeQJ0oEe6m5zau0gB0cZ/dB64CBflFMbprIF2SYcAK3lYLdpyWmjA7gRHvGi6kHpQB9lePKASB2NTJKaMreMjJfo8i3k+VexQLZ1kjPpoOcJL3SSzO+bPWSSaIOH9pyswiEvdSl32XViUDpq8UAnCT7y1hbbwwBqnxgC0AuU3s6HThcADzgeYYPHeOJh/ciwPegHkGeaimFNMvBuN452+48ugDpl5EE308UTLPiHb/hYbfapaGoRMj/ySZQZUy7zomzr5sIPr+NCO4k2cuSRsBtc3kBD19WhEUHyGtJHyUSn/TXectBPGbBOUuI6OhI4DjlYWJCTNnRt1u8yefrIYZP+uLGQdPFVHzux+SNncwFPxk+ywV2+cqVoOntbSLzooMcmABn46RjZL/cJZWyj3bzYDFB3Tj8C5OYB6EsSOsiRnz42fgOMV3C2kUTZyU/SkWizDQA22ZaKdY0d0zq29oOyeaADTIsu97ttJLd/1kuOzbbP8QKPHHLqT548Sdv5IYBWB2BbnMNDbpsA2pxoM46y64Bx5C3kBbjTB1iWdZmHBJ3rKVu5AXoDsYAGsJ+A83nZmeuP+LvNuj4ttfbMg3EtHQmgzePNsjz26B/j2gRgk+V4rMwnaOiXdizxIt76GixjWH4qsTFY6p3FC3duxJo2nWenR+r/g7yxltW6YTrJd5p4npCA8oEyY5M1ket2zUvkO16eO+D9dC5424+v0Nre1CGpyCAGxAM69Nf4rXWbdZlDoqPDsWxd1rjprs36q7VLRPqvjRUJSB+q+Jw/0BqwyX1nXwzQUrfd6vks89XxXu88LlxYy68SZ98Kz6eniOIFznwiTFIv5uGb5fhajCwtceJTvJVzA8FTIbm+q/9OtDHjPQJTB3igXKbxjhzA4wcbKSOzHQN1c6D48s4F5EsfexDHB96KWflEcpvlee3wE7Ke/x4j+YSEZCev8ByaxLnGIu9L6a5/U3u6dQqwHhI0ADTIzVgqAbSl7IYeqJEjOYplK6elYTwvaCN94cJ6TPLn7GtM4xO+5fhRPfV1vIBz9p0Vn5lscmKKBWPNgw8//ES4bl1Jm8RLNr1JbKFib1kGbCKBIwdM4/q03OXU+ZUby8kPirLPT2NtbTlWV7mGanwMar8EeB/tOoAsbmqRAx6b83rHOOxkI5N+Zg4eHhzG8Vh9r05Xr8pb8ardvmYcJNM2WoZx2Emf5YdaavI1ADr3OQAtwDWTdtNY7iwnYfdpDEbsF+AtO7KQoxLekuH5wRx8cP+ZxjXfmuDAgf3ebF+BLXDbDufwI5t5gH7H3DyWD5BDQ9J/mSjbT+fIY++e9OB5vEdlvnVAH3IQzWF+HjIs+PrBdaMXw8G28CPJXld9RX2xqTK4zRhP1tXnm3FwOIzdvX7s7g9iZ68Xj58sap4uxKPHi3H/fj9+9rOj+Iu/+HH8wzffiaMT5nfdc9V8kT/CqJQ5e1q+6kTvt2A/y7ZK+EeaxkCAr+5L96vXluyzDpIePsZKquLQ+kjyJrGtePBLnLywnEP05NIYUGQ1ThmLsJZe60sJnUz0GWcbbE+9x6WAPgaXvssf89hOcDOY9XXKyXVzthfB/movXSTHpo0Rfcyvq3EoW18p4323gxjowjwcaNxJNU+V+PpZ47HsoG5/nah7fs901P1T60drA3hwpqUNKFmVTAuwT68idlSSm7isvqEzmPezdajVbZxtRSY+WXbhqg2YXndEb/vAUYZm3m5ycC2P283rMvTQAeYBx7071+iSX/fQgG1CnvncL+CQDVBHPqExL5A8clNLWOZiytyv7OD1HFIcx4cHGt4nsaqJcGGpF9fXVmJ5QfacHkfv5Fj4xVjRfmFtMMp1Ne3MMVHjAzXlGzpRQ8xrrAC2PddkAXj4HBfSgwcPo/enf/rHX+fgwR1OA58eIoAEo4MxFZoGVLnFV2CrDR7KQBovXAZMQBtgnNsNtKcsLUzYBQ24opND0GoRETJxrY2tDurG1SFLNqVcXuAKDTaaHzrqdBQ46nQ+bSvLy/kIWNLKNtqyLHmn2jjSqQ/v3Ytnjx9rYssmtfNCwHxfADZr8aKDODxyXGSd8LIXIZ296KIFXJ0GYge8GuRpXzcYROubgT6fFsCV/Cw06jeclQzHALGnGoT5SY4asP/khMW8JhPfN/cF1akGWJ0yp13IEjcikidlYfpsApauwssILtPTNlKi034l/dWnWzWm0GcZXDzhyxNStSW98O4PZDiOxKtU1uSWhiwD+EeCtvwAW4stj1PXqXe3IKqRTREv4iR2efAhXsrcfHERT6tVz5f8SlKOR3JwKrMhRo9jxjhDNny1CetiKDy2VH+AIS9I/7s+Jsc+cuP0T/7UjYMoJFNjWLqJFRikzQC5aVz6VnFkwev6XX1OnpTY26VqE5t0ZltHq9b8o5x3IAnqK2TwjwsTNvX6mhLncenq1bh646bwg/wZWjZ/HDARE/oAQBcLlb+O5vejAOTtuHHu+FL2OHC77SeBc53cPNRtAznyzGt9brOdlg9AA95yAOwAT24dyKPddlj+p+Gtx/oBZJAA6KEzUKYNGbSht9Wdmzr1EXTMs8SL/Zvf/Ga885OfxsrKSm5MGDF8vYeLlH0wWLdx1G0DZbfX/wWf1g6u1qRZ33waHTdtLgOODzhs8JOJbdxos88GyrThDznQ0md7zr0OVzMbTtUTnTktlDMxx3LMF65iW3nOKcljDuY60W3Q0G99gMv4QpsB++nDls65Y2/bAefgsCXrtkV9iTfEe9DHT17cexBvvHEzXnzpYpz3jrT+aKOhNQTIGHWy2v63fYxLcBwueMxSB8+8MU/60I0zzyfsqk/yujhrXecdRSiEj3ZFNdcNyuT1nfoFbYpH8d4vH8WP376nTTy/Vtmvn7IWHW7TXyIrPfjbjAHntBRxbZywH0jdtKasGk+G8o+I4Ht3KJaf1vNOsb1Y6p/EV37rbty4tSZ5B6KqjdgS67AMYs3PftBYYJ2s2JQ+ZNOGHeyziFOaKh34np8KKkaJpB/KjLKJD5JYr0XHzRxlnj5QRBDQrcn6J/YcFx3gY7bpasz+gZslDg6xC17PSyh4kqD2GbWOkKdQgeNEzvVwfCJb2XssLMePf/x+fPC+NrWLy6Jm7e/6Uf0+P2eBjEPX53aSJvebxwZA3hU7SnxkhBcyb7RVx7d8/1ZP+7WVs/jyV16IC9uLGkestRzAu29rfHvNzJgLz7Wb3CZlfDynxcyNM08va+8ef/M3P1S7+v9MvsoOvv7DmKlx0411yUGUWlWusWnZuddKmtn4q3WkCKiXbvyU3dWp6QN9Zjl92cZTNCdHu3Hl8nJ85vVr2g+eiL7GJPJyZIuxnnJTUXh/7aD6tyB1Zqn8gffsdCkOj8/j3V8+jIdPtM/tL8eErzQpdkSRNQ9DvC7Yl5QiftZzHChfu/Wd/krbSofHBAAvMSw5ZZtIEzjoZMz0RdNXHqeHsTY6iS9+7kXhj/JGOumwnzWQ+Zd9rHEoHKYsLo40Th/Hz3/+MM4XV+LkTPtC5oZsAvxLZVwn3T8ZB+zGaEG2d3gAmwjcdM+d2qiXLPY2tQaUDnJ4aWPMpX1q531XiNJOSDxH8ZWv3I3r19ZkZ73PjIAvnPdjdflC7O2dxI++/6v44fffi1+9+zg++nA3fvTDj+MHP3hfc/Gj+P53f6n84/jRjz6Md370IH7yw3vx3W+9F9/+j+/G97/zq3j77Y/ib77xvbj/4FA2L2vMrMrfuoZll3ZAf3m+APadHLBPBrfn+kEkVHccau87W6dN25ZNo8hkXHn1Wj9VHMRLL12Kz75xWzbx6g719xL94nE3szMtS5lkpS/neu6vqs9yvfBBmCYE+yBscA6kzYyHbh4azzpT+2/sRFYntdPHtQIoe/CLtY4xwLWn9KesFNfFSrFPOzUeGHfcMy4taa8cS/HJJ09iLFET2ZFP86mcpsjnkoYo9CBt5q/txY70pcM73saRgzOYjzYAHsA8jil+AdSd3D59qlIk0P4mPZbtdQhcrsmyuXiqT83vPbL1ESva/Mob2mc2zOYtONZ5rMr5SqSIlwy0PsC09cJtIcqNHJc5hrBDfcA1GDA91/zEiD73CuDV3z6AkSVTHsYYMLVRTLk/UJk9+0hjSxZxahTrKm8vLMVL29uxIVkL2jsty0ceKhnLn13dU04kt+aseCTD6ybrKLEBsDHj1MXDY8JljC8aglJjHJHbW1uxiOMeOAAK2LiAs6D5ALpODq0NYBMJQNcmAFqX6ZS23W3IIFGGJp1IjtkgYqJxqgwd7SyuKmSnIMd4ZACUzUsZGnjss3GfBrRDh+wTdUbKPIcPfyHA7rr4Pnv2tB55ZnJgj5pZYPOxc8lg0ucmphvEpVPy1JHpg8B25AZINmcscmDRXfjRLXZdW+WzzRSArQxMRTbtYDPAzV9KUT11C5dxyIOr0kvyp7rk9aRBvWMIyDGhRA6+DnfKD3hI1MnBJZ144fcYcbyLr25cmaTUeaeTfau4swGuTyWL5vmFAhrq0BBHf1oNHe8nKJ9qXALgScjCpsPDepH40bj8TJ+ET336YyHIC4bs4MaH77FzyOZ42l+EzhaCstH9YV/hh55PngsY99VH3himLIFzcMa7vxOvkeVPa7mIkJBlu0texQxqLmak+qnfmgfIQiZx9Hgk2W63k2ebcPzPgkzZiy11YkzNsU+bhWMnyh9xzSftuk/UsQnCkl1fOTUvY5cEXeHQUjGxTbaxvRgAlD320EmetjQyTAtQRh48gGV7bNl/yiT4LcPttpE6tNQByh4fbnOZ3HLNQ7kFtwHOwTkBrX+WCZBbN2OVMnQczhFr3o/2+NGjqZ9clFh/6DNwAHjkIMMAjmSwPq+/QNJk6XlIW7ET2gasx7LbZMAG6rbFMQect/SGeT6DcdXeIQVFBgL92NSlDpftplFOG2OfdtoogyfmzLP5/rEdM92lvMUb2jbSfIwMbgfKSgCbhEc/m9Jc4/n59F688dm7MVzWvNGMnc078YsRKeCoM7YpWxd0zl0GKEPLOmra3FxIBnWPJ3DUyc2TBx3dOE2bp35xXeAmifnYi0/uPdS1dS+/PgEp1395R5CSFoCXQxNkI49kW1NqkU3tIpm2BfCgjPZcgp/rAO9n4ukc/OAHKnhZMAry2p5RX9BGXvFhbZKPEpDCck3mDzuRp3J9HbmeOs2xJDr2C6gm9wcY2FCbWsxQTkzRl+s5m1GtYXzYw9fwtObmBxxnks+TTLrxWOrp+sBzYryU9hS/+WphPZWVVnXxQG/1Xe2hKhb1qSgxd7ywn/Zc+xnr8nM8nsTuzoFkSj76JZfrDXOCfkFG2i8eANktgO+afjPA09lqgK9sL1sID3uaeqq7FxsbK7GyIl9Fi2/E0Tbwf36lERn6Y/0jpiWkbMxrgPgypw+ViBp7B55smyjujOMcy/R72lfrYo555TkPsTF9VMo1o8aW8eTENxV39vCX+4qOB7qyFVTVGXN5MCnkSHfSQ90088LbRea95IFPuSqgr2TM9shA7VHrGpHzJX2QP9qzcA1nHB0fnWb/8s4bZlQeUEq2WlMWYJnmp07K/WuHQ6MsT33opc08AGX2hAC2kGr+la2yXkXGecWBF3XfuHG1m4vwIUu8mSMbTI3p2k+qfxUO3nM2Yeyq7h8yQRe2AcTeefrQ2Gd7M66CzNMxteU1IJWWDGg7GuSQl13yBH3KmSfktOe+XQx5H7F4Hpsav4vK0zJkyc5hf6R99Xn8/Ocfx//z//Uf4hvf+Gn8h//w0/j3//478Zd/+fP49jcfxnf/48P44Xd34+0f7Mc7bx/HT368Fz/+4U58/NFiPLzPocNC3Lunedy7EMPBVvSHa/XaC2JSq0LZqUTO+G/9JXltxy4D5Zwr8sN4/CcJkXFxGwkZeS2QDse5kni6Mnvm+prucayvj2Qzdo5zXjIfLC/nRseD5jwUZ3ypXGOtDjZFIR7uLdOopG+vHbTPgH6q8YidgMineip1Y0A5/NjjWOGf6VK2+s/2Jr7zucYNHPoPvPoAA+VibG2sxtbWWoyPDjUnx3kvCUXKyHlNGfXFh7w0hv+zPMutl9x1l7EZ24CWjoQfbpvJKh7avb6Tt3yi0rpc679jknMfH0RH8jjKed5ByWWcFR2APPqA3Dj8z1/wlR6PI8uxPnC5FouFWPlaCo9z7MM/9x39hPms+eTWx1j0HhY6+0LK+xbhsxdUxu+6ZqCn1jrrRJ7jCZR0tcnnc9kyOTlSfhLrurfd6vXj9tZ2XFtbj6Fo+qLha2YcH460F1nK8wZsYp+h2HOtUHIM3RfUy7dOWxPHiuFsjNe3f6CNePjoYSw6+DhKjiCATWI7MChzcw29Bz/04CmTPFgoQwOtAZx1uWzD24DZDtPMy4KWdurQ0k4OIMs6ALdjVw2UWefMvtpSgWrB/OQkL0AA/Gmz6ufaJPCiMX7Wm81jLmaiJU+78nCgbFoUDX44vrbf5TaBx2byLCuBxxbHvo0Zo8z2IR8e6FvwjTMJ2bTDQ2IzZ5z7mAQth0W0mZdkebbROOrww8PNKG0A7ZaB3dWHpTt1qo1PcHip4fGJ5IrP/YO/AHQAMuF3nU+c+doY7wXwJi/7TLrsh+tAaze2Hh3yyzG1uMFPu9uc1JiLAzL4jiaHR9CQLCvtURx9kCREXm7hcb9BAy1gH2j3KbjBduf7HJQ4mZZ1VZaNedgjvzMJkO/xkPK6CxtgWfzRZroCZCC/nzooc+PRArLlfhefmhcFszmBXPuSdiNWi8z0PVH9enR86KfoOj4WbOKBHOzKG1f4BdAhy7El0TfQgkOeb3TbmJL46h/0lG2j42//LYM6usizr7s266aNPgaQ1fqMTHhaHGXLsS7PWcvJGAisG12WAQ56cvtluy2PHHrrIy7IMc4y+TPOPnFw+957v5rqACwfOoCybcJmcoDctG6nv+gxNjzk1XszMJ3+q75teMjZwFHOm5XOTpJ9MyCnBdfn8UDLS7m1F6Bc+Nl4pg38p8mjzbxt2fFzbhnOjaPdNO4H56YH3G8G8K0swDzP0z1vFznXJTaZGh2xurwUly5txFKfvlOMtQExLXbRx8TDcts+Zy2ptRrb4ZvNC2jgYyxN/REPeB84tcC8ANfODxL08FNGrkRKZl/OLsWDBzvi4cBq5rsHmeVXX5b/aTebQV2Dz3EBfHfth95+Wjfp0wCfoAXgZaySs9fjMsOvZh0fHcRA/LzYMp8W5g6U+JwRz5PMfXPC2GakU7bMirts0rXLL/W17ayhvBeGm7cF1RVdKa74nHQ3NWw8ucHhp21xtYfvwtfNZvUNH74AfIpOTNHF4YYUyXfFWuUz0R6fsjZxlSm7iBF9ghyvXwAb6Owr1TmMQdf4+Fw3no9Ft6z2Wt+TXIlDLMYCPGlzJ8dl9FQ/VnzdbqDufjCYh5T9pzz5FEv6YX/vab7PZXVtWDHW9bpk1Hhxn9MGIAd+j2Hb4HrGQ3/sMQjT48c78n1NxmmMSCSXW+SXLbVPaG123zMOp/0qudY11c2fxk/q4sNI9W9+INPJxH6NlpTBYRh7Wj6E3Hv2VPQn+WtY/Eqevz5l+S6nv51v4D3G6wmLigMJ8M1nrzeIw8NxPH66JyTXUPyRFdBia9pXfMgiBi6T7J/x5K673Top+4bOOWMHvBxPOklTTixOdS07jIsXNiSrrhuWzRrltRRcrgFKCDwcT+LDj+/Lfs1L6QfHYQj7Kug9JgBeBotccLbTtgJt2WAaUsa2s4NkGeRplwCapJUegAMw9PHrZsvLui1cqLUE+3p8IKi92pMnB/EP//i2/FqL/uBSLK/eiI3tF2Jj83aMhhfFdzlW1q7GoCsvr5EuRW+4rrQZo7ULWmu2lDbiRGvsmcYxawzjk/UG8DoFYKNz21375MJn/whoa+fQeXYbf9l9mWhHjv2mzoftKlXSuKZ/WTdUkJ4j9dVJLK/0Y3V1qDLr2bHipT5BAXJFh25iDZBX3GsvAWCP7TR9rs2Kde5DRGfbDS7D5z0WCd6pDPxUmZw68jgcwD9f7wByx9FQhwg1PxmzlPVPdtGK74fqQ+3T+JBn1K+nqtRHki5d+IJuxjA6KGMXxdn1mQTYDsBl7AWoQ+++MRgP0Ab9jKds1qjIsVp56WzBdfe3bXKsrQ8c8bJ85+YDiO2nQa1FWCB5sotDDz4AkNDE53rL6JIsZFiewTba31zTxJFf79bYRLJakwZa03GPSp48ElFy8Kmum9UvM57Uq+S6r6t1qDTJvmUp5p1yvIdoWeP3xtpKXOT9Q+ODWJwcxXJfNFrjlyZnMdJIGDJYdH0jXPiG2vxgQqq4vpdNs7kJQIdug/uAdtP4+sSrKcQ7G/DtQHAwyZNJghwQb/LKqDLCkwgeaFvF4AAHx/yA+YHioc4gqq+91Ttjyi7aoSen7guIL3bUKdsf20OODGgoWxYAv+0CT+42L1zyQvjaLHMBxuQ60VVHQ3GsjfhoOSbK1/kKB4tDfrInWSxmnXySBwYJfeSpq2tHNzl4yiQOm9hMcvjieGab8rQZGuGB1gfTOiETHLkXMOpsNHJDIh3mpd36ScYXffWHy6YnGQeAx2Zy6LnwME5Sr+IDnuR+wk9FJp88sT63w0+ij43Dj+ST3Ioj9RrguTFTzgEUaXzMgRDxQyZPLh1nYsNDvre3H8+e8l312RNU5KSDvb3cbI/VdnhwEAcH+7G/uxe7z3bUth+H+wd5OMTBWMZA+vCFcvYu9giXJ7Syy8ltGkJTf8kLZmPEB434zKLFC8qGumiQt7+g475AXvHQB/RpySN2gOcttPBS9qccxJ9DI24XODBi00+OfFLFueRan3HYV/1fNuA/fclLBkeaH77BKH3VV0D5WPHiwknZ6wlt6bcA+2nzAkcZoB2f0ncBZXBtPO1zqx8ax43EoRa59QHUPWcpWyZ1yl5vLJMEuB3wOLLd2AIPCTwArWW73f4ii9x01uG+s1x4LCP7Wq5DQ4KG/OnTJ7Gzs5MHadTNQ9nxoG4gJtSdWr+gTfnCUWZM/yYwLfNAlZkP8IqPdvDYQLJtLbR2UaYdOaZzvU3IghZ5prF8wHT2DZjXa7kAdG1fAK1e6yN3G/TkpkM3OXXTA+S2q4XWVoC6ZbR6jBOFcs0LsQ00NHr9Sbz55su6idBNs26s8qsLHQ+ADPicvMZaPu+uQjbXY68jtONXS0uOTPJcBzu/DZ5HyLLf0LDJ9IExB9XI5ByDr7ns7rBG4ztrn+zDR9Ha3xnM+o4SYyrfGcRc6uyybvLWNuqktmz5VVa/oF/AWnbt2qVY5VektBlnQ1hfj9U8VNxXBtq6aW3ss2ZyPRO/44u8wXCg65IEcb1Fn9ryUEh+52GDkjhEqzW4p9hKriyRjn7mrKH0w2LGXWNK1CcKEE9EnMhPvv7FUxL59SjJ5utj3AxzmCQTptcMrUKqn6c9vPyyvgZcY9V+Yzd9Vv1ahxIknl7NX1OSLaTDA11fjyQ32H/VL0l6LLAGVR/PDqUB5Gd/d1CyZmuL+UngAXISckjYR3uWMylu2qMdHu7mu3l4fwnvB4HbfPmiWPUnhqU/3FCAlz6PybRbQN1P/9LHg3wadilv0h893o3hQGsodoufJxvG4+Mcm8hDn23PJBl8wpt2dPW60Stf0xf6s/NfzMJXnwHklgV/vrckR5CuXWfjGC734sr1C7E4FGtPvOpbPwmCPQB9MD1IVM4elndfWSc2+MYVMqwcj8/i8OhMexs+AOTaVLFJgipM/SVvfcYvJ/eTwfPvuRh1PC3UzSiWUCGGzEX6axLrmoOjFfXxqfxvxinADV6O81wrkIHJfNVyEjvPjlTRGqO1IX+JSW0TyQPQBSCLeFBv1y0DdftkP+yL6ciRA7+hpadMX9bThPJR/c+6ubf3LG7fvhHLq33Fn0OS7DL53tc+dCHe/skHuo6rfrIeSwtbus/QODzngzjZJL/OlCanrAtKk4XQ9lZ+ci+l/Rm/hHYmu/SHz/RmfTArm1ROO5RsM+U2t4/ExjRTX5RMl/1I+LsYEGM0UM9xphxoeVodeU+iMcyBPIdCw+F53LpzUXvwZ+JHnPpackU6lZV6OkAW48Q20gaunZ/Yhy15jej8cgKgAw8vdC7TThtjeL4tefQHDXi3WafXVwB62nKvlvWyA8NYr7lO8z6i7a216CsW/EIjPSdKgpT8eTPPutHxpelcM7I+89tj2LbbBrdBTxnAZkPq6PyyvaTiRxb+QVf2WK/pAOQh23X2t9S9BgC2CRlAuz4YbOc8Hllpo3LWaZ5GZG2v63bns8YC84xYU3e/GNBnEEfZo2s+a0b52Man7PQ+PW2WKNsOr9hEn9WkSVxnC8A1o8aPxgP2qH85DOZrtPyS2ZauS7c3NuKqrjlbsnUg2UtctzQmoF0ZDfKXzcANWOO6e2d/XRLbWDjya3CyTdq1F+S+7p+YL/js1Nmah0QaT1lBMAmwU+S0eYBRz87o2uZpDB5ktLtTnAB3iHHcmFsW9Nw4UUeXX/xo8CdjlgENZehJxiMLwK4KRgWBduQ5T9ldB5sHoG698AG0M0C4uLOx5bvRJ7J9f3cnTg+P4mh/P3i4e8CiT1wQp9wxmh+Y4Fz3RCKh2yl1asBQJjbk2A4+H2mTDYiovPrnOZquTKJsHPoYSG7jUINJ5XbbAZBz8fLG32X4fQPsAyxoyT0GyOkD7KtHR90f1ZZPDEkng5iNHjT4ZRuwB3mMA48x4gDOAB117IGPwygWz2Ps4iY82/kakmzW3QcHRhoNWly1YKnugyO+pvZUV18Oe/iZ8CP5xHjj16B4ceOR+hi/ocNfHyhB8+zZs9jd3U3ezDUWjoXnQoY/jKT8tEh2cdjkMnhSG3fKnwa08bOmGn3aJPIpLpO+3gtifsAHQz4oQgO4tg+hJcGXcgX0h3Gu00aybQaK1mcZ7hMWGETQ5zkuQc5Yk9564MEmyq0+yrTR59YLD3Xw4JBtvZQB5DiBMw8ALXj70tbRZzvAA8h1TEyDTHLoAGS7DI3zVj7jFR7qlmMa+KmTk8BnzMRnXa47QUOfWx7t2AqOBOAL7QBtbv/oo49jZ+fZ1DZyy4fGAA5AjsF05k1QnmWlbO/8sm4gdVBvePPGpOOFzxcl/GkT7bbLMi3D/QqkzC7N1y3X5X8K0AWN6SzDQH8Abfs8mN+88LSxpc32kFwHWr+tA2jLADTgbK9xwGzMqM/HB7G21o8bN/npYA7Mj7SW1lOatssynFtO2QcdcQZPzGvtpQ0drH/QOy7Zz+Rq87iHntzXedZ8l61X2pIGWTyxwcbs8GAcjx/vxcryRt3wIlh6oUE/YN8Nidc/nubkmsZTjL7xhc++Wbfr5WvJbuskNnzeDE90Q3rh0nYsDRZ0k3USYyU4JvqPg5kjxYMDm3xXixg9f5CDn9RZl/kVMOOx1zEFiCl02IKdAOVcazIKjC3ZpH6hT0SkGz1tHvlQTXI4HKprQNGRiCk3+Rzk8AENOGTyVFLehSpWKVq87hPb4xx61pCymdixpijh4jlPo45U7sYtCTrl0LfJAJ3ryKaePjZ04JyMJyZtmcR7GfHj9OQ4+2Zra5UfdpIfdb0TsaTBo7HKJ9/anPGkFzjGnZPjDVgnOfy0c0jEL7nhc95YEwdiLnpYfcNGAsjzEIA+w8fuz22ln+tU7b/cWgdGai8xU0hbyGmjkZuEwVIsj5bSZ97fwqGf/uVcJK62BWjrLiOz5mCNQyA/4BQZ/u7tac0YrTLghFDsu7iIW+1JnmDbLJ+ceBK3pJc+9zNrA22USbSj259+m85lIJ+QU85Nff78/bAXm5ur8rP6lCcZajwUH8CIZz6mRbL92bPdePh4RzZx6CpZ2NrRogcbbKfHAmPeOMA5YDwJH+y7wb45n2/HCHi9RrFejUb9uHBxQ+s081hrJ/s8tQ2Hm3H//kF8+9vvxEcf72mcb8dEdxzHGsaTc63FfJ2UQyDuD9Vvp/m0FLHQHjEP+GptZc97NpE9pxp36m7tPtTf3XqIjZhF3vWtbSce5MSIVIdvFWvqxMmQsRMt6zBiuBfKhI4ufo7vPFQfijbYq++qbyexvLwUGxscpjDXtD/MvoZ6tmbDZ/mFK7sN2Ni51PlR/Wp/XHY7wNj1fRdgm2m375RJtEHX4pwKX/4D5Pm+I7Xl+OpiORu7XFPVruvLpUubwquOXsk540GFlIIc1i3WTMar5deaaFsA229Ar3PayO2b6/A6gbPMyuHHT+JasWbuGuCxPPwjWSZ46yOBA9xuHS3e/eO6E8B4EHWul/nVb/Hm/azqOf4gg1bJvgHk5Uf1MwAun0LS4E+/lENe19Oyr/Ulx5Ty3M8+B6WLXKZlOVPHhzyecCpexqWu76IdinxbfXpV93evXbgUlwajGJxMYkm8HOxrpopKvOJZXh7FkuhPtV/IH7pANu3KHXuD9RsoQ+Px7hw812DsIt/inUQ0cFPNo4Z8opW/slV981xQEFIXyVnHUUeoO5AW8DaGvL3JsDx/lQg+DKXOxgiwgwx6ntpBNwOARZROHw2GefFrg2A5aUNnH7ltN63L+akaF+YMt4CLauos29lY8IlUPZZdHUrwewpMn+/4y72eFtuh/B9Kx7J2I0e7+3HOkb0GJ+3Iwi65kTL4Og/x8ibIsTSuFgf4ahCz8WADVptF6OurLQDt+j/puYgYl34KKTNTNr6AL/qiIVWMiElN0oSU1dLjMQOYiwr9T3/whEdtukjEs+gJYcUaGXmhQYV8Hyxpk04PCsGL4ogHJ7T4Ay0+MSnhoV/gK2tnN6juGxILNrbxaSY2HcueAw7ojsdxeFRpMp7E0QHf65Qk6Ts+HEt2jY20T4mNxslENzjcSGmcccHgkxU2X3u7u3kgdHRwEMeSMz48jhOePDo41AKtWMguEj6zOPAuowm/jqCuSFrdAPEOq5MxTyjt5Q0RB0nWD+Ab+Opf4UAr8X4J3ivhl5tVX8yATSn9wHsReAwcGWx2T05mXycklgb46ZfacKpHlYg/mwUCnRcd5o9sYyTky467MUH/s8hyGt3XRoN+PONuiH+MSeak5LMo284aW5Xz88D8agRyEJnrRalNO2u8qn+17iz1Gd81fuBNuaLHP8oZo46PdtOQkOOFze32AbxxlkEZ2YxhAFrawJHm9ZGgAW9wuaWzTNNaD7lp3AbeQP+Qci50tsBDHbx1WKblggdXumsulz75rn6WZ2pHb8UeWR9+8EGut5ThdQws22UDMq3TdrhuemhaYEyljE4mZctMPmJQlRyreagrHnLra+MG2D7LctltxrX2klpw/Xk+5Mzo4McW4mI6+CjTBt51oGRU2UA7oWJG5ayS/HwSJuvqN8095iCp1nvi6jFXshzrTwP0oQNbchykbWUTONYyTVqtCzxhwCeRK7G+OYyFPkbRXmPa440EIKv1BRrk+trEdTFvWkRnWh8EQUvOVzTSH27Cuxgin/HGuGPdZF0cqeynceu9IJ672g8s8TiEbsZ5QuWEw6ZRrdeiz5tImSiLRF8xY29QYSOuaXrakp/Wyd78OW/RQ5PN3SKEToDcCb4WwOUYUdzQjazhcv1a4XDIU5J8gi8/tIk/4cAI4zQX/TJcnu6RV/nCbd6rpI1HNzU1zlTgay9sM/J9QSprZVAuG7TenosWHF8xqWeWwen6pw0kj4ws9EYiG2mRkz3aTLI0L/aH0qU+g0YyIkQvnoWFgdZ2nubkCVTe7TGUL6yP2FP9qNVDscFXxUHrMTmjEJ/pU+KcH+IQc39d/GwxHj9+pn0B61itQ7U579Yt+Z1Rli4S/UA746Ida8iHnjEDIJu6aSi7j8DR/0DOH8WfazlTjcMy+uPC9oaqdY2mS5FST2zUegsw1hoT8jrI4QjXM2Tk+BUeeuYs440nND659zhvVYlNypWCtIm+Vb2dU+DrqQjoNB5zXmq9I54NDWX7lPGl3vlLMpQecuIjH4TjV5B0tYiVkcbn5FjXZSGJMQQCfHJ886BFyR+klfyKd8pmKilX58dAe11+3IRDIsYeXcPXkdSUY4H9nGHKjzCBy9nXWm/A5kFI/qldtmSbUgZN9H4/Xtk0k0MsFP3sgzzMkC+T8WH0NeeWh1z3oeT6AY34JTP3nGqgz1nvkEPb06d7Gv/yRe2ncgRe1PMfccl1A/3qq/ogr8aND6hoc7+1fTTlUwKIEQkg7oD5gHY8Q8YNYD65IIVHx4exvqG5yrhVI4c852daL8/6cf/BfuzsnMXqynYeBE0YT/L9WLZq5Y0xY0s8fpI+r7XYor98AlOxKb3YSyofMj7Qq2zwPLWtzAd8IKW/+suoTGUWr/0F5tfTieaSY0Wf0a/oSAtlO9ctklZMrTF8SCifjp7F733tC/lz4Oe6pp2fk9Tfecg7g9ZWyuTUSdRZ4zz3ak66XTjl5R/9XeMG/xgD0OKzZeb+qoHCiVZycz1VniRK5qm8+KY4xqnk5t6VOHZtxIW1gl/vo7y5sR7bF7ZjPDlSTOp6KMq0kzmF3T4oopzXf4FtJrcNLbT4tF8xkNi0xNfYrCvxq5s+eKGe9z70FXbktQCJ2IssEVCSXBLv2OK6MdUlH+ahHRfkbbwB3zcDea1SOwAu+zeNZtzLJmSoH+A139RX0ULK/RU+5BOZnQ7neU3BF/lBl3GPSNk28R4xDmWwgLjkwZTklP2KTTPkoc+5La2cAeS7+vS30GOcYgP3vZNYkoyB3NuQI1d1DX9560Is042678x7zpwb9K/uM9UHfDWNd04OB0uKrfZduv9jn8a1WoRqw8+Z3+RpP/2HYcqh48lo9mHY516pONcc4AGJxNfGrjrUgWKw+cbLClJJR0M7AI0DpIakaW/IaQeom8+64KEOXQUY3eBLF5tKUHmj2HVu8qeDJRM6dOQAF5DbNtqRCw2QNgqKu9plSU5u28Mk7w94n0I9xjUU60j2aCsYa2pbVXl7NIoV0W70e6E9eAwZQxNu+o/yK2e8dKoughUHiU7ALm/M0Ud9tuAQL2JRtqshDcUfLm7kTCT44aNsXA4gQcagui/x6Mh20TtBw4EcbcAsr/iZrnTTRp91NogWjG03fS5Okus4swj01Xf9gTayXKQlhwt4vixQ9U5l9jMxZ/xht78bzwQHiJ0TerjgcZDAT9DWRVCXEvHys8S8a4XEUz4cTGDz4REvp65YjfMgqMrkPGqMH74RZ2FFFoc71CfkqYtDJ8nnQEc5h0f5hJB4yXmnEW0cFOUnwN3BZqVZGT20k3zwgV/0B+U8jCHe/HMuPAl+6Ko/alHk0Ono6HCa8Dv90qbON4EAvED2k/iRIZHdmGKB0hhlPEKDPuXoBGqTpLL+ccGwXYyDzPVf6wPjHZm2k40V/V0XFKhZQOtJoBor4u/GDDbXAaCwkkWZWEGHDudOgOWg33F23fPEMTTASx0ayuSMQdM4XsjBBttiWved9aCjlQmesuVhhw8IwZHDQ3K/eo0yDQC+XX8Bl4mLddl222HavJlWnb6wfJ5y+/jjjzt8jREncCRktfEw0NYC7fM01C2HPk95kq2G5/gTLxw22V7GAWW3YdOnQSuntd3waTYB8zRTOmWydKrXdLaFHB3zcqb8gufkdZAHF8wZoTOpH9ADUPc66PlYN6wulz3Wa50AdcfMtqGr4oBeiIj5aYwGC+rzp3H37h3ddHBowBqarGkL46udM9ZHnfFEO+siB9ASmHawETFd6ZzZNpXVXUta2aaHvw4amLtsRLSmd/OAMZPrh5YdteTXmHj6pV7yXM5JDKYQiJluZY0ZiUdf2tz6ppS8gNrtq+VQL745SDzXO9Hrxqq3ONSGmU/ndWs+Fk5rGk+V9Hoj5cxvPvVfE345BsN1bWA5VFoR+7LW25FsWhGd1pTFVdGsZ+r1N2NxaVPXzk1d/zZ17bwobevyeUMXxC3htzKPhS2tR5ek64L4tiX/ijaeF7URv6z90hVtHi9lWlq6KJ3bSZdl0U4mfEVuVfZJNwdMC8O0m/X84Hhftmm91aU3b6IUK24qM7aZ1/gkfl7L66vEI924PlYcCpdPmWSp5o5jnuuBsADxdnLMWXPmoaUD6EOAsYlQ8yMbfvZB3EStLA90Y7Wq6za/goQfRUvZT5tQrvfwzfZKlkMb4y3HhjRlfs5YHcXu3lF+/YoDN2KixvJWhIQnn1DpfEKn117qng8Zzw5Mm+X8v/w2f9ueBxWpSPp1TaqvnGH/UVy4sKH+4HrBtUA3XPITWvRhI3mWBaxFfDDHfgvZGSPRJn23QHCAIHTGmiener2h+rq+SsifqKFKx20n4DztJFdKHOjMxc2al0l6Oxrw/tpP9W/H1wHi6Ns8sFHOwdfW5nqsr69069Tseui1F+AwDOX1IvXF2N09iDMOR6brL/si9sXoqngx/rEfXb5+sV9Crv0CsI/61NemTZVZLJU4KIOeWJN7nLkdf9DDAVhv6Tw2N7VeLGjd0rpD01JvJe4/3Ivvf/8XunFjLIymspBgewEw7m+35//YkzZqjZLPJNo9/i2veARd2X61bfQRaUrbQdoh34yfbwegYQ2pONc1kHVViBzjA43dQZ/9F+PjKK5e24ibN7WmaXvITS3jm/5GMrJI2I49ttW+U/ehQukFJz7NwXqdyUnuc2ljHKEf+e73VKL/WP/nfXH/GVgzRJmyyRlbyLVN0JsHWZZnO1taMuSxXq0sj2Jra1378zr0Zh5AlzKIXdrMOK8+J/7uG+joX/RavvG2hbLjA6+oEp/zUTSOpdfw1NvNkS5Az+W0ZynpNL50H/U8lD7AMSH21kPdfUlKGbIFcDt459P1NMuSQexFB0AztV95zkk1pe3KaUc2+iwPWhohqevAzA5SxlZxJxrc9+VYgaPRmfIFyad6tinljyMJJ2zwsTtfE+O9hivSsa72C8pvrS7HJa3lQ+3XlnhKUlOD8YdEeJGzIBuY7RwScSBU76CUrakVXTV+sbWNdZbLzCzTTuzTWuGxN2OhRP+Tkts3QwgBMphKTCAAJicAWgSzAFPmxgle8zPRwNs4+KgbhyEOOuCA2mh3GnLJ0eX2vAh0MjxwDOhHpultEzhUWA+5ZQCUgaTHRszSIsQFd4GLg/SsDwaxLPy2YnVRm6NX79yOF25cj5dv3Y7rly/F1tp6XLt0OZ4+1YZJN+yWQcpfRtGNHSd2BJ2TQRIXhjok8iI3myDlW9Wxn4UUe6m3flNnyDnG5CRoy++Zz86JITJMD+C3Zc90Vp0yQG68cQA01icrproAaBlf6Mx+0UAWd01seJSBN437BTy0yON0lFxc2tzqAqQmniDisMg2+TCIg6jDscYj9JLB4VA+HSeaMTc8nT9Je8Jk4BCAT4M5jKwbesY9hz2UGYM+2AGfXz07PIo9bTb42tr4eKKbGWjqIMi/fObYOeETOXgAGuQaD+A/tgHk0HoOQsM7D/iOOokTZS/UfHUh804mufkBcGkbtjRtVWZMoY/+U1nqiTf9Q9w48BM64wkPn1JJWY4XdELHDQXAWGaZwoX8brDk86tw0NHHLHCM/yyrn/EUWykjGzr6HPvA+3CGOgn7gbRDNhIv80/Hjeg8/83nMkBb6hFYh+MFpF0dHwkdjqP1uA05bkcuOMBjGXuh57Db9OYhUYaWseU26Ogrl7EN+eQGvnppW8Cjm02TgUPStEmyHQuAsfv02dNss2z0AOS21+32dR7AQQ/dPNhuywBM7wSQt3Fv/QNaXmIFWB+84ByDFpBju1sZnwbgW3tMR9m6yN1Xxs3LMy+6W78N5mfTT+KmVdSaIzUesTfbO4DffrV6AeqOFXjo8jDXdeZgiuL6uasxcB5rG7zbhsPvelqXZm4iGWfYhj7rJ2ccgLP8Nv72kwQeGZThs83gofXXekj55Imq0NMGj9ck+NIPzWnrGB+fxpPHu3F8iC019yiknWnrbCzNAzIAeoEydOewaS3L9UXlTJ2PjqfB8XBKQIbwJydn8eTRUew8RcBFWXFBTduK80URbeZhjW7xtOauaK3jQGZT6+CmcBfl6wXpuyzftnSd2I6jw/XY2xnF/t5K7Crt7AzjyZNe7OwO48HDhXj4eKgbw6X44IOz+ODDs3jvvXH84ueH8eMfP4tf/OIwfq5E+cdv78aPfrQb3/vOo/j2tx/E97/3NL7z7Ufxg+/vxHe+8zi+9c2H8Xd/+2G8//5pfPSRfF24JD+Woz/YiP6Sbka1ZqefhFh9hZ8eFySAeNUTv4pn9q/6fHFJa8okHj58FkfHjJVaA32NyQM6eoFrRF5Tqj6NqWDa912/A7SD81o97UO1u0z/A2mn8lzn1M5Xj3QfGZvrK9ojHKad7KtM576mzuYfsD2+pqG79M72Urk/khz85fBSmuQP84I2zfvueuTxleZ1ZdoshxwfnGxPjm/RTsemcBkz8WQsuzzp1ciNB09rsZ6Mx/uxujbQdYZrjW6IRcvcysM88VQSj/m7OVkvWJdd+jOdxCZwTedJtiPNw/1DyWLyKtUL5Zs4FXn6bhxAmTQFlTMuXUyYizxBzHjwh4Q5P5VjB0B8gIqZdKpcYaLMQcqabqC1tp02T1HrOuiYIodDBcZGHqCI+fGTPZmiGAknavUN8moMOj7+4Ja9ou0l1af0M0AfPOYFMibytS99vjn0jTzKiBgpDya6PtH/MqJoT89OZO9p9qeoknowqIPd9997rPm7F72FddkGL3o1plJP5dYPOH7Ap+HStmaMOYZlk237dWBfSN/RX6LOBFiG49+C9ZPXGCz6xHcB5qCoXoKsa8uC9tEnO/LnID73uRfj4qVlzeed3Pvyy4I8XZVfsemA8Uc/tzZjGfYwFwDut0zDTTUf+nKf5n6gPOmuR45JG0/qrXzTOLmODHLrwgbkkHKNMC9/HS+p4lZleBh76jH5uxBbGusi0HVD98S6jmMSa9JE8xdAdiur9M32mbk+dkAb8u2XIXU2KHigAY9M2w54zQDa3GWDdYCetT9P09ruOgmAH72+FyC5P8HbD3jh8f6COWffSbQRX3LaycFTrodRigY5lkcb8uBjnRwr9uql3Lcxtia6B8MuIHV2NsAPTGWqXNeaas+ctUANHIjyIMq64nlFa+srWxtxbXk5VkXOk5LoYoDWE2ruX9Yt+a20wr0r92mSyROU9IsBM4gBPtgmwP7bV/zL9rSxwP5j+8L/9D//u3M7Q04Dgn3y7YFuJujIwTvoAGXfcCEHehsCfRohsI5qm3WWwbwA+fP0M5n+5LUF1prMOzy0APx8+kA+q9eANy2PjDG5l0RXhzf0zUKs9PoxVH1FvcVPi64uj2Kk1NeNGp/EsGECDnd24m/+6i/j7//+b+PDjz/Mr1nVy2F9QyOimZsJxItP44gZBxL5krrORjq2j2wNEDb+Qw0GeSz6+rodOfIZ4Hwyi/3Eql5KKdCAARxPLxKUy/eKDTFCJ3hovUjmVyK6WAPZD9LvhQOAzzx8ypTf5VSdgwNe8oidLFSm5V0YbBTRD5/HDI+pexFAJzfBY8nMGHSTELCd0FP2BAZHHTxlknWAzwSf6AEuCnjgTwfAI4ebdU5281CPsUDM1L6oZDmz8W1bmpsctYshFRQth0OFt2/Qw2d624pcctvdAjQkYlefgJVecoAFrL6O6AMp9S0y9K9s6vLOBvoRzvRFpOiEmLaWB/kuYxObEG4A+ASKzRhlf6rBooVUNqlnspH3Y6jz4uZLL8Xv/f6/jKWV1TgYKyZ5/l3ysId+QS+HR3wfPw+cOhscI8cn7et4WxvBZ3yEd939Bx04j3/LAQe4DTp4PN7AkyzTYJtq3FYffJqN7k/L91i2XeaFHh20M+4NyCRZn2XZFuo+ZKScm306U6CezP9FnLzoxZ6f/exn8d/8n/9r3eA+jeVR/QKcX65LagG+eTxl22C70UGOfLebx7YaXOd/aFq+mY+af/x1OvJTGj5lbERB5/gazE9cW7yhtQuwTnTYhhbm6QHXaXN8WnBMaAMo22dAXKWzW6sBeLCZnC6r4DTOClo9titzenoqR7lwrFVLugYMlibx5PHPtMG+Gv/5/+l/EytrR7peMT5lg+ZuN1QSLI+42fa0R8DBkscPdBUvX0Nm85TxSzv4tm/I8Q9I2efV7yWn63s8SZ9lxxk3uX3djA/jf/1ffxR/+41fCb2p1I8TXdN48kXEKQ96eVMlh0x+ZGREA4oaQKyAtj8cu6QVHnuwyzTg3Zb7B63n/BTzs92H8fqrV+POi/x6kK7tPb5CJ17p4MMK6HmiM58sZh8luzlc4hCFr2vziR/xOhmr3xWf1KcOIT8STz7lqbJ6U3Ss6cwJbdq1xve1HyGe/FACPvG0aj5pJX7iy1cC6C+u3ylW9jM22F+sr3EgdByv3L0cb372Ztx99Vpc2Nb+LvbFe5g8FbfZ2J7FQDcjvN9EOA4MZKLitaiN82r89//d38RH7/djaXAhxtggCXRTvu8FGYxNAT61gFyPH3LWL+slFqW3ckPGSoC/fBhJD2MxND2N+9HSUWyuH8Uf/8m/jOHKQ12PpOPkMGOOGK7J4k76JcWS+E4B2akP20g11nVpk788Hb0VP377Yfy//9031Y/b8m9FIamnsU7PtZ6z7mp8y1Mxd/Ky4P+JSflrP8hdBnygkDcBqlfECxiv2M2o7533YtAT3+lhjI8+if/091+Lf/bVl2MQB1oDNDYwOq+1xc+2EDXIyBtL5fQHItCeJsh2dDPeFngD9sJavPvefvz7P/tWHJwsx9nSKMbiO4FY4svCZFQqmO8vwLgc0/jV9XPtoZIix0jL6zK5dlfCiE/lntKyTDs5ehz/4ndfid/9nTvybU9x0LVQcxSP+bodfPRJfm1TY7c/WI3d/aX4H/7Hv45PHkje0lYcKwwn6lcOWBSYPPwAkFP66U8MrLiD489gnG0GWvu7glJKqD7t2s1LvNWgvmQ8M08fxcaFo/g3//Z/G5cvae082dd+YSMe3h/H//g//GV8+MGR9v48Gbic444/tvp8eOdx5TkF2A7rcruBPjCY1oCNtrP1K5/WUA6521gzANMljkWiA3TXHK921iR44Kd/wffVcUs9rgnaj588ld978eYbN+IP//BfqP94in9HPOrL3lBjQT0tOv0nIypj/S27nIOuOPA/OvLapzLt/LIjr5BgLZ2ubY4N8iUYHl+nkMsebTRaSX7H2H5N45prQOEZkTm+EpBRugEy7MlrpfK0aRYyRafG5vFJL+49m8S/+/9+I3YOtc4NN+JYnX6e91aM79le0TaX/xUYl8EDtrUdI+4fEgdohpbOcUg5yJBe8wGW2+oxsK/nlRLIkKc5NuAtG2t8APCXrYVzu6/NgOXaNvtGmnT7v+xHsYKDxnIBcFPeQqitCXwXM+9lWjsMltHeY5DDYz6RJD5zic+DatHIG2k4jSX1LQ+gbA+W4vpoEHdW1uPiYBSr2szkk0OaI7qga30TTwohjqzd2vsLN1b+QE3f+vDD2Ne901h6j/I757ItjSReFSsD9tgf+sGxAfwhDvsH8Ph4qP1I74/+7b/+er4roAsGDRnYLudGxDdYCCY5MA6UyxWQ5wcKneZNZk4GAe2U0Wec+aBzve0g2wYNZT45p06bZecNZseLTtosv2A2mMxr3+gQ/vj+IE/5MGlH6tRlBXqoRWSozhpKfl+dxHuIzlUnnZ0oPqur0R/2487tW1rYL8a9jz6OJ/z8gIDNJfYpcsqff0oHGzg953F+PuXHPuxxDESYduUj0qLlAAvfKeMfCfr8jqT8LJ+6ydCMacfaiXZ/HQVIO4Q3ZLv8TjkdUM5Dio625UX+gmwgxx4+ZTA9OXYmn9p9ajvly3LZBa9l0JceJ2yo8xBNG+J9Lep8jYwXUp9oM3N8dBj7+/txcFBP/cDDrzWwITlQTJ/tPEt68PsH+3kYkS+0zq+RTRR3frWsvqZWn1apn0QLHXqJtX9CFxrsBc/mnLkBnv5inONrfd2sPiGvTyKrP0imMU+OC9XND945OOuiTqJP+eqenxohhw49bHZJ+AAt5WxP26sfa5OmJLmZ6y91okt/LEC2kUQZSG7x0EcZG9GB8zigjKx6zxT9rn5c0tjsD+PC5Utx686dWBoux7Fs0ciayqff8/0A0s8YTp+trwN0YCNjAl2UU6f4aQPAMU6wFzoAGtpJxJBxB1ge/B5/8IG3jrSnkwMNbdbHOGQ8I8O2WI6BduuhbH9JyAVPDg0Avl2Dc9wpRy5g+STLhAY8ZcYhh3O2Rd7nzYZtRjb077zzTvzwBz/IvgZnm/Rf6oE/6wL4SOgD2jbKgOvAfJsBGeCyb2nr2ikjGz7KJGi523cdyPbc4hUkjQB8Wwae4+nK6LA8bKCNGNkvoKUH2rpzdIF3G8m+AW1ftTrITSO0oPNTOYkbMo+7WnOZ4xz0zsVAZXJDtqmeONBa9/GPG2d+/aKvzfb52U58+Ssvx2c+ezN6fZ4iYm7PDk+dXAeQZ3so53fWlbv/KHuNAcD5E0v4AMfF8s2XsZj6X7wk/ac4cMjEeB7GoD+KnZ3T+Pu/+0k8ecIappiKr14yOxsLqghfMcloogd9ko8+BTTbAFmUNAlqo912AZTdx0DbXn2puZkCFmN5tB7jw1PdsD2O7//g3fjRDz+Mn73zKH76k0/i3Xcfxy/ffRIffLATH324H598chAP7h3F40fjePTwKPb2zlQ+zveKHBwsxu7eua5fujk8XIp93evqUqbrEe9rWlaufogV6V1Tv67pZmaoeazr5/mKbOLFtlu6edoWzarsWsn66spFzW2eaNrSzcx2luFfWbkQvN/p7Hwomx7Fd7/z43jvlx/Ha6+9Ghvra/KvvmoGsJlv4+E/1mjCzU/mE/FefzmeyK9vfOMnukbydblVbX3rAGKiMZL9LFLWIviKK5unY6Add7PDg+oDwzzO45V+Yb+DvOLV9WpyGHdfuRJvvnkzJudP85Na5gY3pfYJ2pSh66PHJ8C7M9BTtFxfyyaupfzaHF8dfPsnH8f7v9rRdX7ENl+KNTaICRt/lbMiZxltOeLSr5KfoCI6y47C2wYfdLKXSz6IBaYlZZzA6f9eT7aeH2sMnMQbn7kVN29saIwcClc+AComaDXP6wT+1BNh6lHZSgy5qWVOVzyLRy6LdjkePDqMn/3ifozP+lrc+t27tRCsdg2Y6r9SYht/I4jXPvF/xl/rCux54Idu2iSjbKnY6QqsHLz6SHtgxqp2hfH5N2/HjeursXDGj9lgkPpXJVzPmCJSfsli7TNWYu9govn6fjx+prE8XM1xfJrOqK8ZR92YTEUCYoyNjn+ODek3GPdpPidObTn2AZVxGjzU3sPVzankCkl/np4exCuvXo27r97QOlPj9GQ8iH/8x5/Gu794KPpR9AbL6r+6dtCfaKg9mfo21ZbO1NUlgJi0bQbPp5a+bf91eRUD8NP3SEmx5/SUPj193g5S6pPf1sl7WfIdK0wAxvOS9ryTZ3HpUi/+1b/6T/OF1fwqZ8Ves0662Nfm12u4j8FpQHqR5/0u+iljTx0o1zhDL4lfbeJVEWlvdUeW8YN+p2xfkIYubOebB0bbJ9PC6z7PeEgHfCVnNl5o8z128ndrEfs5A2Lo16XBUOvpUjx5dqCbdtFp9HejRiJrDZzfZyLf/QSU/lluG9AJMN+4xgPEzT6RmyZ962TXh3clj/ZWLmB82SEZyFI/gYfS/UE8W1qgbHtev9sM1HPt6soAdNafMpgbnQzTuA6QU/L4oa3oai3kvgBcwSx+uc/SWGQOoxNIWUrUbS+0WRZtyhU99/LszwZSuaa0JZ6L0nV3eyuujJZjWXUO+TngVs9yhZEc9h5pqeIuPcwD6ur7Q42PHdl5LF35WxjyWVGoeOOd6LAX/d7D2S/8tv221/f4Ttje+9M//eOvW4gDQDkXTOlIfCcI8GAyPXnSS6AXdrelUuEBcA4eAQffGg1QNo3lkZvXYLluA7Ish9xmmT4hFAp3Elp55mcx6UpJyFvDeRfRmgK5LDv7J+Poq5Pp4CXpWOKxXqVT4U/HR52tEdubW3FhazuePnkSv/rVe/mUD34yxhhYEKHTN+r1jptDLYKyVzRpr2zhgo5MJj8LMWbSqVVejNFgpM1BHRIx4ViYKh5c9MsvPmGsOJVnwmY9S93CRd0xV1Wuz2SZ1nSchCaOgSge7CPVQt2Ng25y83N7EpftWddNadqqJCHlF4lJwyFXFydouaHNJ1aU6EcO0IjH+JhfEjvOmCGc9wGRaM/DC9Hv7u7XV8wkA1vBc4i0v3cgWaf5SS0HLRwcIZNHneGreC3GsfqSTRRtjImpLZqM5LyjiEMmljrmRV6EuoQcDpfQw+Ync/GBr5+3rAUEH8EhG3BOm1Pank9G1YaC8ZEXP+GhR0bSps46FCpadJWOnAO5aDAXqy/5OeR8Skt0+XU9yaONTUd93VF8oimf0afFRbLoXxYeUACZzEp74GFs5+PZqtPnJ/L1XLiLly/HtZu3oq9NGZ9A5iepak8ZGCx6ALt9wWAMPVfvaPCHPgLAtW1AjWF87YwUEAsDeOR6TLYy4IXW8h1DAL2UaWsvxsiB17S0WZ9ttQzK6DaAty0twG9ca19rA3XA7yBIneo//hhzdFLeDHRxhI9x8t1vfyfe/vHbsbLKJ2EaMxr7uc7TDSmpwD6hK+2xH0ppDzaILi9c0svFOGV0eYKabL99ojzlV5vj18ZA1F2pwL6mQq29/ms3QDPIkZ52pR7ltgHAHxLgdsA4+2t8m7f0Lluu8fATb+rkjF/ktbzzMpwc7xwTuTZDJPr8I17F26bpja8SxPU06ZnWXvrnKDY2z+K3vvpq3Ly1oTm/J5k8xVJfEzfv/FhznTL2cHhDGV8MM17s5UALbH2gVHbVeCGnDlg2/ZNPc3T4erJD8uWzb9jifKDr5zj+8j98V2sb734ZiZ8PDkom6xCAiNwIdrFLHcQuW7Go5GXe8RignwfbSpvlFV3x1rqlOOXmnAOcQQwHm7G8vJ1pZXlL+VYMR5sxGG7ESOWRyv3+quK3qmvgusb+SGXeo7Im2XxtVDd9PZ44rnJ/aVnXRd348mLqBa01SqlrgQ9XeBK3XjzN1y00q2Qj8ZCtOUb4WW+mP+OY/mRcMSuUY7P6noP70Wgjhv1RPH36JB7cvx8vvXInNtaH6guua/UhQP7yF+Mv53SNF+JRP5vNvF2Sn+vx/vvP4u0fPRJuQ3orNnmNUNyIZzuf4HdZlQpr4hRv4TPWXR9DBT00tc4QeewpPDR1oyF+/S+LlGTnwnG8/NKlePW1K6LhqSw+5OQwg/3UbD4ClPMrkdQlpG60aaskd1Ih+yht78W/Hj/84Qfx83efCbeqdm7WiLXo9S835oxHra34iR5SvldGf4SSMvvU9ia0xphUKcbYkWuBxlreIDJnkJumVIx4omZxMSOdX0mI051464svx/bWUMxH9bWDdAnfUmTOM+KADtZ95Ba+bEu5LL1i6S0NZQM2rcYvfvkw3vvwcZxorI8VkFMxsX4QoTw47caFbbMvgPHkAG0uG7yutOMiZTAOwIm8DgcKvyRUT315fPggvvTWK3HpwkA3VVqjTk+SjieoPJbY+2lRVL/x9e9BfHxvL95++5M4OOGDTA5aur5DX6e/bFRVibgwxqpPy25wlO0Ldvsp/uTDPuQpuvxBlyXWzE4Cea6hVPUf9lZ/aG0824/XX78Wr75yU2vfUaytrce9+/vxzW/+JD75eF/rwxqh0ZonHYznzs6Mv2SROwHYyHgyJF1nu+tFiv21jub4m6MxJI5qgwO87yfBCxAHXwNn13j4S67HTr/fiyPuoTSWz0/3tE6exqt3r8Yf/Gf/SVy+sqx96m7ZiadpU3fQJLng85ortG33POdlwFyj4DPkmFI4sJ4fmznYP1BZfN24qTLtFSdSxazmIX7wlUtsbyHb2I/logHUuEl3tU5gI5DvLJNtPMFNr6QPqW9mf2qXTg4H8lqndZ1Dov2D43i6d6i6ruFa33lopPqM2BIbZQLqjOt2HSof7Ev1rfGOI38IwWzk5XpWXSkom0jmS5x0Zt+qOutjVdWOHmCqizEvPHtRy3BcSi6+F561BbuQ0drrsmFaJne7fCf26GntKB3Vh+TUgVRL3uGoT8tdnve4Iq/Evodxhm3gZ7EhDuR1iFn9XzrVTpzl11D4vtpXVF/Tvv7NG1djQzYN1NbnQ5bsU2KLb8qZJ8oVgSynUNnAvdux8B8+exYnwufHgLJdHAz0tMOH3NgAUAZftc5P+cHein25/dV/iWd/pXlRE27aKEghqpOYPJnLIYKbm1jlNZhrkLsTjIMeGvAeOKaj82kH0GP9Np4bLcrWiT5ykunND4BvdRiQAxROmxvtnpjEdN5EHYMc9PiGuwYosZcdos83kp/I12O183PmDx/Hw5/+PJ799Jfx4EfvxM4vfhWTx4/zp+n6Sic7z+J4ZzcPR164dSe+/KUvxfrqWuzs7JRcyasnfrqnZewjm2T6PEMvO3KAL8TqCj/hyka0AB68TjndhdX+gscXgEEhKtFVPKtMzKpfqLOIAuAd92zraKZ1aNSespHFP3IBMkpHXQjcbwwqfHSMDR4PYFZXVrS55tdWhBP9bAEtGnjd7/QPZXAc9nBQxAujnyj2LPB1gDTJOD989Dh/iv6+Nr4ffPBBvPerX8XDhw/jqXBPnjyJT+59Eg9Uv3f/XhxyMKdFmPcXPd3biXuPHsQnD+7niw13dqRHfc9XBY50IeGRO+iOeCeQ7GHx5IkhNluMZw6aymbGKe/TaF9gXYdF9fWDemKpXqhdN/3cWJG3PtvvfAm3xi1jluDXIVm9MykPzZT8jiWpzTr62cR5Ic7DHtnFwdAYWySbQx9+dYdNFO92Qga+keMz9BwYsXDkhlCyvTHMhUp9xhNwNQZqfMGT/a+FBR05hkRPPd9VIftzvIJXQ44FlcnB5yGT/LI8r0kkaMgB40jQwUu76YGcKyoTT+sBwNEGj2nbNoPHI7nxyAHoJwA5bdn6DMwH2+ccOuD/x9ifKFmWHGeaoPly/fr13WOP3BdkJpBAYiVQ4FZksaq7Z0b6CXqmZuZR6rFaSmRGZmSklmaRJQWCAEksJIBcIzI236/v83+/nv9eC2eiq9XDwjY1NVU1tfXYORc/PEMjPOBH1pv8UCb5+K5vmEhzCwkyjHE1Pqi8EipcB5H76gfg1wal6gt/vQuQF34okLrBmOFplVCbIOxW+lCcvx4iD2VCr6+rzxMBpwUKB3pVP5OnJ9ChLGD+8PXnZFYuxLt6cYkHv4c+PbgJ/z7oaaKrHuC12qTKl2xzSBw/dQFFs9qxFn/z+kMr+LUpndPnyWptULiRyGsJS/75XD5YTf/ygpm+Kzz4jR3ioIOzfciljtgsacGpOmvMomwOwoGUIy/5oZ86Czh4qocM9etU6vv643CCD0GfTDV+nvMdLQ624HMue9VfkHhVqzoUIM10SdQ/sOd8l64iY9IIJy3hPg+ohbeDCqN/0bmGLuOg+icPZTzW1ZinmjRuqkyTzMon3Yc7KbfIAZDGI4VxSnCc+YIDHg4hiKNa8n1YL7mwNLRNfHazQ+kczF/K9vE5yvGVdKepPIqAxtWS5jD45OPY99o//na//eS//U5zKTzzYevqg6w9kDUbDcaMBS10F7XJ4Xsuo3EdVB0d8a0rlVWbMQ7AO/h5sOjwoLToswfSSK0yg+4lMPqHZSDlAey3/LInfG/OhMxaSpptd+7uKHau9QU2L1zFaHPm0SzqoenDGtFg/va6FBqSF4bc94THHMkDlWWu82sufvxYa76lsWoREnoFX+DNnBKyMYHu3PZLpxzoiVvJOR/H8W9CDtEzdptfhwqI82odfeLs7KTt7my27Y11yUd/o41Ur9qGQj7kUJnwgh1A369WieccHLl/gSh5mOuXlyTvxXX79NGXIiJaLhs5i4ebgE7TVvAeHPqiZRjyvgrIC77ZGGiZZ+lSLTPksdY41/pxwR8o51MB1rXK9loizSDd03fOtHva2zu2vS4uc+DK+Cyq0Fax1GenNPOiMPmFM5eth8iF7aJrfNjADgKZpxHM+Eozff+T7sVLpdPvL9rm1rp0pr3Qyqg9e3bQ/uZvft1++9snwuND9zzgYc4we6ZB/aYnCL89z8nDNx8DEC87fNneSEu52E2fFhtw3flTGu2ctsaRxroDIJzylLInH/ujjTgoOr84aJP1q/bht15rf/Gv/7Ddf3BLuuOmD7qkPDdm5rd48Ite8Zx6kbHGf8kq5xqF7DTaR1APXYU3kyt2VjRxpAPlv6yPrwLWwD1cqD9StuhDT2PD8JeDRX+Xq7MVIGXy5ghyTMajtrZalxL4LhE2U32bdp7bMDQzF0cm0qr+kof81OF61O5eq1BmmGerzFy/QGjNdK00589RZnUA1ucQR/cBwnmgGlrgzfU6LwNOXHgBb8YDacg+9Duc6Q34KQMQLrt4WU8zu6DsIExfB0D9zG21BihbQr+9vKFLudq7FzWvy/AXrtqybGBVdrKpsWdX5T967bV2a3nU+NCEqIl+tQ32AWUsMgc4Iq4YqYPMCk3G47YMj+BQh9uv+IAOekYX8AtfAHlpZ9KY44jndp/tw9SFC+/cJKIjs9EAQghkwhDHGJNOxeBjWKTREcAF+kEmaaFBubjkxVCiWID8NEzK4UObTXDwmMQpSz5pbvAq5jRwa6NWSgGHCcV1ShmhDZCHu/KARudcaqtSzqo29ivaRD//zW/b/m8/aZ/8zc/aP/3Xn7RPf/WP7ZPf/Kbdv3e3ra+vD5tiNmLapMuQJiv8EsTIvyT0xRdfaGCv16yYiPsG8kY+9S/LMSggqyZl+GPiQ/eEoY/vbxORpsEF3+0w0KjGRQ8lQy3wkL90ZprCi44Jo0PSAfCSD+Dno4K5tYSjP4FnuaEx0AOQkzBluTVEHPpx2dD2bcfJfMoA2FQOP7A12vLFixcOc2jCa2W8JvbixV578uRpe7G/1w4ODx1/9vyZX/X77W9/2z7++BO7o6Pj9ulnn/nXnb549Mjud7/7XTtQfCpafCeCV9c4KJmeHJs+N158AKU60QuHJ8jNIIHvU37J4I8ZkibH0zpkg38+1AogXwB8HDngRdfITjqA3QCoYlDHbLIBH72Aiy7c3kr3BoJ6iYu629OF1d6yE41HbiOGRBa8OB8eiRHfuhI92pIS4CAT3OD8iofslXTi6AkJzK3SM7Dgi42SF7kk01h9Y2Nnq91/+GpbWlmdvQaIfSNzFk9p+7H6DcpBNtLiIjsy2v5UhnB0BSQOPvJHn4lTDhzoWD8doN/g0fa8d04atpr2wWXcIw8fWn098ZOOC7+pM3nBhyfC4S30CJMe2XGEe0g+Lj8xmokLfBYtzpNenj991v79v//3HnMYV6iHhYZxXa5cILTNt3wgPPV++AIP3/SUdhMqqcb+xWXql9xKU4poqT6FsSHCoR9IPS/DPH8GGvfMDx1U+fACndAifhPSLuTBm/kb6iecMqFFGmWS5/oGHPKDlzh4sYHQ7fFi6wA2AO36sDV2ILoceHWHXoHQ8Z98Nog+dFe5xYVL2fB5e/ed3fbNj95qyyscNPOLjPAgeV0ffYkDiaqfuateWUQnpWu+R0QePOHgDx4I0wfwiSNXDnHwocVrathi+kz4hQZxyjKuez4YFkZUDn9Li5P22988ab/+5dN2Oh0LZ03c1rgjJOPGBQhDHz3jBxJmTEOrzK+MQT4gEC/hK/TgC0h7kTZv46ofHomDA2QBx6gJ7TjQscXQTl+HE/IYy12fwuZBtBhD8TOupv7oGx9IHg6AdmR3O3lOKv7AKZ4U5xBL3sqy1ijcWloatcdffN5++MPvtNU1DpBkJ7K3sduPNQhzuuZ924Y2rhwOaV5ZXuZ217j97Kefto9/d6S8dc0rtEHpt7iquuG/B+gEom8g1+hZH/Uu+oCO4xxYgYdTLo4a+J7J0tK0/eGPv9F2b6ErPnwruQe981Cj1kQ1dqGn1I8f54cy8E0eBzuSids1L16ctZ/+zcfy4aVuovBEH33yqgyyYvPYM3XQlr7NojTS0x7YP2OzUAx9O4Y32hnf/UpZ0SH5EkjtQvnrNj182t58fad94xuvt/U19b2zY2Z964zD19yqsFyS15VCEvkUIM+6pd3qMbTsUjlL47a/f9Z+/otPmmZCOa2bWXOrHA55zAv1QGvgD594b3uuV0Ba8HqgTYDojDaGj1nbe3y4aiPskXHg4qDdujVu3/3onbY6lozqUTSCvyU01Gt51QdI4xbR2flC+9nffdo+++JImWvCY5wdeX3LN7aoizIAfPQOGcgjrP8cd1jgNhp0gXzMtWVXyBk8/HkbwiN4tLF1Zxx0w3qXV4TfbzuSDzV8+umL9l/+86/bwR4P0LdFu+ZCi4l+KD/oHKC+8AY/fTph6iU9OPiUTxsVOrJUG6P30Eg9OcQMJOy8Lp29C1D81ngGbVmH09ELabydcXV12F59dbP94Afvtj/8o4/a9jbtxoNLjS3oxrzM7Yz2SJg6cezvKjzUN/RvyuETx6Csd/VxxhHvKVUDXBe90gdxaBDOOIFO6LuM/72cALi8GZEy8GCb0R8H/gOranunuE5xINtjNH1Zf5SFBg+xkZtXXRdkw9wk+vjTL9vxFJst+xaySpbtUQYfKB7mPEI7fnSHI4582EX6Tg4qQoPRnOKhn3LFq+oYqkl94Fh2xePjioO5HeGAlCPKuMiYBU/EyQMfVzjzesML/af0NOcLSBygzYGbdMimLtJTzj/qMYy/pKUMfp9G/YRTDpo53PF6Q+3HOkgTSrs+nbYF2dqabH1b8+Tb21vt6w/vtx2thUdXvFpGP2AOq7VS+AbK9qofli2KD9mhOqLG5OX26OCgHWkdd6l0zTwez/xASTZCGSiF59Kr8hhcks4eUemEqctOadg6sPRv/+//139HJkgABKJ8gDC1JD2E8FkAssiLwvDNgPJ6CGOpFMhhQeoJTtKgQRwnUexX5ySvhAUvzqAyNnbhxgfA9STAJIc8He2iK5rmX3pQ4/I62ehCCyWlPf/t79rxp5+3488ftS9++Y/tYnrs18M+/t3v2uPPP2v3795pm7s7jNfeYB4eHfqWCh+uVi3tV7/+lW+iwA/0wxMTM/qojllPZfn1M/BWtUnFR43ZwGXhLk6tOzSMTODRPshg2srA0HBEaCvrTfnInvqDP9OdoHLwaeuKxWjAC66swPTgnwMe/4KEFpEsvKkfvsar45mdpDz19bTIq3Yu+2LAxqbwueHCIQ2vl9U3h07ak2dPnH6o+NNnz9q+Ogevjx0eHra9vX0fFLnc6YkXMiwAOATiRs7RybEPfEhnAOCVMW4fPXv+XHSftmdPn7Zj0eW0mJs+0IWX07P6zhGHKhloWASykOTJIr8k5QMXxSt/sCtpiXJ8DJTBnDRJOyuP3ODj2z4HXbiMbUJ61oCZMOVpE6hU25Te0k71f7UPC1PqPVc9fOxVrV5PmJU+RSYNKKfSDfxPpQcOio4l8/FJ3ZiijlPh+QBNedxCgmfkLL0qrLifwoiuQT5tCr+0P2ytbW76m0Svv/m2NhdrpoW9+Km0ZM1P8OKyoEBC62rQRW8noY8PJA98+gR5hNErdoZ9kp92Iy9AmHzy8GOrOIA4OGmbpFEHPmBZh/oB0qFHnPTEoZGy5PVhjwFDGn5k68Mpj580gDqiAxROGduIfIc1xqTcF59/3v7yf/vfPJ5E/zN6c7W4HGCaAvOhsNOhp7alnFJmMoDrQx/5uIHEEK78ogu/lU9fGGqq8IDHQSs8JY4DqJO0ogNtObHuTZQoOT7g2r+usrjQStkA9UA3AA5paVfCuNAB+nx0mzTAeulwU2/ClEs46dAgTBp08JNfm3TRNu6c99QHmBf91UZvsY3Y115N29rkor33wZ327tfuaYF5pv57JiweLrAA4xCH/jK3MeaI0jFylHyxTYCxsOak4hv/ZX4rDB0A2mxiaZ9s8iiaOqOL0j911DjJgffy4kb75S8ftZ/85GPpZ6tdc0Wf8VSbchOhvqHu6E4Zg1/66fPCM2MM9bs+pUf2lPsq2YCeRiBRHxANALrEtJ6xP8IYadWpVpJuRMl4jltnFY5j3KYsYXCDh4NMFn71Knn4h9+Kw6cPQ8ibuaJBWK0lOhoPtYDlEOH0lF/pPGxvvHG/3b23pfXPaVsZqw1VNXaFKL4piA40v9NsGrWUw/pttf3Vf/l1+/zzqern5/1LNh/6qaj1rYTo8aug1zl2h73UplngcnBRaW4v+FDYt8vkgyqpJQuHpLjj9id/8o22tsEN8RPlcCsGO+bBAg1S7Y7dpf3DAzYOVD38k644+EK3bdQO9q/b38gmj440X4z49TTR0OatbDm8Sm7pGZqEkcfhzgEVdnCWhp5w0Iv9uf8HhjxuuY+0iL+6PG3LC2ft1Vc22wdfeyA9qB2GjaXrpmyneuoxl64bKy2desOgDI128ngKPlH7rbQvn5+0v//lp+1C4ek564c5j/o34zs+vOESB6/3MxdZrkG+gooHnM6/6kD+Bg1tjT2NFtWei9P2yv3N9u1vvS15+YyANmBeH2seteTDuKhyyEPfmJ4ttn/4xZft0RONgxzwXWluLvLGo3+En/AWXiOPQSjCtm5tfyTdKAcw5hG/0PyPDw2c23aYNwCnmx7rlpM2WVtoP/zRh21za6J9xlX79//rf2rPnvAQbyL9afwVLa8f+X4RvIiPGkOr/th1+A7vpFE36cnHB+CRtunLEDevAw6QMvTpQHCoJnRn0IcFNdeVvmttRtpie+XhTnv77Xvtz/7ld3zYubZKm/GAllfBWCMzZrH2mPOYAyDkNc+iH97dQvJ5oD7TR7oo5VGcgF/eZf/l/jLQEHPOCz3qK76hWd93rPR5fdThtaTW0+GpKAisA+Qp/dU4rCTmOpdXuvjBlqI7PMIcILGnot09r2rs/90nj6UX9UUNsIzxjFGM/wBy9u0PmM4QBiJT+Eb/ZfvVb23T9DcYHsBtPOgldgGNWVh/4N+sP/XE13/lD0AYGsmnXPIJ8xDrJg3qy7qEMGAePMfOIXnhK7Qp17u+TqDarw5xkw+kbCDp8cmzPuSzJSKZuWdJ+8IV6XZNsbvaEz9cm7SH8l/b2mzr2qIvK48xG9K1B2KeYsyAJ+qDz1o74ermnfSgtCu1iUyhvdA+7fhce1DlnUkP16JDq4jj+h+elGZfZYvnogHMpSq9zfWh9tLfIgWj0GTSCEDSgTKoGtyiLDoMAwx4UWroBYcyMEV+pRd9DlSqQWog/n1AWfhKI1EfPjQoSzpp4JHORI8f/Ju8gUe9oUledYDimSt+PnGWe/LZ523/c3XKJ8/a57/4VVs4O/cvnPHB6i019OPf/a795f/n/9ue/uqf2sXzvaZhvF2dTtvR3l773W9+0zY3Ntubb7xpuhxK8CV9PpSGy8eQvYBhwFB9yCNk8wWf/rlRQc9v9NF3CuLQIo8nQiIhnaAbcGtyyKDqskJwXQNEN8qcOS8c9O9aPk4W7GvtOGigf+hhtNhB8Vs3jaJj61ZhgHRuaFBv2UHVSXsRx4+reH1UmkMiwsjD4REHO0+fPvXrY/gHnKIe1gEQN4KePX/RHn/5pR2HSBwocdOIAw/C3DI68GHSmcod+YDpcG/fdD/+5JP2d7/4h/bJp5+2Lx49bl9Sj/JeHOz7kOnw+KgdiAavfHGAhQ3DE7SnXAOVHfoWkmQkDKBW2oqPY/fXFZERoDzgNpKjbFzw+jRcyvZlSAJ/6lfS5C65IXTZplo8n1xxKHTlX56Bqyl8SqeHkuFIshzKLp/JZr98/qw9lf5+8/En7fPHLKietmcv9ttz6ea5dPhsT7qTDvLqHYdtrlv1MgjBC+2MaXrzJFvxTSzZT3iWRdomzLdtNHZdNwvoi9gOsmA/AHUQj80V/nzQIx29p46Uhx5lwUk5cFKONkp6xo241Ek94Re8uOAB+KEXnilDHN74FcLUhQttgHpDHwi/pME/6X2Z4BEGBz+0KEd9yauD4oJPPvnYN+n47gTv6vPdikUVw6mZZhD5Ug9hAB6gzULICxrK42uiiRNXdqEB4Bc/NXcwAdMHfBAha/BuUqGEo7eUw8FLZA3t5PUOqLCDBvQG3KRBHPdyuXLggXNT5wDxvn5w0ofRERC60CEN/JvhQHgBQtuLNiXVGC/9DHpJWfACtXAue4O+D2TU57e21zT3vKo4/YIbfGVXHBDSFoyp0K6Nc8nD4QJ5dbMTHuebhf4QFr/4nLdxtW/Rg5/IDy52E94B0no7Lx8ZnN0uLhfa3osTzRcTjR3CF+6V0ijnuVn44QGgrtSXsHHlkg+m9anwYKYzGsgYPoIPhF4g9OA94wWQdMrHJe66O7p9PDr4fUAejv6Qsvx5rKXPDWGe+hFnnIUj314xAfGmdMZnH9wgs5Iphyr47sxoRctXbZp/+re/0Nxx0VZWV9XHKSNENiiijx7QEZsRXpumUXjFezrV2u8SHZWtwB+8AujkpnzQ6fXcgxfmshMEoJ1w2CpMG1vp0kalizZ1QR8gXz2LXNG/lEwUo32wgZqfANYq1J02gA78hE9snDygbh2h/7IBblzt7x94455v92HzoFse/ROpl8D1wBWdedA8rg7UKx+ID52bLgt5gHjGdzYi0JlMVtq2+jq3B9EDefUQoMpERtLxYTRh6BFWiZf6gJLk84ucV15PHGid5APc2JXAvA1x0xhopi7ycISB4Pc4qS86dhjcmas4QD5tf3p6Ir5O2muv3pdtUk/9gMNQjWmEFhSqbRfb9IT1ofYs4zXJq/FG7ZvNsFE7CM/hFVrxA9A1T6l4AGTs8eOS1wNl+UYc2TzQZB65fed2G6+uqw2X2pPHJ+3FMx5EciDKjTD6NrKxHoDCPx8HYx+JJw9+w5Prtc7m7Ua/7XlNnwgtALzIEDzS+nqIA9AHNy54oUccnLW1tfb++++2P/3jH7bX37jnH1y4uDhWG5+KJjIM+nS/qbrjoy/nDXWmLoA01oSA9xSlMM+XwLnsWsjDGgaLKIAeLjIljIMm9LEnwugayP4yMpNHOQCfcafGC3RAq4kmVmj5VD59eqgPPByYADekONBfXl5oG2t8t670kYME6uWwJzwA4RkI3T7cp0EDYDyZKUIQOZAv+LGL3s5ChzzqT7negZv2KR1Weua20k35QOW9fOAZ3QYvssIL8dST/KzFKUcaAA7l8IHwQn7w6uBsTitloUdZ6gMXQOYAZfwnn1vdy2rzkdZZGp3bhtJvq98+0Bzz2s5mW5OYG6LDB6z5FXO+yUjZADR62kD4cJ9AXmxA/0+0XrtWPabgA1XKgVu85MeBzJ9c0ZnbCmnRJz6Aj4z0MYXL2FOAeE9E5T1R8T56mE6jxChSOUB674NDuLJrECNOOepJvZQnzEFCaOGXcNBhEGPwmfMHHQx7aaRGM7/zCaiUJF6lfA5kiJKOq+8TCZfFTjaXIu6G5ZSZhc6lJsfnT9v1yWF79PHv2pU23jJTTc4wo0WzJpmN1bX2q5//ffub//LX7fN//E375Fe/bJujSVsRiUUUPD1urzx86BNtDiNQOBs1fPhg8GIgI8yT3egMQHZeWSKNVwIutTjjplF+dcsLQpVDP5yGE3YZ4eMjfS0mKz1g45JTqso4RWVkHEM70ga00Wi80sba3NIeOQSKW1Ee+ThuELFIlcR2vpqtBVWptAYTaKJjHE/leFqsUDvVQpNfQTnRgM2hBW5fC5IT6Tq2QN0e5NHn2bkPhXitjMGFQwYOi/Y4xDk6akfD62GcuPP0SKpxXccn9UoZr51xgMLhE/xxEg8PR9NT+34aq3Z9rjqe7fGdoiftYCq602l7obTj02k7np74Zhjf9xHrBp++K1IHQDXwMN6ykKat4R+AZ3DytNhPgJnwL1RO/JCePBZ60RmgJDtWh7EdMwAuTi3KH98aONEEe6R6z4R7enne+K6SD4Tg/+xUMpxKnkOnHZwctUPZ6ZnKIScynog28u/JZp9K1xyUPX+xbz3uaaH87NnzdiQ7Bhc9FG9qf9nRpSKSSm2PPfDEs2668fRanhZDkmmwSeQAfNtgGPjY4CQduJDOwA0+8RoTamxIPHZLOmH8DOopGx8bBojjKB9I/wkO+OiaOGEc+LZl4QHJoy74IR6een7T11Ompwkucfw+P/zjZ7Km7pSNT/v7VUToC4fbXrAXHRyqXyHH9WBHuPAfP7wBpJHq1yoZe9U+0m67vbPjTcnV5dSLFZ5qL8mGxbHLlTzoE33PHQbO5OYn68rjg7FXfGy0z+d7NLIb2rGHollzR8D8DXyjAwC7QzBoJJ8x1DxoQwFfRuVVDVCb4mKddOiHXvocdNPO4QGXvPhZjNDOsSXKJU7YcdWI3mkrO4VDD2XDJzk9pHxPByhe8CGieVE8avoT3rnGzQU/jeVmCN2Pb0V5vhNtHLjURToiu/9pwJIlCZlBU7ajeviVJP/SJ3Xaka/yaFr0chjBIudKcxTXpUODMFf61RLmHcD++PaEf8kGOuBgE8JxW8nxC1PIyLdfTk9pH37Jz5pzndF72go9kFbxhCsfH/rWmymINxKZO/UXGtErtKpc9TFc6kw9AH4/tgQ/kHC1EXqex0MXnUAHP3g3IeX6MSE8hyfcBW0kCA3jKEy3Qqfo17zrnz96zPdq1GeZgxeuR2rHxfbk6b7q05rsksMSvjdUczYUPa+pw9CMI34wQ0a1tLyi+fSs7e1x25ebauhW+mItIP26PtVtHpFDfh6EQXeuN3RebUZe0nF+akpLWa7SHeseFr3gK8fjEjIuryxr/Dtru7sbWp9QHd+ywqY0riofGqwhi17VTxtiw7nZwfhMC0Ob3upDINuv9CDd7O1N28HhiWWn30mT4qnazw/nBjt2l5SDkDU41I8UgNdfiiN3yV/llOg2y42JAVvlSgfgXGj+9nqDAUx88d1tflF3Wf3K34SjGOMd9AhSBvuQz9qAmwmuD34GmtSJbmlCr0mYx0Xbv/x6wTeZRAi9a23Uz93IGBt1XC5hwLTlergZB/q00MGlnjrgpC05rJNuxNPW5nqNOaz5ZSfcNlpmHlLV+S4HuqWNKcutL17X4Tbi4iKvuKqFNe77m15ac3kNjQ7wu7r1z2D9dHlZawDB7XVBn0XvHABg9+CATdulH7hfqwzpI6+ZOVBX39JMe3J81f7Tf/6J1ren6qq8hq+BfFFjIWXha6gboK9BKzyEj5kMVbEd9hhHusVTen2WQGWHdNrZ+dCAZ6GBSzgP/SCrCjRPIJNKSt9+CKEc+wNfGausA0+8Ne7RPtjYX/3lX7ef/OTn7fPPn2gdqnmBOUBtfX7Or9axlmENRUisOqUA2uJc62fVLZrWnWzUOtbc472H6hspzQ8+JACHQ/R/iMATAE+WjQhyi4fAjGcVIOw6XZZv1NQBh306z4yz+AVZX7g+ntK5XnFOlDU/uoSooNoPuuCh05JfCm1rkmd3a93foFGr0EjS7Vg4Uo5oos+iUfVBs3RPWyRcthkITsklOeUYn4DMTbEpwuACTqeOIU4++Mpx/VVWaQqztseWqo7SIZBw+KIcdOA1PINDXvCBsh10c+W25QPkwcGPTNl3zQFaNZ4TDj0AfOIej7Ey+YzDaJozBNaUeUABUE/d6KMl0Atl6efKvzptI7W5lmFNy7C2Kj7ujMbt9a3tdm+y3ra0z1wTvcuzE6+v6nwCuqVjAJsC4BC7xaFpbMb1JF3zFK+Gr2ofbpsRMIIsaB63Xbjn8hAAHUtv1KHC1EJdloP6wUKnxGlH+fQjtw/oZISpGEY1TnWEOgQoCBEIFk4ZDnikJ40wFYCHi3HNDaEW4KkXIMymmvTE6ejBnzdqNVaiFa7JkDQUUnRLNhunYtAgzkRTg5qUJwNQogcGXqGho6D0Kw1ei9rkn+4deGDh8OFcC3B/dFi4vI7DAQdP6//+Z3/b/va/aUD/8kn77a9/2b784pEMVwsobabHquvOnTuOc0CU2xf5BS74hCd0jQ/AZ/QFIF8NwFhFCa0S9qGh3GrMoUzK9/QyqZGG73zl0dGZMF9arCiPhRjtDl3KMtnGMTBQPnVCI3FwCac9cPAfm8lk7MFaPh2c18E4xPEvl+G0WKtXzPjQ4JHL8gFqXjnb3z8UzUtNonXDyD+DL3w+WM3NIewHfL8CNtgaPINbgwM6uzBtysEf8oPPBFwqW2hHJ6p/etI+++ILv472XPQfi4f9wwMfRp2oLBMcN5I4dIysORQyD0oH+naAH+gjA21KVrW/zdDtgIPXwlU/kG14UYM85rH0zXAmVNstdXLYlV8ug6898bp/dOLbT9yEOjg61CL3wHHy/XrZyZl0LDlO6Tt8kwJ9lr3vHxy2vf39dnjEk5262cUNKmzYN5akA+ryUCX+kBKW6UPWhXD4FR34zUKJJ3hAtQtPI1RO+Szg+e6Vn3wrD/nQITaFix0lDoADJD39iZtepCVOOAezhHNYQ15fB3m2f0H6Ao6DSvAS9+JD+IQpEz6Ckzj0QxfffUf5hMGFB2gDKYsP3/CbspEDd5M+eSmH/noeEgaPXzGCFmk3J/cAuPCEU1AJWFiNp5car661Cbt3Z7v98Psfta2N1XZxeqJ6VIZxU43PhMrIBKRdoW+61gHjgtrNBzfVfq5PeZng0v448gD0Bi5pszKdi5yFXn7yqMcHkARgz57GL9m6WlKI8FRtaRwBegeoK2kA9EgLzOuY20FPByBMuh380WEHR5zyxhv+Q0cznQ20nTXQSbjqLh0Zw2MGTxwv2qpWJrdvbba1dW0ulgpP/5m+FwrS11yO6ntsyHkAYVrC5cGEv7GncYh2Zawiz4sl/sSjGPX85zFLNN2OTlN/GugbT/TSRh4f5ej71Adv2DB8sIHlFVjG9uMTHoQIR+U5uK937CN3udhI+bGZSoMeUHobdKcwtuB0xckLFF7ZViD1pW0J94505Aou0OcHsKfQxxHHgUM8dOinoRsgvaeXMOkl7zydeBziOx9bM0J5gDctWjX49XAB4zW3ZJiDFZOOqKPsvw6bGX85pK2bNswF3DR5/Gi/PXq019bW+Di61hcsplVGmaZL2xOKbqwH+Yyf0E8dAAcT0TeOcM2F6CLMD76ICMtx8vnY+RWHQssX7c69LcnF3HPizwJQB5suxhBso57ql06tb3Q01AdObQzoTuhIli/b4Vt5Qm0H+ydtZTSR7jWfSAc5XPKaVvVgWhlroGlCAoKScGC/+lKllfwzmflTWYrZx3nzUTzSv+lbai63HQeqyHlrd1v5anfXrTw52+VQv22tiJoOwDcI3b4SjM0AAP2sB5n/uZU9PT1vk8maeF/QvF+bLpMYygDhv3gs3QLwD+/RB36AuhPHJ15tXZAywfPDJqFz6LI6HrVtbZa1aHd7uS94o8U/9GgKoid+eAB3Kfs9X2j7e4de5/BQDTxkLZjz2bcH2cShT176LA78tAsuAB6AXsGn/3jtPeRBL+sHtxF8DHJzQ23n1m2Ndcvtn/7psdyTtjTaUT5rd8bGejg8EJuViw99eKGOxAm73w345BMHzDt/gwykg4NzPR24vHDw9d9AT+XcRwfduxOU7MwHqQ8Hvttp4JU0ytPvDw6n7T/8x79u/+H/91ft0RcvtN7k9oL2HMMnLNiLsG7s+yqOcN02Kb6z+Sc9Ng0QL13X2ANvp6e1RkRm5gfAPIkGOiv50sbkGcVAX9P/xnF7ijcfKAup+CpaAW/qlU4bwpb5Y54XH7QUvAUfvGovhUVb1Zs/Huowp66vr2itJTu44o2FUxErXqps2SsyUoY5nLrTrqGdNWPZRo3F6I7xLHqCGPkVpJzmLrnMr6an7JKNMadokw4UzxbW3EGLcuBE3uAaT1jgVJGXbQYgHiAdV+Po/OFhyVO2HQAvdUNbKQPd6p/k1XcZq3zh1rmE0Qc+4K/mjzqPII3DI79aDGvSn3u5+PUvo6vcjsbne5NJ+9qDe+29B7fbg63VtrUiu2Ld3KS3gafSUOkDPsPXTC4hwQH/k88aDNshLm41JmKDhOhfcsqrNc8wp0LXpwSqh38zmUo/9TCm0qk3YfNGGv/5mzLD5JmNG4yiKG5zpBDKrA4VhVMJeXSm+p4OPjjeWLghSul+1WEohJEWE2VYfRgmkxYlkYexoMQ0EPEIJGTjE4+iAeLBBQgHqCP14TiR9KAnFBp9+eKqnTx53vafPGvn2lRyqMO3XOoXsaZ+vYgP8QLLsvXf/upX7cvPP2+/+sUv2+H+Xvvsk0/qlFB1v/Hw1fbK/Ye1CBlkS0fxBl964gCAG1H13n/JCcAzruRSmsoQn/EtmsSh2/u46AQ/cVyANOjCS/Rbk1vpjbJ1WMQCULpWGo508mkffBxPiPPh02WMVvaUuqEN3ciMjw2wYcihCht7cOCBgwhuCPlAQnlffvlle/bsWTs6qvjsNbOjevWrZJDThJF68GNnAHrCltPulInsALi48ITtmpZoUjd1Pn2Ge9Y+e/SF017sa0I7PKzX2cQHr3fRatzK4amMRnVNrBpsuMWgDnx5JX7ka2jVgMuCkgWLVp8LZbP/PZf2Ce/YTQ4buY3FDSdu9/hQSAtkXiPjlhVx8jlI40YQt4B8wEUZ6RgZ4B/HAQryUx9Aff0rfnxAPId33Ohy+0n3TDboFeAQCZs5Y5MpPrEDxgWD7MN2JVzjDWUy+LLoo63A6e2HtEB0AeSWG3FogIcPXdKxTfBJwwc/4Z4mQD3IQxnzIhqE0QG4pKVudE4edRCmbOLg4IiHFpB0IHJDO2nQ6WWIXPjEQ4+y1IePgwa2TdtRFnz6A3lpV9pwdXXV9VCfZVEYnNDtnbDsmHw0iLVlHxidtc3Josaz2+3OzrpvSi7KpiWhJivZ5NCXImfkSh+DT8LUjWMheq2qWHwyDmr2u8FDAWWgRVp0CSQt9ZjmgBP3VcA4Dx7zVNEoe0z5wpmHU0f81Bf9Bzc2kHyAcHjp0wNJw0c/4KXdoRUXnJ4+CxRxKnw2T5LHv2KGzGft/sNdLbK5vXYsvuqwWpRmfMTuiCeMLABh7M22oXGcQ2rGMrWCXz32txTEgixUba6yqn9Rc5dfRRY+OODCK/2tNgPwOpfXcmJbAj/F1kaeDRXEOCA6PcWm1LclY5V5ue2hDc3QjZ5wicfH+ekwfKAFyCncQ1+W+vo4EL7jxyZTP7zhbpYDSAc3ZRMHLzbTQ3DhkzZmAxy/h+DFvQS0k9ogjn4WcLvqz2VoK/U98oXldpc2UIjtgnnf38aQ77jCPKzisORYm7mzM+kVAxCBHJpEnnDk+ig3tF//mnF0Af2+nxMGUraHyJsxkXURh6MX50ft/v0d8SbamnOxvRy6Qo/+jgzQpD5o9LyBw1iUPK+DFV5aHmmuau3xo2fSFfTEF3bOerGjET4jU6B4rHjRnefN5kVBDi77fIcHugBx93vqUNm1ybh+5Uv9kHrZGARo4/CCj74IUwc8Jw1Mxu6RH1hcey7h9t7e3pHoqYxSadvCLXkwEYcHXaEz0uMHbsoDpK3JqzKFT3ogfAJuZ/2xGefXnUYri5KZObL6f9EQH1g6ssKxdLQ0ov3HMs2R1ionWuswT64JH57TTq6tylNWadAr+xtswDbEvFVzrktUwVm5uK+CpOOnPcoe52VVqbriUtvZvtOm2vv/7c9+206Ope+FFYnCq3/0vdJnaFE+LrR9sID80injKv06MgW3ZCuY1S+gb4RubKUH0gHG0qI17DeG9AB1fZWjTOwu9bJOGa+stcnqbvu7n/2m/cf/8JN2dKix9EJy8FBcwBwAMHrgfJsKGqIJvazFCIcusgCRAZ6xa+yc+oHoYoYjn7Q+H7rEEwZ6n7w82Epa70OTcHATpl7vqxTOOjS44Ql78+GQ03hQeNpu7Wy2O7d2PN75dcuL2oNi08jcy+N+o7JA6iUva1kc+H0ecoaPvl2lVaVjWaLNWpAs4zGeYzeSzTgv2yVrPHCcLx+Zqr/DY9Gs8FzfcUD8Po8w9SBf9E681y/Qr9nBLfsu2+dmGbZHfuwGKD6xJeqgbDkoer1CHcioBPYq1+caQ5XOTZ6Ryk1Ea2t5pW1pMXRH/fn927fbuzs77c54uU00Ri+rvVb55t8wVuF6ufCTHp6A4NBedatJiW6Ka9c9lnwrqhueoAP09IFKr3hoJy946KPsZtDFIuswQT84EE7H640JAky6MSrSWHwSxlUj5ElDNRgQn/ww34cpS30JA1bEkJ/6gxMfGuEZcSMkEH4ol/TIRpi0nkeAhVJ+to5fJ9NI5Pf8zrTB4nYGHzBmcPKCWRbCgpgjARbE/FrP5uamJqLnbWt9rZ3wagev7Wjzfa7yPPHYVDrv30anyOjNpRZMdbgh45Ugfi1ALjqCX/DxHe74Jg5gGEDwe4ecQPQAXaDPC27a1rwM6cwyfKPARimhz06HDYfy4AN6yFQTbwyw2s1XsuV4/UzcaeF/Xj9bf3zi7wFNT05EmxsKl22q9OOD+j4Q/vPne+3jjz9tv/wlP//5cTs4OPJGl0MNLxbEK52cuqGd1/Xo/H4KMRrbp36egPa6gefYUa8D4Kbt+aqn4gwQpGNDnMzyTR4OWY7FD094OJxhM87kZR2Lnp9moAN0Jx/H1Vhlmnee0Lp6cBQIL3M9VlvHhzd8nG+kkSa75ePTbLKxTb43hDuRrnl97Exljk6m/h4TP8cMr7x6dHh8XDJwVVP8sGeCHnSZ9KCLDHDEQO/vG2mBpl7hw1IOp5AduubLrAtfYvoGWnQgPcN/bQAlxzAw+0BEebE5HGGRsI4jd/SAIz/hALi0Cy5laNukk4ZPemilTvOtfMLBq01thfvDMgCaxMkPHgBuDtOB8EA6ZQinHGmpF4et4MMDeeARDq+UTfnwGXzSgkNa8VQHvkzEtCUHQxzqcUDI+EPbUBbg/9AA4gNK9SbV17YxXS1SdjYn7f6dzba7sdz+9F98t21vrLRlLVRw3DTiZ3uZPCEf/qJrKKdewskjgtyMe34SOQC4pCNXD6THBTKmeRj0q2TiXY646xBEb7hFPvp5xVPzc4evruswE56oE+jbAuh1AxC/6VLWoDglcTUOCEd1mNqQR7x/SuT30lWNWlnpCnCbQYtBfI1eEqLaJD51Us7XipXAGmZxQQtmybO9zc+ZMx+XreAYy7AVQOqxU41tZEXVYVHaK/qgLr/ioXzCtJfzNUbgZqA8Nq/wiYO/0JodUilsngcf8hWmOGMEbTNqT57sa37QoljjFRL68EF44ALma4CX6ZUjHhcc2ibtQ3raF0g6MgMpm/jNcgkDMz0JUn8PwQfIC82+7r4c+ak7+D0vboPB9TbR2wVtlBtg9UcaGfP6GCfQLsBYTduzKWB+oIDnJxlUNgq1eC4+mc/Pzi49j4yWV7VuEs3GQTntPNBUm1EX7RrZojNwSMORhs9YG9skTtnkBYiHBj72xYKZzbV/7GNlsd27t6Nc6cr0sT94gU7NHRlLcR57kUsdgXzwKFtzB2NqzbF8D+tsetkeP34heiPJuyoJ6ANzPiM3cSC8025pS1zyIodfj+l0nHZOuYyRwbcvdHAvzqdtY2PiD43T9/062FDeeHKRFwg/0Exa4UsO4dUhP9+d4sFTrUlpa14lJIxNANCe0VR54tAhLS5AXnQUB4Qv4l+FH53gwxfyMj/wMHJra7WN+ajHAuuEYX4Z6i17xe6QTfzJNvhu1tMne8qrB1Os06DHmq74KZ4C4Qv7CF0guut5dvt00OsheiYN15cDXBb59Of+Jv4mk+326NGz9vlnz5S65AfRvMFQUOWL5+ITGqFvXcn3OKB8xgAhzfABwjjjCaJngPTEoUu4ry8yMMZIc8pXf9WEf61scHHk07Y9reiAtPjAvC6c5qHxVvu7n/9T++u/+pna6LpusKke9kei4nnIh7Zy0MT2gN7GoR9eCId/4ry1kLQxN9MGYAwgDRxwTXtwxOOA+OEdP+sW8NFbT6MH0mMTxlE5+OHhXoB00xSOa5DPOkUaUvpV293aaitaw/FdSe1iNOfOD92w15v9nbEs+fixF+Amn/Fn6QMe0OfFJS3APoFf6KuxlrUyeyXpAzR3yLm7WT5h/Oio+KZO2pJ86qWN0A+4lYdj/0d+0n3hQ4HwWmN66TX6IB195bMuOfRMHkC6w/pHet2sVQT6WvOy9FQLtCWtJ8eSd0t2en+03F5bW21vbW22e3y2RX14hXW0yixrT0rL8dma9JMZT3I1f7OWqjrE/QxnDvDHWpF8OenYU5fifJLGYyLGQ9oA0LCTPH0coO6EkRf9A07Xn+aGlzdqIAGko9ik42A0mxocuPiUx5EHXvLcAPIpx8QDkA+YgSFMHnEA3OCHL+gEP8pKvfOnwsVLaJIHgJ+08IIjnzh5hDns4e98eupDCr4478FQMnEjgqcSKlkHRarHjkGYetVCh6e8CnXQfvub3/iQiPejaUS+14DPABfdhQfAnCmMj5HwilJ4hi/agAmNcK/DyOtBgAlvkAUXSLhPS92UxQHQTpg6TFNx0v3UDxwvEipMvvPkEkacLCRoE558ANRNfcgOLj8xv8+rYXKff/Z5++zTz9qnn37aPvnkE7t8kBrHrRVcdMWgyiFLBoUaLEoX1MOhEIdEbIb5WDD++vq6Ns/zn+/HlvA5XGIDXU8by05xaSPo4chHaGQEj4Uz3LCo5dVDbCP6Qne8okHc/FrP2Bp54LBIZeEBSbUfCwP55JcO57aa+hO3DqAXnWsg8MEQ7YS+lXYhlPpFM7UDTnbBtXhall8v4xUz+PA77dQFD9BVHZTn1T1k88JY6T4gU/WkAdENMLcXXt07MZ+UsZ41SOaWgBfhymNit/ya4KJrZCYP34skhUtnZc+Eceg96QD4oRE6OPCA9BOAfIDyoRl6xM33jfoCtH3SgmMbGPiMjy1RJ7KHN+KEeyCdtgsNABsI39AiP+XDk9tbtBLGJw8IX+SHn5JP7TUcpnJIRD+iLI0JTu9SDujTcPXNII3tGh83NfGtLi+2jfFie+X+Tvvwg7fa9PiQBmkrWrx7gjON8oHQKWlfBi+uqEthNnv4PR/R5U0gr5c/kLIB6v0qkEkK4En6vYK/+UIr9AjHkRZaxCNTIO3Zp8fvy/f5gXl6hcEP3MSNPeDbKd+LZvU1qV/te+qnVLfvbLU7cucX9EvoVR3RGTTgeUbHNOowErzYoGUVPoc/zE3U5blMqcv0DdXrD6lymKN8+GF8MtfgqT9gx2WPpQf82KofEChOAfMk+ldqj6NDzcHHZyrPLQDlQW+QIToJrbge+vgsPHimUUED8eBEP0BPg7pw/z0ILdxNWQnjo4vgAsHvceLbDbjQgz/C/3vgshWosnb1l7qAOlCoH9RgnsAXxzWv0O/UttRHnBJ1dR0b4ztiWhueX7Xf/faR2l1j/cLI/UgGUbUN/ALR6cyekIm+bn+OF70A4RFIGNyEU8Zp+uN/DUJtc5OPOMtmrvnobfW5PLiMfWPbpNMuOAC6oYlf9aifCQ9YHU98C2V//1gx6PBaGgfTpc/CL9wewi94AehHF/OyBQThDcDHVZsXLeLIQB+sVySu29b2huYp4UjN4OFulo9L3UWzEKEX2RmPqQe98Nr/s+d7GkO0vmBdN+gldGHW5YZ46AGhFyAv7Tura6inYG7zAGGAOPgcUPOwgjFmOj1uG+sTzbnkMX5U/1IpjxWEaWPWhVTFHM46nXUQa0b44IGOy8zqoXjVH93gXHfHV/ybAE547nnvdd076CYPvfqhmtZMk7UN6WSh/eVf/o1sbdhzIMd1tR0yAugtdPs6AMZQP7TVXz2AmPf78AYQpkyf1tPBTzg4ibOXgZ8c/ivDeeGleC381EN6IHTAo61oH161Ozu9butrO+1nP/tFe/zo+UxPLBMsu2h5I60Yrx0iH/SDB63YWc8HwAMYyuaV6thela15D1o4yiaMIw/a+JEleQYRpF7SS7aXdQpeDjPnOFab8yibNPjp+VbrGw+aKtrG6uuLi5JTa7Jr2T+HMm7lgdbN8tAmnjzqCd/xgZQhDVnx44B6QDA/SPf3IzVv8ABxlfW+wnyHF9FVg+xQ+yzNMb7AIBqpFxcee5nRC9DzxzxxE1IevPAM9GHyko/8lIldwCD76aqbvlVtgy1jE/jkU5Zy4Qd0HiZIJLcJahhpTbwq3Ak6ULkNzaG3Rf/tnfX2wf077VWNzfzk/Rh84fHq/5Wcv5Wnvznt4tcOriR+PfwQ3g2ckgO9CEn/ODAU0/5EDqn1FlDpoGSd6zztiq6RlTBQuAWEyb/QuI9K6SZq11Iumb2imRh8nUod2B1T9KgEnJcNvZhnYOoVi2OBGPwYazY/QE8LR5xBnbA3m3IB8CJUwlVWCSpH56cOhIdOTzvl8HHg9fSseI1E/vin4ix0j4/5OXSuMPP9BMlGWTWcjUoNrphPTmkZf7RRwIEBr+48evxFO+R1KG5sHOy3S01Q8LEieVaWeTd+aDyVg39ezeIgAz5cpxw3ZpioebLH5t0/Q65qKActSWZ+fQVddNLo5BkIy0MPTEQ4Fn91UKG2ULtikizUAQ49MnAiFzzQVrjk8QTG/PEdIfHGz7/z4W/ksyNPPt+i4fU9eCB+sLffnn75pB35htCL9vjxY7+uxAk6t4N4nYxDIcJfKO/Rl4/bAb9CtrfXjqVPdMHtIw4t4AdekJPJnsUah0PjldW2sbYut+bBCT1PVpW2vqGJZ6NtbMydD4/kT9bX2u7urtNWJyw85q/uYXt0VD467g/fyWEz1qd0ThhdcItnen5aT3wu+E5P98tn0gMHOViH0OVjl9KTBne/YsZgK1cbuWpb6OO7rZxrNSqdDku++qHy/PP1ok+91M8tn+mU7wWd++DoRPncdJoeH9uWfYPrhFfiREDti5zwbzuUw5Q59fdmT3Zh24Rv9DHogRtfnIDT1tgdvGI/1Y4HapvBBhkEpUMW0+6D6Io2w65U1nUorRx4pWt0TL3ZXEYntnfhkk6c9iGttwXSYr/gANht6om84FlepcE/40107n6hcK8b0nDgQ580+CA/fBHuffiybaqceRYvHj/ku16FoYVuUTJ9U8ScDjhPeNAHCNse5Wd8hM/wFj7tS5/ZqJNGH3/25Knzwjs+YwYAHmMCi1HSoe16MTzsT/VcacIYq+4z2dFtbqhccAh+2j76+tuaKNWW1/R35ohagPkJIwMjE53KURe2HH1h7vCVuqgDIBwe4gPmoXMA+TjTvwGkA+AmP/SqPhLMqeKaBxRPW/0+HgDHK2A3y1HYEzp1zcLURXnaBkz4xbaQcx5mgUJe5c/rIwwQDy+4qkMZtNkVmwwW6nxzSxvja25HTdurr93T5nFd9ZqE8GqOoM9CKzqJPUen0S/jIPpIGtDz5jlwSPdHsPUXfoGEwSHssURJPOViUYM+IOUnd1VAprKi1vDxUzs8Zg6kP4i+eVVdVbUB/qNrH5I5zphQ7QkyLODKFimsOkiH6MwHZ+7jZjKG9yGN+hKvtKoHZxsa6gsUfqXhqo/1dOd5KV+0qn5wPGZIR2QxhtKHcJiuf/Ibn3z5dkXEkDAHQDiVgnqVt+2jW9Yk0o/yd7e3fGU9tgtDjNP0kRobKMm6jI/o8m2ppvnk0t8P0VJCzoLMH0AoHBsBLjQ2zhgVlA4KL7jYY8pUfo1xAfBcRmF/3FW4vJLC4v3s9Ehj7pJvEy3xQX3bGPSLFrRxAHWQzobArxVIALeXfG+AJSkAz2KhaSXcnvrAhLYofjxGQ0TgNlMdMxh4xObt+/+C2FHJTYr6NPnSH+tASQ3BolnZM8CGGNtRtT/+rjXErVvbbi+aDDroIzeKOOCzLGQKimbpFSLEwXP7illJa95ZT/EjFcdTza9UpnwOBj2mQUE4zDP0u8ShhY+bzTEDpG1JQ/60ceYs6xJaouE5a5AdWb33UJik/NDBvTt3tHGpcRag3XjNlR8PQTQ+LO7v3okmH79/+nTPdnp1zRg/cqNQJzJAwpwO7RI+w2t4CbgfKA8ZmOfJj0yRy/mi49dwhjQg8qW88RWm5diUTbRW/fTTx+1Xv/q0LY/WfWjCoTn6z8NJADrQhQ7g9lQurJKH3fb8uCD6kuAe9+Qi10u8CEjHxU7xE47jgR6+cUUOBw+hE9pAr8OUARj55+GSYzyaqE3W2unJVfvVL/+pnZ5VXdgdtg9gW+hwXo94VVvXAQZ8Sn7aUHn0g+oVteYqGXkbotoN8Ef8oa18Seq03h7hmTBpxAkDGUN5aE3fwBYKF96KV8Z1xkPz6HlI5QbdQY99JH2eqST8ZLwjThL+knjUECfdKOP6tG2tj9tE+8W6NaI1l/u3dGs9ioeBlusY9FR2l7pr7Zo2S91A2ogU+yJZEtcciyyIpFI1lIsGfLldpJurs6nWitqbcaCi8WekNH96RLQ8fuBTQOWcJjqxIdclZaBjHPThB4hP+VlbQEc+LnwDpUPitBv2w95AspMJfdkFc2JukPF9PWjQDjSvX6FnfuFdIa1prxa0HlEadsJB2KLCY429Y+VPhLUjxt/QHvIdjcUf3LvT7vMKMPJpL7ioMYt1mTixrml/vnd3Kbr0097O6JvmR3Kxh/Or/YOewEECz+UoSvSWtfZmHz/moYXKUJY4f+wLa41SUGuk0juvLoam61a9kJQlSkYOwJQ+lGMcm/0EPn4YJt5PAH7Kq/QcBMWwXAFCDWUkogljMDQkjQXN4OMTTyPPyokGDkheDBxHBwwegHJTHsBncgdSJy50KQs9IHXGD11k5PADH+BVKN5/PtEmu25GiL7GmCormdQY3JzBAB1X+pk268Dh4YEmpi/bi+fP67s5p8fu0NCupzL1sWUaoIx53qHhhTwOZDiEYdOP1OgWP3X5Zop48M/Gkj/oBo2kgaHphZR5nreX+Sas9OpA1VYBcHCUQ9dstuGn9zkc4gOkHN6QNjsUoa1Ej5sLj7541L74/HMf/vh7ONIHZbEP4p999pkPiOpA7dAHbBzKcUOH2w8cKPj2yxmTXvGDDNW+NcmMx6ttVW5lZewPOdbpdT1N4YOT2IXTVWcceU4fNtzEV1c18E4mvnk0WasDowlX2IXPAclYuNTrzqYOad1K0Uw+fMScjzhzSMhridaPHB2VCcs3fhhkaMGhcUoWdC2jkg8fAcLEaFEGibqhhd0MB31ytH/aAx1xOHV8KpsVrg+KVF9u57i9xTO8Mhhwy432ZdBGzhWesKEzycq1fcqU3lasT/dn2QEw0oBPHuUtJ7IP7U8/xdFudaPqrGQQ3+CzKEu/pI7expBPCSW3fOta9eCTl7bvAb4A0mPDlM0BDc7tpDR88AnjQ4/8jCUAYeojjk8c/JSPvcSGQxuX+iiXspGNMnHoI/i0J7hA6uzj/XfcqAsITfDgA1o3+YQ2xSiLHTx+9MjtA4AL0N5A8ZMQnnxNYg7qj3FCM1Nbn6ifjZbaxmRFRE7b0vWZXz37wXffFw6/CoR+WdBIzoEUgaKfhDmkJcmzXgacyAskPXpNGg49kIa8hPs8XCD0Ux5InDzKBr/3Uy7xAOHkG2dINy3xMset8n0cV0+qqu8lrdwcUnfk6mW3LycU4zmubBYJbKLW1lc0hvHawljtQn2aI9SHKWObG3iENv0E2tgyeQC3Ky2L8hkbwI1NkUb4WsRs1+FBcfDigOgXhw3V+KIN2pCW7xtySAYu4ztjOG9WfPrpI40fsifxHR3I8l03cW+8oDvoJZC6geSZP3w7lfE4qDlRruod5n+FgwsQr340pxn5gks4esEnPesBlJL8Sk8Z/OKLcuCk3qJf4w/Oi2CBe9HARvIAvyI0lAWoCwjd3uk/6426rrXANShM3orWN5ub6z5cEVbhK4/1iqmL9wtvRhjXNP6orU6n55rXj2Qv9ZPifLen55P6QqeiyRDMWX4J4D8yABTN2i8ODm1P6GaoA9LT0yPfqllfW9WYV2W4oQE/6B5IW1CGebf6TNmf6QgHH/ouL3zzrfny8GiqMAcM5FdbYkNFC5uGX/nSDflFTTDImvYPVJmyO+qirzEfgOHbWzNcCFco9lCUKX/ebt/Z1nzPWpI59MJzLP2kgNZkDVF1UQ/lEElMDvGSWRjy0U9tcvlgNa8U1q0pDoRmEhmgR0r4xI9+oQtNjxVKn+nXFc/bI3iJZ24KTfLcBpRX/cjL3LStduZAyHOT8fSfaNGeqZd5zx9zlSqQ4/MvHksPylM5yPOKJf3BfA08U2t4BeAjjjR8+MmY5TYbZMxaJOV7HwCHOpCRNOLGkVysz4RsW//4k880fu84rT6hQH9Q/cIFH0edxSM057YC/Zs6dT1dnHCVrbyeV+tgoNX7qS/lchschZmG0ojTp0AJXuSlPJB0wB+GV9nUjeyKaQ8hHi6X2vNnB1qzsI5kM81t1OHgc9B3+Cma6Gew52Lb+y32RwW0u2xCvNDm1Ybztq0itO8gj2jiByhHWwN9OgD/1Gt9GOb9oNpOtAZ64DEPEgbHadIZfuQyzpAn6cQLFEp3bO6x8Tu3d9um9inz19Or3nwHFlvBHnGln1o/kkd5fO87BISpk/oSt/wKW5/ud5GZMLywD1Jdqg8f/fDQm7GXGy08TLycnmiNqDrVZ0cLsp9r1ojYvsJaK1KO9rGckteHNvzJh1e+e+i8wYcvIGluS8UzlwOFC83qA9EHumGtYd0zj6keSW1eeH7Hr7hyCMcDcOyDPY6KN7WCFKe2V/4SY6v2NGP1y1XZ45rsdUs2dVt03xivtbfX1tu7m9vtlcla21LJFeWv0JboHQ6gofqlXa/b0Ss8vtQ3qqmMyx/6py09L5AmZ8bk18UCcOg19GH4l0zKrzYuYm5DfJepOr32V3ul3a2jgT42l8MqwLZMhA5AARzKj6EQx9BSUdLjAoRNVP/AhwbEQ4NyMVKgV0zyQzvMpV7oEAbAieGTDp10KOrEkQeARzoOnNBJPak39VCq8sSXwtDmZ+cxNLhdlo48wNDx1RiUmxmhnOzLDXHCt4vMCxvm03Z8dOgDkLOz+jYR7+8zefHznZwCA/Dt+ga9wCtQJ8SVjwNofOrk4MF8D/Lix5EPjQrTkVUftNGtDMADS8qJXuoDSIcPHwDIsblM/dSHn0OBfPC4bj3xC1j8KhkflD5QXh0McUj27PlzHxRxW4gy/FIZB0bQyCtls3o0KfjGigYitwe6Fd+crjLBe2DSgtRPViSCn6gOLh9MNf4gn3Uluml/HGHH0Q3hYdAjTF/gQGiVg6FhE+XODS/SGwvA2BGHKhl0cxPM9jR0cPgIwA9xdAs+4T4/4HqEi9wpk3LWDz7twAm36jnRwMW3gXgNkuGCV81UmzcQKQ9NFkU43mVmgYWci3Lwy8EQ39Ta0MSzNpm0nZ2d2Y0r37qSA59DkowV0IwDYiscbHCjCT2B6ydXAgYzDq9wlLGtiz90Vnou22UyD0Q/kQP64N9Mj11G58kPf9QFL+CQx4IEOmmLXh5o4sjHJ63HDa2eD9LCR+pHr5QHl/oIk084tKCB3nLAzfgCkA8u+XHIHn5wnmgGQH/kpV7TZNMmGtDhIDa8ma7sAx8gTa1DyHHCpHHYw1ghLitL9nZXi5PV8YroagGuCX9l6bz94Y++1d587V472N9zP2KMW8CJzmycGdr2JiBHfPJx4YswekgaPOF6OsX73A6it9AAoH0zz0M4CxVtigkzYeJI8+QpWZ02APTj9J/VQf8kzFhPemiHp4DLDED/AUi7iddD8qOXyBNa5M0XQ0zsZCLXddvcWm1fe/91lTnxOMyiofDLQTP9AEAviUOf8RyfNC/c1XZ8IJ825KE2H6gGsEnwgosPLdKJE4YmvJMHECYPHlI+i3XmUl5hmk7P2+NHT22/HHBVvsTDagc64IffhGnRHqiLeuIHt/fDG/mkBS9x8ot2QdJw1ofqxKnQLIy7Fps446iNZniK15PAymfuSjrOc5zyEwfgBaDuuMhEOPkAOgfQLYAsuEDifRof/+XbERwuEq6HC/SNooH90AbMx2xIV9T/R8tjzeea80/4Vby6iUnXR5TQ7utwvuJo4X8PkAfoaWSsBfDL7tEDU37pwP1Aq/y793bVx2oTLyldL2Uy/iIXfk8fBw52SZswdpZ+qVMjwoV4vl7UGuaonZ1TF22I3ucPKIDwpYSZDcQHqLtvq8x30Q31Zp3RtzkQPqkDOtgU5ceSdWOD29TouGTL+hCZWJsAqbv0ODAkIM1yM+6prvpGouQTTy+ev9BYz8GhxnuVMSfzojPe8CNHtUWtt0mj7YrvuRwA/JBG/VV2Hk+bGUe4pR/Zqf6jNK/Tbm2uur3rBol0YeMD6Bs1BlW9PCTh4Rof8Ed3WktjC4PuvQEjUeC4y5Q8CYf3nl9cn5b0yIsr/Q+b9iENRxwgTHnk62VmXUwecwWH5uCLixkvwQ2Nng4+42jpk76GLPpfzgeF8hljcKarNCA+AD0AekD/nbmEsWuvu6VHaNqJRi9b6CSMC02AOGXsiy7jPdm+2eObOchT9uiDS8nDGj20AtCYy1F9abZeZwFCFrzJv5Ct2x7w5WInQPoj0OsDgBa8s7YCKAtU25RM4QMa4NKWkbfPA/BxaUfoFr+VT7nKK3tO2TokWmhb/Ay+stdXx3Qmr9VoF6EZ1/VLF7RT2ogwPMXewTH/A28Jh2cghxO+1RK6Kg8uvKlRzCd5PDz86MP325/9yY/bD7//rbarPro+XmirS1dtdH3WVrU+0UzRxovSo3w+X1CHMaUvy+4F42ATg/3aokSfQz8cr9qqwLA+lQzKdtgwlwOJaSfopJ0dVr2YLla8LFx+GQw5qIMy6Eq1+YYth0c8+lgSnbHWvNvC3ZYhbWt9++qa1lm3dtu3X3vY3rt7uz1QW9zmA9La3yxprb7Ig3nRZYwKoDt4y8NmID5AGJc2sCzQkO80laW85UMeeFV4zEG+8C9Ote6HntKgyrhYbVV4QOkhOq405CUOLj7zZXhwOv/RNhhZftLNrw4NxsDkBU4pvIwCIGwh5KdSCOOSDg3S8dPByMMBKdeXJRyaAGXhIXH4QAP4KYfPAO16hdPTihETjwyk9/VQLmn6zwNqboZwIMFNFA4B/OtAyqfTMEguKd2LQPiR76/uy6FkbpQQZkDi49enx9zyuPBHQtcmw7dy2MgN/OBbtoF/yoY/dBf91YINQy/DJ72XET/6JZ/BLxB6wXVbeIBetuGGDg5e0LtlkCMe/ZHOwVDy/AFnybfHR6fl80rZ4eGx5D5tJ7zmdHjU9vgmytl5e/Lkmd3x8dQfo8byNA7aXWpi4Emln2ipk7JB4WnKsnSfWzFerIoHjIBrnv0pK7z0Bg6/JWfpIPwDpRsO7LpDIxy6ULtiTzz5po3QTeGpHcBVOfI5OIQOYfMAXWjSVqozTzfCH0Cd8FmypKPO2yj4+m9WBgAXHhWoA0Jl4VMUW5RVOOzxjgL6D/zUQ53wza24sRb6yLglG9za2PQNqrHiHBLxih43qNbkb3FQJJ9Dou3tbR8kIWsOJfDhMbaS1+w4KOLgikMp8JA534VCp8SRExcbMsuiRT4+jnwAfID+B27KWybaY2g3ILIC1lfng4MjTnlwqYc4ZfzheqXFbghjT0DqBCIv5UiHRgAc0sAJLeoEh3TblRx2y4JlRTq0zQ5yhdfYVPogcegB4NkmRZc86oSG5ZBNlC5KLtrjxd6ey1omsRo5lAgx53lzUVUzKXgyXrpWmuJO1iS5trrcJtqY8EtnvBO/cDlt25NR+9F3vtl2Vkft4vhQZZSnQjzVMLuK02f79oy+qBeX9sL3QRNjnFCYk/ADkb/XN7oAol8gePipkzzi+GKNXFhTGrXAHymVN3sC2B0a4YhfXpxJP9gnYzVtBi+0eW2456+5FA/UD2/hJeHk45PWywQkv4cej/wlFjjiE7q0/2RNc9SKFjHbK5q7DhmCBFUnOKkr/QDbQh+xOYA+DW4WMiykGCs4cPS3UDSGx+Zw0St0GaPJm9eHTmrTws3Cer2n+h78gkd55kUfBmkiPT9b0DhSfYsxg3xkBDeO+kivOkqXSjaEFyD8JU5e0vp46BKGf/os0Kf3YHr6h+VYLyQy8FoG0Ycn/5Ut+Tp3cPQvuT4UhtZQ1rc1QVE6dYafHqgb/uExOID1MMjqsFz47+UEUhYboLstr2gxr/5L5egdfHBmtPSHtHDOz+Sz6eYX6C4vq98A5mWoD5jpUC78+AEb8Y7PQMKzOuUIQwcdIHPpovKomDG05Je9jhd9YNIWsb+yvZT1eDvQgCYuYdLpB+BkXmeeJw/uWX+cn123J49ftPHKhtLhg7Ue+im5AXiCpsdx9EUd9p09kweotiifMoDLYgcC0i2jAN3TTuQzVtEvueHLQ8a1tRXNydz8q81j0Z3bbMLIBIQutEqXVa/HPf3RP6mLZcWXX+6303PGCo0H1zVGUx4IbXzKEy7+X+5vqS984KCT8YZ8XOLg4kizzEMcTWA6axrftrfXLXPT5lOjMQqyrpknckhAeT8NR3sLI60zeYCpetCb0DnYD2/0zyJRPJM2s10lZS6oOezltrHuhjDlXa98hy/lq7KLc+ltCCePMjjCALLyUJk4NDl49QGXH6iBMbcxHPXgApRBh2mDmzwpUHUNLjc4wA9eoC/f+8FxmoL+TIXHM1zRCA40Egcfl3VUaAKhS3/iFSAfvPrzEZq/TuF7sfGWQNmHaGlCo23CI7aET77lVDuxH8MW3IbSITbksVW4vPlQr2hxQJAyxXt0gku7xhmffjHgZy1W8tV+Fh4qbW4X2Xdks+56Bhr4fTgQHkybNZnKMX8Ka+BFc6jWHP5ls8szvyJsCxYN8qnRvOgv8xC+XScXQL0lQ8mCM6hexnJkZqy2/sFRFnHWrYx/UIEGv4j+4vkTrf1O24Pb6+3r77za/uzH323ffv/Ndndd4+npUZs08X1+0kay6dVryXN62JavNO62c7+6tSB6i7wqq0p80KF9IOtP6FNPz3d85AHAyWEaN9T8wEx5fvhKmvhlTuU7w2hLrLTF2rTbJjSaq4zqV8aCdKpVdFu+1HpKOWuit670W1prbSrttc319o2H99vXbt9q797aaXekoy3hrKpdrs9OxKvGfwnhYYPqVQ37WCB8R8/wWLY9z8P3mBRceeK+DmVVrG9rgsxZMu46V1gd+zVkqiPbryIqQH3UlTYmjbkz+rOVDHhAxt7wZqzeSMlgIoJAn05BJlPSUH4qjTBANo3g0ElnlQy0SEsZwjggNEKTcnRq4oRr4q40IKdrFnbAg5b5HQQljzj5+KmDMBunm7yTzuSBynj9idsQaNvGxXunSl8caUPKYko+H+3ELaiD0Ihiwg0KHRTMlWc2bMQZmKwz0Sj91vdykAveAQ9iGkiRA76cLrIuL16Dh586oEU4+MEBkhYZoYGLPlJXndhWPkAeLvqkzcHFj+vLo0sWFzkkevqUn6qvn0g/ljvgF8l4dUyLS25UkU5dlIcXaIjgLOybRPBqpmqwok3oOEwizEvFI/KAVFfS4QvDj3y+0SLeqA9+/Pqa6CffuuAqq8padjl0Ci+5VUQH9CArx60hNjz+PpHy6Q+42GbxWPZLHUAWscQtE/UI0k7EaR+qTfuRRhnfGBK/yBZ+SePgkkEHUrRc+eJQPHF4yaEmH1v3xxDFVz7O7e81ra5pI7nW1jY22vb6Zlvxu6zC0yQWWSJP+OEmEROhBw7FyQMHvuEtcpln8YtPm7Hh4cYchyCkISMDcuwGGhy84QPUEXrQTn29TnB9nDCQcqQB0XcgZfq2R46EcfDB65LQIg8e03dIgwbxHM7kwApH2dAK3/jgk0Ye4fDHbQ3SwSMN3EDS6VfUBS/hg7zomDDp1A1e6gkeYyRP/bm59/HvfjfjEUq2c0CeD7mVHh+aZHuiEZ2RFqxb6xvalJy11QlPXhh7xLPyJ6p3dHXe3nn9XvujH36oSf1Ik++0rahZ/JRITVD05mNT5DOPnSu80hHx+AmTBxAGSI+Pu6mn3k86fuErT2RwXsDDp6dC8OSuh14/8JPyQHgHAx0zVtysL0C8l7vHw4Uf/B4PSJ34fT7h6EDYwoc/7I38y7Zza1Obfg4K53VgX7Q/ccpiWwA6w35Dk3iN5zV+ke6pjfaTQ1ZuWUIPm2Nhlj5V+KWfOBceHHnl5jJTHwBdxlYeDhweTDVfwAPjsMYG44d+6SIQWgkDfXvh93HC8JX68dP3yIvcoQkEr9e/ff8vmKMaGNNIY92AjfjQgDIDHmGvKeRIAydA2DHSb9DtIXKEF4BwDjnSpi/l44Y4OIR9a1O6nU6P2oOHd9WmtEeNMbQ3cjPnMJd4LhOuX9NR3/jy8TPN6dIZayPq0l/0CqT+xMnzZlA8opOkAymHXAD8l87LRmInPTDH2B652aQ12Pr6atva2VAO/MpW5aBJ2aJVY23qJTyzP/nIzKva4BK3PSiuAtLPhdYuHFyOJaXoshBX3aXVAuQvf4C0n+hBM476e9kznld66SK2hn+TbwD9nWrDtb2zKfmZb1SG/im+4QsaAK/qUI46Ujd9iXj0gv1zIAHnam3hXPuG2MkJ8zRtAa153UBoJZz6bvIan7oSBsABih/GpJfpJT26obwS5C7brtp4POGmCWt45ghsWGVmPBbteqDHWma5PX++r7U9tqd1kXU61Cs9qjCMzHivsmUXpMFL/OSnf4XXr4KkBw9Iudg3YWhX/nys8icphEN/IQ9X7VR0+nKUCV2AeBz5pPPnzaSK+xWsgabz5JA3MgdID/3Ewzd6o+/BAz41E8b1+KGRPOLJA1Iv7UIL1vevtJc75yHFBK5VHv5UVvjQDp+hAU+RFbzUz5rW4+zAL2tPvqNq3pWX8pZBNDmQARcXvhPGpV7T62RMGOjlB4RqyM21HlznQLcv17el65J9IxfprKexXcbp9Y2x9iHCY4+pNmUNQCnKKFKVEzShwd0AcKk7dcZZp+pb+OAw9uOHZ8rw8FzY1id4fMS5nU/bWGPI6sJZu70xal9/+2H70Xc+aP/6j77f3ry33e5tjpy3dHHY1hdV5uK4jS5P23jhwt/3GYkEh0R1g0fzlOpJfb3OAz48Q85BOHjO+MaNWMYIxrN6YwfbYd95KnqMBciufqW17Fg4HF6tqNyWusmWaGzKrZ5O27rW6g81jnz99p32g7feah/eu9/e2tpqD1fGbaL9wtLxtC3JrpalA+ZSaUu+xlGFvAJiDhl4f9k2yo76NOvTaXMbwEfvtAFgfMRVXyGFOCrgF9nRnb87qXTPyXLUEx8H0F7QTByCyZ/xozJpf0YaZ9AQJGQTB8SAqQQcFhcAm+/ghAHyQxToF1+kRVgDYU3sOI0BSISGYHVWF37CLFTIp7MVbqUD0KZeIPwxYfI9Hzbz8E+9oUmcwywg8poWDYxB6W9BEwvfROB97GV+Sl18nnH8ONKihE233JVEGa9r0TAS/ZVl3yYqmUVTHZtFHobC4MyNE9+kEO/q5wx9je8ArKzW7SR4YtFN2DJjZB7Ta1CEPzesEiOHmBfLakCl8TOIQvZJKTJBD0jboS8cCyt0mJ/U5DSYtvTrY37SSwfj5+inWgBetNOTauccDsGDO+DguEGEnk6EBw3c0cFB23v23G5//9A3hvioMbeGCF+Ijg2ZDZbMbzG/3IATwCN0Ly64RYEt8ssr/Pz6uXjU4ojDJuXz8+5TdezDk5N2eHzS9o+O7e8dHrUvX7xoT17stef7++3J8+ft+d6eeXj27EV7rvTDI362HlmwTQ70JLf4KXflj4TDDpa8pDaPLXMlFhsjzqaME28OjZgm2RykXdA7T+BpbzY/POWjDOnpH8YVpG/4psJQlkMgP1lRuttS/3hH9xKjYsIQc/ySGRrjqi7fKuCbEa5DYR9kKQyv2A+3hPKtIaYSDi1pTzjwgZdweIqfRTz9w99xUh6TUF3R5BtFsmOcbJWbcNhrvXI32KhwsSlsCN0en2gA7a5bgreivoJIDNyUwY4ADlVH6iOMAfCArcXeAOSJriyHcKw30YBu4sBMp8qjfwPQIS2HnNDuy6SejCH4pIV2gDTKY+uk0wd7WtRH/aSBB9+1QKODVtvnMB3wgbV8f19E+AB51B9aOPggHn6B6AiZ+HA7rZs2FKLxD9QfT9VPKEd71TQmmiKDOWEP5PEnS1Ll+kc/UBsyRi1qLFMPtf/6qw9Uq3hZRr8ahxinrk/b6vJV++jDt9t7b99v7exQdiO98bE+ybMkWvx8PpsNLwZFn/p63QPIjpykRQ8BbI9JEX7DX/QC4KMHb8yV5AmSLOElv8evcZnxEdxyPH3yhoPxn8LEVT4b4NnfwHPPP/wS7vkJwFeA9JtyE06c/NCZpQ1y0051uDDHqcUE44RaTmkXF9O2usLHiBFd85+EdB+WTNzkoRz1Y5OE4Q27Cr/E6dvpa0mrukpGfMZvbonmiddNXeAog6N8n48MxKkXu9Xwb1tE9cta6BwenmhDzrgx9pzkX81CdrdNAeWB0q14ks3bJuToa6k/PIOHrurJbsnlBebgg1cHEtCN7sErFxqRgfojH2m4hPEB5AOCC6R8yiQcIIijDM5mKEfb426GRdhtn3o9L6CTgaZ1n3KiVyA70SbMB7fCY8xe0Rrm1dfvt0X1a56CcgWfeVgSeaNNmyGPb1qqzbVUao8fPxdRDpvYYI2GjUrp3PJSfvABwvAAT6YsFuv7XOCXK7YLn3D0NKNpgC5jAnpQuuidTo/bi72n7datdfFd30XkUwHYgu1CBaCDDKHVh6v9ZZOSj4FBRQxLy9qIyT17uqc1gcZ8rT0kheunXPVF9Gpmq9DAcwXnfSPhHurBV9lJQbWV23awZ3gDqNO3LKUncd640Xj37pbmEua0qZLZLPJEvGQDatNMH4cH9FDrUsYEbiIBtAf4rpOb2fzcP2tA6Y+5pD7qqjZHJjl0Ezl6OaNjAJ6TBiQPx9hSOiHdK5gZTt/HapygDHyX3OeaK9cmvIal9Y3GOQYN/4owONr4VT2iJxpsEgG6+YsXh7JrHupQD29HyAaxfza68qlXGaW3gecZHwNfwFyvtR7scQIJe8MKi3KR3RFsxW6OSx46o6mZJ/lLvyZOH7vQuiP48BG7IowLj4wBPvCgXtppoB0eUk7/S32qEDuT39+kAb/nzaB46sUVv/P1FQd98/YbxqPwJL+n7Tj4WsQyFpnWrGz1C9+mEpfogY93006Up+7wBmAjtLF6r+my8ef7XNDyg1KRRHe48Wqtgf1ATNRTX/E2b6vIljBran+HSU4MuX1Ih2ZozGFu94A493wZXeRWSeoAN3nQQj7ANMQQf+TTb9yXVfdI66jtjXVyJKvmedk8+ylYkalYl6Hd12OSOOrCDuR4LY03NZxm1phDpX+PTXOdw1vRKJr8mBJ7JfTILRbtNDRvH3hMXp+M23iJ18vO273dSXv13kb74Xfeaz/4ptw33mkfvvVK2xpftDuby21nstjWeCXtctrWVYdvGkkFE+mao8ORZKOrr0hvq3LL4pdvHfE8g4MpblSxNvXQzUHTMt/YY92DKOyjGWOYCySXaI1H0Lhsq0odS08TybMpux5jHxrf1zXOb0i2O6r/zc3N9u7ubvv+62+2t7c225ZwVk6Ojbuotcuy7IyfvldxNVXpnwMuzzusslWP9060ohRMn3NYbQV7OOJizX0Q3aJnNwM4SudBLXm8Ukc+tBl/+H5SzbnsJ5bbOLZ+yZqp7AGwDYsbtx/9CB7EMOXpW9RDOLj+fhZR1QV/wCIE2ZDAAJBNEhDjTF51wlrg9Z0V4hmo8AN9PuF0AAYxDA0g3YYMrvDADR7gcuqkUPLCBac/Cyrc+aTTPTERLpvX1AGEL/KBlLEPddOis8gYJxPHURYTJWH9k7Jx1+5Uq2trzLZtNB6+XRO5Bx5R/pUHkdIbHZx6PBgqGwNArsgQvgDCHC7M9AUvSpt39sL161Cj4TsX/JnPGlQiH7jow8ZlekMn90KqBk8W68Q5nOHWDRvXqTb4uPrGzPCxarn6/lB9h4gNKDcVwOHGDvnUXbTqQ8bVJiWT20NhX/Fz25QdkMfkVnqqwdfX2kkXzrEWQc9V18HxkQ+HjtRRXxzuty++5JfQnrRney/anvL59tGzF8/9es2TZ0/b8+d7Pqjg8Aj3Yn+/HUq+A/HMd5B820m818+/q045AD741SAW0PDlwzXpksUWtodurU/aX21HnjcZg86r3aqNFJ21A9D3D6DP8yJb+MSdhg1pUGSh4G9VmJhoe9Em+1H7+wNvJGvgYFyAEh2dMLbrhZ4G8fo4YkdbYfSsiOPwYfL6j3QvMATI4ltwZIo6tkrcN6tIVz4OGvgZP06mJx7EeMoLTcB1d3+lJ+dYL36yLdzYAfnRF2nQwQcsgyC0SSct5QJseoHwB70+P3QAcLFhoKdDHeZdLvVFTi/IBtpA376kJY9yHqvkQ4Ew4IMbNVbwgguEdyDlwxdxHHF82lckHLZEIoHt0keRiTLWEVnUEz5VCPuhrAsJgwWZDw5lcxzeXZxP2+b6xNdZocGBAxOgb0te0s+P262dtfbjH32n3b210Ra4Vrygth/GbR/ue/QkVrLCNz4Ab5Ej8r0k49DmTpOPI0z52ANQmi0/NBwf6MzTql4fukhGb1CVlIlcCQ7Tn5kfHYeOSxWE9/g9UBfpqRM/6T2Ag0PmyA3EBygRPG8chnjJooWB6ZN37afsX3v3dRViLKsn7frP+FRNGcLYKH28n3fCK3wApKceIGUB6vThsPyUIQ8atEfokheZE8ef9VVlEY7spB1pvMYg+dVK5kwPe5Qf2gwADzB954p36oGmF07V3jhw47tOy1dp+jdA5c1hHgcPSByfNOoOzwBhIPrD7/USOj2QlvLU6f8H/Hl6pSX+Uji2OdCmn8UB1k9oDeVwxuefWOaVFjbd41XZhPqy142sVYSDfVEH4xOOdjk74ybaeXv69LnGFyWpnrpxQxXFF0CIOGNQ0tEHdMMvdpg4ONEn2fjRHwBO8AvAk5N/qYUxr17xuhnfqrF96c8b36HO0Eu7pa7YKnlZg1AF30ap7rPoB0q8ssTNtmJn0OnAJ/Sxv5f0DYe/xwf6MEC5mWTKuxk3vv6xaTjVGoifvd/d3dA4rTlE84R5UP0pBH4OPRkHkC9zkw9gBj6jYzayGtJlA9c+qD3R+mtldaJ1hcpYTgqGo38O0IaO+R5o44B/7s/btWDQ4dAmBtNJsMaVldFSW18fa+7VXCa7tbwWmNZmDITXKsT8hv3yAe6TY75DVN9W4qY163zKcaCa+syzdIHvNbrS0A1xALzCncv3+8A0BvybeN7ADWEg+sdRLrQ55MJHr+Bgp7F/0knroXSB3LJBhWML1ovCwU89+AGnyQfPvHdy4zs8lLnJL3wFt9YxDtpPOkAY+pSreuZtDVrmEuYlxq/xhAeVtJkx/H/KRyfEAWgzZhFn6EMHFS67gSb4OPo4FUYGHOlU0fPb6xp9YivELYfygKp3rlfjzkk4rv8cRk89OE+Q8kCV7wgYXu4XjM/cntzd2VaO+rQEZu9R33SibYoe/FsHX+Fg0tQGn3LsMyKv/pvXpzSPp0MacRx0wPAvbak8N4zPtX9sFworZ0FzyahdtEWtQ1aXrtv6aKG99ert9sHbD9u3P3ij/eG3v96+9vB2e/P2RrszXmi7cpN22nZXm28ZrS9etTW5DZXjsGlVaf4VXaWtqv8van+2eKX0pQWlSV4NXiuExdOS+OGX1bghtCK5/C0k+fxc/Zpw+amFlbPTtqYxZFvq2pietbfWN9o3bt1p37p7v/3wjTfbdx6+2r73+htyb/qVsnXNAeuy74noj6UHbiBxm56LAF6noHfVK+3MbAw75kHIMJFgYtY1AF4dgFZ/wv7BmecNNup5F1dt4XFFhCjrthTtmq+VbzzqNhmD28wJlQiK25syirsdlRifRP1PZQ6Qvshmh8orvfwwTrwnAC4dDgMkjiOOD4Bfk2x1HgsxpIOXMAKGLkCYDZHLYWDq5Ph8c8W3jYa6MqFTR3jEwQ+84aBJXuhCk8MK0iiPn3hoMHFkMYMk3BYScjvWZMx3h0jjZocPkZh4xdOiFlaT9XUfEq1MVv1qB4dFuXEh6lpc8AS/NpRolps+HA5RL5L72qOPC5GWhY10R1wAj5HNOhvagCdGHLKgT3RGOvShGbzomrR+EI/PZDjTgRZSHgTkZzMZvQHggMthCh+i5vAnDvwcEIFDvaEbPvoBJq7o2jOuD4PgRXFOp3FHx0ftkFtIhwe+LXSqRczR9LTtH5/IP2svDo7a88PDdqrB4lwd4/DkuF2qUy6pHbi5xfdz1v2LLcN3W6Rd7GqqwYGPA+7xi2sH+6qjDorCp3VinsrH+amUaJt3yZUFgH3qVBvV93fqEALdxaEHXPTZh4EeD80Qhnb4oYODTZjbVXz36kz80MV54nd5veAbVswe6BHL8pNAbnmpTXn6eXB4pM2X9Mahn2yaA7ODo+N2Ihxkt7yiG4c9WVYBfGFDOOw7YRz2lz6XOD46EEN1M2igg1zWkxxp4PHqHPYCQAN7wQeCRznSUxaXdgHITxif8pEn9ggdvruUevHBg1bqI404MiQfGvGRs+c1EHnBgRcgcsBH+CUfuj1NfMpwkBYZSKc8uDjSUw4HPoe0yYM+LjQIkwfQz+mzONKtK02mjDP+zk433gApB19etKm/+PajmpPv3YzGSmNy1FjIJMakxNMZ3o2/upy2t16/1/78T/6grVydtqvpoSyRVw7B0xjIwk3qyTen4IV6COMSRp8Jg4MjDSAtgKzkIddNAI/84Nx0AcIprxzL5LCqwcHHVwH0424CaT3dxHEJ9+WoA0d65L5ZJi54OIAaaB+elnGLaF1tdPfelsZmvvXGLVnshTJVBzTQSWilX+ED2Dfp0ZvHAca9wXGIzk9NM+6DQ7meHuHwGPoJ44MHgNf7APnMKfy6Jd+BYdHlXyeCNjQ8ChaEjuuUPfsDth7hVT+P0zySojP4od7qF32/oixAvT0Qj5tD0etdLcZpJ3nya0Ou0MBbylNP6gyEfvL68FfpJtDTCDhNC0n046eRgwOsn4FOX9R1Kb3qRRdXbXt3U3Hqn4//sQsOjIE6LGL8uWzPnx3K7mrs40cUmL9jZwC0yaPvRl42IsljLIvss3zRIC26AAdIPA6ob7YwLxPnNaQtP0Hmhgx9AqDumzQA/MwL5JNH/fBLmAP32mhiM1eSdd+vXy0trWgtwBwgPqQLcT3TL/5c13NeSetpJ78H8gN9HunYfh1aKH2gye1cDuxv397WWvBYaZJR6ZERmSI7NExHeem38FJ0au1IH2H9wGvqo9GkvXhxpLJqo2vNU2xS4EX4gZ5HwtCObIFeH9QPXp92Ez88ghf6pMGrahFBzX/acO7urKmdNScw32HrXf3YIDLLNDzXnPBNTLXb9Aw7JpHxQu2hTFzPA3X1vJnOwEv0BQSn+PrnAB0g7Z06KJ++gG0B5EXu0Eta0rFxwvATCE38hMMf8xb9P3OYbWeg19NIGuXwAcoxjnATndeJuE1CmYwD4OKiA4D8Pp58fHhLvMe7WYZ4HjpdaePPmMQwzm19PlsQXnHRB4DOCLFWcZg+iRo6PunnKRNHes9b4CYO+YQjC2Eg60DS8xA0tOhLwUt68ognjzTCSRdGNVgJ4HjK9rbGmplb+KMVvtek8VfkZNVOoxxzAW0eHVM+wJyFg4XMjQCyUQdl8CmX9Jv1gwNEDqAOZBcbv+qt0pofDusXzbQu5GEhv3C2wrfizpR/ddi2Vq/am/e323fff6P98Jtvtz/93gftz3/w9fatt++0O2vXbXdZ8k332sXTL9ro5KCNtJ5ZOj1uK6K3fD5tKxfyz6ZtJH/p7KStS2cj2c7C9LiN5Y/OT427JH+k/d6Gxo4N2cCWeF/VfueWWH9Ve/Y3+dn6nc329fu32zdfedA+fHC3vT4Zt3ta49yR7Y1PpxpEtJY6PWk8rl3VwLIii/N3N7E867D6Hzqif6Ov6C12R2vWh/bRlZClE1y+c4lPOm1eNlQ0AcpH/6QTz+uotMBIeW5Ljd9r/NI3D525VKB8HHy4qdKOCrMPxrGvlUX4z7jKA8cOGVTM9f/b/9v/8u9iqEBvIACVxFDoHCgiwkcZ8SMQDhwgdCgHuB7+yQeHdOoMD5m8AegA5PVhynAYA16MFp8JwPxIYeELwO8bEFrhP7yyIOWwiMa/kHFMn79ozz/7QgYigxSZQWXtSgZ0oc61tLrSFrWh9Mfw4E+TrSqwcnnlhgOEDCCeYC2jeMUYFAb8brvqp1OzMKnFmWghH+nCg2ccp+qT1Ymf4PLqEN80YrPWb9yRhwbvN7o46NdhkIxSgwjs+KbAQH92qi+2uKrNq3ri2nqEZxsMuHLUDwGsxb/8MQxKvBrAIoQDrHr6CO1qL5zbnTLio9IoVz7GyQGHb/Qofnh05Il9qk5+pI3DiXji1bIT0T5R2hkDokZH9Od3ltVuEtQbGDTLIZEHLjnSuSp6Jh7rnXR1ZuXji8OyA9oIiVR3XYEXT8KHY9KRH56dIChLkEMm4dqO5Kq9B3ujbeWDQ1tSh+0WvauM05QPBA8QC477p1rtX/mArG47acJTvn+CWHEOy0jn5tCx9HTMTTANgvUKoeInJ2oTJsl6JRCfn8unDDj4pxpsKZOf6UdO2hB+aEcWkvBaUPoqucWnfOzIdkhfwAYHuVe0iF2drLUHrzxs9x489Ifdy1yKBjpc1qKbtimNFih7potA9JPJOX3ZdAb9w3f6THBw9CnGBsqST1/HJw2XMqHV06NsfHDDB4Ct3+QTIA28AOVx0SH5rkvh0My4Sv8CLzjUQXrKgYsjDR+68AvU61y1uIVG6P70pz9tP//5z/2rddAwqAjF6vUF8QLtwbhpU9OEFyFOjw/bzuZqu7W13L6uSX1JG8prLeQ4rFYVosk4De+MEwvt1s6O2viyffrpp0rDPjROCsm3G6BLNdTn2ZK2nesrsgDhlTTkBCf51gX5Jld/MaHggWMalCFOpvyZfALyE+ZWCzZaf4pDUPYf3tApuMHvIXX19GgHoOcbSPxmOkAZ8yyIDxs3y8RmPWdpHFxc0Nh7+qK98/bt9o1vPVQfPNEYVy1ai8LosMpBB595oofwj32RT5jbffRvFiaMBYz1jJ29vD3Pfbw22eiBOHk8MJk/UfWPEyix6mE8WGu//vWX7de/fKy6NiS6xlN+R0+8YKpFY04fIAyvfRpaJY6cjlOxIDj4N9OIR7992dBOGXzSeiAenXIDeE57XvdXQV/nvMy8np7/hG8CebFNcMIrkPFlBko2joK+BSorX1g4bbfvLrc//OOva7x5oXSV0xgZOjhx5/loPJ5oHbLZHn9x1P7zf/oHUdkQvbHmbvqPcFVV3SagRPFmN+iQupN2U57wHJzgA8TjF09Kl12vrmjtsyRaS9P24Tdfa++9f0f1HvvgWlRcBoh++jqqreYbPAA85gfGRPzlJb6nt9r+03/8efvi0YnKbdpOJaJQRJNCQ3luG8QuPDYJUh84mfcqOm8jPMUcpzw8JC92RYy1GOOrb2deqH8vn7QffP/dtrmhttSYjD5SL4yFRsaKxFn7cCuCtRHjPusu5MBWlkfrCqy0f/jlJ+3zp2caD/l0qzYTKo/MZtZe8Rua+OF13kYDL4KZXoZ8xvzwlLYg3LdR2YyDkln43E5dPG4//tH7skHmXq1VxDObJAQuKVSv6Glh6DXSwuJq+/zRYfvpz36r+Gq7XNC4JiwO/gC3n4C2AcIDPDk++KT1AF547vnGAcTJT7nYPzBLn6vHaT2+UoQPHXQKXeqsvg1v2KbrG7AB14FfUcO8PUqOyAWEf2Beb0HmoX4++ioo2r9/nEr9+AkDlEnZsnf6IvJd+9frmsak73z3nfbGm3clE7eW2UuqzWjTgR98ZOD2mOsQJmvwjHne5yjMXoa5K3V7LaK/8CUVz2gqZAUmzynKqwsCtXbHOZ0aKSd8xjzCkWmoyn5aKfmmW+ZnMA180bNPO/M3tDcOOcGg/LL3dgor/slnT9qLvRN1EM3jzNGaq+nTvCLq9ZYgPPXtraJzXgQ+8KacwtYpelF+wrjwkrwCtZvqwfZUu/Q9bW+9+aBNuJnKbZ+FWiMuU5fWhLKotoRNC59DLW4/r2g8W1Obb6+vtvu3t9trD+62t1992N565UF785V77c7mZtuZjNttfmRHcq5oj8KHrzdFf2dlpPh5WxMnm5q4NlQXebe1J741Xmnb4uP22mq7t7HeHqj8/bW19tat3fbK1mZ7TevU13d32oONjXZHeZvig48xaMT3zSNuKfExbX6pl3HXhkJjL0ov+qO5vFdXOQWsG+I1DhVkLK+8Sk84fnRbtkx7VBuRFl2nLD407YOrf+zhxGU70H5uT/uFQ9nAufL8lokJqU+IL+yp9v7UU23N+owQPFOfQR5h1gf47D/hamb4QBiPHyGIZ1EZ/J7pCIWw6aikpSx+DNXXkwXBr6cZVWc2QDgGQ/JJBwjfnNjrYGVOn3JA+OrzgKRBOz75KJNDCzorT1TWd7bbsgzskhMiGeOCHDdVlldX2ljpS9LF6trEtyW8qJbyOchBRxzg5PDGp7XwYJ6GgVdhD/5qHBqMwc1P64SXBXj4Bh86yAkOPrKZdqd70pHRsgwQGTGOqqc2j9QHwCtxSuQX7YDoLvoknTTcjCb5Sicv5diUgo8PHunwQ1qeYqmYoBaZ6w3JAAD/9ElEQVRhHBixYOEg41RluAGzt7/XjqYn7ViOQyEffBA+V/hsylDkw5MzdQamDg6MztSRLzTg+IaNhDlTWyxPVt1mYw0Qi6vjNpHPrS+swDqU/kTJnYCOdnJSr9XB80uyUY8cYQ5R/ErUIL91Kp2wyOC7VYTdTqKN3PjomPSyhdJ7/OiUOPiEqcd6Uj6ubgfJl1zIyO0g9MQtIA580NvB8bFft+Owh1fqnvA9KL7RxM0h4U3Vthwq4fi2E611IbrcdEPmg4P6oDivDp4ozu0iXlOiHcnHT/8BiufiN7xHbuKWT/RX1QY+sHO8ygFYPvSi6zjKO3/QBQBeXPKxHfLBC1AH9PDJIwzf3E7o6RHGhU/okkf9KY+t4sfW+3LgQ5cy4CSth16m8B06qdMD9eB63uCBeMqRRhkAGsEJXnRCe6SOyI578uTJPzsMKDThi+3Zpk4u8qBVDrZJ45ftTqdHbUUTObeJWMjxLS6/s85kRBn6G3KdTzWHnrUf/uij9r2PtJjXouHqaM8LCDZu/sWzob6qt8Z2ZHW9gyPt9wH1hU/kx4/+E8ZPPH4ctPGj07Q5sWXJg1xMnbjgpFzPV/gA+vSEUx/8hD/ywh9hygcfP20ZSB6QMgB2SVklCYkx6rztbK23u/d21NZqF80zhYsNzcdlaNBPcakb+UkH4pMenv39EuEw9/gJNX/Cgwd82gD8ONJin8mnrl4HxMlPvBbGAuFThr5BOodTZFCn/x/oFeqc1z4tPCT/JiQv+uhdIGH82Bh0AwlHJvIjL37Zddk2Lm1+0wE93ZvQ0+/L9NDnJT80+zR75qXanPGYpNPTk3b//m1F6Aesh7j9/LJ+oOd2Fjvj8Xrbe6G58vhM652J5yjGhKKWul7mJz7rK6AWwwXJ+z8K6BX+WeCyfuDQRD2i3bm1qTldtAZ9A/ixvaTRFyhveYQbXQUvcltBkocHYY8fPWuT8YZirNPoo0O74AY5KZswAF3SUkfS4wMVvhmvMYky8MLGeEZDed4I85rE9mZbXWUNo3XJBQ/mSkZoRBbCoQUwvpAe2ak7eT5AllnwkG56onnzjDZf0bJ42HAObEIzzjwNYQDa8ZMXfSaPdNqNdHjr00PLaQNNpVhe1VbfIxopjUMxZfPAMuUAf6sDnV2LhtJZW/qXzbRQXNTaHEmVZXxp1GWBnkZ8+Ov1GNzkEw//yY8sKZuxo3ek4wf6vJfGf1UXPHxo46gnNG6mGXfAB+CP9PAOhMdAXwfjbvgG2Dd8FRi3kyM8JA4QzjwV3voygaLFbCv7pF7WF6PFtrm54XYvkH5VR2hF7tCiNHOU9QA9xcHjQ9VnWv9F/r4vhJfIGjAN5eHHFY9znWfuA24eEMXdhKTFT1tTDoC+x8VO5eRRV4CypetL9f2R+sN40JH4nOlH6xe5ADQoQ32Uj7ypn7mXNHAAaACksU5InTj0FyDdelKYMQkxGFun03OVE+1hz3SpNMZsYLSgfazGE74jtiIeObJdvNLYpX1dOztpixrHJurb68uXbXdtob1xZ6N98Prt9sMP32l//K33259++4P2P/7o++1/+OH3259/96P2J9/6evtX3/12+9OPvtH+5EPlf+OD9uff/Eb706+/3/7w3bfbX3zj6+1ffu299uO33mrff/XV9r3XXm3v7uy0+5Lrlsa0MR/aVp0rspNl7XMWz07Fh/YLl1r/a481kozw6e8MWU/YlnSHHp1GWzKSSDfahxJy0gAZH9LG+KTFBuLPQNHoO21PPA4gnTA6Vap44heHV/3L1LQDabYDtR9jIbi+ECGatGna1zSGucWNSJoc/PXt6jJhoDeAMALESG8KDKGUIQx+nx+alCcN35Ur7BPPDo9yQDFYExhPIOsDcWXYpIWOcYm7jkzsi5pAZNQiCz3wKEdnAKdUUPVBJ/xRtvhSpvg614LjWnR27z9oW3futhPxcUGZFW2AV7XZ4lGb8OlA3B4ar03qY9Yyfr9HLEPiAIKPBfsjv9xOUnkWM6LQRmKFn/Y7PxPuhQYkNQfddkWyzhpRjRdd4jMI0vzWk/gk7PrN93xQ8+JfHZAPUeFGfHSSOpRfekZIjEgDgHhER2iFfPQ01wt1O8f1+af6O37QG4cHHCZAg7RsRHJgQvtcajA75xBHAxkHb2p15dehDE+n+KAurzDwS3IcUrzYe16vlonWCeks6KAjTsSYD4eu5Lg1Q9o5qxrJvCDaPlCSOzydKsxraUeif9amctwwon4cHx1HNF5jHK2MrQs6E4dFU5XlFY060GLQK9ns4N3heuWLfH/wGh2iW4X9tFC0qh2rLSmD3tB8ntwpY+YoQz5tqcJqM7WDyrAw42PUbjOFz5V2It64pWZZuSmkNtg7OGwH0tlU9U9lq3ybaGGsldQImSUbvMgfT1YtPweb3MDy4ebKShutTnzrx22iBfGh6HFYxOR6dHTodjX/OPFC20cmmbqqwZawOfGMUtQm0Nva2W4T1cUNpvppedmoyyGXRIJPyeVDVMFMz3KxKQDdok+ANMKkhSfSouc+D3tOOQCa4R2Z8OkvoYPjMIW8TKD40KYcdONIgzZloJt6oYkjPUAeB1XBBQ8fQHJ0QtuzyAF6WQgDfd2hAUCTMPR9AAxOZbh/Iwu/LjhW/3UZtd+17IcxhydAkOdAoSY7ikk/6EhtySQE3ljjHq+TbW2te9KUdq0PURJj+p8+yGSvHsnBEq+drWgM/eMff6d9/WsP2saqJlv/goXGIzkfwkDHr4mUbJhA6QEZ4aPaHn8enrcTAA+BtAUQnaFDcBJPPvURJj/g+ECvbjcqb8AhL3aTcj0N8686+jgQHPw+HEiZPo04kDzAmx5Qhn5Cnh8wWDfKuhKu5pLV8XV7+HBXvmyacemMxaM20upslEFHALLgiMcPf0W77J2+ga1FbsL0h8QTzrgf+vi49CFwgw8e490srPEKm2WBhS1xA43vLYwlA+Keaxy/vNKiTfbF0Z04Nc2ZzuSHdwCfePKTTl1Jh+fIQC78eAzWHw8DqJi4X11Bx8Lp6eGsM2gK95os5eMra8AtRxygfiDlvwpSR4B4jx+eSU9egPYiju+6FAYfvPjwwy1PldTYgH6Zi+q1hdu3t9T3oMGBY/o2ayz1A/noAxr+MYnpRXvy5Z5o8XkA9EqbQl91cqVoqBN+8AHz60A5vmNR7M91FL8vU3wX9HFu0HEwhTuZ8nDnSPPNxE+rMTstgbRWqDJAykI7D236eso+VEBJ/AgIYl9dLmojtqG1wHV7sX/cVsZrnkv9YWERd3c0ffgonmjl1Jk2d19gbaf1IZ8b8AdD9VdrNMUH3PCYMomT4ldKWT2JMW5dLKqtdnfWte6stQLfaJS1ChMb0PygqqERG4E+8kZmoOez2pf5crE93zvQ+or85XaqjdvZ+anXanzo2cAcQlxO6pceNP5ovKkGph0rAP1/ZgOKl6yFFx31uPxZbtHl5je/cMSmUoNc29pcaasT5kX0qPKik1c2qJWx7kqOMYlf5WQt/OTLp6azLKdRSvnUg65gopx1BZsQkfNhptLhKbYSXoGk40qeaqvIEP9iGD+TxzhXr3tjQ+X8zRIMT2n0R/KtV/GH72ZVNmstzkB5nVIah8maT0mXIviILyMuo7CsQj76wc6q7QMlB4RLDniLDJVa7VEyi7iA8RpcIHk40nr54gD86KzHBTJuxEZtS6KhCNiKn7WdnU357B1lz0pfXtTaTPpEp5QzHaH74ZTp0kfol7Sx9hbH9U3MWuvV2iTrnEDxGp7IU1wye9wnqjTWyskHH998K6024pQS/4N51B5rDikXvhmjAfzoJThA8VG8EfKbGwB09c92L5m5eTVZoz9oH1gISE9BjX2qQ8qBBnvRkklxEfT+SzqBn0DakDlPAafBXxwQue1jLySKJgcm3mdov7E0Gnsf5/FBGKxJVyhj1JLP61TyhLGITGoj7mEsy5D9nR/uxfh7RmfCO1P8TAuBI/knbXXhvK0tahxYvmq3x4ttV6LdWllod8ZL7Z50cXey3O6sjtom30CSPlbOz9oKr6Vpf7R0euLX0VZkU2tqU75ltAL/wlte4CEm+mNPILuUPHxvdpHOVZ1Rrg6C0DO3oHiYQoOgD9oDFxnj34Tgph+4jZUG4Mce0m/SP4A+HdwF8c8aMAc5jJGsrcWe5kHOF7R3Fr3UlTagj3DDv34QJDwMNOXoI5eU1bjE3p2+U7UKImiYDnOzwmKECnsBwY8hRUAguEyOWRAyOZOPy0ln6gLAB4cNOmS4iUN+rxho9YoLL6jAafpHWmQhPD9EkvDiE7zQDU7oSVJPNxj8sja62/fvtwX5bMjPxeqlGoZXEvhwNT/tvba+JqfJWnxzIORBWX/wWGGB6BOHNxqUQ4Aa/FUvujutp0A+tRcf8NI/sfXhgbJqQ62wiNLBszgHhzLIQdhyKhzZ4AG5SWfhjw5x0CeOgz/ySQeXyaF0p3IWQfSEE90TJ8wtEXDgJ+leXCtNUvgPI+OJjl+VEh4LcW6wEGYwJp3v5Tz3x6cP/c0gDna4FcQrZtwUopU5OMKHlvqAFy60xcpk0m7fudvu3r3XRmoTFjPQ5VWr/cM65MirVZRZVOeHb+tDi2UFZvrp5anJZT6gxvkmEUpxOfEgRxkvwDW4WLfK868h0F5GVRvJJx5HGsAgzjc46Cu0Me3tG2JkgqO42LDs3J7iF9v2Dg/a/tGhFnPTdqq6T89LV/DBIRLlrSfqEV+mBV3ZNf3K7S6fwxx/yJG4fORl8kZmbinVa2onPjTiIALZbcsC60/l/IH1yKK66MM8EfKBqdJ4RdIbMfGDPNGNIsaJ7gH8/oPt7guDIw+fW4i2R+EQx+9pkEc7kQe4voFncG23Qx9IH4pj7IH/ALRKJ0UbfICy4IZ2eAxAi7y4bEzw4ZU2CF3SoYtPOdJDi3S3qXxkSpnekc73ltAl8eBAa0of2NtvW1tbg8liX/R1ZJsfBvmm4cAzIMoKl0x8I8aLEW3ebcVK8/wi5wMcxWW2Q520n2S4OGnb65P2f/of/qy98+ZdddbDdn2hCVqTN03vg/NhDjAwVjLmiBZ1lk7negdIT98iDL9JTxny+nxc8gHyeh0GD/CCT2mzckoLLhAaPQQ/9PowZYnjAz0f+LQr+QHKfBXQRtHLnEb1B9ejRTTfYtGyoO1sr5X+hcF85M2pFA5e+kjpthatpj/wl3Rc7LufGyJbcFKedOI1b9cckH5CvJcx6eCC57FObc+viIoD18VhpDcGVocWbWzuRAJaAGeLkaOH8Pb7dJrylAPHeMqWNLY9Dn0iC3+M55ZdeaGLm9GU5wM8AfhzmNcJgB8dB6D3VWk9pM7oPy55gaQH3+088ElayjiuP0dVnDAHAKhxwkZD/Z08HvCQl7HeGwfFa4zSHKFhnG/08OtzzH+VP4AIWK6hzgA45lnJva4iB57HoUEG/LhAwtm4Ig+2f34xbbd2N/0RZ4D6CzfjSPU10qMTXB8uvcnm8qc85mR+fenwWPOefD7ojN1aCMp2cgDUgWMtR12pz3xqDcMruuqOAvQlvOvafClg3PAYP3zhAyKj/oy9Ic9F297myXHJsDrmt3rARzdFj/TUD0ALIB6avU/bcpgyPeWhHvwrzXNxaMzp8Tcbv1XWdOIPAF7qBIpGAB6G4ACUBUfcO84amTibZP8kttbet29vIn3xVIUUZoyULh2uPloPpRba6fTcP1Ryfo5e0YnQTB45qs7iueQqHxolW/KhGZ3ehKTFtwxDmYw1AGmZvwD8wpWeFmQY+Ppj7USReo2YdlPYbYDFaTzU+F5zM2ts+hp6U31sGsU2+sHxOh6OG4J5+ELNszl74Ku3N6CXI3MiOD1kTAJKhqJH2OUUjvzBmUPhk4RP3WZMwBrRv9p375bGJNZMykBW4XDgU2tl5grpZaDJepC6/FBMm1vaTwrw/MSD7NK5EJVWeywXM5hflKzEkrsywz989fIA0CUNvhMOVLirYADKZizq6eFCi7yvagviUHU5O8qorNwmb0doTU/7g0Sp0idGXuMfNGPPpqG0fl5XJS/l9fUThsfwDYRP4xDWhOCHK8pn3kEnjE9QYA4NPXiHBG2cMQXds94n3Z/3YAyWP1Jpfg6fF6YI14GO9nqy65HG0gW+ecm32M5P2tKV1ikcLPHdIPGxqDltWTYE/vLleVsW/pLmiWXWFNwQEg0OhBqvk3EwxLwDTfrQwBevWyOXda80+owPGuFfYa8V0J9861sQP7qxfHJp95m+BUlDt4GbcXBJA6CZePQJFDXmce3VZPsTziTkhCD85JcPv0DZw9z2qs6ibbpFWvXM23zRilAkLoySnrwQvglJ68sDlCPPw9oQhkaUQ8cFQhscgDAbKdJTf1+eMJvVpKU+/F6BuOQHB8OlftIxZHABOgy0aXA21VJNbbi0gV6/d6ftvPKgnSv9VIMUry9dyWhYtFNuc32j8YoCdKFJRzBtDVwMWhz2wC8/C08nYKCDG34GnpO/yzOVUaPIfDyQc6UN/lg8gwfvDAbQotHQDQZrfskTHoAPP8id9OiAVsdH3l4fGD/pcbQJE09NQLg6LAlEty+VkdzQg5+0D/G0c4Awi0zyGcjRL98wyq+jHchRXoL7AOhcCzL0zMdS2ZCeqrNzaEQH5ciINPA49KHs/sF+u333Trt1+3bb3N7ya2U+3WaRI7lGaktuHWGPvtUhnmILfOgr8ZK7dMjJO/yig14+4uBwEMWBE1crOWQJSEu1cBZ/hNFrFgfURxvSVqQljDO/g8zG94IQfaic8jiM8g0f1c03mk7VPlPJdCbdyEisG3jil8x4oLu0zKt1w8et5aMrbJzDJHbqHFRsbGy0ja3Nti5/c2urrWPPkmdtbW3WrsiL8wR+rrDaD/tmA+r3n9EjOhY92gRAz9gr5QkDDFJYtQ9EJQOAnODYlhQOzBemhRN80qBHPLYWQIfwSRptShi6Aet0wKd8aIIDD+QRxj4IQx+XNHzokgc+bUcacWiFNmnYOjgAfJBPPPxBN/JafrV1NtDhG7/6e/U56gYoF9mx2dQLPrRoV/BxvhWmPua4xhHDoDLSKIsfIG56/scfhwGnspNJu32rvjVUY0ThhQb8nGlihpSarq0sK+38qG2sLbX/87/+k/a9D99p0/0vNFEftxUtXJmY1UlmbYDv2wjapLh+Qero48gIUC+yRjfB6YG80CcfHtMmgbRvoM9Ht71NAfjBB5fyaYubPICXvB7giTToQyNlg4ff8x057Jyo8qJtHI/R2OZlu31n00/ZNcK28UodQvoKtPBi+z2t8IeP6/VJeoAe7LFX7PkBCWOrxgjf4mQRCNvySfc34RQPLpD+i/NYO9SBbQOMB9gZeMuLzKkcdEnPksSvHwifW7YykFlZ0gl7nhx05/iQ/vsgefiWUTRFwfO06TM/CwVHOmmMedDvAR6CB07C4SM8AdSTfupyQ3r8Hkjr+adsXM87AG5okJ+ycQBpGRfAMa/IC47CLCovLqft7t1d4YBXbRFalCuey7Gh5deiDg+mStd6Qw3tX5QKqNq+fnxohb+4pPe44vYr0ubywofDXR4V8k2i1dUFbZhYN0pPqgt9z+Yf4ROnPA59pB0SBzweM3gJeEqM+S4sjNqL50eqZiTuuDFLv4JTai79hl/CoZn68Ks++JH6mZgpO4iQtg1QBheI7MjE5GpZfAPzrG1urkluNnusD+tAGFrV12s+EWclk5yK1wOj0JTvp8TUqTYklQ9V7+3zPUitc6hSheqWEbKVvOHRvEi+0ApdoGjXWgmgXCBjXiBh/NAgxTShITkutPFbVDs/eHBHsvIwR3sANRC8wYP1Ax394/Y6a9jRaNyO+Wj1FHvQWCOd+MGZylBXnOsZ0lx3l562gGfq6dPxY9eBlAXIDyQ99tgDZsdPdWtI9bypJiodK1Btq/Wg1MwnLPicBXywH6DNwV1RJmcp3DCSgTW/sQAdNtaiOVquAzbqYDQ3d2rXnm/qQ5bwRjgO6Hnu5aac9a+0xAkHJw8DIn/q7OmVPZSeuV08PT3SXLatuUzM8/FjRmJuSaCogRbtnfVMaDGesfYJP9TL2jxx43T1AtazHAA++cFJW+GgQRwgDMBHH45svP0CrR7Ii44J4wcnOiOd9UboAD0/oeGHZyRIV8z9t3d3tT49UQI0qz/T7yiHjx31dGgTaBGPTMnD92c45M/rqzA+jrQ4AHnrdqV0pkGDXzX2vkD5ahKPOTSVMISD/OJUfj0gKrqeO02LB0XYftWNfY/pF1rfLFzJviVvuzpr59MjP3Akj187W+YAXo4PZGvEVVr91L1WNVpTaI7wTSGFVdGV9p3XWqtqUBFd4SgtOkdfhCM7rk+LDtJ2acceHxlqDJ7bBH50DU7SCQPRKxA6AOkA8dQDxAc40GKs97pbbXGhsVHIwlE9ZSmG8A0twvXAowB6kYkw+T5MHuIqMx8g8KvT1kY1QDxChgiAT3nS+kpQbKAqnA+sBvE+CwvS2W4yik+5HuhIodkbecpAK/yQDy+Ee5fOCD5AGd8KUR4WzXvYB5qYVm/vtN03Xm2jnc22rMXrAgPzijb0Gn35RTPopJ4YBle1zqenbf/FXjvY22/Pnzxrz58+a0eHR15wssGm9/CKwLKqI87hEFfF3KTIoj94o5ktv+WK/upmAnURxo+8kSn6DD5+4TnZ+b7217UdjvSSo3A4pU5b+hR+gFl9Kg8NHDyFr54HDBiDhA6Om0P5Fg7f0OG2DzdhfDCkKrjSLpZnbcuBCxMC9PgVs5Hq4CYX7QCjvMr2T7/9uP23n/y0PXryZR3MaLJY4PBGGxfwJpvrbW1zw4eAnHEjCfwjK7xzKILPQguATwawwM2DSQ5MkJFFCjyQjg9l00GH8gmnDLqJjazIZ4GOZfu1RPHIL+f5Rg+2yUDJ6b/k5nW8Z/t77enz5+KjdIed8iFRDo7Q2zlP/hgSrzkMEl+0udh3+6s+bgXxSx97B0ft4Oik7ct/Jtvck01yUwgds7Fb31j3rRN4QN+xG9oi7YEeAAanWrxqE4cMcmxOq28hcy28ezo5mAykDaxLhfErXIeK4Hqxq7QAael3iQPESYfPvg7oQ4P6gdilJ6qBtzhwSKM8fuqABjaRRU+AuoiDn3rxZxvggSY+NCIr0NPJTR7yWOgEnzrhAxq0U+gjJzjIBYCXvkcacdyzZ8/8c8n8NKlxVSdjC3QAaIQffHgyv+KHSVwSasJmsXfctrbXZfe0BZuewocXFnDeQKoMlsfT/QtN1vw0/sXpQdtcW2h/+kffaX/242+3s8Mv2+jquI21yRkzgTNBiwZ2xGE73ysKwEcc/OJHF9TNQSITWbkqF/2AA5AeFzo9BB8ompWfOsijHUiPXZAOEJ/zQ1uqDv3PZC2BQHEeLnpNGhCeAqF7Ew8fR92kEE5ZP92SHq+up1rccaOMg8EX5rt4ZqyqsT3lyEsc/hMPJEwe+BycULMXdMJlQUcaHw0mjev+xJnHyDOuyhe3RQ9ecIQZZzhg4lVjtbzjDHVscOCX1wzu3N1qa+tsbphHGH/UD0Q0daeu8Nrzj1xi3M76IpG4AB4AcIwniN5v5sUu0saRoc8D+rzYATThKe0USF2kxQHBo0yP3+PgBy98AKEJ9HlxGXdm6dipyrg99Xfn7m7b3lnX5ozxRbKpHaRR653NNt+7UVFVhNyaC6eX7cXzY7UDjQbPVb9lF37qhS/qRCbqL5x5X8SPjQFJw1HuJqScG3SwAWxsSTays7vWxhyQanyiZB3szXWTsrQbY2fmFBzxrE9iU8y9zN8yu3Z8yKtLa5p76SfQUQ3mtfpVAPqRgXQcYWSkHLd0ZE1Kw05oi7m9xU8ZHEDc+WoX44vO8eGBD8b4ZTO+FZdbJrFJZCOMDk2H9okvl1uJ4HjcVhj++NW6dr3UDo/P/KuyoxU+Wg1tzVnKRzcuP/AI4OMieyBhZA9Elr7N+/IB2pS66kaN7Ed8nmtzOJnwa8IcjMCLnP/mbcscQh22Qdkuayfa7PyMjR66FT/Y4aAX41LfYGuJ9/JhEzP6g48tE6bcTMcD9PE+XQXLs3RVH32NqutAiwdbS1oXat5vsrclbeCuDjW2nkje47Z0fSh7f6G0Pc2RB/L3tRE+Uh8krdz6hJsE6qsLB211NG2b61oPLZ2qL+xJphcqxwfdh3Wr+jg+8oRn2iW6IF54c130edFHHIA9RYfBCc2k92kUAy/2UGts7Z0upxr7tZcYUwc2Wnh1W0x9mF/slA7Zr/EKoe1gUDU2wO1p9hbQA9Iv0nb4cdRNPsUJ99DjAPBMvAf46h2Qb7r1uMgfHQCWR3FwUg7o6cRPveBjjwzP3O6mL96+fasdnzAeYP81fpHOj4UA0W0PjHehB0Q/iWevQ7mk4YfX5KF/LJqxw3rkFT+NPYwdfGMW56pn9ZdN4JDJ449S1Z1Nj/QLtfGVhFAzy1c9Cl/JZvlrWocuqp9w6W59wvd+6X91AHrNjSDlabevsLAXtFaXHS2QpvAldq9mBM/zGiObykoK1Y1DPvSFrdbYGXn7dicMRIZa/2iuGPTu3j2Ui0z4AcLRH+D2HHRrXSsZ3zbZlU99KTfz5cyH3Hik9T/9mnlRY8s5B2GDzgH4AnwJRHJ7zYWO0QH6GPKhjYMmcwnOUs+YHMJxQBYYAD4GgUt+cINDBdmsgUcYCJ6ZUF3ghwbK6vMTDqN9HkA6YXhLR+h5iizkzx3XaecDOziEAeJ21KM0PhI8mmiSHC23O6+/1i65+jhZ1YAtXQyHD9y4gG9+CcofEFbn4qkHkxtpJ8fHHrBO5bgBciSnStyIbIauVNaLGfHBhgz+OaSwTIr76amAzRN81msiGrTkRz4Wz9lUFpTO3AEHnbGZd47Ctcip9F43tJH9lTqkWF2tV/2A0PMJr8Ipb6d8+E46NAjDH/GkY7SkeTEmWrQphzuEfUAh/rkF42/8aLCjPjodC0FfNxYddDKGL/hQGk+t1UN98DBZX9WkMlKRoU2VRvuwKACPVwK3NaBu39oxPzyJYqNC+9l2VKaXnw03nQpcgDT4h2/bjh0yVl3UaR6lCyW6PAc/+KEH/ejIeALCiSOH6x144ao3Mkyls2f8jPn+QR32nIh3D8JnalsNqvAiWnV7SXoeeJP61DhqC4nguuFP9NAfuudn8Z+/eOEPVXNwh/1yuwsetre32+bmpnlHXtoD2W3v8olTh+1Z9dp+B+d+JIdM2B6bVPAvZOuUN4/wCnvIPcQpE30D5KELeCCdMHjQwBEnHT3gmyflk5580lIWHZCeNPoRMjs8tEdo45ATXcBX6KXO8AukbuiTDq3kJx6c8Ec88hJP/QB1AeASxg/PhOELF9r45M1+kU50Q/PZkyfWO2n+DhDTo/BxqR/AjyOP8l4ESEQOildWeHKJDksHQBaaTLCkcUh4qU0ak5BfU1A5brKcn5+0jY1R+4s/+WH7lz/8TmvTw3Zx9LytXJ/6VyT4iVRpTnaksthUB0V/7uAt6eG38pCn9BUgD77wA5E7tPBvQvD5Hx2Ck7ZLO4Q2eaCDa1dFnX+TNml9O98E8qGfcF+eMPXbqV2qXo0lHpOv2tpEY/Zk0U9fr7XJwD7q9kLRqPas+Zhw7AZ9YbeRhTh+6qYORfw6NQMKfcZzN7KgW6FhU8x5tD+45PPEGx/4qv5p3hnjVI7+rf9VN7duj9v27ri99eZt4bDYf6EhXvO86l1idTgA5T1mM/4KoBlwnujiR47IB8QHoo/wFNfTs0xy0T/g8VR4AHlxKcd8x3yJC82+3tBKGvnEQ7OH2By4yU954j3vQPzwlDDAw5Y8cMGO+Bbg7i43ScduP/I8nis/9gK9+oU66NQrPMfH/OriRCnIWe3iOX6oM/XBI0C85484ebF38zPgBpKXsrPy+nObIYvq5Gn6+hrrF/RUc7JxuJ+tMtCGRuhFb4HQT9uR77bTWu/s7KodHJy0588PpRfmH9pYfVjiFYk5b9AJjdCPTJVP/dSN7DVOUQYHHi5xHOByLOoV9/pVcZY94/FSu7W7oXzREw+sI5GT+t2fBruDT9PhT3FcbuGl31Nv2avGb8n4/MWRuJTuJCft3vf3HkxfAC23x5APH+EFiDypK+W+CsyjJRL+EOYBKnMNt6YmctwugV/a0weaok25ev0D2qVPRD855ldehSd1M5/BR8ZEwoDpDLbh+uXCc8YoXCAy4AeIA6GZOGCas3DZJLoAxYff8s8vjmVrz8T/M3WkR1oHf6o596lKfNFGi481f+5rDP5S/l7b2Tmy29o6aHfvXLSd7ani07a+ftDW1vbarVvHCjNuftm2Nqftwb2l9uor65q/a7PnBzEDQ6WPl/to2jJy97KkTb8KyAuNHqKTgNtGabQhkDJ1sAfuZXvw4LZ81j7zfSGuHmyXYz7yXDjQgxq0mW+Y/8BPW/dy9LKlbmybspE9OiFcdKoO5sfQIU7dycNVevGBCy7+PL/6QtLwE7/p+vpncRPhv6u2sTZpZ1q/c2Oq+gtzk2TlLzSG8j0t7J141kukxY9uAHDiEo9PPRhS5KJy6s06n3aw/tV/K7t0ARByOdoQ2UhRmG8UsR/2ITDhQT8uCbr49q96cTDEmk9/vJVCJuYEnscp5TF+a/D0PMDrnP4GHG1OVcLjUiecq4aZvEDJM29PZEVfxKOf6NB7LkH053EEPoc4QLnoMPojDbkCaas+jEvZwM20KlN2wXmCMj3+Y5f+1cee1oCfhxPQwQHoLHTxGffIIu4xkJ/AB9EViXgURhiipCM8YfKiMCCEgeAmLcrEYAjzJBwcgM6d+voFV8rjSAovRTMLiXk9QG2KNVHC7wy3p1P1UAeDcl9XwoUHZUdkeOe+1XEl/NVlTuiu26PPPpO51RNUNo98j2g8Xm1Hh8ft8PDAcjI40Tkc1kb+9LR+Letsyok+g961v9oPwDN10qA++NBii4MFt6agl4Nvx3BSyCAJf2pq5XHAULdgjCtilkNlmTAJA5ZRDh1AL3JnQUcYHqDrQ7DhZgB4mSQBD87D4qPaAZDeaV/xwWAAPWQH8MtVh3LeuTa5SuPggwVIHRKpY2G4qo9ri+ZLLPO6F9992tne8Q0XXpOqGzbiC57EwtkpTx6kX/kcqKwMrzxwOm27UN7a6mrbWt/wRmdN7bUqmmenZ7WwEi5PKNiEoD9FTB8YtGefAai+bo9uNBDj86cI8Wo/rgaXjjicMo54KDJCUpin7h7M5ejMOQCBLvpRbtEVHQ7M+B4T3x7iW01n55eyJ+SVftGV2oBDTRyn9rySRj3uC9ItdbNZ45ANIeDRr/RQt+xsTTplYubAjL6JrTO4clDJgsqyinWejNDeKq606H/Rt6EIg8eEz6t3XPUmjWqWqFt95a13324bW9tK09iBhPKhh+zYBS42hr2U/quvwgf52CFAOcI4cIGUpe95gJTcsVF8AD/1JM0ydXEg8nwVXk83ccsqP5BwysIn+LjgJgwEH1mgSV5fL+WDQz6Qg0RcaOHzDQ2e+BJmw8dh9D/8/T+0X//qVz5wntHHGETTG379oZdYvL+PoM4jTmUPp6K50DYmi+3e7bX2/ruvqg/UpgE7B1jTlVzwrYh4N//q85546E+yFfo4T3Bee+2VdmtnUxuRp+3psydtg7FQxeDN31QQXdrdtBkTlOmFv/iFLpqBN+w0i4/oEjCOHDqL3siPTqkn4fjFf9Fn42mZoE2aPI+FchyyuSYV8wcwGbbw+Sed1XhebYEz7/5fula9qSO+SQ1xt4vC+OEn+cEJ7+iV9bR/YWOJ75HIVi6ftR//0QftgTYD11d8xByZi0aVg/M5b6TBGf2Z9hcF18tmrJ6kRU+Um+syvMeFb+wXn/yiUwtngD6ZOu3LptksZQFvBfKYT3WxMeWVntu377Sf/uTvNYdiR6tCoR9AH27gV3Xrf79aQtg2jG6gpTEDPNWVebD4orxKOV6+iLm8291+hY2vMLTArXzhSjanE6Ys+NZ1lWVMrjh65cDNmPLR6dCnNcdiE5S5qTN8IGlx6Cp1kWeu3abAfEwBhzA+kPIVVh4iQ5sECXB1fdTef/9O+/Drd9vVguYAbcz83RvhoGHTZT3g79Vo/dFW29/+9OP293/3hQho/mi8xqM5BBtCR/A21B0egBwkKdVh5MEewrNz5NfGsXSS9OB5gzCTUePlIochPLh41t774G771oevS+cHKstXl9Ofat2BjWeuDd2kQ5swrCN12Sb8aB68Gref/ezT9pvfaNO9vMWw5ifd/DJo9Eo7UB5AX0DP/zxcOABy9rwA4QNIeq0VFGBcVnvwc8zXGpfv3V1t3/n2WxoDzoSkNdb5tG5iChkesC9opR9XHy8gPTxRHXNsybyktdmo/d0vPm2Pn52qNl4fV7+EpsqpZpenXLUTcTnrocY/oGiXHzzKkKbSSq+xITjkBTxWSVZS6EuKKX4uxGl7eG/SPvzgYZusIh23u6oviqJ4V1uKloqqnPi4Qhej9pt/fNp+/vefanhZV5IGyoEPWbVqmNdr+1J9fvAlBOYragH6Nu39tD/gftK1H0DcssHXYO88APXDOumF7/Lxqsv11bR948NX2ve+/1r72nub7ZtD+Jvfetg++var7cNvvdK+8c2H7cPvvNa+8dErjuM++s4b7VsfvdY++u7r7dvffbN99/tvte/I//ZHr6vcW6Lxtfbd773Xvv3tb7S3331Ta97L9vTpvnhirOUBzsvjTdYqkaEPA4Rvylk2VH0h4Vl/7ejTR+bjVbUz+bRAbJzbME26aNcH7Uc/+lbb2dH6eEk8aC/GkKRFhfFtP/pj7Up7+WO9gOpm78UtIt7mYB1ru5Puqw76QY0LPY84cTGTKXZRY1atB9mX4ZMXOe1jSdIn8Uob5FRYoTnekEd55jHmFesGW8XejaNs/1ccODTEa09WfCHzosZjzu2vr1faJ59+2Q6nGgeWVjQuaS5Gr9JNeFLNKks/rzk6MocecgY34BC4pMnHZiODdSj79Y1epdV8jkWpV075FuVKe3Bvp415ZVzjFW2H/l0e+fXHbTDahzT04Dz55ogqcbBAnMlceqIkmexT6D+M7cVpyVR61z/R0r+a/ykv8LoAEC3n6T+vT0nzf3N7j17AI21my0onDJexJzCDQ5zyAYLgWmZoqd1CO7imIcf4jH25/EDiYlhT4agDBxQ/9cDNZekPyK7975niT45O2rFoXIIHB+ofKYuOqIMqstcHzOsgZ+ok0TqU7pQ37yCudJhQgmyici7YQQji4xAqdFIGF+GZpAOmawYGpjuXegHi4BjfedXswUlewun8PU7P16whBiBMfsB5slAGTG5byJJbG6+0nfsP2qXSzmXxbH5X8s0HGbuftgw0ozvrRj4ys0nntg9p3Czi6+/kWfkKYKy+Oi1/dTLxa0jwaRzxDy8SpDb8okenxlEXNBkYI1dvvMTJhzPCWSQB0Q11Rm/kL2vwofPCL67qGz52rIGSg7ObeRzOQIs64Imw5R/qiE78OsqMp2pn4shnHoTDAKCk0oek4ECOn/bbWN9oG2vrPvzJAEK5tclamyyvaGBab6sy+lXxz1LWv7glOfig79bmlsutyHY0Lbc14d9S2hY/GajKLk74yUMtSDTAsplGLhyb8dwssk2psZigLJ/wLZPKz+QddJnDTG8u0I1shgWu5ZUDhzCOOtCldSDnJ5idPtEUt12Ojo6VJtrYoxy3gy6FYx+FKY3X0BTyt0DghcMkfvWE20Hc6uA1vRwwkM+trFu3brX7Dx623Vu3GYfbycm0vXixJ1p1wFc6ntiGw5P+s83G1myrUg8n+sOA4vbhV4ru3Lnddra2/eFwZdiOocGmC/qUBx8bIR1dk6Z/5pWnFaRZF9IpuKXbGhdwoQNe8ogDfRxHPHl9edJju6SFH8JJS9mE8QHw4pOPC25opH/iE6dO4GY6QLneJy8QPtOn+jLQwdlepV/GhWdPnzqvpwGQBg+zulUV47FqUFr1Q7eFLIpD4FUWSaOBjhB8CEkZhWsj9vItHn+7SOms37DiRW3a+NWz8cp1++Y33mr/41/8YfuD737Qjp9/3pYvT7TPmbYR32UQHd4pX2JTTf8RLXxPdDCGnEq1Uxw50MnvA/JxPaRt+jx8WpEPMNLn6uC6aDNukcmvxKhEfVBRebwqV064V+caO5S+xMEs7V221dfx+4B89IrvsX5IwyEjQLrD+ueNDDKje+n84mza7t7Zaa++dq+dnB64zagfgMa5+j9jB7KEp2qr9KnUw1jM68Zli8VD2V94ib1RDhrESe/tC1zSSSMPXAAfOTjQxn6rrEtojFRbLrJQ4qHBcbtzb6P9xb/5YVvfVFtcs7GZyoa00RevaIhxmzF7JLlkWh7vObjza2hD/uxnaglTxzVOfMmWRouayzRfsHis6+fIxhzLXMR6i/ZDLsLMxZJVFXFICh+E2bBzvVu12tEH/EsukpN0+PG3QCjLBKRtNnVFb4HSbbVNtUP6NenESp/gRZfgEa9w4ZOHS15oUR9hfBaU2I9xxPPV1VlbW9OMKf0vaY6oeiT0rDztEl6kK+ltf++oHR6pPTRXkufF71A/eD3AR2yvB9JLxjmUfGUvkS1+7AUAxzaL7lU3t6Du3NYcMz0Sj3XYDt+wTxkcc2zRn9si8dAvucWTyrJ55uEVqNwkevz4eZusbrqVwZMaLKb1o3+9bOERiP5dpgvjKJO0no8e+hQstHCu29HBfltbX1Vfkm2qzeCBuRjIvAVwOA+R2BvpuNSFVyQl17BZ4Hbx/j5rDR7E1NqEQTg8+sBe/2hz25H+TE+OOginLsLRc+qG2R4n40Z06HmN8VYkawwDn/FvwT/3PdGaRbV4fPbDBKH6gbPoQK9sW2XVt89OL9reXt0AW9RcJuY9x/Vt7zLE4UFle75w4ACk93L9PhnxU2YOlVZ4isKz+Oetg7PTY6l/v/3wx++0b33nXvveHzyQv9vefW+7fe29Hfm78m+3t97Zbm+/JffGVnvz9Y326sOx3cNXV7V+W7HbvbXQbt9davceTNqDh5sKj9vOnVHblbt9Z01pt9RXVqUr1p31oDv8Imv6GO6mHInjepzkBUjvgbzoEf0krdeVcVTOtqBx9d69221zkx87YW917rUIOvNBPbbhtTpjvMqpbNlA/SIxDvsJH9AGKIt8tf6dtx9Q/FTbB/q02liz7mKdWTZadNOfFJKf8uAGJN2Ag0/ekO7yBMrzwzSlkR6HreKX/oo2deRBvf7Xsn/JexyPbyLu/QN6TEUox25eJ/lpk6wroEsYnzj5kQew7Srub56aTslDGWV5PcgDfmV6r0KYT0/AH/0KZPZtQB62QxMHmEvh2B9SqMa8aL7GR+/0Gy4k1Fq1dFa8lp5DYWBRCqs06nG+3VDnEFdJ+31awuiAsqULGKp0dAD5HidlKoDNgVFAkDLguewNhwwAtOLSBn38Jlgu/fkVMuZDJzIvkqZyoh3eWD8bH54HeyLMoV/4Dj/hkzp9ey+JYYKOlNcZcEwy2ajlNhDpGMi8wzBh1Satp0UYmF//q8rNqARnUUenxnAwel8lG4D8vA4SIQAbNq0gAAcoYxWvcmya/dFhpbMp96ZJeOETHwfvyIa84Qu+lTuPK+9aHW/t1k57/YP324UWRksrqzJUbaA0SFWjlIweoATwTJiFBgDv0ILHeiWjJnLqwPGqD/JYJwOeZVQcfgivrk4cTppxLXvxGn5JD/3g4FImEFmTTx05+DGfwyRCGLyZEy7pfIAUH6C+8Atd2po0dHA8re/d4Dis4OACPGhZLtVZ/FWbbG9ttu2NjTaWntfHK21FBrqztuEvtt/ZueWnZUwS2AqHQJvCvbt7q93d3lX+rspueqGOHvnWDwdM6xpEOehYWRppc8B73yOlrbV16ZSfBiefpw8MFmyIuRSlYcgbD35aFIestB1+dAdkwkEWfCnIC6m+LwA+KFKYcqQsoWfRwueDz/jk+TU60cfpv6IpYFHEBpbFkIQzjdg3dWI/HC6xxfUpP4MGxqnwCbfZNDDWAmreRtS3tib9rG21e3cfSPc7Qhd/0u/x8ZEHfvA5GGQiQibK+L1+AYej5pM69Ve8Fu/c0MLcdnd3bStraxPrlgEJOgA6Ayy3yuJoByA2BA3ozfQIbeHDV6/f2FT0FfmwafKIBwdIOfzYLmWJMyYQpn76MvmEUxafNOybdCDtTxweoYdPnLoB8gmDC1+EqQsHTeqmHHF8ILKnbmgQDq8pQz15Ok8a5eBvb/+FiKi/qDjfCvLPBWMLA03wgDxVTFnLYx+eT+ojqRoTeKUN/tzmyqedqRt87A8a8EMbc7uGj42yAeVXVvhFieuLqfr1Qnv7tTvtz//oe+1H3/tau7Wpei6P2uj6zG4immM5+l3ddqJNRUd1eGwXjyz4oxvqjIs8fTi6jJ7I6yF4rGLqRqTKq0/VrTi6l/igPsnMr+ysqI9w4DxW+uqi2vf4RVsbXbZ7t9Y0TjX1I/UV6RudhDb+rJ4Ber7CG37aAMAnLXYDcIjvp3dijjbkdZvRCodTPM8o2wTm9OoJK/HQ6cex6IN4LRjqIKN4iG1VvyWNPGhgw6nDdge69MZHrvn4Po44r/X6MFu0uCnWzx2R99y3bNUXZUPqve3sfL999J232kcfva66jpT/XGP3mcZu9UPRuVYd2jd6nF5Rm9E7WBiNxRcHeBzk8VFKfPDB9QMAtZ2sVGmSXY5DHA6ToLGiML/wtSKeOejhYIkDJg1cnnegQz1xzDP+gKxslHx+qrsWVLWw4tYoPLms0mpZrz+pG70Baes6+Ki+A5T9zvPRbyA4PZAWmyecNiNM2eQr4Dj9+kJ9cXHxwt9/oq/aPi40R9PHZScpT5hx0HFtuB8/fia9ydCRiHYfxhPLoTB+D4w3pIW34MrM7Dw3SrcsYuGxP+CMD8+JWyYpkQ/2+kPVl2ft/v1bkiEHn1l31YG6ZZDNUi92G11UXUXXuhF4E6I03ERrh8ODU79qtqw1n/vbSPOJ8MD3zTaFwaWeXucBwqQDllnxyB8Ifl8OIEaaa2Eskl44vLzklyO3V8UsMiGzNr/qmyz84QsZ8amXMuOJcNUXfNtZOstmgU0vOMztKtBG6pdHx9wqPhPeitcMjLXgsvaIjPAUfVU9RSeyEQYIl55e1gfpPQ3CjC3E3dYaPOkjbHY4W6V/ISu3WvlOzdk5djuMc1KjfdGgHaCBz5rqZHrWPn/0pO3cuqt+iF5Yd6gAYxPql+8fCxnsj7LwBg/4CafdkMvtxrgmx1rWvyRrO4RgtbH56UFZlI/MzCNscumDbeG83da8sbPNeH6ovrYv5OO2zAE0+mY9xHcA1QeZOy81F5+fHkkdfHLguJ2dHDj9Sun84pMKqP2ea6P+VH12XzIcyx1JJ1oL7H2puqsN82A7bRFZA4Sjzz4dSF9K2eSTTrjHBwfo8ZKm1Bk+ff5S+6Bzte29B7fU95g7sZ+yMdbZNe8PfMnnYEjG7HUl9Fk7cns6B07QTb1VB3PlfG2VdnK+yoSv/nVQ6k/54EMnftLwwYle6IvUA+8B6FIGBwvW7ZCfcrQN6fAZ2oR7XQHI7h/MkQ3dv3fL8zp5kY0xGyCOgzb0oB2c9FMgZckHjzwcaeSRbt4kV/hgnwHd5JO3MlpVWHtxrSOS58OuqtJp5on+pvkWx5grNKcFoBe6yI8f/qCBD59+qKc482cgcuXAzPXJBaf4Kt0A/J8wdYbH8JBw+jH5sXXohx8gPnkA+HZD3eADpFExb9ZIBOVrXcUvMHJVVVA8Vt3IQzxpPV9Jww/wgXu+IyjxBQPvAvw48EO31oKFA5S9FQ+B2a+bYWiE8SGURWEUTTiLu6QFJ4ySHiMjjXAYSbn4qTe0gfCAIx0+4gfXHYI/xREI3NSHSx2BPp8wEDwceakn9KJIGyHGpk3u7sMHbV2bXg1FbYmF7njViyJuUFycqZwa+OT4pE1PGMwZwPTvkkUWRkt9MmrhAiyu0A3640Cm0qoB4Q0/i3AcBg8uaeTh0AM8A/iRCbrECYOXfCA4fZxwHEB5cGgzFhC8zobP4h4/ecX7im8/pV7o4eDZC0sNFj4cQK8cEAy0S4ayD+hzmHP3zi1NmLvtzu5Oe/WVh+3u7u12m5/uVrkl6VFStd3NrbaqyZ6NGk8TfOVRK4mlsQbAkQYyTa4ckPDLcRwirXHYxe0iuWuZmHK9KGCTxULCN7dUPwupc7U3Gxo2VMVjHfbwbR54HEt+0mkDnNNkA9ExctPOHKow+NcCWnrVH+BbQAJo4qBFGcrzmhzOetRujwUaCxHbJnoVDmFe02Mjp4I+padz49xmwmEwdjsQ1h+TKDfQSIc2OJRjw+/JVIut+mj2Urv/4H79VLrq5Wk/39HCxtg08Ipg+LWU8C090kd8Yk195KFj8clhMn2JMmoh+cNBi/Dipy9id6W7ZhsjnrrACR51VH3zp/FxlCEvtFLWr9HJRyexb+zSfCk9ZYHwAIQHysFv8qgXnVgG5fd8AvQHykIXwM/Yl/qwL2iQThxbSB24pONCCx9HPj5AOvwA8En8Jq8H+1pEijXGITY1ajUJV7LCz4yuSxRNgDTzS74Wqdt89F1jl1I9sVd5Ngf1mifyZGFAWRZ0/rA6i1HS5fN9Ij5MeXjEhzanbXtjsf3Zv/xB+9f/6kftG19/XZwdquJDbQrO5XhlDvscZKMXqa684kgdLBQVsDP/8rGrStNYo7aRKdcBj5K4lu7XSoXNE0jKSJvGFWPuK/BKuhfxtK3imiDbojaiK+JpdfglDR9mLV20yfJ5e3hntb375nb7wXfebP/z/+VPxaPGkTM2Mi/r0npR+4T/HiyP0uPADySN9sTeQoPFFU9ZOYDb3V1rm1s8fa35220nHCBjDT66JA9a0AlPtGfZUs0PAJu/WsDVGAUeDjqxYfKg4TAiKewHPSyK5Oo2Temc8ZjFa+ik70CbVyV5+k86T5AXZAMr4+v2b/6nH7c//OMP2uYGT4kftcuFA431so2JbGNFelgSLoeLmgx4NUG9S22sNlT5xWXNu/KXRtL9Ar/4cSSbUjuO+DDsaRuPOPwRH00L6svTdqlN1+LVmeidqg218V6+aGO1Jf7SAr9GKjzZ7aLyl6HbTmWn2lBfa4N2ye3gE8kiumN0xuEytlS38Hyrafimkl+V6mRP29dBUW0g6rCu+ik6oW3AI55ypJMWoF1x5AOhDR6Aj9WTW+162da1GdvaXpO+qJu2Z36u+Qg68Jm1Cg+qTqbn2oCeKcxrorUG4eYqOG5+OeoFqDs84/c2ab7OZW+SOQ8Kk65/MxlSDhewBPrHJwE4hB6vLmqO5lcnkRM6VV/0FFqAdaB4z1Mc8eBQTjOlxqozyYtNar2wPPa4wHznsXSgiw6AyNZD6gqkDiA8xu/xgMTgjVfl0TAf5lZXaQ8f3mkrqyqrcQmeOBCDDg58ZKDN/H0Q+qb/VCfjmeohD4BnPolAnzvXOpUbYsdT5tbldqo1AA86wentNTwD1IXKwz+uxo/yg0d6/LjonDD8BjcPVylft/w0diu8vbWhMUL9nF/uUiL9hVzGIoDypkM/0nrv+YtDycCDbdmZ2sxrMQ1SPtxTOHoKwAfyWaYhHv7wSy6B2ESnPqynvwo/ZYAaRwsolw2i6csxPDIuXqrtrq5OtO5lXXkge9P4wWM+9YcrjTFnF0fiV+2rMe3yeqq9iMZOHvJweCIdiHu1I+MA9SEXfFx4vK01n+rgFrn6yMXFsfTAIRRjmWRkbGeuG2Tr2xVZ4oj30OPi45KGTZEeXZAGECcdB6RM4i6D/bK2UPtu76xJH9DA/k6FCx/UuVQfNtY45V/WHMpDy3PeMKel/gDxtDNtyPxFnb3d5KY/gF+yOGobDM+9g25c6q2yNRYCsYUq0/NStpo2gD4+jjLwCS7lSo/VRwBh2sEfryuuau+yvrbuT2jQv6kIOpTFpyzyhB5p0K+0uTzQxwev+h57oOoPKZd8eIR3bFvNo7zin/ljf1/7Bu2F0UHVX2VUuNYIAmhDg/KhTz+KjOTFhTdoxSWN/hTeAPiFNsAaNGMz+dFx5EoZa2gIA+RFThx51GV5h7qgQVr4DS4ATvDi9J/9Hoc06sIB0AyOywxAuMcLfeKUqTmJvq71jNLo2/g85BfivM6u7tBzOclAHwtAM7wAtIH2AUUohTKBAGEoFaUg8bjgpELSCJMWwaJM0gA6KDjBjX+zbitBfurpF7oAZagD+qSHVmSJHyCM86Ay1AldXE8DIE0U5It/he4+fKXd4rUzbYquhceTUr6Hcy10v36hP54Y+psDGL8Ht5cNhk5ppYsvXPLhhQ4GpJEiB5taIPjkEUYG3zARvV6e+IE0eOpEzuBRNvEAdeQwC32wcfehyKRuk3A4Qtr6+rp/Qp3bQOE17UXYbakwfvjmZzspX2U3/V0nPpK8s7PjgW5zfUOLga12izTR5rYPT3d5GsvBEDeM+EbUFZ1fNFWxBkYtcGRPyMIvOWFx3CLaEv1N0fTNIul9rHYZa1LHJ66tuA+cJiPJtrLqJ1aT8ar1MZ1y5dr9WDIvz2WV3MgWnaAPXPQaXXLQ4oMaOYgEj5sXab/oCF9IPrgiL7pklOWWGTTRHzte/moiEL7kGHElXI7bURyEcUOKAyBuSLGhpk4vMKlPOoQ+9EjnVT0WGQveVNEvLyXjmvM4OMKmuFFEX+WQL5MqMsEPFgM9L5qdU2D55VjY+dfaxAsHTuAhP8CCLfoCaDvkhm7sNzYTeq5TPnzhl96qPoByfVkAHA5dSEfX+CmHH90SphzOdtsBafABkBf6aavwBSAHEFrQTZ1Jg0bKUn/4iVw48nCRPzwCyevTqDd4ODaBHJDxYXJxo3qwmeoy4QWY+UqDJnm5DcA30JhwWIiM+a1R9Zmqr9oIIM7Y53JDW1JWnIt39FhzAgunBfQvWn76f60F4PlJm2gx+N4bD9q/+dMftT/6wTfbmjbf5/uP2+neF+1U/qIW0YtX2rzznREOpFReNTEqu66bwGTnutAFfwj8FeD+KdHBs1OcBQfScfvDH1CUzlYW1BeUtypRli41tnAY4F+WORQve+3VByvtj378Xvuf/s0P2x98/2ttZ3vUzqYH1hvKrvYgWDqLD9zkrXBf5hne4uNcNmnugeo30s29+7vePPl2q/KxG+gQxqd9qu3mdg9O7B+64NYhRZXLIVHKBSf08AHouF8onEM2dIk9sLBi3BGyxyAWidDABYqWxk2jsQnSYndhqk3SvhbAF+3P/tW32vf/4LX25ltr7fz0kUR+0a74yGs7lJWdqJW53r4nmscirnF78Uhz8InysBtttC721F4n4lF5jc2Y2m6ZG9GMSS/E/77dwuIL0XrutOvrZ+LsuTZY++JPZdTWi4uEVY/c9fVzzZFP7Ra1wVsaHWqcod4n0sEjzWNTjcf7bXuDByPHGgvZqJ97rsr4Eh3ETzv8H4XokeKh8fug7IZ2qbbRAkX+Zbt7b1djPg+jWEzTRtChXcuGQhe74MPG+9p4H+7zAACc6oXgYEfBZSzqZellIj3uJs+uWekB8nubTTkOsy7OeHihufH8tG1taY4fL7bRWLarscHzjHh3fx7K9zyGv/QB0sKLQi6D45XrvRfHwtUctsTrarJfkAYWS4ai/9+DGf0bPhAei17aVPnxh/SSSXPQqElmHsxRiv4mhgYdQyv9FGAOTv/zhk5+AHpAdMEtfA6KLi6vJbtoDLSqhHjp+AyvgYRDSyGH+zp6IB65e4AO6YXPOC97Otfa7mza7j+4oxTmSGxLbQmG+EsdAA8Bqp3U+0/O2nh13baq2rxpVKawaOXSbS8D0OsufOD6ND888J9AeYxxFZzrF7zQr7mmnOdh6uDBpnA42H733TfayuiqTVbUktxgkWysj6ghNzc4kOK1V27Psa6r/itJ9B/SYff1ivSQNuhFVWjMqQeLfMSbV/DYg2Su7uUF4D+8BxImPXm9ThjP0reSTrynTTpxygPwlrzysBWV15i0sYFtQ4fy1Ft4fHyY9mXtz36AeZqbQ6xLz074llHxyiFYzx+QeklLXm835JMO1K9d0ZZVf3iFfyByFU45IGkF5XPgDj7pjKHRU3CRLWmBeV7pOzQJlw41FssOeL0I+ryCyfocCrZNaKlI6plTrrTQxIFKHIifvMjb80da5C+nMlSndUcOd933jjXnaaACB/Zdr3Cpw5SUaPsU/5kPedAQHoDU0YcTL96puMIODDrvcaGHi0xxgZ5efFxPI3F0/VX8xd2EXn/x+7rTRgD+y3qdp/c+AF74dHiQG4KS1Htgf+9syAnPXc0zPqBb8hVO6gnvwVv6f/4//u2/g1CYrEKFTDiNCASvBqCXBwyUQFoceKEZvADxdFJwyQsdJnEftHRpKY8PEI4goUWcssHHwROTg+tSh2SiI53y4RH5CAOUd1hGT2ckqKb14c9I7HNl/cnjz70xpwTc7D9/oUlVAxUnuQPPnGojrR1pbLBkZPDBbRp+bYvNjPlWPvGNrQ1vaBe0cfdTEvHJxpHO5wMKbf6hRZ2Ug0/K+SaS0lkUscGnHBBeoguS+zR5lh86szKabKiAwYuk+mDb8CqaeKsDhPpWDHqDDwYIDgL4qXbowTNAmInLBwXacFKOX01j8MCI0YNf4ZKjMgwVGaR5/4HHTR/C8MfrJ7TJZG3ib9zwvjKHQxZEQNsxOULv9u6ttr5WN5QYOK1/6VFa80fteLf5Qu3FxHvnzp12+9aOZFzxd3rgDV546sKQxru1PDGCFt8omskhuvzqUwA9jkclUy1QZZdKY4IvfdNGiyWvAN1xMOSFnGzD+RiccJCI2zunmtSn4vfJ0+fUQAMJt27+cCOK9mAyu5TO2YAQ9/c2VOdEfLKgYGLNbaIFDsjEy+ZaHcax6OBVDJ5s2WY5ffbGTsjQVd3YObJw2FQfT6/+RvvHKck4yABwu2Rje7u98tob7da9+9pEyT5YINHGklFWqL+iA/+kYfP4tDF06ml69XPw4hfO/BpqJrHkA6RH5/geB+SSFz/8AgmHHi5xgDh1Ii91pW7i+KkbOrieF/ApGzl6XlMPeLj0H/Kh2+MG+sUHh4X0GWwfXgxK/+KLL9pf/Ze/lL3Qp9LnNR4XhiqchZSOvdLTxI9wobjAr41dnbbdzdX2za+/o/6k/q4ifAeEhTp4BqVhv46qXr5rxnXXbDLq1UNlqn2xqSwsqIt0cCfjUXvr9dfam3K8MsX3Xk7PtLEXEh+0XBnJ3qiLcdH1lN4RweOCKid8fSEdyH7or+Dpf/NJXe6TQ70sQH3jRfXTx5GcRZe/PyMe+fbNohbs3AHjgIgbJZsT2dz0Rbt7a7298cat9s67d9r3vvtue+ede21lgoyt7e2dtP/6X/9OpbiJMfLtROvGdZfGuFE4t/n5ZEwcsD3wTz5zA+HqLc4Uf7S5xlzIttO2vnHVPvzwVfG0o43eqdKwL2y46EIndlU2UHXR39AhVVBD0sKb+bC25vMEdui2FBBPmHztLVGymCp5vdExvpGr+QlqbOL1slo0lz2UU6bqZsxkXNeUqzHw1N8iefe9t9obb95tOzv8otaxxulrzYmaN9fO2+7Octvcam19/VJj+Jn0cd0mkxON0bLd3cV27+5K29q8arfvLWujOWnbuwvtzt3ldu/+uN29u9ReeWW9vfXWbnvr7d32+uubiq8qrrHrFb7jsdbe+9q99sqrE+e/886t9t77d9t7791tX3v/Tvv6N+7LDm61r713R2l32gfv32sffP1+e1dl3nv/gfJfb3v7z9r+4ZH0I9vS2Mz3GhC1f4gUiN5L9/8dkK7VbeX4D5WnzWgPLEagqDepqstZxqVe9bnVBensqv34X7zXRuNpO9XCns0rDw4YD2i/+raYyl2zoV1rn3z8ov31X/1ac+OaxvR15dNvii6kq/7in/YtWeZ2jf14LFPYNg1vQx6A/EB0knQlzMMqodlB4l+3FbX3m29ttW9+xEf1eZAx1QaYG0ZGg5PZ2IyNlr0XLRx51MnhyGg01lhkC1Wa8Nqk/e3fftJ++097Cq9So6ZG2kv6hXfKD/0iMOdxDpEl9Sac/gNfs3RRztiaA7vSGeOR6r5EvhftX/zow7a2yvpEXIk8Qwy8hC5zTYAbV9az2YQG80nNXSoiu2R8XVWYj+Aet998/Fxr0LV2pQIencSbbUwOjuAVuwvU4RH1Kh1eRNs4RMjp/MjZ+zf1x1+9Ylay8WrV5tpC+4Pvv9O2N5Uu2wWgh45QE+OMNKdUtUdjPbnSfvHLT9snn5y046noL66IZ8kse1amH/Ci9/CEj/vnbam4FVd8MYZxI5aqkFNiu0xsLG0amjMf3aAjzwU1Zy0vcsC/1378o/fandvMZTyMO/XDPsp5LUx54Vu3agzWsaztIOJbTDOewUc3QpavGmFNcw03l6/a4eFV+6u//EU7OdFa5Yq3ETQOSX5osEaHTmi57k4Pgeirz4u85AGRF9fTSTx+JdZ/FeeHfg4l27T94A/e07jNt7DUjzWfwyP2zNoDgxWHLstBFxvi87O6cYK+WEs7L/yovshENfg89IUPgHHScpmZ4qvyCNetbvY+pCUdGr3c6D1ylo2oTvlGJ416SVGCH9YqFjpFsuolQnlePWLsRCbas+oqFIAwczS3q061VDyanrePP33UTk7Fo8atK7Hij1dDX/i2C3xs7wZED+BalkEO0rFn1pSWRXqCN/I9fg9QazH9p3wf8gmfG7d3tjfaw9u7snGMlhu7yFBzu2HQuzuUoHRSa21/Z0rgQyX4UrnZHopmVX2ErWvho0ucD1QVwq55WGaelJJ9BLzRD8t2hjR4x5EsL/IXzcoLby4PDy5XuprR6MC8DY68WVx/tMUQMnkgdeKDN+ehIHXM6MgB9tUArKeYr5n0TqSPE+HuaX98qnx+eIC3CFSha/V6MmUHv+jUQ+rwkHkxbuH//f/6X69peE5k8UEAEcb6gQ+jTZo7lsLZlKRS0gDilIvhQTN5rnRghPKEc0uBPDoI5RCITTlhcFIn4bg+rafb54cukDxi5LGpJg0gDj/IGRm1S3J4RR1yTfUcPn7cPvmHv29nz/fatgaQhYvz9vTzzzUI73tTz5UvnuCfqZF8y0h/0M+3eLyJl9u5fcsHBDTOtXgbra22h6+/2qZs9tXZNG77HduDw8M2PZ369g0HH8hBx8BgoTOeTPzrXfQerpjldZ3oBBnwMerEk0/llVe4PVAPGOiDJ4jWLRPrgMsVZV4lgcf6SdzjdnB85FtPOGiSl3dG+eBl1UkbFA30QhqvVnEQUrxVO3IwRac3l7IHlfBBHN+HYpPFa1cvDvb9y18cGFGGgyh0ws2mHX6+fZnDEtHIgATvInilNuID4vg8NUBnG5tccV3y08l8XPz09MT8ub22d3w4NdGGxVKw2FCAfGjHrnxIJJvl1QqxZJq8FgeQ78OxwQbimIjgn04KvQvxeyzdPdvfay8Oj7Vw+/8T9ufPui/XeR/We3z3PJ3pjuDFSIITCBLQREomE8UuJWUroaukcpUdxz/a5crfkP8j5SqXEkssiVJES3IqiqVENCiRIECCGEkC9+ICuLjzGfY8753n86x+3rfPxqWy9unT0+o19erh29/hfaf92ffe0D5nYvvzSzK3sskSB1U8xYVOKj8752mqOpQTM8uSjRvCeoOrchbSh/fv+1CMjTYXxFxUXsmmJzwqKt5qZR/2hlvt0cl6ifaqfBW9sBuyE/JILn3lnzJV/e6jB+3nP/+F9tnP/aIcaVkL2rUvlLzJ0ghc5EkV+kW80BuaTOj2F6WB+CX2hTfzBHwA2pAmBi+4aZ9xjF1pCw38mTbUASON0A1+ysZ5Dx7kKYceGwhiIDKAC8QngLSPbKV3QWSNHLRJfWQKTQB8bEZfu41QsRvlXlTVlkPQb33rW+2/++/+rz7c8+GfwHUiBb3bPuR9AcGvS8FTxNhLLAuHV2pWFLZXb9pv/ie/3va2ZcOLY40rvEP0xCMXpsiQwz361o/ED/q43PixR9nqEh00v8g6EkR9Q1ob+rff+7C98cN32p9+9832/mNdtMxrY7ugsafNP69t1yaItaH3W9eJcuwg7YqP6pljASLLQULBmw//gpE2JpZV9fiZ/JefXccO6MvHiieTW82zra2vLrdP//Qn2osv3msvvrQjGbRmyh68fHR9u9reePOg/fd/75+3yco9WUi+IR35jhK6eu7pchEVz8rHL2Iv8NALH6KMOtpTx3icLElGyX99+bg9euG2/W//d59vP/fze+3g9ImELr+P/YEpDWiLV/gBlCEZkPmX+vCnnvHAvM5Ypw5/HeUFb3EyW3vSFhzGU9b54lFrInnwiCPf5SWH/zUWeKWC9/Rv5ZuL7n8OKSWHtgqnJ9dec+R+XitFxAd8aAsv6AGsAdSZtewF3ZKRWuUXJauI1MU+cmR81YEGg4R1mtc4pnLaz2UDY1WZx5B3FRJGHcXhCW3n2mp75+3T9g9+6//TfvSjo7Y02ZJOiCSatEOBAUzLwhZEj48E5CUWuvfiwo1+gDfL8uWiJgTNEf7YtNaupYXrtrF+3ba2z9p/+3/+21pT3tZYkG/oArye9MMG0lVbFL5DpNWkTRa325e//MP2T/7R76v/7ss+/de+xI8/djvm1EUedUl6WsY/yWo/kg3ib8EBetNpGXMbwJhekMKaNVX3uP1Hf+tn26/+2k+J8YF4a+9xzevEwhUZ5iXa0pf4XOwTmpTXwSh81K9O45eaM9tu+wf/w++273znULLek5En/lUz6LD+0h5Jif//gXUWjOMuciRtOgzybkeSHgdKeE6SLpMFngb5Uftv/uv/tK1OjtuiZh4+7K+lXmOn9lqxY3S8C7yVl18hlbf7laylpdV2dLLY/uW/+nb79neftIXJbtNKizebBgdGUDJN8RjT9H/sOvIbdRsh5YmRGSh5kEixBvWc9h58X2xBF50Pd1v7zf/DX2p7O9pj83Rg338x4uflC/jcjS+G2Ytpb7S83f7F//P32xvfv2kHR5oPFtbahfpVteaAr051uCM3QLnrWMt6feTjmoA0NxHRILoH0hZIf1S9AnRUN1li38VE8EH7L/7zX2+PXtQacv1MdZr7NPZow3xkOdWGOY2Lvcg7lUVQZcR9PIFL/lbrKTecr1fa9984bL/zT7/ajg61Jt2uqZIf5unXBOKBnJE18kan6JPxM5al3ejToQOQBm/MT2kooKPrPZsete3ty/Z3/86vtYeP2H+dtCW5BuskOrGnYT8KD/amHHae+1eja1/H2M3+BxzLxxoku8CzxjqysgeU37O/hWbH53AmegEcFLO/G9cTlU7T4cHUSpHbyseqTmn9zWymIF7ej1jzuqnN2kPeNDtdebxlCsx4F9QvEdJrWgtvltqTZ+ftX/6bP2xPj3SNxI0pkb+ED/OZfU4yI6baIEv0nUHJQ3lshC7GER3StEsbdMImyMuRB6UcgE145Vtz1ercefvpV/far3z24211WXPS9al/MIgHLdA2dInzPSlPewJ4+5UpZOhyMceggA9pGPHiD1Cb+drzEAf8ytOWwxjwWLlKbs1l3JiSvf0pGMo6T2QHfJgkVm7f9bU/9b01esc+QPa7wS0+z8O0DN+oRA8F1IITnxsh/EIjeMk7rRnC6mjffCl5DiXbD46O2uv7B+1QeeZw1mj3v21R7QjRA/C1vfLM5fCkvvy2wN8k4oI+DXEABGRDSEywQ6tRBgwxG0c2gDEc5eCAHwFolwMg8MZ6+AGkoUUAJ4dVCA4+NGKg8CfQjvrQDa+RLuWEwIhvRxdAC6AsfAikwYHOhSan44vztri60la3ttqCLpiv5XBncrxFnjQRHu0ZuqZlHkUDfuOrSYTIyXv+fNT35ZdfbivaZPP9G54a4vUmeGcS5XWdw0N+3vV5+dC07Fv2wAb0CUA9gTJsThoc2o66I3dokrZtJGPxrzx1+s9x9KnDgboziE7kwUV2vl2EHpRVfsXfu8k3jmIH85AdiQn8Wgcx7Hhlw49+Kuaxcr7tMGGi0YUD8aOdvfbxF15uH3vhpfZo957CnsM9XmPjFSysc67F50ILJwus6PDYsrxc9LFF+dXp6Unb39/3RQcHUQB6oCMHIf4Ok/KegDRh8KQCFx/ojay2gcpySh77QMMTG8oMQH/EpgmIGlrk65fkZA8taFuyo2cvgurwrZUVbL8omyy3Ndl2ZcKv4q2armURHocIbBzzywPQXpnwGt660sgq20o+fy9KmzL8BhXYlFK+sb7mvsIGiBhfAfAjoHSrjXN8CzxknT1RNV+Hpny3yzasduCDSyDPJI1tsEPKkQna0MhcQzAPOPd4pJV8ZIlNSWcuIl/+xlMvswMjgHLahw84oRG6wWPeDG8gOADtYq/oRD46kqYs5cAYwxMIv+SxA31LOfqIQsmnOmhBmzybIPoWfuFDm8Shq6xGBPSYt0ylytFDSfyMp/7IQJv+APztLUbTYBNi56GJjD1mQxc7ZS4i8JSerKD6c8UX8g1eDzpoH3txp/3GX/t8+82/9RvtVz//c+1jj7bbMr9wdXmoDceZP3S9rAvCye2lgtYqabAgx+LVMFlaaY1T0V/ADyUTz+5Rtiy7LqKTAq+e8rTUouaBBcU3p8ft+nS/Ld2eto3lq7a2dN5efLDUXtSG9bWPbbX/8G9+sf0nf/tvtC/8ysfbax/f1rygtksXush6Jt1OZK+LdsKh9Zn0EP3YGnCsMNorcfw7uCNQT1+OdSpyOTG/OLe03LS55ntErCm1saCfoB8/Ig+k7+JnoZ3yyBz5TEd8zjQv8tFpPkrNN2hY/8aPUzuoD2pOZS5hA85apHGvQFnqwCNGBMp41Qn+Nb7Ld5GBp43w7fkF0VXfX10faUN0pLX2ou3uLbRXX9tsr358q730sfX20isr7cELy+2Fl1ba3v35tvdgoW3vtbaja/u1zfO2uXOt8rm2uX3d1rcuFV+1rR3pNzlpiysnbXn1VOHM8cLyaZus8srboXQ+lrT7Cs+02Xqqsn3p/1SbcKVvnshO/DT6ocbZhxrvR9LnqeQ/0Zh7Kr943I6O32679+RDL+6qnDGi+ST9qUCcAMQPEqqfaTeDW2UdaEPwRnk2tuk3+xZ9IwgNYSkWD8VX52eaO47aoxd2JP/Mn0RQ9mbNrzL6pfaG81pKb/2k3JUuwv19kKu6scPEg0+gQWkxg+gRgGZi5iX0jZ8Gt2QpPCD5lLHO+jtG6pWrq9N2//6ubwbxK360Z95FLNY+fAmAB2lidIIWaXyONq7THGXrSNwr7azPz+v7S9qBC1/7Vs0vlpWnDbssMymf1y0hedpN+Sh9d06mLJBybAIe9b4Alv/wrTN+/WlRkxhjyE8diQ3twWO/RYyO4en2ismPZYVX7dAbfQ8Pj8WXb2fKvu7Q53uUXgaf+ZO5XRn7WWyKfsTgJWgT4CCJi8gA0XWEPO3D3pj9ys3VWdu7tymd53zDFPq5NoBmLrytn2jxZK26tV1ecWEnf9Fe0DevwFGQBpYTvtg3EB8sexRc8zQtNwy4EXClOe221tPYG/zYNG2TJqS/AWXNwwmV8U0ifsWLXxyDNuX0B3MuEjC3gs9hL3pR7vaCKX/6XhrZZsLne5bKlZbK82Tc/Nxye/LkoB0d8hFr5Kr2hNFPQjt9ST52mvKjsYB8fDPlwaEd+aQpDw/KAsiXssUFLWLC2dne0LrK2wX0KCqJPjyhLdnZ73AT10HzEuUzfuVPpq0MevhGcbcbgTRPEkUeIHEAvShjvo685AnJExOgU5LOwHiK4Z/82J7AwRXXEVz7eI/8HL2ZPGkT+QlSWuX0nfbryq1MFtvayqSt6zrSuGqOzdjTF72iQ9uPkik41JOeyTGDyEH8nB9Sp8C1Cj6KL+KTV/LjS/Z8PMWiAvRE5vA0KMa/xhAo+rTFlkp3XHyba2KgU5nSy1xoG/QYQGdCeFd56ZJy682f6lg/IBk8YnCic+hSBsRf7pY/B3fqxxC6/75yIHIkIDNx6ObhEfTgxjB+wNyYdtZGaUL6d7R7rvkD4KRestTgAcIwF08hChDHIIRctI14GL0TdZs4VBQiQBsITmgGhycccHAGztnZaV/0a0ILL4D26WQAvPAGP3i5MASPMmICbQngj/KPefiZj/DZLHPLZmVzo23s7WlDqYvz9XUE8es0fEAM8IcehccrPnxpHLkIOSjCJp7smORE178wJTpb29taNDaMA29iFn0OKQi0yVM6BHTkZ88LaiKhTwDqko4+tAmQjq2sX9ebMngiI2niyMGFYvwk7SJbvjPEr1mRz2Zlii9a8CRPXYLtophvCPEEkF9nkp2ZQHnNxI8eanIRKw2CuqDgve3rq4vmj/Kpbl1tdtc3FDbbjmzJN4bUyIuQP5arBfTiQgu8Ljr42Uw2mAwg64DdmIQ0mHIxy6sOlCMXP7vPt43KRld+wognxdCFR6LZehA4/eZAJzalnph89E4evUkTU46dONjhzir58hPxlk47O7o41njY3tmRP/VX2bQh5lW89fX6PhIXHRtaJB7sbrVHe7I/NlY5v45xq428fwlIFqF8R320Llx+YlwzuS+oZdj+Cp42KJKF7zKtiSdPHLH4cCCFTJZTZcTxJ/jje6QJHErg12dn5z449QETf1ok0A8c+pzNCv4ZWqFHXYCy2Az/JA/QjvKxXSA4kSdzCjG0sS9jiHENHehSBk7ahi44CUBoRSZwIm/ZoRYk6pyWfWkD/dDIOEt65AsuIflR/uRpS+B1Q2hCG/sDbCYdiy7AwTJ2hl7ajbSm9FQPTjZthSG5tdlGh/v37nnsw8Wh41s2/eVR4OflL57kAdLBwT6pq82tOM6Bx6ZH41Wb5/Ozg3Z2/KTtbM63X/1LP9v+9t/66+3v/O2/2X7jVz/XfvYTj9rm5Kpd8M2iq4O2cHOkpgfyZY3Ls8O2MnelOUGbJ2JdzcxfnLSJaK/O3yi+UswzPhdtcnva1hcvhXveJnPHmjvO2mc+vtVefrjQXntltf30J7baF375tfY3f+ML7X/zG19sP/WxPX9se6HJrhf77fz0mQzJwYxsLD2w0dnJWd8QYWPZydqXzfSfUjXvkkx/JL4L6aPYNYGyjB019QXMyho+VmsD4A+Uik/axCfwl+qf4h+/HGkSyBPbX6UFcxtzJHMCeo40SUOLQx3GubLiU68pM4/xU9q+SyfROKwun8QfWV84SK2NCLJBC4DeZGlNPqgxq4AMfvLK+4JLXSw+0zg+bMdHTzVfH7WTE/IHmp+faK4/UtmBaJ1oHuL7QZqP1FeHx4/byelT4e2r/X47OnmiufFS/sYcWd+3Ya6EXv0yEL/MyYUV3y8STmPe4EP4HJRQd6H199SB9MHhE8U8WXsgebHlhXTCTuft6ZN92W5F8+6ydOjj0X4wm+PSLykbIf06dagA5b2vgkM6tCijj33IIJtjQ8fymdvb8/bKq/cV882SzK9Fi/EPkOb1Ud+Vvllo+0/5dSXo10FCzQAznoiQdMKoC3kg8xLyjfXRAT8Y0wD5SrMOiY4u2PlW2tYmT0YwrzDHFJ7tK78iyJvsi/hc+SX7K3yO9QDflI36gVJ48MTV8QkfS0eG0r/4KhYOeJEvOgEpS33yyDPikU8dth/7n3TwPV75U1rWsq+99OI97S8lB6c0KodO6GVMRhcg9gNMVwFIOfM/tjg+Pvcvgtk2sgv7DHDgTTvjq9+gyqvu0rJ440/iR33wuQj2IRKBNpSjQZeJGFzi6B1AvHpFGhD+7WXb2V0XT/pFc5LX1aID0N6v15o+dlnQeL9s+8/Yp8muXWdNx8VLgfkInWr9nAH1o2w0IsJH+P4jTyikTQ6qxhCATmiNeYOKuNA9Oz/WHo4nVdgjVFv7qf6uhUpf5nCIts5LrvAJbfJJp//FcRrQ9Yc/+GGrH15hji19aGd/FiSGD+XwAaCH3RJkAAfwRh8DKCNP+8hEWfZIqSNOcF59yeEnNwwe3N/WvC+51I5XZNmbCsH7/bMzfnGXTzCcWydNtm4Pj9CfyYBdQNE8rP0F00B4coONOG0CSUf+6BiZ0WPED1CWEP+P/YCpLwkiX8qIR1x4pQ7bR7fn8BWXbJJR+xlch+HIkzOeEvzH/FZ+Q7vQJR7pUheIfwGj/olTHjkyj1DvPblwGJba4Wju5GY8uH3vIIBV5OFAIzLYx1RGiK8DxMzZaCSNp/JxHeY61dAm+EUD+xdN4tT7hucUp/DQJfoYR3/kr1gvO14nbUhZbBS+sQ3lqZu1RwcF+Piv2xAklZNOGyA0A9SBY/k6PWIg+aTxBq4Feer0Ste7aq2K8hvsCPfoG7+OzJBMP4Qe5ZQRpr9uBqRRKlNO59GQQBocGIFDmnJwk05d0mN7OoGy8GLwRfkoUXyLVzqUNsDIN/ijHMSREeBClTQ0Y5ikCcgT2Yvv7ELUE4Py3D1a5MKZC+bNjXYh3AVdOC+vrLb1rW0/NaPGxq+nQOrQiG/qTH8dC/zlevomEw4fiN7oTw9tbGghFE9kpx7+pJGFAyJkY4KsSbJ+PSyP67FQh/4IsQ0x7WND8gQgelOXAB3sBv9Z+fANmm4b2oEb/Og5Br5lxCFI7A2txKHHoRoLZ/TmwotDkSXNfv4eCe3VNX50VIPBTwNwSq0Jn8cICbwudXZyqos3bWTPtJE/O2vXKrvhVTZicPMdI0Gdxs8mKPwAW9PhyMHFL7Jhn/xCj6ZMVh4fqtAn1I16EYD4UexeOv1kHH8gz8UXMYEFwHdM8Y/19fbCowft3t6enwLa29zyYQ+vQNLbE8m0opWCpyg2JkvthQe77aWH99vLLzxqj+7ttXvbm217fdUHP8uyI09WzMkWfGPr5hzbXPl7B9iUyzHuEtaBXR1KTdbUVnzxUfoz8hLQHxuii4PK0CkHhfQ9mzpftIo3+NiEttRn3AKhGZsRA+CEZ/iQBsAJPfqPQDr4xOAD9C24lNG/ADiRibbEI4/0P3naUQ+MuOETPQDSdZhXTxtFBvhGzjEPfuiTx7dG36Qu7aCFGLQ1XTICNvtpz9xQ/lmHUtVmtsAFXOaFVfNf54eklGEv0lu8uumFnoOzYYOBjqLtO+zCt87KF5RMAOXQBWiLfM4juhYyJCJwt7fkQwbJxEtcujjn16U2V2/aKw/W2xc//xkf2Pxn/+nfav/Ff/Yft7/2xZ9tn/nEo/Zgb9LubS223Q3Z6/JJm79+Kn8+bMsLx21r7aqtLpy0CR+bvt13emv1TGPiUv7+YdtcOxGNzfYLP3e/ffxjq+2Lv/Kx9mt/9TPt13/t59sv/uzL7YWHyxo7mjOuj3RdeqzNmPqT9+w13rhTJm/SOFlp87eLbX//WH7OxScXlmhcNo7+SY9lQNKxbfqLfo9/pawOWJgbauxsbal/NFbxF+4cU8Z86rmsA23dpvcFefABaDOumb+ByILvmj98aafAPMtBemQDoFNjlLFS5WziczBUdJhLa27PIRGHSvW0Y/n/OJ8iHz+HXE8h4fPIid6s0+XT0PGdSgGHURi8xpPmNPnj2SkHPMjGjQJ8XDS0jpNmbHKRt6B5k7UGP+QClCcFuGBDNT/tpDZ50qm+dVX+7fVIlfQWMYdn/k6f6MKPmO+lbK6v+QLIv+qmIc/FWfoxQ4R0AvqPkPIZSMZykQKqIPUczgzKbpJV8oDImocNVlax15UPHOY04YPDz9+X3dnwMw/X3O4bPJKb7+Pxa18Xl9DReqX5GwBnqlMf/qMu1ANTnAH+IrnpX+rSJvQox5/YX9E/a2sTvyrOt4jiN94rSRBu0uFbNYfTHjolB3MQcllXt0PwvoYp8DTKgcbywQEfQy8/B5CDvVbw9N9UPvKRwXUC8sidAE9wA7FRyhhroUEZ9R5PklfOrjF41V7gl820J6rvIdbczcUY8gPh7X4XrdCmvNaVHObWOOaPJ6f2D5jb0En8ZCsCfQ/YD5BLactFofL4fejDL3ITE7ImYbNA8AHajHmAfJWpnatu2vbWmvQVLnJpXrFNukwAeR+oaJ6pAz5ey+PJE9lc5WV/aHff0l/6Y9q+2zr2J9im2FbtLFL3kUBwoZO+vatPQC0lvynKHsJTX96/vyMaHNDrog5baXAjRx3czS7QoRhdwydpgLmVssJhnmTerrHCfMgTcbw2Sj+jCAcytkNvAx/i+AQQ2iOMNgNGXUlDB5wRGGvA2NY27E39bVbZg3lyfY0bn8WbPQdr3KX2MpfnPEHEzUe+yaW1pvNhLQpgX6DGe/VlQmSLPWNLyyGIDZIunNqPp23tHzPeSvjCrfWYcmL0JUYG0lN8hbvXHITgBupwu/ouOKknjaasa/WRc/ZJdX3Ck5TlVxoH6nvGuWmLJ+0TKCOgbfgTw480EFyAOmQmX/yrLOV8LoRPplDPmqr/NHewf2SOhUbZFQDfvLGJ8tAIf8LI1+Ay2Z8/tcmNgF71HNAeHB8YK0aGKX3VUxbeBMAyKz3yp+9zfZB6IDH1gbQDoD3WAamnqeVRWW7mQm+kHztEnpSBk/IAaeqwZ8xrP1TaT+1rzPOdWp6OLR4zWQjuN4XkoQHNkQdAW8LCf/lf/uf+cDXIILmwK0saSOemERBBca4wIA/4AqMzpCyDBbrwgUZwQ3sE8ExTafD53k/opy0hbTMxEFNGeuwwcGifttCNkdIuQBkXsMTTjZIasFBLAnWCNsq6sOZJFj6quaYN9rUmMfB4soeFk80kr4/xuCNPgrCh8lMV6CAq/hPRvfv329berp8iWhAuF0r0GPoiV/Fmgrryky04L+7jIPmYLOuRSjl2H+TwoB1AGqAcfB7ZzEGLZg9vAtDd+gsXGTNA0AE7sOhiAFnDNgWX3io3ppn6SvXUpX8B94vy6Oo7mUqji5LTesuksnpFquq5YBnrlNA/9ScbDU2CvhuqUHVSQ7r6o3DKcwhkjmJyecZHXAuwB3cjyDOJ0JA0PETKcoNDns099oTHVF/SiuFdNq3JhwCA57wuNIh9x10Xam5v3di09ifKFKBl2wrXZf3JHfB9IcPFp9r5VbHLOhD0AYz6mp/dnx4oSRZkgr7lVps60Go+EOIixb8Qh0yUUScdl5THZtytwW7i6IXF3z8Qfy4y0duHfOp/Hxot6yJPm1P60fpIlnltoKhngvIGTbSWpMvm9g5GaR//1Gfa1u5eO7tQH4keGza+i8SGDntjy9njv9lEYNvqD2QAh34pnLI7QDn2Shnp6pvZvEVMHTj2cQF40A4991HnE16RLfhsrj32Oq+0q43DzN8B2tK3bGhCG6AeOoyxcSMBDhB+lNOGOCF8AdqACy2Au8Ceb5Wmncvl/7/3e7/X3nv3HR/YMUYA89C/0A34zh1BnuPxw4WE+oOfCP/Exx621xR4OkIzbjWQDMgBv2s2nrRRe+Rk7FQ/lu3gQ57YPIxXOngsqo1SblcX8NiDsc+4px/wC+Z/+cDVeVuRv2xtrHiD/drHXmyf+sRPtZ/59Gvt06+92j71yVfbJ157sb30wp7qHinebfd2Jo5ffnGvPdxba48ergv3BbV5qX3xlz/bfvmXPt1+5jOvtE9/8oX2mU++1O7vbbTtTT5Wz+HmkWThA/doKNkkC9MQG3CeTgQWl1ba7QLf3Fpof/wnr7cfv3ugOX9dGtSFiyxNA+WVHvo6IZC0/YluGursb54fkUEFmh/kjrLpSfvcL36svfrqRltcvlS/hHbF2J0+ip+m36mrvip/YbyxGUMvblxMfVLj2psa6KnMF5eMU/tgXQCEJhtCYsva+5166yMgDYQ3YwS5kIEAIEcdREpGtWfMwV7TTNFHLrWfyc+cKa/1AY/mSm2cJyt1YJR1pPw0N6KKf8YlMx8+D766BwnU7/g0Nyn43hh65sChDqvZeCGnyHQdS4fSHUPR32zCbtvG5m57+8fP2v/3X39T8zjfVWJfwfDEF+iHGoPoopzoiwYKqy+iIzG0iRGSsYO4vvCmiHqF4E+BOvcp7UVb+Dydyxg+O9lvm1vX7S//lc+2nR104pClxiP+5X6RrBzu+dscy1tt/9ll+/1/921drPFUqXxelHxXG73JIaNYYiPrY3uU/JGNvgiU/vQbZTM81/W26IhGLlcgxzpVFwvn7f6D5faX/sqnNKdysH7o3mQdRXnaIAt+l/bVf9WPgP1LeV+Q0ncaQP4Y9+1ye+tH++3rX/tRW1jalo4c+nLRBo504X9o9hh5R0gdEFsAicd5//m6+GjRsF8pTQ1PvK1MrtoXvviZtrslTXmKkQtBtynb0ga6oRn7V0ZzlfQsK2IfYrW7Jl5ur7/xQXvvMU8TqW5Rvk8dY124pg1N6CuGLuEuQK+GQNFOH6MEMXIVncKpeaRkBpyWXMz17EVubs60v75tv/SLn5SfMkeciobmF/tzfcOsDCSfs2spli7vv3fUXv/+k3Z2udyu2lLjO49Iiz/XTY3qk/CNLrHjgiZ8ZKOe3lapZDKKaDFGZvbNXiG0AMrTBzSrvNKi6THoNe2wffazL7VPfuqBqB9rT4YaogGebaB5VcHzjWLLIF0Zp9AzP+jSl+KBGYjxd+YnbKHNZNvfP2t/9u232rOnPCUv+8iX+VYZh4Bu1CH6Qtt91oHxb3uxz0cONbNNSHQY2yQd/bEn6am9bySvhaUPCagseleH6uePt1de3hYON3lPfFOCX/jlBrD3FOpkbAEr82C+tH2wSe0TiOHF2Ml+vfjTCHnqUDT7TeolhWWlDfKiA+sHDcy310XnxLTF7zL2ar3gOoRrCXoAXVlTat6BHj4oMYpvD/BAxqzB0Lcfdp8CH2uCS51GuJ/knNe6xseJ33jzx+3g+LLdzC+7X3mIQchumZuzpo8P6c/ySj7mSjSBLmUE6Nt2kiNyYV+ANPW09TWb2vvaD99FLnBvr9qK0H/q1Re1bmqfojRrmq9BhO9DHOF6DElW6ADIEPC6opiRl/kGfaa+rTxy1yvC+Jtw0NE+yvwHU6rKT4ty19sVAkXoA13qHQad3U4xslStIPRoo6LqD/o81UW76quwxmnXiTZmiSyzeSRQ9Lp8gtCgrGSlHylTnoEjVP8wjEt0TaA9x6km4P3Li3YuO2gis+NQz/eyIF0PZNS4AJzWn23TywDGlmPV+yfwMQwxgc1bKlEwAQIsqnYg5aNMHAsahOClPXW0iQCUhQdl4EVAcInZpBCqUzPIC++j0jhP2pOHB7KAQ11kAyIrMoELgEegDtlCBwAP4G4lE+lEF92+WNZF85z0XF5b9UEPE3zegeX7DRLITyBBj4BN+PWsFeHztBFPZqyurdWhgLoRmZAbvtAAP/b2z89T1ssDfLgtTw0QYk9iaCWPPs53naJfNpfU1eZqVpf2DFIfQvTABMGFPTr5EEFpnpjKq2c8OZU0kMOR0IcuAUA389FfyvES9MyBlfVRGYORO7Q+EBNPYsZY7OLNMJiSHwhddIBOeMYepXel4xux91Qu4QC5cM1FHjQCsVW1q/YBZKKOdo6Fa32QVXF48W0WfpJ+vT+ts7297T7f3thsG/IRnibiOxJMEBrOWoR44knjSjSR0O8gszDh5xo3POlEmg8WE3hSiAWZxVajRJMrt7XZYEpG0av1k6f6yq7YhTCVcaofsi770MiHQ+jTdSl7Lvh1vFwA+SkyteFCjg0n/hcbpE+wP0D7CjVRU0ec+rQDGNOU56CEsQukv6gLLmUZ3wB10EaXkUdwwKcOIE09fRIfAahHhtgk7QFoMncxPihDxtSnDnqUESIfEJmTB+Az1kODdrEf7YmRAzzyAPMCm47YEojdmMdGmn5SRGamLb7APMZho5/mY37yncfqw7SBZvGrfokc4Uc+to1eAOUVZCvo0E4LP7LFn9AA2t4gmAcbOp6gZJ47bKe6yD09/qBdnj3RunnYttZv2/29pfbqy5vtZz79YvvC5z/dvvjLn25/5Yufbb/xN36l/Qe/+rn21/7yz7W//qu/0H79b/xS+6XPfbz99KdebI8errXd7YW2qouvdsvj7EfyXZ6WOJKNTtWHdZE2PaSSHeqVVzYvspFsw1eDsScfmz/XuOM1UWlpHdkEoEP0RifbAuUF2AYY7RNIHTFtfXgAmC4Jxv9cW1tnjNG3kqvIGsxfdG1X9Qc+B3/6JHWk8Rvy1aZ8mzzfH/IGSWni8huNAeVrztV6xjelRIe6zNWk47PwpQx6o39GLtqYruRIW+IC7FUxirG5Du3gQc8XEV3HGQ8OOupJOuYxeROEXB5daUOADgE/hga0oePXwQXkGUvMi4xdcPAHbMJ4YH5DRP+wgvAhT19xh1Vu0j54/4kuzni6qNYo+JhuKTcF66aLIvuMeIx+MwMOQaDzk/4yQmzM3sJ24uJFsVhY9vmFW7/qwvdQbuXX/NkvbIeawwC/iiUbcZPq+PisPXt2pLrSA1rIjL1HiE2pQw5CcLArdQBlBNu+l6XNtHxUXXXqqUpqHPItwY3NVbWFTu3/2EdhI9qjD8E0RYuy+AkAPvXg8yMjzqvDeP1/aXG1/fDNdyTvmtLc3MP33MwAzYToAUCDEKA+tgiQRgbwiNM24PadRuSHBhcFk9VF7au0ruhCjAuGOkQvfVm7waMN+cQBKOJzXFwijmW3LBozMsPZKQdt19Onf9lvuZ38g36LLJ4TBoh+rlceeUgDlPNnOWiLXOoD8ExL+fQNeXCQ0/sy/Z2fnbat7bW2ub4iGeuJPsq5GEcX5OIgm/bIsTzhaciF9s67jzUXoz/+VP41u7iqvQf4AWS2jRXoE8Z56cUYLtkKn/Y1RxBYqZABCE5oBQdAn1k5fcP37OatG/bl0CtWxYf9q4KVknCVV2vpLB1u0Ud+owaLi/yQivr/VuXSE/9dUhm64i9L84vt6PCi7R/wMfcVlQ2H1F1Gg/HLHpS7vwTUY3Pmm+gTHZMnYLOUh25oUBag3FmxdYxuzKU3F/Jr1hONxbOjdnjw1G8F0A/sdWknsj504TCCm8DseX3jvstCTF9kbCGHGExlKZ+ETglQNEvWWt/rEIL20MFHKMsaVT6qpgLapS04tEk560H2+6RNH//Ep5WGB7IUvbJv2ouUymvsQDd4WQt80CSboRdtUAXf4ruk3MStgyjV61/to0p/9leMAx8Sqzx2og4gpszy93JcijLwWT9cBq0uK2nqbE2lGWvE9MmV1g0Oj/Cz6S+t2e9neus/x9gDqP6x6NPY9GGgHO2Qp+YlagsTHNrWwehsXSEA5j3gBkom1XQ8cMjDg7boCQ42QcnQSDm4kSm87gK4yGZ9BaYlQIxRltQD4BDuyjryCG+k4illKVGyqH85NOVwtUC2JxJ5X6cpRJ6yWckDgJe5Dhj5zdNJCDEqD6A8hBioAGkueIjBSwwxAu1ilFwYpR1A3d2y8KMOIB0c+ANjPXGE/6g2xJEHHjF4aGSTB19PQMKBD/kE2mYgRwYmX+6wSkvfS1/f3vKd1XkuqlcmbfPB/ba5t6uNuDYUTOAaIDyCx0nvwhIHRNx9E746kYtHJhEOBJbV1j/Bfu+eytRGf+k4Dlk4KGFz70MmyULw198lH69NoYNl7RMpdic/2iZ6ZTDGFpTl4AeeKYt9iaEfe4YmdmFjgUzYx0+2aCIlT0BePlJNzIER7UjP7IxMNenjxHysmp+U98LGrCdHJUZXbMC3jrCD+YkWF2beuEBXfPm+AoFNE7E/NCjanjPYSHGBq3T6EhnQF51ia2xCGprRIzxtF+Fw0SxET9jkoYNeBPT3YqIBytM88HJfqU3ZtuwbO1MPTwA6pHgCB305POQVn3vyp235Gel1yUK/317pwofxqE0Dv0qWnzbmQimTp2NsLNV42oEFkDw25RfKsIdP8tlEYC90si7SFfm4sFAd7TWaHPNaBnJT71fQsI1i9GDxi07WRfROjk/a7t6e9WfRyOQz+hIxF7YA6fQLMZB5B1wgfQRQBh42pyy0SSc/4qfvU4cPg585Yhwz4Q9EJoAYfHAJ5EcawaMNIToRQhsc+PsgTWnkpz1AOXQjNzEhukKPQNlIP+NaSZXV6zL8Mh+/uEifAml7V0bAfCplHKdUhs8wnvAZ5j76Ixen4MWHQ4sw6hL6qQuMbcyboD/y1h//lN/xCDp+TppvC2DC+QVszUZYsrUz4WjzO3cmtGONi8N2dqSLg5Mn7frioF2cPlPZgfxvX5ucI9GtcH2pvOovz5865hUycG9veLVJ4+uKJxBl01suFOgz+g97l48wlyCzarz5Q0Y+zM4F/ocfPFbbmT86eIyWvtjfNnb7Al/koL8nLdmJIIBG/K3oYduigUwcnC1PFtrqGoeF/TUbNU2/EMIztg1/6Eam8KGcNP1MzNxHeegA+OsI1M98Cjz0ws/KF6EZ/yTGftADEgOkwY28LmOllY4E25xnGlSPftEBXGhGTmKA+swNoRselIHntOjiW9C2j8nfk16eaA5f1npDEC1owIt2xJnvMk9ZdoWSpWnsrconeAr0SmvJumjUd92Qo+LSmwDcysQ8wYAv+IBJcfCneD1GhhHAJUCDYBrWcWZXDjaxIrWTlQXNz1ttRRdmF+dn8tGyLeO77s4WFF9RU7OTo/N2dsq456ka6nIY3JED8k2etogvIwsxclFOzAUEtEf9AukjpzuO84qpQ1MuLDUttZdfeCg967VE8FjroAV+5WcH1umv8Ipd6ukMxnL12/kZr+vetD/9sze0Hm+pDn1LHsA2FiKB9qEfeiNAN7IEwKeM9rRBrrsA+rQNQil5cX4kn9Lec70OiaxHR4EGul71uQKAB7woh1Zkpow+9StK7mpkmW+nJ+wnNVaxh3DAgwE0CZEneoYe9AH4AZRFZ+Yk8IE6gKw5h7KZLDMfJYiC9wyq0L7mTGNH42+i/lvC1rKn+qJsiAwav1fIUWaSS8pOl+3wgI8bX3qPjtvjRwT/4rDi2Kn4FZBPoDxxwtgm9QT0H3Uf6ypUeXTmj/G2ubXS9u5tyTDqH+miZlBwX0IvYdoOQuX91h1/ZV2uUv5KTx+gKeawb25uuT17qn69WmkXl/J/+TIX07QHogsQHYiLV0HKg4s86S/qmBsjX9oFDwi9BOXUh6JFLHTWNb5DONE8u7E+aUfHh/JL+ok5nr0uvqOgRGQNb8d9bZgenCqNf8A/h+RAxn9C9ED+1AHE1b58JeOngngNugDBC9g2Pa2KKR+XdzqRHSCNb1FvW7lZ6UreY1t1AHKJgtPBZazu7W0rL97dH3KoBEAXeh7HqgfQKTJDhxD5wps/8NzeVEuujPfgEooHOqqeMnDV04y/rJ2h77Grccx+h8CDFHBwLBzAcZdD/zlYJofZmBjbkAfcZtYDznN4AtjXjF+yR/dAta0YvDEPHvFM32rPHEcfjUAdAZuDE/uFRgCc5wHM2n/M/LpkZgyMvmhQ5AN1kaGIw2beElnV2Gdyn+rAvx4D8M0YGQG/iT3qYL1srfFaLSPATEEOSdiAYoDqHC6IIQ4um0jAjqt2xLTDYFxgA2M5m6nwIp945BmhUp8TTNqO5XFe2roTevvkoyjAxqEMogtrOSxx5IpsCeFBe3CutMHjETbaacZp/PTptTbCHABd0HlcPLCxU/zgxRfb7oMHbV0X9cuL2hCKNiG0ocHg8Aaqd9bOzo4Pi7hr6cfpZWPsF6ejDYE88gDIyC9xESM/tjiXowLgRrfYATyAMtwO8MZWMrlPlJe2Lo9N0wZ6nEJz4MH+34cEbC66TtXXEx9sgAvAk3J040PWfiqmf6uIQxAODqBjvuLlk1xNLjyZ4telRJ+0D8WEu6p2mxwU+cCm2hG4MHJfkaudgDYJXFyWP0CLO93Iwslq7BW74L/UcQiFfPhs6kf/ogx+TICYTyMBx36uT2gDHjTRicWPGtJFs+iSJmAreEYGgkT2FAFeDp+4QN/a3GgPHzxsW+sb8sdLHw65J+XXTD/8ghNnZMR8yHte/jUv2TlMmsPX2cwLn6ABpTb0t3RT2vaSHekPFmbuliMztsOuxD5EVFpo6hP0UDn81BeWcal0KD3n2+bGpnw6B3sT+yZzCTaN/vhd+cvM12Jv8IDY132MfIoJ1CfPBG1fFoBLmvK0A5eQfoLHWJ809DKhZ2NLHXFdfBftyE8AkDGygEs5/EI3IRtM4vR3ymkHDfKUkw9/aJEGgkdMObxoTzvSvOrKo+HM19j75OTUfgodABzaRiZC5Fay8izXLmOuZIwstrX1VT9RRHv8MxC58AfSBHCiC3nSyApEjuhEIG1dug1pD4QWQD0fVOdAFN9XT8lH5QN+tFjlyMQY0JTJL32saLPJz9b7Z+yZtKQLm1BdTSgte2vjubSM7vhR+QV+mg/aIiZjnY/anp0cmy9jAx5chcAPe3FYJbEN/Hojv2p2caH+0JhhHDGvoT8Q3QFkfg5UVWLCBx7llwRwbXelp7SE4qdadAElEdvO7pp4wqv6yAQ70C72xlcAfAyIT4aHQU0Zl5Tj9/CkjpC+jPzUUw5taPoCU9apx73x8VqL4tPEY/tRJsoydgmGW8o0lqQvrzTa/P1iQCaebaJEB9loBw9okQ8fYuooSzkB2WGVi2Xm6HpdTPLLF5jueTLsot+VQ3YgbclDlzWNNLRVqboaf55ldfF9oovvw4Mz8/ITAmIGLjQCkQl6oU886gEw/tA3uAEw8CHP1w5FHzyC23icaqwtsj7PtS3/Il79+hyUOeDL63UAbYoGdltob/7gLdFfaednjNmyCThIgSzYwHxUQLABFRihkY+1hAbkRx1HPaFhuqKZQ+noapthIxVzQPrCS9yIUOf1C0NsD634WeiSx1+B8CGGD9KwIUaoWxGem5+oz9kbaZ/Fj1Rgc/Z6BPClU2QG4gfhO/YLaUJkSVnxLRkia9pVfeFUG8nJzSHNYTs7/Ootcx9zJ+MTurauaFSfj3IwvmZ6Fr+6QcePwvB0CfusSbu8YLyjM3ylonTGh6EBvWpXdqMs9EvW8sfUpYyQ8UjI0xqE2AIc8JEbmjzldO5fMNP8xHortM0N7S+WJM81B4HFgzpshH8U76JL/11fS19/sJoLJfmLqsPXuMavPgEiMzDKEx0AcO/KPKPF3FF1QHAT7FeMhQ4e/ypbXVluK6vMxcPhnvqmfgUWv2J+hBckpBdrkBpC368acXEo/Fv5gqasdsEPF6jnLoUnEu3oROP0dr0dH8+1w2PRn9M8LFocQEMbwtGbGL3oA2J4xJeA6AxQp5xlISYwbY4A7mgTgLxtJmAsCUt54VEg/IcP7vlwcIk+FUH972sN33zofZ31kSdmCFAb5QVYv7hRzJNa2FYYqpvNrdg6Yy79jD1Ths+ahvgByB3/pJ4QIH3XRuAB1FEWvcOfPOngE0OfNAHTBsA3X6Vd12NocCDo9pZde2zN43yrjMUs/MKfNDqxNpCPTMRA8MY6UXca2VgjU06etOUhCNwOW/a1jW/GlR3KXq73+lr48OOajD722FBAD/AA2hCM1+0ZfZSa0qRd0sg1LRdwfQK4XbdJyYEerur0KgYvPJOHd/L0C/XBCx/isf2IE5mwA2noUZdA1ZX2o8TsRyWpaeKDU3rdhj4fEK+0DVBfOglHczbjx2+QiBd08G3qIqPbKB/6I73n9Oh8CaJfSkawLCxRKvFIkDLaEAK0C27KYxTy2XySDnMgdGkfPGQC8v4cF9PQJk084tCOi1XykQ8Aj3TxKj5skoDgEIM3pkMXwNnpBn7SzydrcrxFXRTzRNAKF+2iydNE/NLZ8vpau//SC2373p5fx4Eef5wCe9IRJfNVm7yGw4X0lTaitpMcHl0AyjNZEWOX87Oz9uH7H7TDfe6CX7TT4zooQq9sjsgTj/0FkC4oh4IuTs+mjTZC9KOc6J9AuXVw/ezAiLqyadFiAgHoAw4+eHqIwOELbUhTl3boQ5o6An2bR6U5+XeQnUM/8mKT9VUOc3g1a9UHSPVT8LOJjzQycxBlPr1tDqkI5InHJ7VIU567XdABEkMbuljR8oj2qEeeGEo5ZVVeej0XhAtf6nO4RjkLvph7o+/HBZkAzY8nfubbSy+84BNi+oVvCy3zdA+yKkx0Mc8TWTUvMvbkB6LH4siiQagP3WlsU68JiY0K9fCmg3mdUr0q/pWPvAZPsngPFyKyUd+sxFbEADEXzPgL4PGCbVSOntS7f2QjLgqJ4REapGNXIP6bucVtZNOMkxyyUZexQBv6FAhtgDr+AukjwHUK0I1MAG3hEZnBATxmBJnrqAc37UOPOmiNIXNixmhkiE7BoS6ygB+elNGGstAENxtmxiMX7BfMK10eILIB0MKWgGmrf5kbSzYOnbVR10arnqIo+5V81R+0IU+sf8VfckCXcvIA9ALBwU6RGz3IB5+Y1yY5JOYAkzHgA0ttcGUZ8wLgg3wsqr5448mf/sQJByb1iybUozM2wxfxceYW0rLTkvrIOOCrHTGBcaM8dqhf2hRtjyHWEjG/1X/CgTZ35i74Vo3mrIODQ9mU9uVnXVRD9JvBLM/86r6FPuXdngmxlXkKB1xk5omx7S0OY1kfakMALXCwO23SPj4TAIc6t+k0SbOhsG17HXEOTcs3SivK6bfQqQNUaJV/UpdNTdXVviA0CchDvfVRQ+pG2tiI7/qxuaxNavGzLQSRk5iy6AFQ7u+4KS6oeYEAEFsmXYQRfEGgfs3FXNGutY0QexKgmfZAjYviGfvTlu/KnZ2et/fe/cDtq1/l/+q3QOHOZEvI2ALgCS/HsgF2m+lVgN9My9SOC2jaU0Rs+3TZOCR98vSD9uiF+il1xo2FE0AjdxCRFbnhxwHmsydH4sJ6XXutALxnMPgrOei5tMoB1oLoHJmN18NIGxx0t62dxgbIxZ3W27a7tyl7soGuPVQGHfgjPQL+RRx/A8iDw5O4NEZOvjF2fEyeG0xrqhOuv1M06lmyqbHbA/FHIPSBkV8gst0FykreWR1ojO/bdtl2d7ekL7RYD8v309dAYvSnLvpl3AHg0LflR9XP77//uJ2e8SSd5jus0PnTJLLSjgDNpIvWrC/dT38BUB8bgZ8ygLz7R3nPA8lrHt/Y0F6YXzZTuj5KXxe8NR+kDwk1P3A++/gJT4/KL7yEyOcJ8OuyZ788yhFbjXImPeKRTsj1BDjxudQFRMX2hD5zIryZA3iSbzKRzNz0wN76Vze0JZvG2c2VxsEt+7w12YKbq6tC4eCLNXNF85b2Gze0nyiWzea4MS0c2WZxZUP6rrUnB5ftu6//uO0fHGl6EwP5TI1v9VPXD0Be0sgIjLZIHiB/V8/oerd96sY+p3/dx+4vlekP3XmV/OGD7ba+Bu1ab1XttQcJoHF1VU/KEpgHaoyUPyITMTdVScffEY2YACDDmCZ4bu9l0Ag9xhWQ/k9d6ot+4aScMmIgaWLw64Cm2kRGIHKAhyzxFUL4hh/7tLQBTFv1Kzwxzh5Oexb4cOACRvjrn9uO7QJVX3l0nUKhVhuF2CGxrwt7W8qI8V3Mxv6TQ2h05NoZvWgz4oYntK2vfCLyRXdwvF64tGShXyhPvekohAf0q/8qroYV4fuBtCee2rfLZnm67SILREae4fVRQP0YB8Z2+AL7UPsEs5PVeB4f3Kkc3T6EyEuZ2wmXwM1c/MCfZQFHtCFpGw4BW419YlrmU7xcrrbgAP4mEUzZmIBIx5KvR1IxNhskGpYBaVhKlvOSz4YvdxezMYyChGym0jaQjoEGEENQToBWhIV+6gBi8jyJQwyEZy2CM6MApGkzypWLJYDy1ANcfHCCz4XKrTYLLpfRb7lbrQtRBgN7iKXllbazs9e29+61R6+83O4/etiWdLHMt4l4JI5H8NRYnSWnleiLuuiZaDNyeaHOktP7jqn4RT4u/Olknp7hmzT+GDEOgUyqBw9b8NoKab4TE1sQrC8LkvC5qPdHiSV4nTqXc6CHH/tDH/Wt/meV8ndrGOlak5t/5p2LJm3E8AtsyjeVVlZWfcq/qngyIa7XszgQAo+LdC6uc9jFBQ0XaMTYsMrKz5CfRXOywuENF+7S1YsZfhnnLcflI+DQhu7q+rrSq37SYUMXS9vaQK0rJs13BeDP4dCaZFzRxpafducn9vlZe+zlu64sNtLfH+lVgsf1GCi+K09fyYySRrbF55Wh+zGq5OEnwn2Bx65EMb8uRr9x14OLDWloHAnuiRwd0MUHhIopj6/ZHsatDR524iLVh1ha+DZWJ/7lhw2e6lB9/fIb3wfShgJbIY99RDKoY/lAIifJ9DeyiZr15LCJKQmIr1COHayf0mopmZjwocskUhMJkBiZsRUHUfIq86UGe+CnjKnNjQ1R0riXLZbVT0iGgvngb/hnTEObOSJ+DA+Cx4N0owz/Uyvj4seEjAdwI198nDIAHIOqgwsv5AQvPOmH1AGZG9IeurRHnsgNPnnqiEPrrkyUpRwgJg+d0Eg9ekIPCD2X6YKWOaMuaGUDTT7gGbfThc7R8XHb39+3rwFX8m/69VZ9xp1EMZzyI0BP0ooE/oGZhHdxo3HD2Na8LBno59o4MS7p/z6/ysTQil7oEj0I5EddgPAmTz0XoWxuoICe0ZlQ9LR5luw80cPYwd8ol/upjXipHX58e6P+Eo6f/uHOtWJ/sM/02HzKL5TmQpk2/hEC2vB0CsRUL2kgJDocdpU+pQc80EnVwjVN9YffA1d8fHjsO9wceDNJoCN6eFMON8iTN5vSzxcvlIlo9HU5tHuc/vUdIZYPyYhf8nTBxvqK5ojFdsn3mubwi2qDHwPIHjlCm7KyaR1GwJt6yvLBevcdfe2LmlrPKUt6BOjQZ2ouerz+zKES3xtivM98IzpGFnhHHuIRLJcMFv15qgG+4AKU0SZ+BQ/qwovXZ5aXV32BzysWdQGpnpUvSCWVabwSd5nSvviJj7gT8Et+OICPWbv/rvWf2iHLOResFGosEOhLEcPJHeErZ8cX7fgYW/AdQ9lVdFjpVe0ARIZA0pZFfsiTx3n9jEA9dQQAP4aayKiOMuGoDkvJ6sb36xtqzVhlDdjb3mjb22vGZX1Z0H4EWzLGaQtwwcrTdIwu7lmcSg9sRjU+zRNWtpkwzBwQf9qxlpgv8qgKHHRAM+si35rqTZpIxKN7Yi5skMsfRcXO+gdtkisr821zayKW9b0ofI6nKqZtJSj9ii/FVtCK78AfyKED8yrfHkK2Dx/vt6OTm3bBHVnNsxya+8JLuLak6NFupAOEd3RLHkg6/h6cUTbSfHzdh5XgaKwrYf04sN7a4kadOkNzFuOTObPmNcZvjbHQzVgAMtYAfJ9+gS1PzN3KJ49Or9r+4Yn6RrLR3/J59ONQA7mQAd9BJt/xF10CeULhSCzZq+bk4gvP6Ai96asl3QYBfML9QoamSoC5OH/d1jeWVa99tsYca8CE+Vb4V9ccGiAUMpftGOPHx6ft9ES+qrHO6ywc7mEH1xcH88ImQGyWWmJwY0cgeowyVzv4A9TRjzMcxkHZuZ5cIczPa5+o8cePqKxMdHGvuZtf5oMrF9M8ecjhMt90WVzie0XL8j1+qRHZlqXPWltc3lHdblte2dXe94Hy21rn92TbXfn/pgTb1XjdaGcXq+31N562dz44bCuru5Z1TvR9JqyAjlOQL/mmTAd0i8x0aKlZdhltgI9RRn+mzWgrXwizbnfbmCZr54JoeCFk3ceX+EEPnvyvecj4ql/kWkDMoc+eXBn3T70aWj4OLnOD2BvcVjKxm6h9AutQze1AZHSfg2cdau+XEJ0C4CZPmvZOiwvXb85hX9VBD2GgUd/jKd7E+CJ07O9qF7rlo+z7Nd/28mpTvHL9yNgFD33cZ7IDnx3Z2d6Uruor9aF/vRm6xgMYB/3aQGU32qvQ/5RDln53Vyhmb5U3B7o5Ddi85Kx129Blw1/n5Vd+9ZF9mnidXV60C9uZOQK/kD2VZG7DWOADtAcfPUMXvtzcDD/a0z/Vl+ULjO3C1P9K+/MZKo+9vM8aaPYegmHFgtiYhzjSDvz4BzH12MXX3ogCbQXKQ4OQNGAcJQl5vRpRaUNAzgD8wE9beAKUA+YlX/HrxZrjpjz0F974i9+eUT8I3Xt+YvyEJ4vK/9UH0LLckkFFftKOjmfN5A8Z4dV1gy5lXDPMc/rHY40MQjqVjxWySCDAOKAskNLZRNoYvY5NE+U1aKvDaEvdCGmPIKQjEEYhTfsYKACNtCEG0g58eLHIR5507kgzAK3IDlBP28hJHJ3pCgBDk+RAxRsD5FnShb42V88ODtqJFqUF0VieTNreg3ttQwP21ddeaw8ePcS4/gAoMRur3BElzUkdH7tEBg57OHCCN/rYluCIF/LzjR/SHJAgG7rFFtwxLUnLyaI3HQ4tBhdtPEl0eznPxCoZoAstykgbn42YcPn4J2UiZpq2itLgcwDDEzibmxttb3fXMuaJHOQggEc+B0Y5PKKcAI/IRIBX5KAc+Zj0KSPPRpIBy4UY38ThdZgNZFipX/HalQx87HmNX/Uav2XU5Uhfc2FXMsB7NtA55KlFDf0Va2DyOCB8wfBEhWyS1Y9Pq4xNE5jYhzx1/n4QNlYJr89FH+sKr65jfD19jk6kU+bDLem3vrZumg/vP/CE6KcrJCeHhxwOsVlEp+lreqJjfmozpQffDvBOSB682Dl5gvPiRXosR15iA7qqjicq6oKynoZTsXF45Yw07bnbQwxdAFmBOoCYyYFtbEPlsS1AO9tZMfwjD2X4WyD4gamcHainLP4/BsD9pHoCMgDhmzFGHXjkS+dZfwK0I1BPHe2RmbLoDlBH+5FP5AOoT3s2GrRlrqAe29EOukDoHh8fV1p1kYk5x7RVlsWAttDxBZD+6mAQb0Z2+Gl+ZG+muaI2fKJZ7uu2+t90kJ/YfLqs0TMhAD9sAg64ALiWIfNMl4uA/ODVXdbalAKMySnQHv/RP8tv2QpKf403/U9bxkvxEh9ksEIlQ9oSR7axDLlJl+ySz5uHW7/+e3EuH5cM/uhrlzFtwYdn2X4mC3YGwAmMvAPka7xpce99wXvrfHjYB7+lgulCCznHEJqj7bFl+MbO6cfUA7RjDiUGJz4MnbSnnDRypY+oB6AdPGgAhdvnSJRi46KICyo/ySU/pIyLKQ7MfQAgXH7GmYNRDii5eBc3zbFaY880fpS/UZ0/7sqlvNpoOhIuvLUWyW7Lkp0NFS39v+pwaf/UvvjBizm4Nk8aV9LFtp7TmqoLm5sF+Tq/8qeLFz4Ky6bbF13aM0ETjXkV/XYOGnxf47o9e3qii7QNyS+NCH2eA2KPjwRVoTM4Y0jfENI+9qWu2lQZ+RKwQJaUH3LYdusbDujM97SA9DfgjScX42rKU9MnJ+ft8PDMtqa/UIFXud0nnfdd6KI9B1N/11/mTOdFo/ygYOoznnOYn2qscCFCC360ZXNrVTLQpvwZPG+Wuzzk7aPgd93CLzHt6Ddi9mboy7jef3astNoozes73rfJf4DIytoKhHeAPDjhcRciH3hA+jHrGc1CA/CBm4JGmZ8k4lUzeFMfGmFPWXhnTCaf+hqXjCHxVX/Sl4fHJxpXzC2Mc5V3XYmRr161UzvIiBaSEVhTyEd2wHElnR4D8rq+1wVIl6zuANHm5smZ9j7LbWt7w2MUdPuCaOAH3ByLPsjBRRDr09MnB8qzt6wbJP51XkHWSHilv2JnbEWaPiaPzsTgjnKWjNUvrlec+pQzX2AdeLh9YgXeMDC+Lvpefvmh8Lj440KVMcnNIW5e8vTkWvvgveP2ox88a2++8bi9+f1n7VvffL9940/ebX/01bfaV7/yw/bHX3mr/eEfvNW+/O9+1L765R+3P/rDd9uX/+1b7d996c32pf/le+1f/89fb/+P3/7X7cnTK60RG1536Ef4SeoyaIfM6QTskFDjpvoF+ZCdcutAzdAm/kYaSF8lbegsfWigTI0h9hg8gc4Yo7+q//36TQ+sCeCxDtAEExNXvvqMOEEFLiPACzko52ZDZAIoIw+/EdDPvigwPUHaZV0LgJuy8CRQzn6Y+Z68Cowzbd9tQR17d89xXht+EmJ3pyUPefbbvgYRHeYnrl38686qN7+7pFTvdr195AxQRhv4eEyRH4A8/pCxAUxlUl1vLl+mzzR++SEHFRD4oSbK2G8bqrnLoEEoX6uqqQ7kewyQJjfqIO5TegB1KU//jlCyzmxBCCT9vF4KPR384FmeQT5g2qbj38UhnXoAHPilLLjExafyqSP4HAK8HriBKAzj8v8ST4SKJj7MuOTQbWzntrQQsvmqX1IGmFclnJev1SaQAcQkCy5lHD4AJjKEGHDGqAjhWBGAMuIStCZdLmhQGjwEJw1eLhLByQCK4YgzgZGOI2XCD53ggpcFC1zKoBn80AqAkycCqINO2gG+EOg0sBp3M2QFHwot6iKYqe7o7Kwd6iLBr52trbYdXcjv3Ntrr33i4+3ho0dtg6dreC1K9fy6GR8oXpS9mZqw+bOnz7TJPfdmDbn5A6YX+gr0D4ceyInOyEoAhzZ8fBI92HiNMF68Re/YnIBe6SPKAfT1I689Ng+V56JKyK6DP5Og4y4jTxLxDSIONiIj8o5PFnG4RDr1tLXeA38gusqLLGeVK9dlBptDErTiZB5aTMgMhNBkY0PMYRDkSfspCNqpje/oqw0TLtSJwfGTW/AT8Zyw16tks805+HxAnLt9yIRdWMu4cARPgnTepWfZs9rG3uSpiz3AwVbYPLHvpEjmvd09f8Sap7bYNHIBg4A8bQY7viHDBSN38Lk7TB9AN3YPj/Q9oezSdVaeGBuSBpCPgFwJ9hcF+sb9gx27Pn6qQmm+U3R6cjrtt1xQQJs5Br8kUEc7YvoF/MiDrLTx2BuAMgK8Uwc+MNYlD0xxlU0b9EBOxg2AnuDZtzo95EoMLexIHfbBnrEPfUW7Edd2Ugx+eEYOymJX6BCjL0A57QiRjXp4UgaNpOFBHWWRnfjo6Kj4qG7UF76EtK32KuuLBBsqLEb/rq5xqLvcF/iiC74y074xre7nI81RB/i7XYfIAI2UowMBoDxp2kIrbcCHJjDlr2zxm200wAsNLpKh6ScRpF340rZodzQl0jdA2pNnk0o+ukgzX2TlQoVNGr9ixXeN/C0PW3FGg5hQNnleB1MTS4IGe8WCyFH8K+3DaslyeXkmXvULVYx5gNeWmYeQCxnxkchMYD2P/JEn9koaX4xsAOVA+AOUQYOxANAueKRtH+tZ/oDfkI4epMvuRbP2Gfg1TyFzcYvPl19iKyZ6ftZ+dU1ziMqhF36hBUANfir0XTXmTT9FxrBXvn5FxxnN2xwq1YEUZfX9ipt2dn4qPCV9R18ltNdM7xizMLdrzuBReq+F6KcxysE99HlyTRbShn2i/1fb8eFtOzpGxn6gIqJG6UB/jDoAsRN/see0rIfn8GQLiWff8U93i8HdTZ+hZ1kn5uev2ubGqtc1xgM2JSCP94CFWuNmfskfAv7gg6fW3XoowMdp4Zk/0GUDkM39JJxRboB05rAE40puAmOCAwrWcmTyuFC7+tWt63Z8fCD/0xyyxNiTz7Av0zwEr5J5tpYAzKPJUx+Ir8KbevY7bKEOD88l3zrd6z7gUH6mYtkWeWhH2n7X6+KbY7+BQzxC2sGXwHpIGQDP6V7DefWt5jGenuIXDelMdAx9AH8HPzJh39QFj+Bf4xNVDmG4Ccjh0IdPDtqp5o/89DsXn1zs2T4iwU1OaBOA6EOMH9Bf+Vg5/UYdcox8yUMPGrT7qHrfhLBDae3TvLA8mW+7u5sql8QEZCEj+T3+BKELsH4dHZ9rfGr+0IVSverCOH9+bkcnZCb2gZjkRq7IF7zIln4Z89ZdNPGn5AklXwH1AG2Yz6q/db0xd9U2tviRG2Rj/ul7LL9WPWn7Ty7b//g7v9f+8W//bvtn/+yP2t//+19q/+gf/kH7nd/5WvsX//wb7Z/89lfaP/pHf9j+wf/9S+0f/A+/1/5v//3vtt9S/Nv/8A/bP/3HX22//Vu/1770b76juXWtLbRNjSOteVL2llexpa96z3IByHylse9x03UnkI9dASxAeXCQd4zThhiaxGN78GwjyiQLeep5+mRtjafkVlWmuV228b5euEBoEEMTyEFEyQxfaLHnY32oJ7PTDirh7VyXi8CTPgT7LXthBe4xVCxZVc5T2KaD7AqhC5CHNvMGQLrys3EYwA9pGxz7hmQhjf2J0S/t0pay2LLi2X4qvgc/r/esTypjHQfgkf0GIU+2XPSnYD3HYhPpyVN+1DH+oQFE1siEnPACQpMeiYz6z/sP9oTIyJzGvounjZCldBA/9k3w6nNH+IZm1obwSZw0ckDPPDuknrLgAbYrfx03cdlmHAkzPUIHyA3V4BNDEyCP7AT0IFgn4ScELEenjX2piy1j37QJHiFyAOClDUC9f01P5X4VF9nkA1zHulvll1ybQIN+AI8AmI/+wte0RDt89d80PQ8CH8FUv6ijWByprw/LGlmQDgbcqDMiHYeifiwnnZj2dCw4CEKgLEIFUCYheeq9uZPW9aoKHVUXgdAO39AhD+20JU7HphygjsCAogz5ilfvKONrUDB59LYslgC/ksAvmG3u7bQPnnzY3n7vvfbO+x+0x8+e+RfLJmur7dXXfqp98a/+5fa5X/58e/Gll9qLr77icmitb657gHLaymIIbV6Zy0Y/utDBsW9sRT46ECOrUo4jPzgEdEv7tI2twKOPCemT8M3EQhkbMIBDiTqYqEHKBIDcBHAjCxcPDx48aHt7ez6o4Nfb4MHhER+y5rCLwyQOi8Clru7wSie1Z0hzMIMt2Hz7cUKYIpsmGDYLDABk9AWuZGJSZzJnUtcspTr8tQ4wGL75OWTS3gBdo1Ppio4+JJJdCH5lTIHFrJ6oqjvQPKWzsqS+1QXhstJ8xJlHZf30j2hxgaDmDlxh5MO20GPRI/gpIMXwhEdsnv7AlvFD97FiNoNcHFJX32JS/8NLddgKf+F1Qg1et4PmIt8oWl5oK6vLfo2Pi6AlldEf+FTsjr7wSd8R5+BolM026rjxJ2xfT54gZtmbx0nxCw4XuNvHnTPGD34OQIt20IA/PFOufy5Hf/gUbo272Ct1lINLORDZE7JIhj5gGuIdf4dGyVoHPOFHe4CysT11+VlsynMoCz5yRR7oUEYM0C4B3uCN/Zxvp4QWtCMfemR8wZsycNKe9MgjvI+Oj0wPEZhvuNjyHIY+qgcnbTjUKCq0rZhXOP0NK40XhlQ22mziOTiHtx//voVWHzeSGd0ixxhHTiD6oCflpAmUk4d2bB8aI4Re2mbzDYTu2A65/DQg+mksX/qDrwzSmX/MaNV6YtupPH1UF4/1tKxQaxPk8S576I+Lk4ODY43tFbUvusw9FddTE6ThY8IdyEub6R/znggbN/W0jy7QVEk97dKu26ouGnmFwY9nqx/Qtea5yJBXwerwmXpo2ibuw7Il6fRLbDDSAMAjpA6daBNfBBgT4AC0I81cAz/oUjYGAB/3wcQtuiIbF7dcmNdFu1TWGqQ+uZA9Nc8sTRbb+aXGwqL4aI6t75RIdvpX3epNndKX8lk2w1esA/pjg0ydH4tXU+r50C1rOa8VcTeOp4SvbjSu5SPC1HiBtnRTnedXnvY9v9AawEUXG0LZS2na1Ws80vNWY3xuTfgr7WhfF62H8JQ+0JfK6QMAfwKwIRB7J86YGMsA4rEcaqxXrBOsFx3N9QRsD18upi4vT9oLj+75o7n+4Gn3g+BAj0099OF/o6smniLScixakld94++bdHC/ckDTYZQRWgH7bm83jo2AdfWfWFCsgC7Qx6dZo4nB42mae/c2tK5B49qvkduuEBr4wo92GQPURQZiz9kK5beulu48SXSmOp600lyHXJpjeD0EiMzwwHbQmek18+2Ug5c0IfUAecslQH4AfMYzetr+8lNZWONorm1trLTDg2dqz35gRhd6+PVo0/ChHrDdbIPCZ8wReIuAD3VPVjflo6nTONS67afN1d5jSgEf9hNV8ISoYh/GKklfqXHNYQJkIQDQdP8KH5sFIiOh8GscsM/mxwW2t9f9641z87QFv2haJvVHxVWG/SDNR7jVs0KWv8svYt/yo7IPeyZ8TNbzuEGH9CX1xCN+8kknD0/mwdAH3GdqFzzaEOAG/sXluXRabBub2v80Xg2SH/W3CHiK6Opisf3el76ueWO+nRxvtpOjHbV8qS0svSQ/3Wlnp5uyxwui9Uhz+qO2sfFK29p+VeFjbXNL8c7H2t69n2prGw+0R12T78uPxZ5+5inMsttMXiDzUPQDMi9QZjsoxB7IGhjtQn38mLLwIA1QR0lw2WOcn59ov8FNTeZF9kCyl9Y27+0lCp+ikAQ+SGN+p+PYX/pgzQdEs4cCwn96HcDeQLw5CGKuJjDvcxBEsDySMXuYyAvEDsSE1DGXANGPGL8khj92S5oATvGZjW/qva/vONTDo2jNfEzWVVxro/dbyrMmRpbMu95XMsf18WpaNUKFVDpAlzcQTFV589e6x+j19QWDRzjZT4FPPycAtu0gH7aPDcTF8uQm/dOnz2AMSddxA7nkkM6e05BBNhFCpUt2IHaDbvgRR++xD8BNeorfaU3L8CDrVLSB0ALoM3RxW7WjbsozviGdJKaDn9xRzH4yeMQAuLET6Y+SL/YkTnvAfDrv0KP983YWKDJOLyONTUiDxyuHXGfyyZHay4JTdHlTTAPDwXsuBoKK3K7PZeAx3w9y6eJBk4dcQJ2HUAy4umNEHQ2IySMwBoiSJmbj1wEEQH4sB9KeGEj5uHlODNBpKQudtKecwMJOfqQZGZAx9BKgSRn4iSkfaY9l+q90nV5EQRccOYsCm8O1zQ05zE17//GH7b3H77eDo6N2enHeFjh4Ei6HQp/41Cfbz//iL7RXXn2l3XvwoL+GxkWyLmT7gMSevE7Ea2fISZ6AHNncoxsHLXeBcuqRG/nJW4deD6Ru5pTVJwA8ojMxAaDeNkR7DX76yjXdrtSx2HLxml9b40PMm1tbfvXs0aNH/ml/DoM4MEJGLhi4KOCwwt8LUvBrYRNdSMimTCRMFp4wxMqTTt/4emJTKa8NoJ03kgK0yCvOHMIgH7q4Dz8C0AsZGFTEPqDCvvQJ/EXfh0PIofJVycxrXwQOeoj5zhGvvBGDx2GIf46ffhCPoqcgnTyB9z6BH3H6KTbPeKJdZMfuaAodnnihLb7wgvyHi0TbAH1oiKroL1oa987Cgzw0kcGy9TyhZHj+gLBwql1kDJ0EywdPQcrASUCXBdNVW9Hj5/Dpx9DBj/DxtAdowwaRcmSI7xNolzESHpSnXdL21U4PHsgOpNz+2umM9CmDJzF5cKkHgkMZIf0IxDYjnVEeaAZCIzgAbQH6lbLQJR1ZSMMnMtKm+qj6EZzIHlloU6+vsuGaLURT6PJRlsA8VCiyd0fl4mt5WT68jJ9Cn/UB+bXo5Z1yBXgnwAsZIgu0E4+QfGLrAX3RACgfA/UAdMEZeaSNWvl/ytOGuA7IqCMGrWwHVPy8LJTZtqIbH7LOgpEfcfmDZNIGnF834zADen5iRCJjj0DofxRQM9ZGN0IAeXiaUZxF68ZPC/JNCy782eChJ4A88YkAacZWbIJc4OAjgPVV3Uynmc2JkYc2zCPRIzRGmmkLPmEEyqE/6kYo2eh/PpCMHZALPHSVz/t7OeAiE/2C/7Mhom7S5nURtDTZ0AWA8Pmgqy4Q5/l1UdFbXJrILpJjnotFLpa0r2kTMeHD9lp/b2Q/XZgR+Bjs6oouwOa4scIhKTxES7gLPFWitnwYdl7puYV1XcRu+VsfC4u8DrOueKvNLe1pYthtp1eT9vjgpr317oH4rVgfdDVID3TGXtMyAfZJSD4ALhCbJd0TsploelyqTP9oGfuPdpdS0nNOF5Hbkp2LCmOYFjjFX/O+5m6gxvxte/zhUzWFXh3eIU9kdTB28X2uvAeESlzheTz4O02FqpHV2L2cuQG56qPZc5b90aN76r9zjbk6mEQm1hv0ANgvsEesJ2O6/QiiGX0dqy5rFTzoq4PDE2Eutku+3+G5o+aUu2CZFaDzUQAPxggw8vwooHysC232XryedP/BjvZL8mnGnMrCN7rdhbt8GLvwZx4o36hxfShdnz07bMen5z4I42abafuvy6W47EMrgWPJINtgZ/4sE/EdvgHrIkj/fBRgf+SDu3/ZdZsPk6PrrW/K+bBQPO2jzvc5Gp76x1784PDY3/HhlTPKkAlArowJH2xZ7qrPRbPrFGNTAn0HHjG87upg23R9x36AxmgH2sHDB9TqS36Zb6K5m6dBkYBxxbx2fT3f3nvnoL3x3cft4mxdvr0uu2+J4JqmjRXPP3OLmos0h91qzrqdV6z5iW8V3Wg+I3hu47Dpir6QPfl0CP20wHjXHIae8+U/AHJG35RZ3m6P2C3aoDv5rCfRc6QHkB8D5WU31YPjocUbKye6TtiRTdR+7lI+yE1zrguZHzu+Ammhizfewb6HdW7WZ1mr4cN6Da/IAowykKZN0tClj7NPrr6c1Se22EqPAE3q4iuEUnHGG0i72JU+8XXOQN9t7wB1hNAruxct8OGLHX29oX13aEUu9gWUgUfZdJz2OYRA2zrsfV721ANjGenYzzR7UI3LOEQpe7iJYKChscyNc6fdptKRm0CagCxAyiuUTUibhoCYMC3r5QBlsXnslnbTvhBO/D900m6aJibvIDy3LFpplzwh9sEOKQ/N1JMHJ23vAnXgIVvau6z7PXvClCtRaZHiOhsBKSdAnnaElLkNNFQJjzFQl9j8QGJwBHm2IS4CPGpbr6DUqXwaAsRsNCkHF0h6LIuA5FMX4wEYwc6ucvAY8KThRdo/hYg8qqtvPuBomqi4vdXTBH8/qA8CtXYZMQGT+APUohE+DDgAPoTIW4Aj1EaaUjURvi4G+NCpiHHncHl1rS1OVl3+7tvvtScfPmlHx6daaDVR4ePa/PrDvat8YHTVPw2+uramhW/Bv1bGKzl+Akb0LiWLHVXMcsJruZVHbi4meQInF5UcGFhu/dWALHzAtqTmjl7oXXZ1tvBMQ2mVc/jAhEGewxgZy3jwYwd/eX4mG5fN86oWtOFhv+XpA7XxhZnK1uSsHBDxBNGjhw/bhuy1rYV/jY8wyxYbssu6An3sp1t4SkcycGeQMmjX0yrIj4NLNi18JbHkkm/Czwc7uqhFLxYXam0POk0Z7Iuu9Dn6csJaT/dgD3yMCZaLQ/yFw0b9L12QbbJUr5mtra36cKt8k6eDaKtLDdX50EZ0oSlBnGYykYW6DrUAEei/2N0bE9VzkcfESd5PMqlMFX50kSS/6MY3JAik+Sg0cvCxbcwOwBM/8WGbgvYB9cFyxfQoMR8ipy6BPGOLGJvzlBSHXXnyCV8gbx9BPgWeYAIfw7JZc9CfJyz7BN/YOtYGXRt46bWkCzWcuPoHX627util/Er0OJwTzZTFp8pXZ/EY6EvsGFzsyliFJ2nKsRF1QGjQhthjTTGBiwmANqGbOmj4YqPjj3RSljbEoQOQT5voRRpIWw5YaTvyDE7aUUY9H+uUhM6HV+Yw8hkz46vCsQHl5iGapH2XzeNF86ACQx0f8Xi5kr7qP15t4HUONbcvcucOGiUfE1zJC1BGmnhcE1IPJB27IFugDnJmthvbjnHxFg25jnIqq0DOd0moE33weMLEcsjHAHSE7iWbSGwgerRFN56Wik2tmyzNUyqwc1gSHfkx/ss4kfXs4/TPhS4sKV/UnFwXsrW2pU8js+d2eEhX5JDkmHtWL1zmqpkcAmyliI8ns+mnHXee7+1uaXO92860yeabDkvQsJnkL5IdHeoRfMaBxrLnNw5puaguP2ecAPC3nSSXv6EnXD4+qULX4//gey0Uf9KWv7cLHWxBXWLburfBT4OPntiGpzhYR/3UAr4g/lyYTyZbuojalj5cBK1o3t3VPMSvAe21peUdzYH3pPOedNoRLT7aua155p7sudtWlh9qTntBc8oj2eyR5uYX5McPRfueLqbui6bwFh44XN/syg92Na52JLNsqQuzG5VdX2/Jaqq72RbOdjs7WZdcuxpX27p4U/50s50er7ZnTxfa/v6SLrKX2uMnc+3p49v24Ydz7dmThfa1r/yw/dsvfUdWWZXM2l9psMmjbQfsgf70NYEbSp7re54LcpfbP2cBmwZIO69yAD8uv+s+zbyB/2n2Zy2/vZKvar/ETyXfuy/b6mK1XlsUhvqkDhFKLi5mPQRuNJbP59qHj49EY1X691+kvOXgTvyLtfsUwOsiZ/p/dnjZfV64FLlOONHbT6soP+JBEJ2uuXEpGlodxfPaP+LwQDpwwU172oKfJ3DMT3nfXVdsX0Mv+WLqp/yVr4Nv5rXFdnx01vYPTuX/GtN89NwrrHAZM71PaIvNxk36GICkqQeCB2ROZs67uWV/WXO4mNU8mPlBrPnRkIODp+2llx46f8X3a2gLPfe1cKv11ObVH0UjPP0arAxN2/qhFOFp3T0+Ppd/cgghG8lePqxljzUnGb1zULn+5m2f2XoL2H5czCvr180US4IpTvX1DP9u2wDzIlqgOr9YixtfX5/5FST1uPZ5Z56L60cB1Nfqb7pMGxLRVKx+W1heUf/KVvun7fSsHzSozh9shYeI09fIECAd2UcbAsgZe6YNeV5rTB1AmkNGQq1DNR7wN2LsTXcQFr3AXrYH9zblw/JNspARzc21dc0pt+1HP3rSnu5rTbngkJt5CJ15klX95l9sq7m01roljdX5dq7+5GPXl+rj83PN1UrbpU2ePVX8vPRnnAOkkTPr8KgvehHzAeSsteVXhTfC3TaxD3ISE9zrqnNK/dfwexFemTCyLxVLpjnNjfOMO9kOu6kGmW1Pz2+11vADC7waybxJGfTB4weB8FXWNzV3HeVA4ZTeYu7/kRMZMz8QaFd2Yt9VOKyL+Am2FNHyJ5XDJzxYV+3/6Dt8J815BTh6v6VUvX7FvCW7qZx9FTTAA0YbAiVX5UVC1CmsfY9/8Ebxgl8jph/AUb+qzP2Cv9IG+ipHj5Kd0lka3OQDScMfXQDjdXsgt4kji+qp4rqCOfnsAh/V2Mq+Ss1lUkVLTW4s3XEq9O+2EpnpvAYLtOh+CmH4w1uSeN4VpvPIAT/GEPmUo2/d8JfWsrV9ousAPXi6n9WO/lAnT+1MoM6AroqwHb5CO+tDlenBb2ar+AOAHLQBaBO6xKEFhOdIw7pKHusIgw7GQ1yVeX1n0jQwVpG1/MpPlYm8MNQG+YsuPGlr3TtdfDF7PIJl4yxF5fTD3P/7X/5PtwhDBZMFSCEWwWd1swuWCB98gDoLrz8Wj+DFcMTBAYjBiXChAy784BsatItcQCZk6oJL/U/S7hcKnUZoRz+AOHnqpzzVAdyhgxW/GEU7lpNFpa+5ENOm481v/1l78vaP27LKNldX20//zKfbg90df0hZs7admBFwcXza3n///fbBe+9rc/lUFxaXfhx+xQdH9Roamxr/dPyknjhJR+YbI1z8kUbX6MekubHOT7xr8kRPtaMc63DnGbzoRpqLBWljm6CPxVOa+rJXvYYGLuV8BIs6AoCcCzwFBT4XH9oAe7OvPIcodiulLZ9wj06O7bRnp6f+9tLTZ8/Mh4vjKy1oxCcnZ34iiUOf6MzCjeOGr/tdAxnn50ANIKacHqefb8BVW/qMcr/nqjo/Mq5y6Fpf4RVd1Sr2QFCOMn8MTzELlQ9txI8PZLNBKjthPfSTXynDQQpgWzuVVyhqAUsfYescFBGoA5KnHuDwj372HVCpzEUWT4ZQdqi+f/rsafve977XTk7P64ARybVQOCWa0tLy4bvwBkqvOshIPmB99B/yYB9sYn9XWcoLD5so3ZWc0aoA4L/nEnpdF7CvfuYz7Vf+6l9vC5O1dnzO6yHL6j78S/TVAHmIObCz7gOh1GWspiyQ9pFtBOoA6u2DkjO4Y9688Yc7MXiZS8InNIkJ9Al0Qo88fZi5A6COAIQmbdNurKeM+tQFaAfN8J2CJhU2/eBTD29k4HVExsxv/f2/3/7V//yv2u5uPXkYWwBT3t0mHCTySs6CaOLB/KLMRL69tnjRPvezr7T/1X/w+XZ9diL+4qdNCFKwSCFP+gf6sTFAPPJETvIAZakHoJP0qP9z+rKZYPMz4MqS+m/mE1PHxH/V1DqynVLGh8wuE/60DXhFl7KaFwNVHllpe82mRsBBNbs9NoJ8pJg7u2+/d9Z+6x9+qX34dLktrOzYzy81VwGMy+g06kYwfRH3JodyzTXoB0/j9mB8+oeN4M1Fm78+bZ/8xEr7j//3n2uPHrGoH6hv1Hvo1vH1n+2JX0DPZYIpbXGmHr/Df+DrTaxicInrzuRsw5O+BkKHEF2qTY1X/JAD4oyVsV0gv/CCgee0eSTmlb3DgwtdLL3vixO2OTf+YLU2nn4FrXwEctBmHCwusF4hQ40LH4Tpj8N85n5vgNQfHCbAw33urpDt2MQy0UoMPj6Ozv6WCWsLuoElOS+06fWeQ+1Yu+lX6y0M1qHaj3Aza9nfRXn84b7k4gmjTZWLtwJrCBtSiWkd+FNDp0eIPcc0gXTZ6w5IPgDbYmdiDj05eGPd0whvS2qmy8m2tPys/Z2/+6vts79wT353IEH6XmLaLep72UfeofVtTfuNhfY7//T32zf/eF/9tS3aE+kiPRBDQyHfkkAu5oOxfw3Iq3/IFdmF3uM7Ok39YaYL/c2NoUVdPHK3+/r6WfvYq5P2m7/5+fbCSzft9PyJhm+9coY/sB7Tzv7WaUHD86TsEX+Et4H5Tz4zdzuRvTbbD948a//4n/xBOzrcEA3NqzzhoXFV61bpFrnhARXSoZc08VieOPZRlWxXex3jYyT5Kyzm5SBcfy0yb2ms31w+aX/37/xa+8yntL+6fNaWRcOHFdWq88NexXeE0Jf3GUdJ2UL6KMwtbrVv/+nj9q9+9zvt6HxNDNfbhTrWByvMjaY+kx2/BWzbAWLPKV6PI0vywGgTfIiDEtTE/yhf4QCgXba566ftP/pf/1z73M8/kM77quNbNZgoa4D6GSJqhz8uzK+3Dz+8af/iX3y5vfOeapa35PW6LgBfdDPXRHbShMy9wCh/ZAfGdoHY/i4e4KddBlr8cib9Pqe5+/rqg/ZX/9pr7W/+h5+V3fge6al8VjrPbbYffv+0/bP/8cvt2TP25jvSS/Ov2l5o7rsUf+yMHPCBrnu1jxOA8sgaHOpHWVIeXwZmZSU/6ew7tCi5DJrhzyu41JFPHevYXWCeDX8fqirmjzeFFzWmtJPXPvbd9qt/5ePt1//6J1TzVKvqma6vuLStPTXzsNcn+Wt+fTP6WUb6XrrU3KO1B9+WzRgLEl7tSj/quZmf8Y/jsKZAjz338nJ9Yw9v4jCp5EaHXixgfaleF81eYVyPq7ru4NDBbWvZFGTtpV9qjCxoPrMtRuIaDMmbh/5Jzan9fNgjv5IUChzEcJ2i/fb5XDu+bO3f/uG32ptvH2gcC39xpZ2rLT5DP/uAVH2BHNBivAWg7z7tNi1ZC4zbbZc9QsoIiFMiq09ltwpaj29O2ideutf+8i98um0uKU/9PAcPjFQGevmWeXZbTK/PKGc+VnzFuhr79bpb1VXfKVYZ9kfiOR/0gEdx0eJmNt8PxD8su2yC7sRe86GkvKqKhyB+nzwwlavbKFBz7qwseMTJp/8oJ0D/LqR94pEm6Yyz0KMMAIWXwPCDM107X2keOVuYtK/9+O32npQ8Vt212lJ3LVlp67Wuz0+RyU9+af+LbIwHYnhSZ/7/1f/p//h/iUB0Spwhm70ADCSmG4YI+OCNRomRYxxoVdvnATzKwfXi3vnBH6Bd6AQvZQHaUEaAV2QBB/lSl/aRjRCZ0SEAbmgWfrUlz8+O097jV235GC84V3LCD957t12fXxmHOyGP7t8Xmur4ro46xHfJtMmEzunpiQ9MzqXzieJTLRL8bB180B25OQiJHJTDd7RtDh0S820c2rKACsF47uRBL9MVLfRNmvL0N/nghqf1LTNNy30owqRIXml+1Q0+bJwBDgry1Bkf8t7Y22sruni1fBy4KEYXZODdSZdLfg5juOPK3SKRly4L09fQCNiTOp8il5qSrSZlDhqgif7IzMAvfZTAbjwRoDoeTYdPnpaCD3fg62c4+8ZMdf5ZYJX7mzq9L5AzvoO8PEFkOspzeo4+sGPBR0fola1qE0X72J00AN2SEzHL0NDD1t7QOV9l6IXuxycndVCoNPUENkGkJJb+l/8rVzYrBMoLZHfRgqZ9hbyUJs0Fcw7FYm8WPx8MCbARixzyum3vQ2hAn3KLoXh1Y72tb2+3By+87Hw9JSB/o54WXVfsCMCPsizg8bXobRuLRtKpI4QW8V0bkicNpC5AObzgGRwgc5F9X3CXB/nSdVZGf6YOyOFm8IgDmW8ohz944QGe/bfjU4YsQORCL0/ofmpPNPjOCB9rVF/xWiJ4X/pfvtTee+89zQ8lFwEov5Leoh8b0ynU+htXiK8FfFk+sKKLsldf3muffO1F6aONm6p8NwYdhRtaY7gLY58RwjO6pk10tG7iXZBxQHLGb9pWaKHJAU/FzP8DDeRVRBtzUuyNK0RJawfJGMW3QUDW6hOQZ/SZwz2PK037umvGnTmRmV9pz56eta/88ettZe2R9tQrHpv2deTtdEJr7FvbIvTB6XWxEWXZXKOj7xRecyF83fb25tovfO6VtrmJ3eqX1WoHVHSB8IMONAJFe1ZOAK9eKZnZWJjT9YIy0pTHTgAx/o7tSae/bTfZMXM7h03VT0Wber9ybWCsLOv/ZW0QV9q3v/VW+3t/7//V/uirr7cv/8H32lf/8I321a+83v7oK99vf/JHbyr/evvmn/ywfe2Pf9C+9c132je+8ZbD17/2o/an33mn/fmfvde+993323e+82574/XH7ftvPG3ff/1pe/tHR+3NN544/8M399sbb6ju9SftRz88aD/4wX77sep/8IOD9u7bJ+2dd061rp+39949b++/f94O9lt7/MGVLuBu2+HBXHuq+PGH1yqfa/sHPFF02558eKX1fVlrIa+m8TqI1o3FVdmEPu6HW7Lp1O52w1m/BFJPnFD27I4pcPseVIEJHVgLoIjf+BtkyrOu+Rtjcxft0aOV9gu/+GrbvcfPax/XmBfwtBH9W/KwdumCTDo8fXqp/vhxe/cdvtPDq3Ua08LhkLT4zmSLPJGzZHfyOZzyrarHP8BxYIyxpqOB26lO/6OLaox7c3vc7t1fap///KuqPpR90U3+KPvGr0xXvhg+xPDFHjVHdLsZRFNMOIjkY9Xff/2D9s1vva29gi4avQbLLvJp0pE/sYWGQo+BpIlH/JSRR8bSjwi/IIHcwvVFlGRWEfPS7fWZ5uPz9oUvfKJtbSh/c96Wuy/ZOoqLR41HwLIJMm6DyyElF8rkay1eaW+8+aT9WBeXlzcae7rY0C5Df1jbYkyBNuN+GIhe4Zf4Lph/xw0YV2WUOkh3+hBf5TXCuevD9su/9Im2vQHuufHpf/e1fBBdar6kj6Tb3KS99dZ++8Y3v6/9xla7vNVcoz7jqX54ez9lGiU/AX/A5+5C/GVMF43CddqyzMpnYWaX5HMDYk4X9m3uqH3+V15tL7+yJronNZdqDbm+XG3f+sb77fXX94W/o/7hY/fa/2S9QU7+wVe0Sjqlu06JZ2uY+lD6UXZXh49K0w4gDzBOKK+1V3M6pmZ9EWfojQAea2poAeCMNxj0n9PQwK+1bdH8wneu9tsXfuWTbX2da0/Gp/bkmovYu/C0yfKk76Vtw6IdWc1XfnCp/T1p+oM+rfWm/BxfIXZ/d/+FTs3JWnG0BqErvuVD/O5fAO0QezqOvHbVXgNJ4Bm/AmIX8ly/1FoY+zO+aw7BjODEVsbT37R9793oG8jcRTn9UTdFxHdxpT1+etjeevux/F3znq5NebKMJ59NU2TiCyXbrK+ypqMjse1oHjO9p3IpnXaA/+/4oux+m7DGX5+3B1tb7ZVH93R9pT4VonoEqd1m+tQ2C6DA/GRbuMLLN3O6CWIzZLbdVe6+Iy+70R/eQ3X86UE5MhEL/MkYpUXFuEhunqQoT78oWBdkgOaQJw5OyqFDGgg9IPgJoZf0SI80QD7wPI+x3wtSZ94KqMT+gnWZ22PPdA3w5PSs3ciPLz1/yEbSsXQqfqFBWWSgjDz9nnnE8lI4bvJ890zIIFGXxhCkjJiGOFeEJw8OwUTv5IOT9qEJkOewAwCHJ0oiOHUE5Et9aNH+OUV6WegCpKknDl9ok06c9qSRA5roRT2/RgaQR19vYOTYvO/MB9B4jWxzZxsEDcxFbRb32/6zg3Z2Uo/HZnEAuLBbW19vr77yalvf2NAmf7e99PJLbWd31yfm0QE+kQ/ZAPijA3EOG6JXtasDuziA2w06pp+Sph11jqWv77Qqn7JcOMcHaEce4K4pj+95AMJDA5DDHnDqSadjx8jl01r8ZDLxt322t7bbg4cP/a0iXkN7qDSv0PE6Gh+7ppzvGRHv7OxYVp5O4ukq/yqadOfghkMZeCODf/ZdgdNiCVt3ppgo0FVlstK03t8SUlsOSrD5Cq8+MXWojQ9PpJ8s4gvmNT5AzqSntj4QUiUbGCZCQuwI3aTxH2xffVF9Q38RY8vqq5kPA8FLME3RqAMz+rp8I32+tbHZ9mQvpOXJMfTw95CU5xUx5KlNNf4OH7QqW1HKHzik/fqYSySH0PEFFkJiJm3qIIOkLHIqFJ4mfekPD7eVLoXDGKtDR3hTjO+g9+hH0ZE81qYs5dgP25GmDDxsCy4+Gry0AVIGgE8ActGQ4DLZJ/UANCmjHhmhRR4IbvhEfmICbcay4NIuMpOnnHRocNcKCB8D9htkTLsA6cgIcAeMJ0f49hMLLRt/bAl9AuOvXkctWwOhScxGKvRcpr86+ChbQgO/8qtTtPeiTL1JGQ8IPfBpR6AsctKX0QegPnYFKCed8WL5uQWHM/JUjEO1TbvRPj7wkX/TDiOGr+m4rGQkjED7yAKk76cyKIwyk576ZZdHZlf7sv+xf+0Ku2JJfFN8hQuEd3gmHssT4AEw/wLBsVxabxiTHGpxYbwy4aPQHBCeqW3pDR60A+gXXokJlMc+KYcn/OMTCZnbwAtt4oxH6IBDWWwEfvHAB7I5Z+MxswH10VPW1qaWXzrjo8E37X/65/9Om837bXX5lba+8jGtEa9pXXhN68Kn2tbOx9vu3ie1bn5Ca8Qn2r29T7Tdndc0J/5Ue3D/Na0Vj9rm1staL15Um5e1frwgOz3UWGE92dVFxz3hvKB5ak90XxQtrcfKb6jd9vbLCuKpcpdtviRaL6r9gza3sK31/p4k5aBkuy0u8Sue9zVGdjRXV3plbbctLK3IQFoHFtfkA/ULSzwWbq+RXaxv9y8CgL2A5OmD2DE2jt2STxvHtNM/tfDcjouGlvtBaW7QcMjY5q/bvQeb4qGxqX5Lf4cnfUlTNtu8vnJ4eNree4+nf2s+4UlbRZ5f4YEUkQ06o5zAOLZSNsYJ+s+05HVOo0/wmBPgyesNl5fHbWdrRf0ILjcWtL/QgIjv0gadieEZP7trQ9LG0x91zKXMq++9rwuti9t2csx33biYgXfJblsL0n7UPTDijXH4JS/E0lf/cVFb9PQnUm7V42W1WV/lsLHW3omfmise9CFx6Tsbz0DVPz8vMGY5jPHdZF3EXlzxlPpZO7/kaUTmPa3TsnUdcpddCPAjsIcFLCuCC6J74gA4I/9A0sSRy3n9wZ8belcXZxpX8/5Q981Nva6K/xZUX0C7+psSzVHaAb3z9gcymyZHnigRbV9sCsDP3Bo/IPgmXgfz6LJEF/KkE4CpLsonDU3gLp7LlS05tS5LL83umlPY5zBv0/fLWmNX2o9/9LR97Wvf1XKyqiBfVFM/rSff4yEJ6EE7MhHT71N5OgQPIE4fUp66MQQv+1RgtIN6SHaq1y6t5m3Rec6Xe5x2QGwCUJ460GFbh8Gai+5vtgePtuvVQm5YKniPJETPRWpjtsiiMuhCK/ShYjvITvhn6rJukaYtfUAd6RxeAcwr3HyudjWewK12NX9SVvrN0kWnaAPhEbnIZ12sslm/AGManNAkkB/LAtCp/fzMvsx9rP88ccVnMphAjKH/aF98Z74MhD6BPTd4kZ1Q7WYyzuwx87scwIBLGTF9ylrPE0PHxyeeQ9gXQQZKoef2GqO0qT1qBW508qTtYn/Nl4M2gOsRZCgIv6Fv+IN/t0nJ2dsyf6uOMs9v1qN0pAy6CeRTTgDgBVBO2raY1lVZYMan5CAPhN7IM+3GOoCYkH6o9bj4pT0h7XNeg07c2OEbZKzNfJJAFU5TDxAzTmibgA25luOamrUn14bURQZzosDKq5D3tskDEEAg6gAEBtxQONTRZkqst0ublBPIpz31KTdPOThlQA5BQo+Y79WMctAmMW2Jqc9mIHQByrNAQC+TYfhHZtI53KANMuSXvWhPHsjJNBP3xflVW9/aai+8/HJbWpkorLSTE22q3n3PrwbVBqZOwqHvjx1vrLdPfvKT7eVXXvEhCYcj/h6P8CIzuPAwn64zco0BeeJAfsxRcTbdAPnQ+SiIzYhz4Zo2BPimH6BLfiqLSDL4WWTPTk48SAG3V3x4eFh9cXHZLk7P2tXxcTmgAhefHArxq2cvyW6xAWU729vOc1BE4KCIj2EzkfEqzdpEm0PZyRew2tTxDSM+JM2j5tMDEknA4RwHIIsK2J7DHQ8Eb8aqjF7nVNnlopfv93CIBC1+wYxBxwcTwcXmHMZwMAMfg2wAQI/y9A19SaDvsR9l8CCNvckD2Jc05fgYMTa0j4oHeQJ2J4YGbTgwQwaeZuOujO0BP9Uhv/XHHsijdtCyD4qnT93hrXbZJJVteDKK7xyBW7ztIwoAefikXBUu90m+ZC5fql8g9Mm12zGOfvJVUGgQnLY05TtA7EQYfY5yILaAXmwGoC8Qv+5kp0A95bQfeYEPDdLQHOUMUE97+iX8wIus0IQOm/DaiJf84ADQC21waUccXWS9irt8pAOUQXvkX7R10a3NPqKur/EtlZqHaU8b5OAiAqAMoJwQiM1GX6Me/4E+/Pw6j22DTNUWPUZ88uEPpI4AUE9fgZs5OrjE1AOM87syAtAJProEH7yqo+z5Dh9xil7FlBNDj2LkSn+M8gIzvFoPAhwUeQPU8+dnzLt1CMIYqFmw2gOjLQIfVRa+2N28O3/Av7CocvJ8K2oyYQ2AfumBfLmLFl2ICdEDoHwcN8TU0Z50fBpZ0iZ9NwbwkwaPfiUNP/BpD63ShX4uPOqJwQWItVVVWNXcs9O+/c0ftYNnonu9pvy2D2Rub3gde13Crki2FR/A8EHoxeUN2WhJ5fgNd57x2VUZcuIneW5Uzsesb+eX2+JkrUkq5XliQnOd1hLtpxp7qds5raPCIX/N4++60JRFfPF8fim5sZFk5cJtnsMEic78hh70EXOrkor52PEFlbIBLcTPG93q19gcGNMA9kr/Y7fYNgAv2qTdtM781U5xbAsEN30HbQ4I8JuVFfWJ/sDl9brgWR8pBx211t98Ozu9akcH/PotP1EtH7Pvz8YvUoyy0vY56GJG7kDw05bAPgYsOPsusfSqww/S+CRjY749eoEba/g6NORTkh2b4ZMEZCj8mnfwQeqB8ALwWXBiC17ref+Dx16/Nje31G623+Uv7cjf1RM65ms7F25sD23q4GdaridI+ltuPuKEamc/kV6qMJ5pnLfJitb8VQ4TJCnjSLTSd0DJVfaFD3lCZEQm8D3GnS/++Ojbb/NaJ+Oej7ojD/YWlmmWromjS/ErSP0I0Tdzyog/QmwKjukigfKXl+dte3O1rcpPmeNgMZO9bETG/mjatJ9rB0enHs/X/EqbGuUDuvBI/4zyEycdOZOnHf2V9AjWWaFkmY1X6McexLa7ypMm8D2w9Q1+/l78brRP1Bx3drLUfvjDZ+3xY76lxC+gXflzCzmwQz//iU7kI77bF2OautHng0uADvmxbLQNIfXM21z4q8gyYPPQhE58DF+/S2OE4BOUEy5vUhy23b3NxgOl/BiDP+tg2brfdrtz+MMvGMeG0CC2nAr8ei5p3magjnT6goBM4EdWa6Ly7JOVdZ3pdb2LR7UFzA+/E0QX4yk/w681D5qkR6D+LkAnEJq0RZbICh0CdYQ8RZOLf8+PIsNNeNNTfynhtgazrf4ILWw26hD5ja448xaBOmSinBDZvO6JVuhgG+bv7H/8Crb+Ug9141GvsrL78zahHMhDBwm0+ygwvV6PnCgbGsSjXgDpwi26KYt9Rx9IGfmRJsD1EpA6QmwRWwGUWU8BZaEHEMOn5C6gzLYd5CYduYCRPnWhgw+Ax5rB3gTfxtb0ZXiYDv5xB1IPQM+hl9FeY7KMBLBJJwCjUjGAhehlBIA6mFA+CpONLmnKgw8eipKnPEoTk89kEx6kw3d64jh0SGSnLWnK0iY8ApSRZ/K/O7FHhrR1eXc6L0ZawJVSvneM6PEo17zs9fDho7a0uubNI3fpD46OtbE6bs+e7LenT576V884MGBgw2Nze6u9+OKL7dWXX/HTNcgCfy9Kw8VOZEcWeALgoSeBTdKSX9SuzpRkU6eIToGxvQNpBXhCPwsi6bKjFpjb0j90iIv+Vbvgtbnjk3Z5ftGODw/bjRY2vy+qC1N5RDs5OmgnZ8ftWDHfIuLAzT8/KdngwQe8N7Y22+79e36aiCeG9niSaHvbT1ftbG+2B/f32tbmetvQRbB/4YufdJ+Uj3JgxKti6kEtItiD/uMgjsMRDkCkA2USvQ6Q5E/iS5lGgO9Y3WhxIcyp/JpX0VTFo9zySIzvICtPn07yh7I1EeJxc9yJFXeeMNLsaJp80JZDGt+wVeDAhcOsVcnKU0yc1nKoFVvaj+AhvCzoWWQY5FwMYksOhOrwqt6f5lBg796OJtNz0ZSuEohXhPigoz82LNrkXSf5/BQUsiq/hE3wZPGG45Jooy/6zXPHVvJgK4I9Xvj65wM+H6IhG/4heerGBa/ylU2snzbW5yfHosO4Ev4y45rxBAHNEfrDbz2JSV4Af+DJuzrYqLGHXbBP7IK9yudrnsFfsRNAngBQRnqkQYzfkh5DaFIHPjTJp44AJAaHNPXICpDGHymvp3eqHXRGfEJ4IQ9pgPrgJQ9u0gB5l6uPsDv9wesj0tL+f3HOdw3wmfrIthr4cNWLGW1DQ7EvnsKrLxhIIuoeGywOpP0qllLyKs9p/Fw2MiMHIXPlR8kKpD+SBx8cZIQO9WmTvnGZvZFAP2ALZKoAPm3BhXdtWJGFQ56yEXnKzZcLr96GjQEyhE/JVWXuD8aBgi/CpDttCAARh85qJH9nLkE66JZ+Z2fynyv0K7thX9tRsYqMkwDALzJIvS638GgjFJ7ORBbz6Hz92oEDNywkty6WZTm/hsBFLR+0xbbQRKfYlDLok47tqg/wZ3DwPWynIP7Mg4xF8gx4x/K02jCzcZ2NKfjETvBI34YPIXIQbA91GX3BJtNPUHBAc7mk+XFbF0nH7ff/4Bu6eNDctbzTrm5Vx7eKeHpC9riSsXiF5FwXt3yP7ZJ5RTa6lKtdcLghv7mQiDf4jKzHhSN+QVrO3eY0N0katzuXjaF1KfWgwQ9M3EofRhTr1LlsQGw+0BZNPnhOPxD40K8UtVyMD2zTZyDvA9AX3fjmUT7emfGCHdAfcLq63+nYjvQI5FMeP05Z9Qt58EiVvZk5wV1eWtW8vKSN+3m7f2+rTTQnazH0eoAv3+iCzf0mnWjHa4CXV5Jf8ZOnfLeIvQBSSEMplz4OIEdCfDA+ThlxwDJja9lSRrC/E9xGTMZ2aqmYfqSeiwc+tH3dHr2wowtI2VM+z5qvAWDb1pxQcwv2TR7I/ibrhu0jWfmIs7zYa9f56YU/fLwwN3Edj+9z0LA4x51tZNP6j+k8LkQMWyOYAJ6hm4AO5s/Yoo0D4tJDeFrp6fZ+FYkUWjOHUMhYu2z31Gf8kiEHC/geeKZrPqTL5gHbTiF9gc7YFqK2sZNL2pfhk/Pt7AKbq45xQ53mFy7QM74BbEl+hJFnYKpzT4OTPDH5tKtSgflJZvkx5ri9uWjbmxvyW5lAvqndgeRT//W2ll/zMIbATOw7+Vg128+19S3pSBVzp8Y3F5zk9T97jjn8BdOpTwiRMTZLmv7EfgBpZCdkjSAORB/sw0W8g+QVGclQh3E3mgfn5LvsbdknIj1PEd1cLbb33ztv3/veu+3iiv6Z1xwmfMkm7xANfAo/wDD4ueQrJzRPZAv/xEB0QGbS6QOAPHMv8oGT+YP24IUm+ghNOsh29A+Wxf8E+AN0/FS/7EE72lAWoGzK34REB8fuYl5enra9HX7lWHPUen3Tcc5+KFzRqoNi2VRzEXr7EwuiRfMpbc1jS/5mKDpRp36bXxIrpWsitu1pX3qhf8nK04M88cv8jU/w3UG+C2jHlM6Aqo17JRr4U9m0xjn8hWj9yJu4gDR/XicUMg5V4/ob2cHr0dRW0Kl+yTgbx1q1nUHtm6FJm+7XzCmSHx7QqH5iv0mfYXPsoHIGj9LIji5A6VH8gfC3fXsZNMmPuGmPvwOuE1+uEc7Oz1XP9cyy7eCP5Zuv+on5qs//0Q0RZWD1nnxItiFmcMMHDLuo9GG9rRbYvPTyLKC2nkOwq+Tge2+sq/gL4D4Rz+gUvQIlW+qqX3M4akHgIn58KJz9S/GXXFLSMhbilI75KYRPyogJAH4RnsHH7iM9gLLU44feg2hMMA94vEgGr1WqYyxICq3fmn9kE54CFEHJLj+RXkgD/pS+YkrRCb+usw7kZV+MPJIRZASlIYsJzgCzav/8QpsYmDIRZBBQH8Xj7GkzCpYLLHBIU049QJz2QAwUIJ1sFn6MCh5yhw9ypDwdRZyy8IMXafgRj7oEl3zRKGPC3gHVhLe9t9dW19cRtk1WVtq5dDo8OmpPnj1rb7/9Tnv69Gl7550f+0kld7J4EeDB0zO8esUhCQGY8as0MoCbcgL5yKgKx6PtYgeAOl7ZmuILSAPkwSdGNsrdTv8oI2ATIDTBK7sUPw4vfIiiSci6sWjzvSUF8nxDhw9Ui9iUHr/uRh2v3nFBy5NDXGTzVBWyYgsuvklvcKDE62bK8xqWn+gRjdUV2WxZGzrRXFNbDngcJE8Oa3hdTB4gnAWX8YHeiQY67dZW13yAw0K+Lvo8rRT+0EdHZASwGnjI79NY/RttyKCK/aYHrR0HOoB9SzF5DlGpq7b19FF4pmwiOpTxih1PD5GnHhmxD790xtM/8KENA7qeCCp+HBJY7h47LzwmZyYMFng/eURaxX6aiobWjzEgfSWxXynrMPNBxiw+LP5M3vIFDi7MSWnqkIO7C2xIWMio40K4NiUzWkDpXXoQxrrkAXQhHTuRTkjdiJM2+BZx2hHG+QM7Uw9kPiBQRxwe6eOUA8S0CQQ3AC5taJs+zlhNXWiQTvuUg0PwQavmFuiQ78SNy+EpZcfHx+3g4MCv7Y6vkHVsg2n2NGBawqt3xesDryw225qbLni6ko11bxA5o+8oe8D8ulzE0YH82I48gO+nPDgs0PWEhIun7cd2icGnnDj8gKSr3Wx+w/7kg+PY/ydfcylAW4J5qK5oUle02YfyagqbUMqMz/hJW8ZPePQYIE39CDwZGfnCEzzjqp4yDrcZQ9vbGyqv9tTzK0hsqs1TATqUR39okoYmocrKZjN+WrPVLrYaadkvlurJO/JAaJGv9iPtPgcxFz83t0k/pWsjJrr81InSpydX7U+/80b78PFx29p+IH1Vdys5NKdwV5Lgwxj4sElSGhm5iIenCLouPu+PAudPefDAtz0QTGyNH9sq1Oav0rZfpzUFtfEFBXZFTxXN6kt/Nq747Wh70sYIP8cumgJloWV9BGk3wt062iDr3WAG0of+xF84+KNL1jdW5We1RmATZAxYZtmbpn79SqwO9o/kc9obcoGBAeQz1rXLOsoNkIYOoeSouT04jlUWHPLopJzzqQPqoIc1pfTmwGBlZaFtbE5U1+dA/ctddQJ9DD/GamRBR/ue6OCHpt3tCBhf4fSUH9I4F03mNPzflYoZh4WH7paxzFAyCIhHHVPuNH/KExhH8EaOtCFgK8rxHzb3jG3PUdJzbW2iPpvXesWFV/kfbesVwpp/icO3+NQaBqSM/IXsUxcDS37VbGmZfRZP29EG3NncDQ3zEyBv8tQDiUdIfWgASScPmP7ge+TZj0iLtjB301584b7add/G2L2paUtWUaORfWR1bUPr4m374P3H7Zwbedal5qU8jUKeNnfliKwA5cxVI6QuMXMPvmV6nc4Y289AtXjhxzwgOypsba5qreYaQXPXFd/TmbSvfuXP2zvvnkiPPTXUGqA5s+jN+jC0JO007XyXJfLFDygbZbwL0KU+62BwKYcWdEJj9K3gu14TBPVA6gMlV8lYdLrMzLFC48YuXcPhJ7+gyhOYtOEP2pEBcJ6/Xla0i7fHpOUu+dGWnuaAgPmbazEfLHX5QoP9ID5NusZ1yVx45J63m/fZVSGcmY+D5/lDdIDQ6EQccY17187+A68DaeqgQzr9DjCnAYVfvLOHDr8aK2UreFGOn1oABbiXb1YdbQiROzyRoejX+hpIm9iK+lksufyv/rgpQj9zk0XNXFZvVbiJx6zlE+/Q9VwPrY5E+bSBwHaJDynP/7aX5gaPrQ7Uu21PZy1OoCx1BPQxHegrT5rm4KZfjavy1APhAVA+QtGY2Ti40BvL0i59QJx+pz686Ifk0951au65UQAp/B3fh92yrgfA41rca2EXd+obwqXIsik4BnpEWeRR+9nFEkokRJExTSANhGjKfVGiOIrAgLazzWExtXBKU87FbnBiWC6waT/yBUKXcgA64FIew6YtQEwIz5RbaeVHOYkj55jOoCEPuI0CGy7w+MlQP1a3vNQevvJyW93cbMen5+1WizePQJ6dn+mi7ag9efzYF25P95+1Z4cHvjvJVpU7mjjA9KdbpetojwRwIgd8xzrsQ0geXGiQjn7kxwvi1JFODH9igHTamqbaTmXs9dTZSwXwBJ8nTDitZgPKhSYYnOKzPbs6lz2OT/z62fnJqe/+8JO8p4dHtukGh2zwlAy0ZxLnIpUDGw6Q8BUOS7iQ4kDHB0b9AsTfKRI/ytAV3o77gs+rGqtLy76byosNHBytLUGrDlX4qX7S4MkbJLT067HvfAjQD1sAyIitYltib1wUWJzo33ldUPGIbNql77xpV5wQGWN70+pp44s+gTSbQtLoCb3wZvJkg2W7SzcOe3JARKAfQpO+AM93wliwBcgHHeujkFftwPF1qHjT3kFZ/vcCJBuxVi0u1AGFP36qTZoomQ93q/mYO3TYENo3JScbBtLwkydO/QoaLhvshd8SgxO/DC6ADWILaIIz6pPxkG+dkactdLA9OMBUHuGM9g2tpCkHiNOW8lGuBOozVjggTlvw4U2cEB7Bpz26h4flUz00qMuH4qknUM9mhJDDWQk1bQ/QDrAcpBUos+z6By5pDoYONU9xMVlPe9Dj1TZ9MNoLuQmxATF0R/ulHKAs+hFDk5gApG3wAS5syBOgF1tGHspmtFw15QNAKjYPRC4APOMzjjufyIcsAGUACy2HEEqIH9+awDexCbLM7FzQ7duBusibfPDhhwyxB3xTzyE8myF4P3n6YdvUxYY/5K9+oA1jin6CLvnoQNuRJmX0XfhRlnz0nLbvMW1TBg55xggxZdBJO+pnuPBjTHLzCZy6EVV88Citc9fMYavt6dPT9o1vvqH1krGxwVYYl5SNhScf9Cusouki6egnXYWTfk+55VVL5uKsswRwgdgAe+WOMvKm7cgjuISk4x/P9Y1C2hCi/0fRCKB9IDiBrAlA2hCPtKb4KuMu4hjYcIdfyXMtu59q/rj1T6mT94fvRRo9CIwnDo3UovNiLr9t+8+0Vt+qXjJFQpE2D2jflQfdAfJOq5i9QxX2MaR/sU1kpBw/pDrlZFg/WPd4Qu/65rzt7q3758N56tHjuT8hgF+FplmpbehOeaicNH5LftpG9JeWJ9qjaY2QPyI2SyOyUO9DYS2E0Mo44g9FSFsnAbhAyogB0siYYFl6vfkrtq2QUE14esL8NQomK/N+JYchg871S6u1rtSFcY3t0IUWeSB0x3jFFw9802xd68RVe/JM+y9WbPH0E5lijCjoF3qRl30GNqeMEB7AaIPIEkjdXaAtdewv2Reg+60uLLc2VtuD+/wyJ2uM5kHLUW08JxGkN1Q5SOZu7f7Bsfbi2JTDT9HE57VPB5AH/44UsT2BOgJAHh+MTowLcBMbVzZPPUB56GF30u4X1fmntQW0Rw/k3NrmZ+3n28rquvx6pb397mH75rd/JL58cmLdF8r4JbwYy5GRmBB+gZSBU7yr7zOug0s9fZL+IQDU06fYB3wgNNOHwSdEx8iTNgD5MS69a4/qfUTnT7nfgJi78SuF/HIqv0gJ3fruVelr2XNQqJCyzD3QqXWvxgR5fBg5gzulIwCHMUWOC2qAOnTKXABAx4dZHaDBes/TYZFjpDvl51zHF01wqSNOPiCU56B0mdmXPAAt1trwJDB/19oFb/W3bMQPCFU/Zv2pvZFpdDqUA7FLypArgbLYJDDqkvLkwUdWt8f+8qOVtdW2OOEmQ7026bEtmh4DAMIJin/Rg2fsGdn4C0AfoDwwypByeFCGP1PGoW7qZ6H40Z79MmUAMboQQyN2SDvLOO3lwo/MIxhPIe0A4lFWQtoSp/+Dl3LyyJk+GNsxV0Q+9IYTh0LK+PqZunx3EKA9bQnmpTxldS0XfcoXAbenb0nECQEapzLEIiwQIRPDBMBBUx5DM/CyAc2mPjh5gog0ATrhBYQOecoJ5JEteGkPbwB+aQcOaWIAXMrhE6ORpw1AfWQNj8hFHWU1CLkYly7qFF8oKH+l9Nbenn/R6UgXaP7JSnUWmy703N/fb2/96K32+IMP/crS6fGxwkk73D/wEzanuoC17OINX3iFN4E0EB0yoY/lSQPkCdGdOPnRfrEXehM4uOG1MQ4J/GTQBa9k6SIEx2PSZIFUTFsuurkoQj/TFd4lv+Ymfiz6PNrnn7RX4KkhLpKPj47a4cGBA4dmjx8/bs+ePvVFLd8xQhb0InAoFJ2wgZ+cmaxoA7HhJ4h2t3f8mtr6hEfp+cj0ktIrbVXpZaXXllfa9vpm2xDuZFEX/XJTXk+baJPFXTmtWXV4JD58z4fXwuhXDxjpx8YW7mxI1AP1qKJiDk0YjmxcfPGsQMxBCAc16pVKK4CfJ1iwO7EaVBuliZNOn2BX4tQBmfA4NQaPNE9foT/9hr1og4yOFSxHlwU5SM/LHUjTl9ZLdCifviKHrZWH61QP+kP11g1aCmKgIFVog7k0DmhHXQ6g8AXLo41S2akWcdpmwwBAg/kHqDmifBzfJI4dwM8cM5ZjjwA4BOoJ1CWmHHxoxNb0CfaD71Qe4cAbHGLqMmZKvsKhHTFA29TF/qFHTD5zFG3CG9kSUwaP0EwbYspIe4wqD3hRgFZvw2apymcHY6BGVyC0UgYnYvrHfSQa9DPjd2tzQxcoHKIxzwm/L460j760jX0jewJ5dAuQppw2aZt+B1IXGNNA7t4FQu+j7C7WrksAiCJPcJERAGfKTzH56BhZCaanbpW2vnD1BarK33//ifIcLE40cPpCXNTMNxA6wGgbAH7YMrwBcNPnbH4ZXxzcrSxz0S48xpz6y0/roYPaQDe+Br3E0ZE4dk99+GEP+JG3fRVHruCWLOWvKcdGxOBSTr76nz6DN3iUsVxiT2ThDqt4tIl4LravfvXP2zs/PmibWw/rO0D89LhqsXXdZVQDHvVWmV89gxhyUifNOZznKQkOhpAh/ki6gDSdwTyArOhT+Xpdp9LyIOnNxbJ07el6BUF9TwxNoYZH6MMrPLHDaG8CkDxxAkA7IHX0wYgTekBsPOaZbwlem6KudAPFd5il6qIuyubmr7Rm8D0nLkSEokA/E6Dpi3HpSR2+dn7OgTGHdquiozrp79dflLbfDXIDo6yjv0gSrzkQtnyKKQ9fAkBbIPQA44gPVZcXJ9oHzLf1DebCc64xpbf6UvLE58KfkDwxdAB4IRtlll+smOMQ4fiYV5OY7yWb9nDQqLvUlQZmvi16KiNOXfQAoov1w9Ad4E1Z+NMe3AR4Md9C0d5/c9FefPGBbMBBinRTeeZ8gH4gHXtDL+ORcmiO9ezXGIPn59ft6OSyHR7pImmeCzqNfQUhW1qHQZ/QiuypSxx5APDASRk4vA5TQ07lSvPkoyrst9lTkL6+OG+b66ttk+/23NaTrUVEdKW9nxpTlj7jSQVejVRL7aMvpQPrMv4kdKVHObCL+6xD2b98DzzGHGWkAdpgK4C66JL+AyiLnSkjHX51QIS8WUO4JtC6urXlCzdeqXp2cNq+9id/LmW0B11d76/H1A0k5KjDsZkv2449T0CfyAKkvnSrsQkEB/yUR24g5YS0T4wcBPLokTbUoVNwCXflA3yYp3JsbVz1Ijd6r67ZW821l15+2FZW8Vf2gXUASQfDy7zxDQHl5C2T0tEJepS5kdIuA0/1/q6TvMN/qibNU1rYF3qxM2n26dEF2hx4kCbUB63LZvUNsdmYT3u36TF5ypMGiGPn4Acos15qE3rJgzeuB9R5LkYf6Vd54UNbti5fhR+Uu83Ujji8wAcSx/fHcnQljDoApCMLQDsfVijUPF2H78ApN0ZlY+wPZPzRP7TnmhAZgfAD4FF8Zv4VORIT3Ab9hAOUvap9xkYkJ00I1JicHXoHKPPBY5cxdgPCNxDZCKGdOHjgUDb2IWWRGaAM+wHhR3v0C154VOiyuLx4FF71tzpCtq0fI4uPALa/0uBQlnaxCrRrLayS8NdYqAsVgIakIUKlFxQxAoe7yxEyAgMoD0SQtA0d2hbzMjpAXAqUAYhDBwA3AF1CNr6hBcAjMlNOOvxG+pElMlIfvcFLecqIAfAIlAHWa+jsWzXj/UC+SzRZX2+PXnypLa6stOPT03Z2eaGOv/aAOdivbxO9++677c3vf79977vfaz94802VPfEBEq9jsaH2oZNgtAV8EseeY96xykhHx+hAOn1BIE2gDTwoG/uP8uCnPGXQDg0AuyEzMTgcKHFxeS7dz/n5PdUxCZyf8Yi09OqLBPbgIORMeOBThv4cFFGeCYa2lCEHZcjnJ4TQU2nyXOzkaaD62XkWIA6BCk+C+ePOHARx6MQjeNPHTLXhBd8bbG08TFP4HGAANVhqEkBG4tiYugDtYnfS2B3e2IQYvx0PYQFwoGk5hBObUk4Z+YTkLYfkAQeaBA6JeAKL19AiGyMeTmzGOaTxply290UE5aLjgxyFUSaAaSclxlXg8Agao0zoZmw26HJHLkTqkEIy6P/zs1OPE760D1hHbeiQgTs0+Eb0Rr/IEdq2neQDYrtRVvwwYN9THnq0iR2gRVyy/iRt6tIO/0oef/Oda+GNOPCnLjQoj1zQTh7ctKMcAD94wNgO3NSHD0AZ/MiHH36ddmwUKFOi49YYAaADkE8Y4W7ZbLNcPgzfnd2t7m/YFXvObEccGikLPfLIFTtQF9ukXcn/kzJRfxdSHjsFwvNuGTDyIASSHsvwP2iAPwuzuTJ9br2FzwWOtKyNjsjwzv/FBf3EWEBfrVOyIzxoh3iRMfIQ0tfBw0bBCyQfOsKWTFdtbX1FhTUGqOPGhYFxLjkzX1KHDtW+aEUn+MVeqQNGG96FyJgNP0AMbvo4+fLBKi+I7hkb8GQcTtqP33rS/uTr31Wa72jxNGgd0rC59aEFExBjUn+U0ZJQ6Zns4I46ESJT5Eo5+dQTA6QB6oARN3oENxCcsTzp0WfLHjN7AeGdusT/PvgoepSlHIB6ylhj/QH7OfY6c21ja01p9C4aozwGkSHP4cPJ0Vl78vhQZZLTdcKHbkeE/nNtBaMsiYGPwoP/tLzHI1ouMH0IpP7n1ZRVXVAu+qPV1UfMV1yc0O+E8EdOIPplnJOOzVhb4MH3M/gVug/ef9pOTzgYKP+FBPWVLn5+SqTTHDUKX/NWfYLxegAoCyDTR0GtiXJ5VS8v8RHttVo/+7yCnsToHh7hPabHUGOur7vKc99v/9mxLpyZx8RMwTLK1pGRPCF5aEAr/I0/QHAJ4XsXwEEGpxWTHvVhKluS3mur2uMsM+fqj/2C6qDH3OX+0B/tOSSGDa9F3so/VVp9L3x+/n4E3wRUm8hNZFrCSzkhsrPHIqZstEkgeJkbqAudOtSnXdmsftDjom1u8QF+XSBfzmve22+///t/Lj/c0XynudJrbMljGObZEaBPwE/Gvii+tbchHSAfIJ366JY1LjTGtvBHP8oiC7h3Q9qQThx/Geky73NBzKujDx7ca2sb2o8vIXfJ5O/rmEJkLf1Cl3R0oIwYW6vG9cxVyEmg3jG1nT94tBn3leDFBmk7vrpdOLM1wGQci1fHIaRibAeET8na+0t/wjJeykxDkPaRhXYpT0yStdRlClyra3qQXrzdUk/fsx7SHimYt+BDuAvhD4AfPiNvdAcvNrAAHWjJnEgJN2kQBLvkQBddA25lkW+fexAgPMc8afin7i4gH6Sj01S2DpR/FB3s5rYC20f18dUKs/mLukob3bqQj53CM/RSFrvRPgF4nuYsMFdQTlvi0E961IXrSpc7XzdIWCPpb/zYeyvVA/YRx/1BHu+7CsCAjghXgcDrm/KEgDSZTZAIA6ESiNcuuOuOETRhKl0DtgZujDDGtI9CCWFGHMVrEZwNdsqtqNLUW3BBHhf1prELD6Qe+qEz8qOMmHLSyIxJ6lCj9KMziNEX/uAlD4RHyolNT7LMiQYXbLdXyCO7Xc+1Sxl/++GD9vLHP94uZDveOT67uGxnp+eNJ7tvZDO/cvbkiQ9R+HbI04P9dnx60hc+0aeje98gUwBdyMchIxsofoedhZ7JsY8RJkA+9Iy5PCmrHZMIA7ku3msS8cQom3DAU8O5Blqd8GriuSSuvo3zEnMRAj02Lmcnx/7YKWXQ4gmSK9VdnJz6yQR/NFq8rkXrllfwTk/rqaNztTm/8sci+bD1mfA5UDo+PGoHz2QX2Qewz+jC7BxZpE8t9NJZF0l8XJk7pNyVIuQpoXotrQ6LOBCpuH4RjUWIR115jH2iIKvJLhyIyXdFsy5esHf1LcCghA4f8COwWcMmCeUj8kG5GfXQInC3hPr4FwE65PF3AHuOeaD8U+NonsFfr97hl4w7+tZPVS3z8+TwxLdlhwUOUiWjt30U1cRDjP7Ju8zVGickxJ8plv7PgRkqSKtpG3i4njLZhaekwHFecY01VV1zMMoFCXWyjS9kcwcPu2Q8cfAFbfy2bOALAemL6WJX7FC+WGW0tdyK8V3bs9sN/wMXWvb1jkc9dDKGqSdQT13JXncSsbHnA9k+/NKePgoNYoCy4FEGLegQyFMHL+qpA4jTftQpbcmnfWhSZrk1r8hbfUefA2Ve7/QTf6pDTvCwQXhxaEEZEB4J5ss4UuwFSv3HT3XPaZPKJ4gYo3zg9ppvf4icf0lHvPx0WKfvtpKBfGwKpE/Ix27UY9scyFEXfUcbks64S/9IwFoQeaqDtqpjrgs/5nfawwuABk+HELiwhZ7nR9UXn8ituU/+anyRsu93eXhd1IdkmlcsE/i6MGXOE0q/UKx+PNVcNo+sXQZfpHSQxRxDdwwBSW760Z3+jV4A498LPbJqPsF+u7vrvoDi9SH/ApPqsQfeIWTfqYYG9MKPPDyYPxLjK9TFx9WD1sP6I5Po0m+kEwN8/wo5aEs7aFefs2HhwLqexqCcuSuyuL1E5JF4bmxMVra0Ri609x+ftLfeeiq78VRAPdUgbU3/5po20kP9Bx0gcWhGrkD0JaTPCeAlHbkJ5NNOHOUH+MIssHbwhB3+T38RjwCNkgH7S+558ZRDYbPwjRzgBsyP0OlFHiA6EafcNzPEnz/HQvXBO+JrjBBKh6rjaWbmYPWeyq/aw3ubbX190o5Oj9Sg1rx5Xk8Q7UXtF/yhVZHx93gk05EuvJ883cciEg7f5qP4DDx8vPuD2sIefSXKVCdgqp9CdCDN+l0fasZeZSvWifqQNuRVJ/qQIeD7jLt56fDo0T3XMU4u/DPitC1bmQcJ86i+rmw9FcI6Fhns7+oT/ad9ifYXp9d+5fH0TOvo8qpcDrkZA5IVGfwZcOUJHAiLVvo3fKAJhHfK+Z805bZZh9EnqtyM1Hfoe6390Vnb2dnSfkZzL7byHMABb83BV5o/aXDl77kUDyAxuCQZb1UEDXTXPCwaHz471PhcVQONV+h4H1QAPjyQEUC+6DcCvKJD+II36gngJdEX3Xyho36nH733Vb16x/vDpWVdxE/UP36CnSfANT+p3q+vigV7B/yz9mRaG5V+rL31ETcnxSvzGb3FmDF/yQeYt/qV/YbYeVwzlzuWTfKjAR5XvV+iY/S7m4cf6eKBHYg0htBOfXblb0ldt62dTR+KiGg7k5+98foHkl17C8YXP3svdVnj+DVFricuRY8ZRwvz1J7hm34hHm2NDNE1uOSxB+nM46kj1NxdtMCljHQCEBrAdH9IWrjhH7oBH/j0vPfOtGFcKc+PyPB9saUlbhyfaZ6SzbV/5TppebF+AGSkW7RrneE7Qzyo5Y8YyyFqr4wv1CcHWJcJvOngb2Y6X7ozFpb7eEKn2I+9SfwW3Dzt8pw+yATfPv5cp/7FD8Eiy7xYdfRD9kSxIfZUJ+u6kTmkvkHYfUdt4W98iElOyurpVTfvQAb6os2cS5+oaLKiNdl2qb0gYwq+HKZzeIANoE2IjtgDKBmr/wOU2Q4K5TvUZ07mv97f4FEu+/PjEXx+hY/gM5f48xv4tqB6vdvU9CsA1l8Z6GXP4TLVVf/U/rugaECRdSuvWINPe8tErfL1+j+0qePmAvsiakOX66tamzM+AGiUjZlDNR/0utTj/8iJThk74AC+XqJOOGDjK2I6bf88jwLKon/qcZP6sRauAzQ38GSrbOkyjRX44LM+j7E8qvUYkH8vTbyWes+oAOChzPH4C/YUOzFm7RcftYV3+qY0qzmAcvEqZwEhIRdZQaK+OqnKKo3ulQ/4AqvXE6gPkC7nrQsywHRlxNFwbD4pJ3DQAR3SADTACU/ojPxoSwwebaDLghL6KacdsoDLRrmcp+qICdRl0IZ/aKMVP2+PI+AKPNboOxoa0B/75Cfa6tZW+6D/qtkzbbL8WpYuJHj97OT4xIdFTHQXV7Xp50SVzXSckRheYyhd6i4wMXIAxJSxaGKb4J1f1mtg1KUN/WpctYmtkh/xiPmeEml0B5cybBU806KvlCYAPG2GpVncjat6Ji5wWZxpxwELeerPzk5M2/XiFRzbWzL5o7n0nXTjYsi0qRPMZK9+4ls8OUCJDQn0re0qGgxY+HuDYhrl1+CHrvt35rYGyqgHl3Sd4D6/iFEOEJsfcqsIGeP3CdQDd/Oh4TamwUVXvS8OcBDFGEMWt1Oox2Qrz2YHWt50DbTBJ0Z+AD7Gt6yZEOU36Cje3kAJmOxoQ/+mbdmNCavHEpm2JXtt8lgoTk5O3a8ZZ34clUa2ddkcPtGZGHzktCzCj+1m9IsXslOOXpSTz0Fa2lNG+/gaAG7wkybAi3b4IoH2sTHtY7/wI8bPRhojHeQAyOOT0IlM4JEOIONYT1yTf732Bi8gPkB7AD45rKcOPwGX735FXiFPZQveCDV/CVTv/gFPWR82auXhj4P6fC9AQhkdWu5T8SGmDn7RK+UAcXRCV+yRMtrQlnxC6Vs2Qn+ABcsOJ7AcgvAjnzLkIkQeaFVZ2WrkF3x8nrKi1RdFyoXDoksd8zYfjSXtDQvziGhpmPkJBPzZ9uty++mXKc2ZvwVIJ3DYh12se1/Q0w4g9pKNCRQY2zzl5W+LqA1PWxYqG5bSmRBd4Z08PEyv089cQqAOXL6lR5567E8Z+AD+Ax3GUw5/CEDZtOgzZpi7ANJAeONhvEq2MLeitWG+7e9ftq9+5Rv+PgqbNmzN5h8o+uUrdSjXnUBAGppTugqUIXPSCeSDSx5Ax1E3cCgjH9xp6PYBQhOgTcBt0U2bOfxDinp+Cz1i+0znGRqB4FEPpE1kAvAVp7ushk7GsgzycEG9ssJ3q5a8NpJ/8HCvLenie6KLJK8Z5gkd1mTGGrYS7+vqo/39c839+BG+rjL1BRzoE8C2UeDw9KMg9iGODqQpHeezsp0zzmODsW9UYRxuWt1/sKs6lSC/1i7K49ukaW+ZOi0AOtDLHAeUHsgifqJzcnrWDo+O5T9lD9DqsJe9Ef3f26kMfwAiZ0L4B+BrHaZ6dJ4dhzg6RmYLBuhi7/j4oO3tbrfFJdGXjpkP6Qv48R0S2rN/ZA4CyDOfAMy19FVEog49FhaX/R21s7NLXVyumTY2xEeChyzIFKg5qvwvegaHmP4kTttA8ikj9kUK+zFkU3vo8i0i8kvS9d496cyBEL6pZvAAhxgZoWka0BWd45OTdnR4qrbYQ/0QfsLDZwtfc7DaYzvkF4L93/4jWgB42CGyTvtCQFl0TX3SYz5+UvYsH2YfxY2xe3sPPUfPz03a91//oL3+vfdk/02tscy1Wgd0Ye2La/lfvR0w2wsRgOJROiUA6Ed6HANjepwX4x+0AShPmnryQOYrYKQRfM8JnQ+BdPJJA13EDtwQpT9u28b6cpMrup5DOn9kWn8+BOx8mBigg1w+FBDtWoeYP2a6hy8yE0dHIO2pYz7Ez0gDiWkTKP1/cmzWfKA23SYAGKEPjfAhTgBqnoVfjd1c64S2OXb6ACnauq77FACKy6uFQ3zFOnRalmmQM2A9VBdZx3QCOOn3yER5IGPR7bQfIU2gX3y4JlzmWsYeNjMJNffY7XSxEbTDE4Ae19LpT0ojT3B6pLKyec9N5aRd8Srf9Y+uCEKj4toLV/uaGwLBCT1i5IqO5IM/oxc5ZnwqUxH+nPYAOGMaGOtpHx9iL1H7zZI3tGmHXE6XGhS6Hr+q65ayBfMeaeinXegEwhugHjz0JG1tEYgQsHBqFIYglzJlFJxkLI+ClIV52k8V6cJl4wmAg0uHBptPFjzq6UTKYqzEAPUpI5An1ARQhjJtpYG0AxcZcsFCPXxGmQBee6INOOCnXaB0GxydqwW19w+1LC+1n/75X2iL6+vt6FyLuuhfaQMGH6Q5OTvVZHjePvjgA3+Hh832ytqa392EnmZed3B4wytAmvKUTfXjTwKBnzYc1JAe6bhc6fHCFxqE0E4aIA4udYBfFVPg4oSnfSgnDV7sRLvRnpE58nLCzsUOvcLdcer4bpFPwiU3h0tcwKqX+8GOFlkNbIwOLrrGBxgA1GNf+IPnj+L59H4WqCv8mb8iKzLlEEEZ0yMeAV65K2LenX8CNCj3xUHH4V35uxdSaY8sY/vIFhtZD/j5Ql1+p004TzRwB8S/cKY2+DCv2KE3NNJ3RSu0Bzv1OoA74+QjDzDlq0DPkbc80gmU8WdQZ3d6VYFqXW5niV3E03T8MlY92ou8QHErW6Bd+E7l0B9tgdgnQD8Fl3aEjF18Mv2ZuYM0fMObeurSPrbLfABt0sTUA+CED+n4N/4+0iEmDz3qwQOSTjvqaUsanpEt/ADKI2t4BpCN4P7utJGNQ1TuKHi8Qtd9XHQJo0yBaV9IJnzFdyJkbl7t4PF4Nh68xsZ4ggZ+H53dbsiHNvnE6EoIvmnAoEPqQich9LBN5WvMhw7p2JA0spOmPvSwz5RXbwekjuA2KmMRp5w8c0VohB/2hhZlouBNGX7Kkxo8Rcp4426PL3yEMdqZdkV31sfQodw0+VN+xr/wUgYgKzwI9DNPCDAXVL9V3wHwhcbov+RjR3wpPIjBqQvJukkQHYnBDczkKlly0Ec7+gGAN20py3hADuZA4ujCfHau9fDymr6ftO9976323e/9uG1vP9TGUv2qiyXfKRamvy8k3UgTB+AdG8OHkLLwShkxQFnKgVGmQOrGixRC8jMoOgmAbaQkfuA+9er1fJ+O8tyFyBJ8+iC4sS0gCkzGDqTZjE8hpNWOA6VcmIiC0hdtd3dTvlvrnaQxD8tr36LfNf/hD8it/jk8OJVgrDGTOsD0U3mSS/XYoNrMxjN8R5tQP6ajA3hjW/xltmbVeJnaClyPycu2vjFpaytLuvBgrq6frwffr9MJwiN0E4dW8kDkQhXa8Mtm/Nw/v/SlgWVc1lkuchhfU3xpTx350CUefe8nIE07hBbtANran7GxkKlnDr6+vmj3H+y0pUlsU+s3PKpN6c38TzvoRTag5g32ZDVP+okK9FJ/Hh5rD3fGngF7i2fnG0AL8rRDL5dhjy5zIPoiT/CJxxAc0gB52w6+BB4L0R6HvSBPSOztbCmutr5D3u2qFtaPtvg25NhnnRyft/2DEzGQzXi6/xb/ZczgAyW7+XVZog9lkY3vG0GfoOaObQQB7cr+xZt8ApAy6uumW7VxUHqRtVl19+8/1AQx549sf+fbP5a/XcjfttR/6iv6SE2F5n6jbeiOQD72SF10yDiOfqEBb8rHNECfjfiZ82kHHvW0AYJHnHUEnNBLmgAQp+1oR0ktfJXPXcoe28Ljo8u1nhjfvFlfiyf9HFqRt8orH1lzYyZ0WJfSznzVhmvL7O9qbHTBBKahfOgpmtKivOao0iH0qmHJQplx9Jf+IwRCf5Qn9qTu3wf44whT3ljTfG6km641VMKTMtSbl+yjhAP58B31IkS2BOSKbQPBo454po/4ywak0Zs88yZ70OCryrRsF/QXPf4noJv163zDK3FkSFlg1CF2BFcsHSO/Qc1HegR8atQvuORDJ/nQ9jV+L4MvkOvO4BefmpspQ1/KYi8C5eVLM30oiz2Jod+nLZdRHx6A8bqtKGWNKrxexzouHsgBLZ4sB5i/nz9cm0HoU2edhzXP3unOU8GImI0gCkWBKYE+GQU3cfDAibIpt7AqJ8wUhiZtKjDhgweAQ1sUJbZ8qqOedGizQIKDDqkLT8III63oRZt0dAI/N04cGrSJ3KTDO7G6gifieYqwnQuHA6JXP/XpNqcN8rXqFzWAwZO65rWm+gcvPGwvv/JK2713z9+WYTPNhAMfwPg9JsA7+qEHIfU4SfoQHNIJ0AuNhOgF7mg76oDQoW7kx4V48mmTMtJMzNx1g6fpyR68VsbBjQ8bkFe4vCajEm+E+DC2JPSrYLK067irELljD4BBSRn8pnXiwUYDXvCxbp2e6aiMAF0+VI0PIQM4XFQTJuAKR4YUnqQUDlxZqpCz9Ct/sFx9wogMlAtFoFgXOr4rJDtQRn3sR4i/Aolj99Avevi76kST187qEcKyEQcA/IQ/P9+/Kr+pTeJs4oQxsqOD7SzVOFD3r56pfeknX7Bes35HHiZQ/7wwj8re4D/CUx261GaTPmAs9EInRFsyg8ndTS5c8HMuRvCT+AcANvoVzOYGaDPnxCa0IZ2Yw0MW+NgPO1GXsnGeCk/S4JInUD/jXZvr2AzcBHChH5kpIw+EB/yIgegXXXLhHJy7+MSRJW1HvUeILEDwKcNWxCn3x+UFx0fHjV+YA6ALfnjBHWEsbwAA//RJREFU13nZ3X4gVowbj03FHM5SyCZubW3VCxXtABaX0AKiA3InDYQnZZEPiH7UA2lLTKANdbRLoN62USDOYVDw0gYgDVA+lkGDGhVP5Yo9gaJT9JRT24z32YbaOvZF0xdKHJBK3ZXVNfnQjS9S8v0ty2GaJU94AmM8rff/BchF3WhLgHLwyfOEJ2kfhCvmD7nzaiF+BsSm5OkH8sTgjHJk7oAH9InBI019+EIHOzHebA/VEcevI3PKxcXtSEMvePzU8ZLmrYXFtba/f9b+4Mtf1zwjX5tf0YWa2iM3xu0Af9olDU3go8oC8ESP9F8CuASANnfT4EOqLixpWzH5pKlnDkxbgLTlYRBpN6ASlcm3+11M6Mc+QGSPXCMEb5SPsqRhwfjNn29YUMEaiAgk1VbaTv3mll8Puj5tO7sbyvM0QD0RwO7cuGo4+v3ShDn1qn3v9e+Lmnjrf7/WAS3aCZ8y7Gz6lJHvtJzGB5RGBuLgVX3xJaSPchAzwxFn2Zm1jo+1zzMnrWodnIDPnHDljXDaJ4QuEFrEtqvisRzghgmv8xwf8cMaumifrGutKRrZfNP/OSCn7wHS6AZA2/Q7TPkJwj8hZUBwpu3VuTzpXHM5+6PWdnbWpSf4aq//4Ymdja+C0mXGH7vP5oDMJ+W/xtVeQtN9+/DDZ+345FzeKp3UVv+7DQBe+pI04xf6kT+8iAngFZ9ZObjJBygz7e43QNoCF+enanPTNjb5ZR7NE2kvXHB4utp0Oz4y83or8+/5KevksurwCenvpsw/s7kM25GGv9vLbkmzV8QK7BUzxkY/Ih2ZgaQ/Kg4/0sTkbSvNB5cXN+273327ff/NDzT8+NYUvoUP0pbJpW5aGb/rX2n6sOIaqyU/gXTGL0BMG/QlRoZR/8hGHXHaRU7qM36BlI1tkg9O7EN+xMV3cmOWMja1N1oDbm7O29bWatvewgZVx54GfdiDQrVkmPkQ9CiDViDy8JkLgHkLwIYAsjAewAsu7bEFaULkpTz6ANEFCC4BQA63kezQpS2BJ2HDZ6Sb/kldykML3JnNqx3BMoil4x7SDlqg+8cJlKiDGeakjgsv4ULnLoROeEQfgHLsA1AXKD3KRgRjqxo5+KXuhSVuata1G28TmDbtFMdOpqeGSjlQj35c2438K8ROM9mITLfLRTp1BVWOHcyvX6sBkR2ctAfAC4y0iUMf+6IXAXwCeqXPggt76kKn2pc+KaNNILQA6iOjVHY56eydgNCEBvwlmMspA5CPzwThh7RLv7q+47it+ET2mV1mMgTX+oY4FVEu+cQh8vzd2xoYAG2iKHVMDMQJ4I2bS4CytAFCKxeB4TMVWoBkCB2gDroEDJLFjBgahOCRpo4AD8pSDsCDPG09sfX60EuaGBmYvILrtqIBJWnYzrQw3X/15bb18H67oN3ScltcWW6TlZV2/8H9dv/+/fbSiy9pA1C/0GV62uRHN3eMeAHQRsbYMWUjBCdhlJe6u/jRDdzchQaHMmxDu7HvKE+eNgHKsTv2j8w+ZFAb0ndlwkh8eDVOz8TAwkAAP3RcJ/v6MXkWCU0Wnii7XKN9oEXgIgmAd2QFkJEyAqAaL1qqqHzHBQ+64NVTQ1XnTbh4UQ4OY4ADi9CML4UfdIPPIQkBHPL2FdWTzlhKwEZJQ4vXh5aXJ0hoUQmUx/7Qwl4Ad0iQITYf72b5VQl2hWpPfUJkjtxjXT1RUv4IvcKlDfYt30lMqH5FbjN1f/BKJTTIh4bpmFvh0zAX6EWz5CQNb+jQ1nJJJ/MSUI79iFMGXvTBNtRBg3raYytieJSNZjqmHXXBB0rGgvAJXmwDLrKQjy/Am4Ac4INDHenQACgHn3zkgDayBgc68AlAE1zwMm7c3puD1o4OD92G8eID0U4HPrTxAa3KzNc1eFjpz129qwteq5IdwNX442KXx4YzT8Q2gfAf7ROeI2/wymZl0+hNnL4bIXQI4ZFyAFopz51y9CMmVJ36ULID8CGAkzQBauCTZtzPfHk27sEhTYj8xMjAxTOvVvqbTdr2pK+e44EgA0AToG48+CYAoRH9gg/QD+cXpx7zvBombQvfcvcxJCCmPX5XcpYcU516OrKN7VIWG9M29YHxqb60yTwXfGLag+d5E9vN82MDG5J3tb3+xvvt7bd4emNHF0zMdbIfbMSe9vjxXwTUx07wJsCPMnje7YfoNMqbsrsQfOIRUpZxfbf9wpx01sUt8foqetZYi52MozT8PwpGendp/wQgo6K88uEDVOlMM78u2vlYTpxDOxMuvjlgudL+hHJKS8eui5I8icGFLE96ffih5vC5FQX5dkwBWp/70WW0kWkil2L6jnTJVn5GXIgz/dIm7RInwIN2/mC7bLo80dx/ybe0KIN+8aBPQg+g//E56E1BdXUhWrQtD/sL+d3+AQcUqxqP5YeWmSYK0IIf8bjh5yBllL3win/K0geBpEMDoIxQvlLrL32J/2xsrWgO07iiz4TLGKKvY1O3Ux5SoW3ZLGts6mLHfnVWfcyvm13xLc0L5fmOpOyX1xkJzEvYPsHlopF6AvTRIxCdiGmDDAC4iZ8LmjstFAeqSuK3nNnxgXLWojluUPW20OXmBzTZQ6F/+UXTXuNYfS0fuKQvtP5fan13nWzW8Qi0JZ7qI9LkA7FbeIJHGTiRecQHyAeHGBzaBaDEtzZZ0x/ce9QuzpbaD3/ANzfn2+LSpgiIR6d7O8eYrT4OLQL2JCAbgTog5R8F4IQGEFqEkTYh9aMusRHpEQ/+gcgRnOg94jMP0F9VX/1wcXnSNjZW2oMHu/I7nuIXT7WFdl4PjA+RxjfJwy99Am7WB+rNR3MBbKmnLO2gAd+MfXCJ70LKSseZjaBHYA6gbUJoj32AjmN5aIZW9oF37Qs/fAQ+pAPFt2iQDi/SyGmbuexW8+N64WoMAMwn5LMPTAjNj+qvQMkxA+QEnzi8gdCiHMB3x3nRsvX9o8ts19lckbUktgqf2gNnfM1kDN0RUl/l6EGYyXi3HXQ/CuA1ypGyslP1XWiYttIlX5WZh/QBQgcIvVGO1Nk+gtg2IQBubBWgLfOaJ02AuNsXOpnzaOebIIK6plWbLsvIhzjyAOQHdvgRg7Ac1xsNLxR1WGNhegA4oYIZeJQhECGdEYWBKFV0a4IuY1cdZVZI9VamD9zJZEVpNtwojXJ1AJT2MRjtSWcyAMADmAxyURg5SEcPThmrGB1qcrkrU+HNNpvwCA3SLEYLvAO9IPnUhp8R51WAmwXRWl5oK9sbbefhozY3WW3nknN5da2tbqy3tZ3ttry+2h48eth2tpVW/UR1/uCnaDl0vvCKLMWznADdonPJVzqyKaLfeP2LV7fSxgORD4n27sFutEt/ERMyCFIOL2QBRnliB+TA5hXjC7KJHNEHO97M1MQMgA9dPrrFnTJCvV4mnk3lbArwYcX89HZ0JU6/irP8Y9U0xElqz/qLAQA/+5HaiJl4aJFQ8JNDNT4Ul98iC7TvTmjQMi/TVFBDPgxZY6NwbXvpx1NQ6MGHyE/5ALlshA2xFTjJE2hLGa/VkSaAF94zPYoPdwXoT4A8QB36EdIvKxovG/IfPmTNd5dExU+G0Aa6szbVP9x1EEXbgw1v6Nj+qqMvuIigPZbgUMEXsmyO1VcaUQ7iIhz8S7KJj2lokyMOfmIJ3U+lK2A/Qg6NEess2vgIFzj0G3Ji3zw+H1vERsRJ1+JROlEWoA10AL4XhK2xX2zl/lBIW9I8BUceHXxAIJ1y5xGIHMQELoypgx5pZCEPvchGHYHyUaboQzyOs5SlnjbRmTL9pzmh6FFuu8nGHgGdfsYYcHRybNur94Ur+XkdSoE+qQ+O0/E9CCyfbE/ExQl28McdtVHHT/iYOH0KSALR1ljAj+Qv2qJ4P+IPakdeQT1BMdMLgA/yl50rT0g97YExH5rlsmrP6yXK449wD41aj8ru8KBMHFTGmoBulNX6geWgm37im0vwEIbnAlR1P4rEpTawhTc39RXsboFUfnpx7u/K3cgIfAB4NpdIbmxkO/R8Ja1HdLT+6lvTFb3czU69D/roAy76Vc43Onh6gg9erq1u+ELy4uJMdd1ukoN47At0Bs9jWHnS2BAAB3sB+DBzmlVT8DfcNLeVLQFsSx9Wv2Rclb4EeM/GrX2EJz78AVfRl01PJetkcU16LLb33z9uv/tv/qjNL69rHVUZbfE1X0jQp3XBVN+eKLC9RD8yRUfzx33oB9FJmt4izfrH0yF2VuPIB3jFpbdFj9BKDNxNh/8IfHB1kacXbsu3MCBPuzx8eE82l68KXS2NS0tsQ58Y8AVVeb0cAB7hkzQyBkY7JM3fEh/4ED2+IYYsjBI+cM6rHfwq2I72JOodj8Fqj5/Ye3RhjdHURvkl7UGOD060jkzkX3igWkkc+oT+8Drf+x6w/NKF2FJT3usCkdO2Bkt2w2d48pY0Hz5lHpnioJOMo9VWeNp7Ldy0l15+0LZ3JpL1XHOa5hL5C0+f15xVh1K0jY0pI47tEMl3uE2XsUrPSF/5JL/ipirz1X/2dd+p1YpqeUSi6OCf8Cqbh18gNglQDzfoMtauxKTmwdn4oQ4afSh6vkdvLe1tc31NviV9oNJpE5V9Kli+TgMgX/aofWO9uqVxqzy/Jnh+fuXXzZiv/ISk2mIHAv7opw/Mh/E+zAG0R+seM67gO5Or+2KXJRfllItNzUFF2IH5cYF9h2Jk48nyjbWJdNZeRv1zfqX9gwxP+/DwEwIa437qUH4zf7vYDg/57iBP165IX81v2E/4CxqX+CMh8xxyIVPyKFXrR9kRAMcyqyU3KonRHdnTHr8KDfwem1kJugBc4dSatNCumCOWV3UNsNHefu+g/emf/UAyrll+/6KZGmFx5ipkKX3hpRrbeHY9EL8B6LUE1gZirkWwsw8IQBKh+AV0I39oANGDeuoSg0sYcUs27NMVVeCakbmuviFVfY0spDkAxG7VL+gn/Nuztr621Da3Vm1bHpTDCk5DUg1iX+ZteFrvvr5krce3r9CNuaOvS/zaKDh1TVK2Il7k2nUif9RcwWvMPPnCHsKfdOj6EiNJjZ3SS8UG9mwkx/198MLHT/R0fvY9rQmA10X147zmjFX5wYzX4GuqI7Z++tN05zSgKvsHAd82LzXHXt5DI5liegR6fIYCnqSVMH6exqEM+UKbGH0sg/Gqv8nTB+THYN7I2Oni30hSbZC1j2XmZdUVXfixDjGLVf/5FSjEHmiBC5HIhO9z/Z89gOulJd7ouUcx2tOGOj7KHBrUs4/RaCjewrxmzZEOCMh6owrh3vX/0oMDbP9YhvwKfH/CQXYFhxA7UDeuf4w76rBdALuBm5j6sRx66YOSIbbtPATEKSeuPV1f86QjTlKvhIuWrk38Joj82x+M14BkdvD1lVGw4wzCH4C25cDXxMt9TmE5e12EBLK4ghSi1XHlLFEKGA1CeQYPAP0rGTjtAPCpTxn50AOXAMA/PEkD4EaRGIwATnjmIsz5HoMTeqEFpD1laR8IDepxkMhFmrLQkn90OTGt2qlTLtQhDz72UvvYz3ymfXB44C+/46ji2Ca6iOW7C/z0Khcpo76hiz6j3QjwJQZYgEl70tIETJvYxvqVb1n+3G0s6QrSZ7lrAVgX4UGLsvCCZuJMvtzJDg3KQQGfOjV2e2TjwAp6oWE5VJe2bPA4yMGI/OIBkx+vqIEf/pGFCz28nI8bsvnlTluAQQM/QniMcdmy+osyYmRgUR0hcsaWtM34oB10/HSQZORj5KQp4yLy8ED9rA16DusYlKQJPrjrshED0CU/ykQee+WDtpQDiZGJdhyEgI8f0BfoQTn1wY2OyQfACV7q4Bv/GNs4VkCW2MO4sgf5AGXg1AUKTTy5qF/62BUZ6iMT+GkXOvBCh6JTNgJoAw5xxkbaUx560Yc0dPBVAFrkaZ96ANvBC5r0EXTIhx60qaM97cAPDV4PjT6EtA3tyAKNyEMeiFzRCYBP0uCThi80aUZbyoirrOLY4+T0ZNqOhbBwn+9rAHzSYxkXQ6Rq4Z1r56fnbeKn2JBl5iNalSCoxGxspS7fuZqWQ5EnK5SGFxD5k48MxATqAx+VB6AfHUJP/54DcBnryFm0U1bysOnAP+sJKcZczZ+MV+S272kiCg/sQ//RvsSQ3Pqjjj6oQpWo3nEfG7QHEpcGJQtQvAs38gGpp1VwRlkZ+/gbr3b63XR46Y8yAu3BJQCUxYcD6Ivs0ct6CHxxoUA9cWzARoOYTRRAOQGchKqvNaLqlrQ2gdcvErSp4UCNu/5f//qftffee6qNJB/dZRNWflyb/WrzFwE8/iIYdYxt2cgSz+q6fS3jjNbYlnTqg5OysmuvV7L4uBsUrtqrrz5qj168r7XhmEaqly/SVq2gBX76BoBO4jEdSP/clZV8+ZryKmPNALB/lWmOuORJ1rO2s7fZtrbr57fTT7AIz8xJvghf4JfvNAdzgSZbIT/ri79zJL9AHkLhz2SKbgDywIcw6pS0Et7g0wYK9H9sYt9TTE3GJa8f3Xuwoza3bX193TJxk4J6eEI39sHfKYdeZC19+74DXP1BgwNXDqqePjlSTB3ydl82tdIrcDcd2smPYdQbvKxBkYvypIktm9syXi60xnAYvNxOjw5td8oz/mwXyU8MHa+3ohFexTt7e6XV2PXqHvr26dMD8Vue+gzKckMMOpbjIyA6QZ+gjPPhSwxOcCNb2UNyD3UOSqvagYMiDrxf5Qn8zXXNC2UHfNjyd6h01TH4OGQ5PDoRb3Rhb0hccx08iAmRMXPhXR2RNUA7gLLoWrKWHOSpg0b4lDbl84Xb+0iB+tXVtXZyctH+8A++3i4vlkVE+3c+Ygpu15G20I4dQxtIGfWUJwApA9ANnuRpA4z4oUsbAnnwKAtQlidFqcvcQ4g/hQ4hfAqKjvFVnEMN5hW+LyWrSO+zdu/+etve4sa45MCWQrbl1Dx0QxtayJD+ULHTkXumf+kCUA/Q1jQU0h5AD+qAtCdfaXDKx1iPAObHOjQuSFtrJLolR+wa+xeOoSerftZfkQ+IzKkbcQD6Y2wLzapLnzJvMu6qX9POhwMybMrCZ7QRIf1MOTLBC7D9VA6E91gvrXqMXetVZca769XOduk0IVM/9CQ9ehtoEuCBjUPXebUFwo/YREocGk/bQxCckR6ti175APaZ3uAgCMN9KxwCbdgDpT1AehzrsQf5hOASEyLrWBcYed0NY31CeNAv9FGtfcxBZefU8x1b+p4xR7nllA+O/Zw4ciUeeRsf03Swd9rwAhpgMAShLBtLQiD5GADclMMAZmmfcgxci1s5MJt0Jg3wqQNGQWkb+gSA+P/H158269at92HX3O3a/dOc5/Q6OjrSURtbtmy5wXaUzsmLAEV6iqpUEuAVVXyIFFDAK+ADUMULqihIkaRcCSGJDYEUMY7TWHHiRpLjWLKk0z/d7tbaazf8f9eY/3XPvX3MtfbYo7v6cY0xxxz3vOetrTLa1nQ0UrnyBUahzupkg9OJUT7tO4L+8qwcOVw850QvdVTzCVNse+PTrYcPt2/80s9tP/uH/9D28dOnW/bGIbQ43dxehM5p9npZH9nRLTdVPr02iUyh+YR+z+lJLzrKGzDg3Xb58SkWbWPDYC/djz5Tfjcvr7a9O04dH3n5t60+1LY2rGvSaCexvGnUMluaRgZZIy+yw3c+/Uz9ajR3veAOZDKQPbz4K3wlLndgp696NLfJjDZXyTiAK54gdJ4Yys5je+V7zyZh0BwKSeQ5YMBP/uzZszkQUr/wi3axR7vcWLzYx0MdPbyl24otPoJncUwYBf98YiKWZQFNDMwn8xmXJE9c3bi5vkoF6nfj0LGQjvVC8Qr1j0S/thXKuzy7eLd+GjsbN76MvPwBdAaPPPzZ13YX5Mphh01r9ZCOOiofdQB01Ua/4toAaK8d2isboFWH10eglfEpf/zK+/h1vspig7p2eNWHjPLQzifATZAbLQcxheK+W6YLcCjVMll44Vs7AJ9po5OcXl6UCcfFDrwl5x2dJdCyBN/PnAd7+tBqm7TjAvXm/VpXffLjQB9of3HRy6XqWajsI6iXtrnUvuKvJuWTnm6S+2Rg28iYn7rPjYr2uVQldnsQP/27fyeJ69DZDJ2fr820F4/SZTbDqZdvdTmC9ubv+qQ5QCstuXCtD+b7iglfv5jDufwZGWOLZ3k0/tUrB7+OfXVb82DpXZ0qGyz85Qdt8tp4jKPSa++4WJ+woaNPgrdrt+enxv/m3/jt9N+N1vciAc7Cp0uyAXzK+12obn8/0H/UQyrNu+W/H3+pfexfbY3baZ5rtSfvfGjhPRsffnB/+5lvfz03QHdy3Vrj1TmM13F8jnBs+3FlvhV2rdfPq7r09CQgP4M3LzOONzLPX56n93L76MNHWRf0mfs+qDhtMHeSfX2x7tzdPv748fZJ0q1bXuRs3CIjMt+NjeYAL/0FOoqPk671Nf/L44t5GtXaGLp9bewTJ+TN00m54N65e2O7eye+vOUw3vVjxRuIV3e+y4bq2PiHt2Kz84Fu6D15dX17cfF6e/7MTb8fTfE06P5hy2DD//vHSNuv/JD60Qfa/ZFPn2MfaNu6di6/Dq9c57/1ra9nLOixzz9PSYwvF18f/pFfWuX6hM+J0rb8Yb76IOlW9iOvtk8/eRystKVvbpriDxbgCf4euwL1a3lO2nVQBvqHT/7vu+6MK/0Lg4Pvm+RS+ucDpdcvtvfevxcbxGj2xdZi9HW9+sgP31lnb25Pn15s5xfWjTvpEys77x0PTD3gJqo+kvNRQV0qbuFYb5mtjSk0QF9T/rvyj277QfA7v/27249+8CQ2+YA115bo9+P0eFemtnW9Ws5YhxBv+9MaI5boVJofB+Wtv7K1rbhZ/PGeD29nLzbYV+V+6wTIJTxqQ/vA/Bz8TuebFmLCEw7Xr73Yvvyl97ZbNyOHvMSJGFzyV+xK/FebwEnuGoOjDfDMg9YX3vp66fEeBJ0yvOKUrz6w+C6/FFZ5jY3+5gnfkQ3mgF0M5s8700p+wl/jTU71r63KxS0c+xtrutVBtZPj50Mja+aKjyVTn6d2qu/gp4xH2wYviYz6ABS/ugI+rr6lOwL5mrrH11u8k5/Cb5d/hPKsbvlvcu1S9ei+tu1qLdcG34AozviL+srwFPfkPzaha5xpx4O+5Xu0WVmCU53A0vXUp715cQpwj7SFyonEU3lPaJqWrsqLDi/rqKprOw6FickdEV6BfWQUqtPw2vmSe52DIFdhRN3UyLv4VFGwmCxlARqJ4m2Xyg8UF622BlFBOzlHngDPtqOpLKANHRxt6tWhDljOPDkEPpsrR33ZpoyPgRVo68mA4wYPj5arA/4GxGOODoiy2g0v/B1OXL93d/vFX/mV7af/4B/Yvv/syfbZ+fPtR599Nj+5en75IjcZL3Kh87RNeCatXxs5XmRWcCj/OPnaTl9zWDryU0bgCk9iS6G2A8XyPuIO3yQHHOXdPvT6ejhxJTPt9bdcqh38OOXo5ZBFehWalxcvDPb2Ijdbz548nYMYZZ+AXpw/S1/0yE2dn0h9nY2Dr6f56pPcBYs+ZPu5fECGfi+6tO/MlI7M0+SuLeq1A1RXoL/2N/VJIKlfO4LHP/iYiGy8fWs9bQLPQnjk1zZ1cJKXBDUb1pibDbOft85kfxHb/FTt84vYlzFJjPlagO/c63uR1E8NHGTgx47aOr5ImTx1oE1dOxjd///gDa46vCRlNijXNxbe8rGZmbbgLOwF5S+5cMPR5pM/dPSeGF2umTb+6vrTttoH5OoAbqE2oFWGU9vk+KBVx7tzQ33N9zVe6NSNN/yONfzKVV80pxgqf7m+0ZaP8je+2/P6o/YBZbbIq59HXeV4HWnwr03q7ZuDur1/1U/ronFrm36g3GRDMQdng0/truvrYjqFd2jwA6NrEpS2y6uLnL7FLR2Ap09evdWrozK99AO6wJE6FqBt4fgWDzg2bkCM6sN63TguPbSlJ7zXdcZ4L3tOtox8tMnv3LmdsfLUYONnugLl//ZcK7QuZwdZxddWfZXbPvpnDVybXvEWX8UOtNQf3JTFCHx8Sw+W/9Z1Uj+8WY/2/o5N60eoLhKc4/zFR+p4ADiSr5s5DHiVmz83oXfuPMqaf3v7r3/rO9vv/J3vby9fRJ/5mtaKr8WfvWveHnU68j7W0QB1doHm2pYeS0/trYOWtTdHo6xPAusJVvyVXQPXOgBuG4vYyNbLl0+2n/jJL2w/9dNf3R4/+XR78uRxbFg8KqO+rP8KboalWRv2m2vlfsKuzfiWprrOzePOxj7Adch6MXMldbreyM3Yw/fubH5K3c2f64jDArxcw908s3Xx9ALh19t3vvtx6mfB2390I9D4+XG+X/nSr+3yOfBRTkI/Avw78JA6Fv7GZs4OzIGNWM+NpRfdinu/vIh+fZI6zAZX25HXyAso91oiTtdBLvvJuLE9e/Z6u3hO1/XeTNrKq8PolXSEK//rS12atTV5fXTUpfa2vfXiTHxGH2P25rV9zfn2xS++P4dEtzNucDgu6DO+wAcq9Fg81jrYuJI6f0aH/HlBsif5nj/PHubyzXa57znnCYkxYumFttCy9qXDsn35adk8I+wGJWx8/d5cbz/Ag22jhzLf7e3+5mt/bmy3y+3DDx7keuvJoMjI3iedVzqMr8OHuut9Qze3Z08vt08/9ctmrvFrPSV/+VcMoAmPbDjXWrT2CbUHbznfmRurz1w4rQe1V1IG9e3YkKS9fUf78fJDOPaPv/Pbvx1c11cfxPsqMx2XP6X6FzBZWnwWHl2qT30Clq2n/Q5gj3Z4ytXzyKPtaNa8OPEtXculJWMOFfFO34z/TlN5J7+s+yhe8cu43tW2vck+/c3z7WtfeX+7dTMjnv2+10GsNW/JKD3bm2ujnzIceevHvR+YmRKVrmc8vUw5iIOLB1qAb9uUtdcHlbVsWLYtuVO84gH08hN8zWiB9TeWTBmE0/wPjjYe5RzLTYUr3ZPexgnNyF6y5how+rgvXXb2Kc3qxpbybg6q0zGBmVO7zsb/2K/9iDs8xo7sydFpo1vqgz9YJ7mlH9t2UJas7/LGKShufa4+fWmDYQ0K9lW7xB/DP2Vf14fXGCYVDr3rn/W0LJ+ZA/zGX9O17Nv5Rui0N717/QN8DUYWHfZy+bDj2M4m4AO16gP0wZ85PuvTsr37C3sDxlh7Buxxk0Wb5Ev2xEBoK1992t6Rs/LJFh0lbRQgHhcZueCo0TVIrq/M1NFXoLq+TmKpuMd+sqQ6EU995d8c+AS+fT8uYCpLvQvGcSJUjw7I0Y7a0rbykrMLv+oDR3tpqp9xYeGSt3SaJ4ry50b+xoN727d/+Q9s3/zFX9i+99ln23d++IPt0+RPnz2/ehplbdjXIJN/hOpfmcZFQicH2qtb9QfK1bf0ciAXZNoAGqm4QD5fr4p+5dm40Id/xx/gVZ3go0Nf3pWvDE99vi6XskCfp25Co696lOfy0enG/sXFehJHGQ/9A/jPZiWykmajGn2rs7TQTgsUPhI7JO3l7QJPp/oBvnYgJuDbaM9X8JIfeVSn2l879KE1B0BlVT84vqKxcNfYd0FwU6o8sZK+8oFrLIA2NICsJlDdpMX3tLFsmwQPKFs4U5gNQT/1gUvORP1OOxen4PlJTnWd+GsrqFc/OrPduNN9aALa1PmEbdrhaEdfHKAPTvvwxF9dnzpZo2vqbQdsJEe/1PHQjhdcbfqOvqUL0F598OwYHumvFu6AvsmT4OMlAXWyjnrytbbqqKwP/9px1FFycOFG3sVau/4m4tFIxR9ldiBvHhFPXBlLNx8Lb/8aS3DKC+HK/15bCmgbR/Lh9c4apw0ftEvWiq3qCJTz38oPoI62+Ql/sshaF9L1dSdxX95r3MbXUWW1ZW3bD2L09+fbjzatGzN1cZW1Pf71gvlQr/4Zf3KXTrWnNr0LS+5qr/7yq9hBO3nbIp9O4sCfQwLjsG8cxB9+y9Ylv/z1FbR3PBq/8uLKWwZBG3y+gNe5Cep/ULmLNz58dSubs0e5Ab63PXn8avtLf+mvpu3edu/Be+kXx6fYADFl6lPe20B1OuqlDOc4RkcoLp1rZ3lUJv3rc3CUCdSl9pOlPrynz4cIT7Pmbdsv/OJPbe+/fzfXC9exNTfwDuLQdEwru6mgXJuqk7w6N71LB6zNcNcaERlxiQ9LHGB95SsfJVrWr5Heum0dC5/8D99XgtmE7w1Pmly+2n7w/Y/DX5vr2VoT34V3dVDG4wh68R67k9gNI5wn9QOjuaKEvnn+u7LHodCj9+5tDx56n8fyhSfU3NRDXYc9K2aqQ/VquX0dO35lm6+YPXl8uX326bPt1SWZwXNgEZw17/7eMQLvjkn7ld+FuUkKHOMNNC/N/K+c9rPbN+frga89ReyQMnTz1fh9/cLHCMrx7Ycz7ZPYqg9Y/zx946DIvpOnvcMqaAH4y+90pVfptP04aLyQ+S7O0KbN+F35I5n20gzO7GcylvYMbL7lnZPWW+toruEZ33UDvI9Brht0qz8dbr3IHHv+LHMtLpof6AjMAc8uu7rJyTU3APnWsI6j9XXhLv9WTwCHvY0d9fKFB9RLU98BOqIz7y4uIitroX46vs61qXTy1c7e6uR6v8aweOUtx7fl8ctuS3HQvJvrL+8m+NqOdoGObf0ArPkjZ6+ja96Y6D5pTmoyn9bBtA9xs5fdHm+/8is/vX3t6w/jHO/TS1xGpHd1VlZvZI961kZtlUUXhyIj6oDvmuj6eMfXsq2Fc41ch2jFe9dXoO0d59HlILNw9PesF5U9+5rQBkebcSy9vLSgMgrH8hE6Nlf9e/mY9M8cSnn2e+4NxFDQ59Bot79ANn3g18Zey9Xx65gr59+SsdMB+JVtbQF0rb72TvX3movLTwXlOZx+B7STg09tqq4A7/UB5skPrJsXNO91+Mf72rUXC63yjkN/dXwkIEezDrlWOzz6oEYHykNV/5K3fLCjXOGuuXDSFeC77qFO/q6uQB3u0Z8Azvg9+YnX4mHfOfeCronzFx6D8Tasff26L5BP2y6jPEfuHI6t68BgrRvRpShEZY45KluC3nC1TbmOHMeHRoBoL42yhcIGV/JJrRuZY0DKiyuvbFBj8QN1Enlwp23HLT+DUx2rc2X0Bk9dmuCPFMnfRXRzCo1WH3qygHpT9XUSrk6uT2au5+L70ic0dMkgPn+RxfbW2fZLf+SPbj//K7+y/fDxk+07P/jh9uTJ8/TFF+E9p6YeK76ei4yvpGULZZFtOcXRCdCL3oB8tCN794u0TkPXREErxeIp0HFw8BEMmi0kRUx6cZGb9+BVxsvoCJ8cINfGN0u2CbOCGN58lcon7JmsnhZyIZgXPZMZ3Zfe60klqT6WHMb06Y3RP7gzVuHRX+KQ0phYMGnCd/8alq9mgdLIm/B6a3KkfxawlOfmeMcHcvrRY+jTVnp8vUDbLnw9wu2XbNai6F0uPjl69OjRHBp1sSTzRvB8kufGVcpUmLGNFiOj+rKttncj036fsh5f/O2pKxZ4SVw/4Yc/L+SLP/wqSoRN6qd8USISjXPyOHV9yhMdMlZ4de6AkRn9xXf1A3NBHB47jn4+lBJT+Hjflpi9ZT1AM5TctuLZfPPCX2UvFlT3V3vZgm/LVz7Yden8gw/aVoA3ft9z/XCV5WLudAhyuoGQQGnIlnfd0M7XLYtxL4UuXdcbMPT8n/nlqyl8Ka8uBWMuTsyb0mpzIZ2049YP5NJXs6RdMsYcPTySyFm/ErjWEfVJ4SUH1q952XuA//Wug5LUF8qV/ObLN8s/5qWndMTblps4sqXh76bOXeC0r7VDfIDq0jLebGJH87ZPip/5FhzHprLQAOW2ZVqkvHRy7QHjp9RZiy88N9U+NerGZB1u7JuhxEjlxuTxED+Zy5e5sfTT4NZwEW0OzFdkwjOMJu+aga8E6ADqz+ZgaAOzJtXPIfMC33VDxX4+N9ZwrGO5/mauW8MckOOBZ2XyzcRqoO2FyvbCSzB9ofck7PKD+bJ48Mf6dF7SjqCxuMbJk4509E6b58/MMbr5BOz+9lf+yt/Yfvj959HzXjy4rj1hMDKNgRjpy0SnZ9pPcQKU2VJ7yM5ojD8cHohFX3UQ5NqN2XyVcE/apj9QP8mNE/h7ZO6b7JELj7+3zFd8r6+D07OzN9sf+kM/t/3Mz3w1DJ5vz54/3u7edziW9e9acKyX9EnM0JuM2li4khfQ1zGrnQvQmP/47Dqmyfyel2gHV9zw4et5N8uL7Rtf/3D7ia9+Mb4x1vuvF4qX+Gm9XLTxYJ0/2y4vEtcX+KwXYYurTD0KjrxJ8SGve/Jl3jViDRy7zMf4Uz//CNyUl65rjI2Hccdn5AbxDb1jrzb6e3KY715ePg/Oi1yj3mwPHt4Ov1dzgPIqDF6Ozvy4xq/rxvgudil3ni1Z1mZPRi9cT/0m6rfPP3uRvZivoBr/+Dy63cp/43+2iaHIYa+XSL9xXUsuyKNq+LnmJubs3/Y1sGuer7Fi0RiTOv74AxLGTeI/fDztcufute3DD++N3Z6MFmv4vHmd+LbGJ57wxIctyweYnOS4/s5TOq/WenTuqe2M8ScfP8316k58u645QUkevUI+Y8CoA5BBFihvbS0f29k2bcpjn7mWdSlWUg/d+NR1148KpChO7EEePXywvf/g/nbnLPuka1lP2Rd/cNC6ycxcEOeRcTNxGvPm5+9fZE84L98mM7jztdZIfBODrEERFRaLdu29Gu9Lb9dj49av8xs3ecfn7fm36rUbWFMYt9ac2BWbsR9bo9DyX+RkP73mkfVwlBo+9eU0JKFdN95uUlf8amu/g4h+YFj66jTzGY3+pLm2p33xX9AyOgkcbVz6rjgC+o7jj8I+JpW57qlz+Zv4zdcEr17jgDcdMgBntzMer8+3hw+ub3/8T/z89ui961kjP023p0zdsAcPp9CYu+wzXsA16HQdmpagWbeD7scsxoTlB/rR177bfL6aY2m3fxv9yUh7QiPX7tTZp50PZp1KPngnv7CfaPTm25prkZ8/KF1nxk90y/hmNEaO+7Ne53qv1v1E144gzz7RfGiqLeZ/tJncV5jZu77GF9nuU6Po9Szujx48jD/fzI9pAGOz7CUn9IlTVlgrxKX90PJTZKzFevjRMRSDB/RLxxiYdQPjwPrQLJB2yT7NfjjsYn/8mb8ll0/oLs+fNUBbaKSJucVptY+OO1365VL+S1o6rDXGmNBlUY+vmROdyfI0LX/54Z31ChfXmHVtXRYseWuNSgs9dnlr/IwtHZaJyy/myBpzuM3XdW6qVz6z3umb/VxkzKVh17Vy5BJZQ0O3vb14k0Lc/TNeuRjMi9/XnpNuGffcu99M5YYYDf7YqHPo6YXnGt9VXvybj8/jN7bT47oGNwQUGkfthgFlRJANyMsE3fHwRbv+BozESDc67Ws7WqAND6n1yulEg1/+dZqERl9P+qqHshxULnnlYyJoVwfqcJrKnyyLHznK+Be/9MWVRpfQD6QMB40F4HLvN5AWzxeCM31f/+Y3t1/9E39yexacjz/9bHvy7Nlc5Nan3UtnspesVSbrSk5A3xEP1I72pWH6T7xONqp3PORHnPJhS/kBecvwgf6xNckC7H08cgcr5SvnE0/iwJ/3srhwhH4CO7kXQNuwCExl6enjJ9vjzx9vT5883c6fZ9P99Nnwf/z48XqyJ3yPsvCuHdLRX8r6jvqWRqJfbYOrXP3Liz+8MBaYL36tR/3BgweTi5F79+9tDx493N57773t4XuPtgdJDorge9lmy0OfOKuvwSx4e7xpp+MxZuHNJ4kBbeqJ3lWOnmjx5ROTn+74WAQc0PLGPIFwsLWAV8epXivO+CP96tUPwFu6n2LLi8efn2dTn87RPQs3NvPJkKUq7cp0w2toglA/1N98cYTisA/f0rddAi034dlxlJTx1q4fL+nIC55+AF9b7e4YlSe/zKeXWbRZ6IDGxYee+OGNV+uA/e/KlfDGszL0lw6P5vQZPinDV19tKxaePl+P6qMvHt/rA2iaaxvb9j5jaR2SHJiA6d9lDH74nnSI/OTq8/WWvZ3s4ssrC7L9xLu60BHUH2i0HeMAz5EfnMpRrx/Lq30FfMyBdfFe/PGF550Wxb8a011+2+ZasG+mpi/tsy6Hr0/mPU1Efe8D0Dm0wTsCvjMOaT/yB8rHVFC2+Vs0xr1j6jrIvyseARybpB4qsZU8PGprYcZzz/XhyUZ5P5UdXUNSn6srdz6w3zpTWAdkSw/9cPH3tTgyHKB7sezHuTn9rd/6Tq6xD3KD7lcqIyR68099j+54mKeunez2vwvaATPpWugmt/6X1xdLzupfNp0OII/+OsLIyT83ADeu38lwx774+uXLZ7npubX9/C/8xHb3nvXhRW7EPw3OHr/Idt2MTe14Vw793oV3cdC+m/AXF25uEzTxa5rY+/Jiu3X72vYTP/GV+bW1+eBll4/oGCfzMnf65Wbs4jzX1XPXg8RbmNVPQzY5uasMErl7rKw+KuPJn2iljsWSvfoXbpC1Je/4wJ/1J+2+zucm6qtf+dK8xHn98uayu/ofVLniH4zhR6+j/t63xNZbt/xymz3Hje173/04cZpry/4VPPN90twsFZZ+4BiDeI8tbw/TFVR247ip8Te0ez8WbgDEz4MHd7e7d7xA/NngSPM0UJC8l0kdjcRGoO0IHRP75Zk/keCDvB/+8JPs0V/MHoZNV3ws9cmrY6Gy5NqrN1Bve1P9PrzD9LhOvZtYPy+pzs3yg/t3tjtnxsCv8lmT2MbX+5gmhsafqY4OcfrHmWfPzy+y/mY+Zr7xdtePOdiO3vDtLQcic2xJkX50d7AyL5F+k3XLwYRfpXqzxpiOZFVfMDocAJ/iHKF+k0qjzVre+58CUnzwmLGI/0rPDuUCXtpJG4npa242vOGz7PmuZ+7wBPzKP+pJRmOnbe/aUCC/ukl98h9onw89X9Izem/hGz/eYkM0ykoQJL+4/MPtp37yg+3D9+9sL54/nnHv+i9GOh4sHfsOuvABWO3LV9LsaUOrd+Zg6OGsmNtjLG1AW+1AC+qP4uFdf+HT/vIAo2PGUD9Ao1zelOleA33HMq3T3vpRrmv9wsFvtTe5LvP14MUPZEnpnT5zjBxjgvc62I5OydGoVt7Ud73xsC7UVsAvjYulz7KhY1O80sjngx24dM2aKbafPn06ePSeNLYvvRZbI7agYwm0Lp7146LTNv1pn32RmQ75wIdvT7Cv1+k37tYONl3Ry8MT7/oFsKk2gsoH8KSWS4uPdLSDcvrwQiGHD+/qUC3QNgCfjkcoj702dVC9hr91Me2ut2la1/j9Htv41k8zX5PTEZ/KvlpXB+2g946bOFpvstc4C1cYagNFbCBJ+pYy6yCmgmwaOwnd3OhDWz6FOrE8jspZ0CfID/jK8OR+EexIoyyVF8BHP1sqn8ziaKOreu0B+KMpjrq8PIC2yga1t6C/+vOBSeogBPi55E8fP9lu3rm7ffi1r23f+rmf295kEf/8yZPt80wo+kh+5rlPxcymr2kH/CV68DFZxkz9OPjV2wa+tsKX1G04lEH7mqMvL2nKWZzqx+aLz+kXvIDcISEcZbHVfvgOe4Z2fyJoPvUOnQB2kOTdQg494Dgc+vyzz7Lh/mR+OezzpHl6Zud7tBkoH22RQMeI3+BqH7vghub0S3PLN+WPHxrAz+rG1Q3jnXt3t/sOiO7dm/yDDz7IjcJ7c2j0/hc+nDa4Dock5YcPH14dFpEv3vAVR42b6kZnevTJEv3z0+Z0jp7FGdPEx/XE8hxRZzG8uRZ/8Cb9gz8rxdsxZTPGJlAfqbvJOKZusJa8U4oyE3vTZxTTdit2RrX5ROJGNnr05MvGLDx28vPy7ZrPlX+8gGmju7w06vAL2oF2SR1fvhtb6BQ/87EEtLVv+RsfF0W0+9eH0mfMAF4Lb80H/GfsbAToHpnGBv7xxqJjRFbp64e2VV/5jFNw2KlfAvq0y/GDLwdwxZM+/Fyc67OXr7xc2/ptbrqQnD4dlY9++7gNJJ9Hw306Mb4icx8Xcm2mI6M80hoea/2QCi1XT/kVzo5fX+g/jkvtLI5c/7TPTcPpIqrtmPOX8vLb0huv8nPDMToEmvMVwBfemytXrLhpTLWt5d68LHp8I59tqUXzK1vAkQ60HVQ3OAX9U9+b+H3RGNMX29kd151lQ+XwkfWM7XgeZcIrrn52VQftjZfKxat6aatvmpsn5kjxbmeel774S6axvJX13A3Are3v/O3vbL/5G9/ZLi/QeVIt+gUfD6n6lBc+ym1rWd8RjvVj+V1aMtjatuqJRp1f5H8/gLfW0a4XRtpTDM+3L3353vZTP/2l9Jxvz58/2X74/e9tz3Otu9JnZ4s/mUeobkfZLR/tOcLbuHsBzIKd+H95mZvuW9u9+9e3n/v5b+YmOja+8QTMte3MDSQ79ms6Xt1o8sEnn/iE/1quPevg9Kh79ZlPedPuCeTmYf3WOIoPNNW1vm5qH46zV8p4rLm7Yh4V0jTnOiteMocjx5PoM3bFTbmpMivDeGsHDi3VHQA4R3B46Zf2/NKXJz3mtQY+eY0vGF29wXzQQba+zP158jr/1s3raHpIJ6idx7xJfVLw+M21xAcNmaXb3czxhw8yx25F94xpRiq4a71y3akv5fWZOtAmzVikbXhncLzH8GJeWv1k6om6uclmQ2nA6DalBdWzUDx57ZA3hluXitMErsphI1pco54++Sx7p7Pt7G6sf72uf1Dg4Yf3esphxaP19yJ76t/8zb8VG3y1OnbgTfYIWfpWH9Cb5urvfuMq3vYY2VW8kl35haPtYPp5kn5JAH754Q9XW8vGUCrfJWPpUP0k7eDI95i3/9g+Bwp7e2+GpepbqC6gMn8cXr+qtWTgm0gUg2nXNi/nZ3v+Jp6u5Vrlg7OgOnyzzrx5lX38p7+zff1rZ9uf+GM/s907y9ognoN3M/ji2f0IO6uvhP+SC9ZaJVZ9qG7fE63mWitdOjwOjXcQ9QMd2o494XH0/RG0dY8Dp7Kt78kG5A6/6DdPOM3h/x5LiTO49Vv1rS0ifPGBf1ob4VUeUK/sQtv6Cgugrr1yeoNvDPwoDltu7ntw+9J9NhA/gB7OUQ7e1X/ZuPae2o7yWi+on+w0QmsuWJ/tD9KRdbY0i8+U8bN/EkPJJdO1NhUqG5BVHfAFbG//WvcXDbBe12egstv/bn18EB3NQWX9Ha/mBTq864sTzRrXlpePUg5q/h/+60PzE8DDqzRL75NtoLJO+WQjC2cyuj9G5+lIIAIgV4ZU3aun+CWza1Zx9GufQyKFEuGpTbnIFVxBBkS/vJNu3SCt4HJTpQ9tAS0+UnmA5kv2HgQ7LGctWmAikFd98AFzw8aYPVWX4sjhWFhKQ672ynMjW/zqfpQh14a/dokM7ZVLN23w5lAlC5+Llsl6I/Lz3/Y4cua3qjKJXuIR3ib3eZJxHfrcbayXE8efL0200wLWnAx+mBvYfUJ0k6sP3tibcuv0G91CL2DJ8RLLkMfAt23FDxTfJ2vyKYdX9ZDwpQcfkqkut0n2U/FNF+cX8yTQZ599tj158uSKzpNBDkPQO7B5nnL5wbmSV7vS50Bp8oNsfeqVT/cmAK/6N+8Y147it19ZPIkJB0AOee7tBz++Vqbv9tnt7d6D+1cHRJ4sciD0pS9/afvKV76yffGLX5xDJDTa0RSUOyc6dnzPH/xU3eg+8bTjoRk9wyNZFoMb2fT6eoBPeZb+k9IJH7jQwZX75CelkXWFm1S+oH6AqVy/ATwnqaRtvt6Y9OLST/eeBff1+MMmo3Mcb4BHfdCbA7D8cJJTO4F649uvdx3HsLEq7/iTqS51HEsjVSf8tIPyO8aOOl31wS29PjAX8LSTo23dPC48eaHy8Ft2Ll8DsQvgS3DbX3z5UX5t1lddpdJXlzXO1qxEiE9aD7jgSscM69ieDVgaZ82y4bQp408XoeMaAHxiWx9Xn/bJK0eZHLryl5yO9XP7j7T4yd9qiw3Fpyuc6t8y3kd94KHRJ9d+pC3eFU8r446rXv50BXwhpsU335inyYInDhavNSkOvg3UFvKOOTnrk+8lXxvQ3p3EbCrSvmRmI3iDTStpJ6e6Vvfytm5oq7y2a+s4NF7kR3pxr67ceQUuc23yq27qvl5weXn6kKn060mMbMpfZCy2e9vHP7jY/uJ/9F/GNZ7G9KtxwfO8/5vFvzIrr8AuempTLqgXr2NYwKN89LWfjMYHXurwgLz+bxson4I6+hvXxRJ9nm9f/Oj+9mv/0B/b7j9MbN96tf3o4+8nRvB52yZsa8+7trRe2SeaZUvbCrWjTQnJ+NmNGX+H38tnGZ8n209984vbl77ycHv15mkYrDhjd7yR+mldIst40+O3f/t3c1P39MrvxshYTzmw5J50aXt1Bmir+/hrryuDpcMOoXGDR3Z5W3vkvq7w5s3l9v77vp6YvU7ibZGkn61JrjsrFteY0qF8jr5eOftX3UHJiwtrnjgUE0sHyXUTH6m64ic1btIVOfinPitHbAvPHkLN2psyPFC9OnbVUQI3soasn35/ud2/d3O7c4bP2rMsvHXQxVdH2qtx2qEylo/oy44t+5L72YNdbk+fnSce0p7kySJQ3UBzWjVhUN/irVw59a++6lEfSdqWb+IL4pLzmw9QXTv52nz68IOH280bdBYH8E48yXDDSR6ePgB5/twvm+UaEn5+CObSuJEfvjIjggn8o22+ft0DIy+yBbXTGu6Gjm7HFOy5/3B4qe4dKMV1bWXXvJ5hxn/FSH1RIFvSzg6gXN2Uj3Vw5b89l/BuXxomTT8/7v4B5aNeecqtF+8oV1vlTfmVeW98I1M8xZ/YIl1fuZKyzpuXqetf71Hir9h53T3BD7evfuXO9mf/0T+yffSFm/Hf+tAKn3WoBTfjkHGc2Ni/Ulg95ICf11xLW9QxFvDEBnu6lw6DSUO/98OTut7Vvl77lNHOmCYFY9rWDfTuq+jph1bwRWOO06HzXxse8eYVzxOc7KhtctDxVC/NW3nIepCrjrZ7MXxfzrX59BS6OBhbR5fhMj4ozNdVA3i9K696NVU30PrRNvijT/gLh9nP81faJoeXRA/0cIcy9sBfLyxf8608K9vYgeo0tDsOHXwwC7Spt39wUh6cfc8y/NIunzHaeYIrm+iT9pVWu3xsm5hYstBX5pJHN30nnOoyMq54rHGY108EruQOj2VX5YupU/k0duXdBOTTHp/CJdMB7ThdCmtyzm7eulojAJqlw+JfHduPD97XK0CDHFTx9qm3HRR/GOx0TRUAjmVwNBYdfm0T4PhpkwM3Ty1rR1OedYYESnfkqVz80peHOn2B3I2tNlC75Da+2ttWO4sLKlf/lV5pzzTeXiXyfPrkAnPTEwpZZG7cueNqv8rJX2TSOhQaOWEbdpGx7Crv6grIUG/uD85aLNakqA9K7yZHm7r0LrSvfOA3782cBI5l0Dp8fORuTtqG3lg+f/YsC6uLPXvXk0LyHvh4iugy6Tx4b7XtefXG86gbmZVFrlSZ2tzIaSsdfE9LoKmeeNenEjCOxl9sztNDGTfp7t078/USbe+///48QaR8997dOSAavOB4yujBg/vzfqIPP/xwvobmsMhBkXwOUYxfUscFHzIdLH3961+/OpjCs58oNH5HR3EybsFn7wsfPMZf+bfsWXHiz2IyNs/m8RQP2uC2rTLwq57S0V/vArk+1bl7z08nL1o+B0OXvPa2Xn5kr4vy23NaAtWNDQDeu7rIuxEAxVm81/ysLL5SLj494RzlF6f8lbVP3ER7ms07APgyKE7zxV7lVj+AV9urC+Cz6qO9+Mp0M1/k6lLhqJMbgpWfDjt3NjsYt2UHXmQpjwUQF6u5MCvyMbzij67Bs44d9bMpALX1CPBqT/24vp61dK0t6kdbCrW3fE8bo3W9aPtxjJqH0/hBH7sL+E1/8PpJlITX8AlO9en4HPlLbDZmPs0mw8+Ei/M3+5rNgdWzvIdut1e5oHjFd24Q946Acvkk6tz7JL62rAW3ZlNujWQHKI+jLOXe+AO86jc42pVr29yw7WXtpVMvT/23b52dNuQBesMX9wCdm6j5mtm124nfs+33f/eT7bvf/TR09+arIfA5m7l474XhD971lZy86tJU6LiWHlTf2tm61DHV/i6dctvKt8m4V7c5sLt+uf3kT31h+8Y330vL49BcbD/8wfdyDTvP2v3oLZldn8v3COX/4wD+MQfWn6nnn3cC2fwtOz1pcm27f/fmdvfOm+2P/JFf2D78Qvy9PQ9u9gv5cw8V4uQn3YA+Y+ircufP/RrYOsivbsWVjvqWvu2FtvPx0f9yXxGpD+YrrMlP/IK7l/3vK0hf+tKHYZTrSPZTld3rFz5ta8x2zJtL4Rz/Byd81tzftidPnm6ff/40bYmTwVky8aX+8N95//2gfbUXaLuSe2q+wpUf8UHrbzK333/vfuYP39nnuKk+xSQWyk3guEaVT9d7cJY55yt2jx8/jT2udxmL5fXpL6Ad+p3uyO/ohxm7HVdZWj5e0LaTLquvN9yzJuvCI/sF4/Leo3tpt9dc+4VFOSjDp5rSwzycfd4L6/YtjLdr8UFGdfDXIGbNiJ2i63ravAMlgzxzxQ3hlX54T1xJ0TO59XZk7vaTOfGGdsqnGGVb7ZRLJ3tP65KkXF9JymAnHygugH/MQXnfCEptux7dcBq7kkvrSZ63eTS1ftSrHzpEg9SXHoMrP9DP+2aCNj+5vfs0rk97ym98iJL25C8vP9/OL763ffnLN7Y/+4//oe0nv+ED0szJl/u3SMgKY7Frnmrjj9m/vHOTLDkIWfN5rd+z9888DuY8Zea9lp7w11de5XFMtZ0c+Sixw3rXUXHwaQwvPOWJ4XgeTJ9/O9+xIzm+i/fiCaYtIwK3+HQ86lma5kC7a+xb/f7wS0JvjfA6DmztF+feJ7l6OA8+KA9JubGkPPleB0tu7V9Q2mP5XV5y70ODlZ7ZM5LPN8aGf9+V3XrzKe/9BW14HOEo/6gHvYF1AlRG+5sDOoHa2vaCfu34H2HVT76Ao47+mLre6MdLcp9AnoS2vKdv2heedvkRli4rL/BvdeAjITc8sY2/zdmJ990vtbGym06wfAU8fTxQIgr25kCqogDOkZF6jSrot4HUR6nSMNrpWC9cgrh0Vaa4lYEPaB0+XGnxXDdkynQujvraxC/d6jj1yoCvr/bNy8Go8TrBnBuZeRljgJ7lvTZm9DTYfGSxXxOpwassXcwG3uSIzFdpu3G23Yg9ZPH07bu5aOfC/cYn63fOtovQe1Ho5Xw1ZPmk/hv/hNcc+Pm0KZs3C8/oHx3IHvm7neh6M6dc3SzK+AG26JPrH9z4QEpt8ssIHN/QeadrDp/vy6dlTwy9fJHy+cW8APz5hcfvn1/h8Sfcyi6dZJGDu3AutvNzX007lYtHX3R0oI9UfnL9xVGXLl+c5+K0Pon0orzLF0uPJrQ+HfcUju9W+/Dk5vUsMImHu3fuzadwkoO+26k76PEk0a2z9fUzhzl3Up+4ypj62pUbpURKNsS3M/4rHsXl8Ykihz/37vk6mgOoe/GsJ+EcMHkq6aPti1/80jogyjhPCg90kvGX33/4IDqdzbjQRRyvWF6Lw63MPe8L8hi3rxzNRXyu8qeFQN5ygaxpSyJbNJ/AHAyNTVWm8evkLzIOnoqzaZgniLwnIPE6m7jEEF7zosPkYkqOr3cXhV3GcY1nxxCwUVtjsDrxs3rnG3w56IVBjheoPEk7+uqBD3rlxg6Qi40C/K5J8tJnss0js6Urb4m+1Qtuy6DyKoMeAI0+Mcnj+sdG7+0ametAa+Eve4KwXeTCjAagN+bw0RorL5HFzyZC+3y1Yfd7NJs2cCaWfLWDTZFjM4xHx78+Vb98lTk3N8tkrLWiummTa+tauF4qunjUN/rhlWbZuNqmvMfr2sQvHY6gaR2wrDEG/Ir/4tm+FVvDI//guCGRS/pc0K9wPO1CB/7xVMBA2mYDG32TX3oPg03jDKu4X+2jRXjge2VPFpVJs66KJ7xfzyd+Q50yWOqJnyUnDCEP3vz8/YwNWVmnI2ttIK1ri0fjiR3kjy0Bef2tD9Ct4+RXrZYKWVd8hcOYBRcOXxbcZIszcbNeGCn21/XO+knH9dPl1qn72+dPnm//8X/yV1K3gb8fOYm9N75wELmxZb0CJPM5seHphnn8PDKr2zEfP0ZJ+egWfWfN3j/FX59Ir3ZtcqmApnGRyhxQuC7yk7WpY/CWrIndrCfmeWLdTzlfR/Pi+falL97b/lt/8pe3Rw+z3t2IT19fbN//7vdXnE/MxL7rKwbyD+ersVXG+JXDG7YE4WibBNrHBzMLY998NSrklnF8XdPi/ehobUosbJ9t3/jJ97dvfvOj+OFpcCMjyK/eZH2wXofI1wIoMHPfjXlwvBvQoQl5Z7kOTWB7Yio2S0zSt27YGCRGxMbKuc/Y25+sGy51fcuXyw98kE1ryK2YcxOljZ0coh77XuVa9fT8yXbj1rXtCx+9l3GOH2eJXWME8OTrmRuuvXwWXgA/67Txlvh8HRkwKxrENi8+/sEPfhS8u2lbcTFfncu1OwwoH53E3tJTqr3a5ivgKbCpUBvJHLszR72jhdpiiQ5gOEenefFo8lsKMdBPg3/wXvaGmfcwvdvF0zLLb+GBeF8LJ24z36P19M98X92zf3EgxIyz+OFmyj/43g+Ck/4MKx/MurrrPus8QrFin5AUp4+O8V70tYIHJyho5Gj4rDDzNNr0lQl0lLzAe9Yt4ZQeLwYn+2bWy7uJl4fx90cfPMo16UVk3JwDkFg3Uk97H5Zpc8m9vT1+/GS+Knj9GjtF1LpGWYonsSVrlNT9iyZjOi8qTtl9ialofffi9zcJyqONY2dIXEvlt31QFw1GlYzPvFdHP9zhucbITSAmfMHXb4xXeNrreIJyPTVmrdKIJnK4CO8UJC9unxhIecREUT9Eoj7l+P3lfq2SOKb3JOPz6BBTA64xeM5WJXhiJBGTOS+1zcvRE2mzzsmlCVq46fci3HAfXGnpOe4Mrrj1wUBSxvTVq88z5p9nn3u+/WP/+B/avv1zXwzlk4RT1p/Yywdz8xylxa89TNcH82Z9pUvM8+lKYntw/O14xvX2zeytx5/x11yb15P3PkhBo45uzY0om3GW+Gh8lWS8s+Ckf+3fZv3m06R17bEuxxN0hhQo347xjHn4O6wka+lPV9doMZe9nDkVGBlps4ayDSzcNXbLF3RP2nUfeaH3gwN4zzu00iaO5kArufe52t/Nehc6MLEhjxyzAB+yJyXGHLR1z+p6KNiWVdEH6QTfgqUXZ1n71v50ZAc3ApfsyLPuuo7742Nzjz7oBY2+4bvLapk+9B0Z+Ve7a8N6gm+ND/3do7pvHl1HlyUzDVd8Rr/Bj5+sv3BC68kabCtLvlLHGT0f8teSD6rPSnDnKrbjxjw67teS4ZE2B5joas/Lw17j6NOJ0aFxXTHOe4wNbfhlprFf/XX2fAI3HBNX+T9mOwTiCf3GcvaG4cJHc13THv5NaZjkoQk+0U+3NQfXHLluYimA5ivAF1wpHWI3q0eDMFGHIy+eMujNWvE7MQzknTt+znRXNm14XF1Udxnlf9SrOO/SHPWUz4UztAxWhwen+rXcFGuSLDzLrhmQ0HXxQk9/bRJ6gLY3ZtVbH9zKdONOD9Nugi3pWvodFF33k7Pp8zUdOH4pp/rRo3wlck00MtrXR9cG0g4Hrqc5iiev3srVs/3tA8c+ZaBcWome/EtHif3qx6RtDnv2dw+VpvT6ZyHf+46HR9LbB0Zvy9KmLKejcvVWPuZox4ak2cwl94mhCaQfkLf0inx8jUUm/nyvM2P1+EkubmlH42c1HQ456PHeIYdDnh4y1nxp3Dv2Pi1Vxh+IJX6Uo3NQ5OkiN1XK+ODdsWUfPwy/JDqyUz8eFmJzUhmdp5rU6QyXDi5MaMhtfgR1CU/4x/7iS5XdOqj/HCSIQ/RsZc8D9ty7u/ztYC64ZNBZjhe7xq+pVz5gT31VOrk2eeOtfKSxNTloHPEfHvAKHQ+pcVM5eOiHr09ZKg8Jb3X9AD1aCRzLlauO5igTlGdlgqNO2kHXXW1SRm10RYO3viOP8WPa60801WnNhF2nnX745E9Ox9LNr9846BwZwZ/WxR9u5apXN6n1k8xl18jccdDVh3hJpVHWd2yTg5bJrg6SdjmwxlbHI5T3EfpEQ28mp7zHmXir/WJazqLKV54PPzxJpt3aLj/oWv9U38qofdJJ73f1NeaLH9a+dgbXUwEe6aeTnBxPWQH86Y0/2UO7yxj9kwptg1u9Ou+Aa7OyJC7gwqkMwG9iI1qmfdE7bHnpoP21r0Nv23/x67+5/Z2//b20kcG3p/gbvV+GNhzcR4r4G6+XH8itb6rT0KUsH31y88MP6Rn5K47ZvNJ8vTGJ3uVxxXNP7OSrO7lOsw1e7Zxcv33Sm/gius1m+/rL7ezuq+0rX3uwffHL97bz84/DN9epxMLnnz2OTLos/0bb4TF6H2Xv9XA82RN59OPvI2jXP+BmLbRuVJPlhusiN2fWkeh5K9feyx9tP/lT72+/9g//8nbvQa5/N/zQQ66V2XQ2NpZvlt+GZRgZy4vnF9uTz58Hb63T6waAtrvvq8LIVmHPnlwD+D/5VUr9aJsE1stO0S8ei/ee2JZWN6GJgO2D9x8k5tGaD2tdg8Ovctdz/pIqw3iCxvga8z3W46tb2Xe5qfvs08e5TiQGjW3+1s0pWOPUwwH+WofU1Zf+K3aaeOlYN7bTFlqH0eJz8dVO+/FW+pZTX0f/G9vldvf2tn31K+9vF+efzc39GoeVA/YU+IKtDrL1q2dkxk40jfXz8+dzWPX48bMwCF7iOZ6Kv2MLPw5WIHyWf/kxa2PK1Xj2nknzZMCugvFaT5asPIPhR94d80zyI2Xmc/WbOIhe5N3KTa559eLF8+x/7uamzTpsbXQDBT868rlYpQd/po35F7k2PX4cm/AbPO0Rds31M/MwKcqkvrflhsovaSk76L0Z3BvJr718MYcaY+G1lZZ8c4SFxtrYhXTv67osnuDdCl7T7YzXHMhm/buede36q9SjQpaL7U7m3q30n93K+hnc68FzyMFvco4evzro2FNaJ3eAwVe3cz2Co0wnc55N2b0i3N5kfyKqpDeZ837l6FbG0YG58fZ384YRyhxIPnG485ZH4yUv8yEspn7bE6GJmaibuvU0dR96u1bESeZRPBMfn29nt+PTN59mfn22/UzWoH/6v/dr289++0vbndtZXyauVhyfYnXt90DXPTjeO6Rsv6V9rVknGjhHXq4BK25jT2LCnqn4cnPE+tanBcFqP+kEyrfzp/cPymISn9kL7XiCsbTicq0Pi3ehsQtKh//MheDJ4dQ2oL245uCxf/YZaSevvvGE9sVF9sSJo+7rqt+kHcpz+gLFO64X2kBtaJt+OlS36lPbtF/Zk7lMwnydUCCJyeBXhnblJjBydzmr7eRbNNq6B+qaCYoD4Ky1esXBW2lfg8aelMXXyESXVLwRvderizL8oyxt9duSu/rKR72pcVSAX9BfGUBentDoy3ezzu+8uwY5L6hsT8PytjVxDouD8zK0jENf2kLlYDT0uy3KeIyfkl/XoREs568OgOAKMTidwA2OERDQF/GDJ6FhUHkfeaDRLs0ghb59zcsTzpqUWSx3Ws7WXjnaq1fbjvIs4hb2SAkOZ61BKz5YuOtmwemoAWCjenHxLK6kTYLXRU7dQtT+gptadQdPLzKZ5ddj1627dyLv9Xbu4GMWQ/ovGvLQ4DX2uuA57k6yENmkHG2dFLrS2BCgO/Lo1zWk6qe9fAq1Wxpe6YPH98fUgx59xkA6vzjPhmS9X2jeRbTj+LrYs6dP5+AH7eAGz7uJBjdtcrja+xUxL+J1UKLuxdXqnlaBi8fYlURPMHq+PB1Gae0BHBn41J4jkNW8/qheDvnisFwUb66vkx2/Upby7ZRvnq2ne8jjt2P8wO3XyLzP6M79ewnEXNjunM3prifM2nb/0cPt3sMH64R/t43N4rh6s4FuE1PZfIrZF5fnsXvedhVb43cbnX2sPRUmR4tHoWN7TPUjeLfcBVq5fXIXrVVfT9okcsdXfi0GTR+tHB4HOROD+dc53oVMma5jX3JtrSuT8S6NOoBjzNT1FbQ3tQ7gVWZB/bhxIRscdfj7QWXQofLLWzs/lMcxaYdX3rXrLdyJLnqsi1v5ie3KEBtjE7y0iYF5eou5++aisG5e1jpj7PACeM+n8jZ/u05Sx6I67cgrD+inS+FdXDl+9WP7tJ30WHhHfxzpC+1fN15v+7b+IUfbkW7JeJufXLrS54BvLVmy9vUCHj9Ocfmcf0M8bPFoAuXZemUZoyMeKC69AbkFaC+zjonLHoqs9tAk114/4oFW0n7096yJo8+J97LvdC0tj+omF49yfdUPwCcD7eDnn3exZDRm03Jx/mb79f/8b6bxLDcn93Jd2u3KNWy+GpXyfGU2HfP0QqxBbea48YzUuexF6LSF6bT56XX9+uZGlXx5dHBjH+ZTXzgnPuuGduW7upGfPnQZT/dcmXnhHx6Jo8mjl5tjn9h6YkXI3bie68Ltl9sf+sPf3u7dybXsuRsj75JzsJ91ODfGM93iAzddyyOB0Wf3gfLITUPwotHk89TE+GS1u+9Ql9tpoZ+bSD5L3eEW+73seNuehOTj7ed/4UvbN37yYXpdO/y8e+QH5/jVJfYrS/qo8ezp89E/5u6+oSfd4bNihm7Ixof0Tnm+ehIGEwM7FH/sTTIGHYfmpTVGwzeMHX7F8LH1+dNPt6997f1cZyMrN/OZHct3My5Lxhy0pW3acQiv/tKPWJ36IWa7Llsr2Xp26+6yj174TDkVN/EG2/XzQE8ugCNWmsSK/OqALPU5+MSzvttzPJTGF/Ej3bkuM2z74MOH2/0HDl99WOXJNfZmQPgIEvKUxWvtUu78h1Lb4Y8PRur17dNPHm+3buQGOn+epp54owneUrA8xTP+JTMpO5k1vmmW1gHKbhP96a5np1e+Zmk0VwcnSK8y9lkX8J6Di9h0Frob4X/58vmM74P72T+9uli+u5Yb6zFtrZcODegvHtMdm95k7MS1Q+nE9NDkpn/fx8/T05HlqxJrLXGA49gq+kWmSBndo7DYYyc9XfccTt507TP/gzfvVsEj/L330dOK1k9Jfc2tlcQL/zsM6qGRQ6E7t+kTv6XPvF33GKGPQ7yP6WYUvHXDUzypJ93ccwejN2/ya9bZlP2U/FmCCt7NrDfrZpzeDm8iMPzXO4HoseuVOXPHAXJk0OdWBscTh1ntp37jWvQKzvxc+chDR7b11PiHPvqTq7x5Af620rVrL9JHL+uQV0h8Z7t/7+n2j/zaL23/3f/2H9t++Q9+bbtzK/dsL55vr/dXarhm0E8ZyO27Oy87Z+2hgP4V7xmnQA92QL9mJnFuhnsALZzSSfjymfZjH13knFc8Hz7IXdumq08eJe7E35Xu01k4lfEES9YUB2q3dtC8uoC2FdKzl2Z4h0dxqgfQNDbuH2yNXf5CPrx3/zRNMMp2nUDzd3WRa9O/0hoj5dpqr+/6Mvfc+wdn4g8Ha7Rxh49OHVzVd3kyspa8YzlzIDlXkDc673SVD5Zub6/35e9PP6DXkZb04a+c9gXNFxzXVIBWW3m8S08WfHlju3tHUL34pTS1tXLYMrbuvMrPwTjAd/DThrc+fkGr7cRnxRxe8JVB2/Rrrx7y4ZU0KkMkTN5URkeiEraNAm33qfPRWTXGZNXvguyAoErLbZTRqJcv/PKpHE6srBpZA/Tho+zmIKxii8HD43RDCfCQtAsS+Gvw2EBfC/bCJZouI2cW9DUY1beDrk1Sr069AQDwLTQDabt5a91EC1VfN7uIDtrX00TrBguv8qu/LPXzSaZnymYxC4+D3MoDraPln7bN1yBCo1yoP+ErS/rbhoc6PhZyqYc5kn5+Uh5Z8Vvp1eF695CDjrUpezZtfVIInTIe8NH2cKY80fapoqF1ULTLV5fDL4/xZfzqACaazGmqE9d5Smuvw7HR8BLWVHd/5lKcsR7auNOvBLgI+ZUu33V2IHR2Zz25oy629FsFHQIZd08h8Bv7jwshPY0V/4KODV4uenRHV991XH1CMPwSm+oAj/rOu6yk9XO+13KhvjfvDMHfoaCFghxPRXU8pdEvqfwKV7onHctwWpdLV7pmwRpfBGceF7XByg5snnJIzDkUJfMEK9bor0w/c68+qD6dB01tO0J1kOsbfZKTpw2vyq7uo2eS8Vqy15xtzLUMHxgjOLURDzLK6zh2TXjIteNDB7j4t60JLzzk4gheaauHuhhQru6VBbShLy+4o1+Sja/VwSpifmoH5bfiQX35EK91kT/5avCDdEyg8tXphF75SEPelcwdr2PSvvJrPvbufCQ2oXkXV9wYQ+XmvbDSBShrPyawdF36AzKrf33riQNQe8inR/0E3DywDtfyBnDxWP5dcrUV2laAq798G5uz0U/b+lUn/tqyfmXNSz8cYzx5cKp/ZUvi9igXnmrlwGk8dQz18Xl5VM/qV5taFityG8SFk5upa7e2v/1f/+72+HFuRt+IQTjLt1kBQ8LeyH8TO+mcdWNtdvglOEmxIutL0FPWRuW52RqfnGxaOqycThI9jnbTV7+20T0p3tpvFGN7cOaQYKeRj4jIu5V2XzObG/eXfo308+0b33h/++Y3Pgqv88xbn8pv27PYennuZsqn9evmsgdYAmRu+MmOeTFzDlocPJEzXyshOD50c73q9OO50KSrh0WeMPE1izvZT/jqzq2bfPkkY/1s+9U/+jPbH/6Vb+dGx/U44xTXzOP56KOLmwjvBZlDpsgVV3xi7J89O998DdVXnDwBOnjj9yUX4GFmGZsUR0aUXjoG6ZgzumNgfVnXRO3Gl/yFN4dv0vgjYxCM6/H37ZvezxNf5mbUTauvM3hvIY8AY0Rv4ymZB0CbdQ9f12TJdQqO+Ftz68089XVtfvrcWMee3fdn3hcZGfw/fcknVuga5Va+tNAvn8OSmLYOJh0URD4ekWcVcShyK303I9fhiDZxt27c3cAb1217+MAHUfYWYjENaPYbP3s4MDEe22q7cmM+1b3tdB25cf1W9k3nyc/mx0E8HeOgwCHWneDdiN25Hd5uR48bGZfbYipz1MdeN99cBifxFqPOMklWOfonmTu+huSA1NeUbtM5Y1tbzBkHJg4pchXdzoKf6ItPosNL78l6tr2+fLx99MH9+DxjKCYjJyvF+FWU+XrFTU9+xT5jJk7crD/5/Gnk5B7CIW5ilZ+l28Hj9zP7kujkwOh20o34xXw7s0cLZ3E2sZw0Y6BNrCc2buIT39/iu8h0qHWDY9N3zRqTcSBr2uKvW3GmAwhzVzzbe9kD+ZqZv0R+cES1uWLv6Wn4i/gg9Yk5ulk3xFZiJzrNISP7I+uMHRK8+Ef8vck14HrsVt48EZX8xg3XiOh4/WK7dTsxcP0ytgU3sm7OYZDDnXXgpH7j2svt7hk7jW18FuG38I9Nd4xp5M3XzMREbIzn45fE4KuM3eunWcIfZ734NO2+9vfJ9qf/1M9s//Q//ae2P/Wnf3b76CPXpc+yhjyLjxNHsV8srnFc19quDcpdw83N4zoN0BTsWyb+k/rh67QHd+I+7e/SVt4c8hzayXKdsz+3p+7aAKU6JSSGxlOVO+n0geq/ZLv+rPlWGcrFwXvxOfXLawt4F3fK4XlFGzzN86BBymzv+qz9xCd+pHvaykfF+mu1mnV492N9A298dJAtl7SBJWfZWui4ma/z9Gc6b99K5CZuXD+A6/qVz6TdB9rwbL37MfJWGx34cPd92vSNjjtPdHCrt1Q4ltkNf/imXlvUgTJb6sOhSF/7C6WRX+mSctuPNPqaD018ToakTV780he3fj3yBWzQpz3/jb6zB03ebyVlkg+e60N5VsdC+bmmrjFYbR2PpgzpMmBNjBMTndpXEK42AjHQDuDoq1Fy/cVXpigeJrMnKtTh4QXqJAC/Fz1tRx30Fac84UqVrx2oVy+JbQCtpE4u/OfPn+3yls4C0ildhnL64fdmioz6CX0HSk7O4KYOpzpJpRV0HvE2mL63ejM2eJrkybPn8w6b6l39qv9qn3gYGfgAFzd9AN0gBJashYtP9WnSv3guu5raBpTnEGLXpW2tyy2ucOTqk9JX3ae+4/hls4vYaTH2C2eeILIoz5NBuxw0eIGjDDoddZCO/RK+8uKhaR+8dWDyan7q3k+nekKgB5do0fn0kW/Gb5HBzW7EfDVM8rJqB0XS+Cn9vKWMV/0uZxN5ZKuLUzgWNn2Nlcoefjt0johxTw2MbvQJ1O7my+b0hRydr8H5qtc8Jh6aPv1Tn7UsHYGO1R+sODvB4DM5OHRVL/6Uk5PvcOHu/bvb2d31tTnybdaDPLhwSs++VKa9jwsDeuLNT6C6slWZ3eUhoYOvXD+qS3iNHjsuWklZH9ra2g0HOV2f9FWfxlN1I6s8fpxsC3d1xUeuHeBfe9G2XN3kaI56tNxDN22lVVcWT10vJTC6WcPk0UEdfpQZfeY71MmvDsNtHq50W7FZG+Af63iAtr0LZJUGVGexxMb6Qzsc9Sb2ju5pn1jZQd/wCOgbnZPjsXRcvEorEeODA22zvqet9BIeaOlEt/rapmV8FSA32In1U6yJh2kjoDgH3qBjWzj21xblpvah02/uGxs/Nb/mRGxNu77KTdPAkZcy3elYv7ev/UAfHCC2SneM0dLUF8ZDnfz6XUpT2lK+dmv7/vc+3/6N/+u/uz1/goFH/em69EXbPLMnNyyx9dX6SoIbEgcrc9MdnHnPgXJtDVSXdWgmPqInOjepCUtpXdPFtLm44qn2yB0gjP4HG3rT6JBETgM3k2vzKnYuc61+uX3w4Y3tz/zaL28PHmV83jyJjg5UXue6luvLufXChwXr4IMMX/mYQ4PEnhv+taFeusxN7L4WitF1GC3KGodrvGcDjldsddNLLzfiL148zrXl+/HH97dv/+yH25/9J351e/8L9hPn4+6Q5B5yraXihC0O8KcameSt8radP9+fUt2fKCC+T8KgmYOrJrrEFuv77aTp59fk4sOa7maBD/mTv6UpJ0bm8CZ0noJga+4jp05fB4FUvHnz9XbvXjz/xuF9YmN42IemHET6N47lHV/zxIdP2sS2WJknysO7MczO737nuwhjV2RmDNmdGZk1cH2A6NCKfg4jHC3cpnf8IRk3XyESs1cJ7s3YHjscNnGq9jlkjH0sHX78GRvP4keHJ3fcmL++SP5y+8Kj7DNSvxc+i4cx5KHQz1is9c211npFz/pBDEOFbx1fj/Qw8c08ge2T/peXDtkSo5KvYb14Hn3if0/2+eDUAZLy66wb6c8qvL25PI/umW/mk8OG9DtYoPfN6HArPr0V2lu5XtxJ+1nSzeyxzqL8zbRfj9zrqb86f7bdnK95XWTOOGR4FvtfbF/+4nvZl9kHO8wzeTMOxsLXnHbbko0dDJx9VPZTDxIcDjLOHPJEr1vXov/rxMqWeZp0O/6cdCP16y/S/2L8fNd7tl48jX6X290br+LrzMPQXn91njx633g9X/s7cxDmYMUTTklnt15lfPF7uZ3dzPilficxehbaW4nRs8i6E363b0TGzci8dh4+9HmWtvPwvdjunb3aHt6l80VseZK4ds12qOMDpKep20s+TZx+vte9v/VZbP484/1p4uFpfPd5nPE4Y/gk4/E0c+o88/RZxuWz7dXFD2Pad7eXz7+/vb78Ucb8B+HzWaJA+jTr8Mfh88O0fR6en2yvLn8Y33vZ/u+n/KPwe7w9uG8f8nH0WzRvpFepJ395+d2MxfczNj8I3rPtJ7/hp+1/Yvsf/Pd/bfvTf+bb29e+cXe7fuvz7dlzsh0E5r7pVfa6ibs1jhnDgLxja44e56r4lbSVpmldZ9a61fleKE3bjzRzbV/TaNqsEfb/9uWz5qWvtOaWMjrgmqYOQnqlU/sBemtU1xe6APjKa24uu5raVppC2yvjiBuOVzT6GcW2s7Pbc2/pA5e51qVsvXVYDCJx/mY98RcetVG+eC9dWy4U92izdUiZzdD1jTqulZMypzKfrdX0wWNod/7lKQF+r1x4S9ZxfEfr6Sv93jzltpdf9S2ejJ+0zysy4r/iADk9l1y2LTr14hQqY+GdYoDR5J14nMZOmzI7yVnXyLVX71jSTx1/eJG88116HHnr7152vs0BJ3949ikrqbyrMx5S20/yp3tBytrBjf/Rv/Iv/ascJpgEFbdIa1MSwzDemZpUVa7MgTKAU6dXCThHw4HJbTGAY1N0eqLHxX19og4XDV6VdeSbLFC5q/zj9IHbgQdwtAN6zWQaexY+G+kkGAE9+mgpHPRHnmjktXsN3JJRmWDK8DOYYZULRTbNfJCL3uNPP8kFJDTh65ezILgpMAZzuOHTgmwyK4Pea1B7s7d7gv3j4oxD+ubx4fBA5wZYANkonAIKaoj9C22fNMITDfCuGXp4UaULtBfO9TR7LtghvrqxCM7ES0C9B0QS2eE+uhv72iGHK8HTJmGNbyyg3Mhhy3y1I1Ddx687GDWYWuqjky2nSZP/cvGMHtrZFpx5WSomAXKAsZT8Mhn/iVsvgJyJbZyT6DNjENkZqsg1hvdyo8CWtYnrARL74PqO93yiMbJ8GnB7fglNTNGt4OsYz71LIG2+Pvbxj340X9tzQcMTL7p3bmTk0mYu2djenIM4cjve89j0bpt86b3K6PGhr5zPtMvLf2gX+fCMZ6dtPTkU2/HITcHNO/e2b/38L2xf+to3tvPEy2UGcxb7Nysu1/xgX/wePt4ZwsY1TmuOkbfm5Rqz6kFe++Vw3tVRmxjjzyNdeZeHpH9sSGoZKBeO9HgDvtOmXvr2wV/ryNvrJJ5tU5bzt7hCr+1dvY42TWREDWuCOejiPzcCq3G+3vnv/7v/3swBNyod3+GRv2TDq4BSDIscERJuuUHIWpFN7z/w8z+1vffwTtao57mhi75pR1F9QPWc68ShXbl5bchiNGmhkJg5n3YbDTwAfkf9gD6bENC+8jQPq5Mye+tr7aNfbsSsk0jdeA6tORK5kTa5lNBMP96hl+uFy3Ppk9ZqlLgnL+vB5asb22/8ze9sP/ph1qTrxtBt1JLLA9W3/gBs1n6l516X11/jj71uozI6Ru6Ly9wE5EbgD/7Bn9y++OW7U5+XKKd/XOiGJvMMPf6VIXbEmflgvfKBxNhW2YGVq8N3aOSGhR/yF/X5avyFV+Lv5u2bE4c6xYa1J9Rjt0i6du3m9ju//cPtL/6//6vt4b0vJ16z5sUKBxs2kBNrKRtZI+HJGBrsHt8PicjUvx9UeJdKyvzhU3c37sB1bt7RkeSgwZwYn+ERXr42sp5siZPMiegtBuiAr3564bO+woVHYia5a9/8qEVos7TFZ+fx5SfbT3/rg+3X/qFfnhuuV69zk33LOnB7+1u/+b3tt/7GdzP/7o8OmZbjWwdV9Fo8R8n0sy1t/Evf+Nb1lUwvID2LQF+NsTdzaOGlvnHJdiftaDMS28uL3Ehe/3z76MPr209/+9H2T/53/tT2/oe3s/58Fl1X7E8cEBzo+tOxFTf0m0OpNze33/iNv7v91b/6d2PPw+Bmj5JrGJnrCbGlu+sS3g4w5PznSZKYMgdAIyd9rv9s02VcHcLAwwfdPPmNKDoaB/mMPxlvHGR4CuFH25/+tV/e3nvPV76XXC+0nvjhs/jCNbBr/RE672Y+TnnNu1eXublP/D5/+mb7z/6T38gNsv2Ntfn29uyZp8TWC1m9x+nVKz53IJP1/GZ8RLfofXGRm99r1tfEThw04xNcq+mrF7nhTzy9Cp87kdMni+icQZz05uXl8L3na0ivL7YX50+CcxEfPd6+9a33t5/61kfRgf/sX8TvGrdZ85OvOb63xSaxO7E6zl3X9vkVs1nYEn9Zny6evdz++t/8re3ps2fR2eHWrfFDdt3B8dUz7+eJTS8dOOTa9GIdDIl7T6Nkpmwz4/hiZnPmhHrs9gQKVt6Dk6tfbAmfVxlDh0zWpTfx6aSLOYC5fTNjdh1/X1F6MmvaFz5yQJTrQibNujlca4v3Cc31bua4Q0UH0J9uf/k/+Rux0x44KWvhy1e5VkV/T/rdumFOJ1YuHycOH2f8kl49Tf4k18nH4X2RdocuTwbfgdXL4FzbMr8zBtej25Mn3qP2eWLiB7m+2M99mtj4JDw+i2pPsgf7UVzxSWJBsg5EVvBv3rA3+yRj8TRyIi80k59/mrGmy6fbk8ff3+6cnceDqb/+NLH3LHH4w+3OXYfNn2TsnmZfcDFf4dJ3587LKd+W0n6W/NF717eHD7yz8HK7d9+HbheZt8+39x7d2D76gv1q2u/6cOFye3B/x7v3avvg/ZvbBx/d2B48fLN99NHt7eF7b7af/OZ725e+fGt77/032wdfuLZ96Uu3wj/lD7bt4aPL7YtfvLH9xDfubT/z7fe3P/AHf2L72Z/9aPuVP/rN7Vd/9dvbH//jP7f94i99PXtYh/YOW57Hhqf7Gpt4Tayuw2UzwP2TD8GsJ7nOuGfIfE5x2sF6kbOy9WVdJ4y9a5cn+aV536eb4fBe1y5rmbVDvu4nQA/igb75KvSOc5k9uh8DMVf8uIoPy3pgbqquNUNur7bWwNkDuG5ReDolK+n6m3WkfakX0F/tT6Jnee8Mxr4j6L/CUd5tm3LWgnWIai3IfWjq3//h4+23/+73zdbUIyNt8z4aWoWMbnSn0nRnPOap3XQe903L32sPMfIC+uxb7NP74fncE+dPfX68JuPonuN11jz3svfv3Ny+9fUvbw/v5r7TGuo6FBuGiv/JTDlX7JnjXddYvHBiYyq97ixNjB9frLHli+pIlyFY1eWboOE5O5fYS87yIYRFoS7hu9ZPeqyxKu93Qfsar3VfPHvGXfDwOug1ceaein35oxfeY2uS/pYB3x9h+KRreGZNnrOJaTKa1n/j49dus+5ZTaPX958+3T7Otfdl1srLxGMQMIrctRcg8yhnZKdfn1Rd1mik6z/4C//3tJ2MAso1FuxDMm0EtKy/TFs+KtDg06etji8ffYXKkrVdS7UqHVi0Jx7vyi8e+HE47VevjuWv7diP3k28vPTH8sJdZW0v9814+ZZP6eaN5cl9kvTkk4+3xz/80fad/+a/2S4ff749OLu9PZqvMXnR9WX2EjYI60DF4jb8Uh4+o8N6kTNZErBZpoPvJ8/3/HebqgMwFnTsOOmbsomy6wnQzsm+IM9fuM1mR3jCK19A5uigmrbhsfctXU+4aOFqx1+9ufbROXjwq49ER221CRztm8UjucWx/e2zqOrDeDavoXNN0qdMTm80py+5n673ZM5P/MRPzAum5z1ESXCvZcHkQ19pYzv9LHn4WRAsBqC6Vx+Lipe2e1G1AxU2kee9Rp5WmvEMv+GZBffTT7NhyJj+4Ic/2D7/7PNc2NYBEWjuF+TGfxlCeqMlzxNb0uhLu+TKo+MhJ18Ccu10PvZV/zdBU56DocTf9KG1+b99a7sWH773la9uv/RH/9j2rV/4xe35qzfbizjaBdh7OrISh344XcmYWhrhtO2oAyCHjfwl6dNW6LhV1+bwjBNQLxRfX/mqwz+WywvwK330A32SNrgArqS9epKlLG+Mgdp5hNKik+BUPqCDjYxc+xza5iLlE/1PPv54+1/8z/7n2bheZkOZm/JdJzkOg59y9b7im7LHz32d4HY25A+yIf4n/4k/sf3sT38l9wufhjeUdcMpjqq3VNtbPuaVp07fjgP7lXP9v6I/5mjBVTlzV16eR1Bfm7i3dVlPmKQv26Y+UTK/BhGYryYE168mXr3fJzeAHS99b0H8goct4hyUp/t1cC/f3Nv+zX/9L+fG63y7fvbB9vpabs5DH+SsLcsGOlTn2gBqm55pTw6P/KGZ+kqeusjKkpupH24ffuHl9s//c39i+4U/4MW2H6cv+s4mJbbnhstNFP/2STC8bd4qu5uUgnEY/LRLykc/zNdw3/HJPBAUKC6+yn6V0fp268a97Uc/vNj+tf/zX9j+2l/9zvbRB98Mzd3od2fGfNaLWLgOzDLXImPmYGTQjzzX3OolH4/kpnw2p6EXT+BqraUD34O5qadbaNPmyZPZ4Kc8B5pw8p/cNcNeQtlhjFCZzWT+ZlT4jeZn13MT9zSbrk+3L375zvZP/VP/4Patb3+w3bl3uT1+8mlob2cJfLD9B/+P/2r7D/+fv5FrzP3I4o+lg5e9stkaN78EFxsc+LPPu9sAX7Jt7I2dzhOs6eyjJxuWD5Y+2xs3sj/afvbnv7L9yh/56e0X/oGv5SYweLnRXYd8K6ZPwMqVW7utRb7ObG/Bn/fvfWH7d/7t/8/2H/yFv56Y+TBxdT/63Qm2lwuvG/W4I/UVABm20K4DWo+4eyFuf90OHmfaw6xPZJeM+bDKuKfFeNhAz9NF4TFPbDkQMd+uX2zPn/1wu3Hr8fY/+Z/+M7mBvbu9ir1v3rzITdgsSLOpP8Yg6BwqtMzPqxydXl2LHne37/ze4+3/8L//87HtdmbP3ci/N/PWeDkIDjOU+bd4spXiushbdmUeiDXzLrasr7UtWVd6+Rda7G6Ob2YS7Drjezm2r6/lXG7/7D//Z7Zvf/uLWcdz7RaQwRt5GQd82bhosxYnTuwDyF064RMbg+c9m+av+I/F8/L4f+/f/4sRfZbxfbR9/tiTZpTK3N+vvV3j1/pl7cr/4bkOn9f+VrsnBHxghgasOZL5zbaUL71ENzbRT37vnrlg/Q2PrLt37pxt9+7w1ZuM8+fbn/rTf2D74hfNkbWXkm7dXk+VTdxzYjxgj+XXfT/79On2l//yX0ub+My+Q2zGB9afdchAdvQPf/Pr5i02xSfRxQ3qWfbYeHv3DL/hzgZrhpr8hbUs44X3HNQGp1/35eehS7p2g79DEx+JCQcY4pKew9VGk0oZSzqRcxb/zfzIVQWIlbF51mpjlznhKYwQWo9mbYhMY+OGd/iGbel8kEKX+RU9+o2cXeyNINKT4nO9gBDd41dFICbnniO8Bi2yMBhtg7f80vsMa33mTOYh+W4+HaSLf/iLpTFca/Qc+oWpNX7GJbyVXXtmvmY9tAYB6x7b/YLXuvkOzFxZ16qRa1EMdE7PGFgvMwbHNqlzhp4zZpFjvvig1fuq4Cxeay8+fo5Oc13K37r27LA/1TbfNgnZ8DUvjG8AnfnhAFa+9rNrFJZ+S4/XL9Yhwdtw0pueRztmvIK+5n3aopsxsS6/fh1Zr29sf+03fm/7S7/+t7Znl4k9B8Jx/ZuMmQ9u/bElag8Mu7FDWnwX76WTfrK1rThea4P6FaCThcZw2EX5eqSvftpDfvHB9e0f+ZO/vH35vVz3L55nhqZv94X/zSfXBvyXhksPCt2Ior6WLtrxJ1t5fgmOHkvNmcdo+McTh15503vVeWAh+GOX5XZsM25LxqzlGbflg+UfNEdblzp7fyp0nRgK6fA99E09f2svtmBiZ2+31yksHquuv/KWhm8DtH5AMPew07ZiJOrO2uZgMpe07WXWm+89f7H91qcfb9/J/DoP3UXs9CNZfkm0MdjYIrOwa7P+33V5+UoMZx78hT//77xRYBDAAPgkaBhhGKWqWKFGyjHVJzc5Wq6TwEyOg2LojrSnRWM5UDt8gNbNs36w+vdJmr62tV76ysLbJkS/hE/xyVafYD3QlddJ7sGB7/A3YfFBA5RB7T/2uWh5guh6+p599un2yXe/t333d357u/j0k+39e/e2Rw/uZZHZLxSReXHxbMnLgjCw642vzabyMXUCkWMhm3Jw9dFDuWOx/L3s0Ube4rs2XsYSnny+Oz3TL7wSQvDAyEwZDjqTRI+yvsLRv0C5/rnIoi2H3/Gbp3vSVhwgr65wKxtoL39jBopfPeQWlNpVPmJDuaCMtl+R/MJHH82BkQR83cypenX0DqN4brxTi13Y0T93kBMdTkDfbJru3xu5DpvG5rTCt0mwcXaQ5dNG4Ct5fu716ZOV6A/GjsjxFTp2eHF1/Wys9X/66afTRgDbG/uN0fqv9tdfresvzix0KcIJs9T3RTP9r8LuejY1dx8+3D746te2n/kDv7z91C/+0nYeh9hssVmazVzIO2foszYPJ93o3VgtaG997DlAdSwO+sY2OOLzefvJmJhIDke7MZDjJcGXF5Tr48ZJ9T3y63pWm9S1F7Sh1Y++0HapeoGOiXafwAdtyXOhi4/vZPP08Y8+3v7X/8v/1Xw65iK8fuFlX4cMXWjRSUAd33lKwyfiSbeypnzlw9vbP/ynf3n7+Z/9ynb5PDfAWUgcVk9M7HxKD+hMF3nrtaP+KE59NbrsG0Nrnc2UDSD88oU7bT5phL/zLZSnWKqfV3vGJ3/i3YvdgzJt8+Lb4bF8Ou++ICrJhpZ91fdKxx0vGNnmLP6ZddtLvK892P61/8tf3P7mb1xst+5+IfWz7dJgDN3JN0eoT2oPrNFpz8lte1pSfj1PzHg/xPnFx9t7711s/9w/98e3n//F99L3ZHt9mQ1YNgd+AMFZA/E2p6cXbodzGsXx3CRxRqAbarHBd2D0SAJtu8jc7bjUNxNP0R9O58Jxk+6G+2/+9e9s/+a//h9uz59mvTx7NE9dvckN3ctLlq11wHpiw+8JGfwcbFn/6OldcTaEPEOuzfjFhevE0g2tm9/LPS7Xjczax9i00smNk5tGNzjmyaw5oZkPE8bxxnldD8lfmq0xCoMZR2Ujf+1a5ui1rOXXn26/+sd+afvH/uyvbLfuXG4vPKkQX9+6eXd7dXFj+zf/jf/X9tf/y9+Pbu/H5w/mZjnSEovRMTyXf1c+80ktZTeENrjevcLe5dPo7xBnOKiHJmP8IHuEO3eubw8e3t6+8RMfbb/0B7+Za1SuHbez/nvXS2gbY9LixTpzKv5KLE0/ntbxLN5u9M5uP9r+T//HP7f93u8+iR/uRek7sWMd6lxtuIM/T6jkZnl9inrij6exubh4MX4VE3Pzyt+BGZsd39jJxct83cy+IXFqviZUk97kuvF4e/jo2vZP/TP/aHS2puGTdTqxkYAYvvMEWSzxoYU1lgx+VbaW06l6aZsnuub9WDe3Tz8+3/6tP/cfbR+894XIuxeWN7dn58/T/zqyfZC0fxA02q94d1jm4IDtvv5J//n6m32rsOLn2GXOVBeHRpjwsTE+u7OeSlb3i2a+JjLX+4zd3fvXt2/99Efbg3vZe+bmasYoaWIl8Yo3GN7Rl21gxiHlJX/NcdGsm47bm1vbp5883T755Flk34++kU/fdHkXo5/PLj0R/eSdXXN9Cltt5lIPfiASB+hn7PBw8ILP3AhmzrGACsY+RJPcIOLljP56xvXOHbFufpkb8VPso9uKo+U7MLEnD++bmXNx23C0nnjqfZVDkLVoyqM3CjTmsrmx1vqhzJxirzWDruO/vb17lYnvlEf/Ybbmz8RB5ueN2+qsXD5zAzq/qhgZaK/GaHwkFhPrcKNHsrG3ayfZxGibeIuB5OqfJzcDnjK0nq8f21mHUnOtE0+RZ02d+IgOE/9zsxdbxvas9/SyZx3bl/2u7/rwENfGfMY0N6B4q7tuarvuqbLMDU8BzaG3pxXcwNLhxTrcYSEfTuwQkH/Ajb7Yt0dnL/34HF9t5pz2NQ5gj7e08cdVfCY/4SwR5ALtIzfg0Gx8MH73E/HrHadD6yDCuCb5gEN/cWdtCu2MPZ4zXtEmuHQyeZT5eZ7+TLlj7WAKOEyqf9f1ceFdz76nMk6w5tmKywXL1jVG4nnJoIQ5kD3IK/3xZa6tf/Wv//b2l3/9b2Vfcn/zdqoLBwejqnFf+s+vNadWO8G6PlbfpQ8Zb8kO1D45WvyMsZg0dzyB7qGErCpZWV9sX//g7vYP/uovbh/eS5y+8nXL9M8cju35f37JseOVGF6xHU9HnK/lioP5lb0AvywfRxB1rnQPD3rFN5hae+Y6Lx7T5JpF3+lT39s8dQnPdQPMWjOyMV92X/l67+ezwdv90lhb5cWn41tofQ55d/q2g9IuWWQvPx/76ePDFy/n38XsOBmb6DB+SpylcXueEfm7z59vv/Xxj7YfxAeX2Uu8CN5l+LwO8cJdco5xtloWzDoGd9ebj9eTRDvCQGoYYQIZEgVqyARI2vUra5N6MzUDlz4OQVMndFHg7N5AwR+FkgoWKfT6ljPWpG1beTOtOKA8tBXq7CM/tMqtd/CLR3/t5YPvWjjXp/d4vqu7xXUexds3TQBedTvqPzfW0d2LCx9//PH26fe+v/3w935ve/7Jx/MCwft3bm/37/rqkU1CNn0JDvTx+JK581v8V1n78FbeJ1ZqWbfXWDUVFm2WsuhUHYFJD48/5OXtxNbkSnEu7lk9d4rlb2ltwBJ4CbJ3dQLHtkL7/AIaWBe4U5xJ9ZtUO+B0HMuDY4Yz3B+jw5tx3KpbTOQdx+bGuP4gV7u6QyJP+ahrb5/HXUduaOcGLJNQjHh52Pgi0EMJ/mncm6wOmrz82qcacOaF2OnjA3U+H17xjfTZZ5/No/AxZmzHi10+wWX34GaTRZf6UNvHiTF4o3sWFX18ePRr20rXHA7a5haNII5dXsg4m8jgzi+xRYvr2fxu2WB89ad+evuVP/MPbh997evbJ09zY2cjkbi0MRc7YR26tdjizZ6lw2ns1YGc/XxSvOYt0x0dG9ULbT/GTNva3z4y6KJe/up8CFouTX3yLl/1ypQXT/kot23w36UpTzhsMtZiU77wHYTuB9+5GPCbg4Qf/OAHmyeJzNF7iS8XXnE0egandlV+wQcCRvCm9ypk8/j1L93Z/swf/6Xt5769niQKZeygW2hiQm0qlF/z2lR5heIA7Ud/tGxjxs9kADy88FJ/eRdXjnZwxGB0n5sKad8ALyCX6vsnpakvfm48o59YTsK7tuE7NpBpb5J1O54Mr8gLbpy/PXtxa/u3/62/sv21v/58u+mQyOYsPic2S82V/NpX28FV3/y/+yM52fpm8xN/s8tXkj3C/erVZ9u9e0+2f+Ff+JPbz/7CoyA/SfIVAy+qz/z0lEloxYwNIV4zJ3IjI36sLWKCHkYcHHUEIzs+UJ94328e6UdZhxjrMGONE2p9YjOllLft6eMX21/48395+2t/7Xvbm5fXs9bd3x49/DCb2VfzbjqfsNPFDzXMi//T7skhMt142aisMVtjwA46uSHZ1R2/zSddvgKknjG3iRxdPN6efDawe9w7CKVzeZYfYIe2ad/XIO7Q77ru8P32Web/qyfbRx/d337+F769ff0bH2zPnn+SPgdXMTo34Zfnr7b//D//je3ywuHwve3ps2yOo1PfxeigC182kzGb29TX9WrpAE9Oz5u3xLSY29cPczQ3mN6N9+jh/e3e/dvbe+/fD8Pz0Hn69PnwIsNXsjB3c7h4GJ20pHONuTGdmZDr77pO3bx5Z/vO730cKmNMr6wvQ5mYyf/I8LucjyXDL7z8JLkOfG2EByl9szbNuK3xm7gKrjKwT1ljEJ/MfM28Cl8xf/26GHX9ehFbX29374lFvxhnXXBYs66pY0eSMeYdPGrfslH3WjeM/dIja9n1s/C5lTlxd3v+fL9eRK3Zx8X3DjvmgMCfg+zwTDFm4b82z2SShefEa9K6/kdGeJFrHMW5l2Dzlc386EdXTgL0HPLY+yJzgztzk/Uq9s4cMzhhOHRRVQ7Gj+FHBl+sA5ndt/vhe28K5A6Obt/ypE/wL+0hFu4CMbfWA3NlbrboFU34Wj7XnvjeGPPTupmIHsEfafMf/2aNmK9esnf3TejnL8U5rIjstWZ7ettccf1dH3BNkO5AHto1bmtdU555G5v6tNdJlrEkZ4/t4PKNtS9cgk9m7lNyFwoH7tyg0mX8auxW2/Cia0TgtSCyUuYrh61zQGTAzH967Dj+zY1hxqRxMGsR3MCyIfpbd/LHQ8DTYPT1FcrZL+Gz+3n2V+GzxntdV/mDfmjMNzmb9AH8J17oR3fXLf2pZ4RSdNDgnmbNgfXhE98sn/Ozr1KCmRt7jM2TNOG7fLNi3Icj49Poy59z/XJDTn76eWfpvmIZH3WywGqbYsrxzcz1ZZ9DWHtt+xR4tb/6LL7WjGU3nNrRd1oBTw9dvljfvkCbqJ92fryVa+iR33rB9XSP/tpdM/E2NmhHjvj27wo5OsY/i89pP9q5qP1GdNL+tv1rf6ntXZgRKPsUPElkLF9c0tEh0c3tr//m723/0X/6G9mb3Msu5+a85uFVxm6e2sUg9BmhXd4+LgPLV/XZtCDJf1e+YPuOD0eaGEoS5z7Em5fFR6dbvhp6+Xz76a99sP2pP/Sz28Pb3uMWPu57J6ZdnxPN5ty+5tAvXJd8sTVrRvww+S4ztFGDd4eWTvOBEv9CS18PicSdXBswHmMa9ukb/DTYV+ED5tBofH+ysy5aZQ9sePLceghWpzETN4X68e/xGxtHiX3O7HLBzJfwGDt3nPJBuOZByvEjuuI63I+klDMnUnJI9PvPzre//fjT7XuZDxeJ0oTIdi1r3vnoufY7eEt4zTVml7/WnH2OZb63fO3/8e//3xJHqwKOhjGGE5yAU6qL9Lu4jOwiRZgcrvYaVdrWSw/Uy4svyO0kAmRLrQMqwEenb9GuHMBVB5Wjr0l/ZZ5kLzlHO9WVrwZqBzq7cMJ5ayO023KUX1lTN9Ch8xLE1wk6Xzn7nd/6re3809yMZZH2ksOPPvggPnwxXxvxfV10Lvxy1k19eJ8CDX/JdWBkpc+Fb+Et25WPegHtV3kmTXWV3oJMLguxie39OBMXO8+ZqAE0s3mCfmiDI8GfmFBOX3lUFt8J2CBPvfzB8D6MGQYW6Kv+WOyGTnD74L8ym4B8rpM72FhVhk8dyVcnR2r8frC/k8hXz0APbuDP4c7tbDyii0/zOwccFIkPdbk2PMWWDerYMnJ9Sp+YS93NxP1793NBXHPHE0V0c5DkBXv4+IqMvulPfcpZqKe8PzlCVv3kcGl8YGxTr43N69PmjX35sQ+P4TkbJ9EVnvlfnza725c2ULHHE0R/4h/6R7Z7X/jC9snj3LjMxTvj/Cr9+0YJ4FP/S/1a51EmUAb1rXZ201G5tugH6IsnldfRjvIsvTZlgJd0xJOrk1t56kf9lYvfPvhtL//KBKWX0x+eMvpC68UNh5QXv7URu77du3N3+953v7v97/43/9vtyeePJ7anf/BDsfOrrLYDc9EvmvjFmhuX59uXPri1/dqf/KXtF3/u69vLi88Sm3Djn/Co7RLb8Kktldc2Otfuo8xjO9AHxsZc2EB5knHr9ime1QFaPBav+nDFxdzM7GvyguTpWz8Fblu+YmwOiRKPNsDX5pdnTroc9Zt3oKTbUxTa5C+Se5Loz/25/3T79b/6eLv74EvZnPnkhn4Zr5AO7uj1tr+PQBpdZt7tuGCNFz9G35D6pO7ixSfbRx+93v7Zf+aPziHRq1ePcznJjXTmzWy+b2R8dr3NT/E0T1Nk3XZ97nfjR59cT2pjdbuSnXpv8m10gbI15tS+/GucFg/+FBcYXN9+53e+t128vLG99+CD7fWLNHJghnS97yXjE3vnqZmgu2JYm6zfeOHt55996DL6Ysmf+Vt9Kza0zM3tQe/pG3Fvj2cMXnmq2k68V6wsHqlF99IWvHPBVzNevXIg9Cpr9INsvvy6pBcju4ahubk9uPsoddcNuuCROAjb8W/k9+lsY0MHcka/dNNjfAh3KMld9q6n4bI+5Kb0Vq4dblQRvX6dm55XFylFh7TMuESXied+BSa2kY//0Gf8+iTd2uCT5QD+5XYv17drb9yMZVzSx46R5Smq8KALTusDkWUf/cmew0el6Dzmht7YTB4cOsyHaB0XfNN2mT3O/Hx18Owvzs58LckPPGRNupkboMtn4ZrrXvBmXDIW804wN0rDaNgNHOOSXq23b66BCY+YOropG6f5ipmvoMY6+nrnjRsZOGv9Fm+sM2/igeg+NyFkG64kq0pGNG0a11ruiQzj6WZ97hKAfRxM+0BG5p+9pZtSFs17mtJnvEd+5lwPPHrDe2Vj/lIdqBuWnekZn2vBJ9dJotJHU82eXBq5fDJ2Ln7rH1vWdXKNEz8xMv7RNtce8x3t8ot/Y2eQHZyYq0uHXcG4ZspJ+M+e5xbdgmOS8BtRFA3AdSCozXqydNljMH3GzAH/mn9DMvvS9Ytwu6zE4qyLZMTRaJUnp2Fkvcy4r709vBUrUw5TBzNL++Uj+ex/Ihv/8XVw/WLxzIMkbaPjbq/4sSbx0Tr4cH+05p8133h3DS34yv7aIy/DaKEX366T88R5xnDtgTK2dA5OVtWhWGOzfDUc8AsCvLEfn+jBLws/efqqBhwHgHPjnNitvdM+dqzYWXGtP7zGL6mmTes8uaKQNnqveFi8wJpbEII2cyz6ZR7wtTWSX1Zae9Grb7fM2rN0fOmalhxLST8aMLh77MCzZ3dACujgnVzWQ/gzR3a9huc+58H4nK5vMo6JHzHlmjxjHnsAGVfAxviCTUtfOB2LwByG6689yy8rX+3tAwnjK5hIGN2sz+F77e727PzN9ut/7e9s/9//7De3a7ff215m/T7P2L7O/HGIb700z1z/8Z0BCazySWb16xzkl9lPjX/bd9LdLAIOhXOzuvm1vzMH/JfPt1/6qS9tv/oPfGu7lz2lq/x8LX6PyZd8Ex72JSMX3+qUFBL/X9ltPObhhLWIzD3o6INHZFqLrb/Kc5iU8eF/oY2/GGDHiMCb/lNe9Hj1vrX+GP60gsvW6A0mNvZ4A+jrH3iFjh0Y1L2rvBr7lSXxt7ywytmf7LGZ1WRy9OaeQ6IMcPjknjyGnQfv7376ZPuvP/9k+2HaL7MuWScvM6dejawlX6re1SWNIwsM/308wI3/8f/wX/5XCR5EDVEUA4tPmc0TEwH14gHM0M4GN3j6tOHh1M0GFY26BU25NAV1ysGxeMrxaV76UTwyqlPrgr/9UgexelYWnDr4iCPXPnbuNqvTV1vpfOIBfy3Kpw04fBdYbfNpbQZl8Vu8qytaL3XMEGXQr213bp2tDVLov/ed389G+sX2/Mnj2VhYDIFAhj+bvrkwZ5wid/qCM4+5Z2zo0jZjW7+IoTROsthf+S48berwG3/wc1Dpo23kHPyHvznHkw4k8MKHj/QNX5MYv12GBRkc+Whfeq8Lo77pj64UMP4uTHQaWwKlR7seJzY5kuDvtFpt6tbGNnbt41EeQN3iUvlk9L0d8ylFynJtZI2tyf1CiouCMT4/v9g+/fSzKUuPnzzdfvijH20ff/zJ9qNPP92eZvweP/58Hmf1CaBfijFJI3r77LPP5zF8+Yu0nz97Pj57/PnnkRQbgjSHT/FpD6G8eJp8h0TK5+frZ+8lh0ZsZYuvlsw4eQwfr7F/jU/TbI6ywTHuccL61JeVDFXa/TWPkfOpCwX/ZXGHZBHtJ+CrZRHyY/7LzXFuuG32g/fVb34z6ady65I5Hfs9jUDsjE1oxDJZfO6dGGK4nw7DOY5b44sN8AC6kRtoLBU6hwEc/PRf2bfTGePOZVC8Ptml3nVNqgw80NCnsnrDgA4uqLw+nQa/svGqXdqU0alXp+aVd2xfG7QV4+bLPH2R/NnTZ9t//Jf+45nHM0fTBo76vw1rJK1HosHXPbY3uVm8u23f+uZXti9/9Gh7cf54XlKsjzxQezoe2rXxmZy82qOt/fKWa9fE5u4Hef6FFh9jGNxsdOorvArH8cBDHe3wEquhX3zpt3QnwyfWs3GKDHPTTYVNVP7lpiMxuH86jHYXEN5siw8To9eiz7x3JeMaz2+/8Zu/v/3d332y3bn3XnA9wUMWmYsc1E8a16Z75dbKoy+ANv3a5h0Xxie2+UTXIdeN68+3P/wr35p3tLzMDfTcaAXX17N8Io/PxOXgr2uPA0M+nNixwaJjxp6PXEPGV1FrfO1mOTiN79mMBB+odyzodGzPiIys0Tnpq1/90vaRJzAfnm3vf3hve/i+F6He3h69f3f76EuPtgcPbm73J3mB6o3tnjz1B49ubnfvbdvDh9fjU1+tUs/1Ult43Els3rt/feiUz+5c226dvdruh8fNW5fB8zXhtHkxbtLt/Wegb9y8DO623U7yot679/hUbJ4Hjx2e3MgYB99Xm95cS3v4bdcvEjOfZdxfhDaxne3YFroXF8/ih/A2XvGmr0zxmZfweqfOmzeujZ7seZZ4SXr1fOrXrjv4d72OH+FkQz2HTZHnCZLLVws3O+3wS/m1rz/5YMALdXPNiJ6DF54vHRAljr0w2RqQSmSLKWuSp0uMR9aX6GXTLA7XPLAeWvOCn4E3/+cpvJjiQwhTS+6XiV5HhqdafI3t/Nx1jUwv8U0e/S8unkzOBnadXzwe/Z4//yz6PU2MXMQncl+D86GGl/p639Cn8UH2WLHtwhpzc/nsxQtfBTGHfOCR9NqvkD6fOehAl75ukIMw16jOU7HXNUcuTmvvfLiF1iIdP7A3My7rpANLa5DPXNfck+wrhre5FL6e5t4yL+KMGdtXwbdOWhP9mtl6YiP6x4fWVC+bVveuFS9/jkKbX3lb71vKWuvmzeYueC63eN1KO/85GJn5yKh9fnWNsJ7Lpa61bJKzF5iXxnbw3qRPfxId54MDeo5ctoaArvFBuMMKL+vQsm3sYXP66b5wswanzXrkfUle0A0X/Xr5vLUrehiPiSlzke2ZWynPE30Tl/SDRyc2sos+/BK/W1+GPtIjG3+8hk94WL+s68bauscHs6bB0c7G8BDL9OJmsvnQkw+uMRMTaRu8WcOW39THt+m/Wk/3Pq+CMFdc17WPPblJ7nzjU2vqHGBFlj2/Jx/oP++NGv2Xn+DgWx/Ze5LL/nkBfHCtK3i6NmUSjs6vL5edqB2q+JU9fsILn67L/BC0WdszgtM2WFwcHPjNyfTuu3m6I2VPiWiXKkvOhjUmwmCNhf0GpuTSR3niMDRzWMWupBSH91qDlt+VHXrY0/KvD1wJ9V5W85eP4epjjIM8+3LXN3jq9AFzWK8xPHk4pZn7ZFibyfArmhSZmIxo44j3qJGcDQ6J5/03aST7Vfx9+mrnijXvgJQfDwzBilt+j32pm4PzgUTqM38jh6zi8ikfwvOnjn78lnY+msPLacfHPeTav7j5jybbk6fn26ePz7e//dvfybXw/ny9aA4FpPyND8iLzcDaka5ZM9gsJ0vOjvXB2bqXQlM8ZbbOWASWhwNp8xUxas5XxXI9+mqu8T/xlY+in7VNjMZ/o42dQoYge6hFGhvCr/G7xk+PMVn3nn6EZcVKaIM3MbvrYE4YTyMPYX0tbcVE48JYjh933mSgHzGhVebz2V8GZfkH/8EYftqGB9zIl9Sl7j+11T+DH3/NPSsbw+OYS0ee8jRFj9iY2KKIGOjXsvGmv7FxP6p/PnC3JcYzVt24dbZ9mnvMT+Kz5/QKvfsvc88MnieGMr9d24ylebQ+OFyyQfW6iuO03fhX/qV/cQ6JgAnD4OPmX498OW1By9oZ3TLBjNE2SkRYaSXtUutSeYxioVHWBjgO1Pnta45+9a+bB21o9Je2vI4yyZLDEYRyie3ayeMDfNTlM0gpF5TLGyhLpYFanNomuB0G2Ni9zGD6NaLzZ0+3Z58/3p5+9kn2Cq+2u3fuzIWnvF3QyRYU1fsEaxKdZJpsBzsjB/boj98+ISQd2sEsUtp2meSA8l1ylw/wsenU1nGZHEFwBaKyRbyawsEHvzfE0Dt4gtRTM+WDYDYyKcOzOOIFb2wJD0mbJNjp864uFmKg3MRP+n2fW5zPRTn8jbvDPm3Kxl0d4Gsj/fz5ejH0MT1+8mT79LNP55dCvv/DH85XfX7/O9/fvvf9j7ff/b3f3777vR9unz9+PC+c9l4gPOaFeblQsVP++ZPHM0mfPH2SejbLl75a+Gb6vBvBZqM/2e/rRQ5evZfDV8y864gf6Sdn29KXn/gsF5F9nAr8MGMQ3PGlP8iB8Wva6XbVP33D3WAM/e7a9ImP/JfC9WySrsefN+PDOw8ebD/1sz+3ffknvznvMwlS9L/M5uJsFk0+HjkBuXnRGK5cbQVlbZ2fAK5yxw/dMcGv3eUv18aG2iYBPKqDp7nKo/1igrzW8TiukXytPuXIkJNXPmiLT0b1UQbwlI/8gXbl6gynffKhyR+Zd3L363DyL/z5Pz9t+mbDETz2ATzwPMEqz2Y9uc2rX6q5e+vN9q1vfnn7wvv3XVrW+O/rUMfjyKv6t65cmUC5toGW5fXTUcejnWzTJlVO6SuvY2tTDNbNY/236OegZ79JW/zI2mM4gC9YdMu3VxAHjU5p7zrk4vv62s3tN3/zO9vv//6z7ezue+m/Pu8nG5J9g1Id2bMkLagN055yfQRfqo6pTP1WbnQuXzzfHj26vn3zp97bvvzV+yH2LjIHxD2IWrFCV18jkPOL9R2olzdbrsq7r+UdD5v0NcfWuNAPr/JoOsHy68yj2A6Xr+h38eJZ1qzzbJj8yIKXhj7JNTDXvuTbHDR4SvJ5eMe/bsATc56Q8WSkJ2rZ5StfbuZfJj4dZF3il9yn2pJDCy8ml/sK2NPnj7MmuT46FIx9uTFcBxsOoq2zaHNjkj6HLc3J9ILqV/Ht1IPrJpQs6/HokvV3bgJ3v9UPc7gZ3LQMbSJk2pq0zyfuc5MaG3z6yr3axkZPpxoPm8c1RobOOPTwwA0qPhMbAT6PM6d8HJdpTj7jn7ET/yvWVhvATx+85ngbNzEPdw47HBBkN+on8X1oQCdtdFYW6lIoRx8xQt7a7EZOOhvfbONP/Z1nUjjEv0tX10lxODf0br5T1k5/OoqxuXEafY9zt3uV3GxmPsDXNz4KkLduDhcdnuMfN9k7j6Hhq1xX7UVWY/wTnPWUT+zbEyidDcscXoS3dNyH2eO4QY2Ddjtcp3PzFF0GJ+RyMvkBvXp50XHaFiZpI3fJWddCPgJ8Uxw3pye9l59XDET/ysnfWgP3Gyn6pJphT/vaF6NZ+ZrbhZF/sLn0xCvrk6YN/5RB4w+MnenuWFW/xW9dK+VAGxiZyeGt+bLiv3vJrtcrrX5lMG3hh7Z0U97nUO0la82/ZR8ciXEdW2tTaYsDZg2dmInMtBtnY2FNPkL91TQfegbIbyzhvfTcr0HhyyZ/p0OgluXDYsfd4z/9cjCUZMWvi+8amymTN21LBwCfs9GARbeEaFMenCDNNW/HnUOWaTv5eXw0uCsGpKXXmq/KjRvXH7TqEtqCdkkb3FmvEkTaKr/49DP36EBenxStjI4BHaqnPvXyx1Oun43DP+Wp7/Zog+NDXnNu+GXMO++oczXe/shM6lyoeXjWZqyXzMibtWHJ4f7lXTz9yuq2/a2//bvbjz57lobsXyN/Hpiaec2Ha+zH/tAv+5Y+1av1Zedah5XRtL/+AfiI0eEVHmtGJt7C0A+g/MSXP9y++sX3tzu5ZqwXWqc3Mcpm0vlofBDg5yb3c9aeMT48rTdim+x0jR86tmNL8HjC2jntq2tyftbW/chV++5X8NbXy2fczN8Vb2wbf+9jIvbru7k+pR3fme8HfGX43Ssqt3/JWmOgHY+2L/oTj7ZL5cGA8Qy96RwPsGTOFa7d2BIB29/95JPtRfDXu4iEgViKPHalH196OxwC2Pb6Ud3opSyGbvxL//K/+K+6GB4Vg1DHpGOS9kIZHI2oIUdoXX41SIHyKt0seuQE1sZ0ORCs/qVT+ZR+0Syn668+yga0PEvf/uZAu1Rc7eS0vW3SEUdZUqZTbwLBkrX6JQNAHxLxxmU+1bjMhvXFxfb088+3l9kYhdGcHOpjV5jPgRIwvyrrpPN0XelZCFqo068spR9tD4qOFzX59NF5r9OxPmpfsj23icyG1gUPfvjPY4wjd+EDuD3ckZM9SVts6DhOOVzQm9T616cEJ9/K4YKxZ7e78lwEjnI95kq/kW+B0Zekb34xwgQLrnGZi1MWUZ8eOBzyhIBfhppJEx3Eo4niUMYTO+xRdojz+eMn80LpTzxF9Ozp9uTZ+tUEm/2nz59uH3/y6fbp559tn+7vE3r27PlcRGYzEJ5zwssH0YsNnqrxk/frMGgdDp1fnM9BkRtctG5QbDaufJo//vCiTfriOTZHBt3Hn2mX6sOJQf6dq83yoTpcflmbDm2w+W3vh5uWjls3UZ7E8E6X16F79OFH21e/8ZPbh1/+am6Yjf+bbN68qHDNa/Og8qWREPrqxu/0AJUDD53x0ae9+PLig9bJKF+p5dpZGu0FZe1kgcqlQ/kdk355+YKj3MoRY/gc20tbPcpDG1CW8JPEB5z2lYcLuna/LONps//i13998xQbPusmDwWedCZr6blgtz2ZJxodEr2enz++3L79ra9tX/rCo6xPzyaeRnJ4Gp/asWScxrA5fY821rb2A/WOLfyJp9C03DhQhyPVV5Wrjve68aTX6k/XmLnoVr1t3XCkNI1cWjmja246AFqwW7X6h2nGjPzUL1/f2n7zt767/e7vP09sPoyfEi/1cejLozk4tpFHb+Xadhxjcq3J44M3WTOuicPz7ds/+4Xta197lPnr8NqTH4mRaw7KHGTu8ZWxBON7nCLrLd/DGRmn6/QRZ72LBBi/xtnyZw+O0EuLRiwve+al2eOvV3M4dMvj6Cl7IuPNNRutyNnM57Sn7EWot265SXJo4xDAwQzd6GicbGgyVmm6vX5nO7GaLDpFevjR3XrkJpZ+1+bXg/TPT7bHL+XFX2sTKA7YxH6XXnpF1M7v9rwHa9G4fvo1pnUtfjO813gt2/lEPZIWj70+T/ekNUOS68rNbNIyNuEph8NWN7n683/+gi32swewftuEw2PzyNn5zzydg5vl92PMdEyH/15ec2Rdu7W1vm7C+YYetTe13TeLt/qS4bH206e4a+7EoNF1aKOOa2ufIHF9EY8Oi8xpfBprYmjFEZ2t0Wv+4e0DmwH4sbV0dNZfu5ofwVpLVtcWNGDmkMJBB2ty+UrLRnqvpz4Gdp3Mp8qDt3RdOigb12CE3xoLUJ5A+/rlrzXHqg89x2dwVyCsNoE8U9F/a8wWr6XHFW8+T64+ek5aMsuDb+lK7tTDY/RXXh24jvx5MgKv/I0y/t/lzROW8Izd6Kq2cMIKmx3wSGV1zQGJGY/Psm35GQxv8pMvn7Z9+QnufO2SX/Xp3nHnwHX4jsTZF51i2Hp0uo6v+ooFeJUDRsaez34vMHpN64IT/hqLpdtezp+8ciTXTDFjvziHUukf6uAYezjFB/ZQjUu8+CmdV/jAnKRGx1N747xlOGKN3InF3RejU/qtLbWRHIAXHhMX+TNf1zinf/Sjp33Rki++8EpT5ufSbazIf9Z9Q08O2ScZqQTmPT1BWF/R8xTWepKHTK9ecP1Y91KnD5B6XSGzviuYw4NHaGBJWXNo2by+DWDs4cGwruJDN2nxWz6snpqUJ/FM8jXHdnvm/4BCcPEhU+7AYninE11jkv8Ggk8mHGV9lVE5+v1NW/FTHlWzzxi50SW3DLn3uNh++3e/t332JPcGnjJKO3fMk0RDsNaipcuaB3L2FtQruz5p29hC18DoU775pzztsRGKr5x5cuiL79/dvvLRexmIy2gU3Qd96bLibMjHjtW+r4n44b3jGKv1xCs90j9dS6exI307k8VXf4w3auJmsY7t6Z32jl94jE/Sv+yB57/lq+Hp//St/jVe7/rpXZyWxYJ8Z3MVt5I4RF97j7wRtFz+VzC8tEd+Kszj10w6jtpexraPc7/4Sfb/T0P/OvTe+zhWpc+eL4xT3+VppmN4HfWg1/iAnLETg8BRUUjKCJsgF0dS70SsgCOfCjreHMED2qUj3+ZHeUAZrT7yunCA5u3XB5/sufnf9ShPOKWpDhIcUNpjGY+jLqD12g+vvPUd5RUHH6Df95UHzyCgSwDPApLJL7B7c+/iKlfHZ2iDXx1diKQJHrrlH34u5oOz69sncsC8VyN/9Cu/wrr5yTglpWeebCG7dhW8CNXb6edUNykenk/QYbhJktb3YFes1HY2+DrGZS5gFrDijq3BJ8cfPcgP1uQSGjIchsyBig1BzPNUzeDiFRx57RJ70tRjtyddJi5sdiL/djb+t3JhurO/RPrOvXvb7dxs38iF6849LwZ9sD149N526+ZZbrxfbU8eP9sef/40N+PPts8+f7KdX7xYL6kO/nU0D8LvXi5y925vdx/e3e4+urc9fPT+9ui9D7a79x8OnicQPs9F60effLp99vjJ9sQTRuFx/uLl9uzcwdDL7cmz59vjp5Hz/Nn2LJP+afKnz58v22P3+W5/D8L4A9Te8XPy8echFZTHJ/krwAf6GmvGHu/hlwR7xkcp/pu4F3YzxjfGhzfPfCXn+tVjw24s0K+5s+JOvUAePuRJld1yF1TjVtzGpERv8YXv2lys9eAoA86Sv+QB9fIA+JKFtk+VVW71QKMNTvUqHj58JVcvT2Xy8alMUH3gSOrtb59y1wLQ/iZ62KzL59HQ9M8hZebn8Ejf+q67+bdSaY/AFlB76CpfN3lrs+aG1yFdaeFWz+oF0NEZtE0/Hx5xAL7aJDZo71jVbn3NtdcX+Kl3/EsnEaO/OMC6Wvnwp5w0G5DUwdCGffVDb5MC8A+HK/74ZUkZXF+jMDerGzjqfdS/gLd2efUqFI//4UjkgxX7obeGpiBWzb3RNbqUVo5OLrVv7Ahd9SlfZTB4+Tv6c+IrvI7zrqD95D99a844zHYVsXn0lSFlX1E5u3GWcnzmC46vMg6Xq91hjodw3Nfc8uljhuCU6MEWflv6AzdBRM/hWHZLo8bg0Z8/3FjYF2Q+X8v64afPb951xpTN1TqkMP7WKLjGFC3+3HLtmvVg7SPYXl+s2LS+oEUDd9m/xsqTHac5Xf9J/OsFzWmNn+5sly/SHh1iRfrj3+SeapLmYGx2gWwTq8t2tnEBfup87YZ43qvDh6Grj8hvbNSG0lkrilP9AH27loI5bDCC8Y/36dVfeKCdtTF/HQ8wL7fNDSE18OtcP8pfeMtndCx0TmiHj17bsQ5aL66Yra2gMoozByDJ2Q2PjbP/SsJzcJLoil/cPnZN3y5r2gPFFwfGZY33GiP+P8XGmhPaQ55xDb/0z5NYb1xX2ML31he8zZ/Fa40jacsWid5X9uzJdYdeKy7XOMJJ5/B0+LraTr6I4ady4Gi/cnkMn8D4NGM6cZA5le5ZK+XzdY6Mdb8KMwcH+KRGjhs8f3QH5UtO6+S2XepcnLL5QU/x51qG925L/g0fSdc8BRalsJ61LAi18Qr2qutibZWLHzHR8a/8JlC8VV/x0D5Q/83XkcJf3n2ydqm2om2Zj/AtP7p78noOxwIhG1rQbxfMGiue0iwOe2ilT47P0XZ2iZXqCw/dyukSOzN+6ytj7BSP+IkLPqB79V7+t36up4bCL//7xTPleR9RoPZJdHK98iMw9hL3st+Wn929P/vtm54e4q/Ez+KNx+lD9toP8H13no8dyvkH13zwAStecIZH+BW/elU3oK9zDMiXvWtci9+2eSdR6u3X3rUR8G8PidZ6sHgOoN+LgFz0+Azv/Il5ZXuMA+rwMC6z9w/+2JlYOR1GrlhLafxwxTN0yq031R6Jn4Ay0PeuTxbvE8weM/hifr0uZflkSqkfE7CewmeVMUF3jEUgP16zun5UXzD86Fk/Da/lq35l0rJKJ9cn+NDl9QFetXXJWn6qDU3FY6v+pkLLcjF7jM8mUP/WBtA+8G77Uc4qL/n46+c3PPnH6xJwcl+ozXxbtCs+Uxk+oDrpb072jPW+7sTi7JXSiRkEnUvoaZB8l1muXX/7OIHQKnrMR9mdziKgPoIjo3I6QKVT14cv0Na8MuEqF3fBiZ+AAnCajvSlrTzQG5/igjq8dXLpBUe7C0l5qAN9dKpueCiju+IVld8kqfskOgjTzhILS/lom/bdxuos1QfyK4AHNTl58NbivfxyhOEVPDhAfiVzwmu/Idpl4SFp419pPQYe/06++vHw5Etx6TO0B3tGlp1FoDc5p3FM2y4fL08nkeVwwsKPp/bx8b4R0I+/sjR6sBtvwR28ed9QfOJrRB5H7ibAgUbHR85WF1l5xxHNo0cP55fI7t69NzIsyk+fPd+ezaHNizm0Mabwr+dG5NbNO9kknSXd3m7eyAT1aL1PlF3As5Gcu6AASx8/eTJPf+DZAy43m3P4E5st/OR435LDtYvYex4f64ffJ6b4sWM2PkuZL9QLP64sr+/axnZlqYtR/psxWDwXnT/1wc8fP3vXi5+Y/uKXv5zxEx/GesngZ0HhsGGVFx/0TdrlfNm2+T536nDJY5uFD0/taPQZt970wGl7Ab52PEFlzI1C+vAG2tRBZYoDY6TeAyR+lmuvPV1L8Kyc4i/fLb9Wt8qpXdrQScqg8SgGj/qTAcq3T47Ar897yOOiV9A/sbon9cFN38gNrguNG+g0TJ9kPam+8NC2XtBOn16Y6FX+6hIoTwDn6JvqxUcSPHW0LTdpm/cxpX3ZvfixX706TFNEowHktY9KcjyWfktOdZlPXwKL78oHLTA6hRfe88lpYPUvhOpZ0Fc+x762oaMb+cvWUxzwBZv4dvRfBDNusxHNn3ZQ/eGXX2V37tRf6kBsaYNj3Szd2JgcHn1rm/7WzQV08LrRq//XtfLkl/mKRnSdlE1zerZXlxI3xoevM/ZZO/uhyboxTbxlLRpHK1tnxncrDsc3uUm1Xo28XEk8feRgyRNJiehg+toHmtXuQIYLDJuvhr3VPodU49nofYpxNgC2Nz7Byd7OLTG5jwfbU0ZqPZzH7K/HV7nRc6izZK15KKHHb8X+uubxL7+uQxjjtnzQPYNP4NGyveNWPkCfg6vbZw5FMrfHbmOzZBZHMkZSaYEynX1Nzlf21tf1sl4NyjqQA9YIcsjGY2IpwnpNqix9gK6V9+PqfIBH1z1JfW6MAm1bPl9jT9far08Z34nR/GlvLGsjSRnQT/k0bmvezHsgd9lddyt3wZpbQ5eY8SSxtjV/6WM9Ld4eUxGMnm3qymE5fLSJFWVtq89as+KMnJPsNYfVmwO0EtB2xGcbwDMjPn9gyVs+s2eSlwedln3LT6A85XDRjj2J9/bVp65PyscxAmgkUFkjP7GtPjqYP0lgdKSvf4tsl32yd60rK57IHpogkz959mHDdwXwgHVc//h+5C9cZanQcvFA/XIEsSVuyK4PTvqddGk5nZNPOYCng0WAbslYNpKNn/gK+eghrz1w3sZbY6GOP/y2S8bEXFOuTovn2x/WgOl7lfHNWqvNmlv+1j3lWeMcFu724C/N/gh/CxDZGWNxZl8uPkbCLl8CbJp5utf5QZmc2gdKA8uTYtaIjoH2rtd0pgu90Hbslr9P+xBQmcdcWnaf5r/ets+6HZ2VyxvQBz576k9Syhus/iV7cIq3p7YDdbJ8lZECfS+pbxvMPVHkVP7xQB807xh3nI5lcPStctOV/pN2nVJoH3w/wOTrduodA/qU1kitv5PvKksqLF1OfQMjd9nTtsGb6+zCXbqJ0+g+e4ch+3v4K6M92qVt0Z/sLCzaU/3dfmV8yqu+LA45P06HYw6KJy+0zI88B33tA5b+Pqiwts3+LfLNTXOg6laHo/xjGeA1useX5MxBNULBVoVaLrjw+PoT9brAI64zRuGd9th3dLxkQsPTj6c2dflSfqUl+pQbqH4KI7cwtt6LcOWX3xh3GJyW5dUDsLX6g+oJTx+ex35QHpXHFt1dsGtHeRd3kmCN8y2gBtGTOjdt8LJImuRmzJwK2iDE45448hWGi0sL2PITHS0AL7OZJf+Kd1LtXHU28DO/8afB3y8cEeRwY24topMPDKT1KcFwmPzFC0+rvN7OvQ8nuj731SeHFA4n6EkPEym2gzWOC0ZP9pCRfnhkkq8PwC9NfUynScHteKyfxs0FK2Tn8cWzC4clL8cvcPjZAcHgh24OmJJmQML/zBhl4kh0uR5/z8XKJ1974iNqzS9txPG+37nloucJoC9+6Qvbw/cebI8+eLTdfXA3NnmqyWFOxiU+5SNPEuHpZ56XbwOZsJdhylfY+plQsjNQuW2JeplP8J85DPI1s/jYIVEPfxKpky7S5omix8+eDm9PLzk8YyO7z0MHxxNHxsdhkvGMtLGD/9aYnuaKcusdB/XjfALoRewVjEv3cTau0UMMef+Qn2b+1rd/Zju79yB+cbEO38j1s+YjQ+xnHOe0mxwyY4NyDw/hdc5J2uWgcU5PsS6HC+Q2IdrMPbn1Cj802tBItVn7vLch+psTPu2zvyStsvCdhXYHdGKyMuQAzx4kgdqBtrLIlpefdjzk1pHS4y/vzdDMgfCip08m49SpT5tDkjTAj8dGj3n5cuRUx+U//l1jDuCvmFCL7TfWuuqww68Kza/C5KZZH3JrF93RV8/W3+a59NU2Oo3s5c/2H9vlx3ULoNVeGfKx9TB26qDt8jWX4ad9Yn7pMrJSXZ8QGYe1dsf7g6NcG9Yn/YmtMDnqOzITK9Zt8k6fhGXTeSfzOGukeKfDTjY8O+ajwwFqQ+056lD7l+/1J85zo+ml22m6Ogw1u+ZFkT6h9MtmmWcFcTyfXoeAnMqwrkzM7DLabq7w1RrTq1V48NCLWbaor0+yjbFVzBwQG8bP0kZndi0cX+9iSuXgjx+Qz5iHxnvNXjo4Cb+L3GT312VCNk9xitWxmC9iAz16IIX3+OTNte38eWKTG1NGOz4MLc7zBK+byeQO7+dQI7zhiw3XTPFhnC9zfVk+WnG5ymsMu640tvQ3NoM2+dTNrzCfjVviSmypk+N9GI1Hhyx4Abzwrr/xMo/XwRPZeNm70Mk6suYj+q4rS48VewA/Nwr0sRbPT6Dv11TQOGwO0B/Xj/XrYvYUnhJb65NNqTFAAofunr5ac2CtbcZM3V7EGJK5/Lxim961mV/p4N2MvoovdpfNDt/pxWaHfdbANcmqn/yoP34AT/zlbl7hLb0WwG/8OsB0cBexmW+JuY5X/LhsW/MF/eLPFteV/UOB4O+twYG3xlfqU1VA3PlkGw901lY8+QL05cFLBj6vZmy9NN++L0RLXsB6VDrXV2qD8WlQ0Cx90zgbstieSu2Z/dvI2G0KkRgZQwKVA188wSGv7aN/+sRK7cFPmc7zIRY90k5GxwivrjJw8QAyaa0x1na4J9+zP1yG1/h11nyxKy7WWC8T0ZmnK48GV34Sj+1rf9f72oh/Nt/zwt2M/owZOeYxWwcvdSeuXQ/qI7Su58rAfi5idt3WeMEH9Unr8vJyLbaOmwcr/te4r3my5jpaUL7GjU+saV527UcWvPu0fKwVeL8JvTPzlNKftZO9fJ72GcHUSWRrgexZl6w9cK3V3g1nFOOf1w4qxKo97Kusw/yFPvJu37kz5bM7d7cbfJP9chyU+Fs21wcSOyZUk+bJovCJdpP78HQ+OI5+cOedMmRbF+yNAujZ6cddxtbyjR/MO2N947aDohW3ZAdt7COHf8HYv4/hxGvw/Gy6zS1+AC+gPuM7vMz3NdandXzF90AGw9OEfAwHmPLeh+fw3kF+n4gtH1g+KJ4Dn/gbiMn56nY6L86zdiX34zF+YCMdgwPYsGJo+UGQ4C0BbWwbOUnH9rZJxRn7Bge//TojwIyB+5toa106ix53b9/JvDybdQbe0iMo1tZdDzwXRKfwGLkxBkv+42P3CvFERO64wfOQ7dqz7/GTv7nOpv3qEDN/9FWmq5fxexH+1F1n2Cbfx235hfuWD/QPnyuf+P/kn0JxxsaD72dOBhbfpUvhxHPxUfVhTFqmDmZdii6sM89yEcuA2s+Eb3Szp5hvckTus+wPza15PQl/DMOsBfGceWMtEHN0Gn3DX7LOAvpcxWv4zvXfdVjHMUDeNdxk6yAeHUGQXNIuHR2gXn6E9YWwHTB89B95GNDq0X745dtcH6BD2+CyQ5/EWDm+QF55ym0vD8niIFU2nPLHW7ltR3qA5lgG8MgD1Q/MqXnoPXY5h0zq03EKMrj4yatz67Hkit8x6a/e1a+6qF/pEg7KRzslPNT5Dq/iHAEe+qVz/tKtDuqrwdn1K1+gvz6Rw5EfZTfxheAnx0bNgYhcKi46C6dkEjw7P5+yaK3ut8/WUw1NYHL/DvXq3L7qNC+azsL8hS9+aXv/o4+2m3fOtgfvPdo+/MIXtgcPH23vvf/B9vDRo1z01qcxnqhxWHItG2i+sRjOBLVA5a8n/fWNRYBcbX1fEZnee9RfN/MuI+88coB0fuHA7nIOihxQsVV9xiy0+I5/9jHB2xNMa1FfcVzfgR5gWYi8Uwi/9tFbefQMzXxtcS8XfCo07wIID5uA997/cLuVCwMOswxFLpn1NXon3QU+s3lvHEy/cd/xZ6Eie6/LayOA3z4xC1qvXPRuIuH2gAPogyqvTH3GojLNTzoUv7RyOHLtQMy1n2w8q3/1VYZXQCvRfR04rzVAXrn1DaA/z1ZW8Vf9dGh19BvZpQfawLEN7vpaz752zvyObJuZ4M1f4g1fqbLpVvnq3Qy1vT6iQ8sAbsvHcVo8ls6Fjg25xSuQN7oH5whkg/Irnc0kP7XNpssBTPvJ7bUD1M7aaOMe8gFxa8xceGfDeeWDUzwY1/I4JkDn2nzEqe5pvGpb14zEfTY0niqbjdNu87LnNJ74lh/Ab2SlTc6+yoADlx7Vtzq0r3iNI6k3Rm3reOHTeVieBTjko9UH2l9ccspbXfsxlkHb8QL4ogG9OasPpNpRHsc+vNXR1HZt+BUPoJXUGx/wgLba7MBBnU7wqiOoffrN49rZXF/xtFXfY1oHhOStm8Tidu3Ap75pXt7HNnX601NOH7z0S0AOT1594Iu/tuOFjozC0ZYF1mv89fHT8qNUHeDL8ZK0l395a6/ukrqc77UXtzjom4xFJE579Vv4frX0fPhfteWvNlkfQHWU2gfwPupX3vSXH21beq1rQqRd4cr1VW+HCqVZsPwEij8y80+7sZm+rBH1CXsrY9EuWXBGxsTrkovmKL82aVceuqSRGaidrYMjDb1A+RZXGeAFWi/AceML4FhTj/7VVj9Ur8YMXsra4VRucRUr7+TXxVN/y2jkUu1cfl268Bv68gbr173WDW3pq59Y0iaRj2f5go6dPvhA39J54cjZJG9f7eu8lMY3WLhL3g8iXI616wfw0aHX9padKUu1r3xB87n+pW/xWPOUlnK0ng7yYd29+/dHFt7VEbgGdQ9Wmc1BdWjbcay04Uf3+gtf7W7q5ZVDRn02uFFynnbPXtgHaCJBnw8cav9cR9NenuWHvmu+tsLqW21wBuBkjwE8hWH9WOvT23hX+DuwU1vtpRP+6uQWKjPaTzt/+5DBIcHsRWKBeyB7A74eGhuW0OCP75FfobbBqY3DP/XqeqSDA634utwH0EvHh+/7IY/IhbTzPgI7yq9yCo1Ruk7a+5bMxOTwnKaB2QuNjL3hAKHYSwsWj9N+BaijXzxWufqJoeq2bD3NS1C6+gFd+7UDfUd7j/TK79JW3uDtdlZOcZR7n8JGMcYPxt694eDOIeJp7CRxwqeFozy89I3cQ93vfgxx/pt0FVj+C7GvRSlPPVCmiCsYcDqmrcN7VxkJzhiUHMhb7oBWadC+tqGtDG3VB2hvHZ28OAYbqI/hO452+bqork9pf9zEbNJ+tLV1MipfvRcTsBaJyM2iOj4JjhwP+fvvv78W2eCa9HCXjJPP3i6vQKkfKxtUPh5tw3h0y592UDyrJx4ADj+Up9FQnqdWtO9t+oJ8dShBjzeRIVmMhO18ehI89BLebJ2neXZchxfw4DtEmfcJ7WULjEWHTJNh9FGOvOrmf/X5RDgLJRn85OLl0GY+PXUAQe7+5yKnfS52wQ/yxPYc5ITWgYsy+5zKO2RyeOJwyDuLHr73/nbr7M52N+UHDx/OO43O7t6bvtt37s73rLVNHh1u3T4bXq/C0hNHU47eDmbYLq2nsmINXdKv/CI2j04sFSvR3bWH3/B6EXu9m8jBmKeHnie5MBqTdI+P8J6FRHlf3PhofBgc0LgCTuTHS3TImL4F8cH6Gt9enrEKjVjl85vx1Z3Y7DA4PLwwjZ+d9E9sh6eL2xqjFW8dS3nrjdv2AbpMHO45nMZx+dW2JlD6GYckNF30JxZ3PPTlAfrpEbzK7DpxlIWHcn1V2XDQHu0pvTpQ1l6ZxdMO5HQG5Bhbm1V4KODWBrjz5FzARkHqpqb8wJJFf/7WvpL21bfGuAcv67Hx3S6l/Cvf0SM08GoDSNdA+6oj/NpY4J/2Afhta2o7ILs+rXy+bxm+fr6uTuWpbqMvBsW8dvjzS1X72ACb6vLXVv3xANqG9Rt637h64sRadHXtTP2ok9QykOP794PaiCvA279InPHxqaHydE/7KY6ag8o99S17KvvYV5trN9DnQHcdUGmDu64hxkI/34EjPf7lK4brD7hsO9q//LnGo31HUC99x6CgDeAFR14cPEf/nU4ZL+XyazrKVl767J82Tvk0V+HXJnUytRW31yFJe3kCeXHl1bXttUNMV2d56+VZ3Pq+MtS1q6MFcvXyO0IPhkD1qq7K5Mo7P+B0DMW+p2NCeZU87QCvcqqXenUgT/epvHxR+UCO7miL/vqg8T5fcwtJn8SZvh2/NOr6rInmPR6gvIDxLO3QpK38osnwsnaAoz2Fylt4a+2p7/gJsAWtT221Azy0tXzisfwiL8zNUXDxvdIz83LufgPsGd3ypx8t2dYJffA9ndCbnJM+p6Tdvqv866PqpQyU9Uv4FAfgM3oF+l6LRXeivZK3y8TnlC9/gLZXN3zoVFx1Pz/fNrrDLZ1+MQ6UtesvaCv/8qssdTC8djzl5Ve+XPaAeaF36kdfyI1V9/xo6FkoL/Lg+oCttMWX1CWgXzracNTriKfN4eeiP43vwln6VZ4cBGPSvBZBG5zwmetayrMPT3P9tWgjW4ynP5YsvbMXvHHT0/vJb8lj2+y3l/+rh3k7eoRm6LXTY/gu/YC8sTg+hBs+bC70cBHwu/kOymcOibKf92GoPEJGV3yO46JeGjq+O2b1F9kzfntdO5gDqMZ/2uvr6lrfydOx45za4WmrHqC8gaeG5xUfXftCY/9vbPiR7PmVP/M45XmS8B0da0M/0Gv9Sq+9Tbl5dYID1PtV/xSnbj6HYHBmvd3jTlv+G7qTJQuMVeUU7C1g1ve9/1sQYSmTp786kzXcdzQ6AXRrv/s2rPbOhxNUl2OfnCz5MeYAPcb2d2hAalf+qp76p42qO6rDHHZ1PozPAsNr8PLfvs5XhqbjB//ODTwhuZ7cdL+x1pDZy4cJvvsSPPRkHPU+wvTvvoVz3Y2hJxgmkNJoQNI7nRhB5JgrguQGVjoyh9PNxLv4deyxLoffNnSMxReo9+IN5OXdcgGdNvwAvQSp9vLVL9dX3Y+80QrO8gD0koorVa/qUXvgVL8jTfHJPg7S0mm998Yj72e372z37j24+jQaH3D0tXZlejoMwLs6aB9bswnJqM5NvBQEcTaL+xymhG4ODnZaj6AV5utT7Eh5TiTJSY5+ntDRlwTQg8qnH5C3DEdSb3n8EJCroz/id4zwbL98dECTElssCvO1sthEk9HGBTnjdysXpnnEOHVfnUkhbWeTbGyj8crZH54dMzzDfXzGj/zsxdiGDd7DBw/m8McTYF6054XXDx+9t53dvTPjqP3he+9t7733fup359Bo9PFkUfhLvl7mgChWbheZ0OeR4THBpxfn2+fPnk6u3aGPgx1fV3vhhiUbLgdIvrKm7mtnvmbmq2p05Av4+NIfsM8Fw3gbe4vHjOfYt2JhoswFk4OTe0yCrR3TGYPEk7Kcj/RnNowPkXnE0en1+1/4aLt9dj/9vv5xunkHdMn/E6fmgz5zrTjvxkHLcvgtG6t1ETnF2rG9dfzw7ryQS0Ad1A74AP7ivdrg0bFzEah3jaju7W95fBb58Cr7aB8on/YBOXp8Af3QwPHpHGert70JPg5uCjxi3fEjW97yAnrwDZ3pb0zDY3RYvLpRn/mQPoAnoJ8ynfQdda+NeAC5TTrZpS9N+SrjJfEH/u/2S4X6Xhv+9fcRv/5Rdh2o/cZ68gPPoc/caEwyvfS1o7qB8s1/KW/rqYrgrcPnpc9Rp8opr9bLf2SmLJUG/fTPqAZ35qU5y8br2+efP5l23fDoUl6lbX7U21eFjIeyVNnsrc2FXrP6MuRoFzvTkc2K9it/hYbe2ua6tMeFtoI6u+Xojj5Rlh/b5cU/6g/UKx9oR992eduqV2WUn/zYh5d2qX7Lv+krvgSvtEDuQyU5utqjDg+oA33VSV91atLGd/qPOPjSAU7hiAfkR15HHSpHzt4CnkD7u/qQeazr7802WHKXfXCbay/fyrTHefNGX+Rn+Y1H07c/gRC+QE43POSa+Rq/xeN03Vg33XLJE1Dibc1ZOHDLSxlvuixef+88BMqNXQB3ofGhuF9Pj1VfPMiQAL2U59oRlH6FyfVxHRoN2ujEA4CM2lcf81X5wq0PlVu33lQP8Cp7RzhXcbrzxUPdV2C9G1FZ+5LTMe8YneYd/1afk14rnopzJStpXS9PMQjwVZ4fONn1abyMjINtpaksIDcWUvu1zYdUBxyyw2HKeAG8qxMfnOLshIPn0ReSMvyjPAnevDR4x2nCqXw6Zi3XFrJnv52E/upQZE9tB752X50KY9+OOzL3MhvllaOMF+jXgCW/iuhQYT0tgwf/0W+Np4T2agzDw7XGuNkPrHrmdOSNXmRBTHzz+xrnxHRyyR7Fntf+e62pa20gA3TcZy8TmF8Ljowr/6RP4jegTXnxWuMI92izXOohroMxcWNdxksffB84v8wa5itp8/LzvR1fCV4ap8wf+tADZb5qGU59J6zbN5C23l8FeecrFtc1AuhbNGus6auvPKXi1gYwfVTKmLqX8bWyYRNIVI6NZF+82Neq4DsYB/Ntgd2O+nDWtl2euvZj/7uyS79o354v+o1TsHLPdSPr1L3t9hyeLnvXfjP2pAFueZ98v/SrDPhX5fR3LVh9K+7bj14+EFbLd0vf9VTX6u8TXqWZcU7b9O38yrt2AXX48tI2dZxAacrL8E6+t73FU5oQ4If4KfPJPnxo00y3wY89E+fvrHM4LJswWW2pbU+y//ewQbTZdTMe+9ODgmfnIdWWkbm3k7naTvuM+L9CT4uSfBROm0XO118oighg1AvjGBAazNDVaXAJ1q+vAuEqw+vGQzt++FpAqnA3tACf8mu5Tperj0Ep4906PtUPb/3q1VP9aNeRr/b6RALy6jB+Cl9luYBXPuKC+kLqTZOy9qdP188zOkwwwdeFey2WqCvbhIZf+Zfhw4byksAc9O36gHXCusBNPr7De9cthakXX5mc2o6XcmngOUzqgVLT0vHk86Neyked8Gs/GcU54s/XqfSTk0h04DULvfZdp5bRiB/+mEdKc8Ggw9gVWuMCOub4z6ORwbnye3yzz7XpH33pw5aXGauLl9vzp34e/FYWwPUorU9HvN9jfcXsznbn7p0rPYyD3CdEPZiJQiNzDreSjNirXLSVPcHkF80+e/x4++Szz7anz55tT/xsfib98+fn8/Uz3zV9kU3hZZL3RL14GTvYksTOzGbX76uLBb+wA9gY8BfQPsC24KMZH4+fV1/H4jiW8gFtyfD2RJOnpR598P52/+HD7f79h/EblBUPcngdJz6xaWkb8LQC3nwnN25NlY2PBNanwgtPG55wjHNpjnRAHzztlaPN+oamuDOHsxldep76il++oG2gtrQPtGzdsWkpPZ61v7qUvmtK7YUrWTdqa2VqLxhbY/zo0aO3dKnu5VN/UK0yVGwmfAq2epceDj6ONOVL/lE2qCxAXoG+lf0u1B9yeEAdHzKVWwfyYwwf7QStH3WWX/EbvGVz+WoqvbZ+8qtt+KRdftLr1Cf3pCG/K/Mhv4HilO4k7+0Eant9ddVvPo5Ni793qxkj8ydWzEUfDoBHBv+IqfpCG3trM/5HX6t3zQLFRW+etSwvoHl33S599S9+/aEdwK9O1Vm+4nfRdozRStrhkaFPvKCRqoME9Fe2vHKVKxMfCR/83+UFUhxa/eUDp2W48u5XpPYffYmf3Pwv/8a9OV3ZeEn6jAea4pc/gNNc0l45ZLBfm7624w8qt3zpKYd35FX8ytLmw5HqIC7KQ85Hcvzgloc2c+PGDTlG0eW19yctn6/+paeU6tTd8LW/+uGt7rpWG4FDE5OUbeVX3MZC9cELDJ9DvTFW/7i51V9Qrm1oK1sbKJ/R4cfMx8pftk730OrXpg8OX62xX2NRHRaft+ez/toKWqfayRZr+pLjxjLNV/igdlSPkZly2+VS+4Fy2+nRNv2nfMU0HZZdi7Z86xt7pPKbenAdZJdvdaKzsvWuvID28lz6rD7teMhLW5+WXr9U+oVzkksfoK3xVlxt1RuwszKVC3CMaeXMnjOgvPpOPp2n3YNXPdrf2Chol/DQV5xC9QDFo1P5SKUD+kszTzSkrmxOaNcv9eZ+yjstGJ7Jta3ryH6Yk9TDpGBhG/6LV+cE/lL50Kv2AXW4x3smMjBTR0MuHuo+IIOjnc2jx273jVynfWDsHX7DK+OiD44E8BH/tbt6yGuzfOgPvKXyGNzEWu2Cv3BO16artvHL6dCpPIBy+crb1h8GGF/Fn5I9bK9TOMCGCweE81u61gZlOdAm0bvlruvFa66NkDl0CGhr0oeH913RY2m0gP3v4srxjcbJVxys+gmIwxP9+HXvh6dtdMzf2JUYXnL29Xb2ZoM+ClWel2nzu/6jPOWOnTJ8UJ+Atsml+ohcOOOfQCLrqq5f3lTfVUZxpi2p9sI76lEYmt231hj1uaeMPL/iPdfJffzDfLLRYacB6kvmkkuHxgy96TB2j+ggarhSMrlFQeLM25mYGDRopOK1DExgTE/CTw5VPzof3RFf/ehQgLb9DXIDe9T1KL9tcLXDRV9YwbMGRFIH8NDUKUed1SeYUoZf/WrL6OcT5FunRYmf0OAzvDKIHuFUHhlJb6KqAHXq6+kQi9gcSDj5Tx9eIdhuJkg87aPd0yPzDhmnirlZ6cbzuAEdul0vpfptdElD1pTNz7C/jgJ+gcoJN5z6jO6tNwG5xRr0MfP1Mj3+ir6vM4ZJ8YzpOjIzoiNH7vozKXzIOeoJVwLt9/JdOs/TT7GZD0tnHPTJx860qYun8UFo2hbuk8/PIUZkfUHT+SQD7/TR8ZonY6JGD9YcxL2JjxxYOayih/cCmWgOf2wm8fMizbPbt+awaKyKTg6f5iVy4emTlTlJT7uLZyIoco0BWeurWZevX25e3Hp+6cXgKWeUPWF0mbbnl35FLWMRWV5Q7ekiN7z08QjvGlN+WnqT4/DHQiGxx0+TpiO2D0L26wylR8YudXpLQ4M3/6VlvrIWen6Oo9YYKFmYUvdpxiePP9nuPXy4ffjFr8TmO0Pv0aTRYadd82VJ8WJOmwk48yJO/PI3eWwUA8ZoxjK8OmbK66W1Yjqcwnt9GiJuzGXxQd50ZrxzwUqnnOEk4NG4mbHz6HHnZ+jl2sfOpIkd83WvS/qPOK3jq16oztrdWBU6j460UtcN9tPv6AexDb9t8F9chE+CSLyPj0PrZs5LztfhF3/SZ+GjA8rVszrkv6HhIy/yu7jojdw+X/goDJVrp7Kk3PoR2oaPBEbWnncc5Opw5OUL6nt1uNWheIuf9bg3JOJsja21aLFh75JZfH5Z74+x8YjPk7/xssiQV9cgLT86GBre1pDoQKd0x7IYmfn59EnGwrWR/+gXn6Z/vk5BR7yiwNCHT+1Z+i572jbt6OGNnqFO382bZ+OLs7PMr31j6NrsFxbDNXGe+Ij++OFVOb124YvP6UWfS2bX+yucwMgM6JfA0e9u9uc6NteB9MVn+iT8QPlLaMlo3KjDc5M4PySQnJ5HWc07H67GJIDPUdfKBKXF60rfvX4ENNrwRyPBv+mlvRHl0zdyllz2rpjxCb24wRd9fQcWH+3a4uuwkkt37/r0nD58svqpitd6GfVJbwlPTeSuLv49+a/+PcpmC6ivmsMDaNY6vABN5R1BOzy86+fKBdavNf5qyyZPnK2nFFZbbZRbk6+eSJv1mYxlW596UPei/NIsW5eNhergmpSeubZ4vN511HXMp+teyD0pc6SHWcuX8VnK0WZywDZJH1/BXeO5rx98u9NHq6FRhoNmtfHPiZ9yQiexHV/P+MNdY63fy1Kv4zkUC/BqDI++lZl85Ey++gaHz9MwOqc+H2ZFtP1X55HY9Wt+sXpobGxepb8fQIK5TgZqE5iujAMFT20Lf3QLbnVbei1+2myw1otXF8+xN4NDFwyDPvnyr1VrwcJdY94DxL1n+ipr8Ytfd5ltK876Gf5lv3Z8uo8c/PHGrmtg6bXsenUZPj7VT1KHg16+0tJZn4Rff0jCNdKHB9bD+VVXYxEckJ63aKZt59my9uoCxIK2pbNXC6wPjoA2Y4yuc7S4UoZgPQlEbiaFenWxFxrlkuaHWWKrueJD0LFfWyhp3XUX7dLV/AnJPiYzlw7xMT+QEj/k35qbmZduWC9il6f97VPV0bIV7ckm13jrAV+uOlleFTFfWUyc9jUVZM383e0m6+KFg6T1JKB9S9f2xobcU1FxwP5E/ohNXTn9dE7C39zDN2aO7ysHrPsd+fQEIBlb7dEvchIVq5/NaW9swC2ftS9VXnzoKOkvb/lsZTIX482rfHiRFzTrpK8C+Mq8wqJFt/Tsi7zFwPKD6+hp71v/oxsfHepg6BQNRhKdxZX8tTgPXtjYZfHEdpY9qhg7i1+vh5AMHyKvxSn18MBvzdN4in/GdflvRCc31rExXp29+ILInuvN8h9eoD4LRXTI/5rDgv7LBjaJ4dO1aOiS6Dc4SZ1HoLSLfsnQD2ZfN+O24vA4Xi8Te/bocm3Vi9/o1bk4OqZt9JqrUXSzZmZ8HXClObB0MQfF7a0EwkJJOz4wrFXBfZX/7AXFsftAc5lv54dozI7oMbEdnei25lZwaJd8rh1JoP5c5UUDrgsMHcdJyykNmhoORxlghoH+dx1sgmrXJvmkTb0O7cJSXDm8yjsuTJyErnKmPJNvKS/XRj/4ba8sSR8obvH89cmi6gvg1365ZFOEhj7qyvREA18djjofdYFtvfwrH+DjUOHuvTtTn4XPBFkhMG2aHGLYEFQv9JUP6i+p/pPz7XAKvrbi6Rv68FV2gIB3aY78QH2JD7vgStWjeNV58Vy84ZT+yAfU70dov3Zc1U0AQOaRBz3Lnx9vZUPIh8oOZ/h9Ym+JO20sZ3Lmb29nEz5NoDbSo/4ktzrNV7eST3xkQlYPdXKVR69MSPXqMm27vMqpPaA5qG9qNz0cBoK1oVpzyqeuwzOyJqYO/GvjjFBiS10fmSGe8hUu+7Tv0PrC77jalEd2GmjnfWX4nt25My/w9sLq2bxGP+OAxs1WYwovbU68wY15DF7bkguHTfDYoc53cnVlccbO4gL89aHTVvz6gg/JhYcWwFGXwNi346ABPdjh97YVH0+g3bwBfaqALniRpY8e6vqOMaJs3ajOba/tciAnjyzJ499TTx88NKt94TkownvWlB3IX/T7hTaAVpu+dXObtrTfyE2rtvzb7Z0ZM/ilkZOhDOS1Y8lZSVufSAH6Af61j93mVHHQrLbTuqVPvnRdawec4qvrP/Jvmc1wZuNqw7Iah3dfoo4/mo5ry3i83G/OtfnlEfE67+oJjcMzNy3ejRENR8448ccAeoAOHp7Ha2Bhxn/mxIkRU8h99vT5bOznpiT+d2i0dM947Aec5dmbZEDexMSuw+gZIIsfGsPwSzP2JamjQ1N6OTo8ARz9xqS4Enp+VCar+sHzwYo6QFMelQnQktG5Vd5wKmPW+bQ3HukF2N8xPPIubmWWL5DD8RVegKY88NVf/trgSlexkly9fNXRdExKK6/vrQHFI6989WkvTXU5ytMnVS999TMf1+YCmsrAA6hXhvam+kI6tvPdsR/god622gZP3zEVh3z1QnlWBtBfHgBPfU36ruJq56fsA87yUpeUyxvexOAuBw/4YkbeuuvZ4rf0kMCU0w/H3FOvjpcv4ss3Gb/5EE5f/Xr6IIsd8MXFSd7OI2tKAR35hbElfzNeezt6HxDA7Tji1xhpcoPQfmDNBfrqS/1kDM+0tSxfPE5rwBFfOS2TF6+JLm1rP5gX7u78KktdGU2qV32Vo19ZOz5tk7O3MVU+1kQwfj7Iht/1kazqqD29U0ZffHlla2+best0Or4uAn6fHqpOxa8Pm+s7ysJjnmqJ/voK8K0X8qbafKVDbCHn6KfmgG4Oz0D1OkLxy3PF0aoDNrn+iSd7QD/UYg2eD8t3u7WT330vPhK7tHXu4X2EsfvgU2V4LdML9JB06HODPb9ImTE2epV3hDWu8skGFt7iBxqP+KRjeDRpB8p4HeugekXLq3555R7hx7WzRVvlKbOteJUT6pSX7uOD6OzbKHT3wbP9iF/HBvNBUlJpy6uyqnNzYI8kfsg2RqC29hq2+O02pEjmfGCeP0uXcu+LbmdPuuSu/a2ydYdMqXrYQ+HbPSuZ6nLzACw+K7enKw+8tQ196vX9gtPYySfm2F/9A8ue5YfyAcrVY8k5+Uquval4lYG2uMraCqt/rdEAXXHKBxindwFe/xZEZuh6LpL/Z/yx6KF29SBP2bVxEHYeqvgecU975swJDcdggCxAGkiFUS6p7VIXI3A09NjWReBI28VZGXQykC+1jcJo4LZdQE4e/PLsAFRWeY9Ddpu0qctHfiaUoO/hTnnpA3gWv7JBebJd3tSL/ywwAW2VqSwvqBfcTDsxXYvuwqPHPAEyfytYSqMMyl/Akyl1glUWf0w7Xjtf9s6mNOV5SgR9FoYeGokbfIH/tR39txZ3vjVmgzEpU2Xw0ziLl8C1eDslzbUkfbFB0+5riQ3kLw4rubj41H4mUsZ6+ATGN/RKH9/wm4uTzRFexqNxQM+xLWn8Ft/WJrqh0e49QnJ0I2/Xa/D2suoVbSrkeLLuFprQDn0mFLBgz9MDwT/Je9veGYf0eeqnX9nzaXowgyNW3QgY49N8QAuUjWf58d06sBrqlM236GAk0k8DvAdfOYhGajZL/tL3hn3vJFCZAyl66gr9xH386cDIpuAim42zO/e2u/cfbfcePpp3KaUnelqIja9RXWOCHl/mujjPTzK+4X/+W/NkdAwugNsDGu1rbkVv+ieBlkvDJ3T06Qra1hsf8CS8jput8qgs0LljTdCOV29W6VpYc+J0mFx+ErmFl/uahhc4luHql8gtn/bhE44j1xiro23Mn58/T++aY2d3sqaYa9Oz/Fj9faK/PqUXY+QvnvMpWPIsizMP52WU8vCfTx9CS5/aXb0rH2966hdt+tXbd6wX2AoW7cn3krbhlTa5pH3p83aclE91AvDU2wZ/PeJ7wjnqtXivWHRg1qcErV9rnocu69n4Yh83NBMP+9/J4adrW3MAH2hjA+g4tq/Qw6uTD7LmEnHNNTe8bAjT7sCYv/GpH8Qr+xv/9JXE1fL1klW/oj3GU/WDp9zNnXr93+vkyE9faeggJ4e88u5YiSM88Kr/JaAdHNvJVu91Gu8CnvqAPjigOoLyUeeP2l5bOtfAolOyaVXn13V9APDw6bqhjjcdtKtL6vq1iY+W4R6h9GwE5LRNUpdax6NjoQxa/nE61DY41begTR3/o77yQnEkfeVTOXLQNrpZm9QlB5ig1zPilZcc9OyFge/al/XAxXUDXpO22rroVzzTX1l/4+yod0E7/Y4+ZjdwzVWWTz38l3y+X7qi7/yqDLzoPDdFKUuAfoXKw185ml7ZIHU8gay2VEf1tgHlQQz4v089H3UqnfLcQOx9i3bhVtfi46/cdQDvox3a1NHCrf5AfXjvZXzUj/RrnVDSj8/yPXzpWD4mYB+Hp3rl0GcVVps+upNZOvka17U+qtdWNO0TR+rKxhhrZQmQ2LLxelcHZi5TteOz5NLFBzfH9U+bcv2PB31orH1ogo/egVPbpPJEA+fIo/5Rhgfar73l4vmp9Wi5UvYC62mLZc/okwQqD5S/mJq9avo8/TNPlM41M3pH39nD7zLr48b5PKEeduv9meEZHukYv/PCxOthL0A+H9Rn2pVHo6g4dXve4PLXPO2SNtfsuW6n7A8f+vXXWgd2/vLZ/+wyx0czjifckRmh6sqRfOUb+MoSe4tzwl16NoHyKKCtLLk0ugXKe9WLE/rBf7N9/4c/nPfZ4rjW2gVs8nJpMhsT5Xvkr/+k5/K3viMNHP5TBvYjcODCW/k6TLx7lv0y/80cX/O9gA/a3juBylp9q3103se1uO0H5CjX9/ro0Lx6FrQBchpHC05jjA+88tNeH7Re6LVAW3lVfumOctoH9GHVtpNNp/UJHPm1b+p7DMzYxpf8LpTe7Mkv+GmH13UW3dgCJ/XFe7X3mgvooowOvnrmRRfGpYx8OnbkGiuXKmwxOk1cUHzBdAQ4wEKBbzcvldF+tEAbmEkdHPwrg8z260OrXn7HttLOArTXgXL1rozq0IEpjXr5AAHukVhOXN8PXX6Dt/pXoJWH/MgbGDztw9F/Kd++vV5uPJ98hKekPvRpq2/wb3KYYlGWSw5+6CKRjaYy6xN1qRtdhynAS6rXYVH6o9987YYOmeCStjdRC76nP+blkblA9FHLkbLr7RBC8uhvrgLTP48Q7o/10IVstjVW1NlE5/FddOkTJ/wzF5/k8MQROnwkdTl6Bz+9SVoHVfvEij7irvz1t703INrU8ZPjR17LkncgVNZciFwsQzsXquA60fXI5dUnSsEB5ZPGq7i4iu/8+W5xZl54CAl+WPjo6KxsYURTXYc2ZRQW92nzhEGSC60x0B/qt/wwC8jOT17+A8nU54mrwVlpHSxl/Hf/iU1fffP47s3cCHlp9d37D+Zxazjr1zrW/ObPyhh9dz3m6YtsqNZ6cJofbKyPSttxx1O9ccMHLWtHYzwbA3Ky4NEfH+3144zjPlbKdJGf5K2YA/DIKA3Qr42+eLav/e/SSPhJ1UGqDfJj/JU/cDCgPcN9RS+H05e1n92+uz17er49efxs/AyOugxx52PmLtMyBBbFiRnT1dc4np0/H97sIr+6j3xcwrv91QXoN3evfJ4cbvvKQx89yCfUI8gRe8X3hLPGWFvt0He0/ci3snpj9xbsfUCJn4338LCCxRHyeRIy6dX+VUj2ax/+qdtMDu+4woGxa8CrzIUgDJ569QLNAbrqBaf6FlrvYTNYbTbBN7eL89wYX8+NSsZOezfVPQA5yhT7YPDiQ/a2rTHF/jX/Fm19Wj211Ueg7V0zO0btNw54Gx9tV7EbPu/idlyBOIIDX79yxxhPSXtzCb062wH70KOpTaWtTtpKG03melF+Elg6ncavOuGjjZzaApTLt3hkoauf9EvVpfS1v7SFtqNhCxpl7XyFXrly8QXK+tqmHxz1rZy2HfVtW/ke5ZQX0N56/e6aZX2+OT8WYVwc2rludt2xzjkQM27WSr6wdmi7tp2f+xqb67r1jw/WtRnv6gDU6dYY066/aXTb8erv6l8eYNHCo4MPAhxyRs64XuymYJ5FX/X6pnJB40ydHDfM1mJrq/K6Bi4a/ZmsoxMoj+pZPkC9ZXKV229tWDwiY7/Gdpyk4iqfcA9gj8ZDMcdaD4pPl/IZ+rRXN1Dexa+eEh1KP2MwNAv3eCC42tl2Go/e9BUqe2jpH509edg93RXEz3DIB+iaV9fWq+t81QWfXRdl4wOU6Vp/TlvwQeWUp7IEreM9Tp34XnFnHyWHZ94W8Ci/SWlDU97KlQ+UjzqKO/zQvou7dDrtGwttA36Vc3w3e/Kle/uqU2n5onU85itP8ZF3Uc7cztjYc3pJekYLRZic/HeiW3zX3vY0RvNKgowt7CnHztpWONrYOLOP7QGRODe3Rtfwzv8zbr56dzNttQFaeaGdr/EwM7SkTfvI2cdlaE66S+jJ7Ljqr6/Md7KA8ZLaB9AUX8yDVV78Cm3DX7syWB90HeIw9bE9voDX11mMzuOnJQs+vRpD2tTLt/3FZeN8GLzbXoAjLfk06XqGns+37e6d2/G52Ip/028dX/hLln2seYF6fJHSfAMkupU/XPWhS794qN+0LT8svcHIjh7qR1nK6IZncgdWQ5N/2pbuyx/lBf8IxWk/qI7tq94AnqS/qfCuzLdyfynrl7rPMK4jL3pVt3U4lPb4YR3yLLleSZOd1NAPzd4OtI0+/DHlJRve0bZVPh3sziERwXJM6lDlQRhBJ0YGrn2llUqrDagDtNqBvAYfFYMD1I/9FsJ+UgLQtw8NXFBZ1ee4wKjrR1M4ysUDPtDetsqR8KiOoPKAvvIDR7ldIJTLq0Amjg4/bFQdBJku2nCYg5YZ/NMkQ3NMQLtEhkR3ee2Qwx1fpv1K1+iivXTlQ0f5kc+RrvmiW3od6UoztqbOV8GYP23lB5QlUD5dxPqE0BxOJB378ZEmFm///+j6zydJs+y8EzwR4eHuoTJSq6rM0tXVJbrRuhtoaDYJAuAA5IAYwwxAgOTYfFmz/Rvwdcfmw66tzXDXdgxcLneGGHJJAATR0N0gBFugu6u6tK7MrKqsShGRoSPcPcQ+v3Pex/2tIHgib9773nvuUfdc+QpXR2LxwKmqbMgdCiHmoFN1Gj4MWgrMiXzXSZZJObzI46N3tulx+cyPtDdjnHJjI10kruXzBjIHbsrIU13LjvVMD4AW+NiJNJA2E76vAa4d57urqjPmIwCVBXaWN3mTwyAF7ABe4ur/JKf/hJ8DBiXFImmQNH9iZMoDItHMp7Rk5/xJU2GeOXchTp0+LZtrcaxyJqf9xq5eYFnnlDnJIif2dtv+5/Ygpox0G4xj+eyrxiNmciSfX7vg2j8Hiwyu5zag3S2faYBDPvwBYsvvAJh3m677mq+h6Wtoct3OO07Dsrg+MfjkAX7Kx3jU7cr2QsyBnevsR7pG7jadJpnpsrvKdT2JVUYMEnHD0wBt0zQNy9qmCXANUAf5XQ8gpq8wyVUd4omvkEc98LCPrx2Ml3SauA2+e4W9q8w+U/Izdk20LLkpN2+AOK9FirRDblRUHXxec8XmaW9V43AYfm3840BeyeID0tLBUPJO7Ap+LSjVFzo92UO2lvzpByrHPtxVEmLimyb5po0d4EkAzM9+ZT4AOJb9eHA5Ok9sWm0PHdclTpuApTLSyAM/A33UdI1LGjqmYeAasC8YoM3Bl3mTptz9CyA+ricx8pteXU9ktZxcm7bBacpcHxyAa9vatDyPmw60qWN7eJwBh/JKf1R2AHwDOOYLzqRe8TKOwbjGOV7XOI4JzgfPNF2nbTcCMppu1Wst8pu6xvW1aYAPXQJAHvS4btMAD1u5T1s+yvFH8sCHbo4tqm8bmzax6Zk25VmnwfGaM/M114HjMgC+5FluX1dg/K/2LHkndvL41vYPyqBBWv/GedYRcLl5FV3KS06AJ/SoB4CL7ClDQw8gJlBeMjd8VdaWB2jbhrK/CSgDbDvw3A7mQT4BmOQXHyXz2mnLALhOxlmndAZM1/Sob7l9bbCMypzYvRm3GDOhA75p58GDyjKtfOj50B9o+xNpysF3AM+4XDNGt3UBv21T1/E1NAHToY7rA0lT9QmuZxlcbhzTcL7TpRPtVfbTv3EeOKTbuBnzl7gqa/hzGIo1gXrVqfTzDcU2f8Bl4OW6gvKGp/HastcGuPSzj5FOORVs/1xrGq95jY56wJiW8DMobRptegBp46KAeVs20o7rieOqR7lx8BXTpD7BNNux6VpO5zv42vWdzocCVJd0xgf7sTcYxebWtvJkd4Va26R5x0D9dj2nnW95iQHyxDXt165jWcZrNaWLDvbS+jMPYVibYEP8gHEpUZN26iUbEfvGP3iMs+P+2fDClq6HHABjHjistWj/ql+8C+Gj7QGQhp4SqlP2No7HUNL4JgA/6wqYD/mA6wJJt4kd2mBc4yN7yi8wPSD5odQxPAJjcZa36IDLAa1tSfnwYJTfM+YbZnxHlzy3X0HTpqKXhmrAPgttcIm5djq/SQSQWRPPRFGnE7FRCHyCF6IWmnKUYZIgjWER0PUmjfxRh+R63NgC0gTTa+kyBuq6HmnH0GjTId3mi37kIzsBgAe8LBNAHdc/HkwDQFfyXO9IrAl5Gt7oRhnfpskPVzX1uSPMxyqlSTZypysZOs1TD8JJlVWXE3sGXz7uy50K3/2XtTPwSg+s2TRQlvjoqUwHJCXP+dDnNaf8aBXXWaY2FVdI55NC+qOsbIddFCnmLhtp8PwhOY0SGehs0KIOdwKRxQMy4wn7mQy0KfZuYkgjC6f94GZbiLafaBI3mI/bJ+0quhqF6rCHDZMEQTYC1zzhkoOO9ETnpCN5uPsuSol/OCp8Ar5Am66vr+dhwt4er2ngX9hBEug/ZNsfjmJvdzc/GIzMIw3OHErl9yuaBZcHGoANo3LTRLQ3gZ8lRVfsxOEgdRgb3BYw5OdQ67FZbTBSP/dDeMCqeAF+dQ6b5dNktAP24ZGQ1lNc6M8BDrjKSBzaOQlmEB4fvyOf1wmRSXZiTOWVMD5KSLvOzrAJo+0k29RhnL1wNpbPnYv+wok4EOn0npSt+hT0OIBz+2Fn7JKv6yFXM9hRRl+039FXoMPTevgWA5mf3HO5/YF+SJo8oHSU/dWf+vPz6e/4W/lz9W/wCfvNmIdcpCkjpgx5oEmZnwgwDw4LUz/V9cIYICaYF3Q8XpBHHYLHIPq8cckHn/rEBuSAP4M/fZUPFrMp4NU+8qi3zetm9EOavpEJaMsFH/pivgKq2I+Z5wfEQVN7YGN0Y6ODBLgQv26QH6ZvaNkGxBJHshR9B/KRCSDmGn1If1THomcg32XmAWA/8mwn0qbrAJBnHC8GwBVl4WBH6hS97C/KB7/8a+Kfpl1lwlIf5OkdaRWD0V4uzPrdnuhNRbc/G13FaEt/ZYyQlZM3NKBlsG5Js0mbV8lZOPThnPzVWJQxFqYPVePW0xUat47U4Xj6k/EgP6yscuh5DjZt6uZcKkg6Au6isqBu60mM75MHD66h4Zh8aOOzPGWlaUzB5RMfBg965mV9wfOmFbyOYn6YwTwtg21BHkBdADzP1y4bf/TxSJuDVow4kiADOHw0c1/jdq8j26gKH4NkcCOfNIF2s6yM75SR19WYN6v2ZzKtj0cqNv9jsccM689cw+G9LJNp5hTbE5zUSdf5Uc9GFmyijp7jA7RMj3ptQE7o1HybHqgYnPI56qU/iUf16cmaDdlMm0BZ6q00QDn8uKYOfByyHYXbpgGwcQLXfEp/5Ka9KQePtpzUNU1k9CvsxKMRT4cVDfAsG77HvGkgn+B0TrbMFWrb2U4vx638OK/arF5vlv7IKRzuulIT/uaBbsy9xObNmijXRYiveuYnC6ufMH9M7MVr2TWtlc3Azb4h/vgSefzQxYzo8PRh/uiAeBwwbshGh3zgW/SynvBVQ2lsV+O5qqcO+Iwh5YdeIwN1wWHdUoflnpOacVhUWZOqs2QaBaiXdPAdDfrt1wbJT7tJTtL4uO3j/JxvVA87W4a0qcpJW86qWzLlOkgc1eOz2Vwn6+UNpLrhghVoE2xVehxbnyOfcC0rcjAWQ5nylFHl2D1B5ZQha142MoIL0F70Va+p+cYUOElbAG/wnYdd7dueU/HnMT1xy/FW9UwDHSw/tDxuEAOkoWHZqIctsDN9GVrGA8BLmmpWQv4Qg5yO8XAKmZrXzOlXxNOaY2iG+oBvyUwoH5ns3fyUDb7U1djJzSj6IB+JZ8+CPDyVRN9ABoADAj6abJvW+g75pJtw0lKSHzzWMgbbFN2ww4HkxFfqQKZ8D6B+DvsK7IH2tZbnh1n4teH62DH+mlhj+2RN+U9HxjnUvEd/o/czBhDy5iav4MkuqYeIpx+zwGngSHgAchxpTMEfWcPSvshCb0q/E09JM5YXvQjoRRuiQcmF39SBG9e2X9JX2oEy+wC2wCfFWjZnbJcNBvKrntpDbTOrOP0TQuoz1KXeVNMWDuRlvtLmezw94VljjcurneBQuKzxpaHajB9i2ouFXkcl0jOdB9+p/kN9Gk8Uss/ma1HKS7oN7Ww1lSVdheTdyARwLTZpc/BqDVnjbIIunc4Y2VplADzoWzJKXtgOjMPE4JN33Bb5WpeIOAZM+3g9rgHSDgbSRa81hikIK/sZ5bYB4LrM8elfR7Kb/JUfs2J+SxvBT3uygfoBTZP7e+gJh5uajMN5cNTIzWufDADQZq2MPCmz6NJ1/BQZcsguE6fx4rItJGkMSkgiAmI6MWXtkM4pwsYlTb6BNHTJB8A3H9fhHX4AHMoB02jzp54HVqAtL/l2bK7bTg4eMXnE5uEBmGvLRV0Wy8TkmTZlBOthWm0+4BrPfFWSd555HcN54LmOf8LRzgpPb6TIx0a2C8H5BPJdNqmrtpBexgXIK1nKZuZvoG4buLadmRysv8scDNCHJnnm2y63vLYVMQ7MIRa0KcsTZjkrZTg49S130udPeEDiNzo7DfD6HNeEpN/kj7WlkzU0KaP9uSamzYnt9+SPfVq0GFg4gMpXA9XB+DgzbTYJ1eYAr57xSgrX8OI7DSxywYNH2lP4xAR8kBiZUmaRgX87oBP0zMNptwsiggM4n4nf9khoaLTzoE0+19TB/hUmE4VfS6RGtzcX/YWFuPLA1ZhfWsw8ZEZ+aJOGpn8+GZqUkWe7WgZirsGhnvEdyEtfQcYGyAcPO1KW9hJwDT2APgWAB0/qUO66yGMepI3Tma00NLnG9+0DBF47pL75kkfacRsXPMA+ZV0I7QUffgc+OlIGPmUEaOTmvKnLwgt5SZNn2zF+kgefpqXHcqRMTALKs+0JAHWTr+jmHUKlETtxVAd/NR78yEemnLiUxzV8Tc840AGMb5txjfzOAx86pVu1DTiE9rxkucFvg/m4HHyCeUgCxZZFdLJ+4/sSmScDLRe0zR/gqcS0p1DrVZLqB+TlLxvK5jzdVwYvnS1r8S5AFmhaPkMbx+WlR9k7dc9CyaQ0r3QOtTgGpEEuZFm4+O4e0OZNfdvLvLEpkD7R5PlgiHr4GjH1oEVMwF+pA4APcM34Yp7QM+DDAHnUh0/hV1uQB892GTQI4JBHXa5Jw99l5uU0dFyfPK6JTZtAGeC65FHuQJ12O5mWyzw+m04bB1rEzgOPa5cBjKVeU1BO8B1Vy2l8y4BOpgWQRzrrqo5GNtGTTY805yk9Xb9ZO8YhtOVuy2OalEEXAKdtO65dz/alPjiUU7dwSw+uTT89tKnvdveYYTAN+yS4XBuoAy/qQMMyGMf8AY/tyGH/dF3yqAc/gGtUpi754JR8ZXPqkXZ9AsA15VzTTwDwoGsejCkAOFyzCQUyTazADR42wqT5sQ2A9QXjLTodqQrpzG9kZPMLTXhZnuSrP+og11gWlWMPtVzi2e8oI7ht2sBYAl0HaLUBfGSxvbEFAB9wLVO7/cgHjzrmbTsRZ76C7e18gDzwwYFmu9w4XBMM7XSbV9r2WD3HaW9w5MPtfPiOZW/miLZdyMfmlpE6BJeDa9vg36bZ5kGZN4ekKQfYqMHPuG5f8kjbNtQhlAzIpLrNIVkeiE2x1oA3PoK/lk9CC3B9ZC16jd8gj/Ly4EXl+HSueeElv0VO8GaaucK0yCeMbao0ceK2ZCbP+iGLdbIuvIbK/qcOLMuueUNbMX/4jLRFHdXTuMoBmP7kYcqQTx5qTT8l3twkULmoxEhjJIdBBFw1D/jycAj6+D62QBf8pQ6pAHTAFgCyyZSVVh3qYjvLB5AGyEcnp9Ex6zf8SBOgbzzSBtvJNuEEgHLWL6xFsA0HZTxNxC8Nwx4e8AJctw7qPiob19A0j3bIOtLdddxO5AO2BaYiX/+lbKxD8lcV5UN1qDEZR6xrQ2LMK4P+Uo4qGoN5Wh/0dp02snnQzsjKddvuADKDg/8wbme6WbfYFkDSFnDtNJD0FWwLryctD/nHbQy43AANf/PSPJO2YmQlWCaAupQ7j2ti8vRf8MMqMjReLx2LDrp6LHMd5DMdYtOFDD7jfAJykQdMg0gGCADXCEkMQNidl3wzsTIGBgCuoQUuwUIQm77rOyZAn2De1HU+YD7k2aiA6VNO3OYF3vG0y10X8EAJWPY2DgH6loHBAUfMn0JXWuZPHuYDHnLDCyAmn8AEnN/rUD4DHLj9uX5uMvgmEYA80CIuOWow5Drlp26jjwPQvqZ+6YrtJo7hcnSEZi1IJm1YdYTTXJMmD3CZY2h8JC+RmrbKa8mBfRTKZmrTpDRpz7GthQ9w+ICzU06ArmkTkDdvfzRpbJ82Fx2+X5QLDXW+OjmVnRKz0UP04IcdqcMhDzTcHnnHoJGDDtyWASBNu3I4MF5wiwk0UyKlGTBJc4qrmpmX3y1S6GlA1wwSR+LLANVT4PCI+l4cwyuf/hKOhM4AHR8+pS3I/y+A28Jpgn2hrUuWZUoAzSZu+0PbX0grRzSk36wWOz0NKCI12+/FwomlWFhcjBnpQBugi33XfAHT4Rr9UpcSZ4zjMQSbAO1BmDzLBJCGDoEy9znzZVFBGbY2TYLL28HllCF/5mN35TuYLzRJW0diZKGO5SNO/1AafAAa0G7LAJ7bnjxwyCNAlzLyAPCxD3Tr7lbJY9lY7LDA4S6huGagjoE0eA7mk4tT/dH23Omj3+Sdubx7in1oi8ZHBJaTGEgaStsuXBtIW37SyIBexMfT4EHDASAfmqZLwH7GtRxtHsZ3HWLosBgwpCyyFVB1JQOTa8MPHqT39/luGzIyVpZdWQRRDg3q0i/zqSWRYwFTB8LV1ygnNqAvAA/A8huMSx5lOUY3Ooz5qE32drQY1lhCGQszSPi1FvLwkzZfFr3tgE6WHzwfVP5NG17bwvb2NUDa+eQhJ3E7QNP2AjJuyqiL9qRtB+sOpA0aOUhThv8D0KHMYwbBPMzb8hAz3sOhPf8CGQvHgXENTJ5SZa7xtdP55Cg0GjnbPC0fwfIqUhn9gzbBLz03T/wzA7fG1dXkYePNDTTwGcqJ0de82pA05b81XooOeog2eOZhO3LdlhuwPOQDxNk2ykMXtznXpAHXJw//KZx6YraeSoA/9i8cAlA8Jr4oShljH/OEl33G7c21dYAGeJQ7WEbwKeOa4Ovk25jNNIj5Mz50yHM/ZQ4hD1xi8My39Cg7HE8TjMsYTj50cy2kPOibHmsVYcaAA61Gfm6Y5VpIUN+/LB8omMhc/lB80pINTWLbgxh5UleuG/lKxiSY+RP6NU5xCR2AtHUCsAvXzBeTahOfJC/la/k6MdD2J0LxwH4TGVzH1/ByPJGp6T+sAhs8ABzjkw8t17MMx2kALjNvYgf6IrE3zdidOdhPcRde8XVsHaHlNEB917E/pxwqa/tFyVB6tIG6jKntvkIMEMMLZ2BeB+Ca8uraumYaJNEiJ9fVpPH3o7IXNfMpfSyc7S0dRFsSZ54Pi3hCO8cd5k/W5qxBqKOQBzqJLVR0TrolJ6H4lDzp942cqZfoMwbzYWv9n+Mv/aJsIh5Kg+snzdUqSSu5SenUVTHjIjd5eOKVqnxrkLz8vIfSiYORmONVRxIkP57SII0+qRtI2Fpp9KH9UzfkyJyCdnsA6EQArPOkT058Fd6kK781PjUBGuTJAnnNTUzWA5ubfCZD7THNAw7wgNZH/YK67tMobBwCkPZu8XIboBY8x9eCMV5eFZRcNbeyVppfmI8ufUN4btOkgS0F6N+mZyDP+YBLLBMALwC8WrOJtxCZl3l7hHzaJssb2nlTm3zJQgwNtwnQpkkAsBf5LmsDskCbMsfWESDPdACuLcs43RQzHgs500TQQDZwzPu4DNnHG8inYrGBbIENUgLhU4c+ZR+zjIBl45p86+1xCv7MW5kvUTVH1WRqIu3OSgUTII+YPAtpHK69wGxveigDLIyvzY9A2vnE4ALkkyZ2g5oX9Qzl/NXw4Fte3+l3HcB45gldD7gpjwxKPjSJvSmjjJj6to3rmbZpUpdyysAHrAcDUzYcsspLGER3tnfybjQdisMiyh2on6fooiXiOTAiEzF3suFn+raDXwljgMdBCO1yINOKa4FCAnnKPgQejbV92PjDDzzyckJpcM2fmA6rRDoV2Eyg6OC2QgbbEfy0d1OWeXJ2rlNGBmJoSj7kyjImpWaQwXYMBMW3FtJAOTa8dCG9GUSHCtiCEac215Q1j9eLDhMPdDnkmO3VgQITIu0FPetg23FNGe3PE0E89s1juDy+TZrHojOtmEduxTQPj/KVOmgqj1dVFubmY14+6oOi1EXBTx0lH+yDeEwMsBetNi5ytWP7Jhti4wBu1zYutH0NTcpTzwa/jZuxVrh14ChcbAu+JqqedOCj1bkgUB4ygE9AFiZw2id5ig929wCUj5ArBo8yYsD4BOxgeajnfgU+wfhsVCwr+UomQJN8XiMkBqhPsBzgQKPknfRxaBmXuuSbJzHldcBbYwFAHmkCdSw/elPHPAj2Lcvta/AIyAQd8o1D7G9PAeAAXrBzsNPvzWtM6eUkCx48C0dt1ywMSCeNpKf2UjzKO83I3I3dHV73gF+1OY6BzAD0qA+0dSjZJuMz6bZdqAe+gW9CQNNlrm/apgOQJoADTdoOsEwuN7RfS3SgDcD3NTwJ+KjlpJxAPo/U5537KenYBPsg/Qf6LEBPnjyZd5nhTx8gtlzWiwA+1y4nDVBmfGBcpritA/MT2QQO8cjD98o/JnWpQ2yazAn1YVJ0h8ZERwI6UYc+5DxoOw2ubWu6qavKqIc9CJaTNOWW3XKkXGoXxnM2zPkdOaXBQYY2X3B5CtB91PQBp+0DpLEBdcjjGhzmTvoH9GS8/PBtHmazaBQpZPG8Ql6mkYE+go1Un3G8Xv+SLUSLvLnmhg46wge+9i34YUfKbDPLTRmBa4JtKUny9Qn4QJ+fDU7+KrNe0LIt0Me862C47AZQbpkA83I5+eC05UN2+NiuxIxrpK2X80gTLBOhTRvdC6qOAziuS0BmbEEd0gTwAGLbyTjUMR9ehTVf8klTH+CaOqZJmvKUgb+mDmWpm/6gDxCDhy2o46cIzJtyQtsn27K1bUF6HCuL+TFlwMcA4SFD1m1wwUMeDiNyjahr/3Ia7VwICg0vgqoXDyWIC7fsQQDgC6AX/ADXJ1BOnGUNPfRg3K9xo1lDaT4oksjOk0kc7KEDuNSvfOycuharpEU7EP/nMpUtvVa1/WxTguWhLjF10ZM08571IJg+ZdDIJzwF4Lu+aRPbXimv8ggAuJQn3ZwHC5+xIscs6nCQrGvmS9ZG9eFq5Gu16TGAH8AY7HUDtD2fAO1+5v5HsM2wpfUhtOU/3GedqfUoryciR/MkER+WnpWcyMa8NsN8pj9elyKfNGtmgOGPp1Ly4Bl96COSdVo0+UVh+JDHATvyWVdkcTtbPuTm2m3DNWUEZCbffkmafNIanFNm/DFfqZnmhpnmC9k59yAq40PZ6lCZxvdEIXHyW5n4o/LV4phBcT2ByzWv5BAO6WDCwUXQrV55Kn4EcZVWTb9gnFWMftIiZSb4+0zk2QYAunBjwmD9so2EU/5S/mY7AG5j8qlDIA2UXUi7zflVW9aI6EYl/FIyC9/2py5p8M3DafIZy9BjAiVnpsSv3YYOzoPPOF/47F1kuPyUBGsqgvfU8MpXqpW2r5oPacyXsYBy83QaIMb+HwXh0VLwbOqrYraG6/Gmh2kDtgvAmNP2WepYLqCtP7HrEruMmLrAhG7Frutr65MBx0tB9U/pdrtAE6Be+lxzDVBFVs282p8rzgPV0htfHfPIdigZASWTR1uetqxAe55gDJ/5lV/5b38doUCmMsRMlEAe1xByDLTT1AXIcyNS10a3AQ3Ucx3oM9AQ24AG0u36pK0gaXgcXzgBLneaMq6tPNeAdXMMELuRjuNDq04vq+EsM7H5E4Dc4DcAHcpzE61GE1E5rurgGCCobGdjM1Zv3840Bwq8x8nhUJ6OysyHGuAA5IEnMtAhLZvzAWSz3OT5VSPb13ht2xD0X5OvgbuxOWlD6q/AhhIwj6wraNux5Js4KmDbUGYZEhK16jmNrdq0SSdNATmkicffGWjJ1CQySt9RGZ2KODsk+JKlahStBOWziU7awiNu2wc/Ra6P8mv0atiSTyAvcYyva3yCgzkGcso5NOTJosQnXzGvB7puxROa0BC11IV846Gj4+RBGlz4NjLpf4W6BkyzETvT5pd44zr835RBU4ETa37R7NL9V+Phxx6Lc5cva5Cqn8PnDtY0mxykbGgQIRtt7r5FWfYhXUMbWbOtBMYBwCNNXYL7O4F8+hb1Xdf51POik3ruy1w7TaAuYBkoNy3L63zHBIBrdICf8Qiu3wboQ4+65smdFxqAvLa+0ACHPPQF2nShwx00+1RaOenOxLs3bsSrr7wa/Wah6bY0fcaSSlRUZRrDZKuu6I8GO6FtQZxeXoiPf+wh+eeexiPV1WzBosayW2cfOIjMWHbbDRznEVy38OFbdQhAxuOyotOuY3oEylxu+i4jWMH9A153qrKKS/ZaoCVKysrGjHHKNjaP1EO03R7iBJUMs/35WN84iHfeWVGshcYMH/JEXy2WZVPqFt+SH7C8hom8HwXy8m5woxufvGAumJ7ice69+PiT98fycif2BpuJS/upVuqV+OLt2EB/KN1LrqyHfplXcxd5rpP6tmS17MS+xkbVB4ufaTndvk5o+JIPn5qrXFSyA0XbYztyZXYC9dw25EOLAyHwDZTloX0TsA148ABIF+2JvXI8Eh5AXcoKv/w+6Ug81gAcKlFGvsuMzzVx8YNXzbuFMykzXh76qtzygUvZ+EZIg2+d23JXufKkOr8QWBurksH0zIvYeQReP/J4SrnpwcfgfPD8IwCUg4e9iIFqx4m/UQ+wzgC4zgcoQwbyXA+AYslSdeDXpt3GBcAhz3JBj7q5vsp0yUg6nyTQNfRyHmjGmbbOgO3t+lxTJ31kTI+2sK9O2mYMaofSQ7EuU24lGE8QUMVJC9opC1XyP/1rxlXGkrrpU7TxcfgVImRKPi7dvuCBo5JMJ4gZZVW3suq6bEk6Ad3gj3AC8t3/bEfr5JsV/3kQkgK8ilXJ43Jo1k2NRhDyLZfmGcZ+vh9XRYU/BtG1nSdB5cm08AHqlE0nfSp5NMB1HrzpH2nn8Wc5zTsP5/WX0OCnbtBs+LWh+BV+mxbfq0L20v+j6wHyLF+moYEsysu0eKGPyxy7DBq0pX82PA/oGvNy7WD+uhjTqbKJ7Yqu5FCeSvOGL3L4pnLyJMbDlC9KScPgNHjVVjU+mD7QxscOJUOFBNmcJFfciAEHWVmDA+i5N+D7gOihMUayoBbzAPIgnTxQZFhfsi5mHMLXhak4Dy/4S5k0xuT+SukjtUs2HW2BfUg3MuqP78kiIwdkzM9pi5SZuo0O2XflpypzObFtjaxJA0bCYz6xPxHsD8TwNUCjxlLRkt5HU53Y2BjFex+uxmiqp1Ub36ShxWirCT0CAL22POYD5NgkKB5NaK5dDyDdjkVMZUdaO2rPKAnmZ4/i8QcvxwLf2YUvT0E2PPBJ06aPG0q+yTVdDRzyaTfGcebHrDu2c6ESp735Ix+czKuxMKGJgNJKIFyX0/boY7uQbzktx/Fr8MsGH8UhBkgbTNsx0KZlKBrVJu38dtsAuceCN2OI8I5ko5jtxnv37sXKaBhasWt9Ihoqx4+xD1DyflQ+8ipd8ui/zHc5seaoifJ0ZBcgWFs4BGeQAjy4gU8+eBNmpWzbIDZ6W/l2GfV9DZ6D+YNjgGcbl3Qbl2vkszzEBMtOXjt2feO1dTYNX7dxwSOd+GqEdEw1TD5FQqM1dcC1XfNjxOmmclB1ck79+RlJ7sikRllPdtP/OfA1A9m0Bi7A/AF05MDJH1WsL5pXyKc64KFwJPSa8BuHUZrgj0sTc/qed0EYIPkgm8rrlL6ZUBpAV64ZIP26lojkdcqjACAneGP+DGzSbV92Ii8PyjQwjuOGR8rd6OgBOPOV5i5vqVG+AX0OVFIe8WWxuS87E1zHgYmlLR84pPND1tLZH7cc7A7VuXjUW/UkBx883oMuuKKTenEHQoGW5C6MPwDZUYdkw84kAqSPKPDkEEE9JE+0+zyBJF3me93oKV7o92Nxrq9rlTUftuaRfRZJqi6bT/pR0seHGv3b/mBI2ynOO/YQaK6ZNACmOg551Ity7ISG7QLAqj7Sy4KAAUj1RYebLnm7O78YOBP9+cW00ekLl2J6tpcn2onCx0JVl3auj33qarZTm+Zu3cXnThztSJvWBiolgf24PVOPysq0+y/lbn8foJT85FGBJwz4pg5+XPbBb9u2aufDhL5LG5Jv/3EfJw+AH3kAdU0LGch3XfLBbYPLnQaQGX9IPxQ+5ZRZP66h7bZJuSQjIwIbWD4gmU2hAA6HRrxbv7y8pEzZcEr+rlZwO1heaKS+golMGmskskqivzCfH7gbiiYfg+SOJBMvPkefhBe0LCv+mfLiIMijNHaz3AC4bRsQE/In5pGVD/OnZ9ZCjLos4E3HNmnXtR3badudOuQDfLBRnKWz8JTFkxroywY8D3wPpQcLTWExFpiPaQFqUeGqbUWAj0PzOk1MqT00Zsyp/x5KfuWqLrKUDeyvQPJp0gDlxQ+bVRpxM5/Q2IvDVhYAXjjwIwY83n941InRQOmZnsYfDhgkH2WJyxySVqw45bXda64FzAuYlJcPExPads9Y9pEryRckAyZgVFM677w27cdwCG7Whwd9PKuqbtLippB8SIhMMYwD6Ie7jEb0MZ5qmpUPqn93+6I3m/OGFBfhbMmyg67zjr2WpoSZaV7f7SvW+HNIv8Z3FKl9SZcetJHqa3zHVsiK/+XHrgX0tynuOipg95H4cMc5H2VX3XwFTeMyP4zA653Qwp55hxu7Sx42v+OnLmR7nuJCv5xflVf9QCnRr/EK3SUDckkT7DQUH+ZCcLBytqHiXm8ux1x8ABZ8qDUfNce+CpSl14pGLh5VxlzGtaRQvaYvq03yRyyUV32t/L4Cr7P0S5/0S/jX00Yej8qWkJ30a8rwl1xLyDb4Qh4iqG1YvxDquyj4VemNbrnxTfuzCa41yaQNRGdG8jOHiGbaFUUF8Gr3Ufsq9Pflw9UupRcxgB74BxvM6qtlOxxBPUNB18pj5JS4koFr2r2eHkifwe9Ex6IwvxGY01hrpGqyIfohHWMoNlT1HGfEOOkgF7rzAVF4yvVFh2uNNrIBbTMlXjwRkUFjDtNmV2uDnMuRU8zKTyRn074zzAuNr6U+osX8O8VUKV1SlpzTS/7h/lCyVx6ukj9WgayibR/IoD7ENlArEwW1jfoV8zx97UhlWV/tODoYKpYOylOLJpOaGyRPtpHIIav6edlKeuoPpjW2ipb4Hoh+ykEZ8kJCgSbnIEBXaWbo5ToHaPqy29u+nfOBED2mAeXDcFa7ixx41U8lV14387ry0Kc7Oy902QC9Uh90wHfVBryWrP6B/CUofOBSvFnzjI+MKVAAAP/0SURBVA4mB0Twdj/KPHxA6ZRNusKXdP56ZQPKFl/VFf0jGSY/mCz+HAzDJ1830nzEAQhlPG1X62mmKa33xGOk+nuSk1g9JEYqG1Im3nsap8hnDGIsqulc/8nXdnhiTO13IFvUOI7MBPp0P32g9K4gDSSLvE/+PNhjPmlsJfXoI6yniWn+dAFsT6CPc4iLP9Kn1Ix5k9x/oiPtRFf+h+/hK/Kx9EFd7zMP4ehT3KyRPSjXvDCleXJf6YHadSClifdkq6HkzyB7HsrW+0qH+hDjAWPrkL6LjNm/y970udw3SDjt9tSu1V+xnDLloOVTtG35Gn6FnPhkzQNUr/GEPlQ+iW8C9kdi/Awbkq4Oiy/K34SfcqiP7GwP4lBtcLgv3UWf9Rr232/mcYN9znljfsrHB4mRhwB3+gJ5DsfrJS3JkHs4ySMT5U2EE4sLMdfrqd33RAv5iy71HMzTtBIaPsrMssxSYN7xXjCfClQm/uyby1znjTHJknooTh6U0Wlke/BBtE4AOQbeIClvLGBcLjuUvsfld/5H2g35Gjltz3Ydl0OrTZt8y5pzCX6kcSy7vuK6SVCBdJbPiDdq4Gvwlw9qpMv+WdsE4eV8qVj1rHvtJeFM5QqM84w/UE4ZlEZ+2hXvh8/Mr/6jX/51BM2qijEQiIAVJLAIaOcDNoTTOCb1nc7TWhrqGKAwYGMC0MF4dhAPokCbD+WkCeSbFnWpkwu9Jh8cYtNpg/Ncr10HHqTdqWyTrNPggYOOCRKNcgLgDmq65kG9PI2n4SmjnuLR3iCGO9uxvbEhv5A+lDMRUjYc1ga8kRe6/gAhdEwbAIf8Nm6TGOvmPGLynJ86qb0AaJJn/a2HcQHXJYAPUGZaxm2HkqvSptmul0/WKKYuHado0HnKHzJfdSwXA8i+NhzYw4dE4/rC43Fe8kjLE4ueQrVnmiU7iO++5N3jMd9q9+M2MKAzeID9OPkoYCHjw1eJzKft6az56ybSNQ+P6C/6qye3wJMtVQWetuvxGLp+DD39vcmjPMdFpckHiq701ICh7ATLW4N49TnrQxrelLNAII1AXDN5M/iwmDh59lxcvHIlnnjyaX7HIAb84pv0YZJK3ZFFgXrQNX3rRTp5QD1lKVwH8Ir3xA/BIe36pEvesrf1ApfY4GvTJD2WKe1SPjXbnbzywjVpaDp2PjTwDfINlIEDWE6unXZdrg3QMQ7lXB8H8gHwxk+HNbTI87Xt/c7bb8eLL76Yj6zLucf8a7IoSPyGLkAfkHbVNzQBDXc24+p95+LhBy7F7LTGOA1U4pzvwQOuX7q0fFN48GqPl+S30+ZLnnV3uYE0oW13cIpflQO+Biqv7Ad/0jmpasXlg9YDbWDA4/BlalrtrOpsXCn3q6i5wRWuZYJHbtBE0+2X34sRDR7zHh7MxvPPvxPbO8LtaMGsOp54oSEiSdc6mK5yMh96Y9kVZbrBHeurwK8h0f6HhwPptBNPP3Ulzl1YEKr8lFel0FF/VYW2bDbg2uDWgcRHxyrLwh94jJOOzdftY3zokNcG08Fu4GJG4qwnX8o20AAO+7oxUXWwPR8/zTEImTIuW3vNkAd5wrFc1IFA1hM/0tBmTGUzzjVa5nekUoVGR4TCNVRuPfMDmzlGqn7jw8wndTBTc7j9L/USHYDr1Dfxaq7hezocHOZiS/4mdG1YJKP6A/rWtxKkC7bQ0guclI0r4VE2GOxKZq6rPpslbEEdH7rkdbYjfYcxAPshFWNW6Qntkict0cIRsGlKexFqvvX8YP3qAKfa2+1ePpPF42v6Qhvc7/PAR5sZzUDSSfZEzmwP9ZXhQKQbv274jUbDfFIAnkA9NVP0kHVfkwuHYhwM4BbYrOSfyDjul7IN17QrczrygGPfJ9aVZEpXyA0sfkIe8uEJ4FOIT+FbyJW+rGzGR9uY+vAFhw05m3UW5fAvPtCg7amDrkiu//Vfbt5ZwCer4sENL9o0NwjgqjDbXaLnr4kii9ov10PIImP4ZmQe0ioz8/Ufctk+AG1ah+GijEzyI379LV/7RB7pkxuwlJA+giyyuXyn7KB80ZO22b9y1cuT8KLFoQR2K6Df80HYkgNAjrQJOKJVfUA00B8ZwZEcWYaR0R1s2QH/zQN55eDTxIwXABt1ZFPlvFZCOla/hDc808+yDnhlD8vjMM4TSvYV6W2oQ4gaO1Pe1LTszE1U2gI3zQ8GcwjCRp4NHDzBFGIe6KF68lOuYoDYYwnjBv7HdX5GAq5K5421pq9N1Slf+alC2i1JNfZofHNvf0/rM/mj1jKIw4Fwjm+yUz5Bw9Ou2lSiT43H4jNiTcy6Darl96TzVUDJPDPTkw2ZJzVvSp58VU12xj/SxIw9afvSz3pBhzwC8lU/LXnBAbfwChdZ8pBOjjXa155Ia3rqwYv87AfJuycfpS34xAmvv/VFmxuD/FrwXByM0EV+GPPis6j8nnyc1+UWMhypTqjO0ZFozvBZkr7aoKt25CCQ17fnNSbNaxxZUF5f6nFwiB70QxRGZY0z+Ep2G7UPkfKkifAKhzW/MJWPXXWtfNLE2ab8NfZCTyB9WsC1fQWgXtpLaeyUB7GHs/HCK2/Hva392FP3OJI8h7JvrmVU1fyoZ1puC5e53PltPBWOr4mP0xrH0v9ofxj93kws9abj4SsXYmmuqzF4oLKiCT36RNEpfdqy5H5YZWkH/SMPHPLZozD2wm0sY5lUQB3RSrrVl9jHlq8Rs6aVfffLvtQb65EZqi8c0ySmbpaAQ34r7esJWKfSJ2Vo2ZGYfKcpNxgny1tkyR/X1x/lpk3/ybUl1gQHXPXjTelwe3snNsV7qLw80KVPZb2iyfhgOZO28pJuk0ZuyjOUMdI3Z37tV39lfEgE7LMYaypjLCZc0iygAAh5EDBeNqyAa/J9zabCecQEaLJ5d8egrC00QD7pVKDFp82rTZM0gUWBy0wTaNMhmC+h3UEB0taPmLquQ6z/sj25zncwm9YFLzfsDa436eY55pWxZFNMp+mo0Yf8rPrObqzdXVG+Oosak0Oi/OlA0YIedrPMpudGRwYGF7+eBlDH+KaBqAwgHogsmwNQTqi6LCz4S/oFTpsudaBLYKHPgshA2VGzAFYN4TAIVF3ws1xp9EreXOuPtNsLyAWO/txxqevvHuCr3LHIwyKlmVQo84ERuOm/0teP82dzpewsCkoOnugAGGjQIfEEltMyWmfkw9fsHwTATxFh7zzwagYv2jtxlWZhxyaovl3EnSD8hn4iOg2PlFd/6N32QfMiz33I4DJoAGU/Bf6RTtu3fEIhaYoXdNDV/QegDF+FJvWwo8acXCgyEly4//74+DPPxOkL52N3ONICD/lEh4WG9KMeAB/StqVlJk0Z+cal7ZChXdd6O12+WxvglFE2hibymYdj06fcdMzP9DAQaaxlO7iuaYJPwM/IAw9ZSeMbXIMP4HfgOs/ykCaPsuJbbQbNNl/HxgF8DW0vxiyXChp+tN1U3Fu5F9/7zveCX9FDN9fzZtDQ5oE/8s0pnobrzEhWTe4nFrrx+CNXtBBishVP0arNbcltOZEn4xxXsrjkElh/95+2HQDwuCa067jcZdRt82zTbMPEjpZJNFjA8idU7nTXIT05qp8saY8aF5NHbkpKNuhZBpBSXpVJC9XF16e1YerGG29+EGvr4qvFq6hkffglPnUNSpdc0Cx5Kxt6ZR/XITZ+PQVVdjk4GMTCnBZiD5+Ly/cvqzZjHb7IJkXjVrYDfsYGmTkDmuX/tpdlIK75iCcXa0NNGt5ZJnkoz3ajnv7Y9OxrU5x5DT6QdhaSqGYZdzq96M98htSUQXyEQ14udoXH0M41bcHGhadv+BVQOKIHeK7DwgccfnaZu+fZJ6qy0LEd7Yxs+EgyUV3yizchN1/S13eF8QaRV3XhKc82AIjxNXQin9jjAJXKDjWvTE2xmfK4VPKw4UF+dDvSBoNQG1vHKmcekE61QaLtSaM/7SCeqQZ2ZH5StuqwSYBXrX1FVwFdGAfyp9+zXOsR/FRpcPB95ofa3FUfYv5p+0NB0/apBDbHvvhB4XBgAypp18FOHGpAGxmxZf7AAbaRzuiQ9hCt2siXTDPatNL+uelXfj49RxmdU7rXN2sgqFYSIn6O/c3b7YIuKUPTXox3whiXp34qwz7Q48YbY2Q+xSX5cgOYbVG+yEYa2/u7ZOTl3KNAW4HrmHJkR95MZ750pSzQSe2Z/qZc8a8xQmW6Lh9l06eINpFc2EJcsqzMBp2SgY0+vTEPrBSyb9BOkgv9sEn6qZDRmcPT8knpKBmwHYMT8376ZtThRvqXwhR+l0Eyo4cChyWyomL6LjFGaoLoIGXNDcgljJSjxjcOXsq38Gm1jfDqWjgaO/NJROiLFjF+DE38u3yfa8mj+ofarGuVXwEfQgfR4qZbftwbq4sH9EkTwz/HNuwooYo3tCsYGPepW32t/OaAOVF1sSu+j0/I0spHduzGU9/yIVHHr+qgXm0iHmJU9JuxAagxo+ibByG/vdmkoUGroEGSET48JVzSzrVV08/wG+RShvR0H8KP5bfdecU85aoxErkl634+9cVhyJzwGGuwfS8PQnI8mZGvy85832a0Tx3agzqd6PY4YCl/JwhddJlb6sCIPkW/Q14EJ64DasYZjhVZT9EHVEe6U05IavinYhkl/Sd1a/yrO8uNEI2rwdPq6NKN1bu7cfvWdty+vR23bu/Ge++tx7Xr9+Ld9zbinbfvxo137ym+Ey++dD1ee+39uHbtbrz66nvx5hsfxuuv34zXlfeG0jdvrsUNlX3wwUbcub2leD3ef381r2/r+s7dzdhYG8XmJm8oyCdlEz4SjV04FPaaHX9H5/RpXaMYfkYeGuJXhmxvcATZX/VHnv0yD0RULX2hqTfGVwxFDovx+11tg15+9Vps7PKkmGyrtsqnUPEJgWm4fsrUxATTt0yWofBU3qrn/LZMhSdvI+tgpP3MUdx//lRcvXBakoi3Ah405q/gFLaCr2VMHvwJlz+u6yC95KixrmyVMsgBGStTjuq0KgO3xoQa37LnJN74qTyhpr5KEqBPfWjip+O5ArqKDb5O+RQmMLl2mW0EfBS3xqfj+NDNfmE7NDRII0L28QYfobNOJrQWUxkH1Bv7o3h/7V7sMr90pvPJwFz3QYdhI2WCzkQe8zZdgOuEzGvK/+gP/8MRhjHsy6DtzU92fCGSxwTDoOkyiBO4Rgg3IMH5ZkpsPvBo1+fa9QBwSbf5gXccnJeKJK2ikU6g6+JdtEi3+Vhm45mGYzsYgKymCxgf2ayz8wjk2V7EzkvQoMkmhjtHXcl7NBzGaGcn7t58P+6897762iCmVcYSZ3dzU/W461OLVA4/kNtAnnmW/iW/5QFyAyh+APlA4ja+0MZ3fYJpq9+PfYI8cLhu47TpUE5+0mzhT2w1GZQA0kDSSVmbfF3zix8sunhcF73BZXNu+tDlLkjGCtjbafjx8fLFxcVYXl6O+S4LeAb6WhgDuaATPz4kDfDBNR7DJw9caABtvfhYNbLMasJk8Gm3BzqwAWEBCrjMOiUN9Vh0I50dWGleY8jH+4S/JV9IXZTmEeW2XYHJ9YSuMouegiiOcbA/H9WGbrVF5RPw6VxIY/Ymj3pjmgKmfPLpVzP8as2MJia1RWdxKZ745A/El3/8J6Kr9KZmqxktpkVJsjTjQaf6OjQNTkMTHT0eWF4GQ/Koj+1p6263NoLIhQ9WetKHLa/rAW0+KUvSnrQrafsQk0e+tij7s3Hk8A0/si0IpqErDeYfHTfMv80T2gAymRfpts4G8KEPjv2NNHSJTQ/6ecDYkmcsl/JYaHFo/f3vPRv/7H/5Z/nrefiCJMtxQwomb8tpuROU7GhBprlFPjHU0nKoJdlO/Op/+/dieQ75BzErR8lxpJEreUJD9SxTZ3biQ1xbV8tJoJxrcNr6uSxpCo7LaRyAMutCPgAeqMZD1kynF8u+9Dv1JxatPH7cmUUX8dNIi9w+XOdOPmBZCMmWwxG1H7QPVI+a3H0cTp2Ir/7+9+Ovv3MrOv0zMiBPL47EsWRKOqqTdRGQfP2hnumXzOVb6OWFtOszBvfVOFwfHGzFiYVhfOUrH4vPf+mBGA1vieIe+wQtydQu0ifv7ucGAnnRZWLrtg3J4y4+fudrypNnI3O+tiq+VanmZD7c3ManPXEe+lIdvFdeLv6RQ5td8vr9+fwYdT1ZAs1qR55MTL01trCwId80gMSRD+cBlWxbG/ca5/rd6ldAbUia8W8sQ+ObokE6dVb75cZFmz0O8Nl0la1kb7EsO9fNLPABt1PJWeuakpV8+Gljps0W4zbAuo55APq+eSBU1SPKxle6+lEeVIg/2fgAr8syR2H7bAPsIU8mjxtBPHECT9YG8OWGBHYpH0L/khl6bm9iLM4v9nF4yFg6HMpvZAt0Qh9ipMP2jL3oyROJ6E2wPYxbtBp7iz6B17M7HW08m7Eq7aNNam2gy3/Qvz6MTZsUbw6AkIt2gX8edskO9JWY0hpotKf1wK4oSDf5M+C2aesIffw527yhbRgMWcdIB/HBXvNzC8Knr6l9JCty8StI0MeloAcdcKGC/tCjTeonjOWPI9qD9i2fAY+xhhgb8UkB2jRNAX3l8W2aDocjavdsS8X0iXz92L4seqiVvgFd6crQlDLSXozn8OeJKekpNPGovpryNW3JsMYhwQxtws0w2Re/IT839+oDA+FzgIg5eSqJjx1Pyw60V7aNeNFWWDmfOJLPYCaR17XkVftoISs7Sk7JWn275EFnIlk51wQ8IXLUyNNVP85XxzROQJanRHhK0zfY+ONf+rn8B72rlbALfUt21tzU63GjVWvlYiv+YJRPHmnMT7ukPQrcru7PGXeqch60CJ9+1NE4x+HKcFf7n+4iNbVOU78DEZ2Ups+l7oGP7MZcXzg8QSF5gTy8AiX7+mSsrbLq/xiIHNJ4DgcvyEc+NiNdT2XiUyrLDaDqqJ3I46m9ak/Zj2FEhjjYV18cqD9p6peLxnAwjL091sfyR9Xfl90SnzbngEzmYdjo9rq55pqb03pZOvDjKvPz89Gb03qio7acgSavEpVu2I3PZUxN194E26IHOvLaW+nYjMXkq31TZwE4jNMcNvlJppojaTf5xogbV3OxvT2Mlbvr8f6HK7G2thXX334v7t5ZS/y9XcYm1QsO2hmf6rMOjL0Lizw1pFbRnANZZMNg5eusuWWslE/20b6Lbwjl2hzZaAfFXTl6r9+NRdljVt28OzsVp04uxdJ8N5YWsPtuPP3k47G4UD+UhL70XdL5QwQ0voB8AN2zbQV5uFGuULZRnRrbKk0egf6Mn5YN1VDqJ0OR2Nieiq/+4Tfj7o76sNYi+2pEvNB7GILBbZPyKU5eAvMxkHZZ3pxqcNvymw6Gyj0FTqexuTs1ih985tH49Mfuj9lDzUeH6hfqp/b5etW/fDavSQjG6RxnRLTMI/sw9okPY4HkZ0xLm2WZ/su09JTNkIcAGezPmJnl2fn0T36fhfqHPVMHxaqdfpR6oZDAtgKgmeOt6pJ2vm0GyeMALnjQIe36ti10XH9MBzGbeoDzmV/QkfwsV/Pjo/kqpSRWr5M79OMDzXvfv/lBrMrnhtqrqXeLD3OPZOaAXXEq3+gIWKbMamQDUj71fdat8J360z/5/SMLb6RUUJ2Iib6Iaw2ohiadgjYCY2wvHIyHQVxuY1thcChnIs98/Ylr4vkwxQZtNxRAHvV9WAFYbialmsjKeaFBXHJINgUGI9dBbuszpqGYkHzBbWxpem0853NtXb0w8TVp8tAVmbkmnz++OcP1DIOi4u31tVi7fTs+vHFDHUuD194uM3u+53ygBQWHRCzaTNe0AMdtuSyvZVCtsVxjPVTNdnJdgDrgEgP5Sy8NgAe+dSeQdpnpE7Bx3eGpdnAdBhVi8gzmj/NnW6kMnTPkhFY6A9iTNPTgwaaINHk7Ozv5XixxHTh0tICor/efPrGc7bC8dCInPXjwbQxiDlKQqaM0i4lMq451sZ1qYT3MfsFP2sMTXOQgANDL70E0fs01ob5kT65sLB1ZCPmwiGu+c6GLnNz21NY8diwtky/1DYmfdJs2Ew0AvJRXtIjTxrKON5uNhZMW+qBLlqk6eeAkRsOPaxZdGcuWPU2S+5rgB6Jx9v7746lPfSae+exnhdOJgerkAk8RmxZ4H6kuMZD6N2lkhz/X5lk8aoB3nzGONzyWqfKqjq+P2wge0LFNKKN9iNuyAExC9tMcGIUPrtucmGvzslwGcADyAfuE+zz1APtH268sE/jGIzbNtk6J07AlDY7rEWjtfrcfr7z0Uvwv//P/nHrN9VnE0IdYDFXlNh8AHrlBUT9iXTurxd7s4V4sdQ/il3/xp+LUApvdPS3B5HPa0ACuC7A4TZvoj0Wj5SEgn/4JJrzLd9GL8snY4zouz/ZoygBoAf+lsrqucaU2EGXXGfksr8CULLVh4LsKR5pe2dzwLRvGR+aQpN3gmn7GouG78FxqHSoc/Tfdi93D+fgPv/dsPPfcasz0z8YRh8fin1O7kJmkx7QUrAcdhHz7V4IamDwvVF1vWm3HhyGhsD/alAB34+d/7tPx5R99VLa4q7CjtpF+QmexTDXmbw4n6qmPogOwOYcfNsw+Iu3TTi05sAN1CPzcO3HaVQst0vz6ln3Usby+aZuqD81ajLNo1wbrkKds2QQ3c4ZEUssoT5Vl+yIz6cs5p4tG0S9fyUOoRq+yY9mSBX977qe9OFDJ/ocs+D7jiHjlD0ZkG2tOkV8TMyexsaxDotKRUP0XW0z6NfRtj729YfS4Y68FW3axw57SyCY6HNYhL5ZRvZK3oPilEyUt5jlxTD2MlzzEa3yjRTjg0+HSPomly2Z8pD51wdV/icsfeFDMRTObwc5hbqp50HBvuK05j6clPNYSaL/yBfgA6I6vENtP6F9l93raomzNE5a0j+ZTtffG+lCbU9HTIhY/zANEbUxhkk9bIB1rreSZFkh6qbt45+FIyFdjLy5ekA/NaF4cbOcNmnFbC5DHMmQ9bKY/NhVuN/LhmLaQP0xP8T2vuVhZ2Yp7K5vRmV3QpqHagE0WPtluC54cyMNW2dttAnCAhA6Mt+TRHHkgho76y6fe+O4PZcqrdWqaIGWrQZ31Bt+Z60Rf6xV8lO7e1+aUw5i0C71FvNio8uoVtuGQKPuE1kjMXegNXSTjsCl/tUpj1PPPvx331nn+V/1R/7Nmqs0rB+S9pIdOfnIJHdi4g4nc2Ku6EO1fsvEdHuTssCbY246r95+Jhx++T/JCg0Onph1oYoX8zo1K0L/XW9Dmfj++8e3nY2Z2LrZ35CcjyieHyrRXPeWFHGpD8Z6MpUf57ZPVlQ/i0qWT8ZnPfCzm+5J1RmMVB0SM+cLFfavVxZ+QecoU0Bb4D3lAHRTDgzla+arWm1+MV1++Gd/4y5djdxdK2oDJbukX0M6DGwyj9psdxfnzs/Gzf+9Lois5lJ2Huowv8iVkRp/k1cgw5q/rpCNgLQjxLFO1yldCVfIpbWykwAEPTwBxCBnRjeFexOrqetyVL6+v7ca91a1YW92Rf6/HYJdXlFlTq11H+K/kpk00Dkob8aAPa2yW/vSjziz9Dz0PZNe5OH3udCwt9eLcheU4fXYpzp5e0hp6NuYXOjHbrRsuA40ltW6rcTf7phRAv5xnFKMLZxwu57rahHKNabwSJn/libL1jVG8//6dePONd+P6Ox9In+0YaozlSdDZmZ7sy6cNZAvhp3GkSR5+jeR7aj+gbsISY0jav8agtH/aljagzzLHVX+lja27KJYe8icO/kZ7O1ofqZLWERoFsw984fMPxw9+4VPqC6qdPDQuqV+iG0eaNK9hom+V17xUZR5PsvmRQ+XjMUMBoF7+siPfIJLNbq8M43//138Yh91TcTC9EPvSmyeJcvwSVN+d8PO1ywDK9jVW+Bogj2vGaPN3vbSHgXWR8GanFcsW3an9+OQjl+ILTz0UWmXkIdEUtpV/UZ9DM2JoMx/AB/C4nXskAU+1W+f87IrsBCb2yqeC8B1QsR+tBI5iNMixPfOqD2afAU/4LktdoJ+62eZULhu1wXI439cTqPzj9QD42JapIwMn/CgUHfLTtgqeM44D64+xfKop7MzjG2FoM2BO783H9a3tePH2rdjQfLMjNkNszVoGu6pvQRsR2yzGMiMHf4nT+JxiZOJ66k/++KvKqwETRQg8LUEezuPOjLJ2FGLnmyjXBOoYj8GBa+pSxkEHsetT93jaQLptYHDMD3C+8wjgMFDBtxb0lfc30XLHcDCO5YGuccnzpg+cPChQPgdkpK2nB0PTBJc6pC1z8hKuNMyJfkqL8O21tdheWY2b167FkWzE6euBRsQRKyzk0OJgMGSSr0MS7rbAB56WCXmBWS0aDON8ZRFzDaSOksM6WWbfeePa9ADLT77tar6Wo6dJJnXTNcG8gI/wbjZhADZ0WzgPG0Jb433CYMRCs2krDdDgIgM4WYe7XqJN4I7B5uZmljmQz6ERUyvtxSDBIdHCwoLSM7lp4hqwPVMf5ddPOZbseaiiGN0Sd1TtirzgsFjLk291NsAnsdAD4AddaJCXtqKbQ1P10YmaLBL4+DibAg6KUsdcZCjCVrlpK9tBj425vwOUdm/4Uw/Z8hcGcgKETPUB6lJGDBC77cDLd3rRU3zJZ7CYlv7baovQwvWxZ56JL3z5B+PMpfsk61TsaTDqcBcH2SWz/QowP+QhmA84yE/wHVruSCEXYFu7LniWO+UUnTZN47g+1+AjB2nzs67GtZzEXIMLb3BcF/nAt0wus2xt/uCYLwHfYtwj37Rpa+NRl2vS0CYfIN98yLMsALjktWl1tSFQrXj77bfj//5//b/luNTXjgKfTJxs2erD0KUOaYDXzFj78D2imYNB9KYP4tTCdPzc3/nBuHC2J37C04baG3fzRiY2HEB+hFpg3Y+3E2CeXFs/4yAjdUgDxnN72g6m5Rh8H5hyoA1/Nm5y4SZffVJjTtkYf5E9tMjjA/G6ynIWiJgi7cqiselD5GNTcUtayDDiDpkWp1qJamGmeSYW4i//8u344z95NfqLl3SNDvzKSLULAJWU1zLrr0mOAZ6N6mNAN8ZzFrczkjvlmxpqsXonvvxDD2lD8smY6mgTMNyQPqqssUBYiZd2bSZ5CSt+NW6U3/N0SPkvYHzblDGVeujLjpBy0m4rfMV5RV8gPMo51GfsTHvL/6ZjLt5562689sr7sbtDX5oTnmiLF0+K8oH+/lxfGw0ONBkRmwUp5lJ71k2Dki83XLQHemix7G+IsRnD1uiGkojEhzPzVSvRoM3Z0C1qY3n+/Nm4cOFMnFxeiMUlxqwt9ZU18drVpgtdtUlJvpJfTpQfwlZ/wDbomh8ThRevu6UfzOQvzPzL//fvxuLCaZUtapO2k4drLM64e884ytiLrCkLc4XiPGzQH99zGw5pXz48v6gy/L3GRup3u6w1ajPPU4914FL9AVv0+z3Rp700/hCrnJlIy4Q8EJ2hwThYmDqIXr5JNIx/+t//XJw8xbc5avyz/apd4Vk/l01+9hmN/V7vENO+yMSTCfShNLpaG4EOj3rx1pt34l/+869p7tXY21M7iA1P7fBz4egtC+cvMO5Jd9qdOWYkG8zKBlDKD/TKn3nVdWZ2P/6ufP0Hv/yECrQbFmjkzDjnGsmNFPZF+y6yI6fHftyZp5pwrvm55VhfOYh/8Ru/FffuDbTOUF+W+zCXTs92Y2d3R/jSS7i03WhYvgdt9Gc8IM1Yk/0I3mo4uU7NnSVR+ibtCVdkQKY8YNN19i+l6qASv5KPLvQkA2uUXjz04BX56rk4eXI+Lp47GXM96TXazqc8sM2+xuT8cDF+NKU1Udq3n2MxT00t9Jdic/swfvM3fz92FI+0Cd/cHmSbDWUHYg5l0s+1yaVV0IM+N6v5XAKpXbC09EsfVp1h9RNGz7me1qbDTdWP+KV/+Hfj4vkTkmsgEujFfNj8ep6upjXe5pjAa2xTvXjn+ofx7373P8bqGmO1+jH5s3PizwEjtpDPqCa250ca8mapfBAfZ4TuzSKe9hPTu/G3v/KFeOYTV3S9m20wLXtqJBJCeQn2xe7YG3mAHE8UPOdrQNLGCF+Tbx/sqC5Pni/Gn339pfjWN15Rmy1Ltr7WNxo/5bfcwVdPkY1nlberOuvxk3/rqfjiFx+Lwe666pZ/yELJI90jN7/IU/Ma8mD3wsNi9cfkJQtobaV9xqz2NENd8XHdg1n1mVOqhz9GHpzcvr0Sr736Tty4fivWVrdie5N9g/pcZ05+uiBfkh5am/MEHf2OmP7C0+usWTEQ/LFFbgrlwPwi6DRPjguv2+tn3x8MtmJ3b02+h0+M4sLF5Zibn4mlhU78yI9/Ni5eWpbk5ctl6xov8XnHytYegzEC76m8WY1tM/KHPOgazsQHN9fj9devxwsvvhUrdzc1/iHzguYU+cah/F522d7ayacAGdtZY9cYhQWxMfareQ2+eTCN7ZtycNGVMiyeNwfU7uoBusQYSguHtqGMOQT9GUO54dTVXMCNtKOjvRhsb8RP/50vxccfx/eku3hnPVGuGzTs82ouhSfemH1efMizTACHfYwjH8mjjvK4mW0/Zd6OI4150924fmsr/tW//ZPoLV6Iw8587AlvJJyUnx4g/jk2CeBnO0E327u5pszyFP+iYdysj1mFk2nF6MGT68zJWnGp9dQXZIPPPnk1nn74Ysyrm03Jf6fxJQ5+oeNDoORV+vkaWZMHGeonlKU8qsMTab7ZhQ0tp1jXjKN6zEvZfsrPOUz2pOxA/ZVDUHAYnNlzQzt10HhU83L5he0l7OwrJWfZBwDHMgNVVnYiAMZN+viCYucBpI2fcgoHugAk6qm6WgenTVp1zT/3lRqjGSM4LDzqLcQrq3fi1ZWV2JTfbWM/zc0cKLIGhA6QvtDoavoJmK0pRy5kksk0NnVKlq/96R8of6KkBefaQuVE3ChsPK4hYIMD4BNMz/UN5EG/Xcfl7Xrta8C4vgactgzgu5FJ2/ht+jYKaetiXK4J1sv1jWc6xnM9YueTtm6u43LAfLh7x2THoQyLt8HWVuytr8f111+PweZ2dOT9+4ORBsidOl3V9VADAPWhua8FP7GDG5eAizvPMKWJyLYBUm/FbdmQi05kOs4jfTxGDuPAi/zxV+VJN3iUtYF8Vq4uN66hfc1pONXZSOTdJG1cWPzAm8UG9ZOGNG7rRZn5kt7e3s7DI+7Gk68Wzc7D3aK53nzycztmh9A1i0CAgzTbiLqUA+DUKx21uTUO/YR08uGWn8B0OXht05D00qvpI4oZ5LiTwwkuB2NoAO28eyZ/QcekK7lZgFAPuVnQ66pw0YOJTzTAzwVRLrTZKMhHoKUy8pEDHK4d0qayE9IpI+sRsxljU7cxHMSlhx6MR596Mj71hc9r4TeXvxJxpAVeNpFq5qPiwoUe8gKpY5MmH0BWZACXMgZbwPWoYzpA4XzUV1LeJqATOK5LOTyI29djO6KboI0DQIu8tF1zDb7BvgaOZSRAw/noZR4uB8zH+JaJuI1DXWJ40W8p88YMgAb1KKeMdK/Lr4wcxZ07d+J/+r/8j3lYuqDFrMhkOX0bMG/AfDuKM0fjyszBXnQVnzvVj7/7k5+NRx84lQvEafW9rKd/yOe2o/9lrEUUsem247b9yDNfX1tf8tDNtmvrCPyX6qik8qUj9eowy2M6PqHxkkmV1yG0mOEv8bRyUOtKF3gUXZ6qsg9DA/7FT3U04bL4yl99m5VtNRHvDDvxvWdvxld//yX1+bNavPGKgvqj8MfyOVZImfTHZcrsMkmC3CWDZK3ijPFMniioQ16NDYOV+MynL8Z//Quf14ZlU36xpdrcuACz/JjNHZVLD+i326A1D8gOBACbksfhR921Fq5sAaQPCZDPcwxAXfySD6VWm1T/gg6bv5mp5fg3/8fX4i///HVtPOdEh76h+iKPbXmqlgM3ngBNWUWT+jwFAWAr8FiM5viYdMuG6R9K83oEB7G5YZCNGKuoWT5KfcbY5qPlwp/rdWJxqR8/8RPy78cvxclT2F123N9O2/OUKIdE4gD3fJIVesjB4jMPSwZ78gG+Czcfr7/2Yfy//p+/q+7DoYn8Qj7AEzMH2ojnN14EaWPJVXcNa2Oe+sov2VBwsFMfca4bXZTxWh3gwzPGcPSGVtm62oFvfVCO7mzCkJdXs2anOhqjqSN/1UJ+MNpQne341GcfjP/6F39cNbalFn6abBqapGrM4ykY86GvYG/SxuUJgPQ3NkiSVy2hOotxb+Uw/r//n9+LDz7gaZOTwmHDVPM5B2dJTzx47apeO6N9RE/5jHfccQajM8N6Zy92dm/Hz//CF+MLP/iQXIXX4NSWNLF4lg/Q5yfjBjHy0F7Y0nk8LTHkcE9t0u0sx1uvr8a//ddfj61N+C/JIZsDJ9mNmzQccjKm0l5sNpgHJXa2GZttnvptTFeyoKB0MD+QaRPGDeggEzoyv6cvaazBnNiC9SBPDqmi8rTGG/GdMWzFYeWhNuP9+KEvfSoeuHpGG2TxmMGfORjSRkxNMCV/zV99kn1ZJ/HqTWd6QZvtG/G1P3sudrci+gtnYnggf+abJunXiNvIKx/jVxo5nEm/Un9LQM7G/7A5H6kFj19j7fA05v6m0ofx3/zCV+LUKQ4yJZf8TYKk3tgFe+U3C+mHHE4dduM73305nnvxmmSZi9EBv2aoMUbyS0ox0firlKoiYMbQYP2CrNhrRrpPHe3G3vad+JEfejo+/7lHoju3Fz0NlAeaw7ixUd/iktyM8yLCeOBxLOmIdvqb8tVKeTjCd440CaofLmjtOB2/+7vfivff4xMAWitO99XmWvPRtHL9PDjA7rzu21mPf/APfyiuXJnXcl3rTY0ztDHrXXjmoRGVBOkHjY/kIUXKwjhYcx4y4C9qStxB9Rai0z8Ro0E3v51z5+5GvPTC63Hz/XuxsbEd2ourHy1m+/PdnHr9URs8+Tk+irj4HeOmjCJ6aiHZkz6T/ZYyFVEyLZvtM9fTdm53fJR1O0+HYNf93ZiTD95bX9FYeBD/5L//mbh0v/jPMG6on+RajDmj9hy0nYHDX15l5OCDb6d1tG45HPTj1u2NeO7ZN+PFF65p7cKhufzwCL/gQHdRPiJa6pfE+eQRtFJmyUc7Q1f6ENd+AdvV/J22TieqPHwcQDvWPNlWrI9TX+xdZVlHgO34NVPm4K7GOg6J9nbuxYWzC/G3fuxzceW+s0knf+VOirOvI0555B3YmJD2TDlqzqd8XKY58W+CKm90E3CIkE/kxmy8cu1O/Ot/97U4demR/JU2fp1tT/MIfQ/5aV9D9mnJBL1qk2r39MEmhkfaFHlakDjKKj8pXGggMa8P9mXOOflxR37xo59/Mh68sBRz+MJAc1CLllAafQhNpsB58Mj42CERyPXtMiFwTR2VsycUokLNV8jGk8BJg3UpfSltLrmpKzzmWfASVCcPGlttRKC96X9tuxiSdlO/0pM+5PqkfW0829xyGoxfoFj0jGMaLnd9qZN+mr6uOe2wMxcvr96N1+6txo7WTQOtu3YbW+IHBujkDZmWzOiW/aXFK8crrft8SDTza7/2K7/eNgRI+xpY3LmIuSYNEQMDgfGSeUt58jw5Ay63obimnNhlAPim4TLwzdtlXDsAzje0r00HWZEZOtbDZQUYDFngxyBSfNt6EVPX9qrBf2KXtozOM5gXNqATY3xAtRXU+bVI3li9pwF/kCf4ODcDWjor5Th8w1saZEzwpJf58BQPBjcGeflQhZSFOhVSDulqGS0bvADyXeYYIA0f45s3+XTw47bAjMy5BNVUedkGANf+AECPNspTUvHAQalFXl2Xb1jvsRwNfZ4AmJvrx8LCvCaVeW0CluLEiRP5E9XcsSTOp4O0wOc6nyCaW8gFf7YJ3CQLOsETyDsujZ9aTsoIPPVCGYc7xMhDzKtiTGR56CNaLqcONJy/p00GenGAtau2J4/Dq63trSzjiZzUvaHheiys4UX77fB9j+RVstQrBdV2lhdfYRHtu+0O6EwMpB2toxrS9pSV8zopyZ+G8o8HHn0k7nv4obh4+XIMNCCPFOrOOJsaTd6KoYWsH6ErgB86Hc+nX7IQpU+kbk17gA8OuAD5TpNvXY7Tc5nxkYU0tCkzfcvINWnAPI/TIgD2O9Mzf5eTJhhIg9deoALkAcYnWE7XN20CdvM1gFykLSu5bIb5BaFvfeMbsb6+Jv+eS9zkW+qM6xig6TGG7jlLUNsvzc/G1fvOxPmzWpzyYWQVwpqaWaexC+NJAn7SyFT5Hx0niA3mbzynXd/2AkiTj12Ijd/mBWSaAw3JWY/4M/lJpvRf8RN7/2KUKid9RVkGDeqnXCJn2qxBjtBZIQ+ZUkaRwlCUE2khvrKyHS+/8n7M9pYlAz+xTc8pmdP2wjVYl3xkuGUX5LBuBhYrbFDhk4cKzFH0yRjFufML8fGPX4le/yAG+9vCbWRGTuEz3iJn3ozQQqKg7I4OyDCWrwHbkgMi98XUUQTbsqJbbjKYY3SdH4JGzrRbtSnjK99C2R/24vlnb8TGesTiwn0ao8/m3fD5+bPRlb1mZxel20LMzZ9S/kmNx1pg9k/lpqfXVegtZR4fMJ1V3O+dUB7j+nLGPdXpdFSuuJf0wF/U9Qlt9BaTPnhs+maFx5NN+wcd9Y9BvPzy2/HKS29I9ulYPCEZ+A7H9EEeMslzU588vJBd8skG6UULYAfS/FT89PRcXL+2Ei98/13ROR397jnNVSfVHvA+IX8QjgJ+wk8x86rAlOpw53x6qq86fdlQG/qZOcnIa9C96PfRZ1F58+P8WX5xp7OQdKDBE098gJb6U/lh33pVg0C6113IcKQ0H9flaYy5Ob6TuBWf+vTH4sGHL6j+ga7rNXb3v9SxmlnXpMsn8J3yr/KhWiNpDuExkil8ms8OaBw/XIjf/e1vxeuv3ZXdzwpfm0Bt9tCX10jY4PCajDwsZecjsOiUr2+KHpvb+sgxh2szam9+cWgUp89245FHLwiXuW6oMQvZmnGYhW/Th/FTfJe0r60bi2M6+JQ2WFPyue999+14+607am/ZfXY5N15KxJT68JHsiIx8zJdDC/o1HwhVInFIcwiackrePAxE7hnREJ/8WDW02LBzcMrAwkGANjvE+aFr5XXUNnWN7RTTtmpX2vhoiif+OjHcm5a/DuPatZvx4e0Vbay7Mb+wEP15nspjbUSHp13QTyOJ2o1h7uBgJr7/4lvx4Yc7yp9L2gdqh/zIreQ4lN/za0gHspMEET/kpD01NimMtFnjwEwcUmfkPFIddKMf9HvdGGmtcvrUQjzzzCNaImgNIt7IwkG7KiBN5sn6ukJPDgw78b3vvxG7Iw6q+CBxV/xkX/WHfBVYalCDgyXGGWREJm6glT3ZEE9JZNlc8dbGvXjs8QfVZ3jSmPFnKBlVRyByCfgCPuBxyn7s65zGqCLa8J6KfmxsHMb3n7sROzuyTXBQ0YmRhEMGxlbGZ2748q27c+cX45M/8Ih8Xv7WejpP5MbAOCNOSqVVsqy+h8XcxMEw63mVI4fsxDgWR0ua0xfi2jvr8adfezZ+/6v/KV584Xrcu6e57GBedXhi6ISq8BQWNpSN1efzoFz88oBbfOpD181aQDJz+M+hex7kpd4qw5ewE3YnCztxOCRfTfuJEAc0jCUDtTtPEj3wwMn4/JeelgzCFyl/L61sLSLSk+vxfKv2ghZPN01Pz8fezlS88MK78e9/58/i+effjdVVrZM5FMtfIWOs4KYLLYLV6MfiI8LoVfMx/qY8yc/rpbnHmFYeJxKMS3xvUJ2BZkA2DuGZE3lqD529dqU9a9aezPW0FH6RuotWjYVFd7C3FQ8/eDmeePwBtTlrO61roYMgAISIFCd98rlIKBsY8BPmXI9TAOU1FoPLdZXVd/46sb03jOvv3Ykb769Gd+GE2ktzrWjQbtghvcx8G3pce5yEdo4d4DZ8Eo8/RBAu68I8XNQl9YCP0GQ4U8xhaVfFS/3ZeOT+i7E8L3vwjSf8RZKUjakgGdI3Sh5oenxGhuTe4BgY55GRfp44jQ4AYuQTpymrdEhpFMBhrGrwy0dKZpLmh561Hza9xuaNHM6zzs7juqDy2jjQdpoY2cnbb9bv5LVxSBuUk3g+p6C8DeRlvv5UMXXBs4cqu6M95Kr2ntvS50Dj04gJQHjmZUAer42JOUTONWbDb4wLC3CREaNQ0YtArl3BlZKw0lm3yUeZdn77AIYyL/LbNMyDmHLiNi/zJrbxiE3DCrfxKCOftHk4n9jX8DMtnBbHILDB9kCR73s2fHWZ9QiA60IHPgA6Fy/kIqdokwbfNgEfPPKsB5t+3IJ0r8vijsmXw7WJM+EM1EMHB/KB4jvR3XoSwOGa8krD24N0dQwOFShr0ycNON9pAgAO4HJsAQ8AHcm37CmX0HnEllmfmGuAOuYLLk8NMTER7LwMutDkcIjDBwD8tJMC8NE2LTtYLh6F5FszfLj6zJkzce7cuTh//nycOX06P2TNkz2mRftxzcaG18L44DWBa8qREd7c7d7a2krbcbjDa2y2Gz6/rbytnXpyiVfGdvcKZ2NjI8PKyooWe+sZr6ysakJcjbW1tby+e/du3F25m08+cVccXtDZU+Aa+vnNpZ3duHv7drz33nuxdu9erIoONKmHT9mu2CTtq0DMAoAy24rYAf0MNWBKZ8IRuBpwVG9bupy9cD4WZbszZ8/l4CRq2VbgMuJ64Q4fwHYzD/Jtc+eTrvwaU4wHpPyNbOByDbj/mT71XNdAmrx2+xFTNw/UGlksG8HXbXnbdQH7OTTauMaxbvB2HjGBuo6tA21MHoDfmgYAf+gDf5Os8ABKJnAYm9gA1fgGTpuGgWvKoFOArhVUqOupfA1kW/6WciqLg09xHtNyfctFTADQx+UTHsXXbUs5eKZhW7sdbT/qEEzHY6p51cK66PBhRCZ+fjVQBNX/ZWeEl14cuvPEFE9a8MpL6ip98kO2wrWdOGiFtukDYxnQn42VeIE/Ur/M7xlM72u80WKAvtOoi5WQif4BWH7o8ug09e0DyVt9CB6G4le2tHypY9M/B3scSMu/JT9jpTCoJDxqQwtfqv4LDTbWSVM0bMPkm3WKPgFgg4f9XYave6zlmgOrfK1ZNiT2N4pSPgVw0wKH07GxtpO/DjM9s6jF+mwe0AwV+EliDhVG+5oblT8a4g+qd8RPaHNoAE1uRGFv/JuNqcp4SkfxgTbPh8Ll13qoR9jXpvMQuirPX/PRJlkeo7F4Sv47E4MRm0vmBb5Ld0aL2+VYW5+O3/zNr8e/+t/+ONY3eCrphGhKdNpam/7uLK8i83HWevoDm+STVsJh87S7M4oXXnxDcrJL0ua+syBdtfHPcZMxS+0gPeJIm50DdOCJP9lSG2LkJ0afQ8nHnXP05zAl0A/5pce0ynlFR96b/lprDNoGe+Nbalfm2eSH8Op74nsoe0yL5hE/fS47bm1uZxtevHgx6fLaAtfohI8ApIHykTqEASjHJ8iv9pWKbHqFox6XbcXrIH/1F9+PZ597S5uxM2rTyt8faZ0keThQ49CDtuFAhuebYqan+V9tr+ujaQ5Mqk3ZkHN4xt1x6OPT8GUuBJALn8v2kA7kWwf3Gfst1+jJ2mo4VF+QLTS8xbVrH8bOrvxLm9IDeCKH4n3JyC9B8XFQnrrBZ4jZtGpUUT7+y7XKxJKQT63Q55R3SF3ZHD3zF8FoV+lCjC9PS098vNPhybrGt+UHbPI5wBni86RluyNt/md68tclzbnTC/Ham3fiD/7ou/HVP/x2bGwyRixIJ/m3+KM9gQ0v7TLYO4hbH96Lhfkl5da4IbPIjyRfOrDoS2bNSKk7N4F4LoZngYZCPNSmmici5XzSmSfYOXRQW6ge/W80ks7KO3mK1yxFv/ElCZD5+EvNQ9gAP9F4pPlpa3c/VtdHamPaWbSka9pa5Yeau3hSh6ec+BUxrQJlX8kiR6+nFDU3SCTGQW5S9RZPxcr6MN68fkv2XKoy6KgO7Y6fMCYB9mXAfo6MQPpSc+DJ2Mm4ce/eXgwH9Hm1k9qPJ534FTD04IkoNmmsXXnif/nkUvTnaGfmpuIDj/Y6IV/Boh1km/x1LOmGfXLOEV8OchhbdBldjVEbazNx4/pe/LN/9rvxz//578VLL96MufmLefjanT0ZB/uMHRwUMR7SF7E/bVNrm3rVSvxUxmt+6MWrxhxe8gqPcqWu6uCTSueHgaUfcvGnUV5BtlB9xiC+BcSYsT+S183Pi/4gnvnEkxoz6ee1Bq7xCHvjg9i17IEbMX7l+oTx8WghVu6M4k//+Nn4N/+/P9H6lzlUa/OTF/OQnF/Yo4/wVG7+8p0kUEa2IS1Azox4cvNqdkZzjubgONoTvy01yp7GvZE0OMgPmk8fDYUTMddT3cNRLKidOMPs8hr9ocYT0RkM+Lg187B8BpNJYEV5CFjcmf3pMyUHN+3zNV/R4alNNtuU19hT86DH1mqLWstgJ4ByX5fvSU/oix9pAvVsS3BI56vE6hy07dr6Ziwuab4SRv1SJ+3NeFTrTegbzI9AO1m25N3kJy/HDVheA3jQBieD/rATb2pwwLgwR9sKT4GugsfnoY/+sW6gvvsktJEDyJvYDW9wEqhDn1XeWB/jYBvNdyVH2QagpuuTB336FLShN9mf00exMX3QdAo/EZv6znPctpfrmV8b2vgE5qF2nusRt8G2MX0AfEONYamlyiUXeBpLhmrTEX1N5dgq/Uho1LX8yJBPJStkW4j1rGyjwo/IAr5f7yNvmv8g5AwCT1cQw8xlbWZOGyhPwQSmQXC+6bSFpYwFB0oT7LikzQ9c03QMDuUEcMGjLgAfZKcMaMsIDgs9aBDABQ980uAiD+Ay8gjGJ27zMn3LQxmLFfPwwtK6Wy5ibAA+ZdACl4MN7jbs7uyO61BGsD3agTygnQdNB+qZB/S5Bohd3/QdjN+mD3CNPOQ5H1zA+dbPwLVpgmMbEKAHUI9841CWPsDChIFazoxNXEY9Yg5wwMOOBKe5ywGAwzV4PEW0tLQUp0+fjvPnzueh0dmzZ+PkSe5cd4XDgq0OlDgkcszBETjU5akk8l3Hh0zIzUKAdq9BWr6ruOw92cBy6AMOBz08JTTUpo00eQTKcwKQPaBJgBZ2wC9Nh0MFYkK1Q9kR+ZEHwBYA9QHyWQC4v3Ht+uDYtmNQmvJ8mktpNo3cvZmbX4gzHLTJhrxykwtNBltVlaRUTLmpC0AXflwjHzxIE7Ah/B2SArwafIL1IU0ZtAFsa5nNwzqDCy+APGhz7XxieAOkCeCYL7SJLUtbB9K0Qztv3E4KANdtOxuXcvjAG38hDS38iHKurZ9pEoNj2qQBruENH9Lks9AEH1r4rorHMoNDIE2eA3nwZbELUCfvZKot8E8OiVj81AEjdprUhWfyzbLShdi82vStP9AuJ1CG3LYVZW4ny0se9LkmbtcHPG639cs6ols4hYf8APyQiwXCKL/1VnxpF1CpAx8D16Y9XvQLse5W8zg8m23uLmrc1g7HehBUKWPLBHgx5AA+3Wcsf2IVX1WSjdhYV/185UiLfQ6INta3NIbsSv+a80C3T+jfmAbXXgylzo0O2AAg3W4jFnVcIw+BNFA2Uxu4vYTvdoeP8aAzHLDd1Ebg7q4C3/0JjXGag1UX2OepLjQVLnerj7j7Pq221YKfDSmbwPwRAcVKNDHjQcXwYyGvkZLvRouW6hOLlgiIgVCVdagNTd5UY5OvwMHLUIvsfW3iOdSZmT6lhe39cePadvyL3/iDuHbtnnA5IBENofDqDmah36IrOu7sbMtHp/PgdDA6yJ9k7sycEB6vFGuTrbGRO935RJsko2/yK0u4C99WqW+2yIYIeZRbY9GVTthXNuGReQ37CtJFNPie1EQhyUX7yAb5OrRiwmxuOnV9pP8xq3Dz16a0CTo84FU+rUU6U5rL5uPs+ZNK06/3sq0At5+v2/2NMvok5eP1jf4YFzBTtzufh3y3b+/Ef/z6s7nZO9znKRg2r2oU2ZG2Zs4QetpGtdM+fNR5P18HJa3WFEFw+V+jiWiovdSGhxx0KXQ72oQIwEA++x7tg+yWn9jlpEs//Lzmhb3do9jaVr3e6eCJs/Qh+R/+lOsO9eciBX3GC+bkUbZRHUwzNsvHVU+zgILaelrtlxtNYtWnvYTL90ooy0DjkK+4fuWv+MCTPp4fj1ac3zyUQ3OIw+EUhyVH03PRnTsn3BPx5pt34+tf+05sbdGH58SGcbSZmyTUvObqt9+6rjZZjc3NFenIE82bcrdd+c0o+rIBvpb/88p48qVPqI9gL/Flc14HM9iz5lSV5GEG37ErW+zHpYvng9dD5SqSTfrJeTlcmlYev/bHQUoe3KuIwwp+oYqDwb2R+soBuIwH0l22wgfEPHmyjtJ/VMs740P1RZ56yl+XlI48xTUcyT+O+vHmtduxM5DFeApLNmATic96TsSm+Cv+TL79xGV5sKY/ZOC7Q9jiww9XJY96qcaMbBf0V1+TZzHU5E0HnvrncGH5JE+l01/qlXDAvgdUm0K3STdrPUIegnGIOjUvyksy4sl4842N+Lf/5q/if/uXf6RxntfJz8ZcT20/4glNDrxFVzoy1OGEHHDlt0rVNowDckG5GKnG5+VnfGR8Bh/FXw80HuCjaicOWXK8wMumlJ/HhBqv1B/Sj9XGRwcaR0YaL3gNV+RX7t2JM2cX4+rVy8JjnsAi2Kf6YL01QD5jKf1Q18QSmJ+0f+et2/E7v/X1/N5THJyQ7c6qDRZkb/Sg/cVbPpY3WWRzmOa8QOAwTXFHss3IL0KyTR1JtsMtyb8t9A3Z967aeVNrIfTYlO1va37+UD67qvhW7A/vaqxUX5De6MnYXGOuxib6NQbECfEN8co+jQcovbu7nU+tLS2rvTSmymvSf0pvdNYahs13A+TjZ07T/g6G42mvUQDbVELQHdIWHOZtbm2nT3IoBM88IFCO5QDafJxOWoJ27Drps8pjbickhurQb8ChfulSdHijATzGRjjy6jftk7gS1rQBxjfLAJ922n0zaYo+gWrIJJQxDXgBzKmTPGxe+kLLtKsu9BUg0oBlcn3wDeAL4z8rJ+05sXDAndRr82/XBUi7jsvtDyXfRGavfQn4AGDagOsLIfsGIb9/CE/WiYpTV/3zmtG82dsA0DOdKpvICqCn99ypc5NfjAUWHgSnQTQj8i00+YDLoOF6pClHaU/gxnMH4Noxm/n2NQFaLGjbi1orR0y+5SlZ4QlOKU6afJd7c0h9rpEPWUibN7iUE0ODwU9Fqsuih0Zkww5dBgHoNJOn6kAfPfIa+RXzcSwWc6qcafKHe3sxGgzzUIBfSOHplB1tMFio8GtcPD2jLZgWm0w40odhSPVqaVW2gZ9aIwMTed0xLh0AdMMp0E/jSdLgdQzioqeODSoLA4U8lRUeC7hapFeakB9SbtLUBSzDR+1VdgCjXo+jI2tQyY/zKVfXyJdtK5uDi+2xSdpIQFnKjFzSqz4+2vhgQx+f4rsR4pxp3gHmWtjRVXpOAxVPYE8zkahWTzizmqyEKdxZbQoWYnF+MU6fORn33X8pLlw8l+nFpYXcYLPRSp9h86mYNHmUcbiUB0xnTse5ixfizPlz0ZvXIk2DZR0MsTDMVsnNFNcE6438LAixTy6KFZPH47+2fV5LV/hy8pszgwI0u/KPXr9el8N2fLcC2fC9/lyv7KF87u7zMfG5fukjovmNBULepciDH7W7GBGyXaUDMX/wYiBmoKlN6lScu3QxTpw6LVm5+yh0xfmOuXB9JwWZkJuAvu6j1aaTAxr6UN1lrH4LUI6twMcGgGPKnI+O0MWmxoc+ZfAnTR5AucvasaFNF3oeq3xNOfikAeiTNn3KjU8a2YgN+AR1jActb+TN1/jmDT6xr80P2oU/8aUck2bYjKlfKw/a/Tk2DcJJmRkvqA/uZLyGnvmKTBMroTZhPcfH4qHJR5q1rsw+BlAHOaifcmrxyXcXsm4DtoHHbft/227k2S6OyQPcTgBlQJs+aQ5j8pcXWSUr0PfzrqkuWTRAL9tMuhMzFuXmDn4aHJgEsQe0JvacyNKImWAfgzZPJ2Za4jAn9LQxmFf/784y1tRiPEdAyVb2h77+h66uaCNx07V00B99LsdV5bNZoHZWR7dMY5dmkyo9KWfs5NtT65o3WOjTTgMGc+GiD3aHBnrYDtgGceh3bh9wCeiTNuJJFDaMyb/sBoDrfpS6y3ZsAvexLc2ia5HJAwRkYSyYnuE1odl45/qt2NnFvmze6tUdDlfgy2t58OMOGNfFU2MEr8cp5jswkkxjzL7GM16V4oBcm5U83Ch92SjwCyo5f2Au0WDuPMAnZeOhFvzYrO7Wu7/BSzaTPXlCYLZ7SvKe1cZ7Nf7wq9+M0bAbiwtnIJd611MDaif5HP2ZsRdz8/2PlZXt2NmmTRYksjat2EX6Y0PaKZ8wkc2YH2hduhEHIxjMdhclCc5HfjW2qbMxuuaGjljXGtEyPS07jNjkc5B2wOvKPMnG9/aUHm3JDvykPXPQlugPZNdd6UCbyXcOtXlS2flLp+LkMgctB6JVY2j247Q/ayF8ouZc5CPQ/hx8oUqnyzwFzRr7cwxXO49Gs/FnX/+e8k7GlDZ9nZlFaas1k1qQ+S69GdoK6ZesN1h3NIFfa6FN6AM8uZptqb86OGAdyRMQskzKy9MS5ZPZPvQjAbpU+5bfp6/SDo0O0GYu68324/bttdjdk6/w5IUszuHekTbfbGp5vYnDDXw7X9uhnVi7wITDDuXPdER/lnEAzeqpxRwjVcavH+W3e9TO2H9/n5/XZuyTJ2ID4dLvOfjkmyv4KBZiowkt7Aw3DlLJ54AE3EPJGtP92OcwoXcmvvWd1+OF56/JP7UWmOKmFf0aIast3/vwusamozh7Gn8+jKUl9a3+nuRZj86saKofYqBsE/qT+GJL7CRDKsBTZcLiYIj2oHfVq+gHsbW7lXlnzp7S/xpLhcjhEavM2RxfaQ82fLKpyOHFPJW1usKNshmNWao11fw6KmOSfIUOIkoM/PqfP2XpryM8Dpo4OEr7SFFZWUFjdncxXn31enz44ZroSjIx8ziLPfARfNyv3Nc3H6ucsTfXQkrn60IK/GIh35u/fmNV63Ixk++x5sn5U5eykGTAbvitvEf99vTpxZjPD8hLB9GCj8ca+KMF84WyZVbZRXPQoWjkd5Dkfzwx1uHJxnvT8Rd//kb8xm98Na5d35IevMK8rDqL8hX8kjmq+KAb9s0DRvVlea9kgr6EZNKe2tOYchi9aZUd8XSNxoODbTXEtjjuRm9mFAsaCqZV1skDk4HGNul3oPbZXZPMqs/3mQiMSx31H9GaOtrR+nk6Hnv0apy/eEI23JWcjHmSQ35HuzPPMK/mmKI2rYMEzZmzC3Hr3c34w9//Zrz+xoeyBzddT4unfAO/o78P6Q8cIvK2g/IE+Qq0dKb/8guAeWNGY9zMjGRZ3A8tx+OBB5fiqScvxZc+/0h85Sc+Gf/NL/5Y/OI//HL803/8U/E//A8/Hf/kn/xU/Nqv/VT80i/9ZPztv/0D8fBjJ+PEMusZ5pQdyal1Ae0qnjzpxdNWrDFY4+Rr6rSX+jbz8cLCXFy4cDbbgVdtOfBlbKpxVLpKF77DhvgOKk3/FvGcDwCvN6hnyHFLUHn4T9mA9s7vJ6ouB5m8iqccYdQf8+kMm0h6jGgwduRNJf3B0zxKRsbCGvfxT2TIWPn0HRVIb9VR4Jpy12G9lzfI5HdaDclOwpEfn15eUhoGypOMDHMeyyoWHfiJFvJN+kitu+hPYpHrCnxaQpdtRIu1mdBVVv6FTHUDR7HyqJ8Hi0Ji78P4C22uy76IBe9aS6FryqOyfTmm2yFBuIz/dfCCXIxoUle+UCipZAbbFJkA+AFjWoJMJe+yQwb9IQP48M41tWhBp+Qt2XPdnn2rZCWfa2ml8YD9PU9kan/OWoaDZzGDXx7wJT2uSta8UYg9uGzLw59ow9v65HcSLd8//sf/KL9JdBycl43XMGwLCkDASpGGqMF5xL52vWrQiUCmc5wni10WZKRdxzSdxzVp1wXynUxdlwwTwxtIVtmEVuVX3qRupYm92SWfBjXYkDgaAF4uwuWw0DVtcBzIcppfK1m9e0cD4yCG3IneG+Z73vBlYatEyaNK8CZ4c1MNXzIRkIFsy2/edA7j5bXyKQFPWtc/aGRXKJ0A8qx/u65Pc4GkpUBpYlDma3Vg5JY0Jb/kAHICbwWAu00pr/6RwyBb8pUclNWdy2oXJcYdi40xaR6dy1jX6UNZGxD/HOxJwUdZsEKmhnbSEl0GfWiy6SCfPNDzoEWAbZK+8P2KGk8Z8bQRTxmRBy23gelDhzyC9WDRknpIVjoshwKk2Vykv1MmWpaPduzMTnT0UygE8niVhry0h/JSZjYbTTrtJkidGv0so+VkEMGPkIE8NoMs8PoLi/HEJ56JKw89QgfVACVdVJ6HqLJtfo9IejGJUx+e2MqHQgb3F1VNaPMn37IVrcnYQ+CaTVobjwAQm047D7ANAeoBpg9QxrXTDpbV9cEhJg8+1CcNHmXgEVs2wHYgbsuWsuKNDT7X4FFuXtWfJ3JnuygmSNLMF3biArQxk/zLL74U77/3nha7E9vTRhk3MhBIJ63MK1qSRMZh8h/F1Svn4oEr5+NQi+r8BRD5H/XacgGk2zY2D3Ru48HL18TITdy2n8vdNsYBiAnQYfHDYi3TLLqSJ3aR/EJnjGTDS3+va8nMooXyDPBo/IgL/dewUaLahXHLbewy+gX6J11ZSwixvbMfzz9/Pfb2uhrjeIUDKxZBaBRxRZLRgLyA9QGKz+S69K76bEBTlsySLkfb8ejjF+LK/SdUzGJa45IWthw6g1d3F4ue/QOeBOxMTD64ExsXb8uQdYXnNEDsfmG8tL3ioiM/R/sjnkbuxx/+wTdibZ3x4YRkZzNUMsALn6y6eF4B8nC4zkEerzEMhzxtuSmbb8st+TUjLd4OtMnLDbj4yVR8/DrlY9EDzUyXPvhEXpqnYgexQiHuXaQe8qS4fet2nD17Oi5dPCdJxccHWtLZ/pn+L/yZ7pz62o148fs3pe8JjeH0cbSQvxEkC+MjdoE+wKaHMZJ2rE3Vbiyf5GfA7ylvT+uHDW0Kpdv0njaSe5JvR4vADamzo7zdmO2wqdwWjV3ZR2sSxQdHm/LtXfneruZRfulOaxFt9LodtZNodmaK7onlTjz6sYvx1NMPxM5gI/WnTwPlB4w/Nc4wlhC7LBeXkrfwsSlrIMYbxvtevP7K3fjaHz+vttNGYXpeMslmqR9L8bK7D4sSsjmKN8Al867XFp5/aZzd3VVtyObiiY/fJztIRy2MsSdPXgOggUuAT9YTeNy1v+YmTm08FYvx7LPvxOuv3xXukspZf+g/1cuFc9JMohnqWjpDlCyesmAs2Zddhzy1oPY50Ib+YFNM1TbaXE+pXd0Gh3wQXX68t7ORm21efdHQM6YPr/owKxyQH1sXT2ydh/X0KzmV9gEpBAeoHJpce+daXL58Pk6d5ntbtVHndQLa6fTp5fjE00/EE48/Eg8/dF9cuXopHntE87d4bGzySjx+Kh7Jr+mXyCSwv2afbq7ppRRzEMRTNIOd9Xjw6vn4+BNXY2kRO8tvWfNJUHC9tiNCBzm0+vN0vPzy9bj+/kq+RscTfaMD7CA8DnckW/6pkkgluF2RBRNx7UB+TwbdlSwXzp1U3+V7NtiQww3G95LZY1zSJUMBnejT+EcCgsrOvf5irKzuxUsvvR/r6+rr+YtxJRMi4RGEnFOmR7G4MBVf+qGnY2Fe7XK4o7YqLAB/Znwr+bEPtiaPsYI5kqfY5YP7C/HiC+/H7/2Hb8ULz98ULu3JR98XRJO+CT0GLOox1iZ10dO12ptSDgkTGGOmByrdjr2tezHaX5NdN7U+ndU6dUq+0onTZ3u6non+/H7MLxwoYHn56OCeZBtonVkfut8f7WmMUT/qMCYrVv6BfHzp5FT84JefibkFzMZ6ER0Z25Cp/Jc5mv6PnIyF/d5S3Hh7JX7n3/9FvP3mSvTnNMYeMlZoDJE+OW8yrkinOqhWZjYVdhKNA/UraUL7Dob3RHc7Hn/8XDz55H3xyR94OB557EI8/PD5ePChc/GQ4tNnenHu3HwsnZAlT3ZjWePf3MK04m7cd+VMXLlyKa5evZKH9hxqbG9rDMWu6tzEtWYovXiqCX/hJtCh/Pz+y2fjyY8/FPN9yZzjGj2p8cvmL/sQLoW/YQX6kNKeD3ATrssnJ2WA6VDGfME1dRiSOSRc29qNV16/EQfRi92h+LMekj/hoUJN+8v5xr6BhMgHQAe6gOOUtYkLa9JnyHN53hQU0K/IQYcODwHs78YjVy7HhTMnNHbLV9IeKsTXwUMfBBPkzbOGr20BauZlPrTRHR9q7NPgpjzYKsulbR6gFW1f575ZQH3w8nCn6b+FJ1+HDaB8r4EAy0jeR/RWPv4MjXY+QBnB8pkPoaCYUWdc1pJ5HIu+YVxXUc65DU5lSZYpXoGWDJ3ZGGgevrO7Fyu8ZdLr58E+vTnpNXrCu71uawN00ZfY8jB2k5fhV//RL/86Be3KTqM0ZSZOGqDsOC7EiLkGzNR0nM/1vjz9o/SKhv5xlXnUqe9FcGeuFie16Pqocdk0gstgD034shgwz6LruOpZVvOhLrFxXNdl1DHtpO9JRZD0VFaPF5KmoYXf0C+emcWV6Kg+J36izTWPp44GfHtmpz5aPdQiUPbBRuDxTRnSqph8S05owdtx2QLgRBteY13UIayTAV2gVXXodFVXLlJx06Eoq7jqAMWraUsGCtJUb/F0ncps6uRfpV1e/OmnZd/EzRyAFBMrtq50LswbOaBW7VHtwl0GTtnZxIlBVoEPi01kxHdgR559KP+aPA5VoJ13k1IsbWygpzRPj4HjgxbaA1mYSRjwxh/SbGRic57fRFJo+yXX8OXnntv5VYe7TNJBZfgQMRNv8Sx58DFkQ56qL1rKQ++kr7z0RdUvPbl7VTK7bZwmBofAtWP9l+lsE/HOn/Ke7cSDjzwaVxQuXb2qDYb0FV4udLR4wR+yndJuRdt9vE0bGVMTtY390Xno0z6IBagDnvNMz8FlAOXYCnrGcz7ga3iQBs8yWpYxLZxHAI55EFPPaUJ7XER+AByus882YN4ANK1LHkg2PG0HXwOm25YPurQxZZaJb22kn8BHor/y0ktx4/oNLcrqqUZw6dOWg9hjWOWpkmLq8/PLKoyuxLl88VQ8dPWiNjx8RJ2f8Z/4jeuSbtMlZP9o8ihPXRXM03lAW+/jtNCPfKeJwSGohhassqVS3thBMcu4K64cfJJFBmNgHiTlHTAVCYpfHZLQ3uBmntiXDJKRu3bJC3/VWKx0Hr4gs1ZH+4yT4sorCS+8cEMb/emY7S0mP0aD6g9QEiTJomUoPmUz86m8islrSDR1JZ/Gd54o4bWAh7QYvv+qFmUd+aLyaDfGDEhwmFw6cT3xM/yJdkBvt5Ntj8xwwQYMfGXV6quU23eJqWcZoUcMHcYN3JXvZPDrQH/+9Re0aJuXfy7WmCkoXPytGoPWSpbwVGU2dzz1wgbs/vtPxYVLPPXZibPnF2JhaVobG60NurJDZxDDAU8zDHWN32n8gJAWT5JOf+In3ROQFS7wJIukIu6+5rwiPD6Em09XaIP5xMce0oYCeWpcy/E95Zfski89+WguvvWN1+PmewPRmVM71Cu0dceubFRrFuQpW+aGAyF1yWHDbG8UTzxxKS5c6MfHnryscFFtuhQPPXo2rj54Mh58+Ew88fHL8cBDp/P66pUTcenyvDZBZ+LyfQtx9YFT8ag2R48+djE+9rFLeZBy9eqpeOTxi/GwaDz86HnROh8fU/7y6Vltjk7FxUsn1WYcQE36VMVcT/qq25s2tRmVbNpX9h5xQLcUH36wF7/17/4itjf6+fpW+hFOlHXxxa54oT98ihB0sL8hbyYpM+dgXad/0C5CPzjcjfMX5uPJp68ovS2etQZjvCJWJCh/JNivkZ2QpU3+zGw/RsNePPvsu3H7lmh0FhmEcs0IIcYS+ALpz7S78icfc+dJMjGUTGdPz8WnPvlI3Kd2eOCBpbh4sR+XLy/EhfO9uO/yotpnKdvt/MX5OH26mx+b56BzZ2crxxBswc/Wo/DkaYGS10CvxFdyjGJcwR8FPFnFrwVStj/aiQeuXpKd2SANcwxg3dif60aP0JuNE6cWYlnh1MmTcfrUqXjv5u3Y2BqoO/AdpImdUhj0xR5cKU1WfRy8fITvtPDa0f7eRjzz1ENx5b7TmmvEm4NbmQ73xnb0t6yvOG8eHUzH3mAqvvXtV2Kb72XNLmgMle2TNXgV5UGX+Nhn8AuAc5KiB0C77NLRxjUPZg4H2vif19pL/JSXr36BrlA+nAQqT9D2c8oSZ4qnrRfjxZeu5yt9+wfYh3kBnPJNcS4dJefB/nY8+OD5ePKZB7TWki/y8+jpk+V/Oe/or/wZ3dSnZCQ04iCEj9hvbkzHd79zLf7wD78b62u8KnhebbggBG0E1Q7oXe1DO5G2r8gXSOsf68DcUO/vqB3WxXdL68HteOTRM/HJT1+Nz33u8fjUZx6JZz55NZ56+j6NM5fisSfOx1OfuBxPPXMlPv7k/Ro/7lMfuxoPPXI+7tc4cUrjxdkLJ+QLO/K3Q7XdpiSQfrEbn/7M4/HkUw+o/4i5+jo+Vx8Nr4Nmj73YV9LlAdGtD9bja3/63Xj9tVsxN3dB+Wr/fZ6blI7oQX9DGdpIEYDdsDk3hNCPdj482Irlpan40R/9VHziEw9pnbIsHz+Mfh87yHd4xfaI12J5qpIfhdlLfz1SGKqv1BOpw5if68dJvk+qOF/fXtvKJ/vENefAOviCL3tAxn+Jpmteu3vyiQfj4Qcvap2kNlEbEfJXYjOoLsgA5IjUcA5A+nG2ZYOAV5En8Pyacw62VJr+yBO66oXKn4nbd9bjzesfxlB9aoCtNN/Qj5K/YvDxZ6TI8Uz5jJfmAcCba/iBzzW4YLjMkHQzTK7pA2ISs+prU7Lr048/Emc1xmAffvVPRFLHcR0uM0+hAXgzLqeMrKdUxF4u+asRvO6iABxw0+UlL/qkp+E3qgub/NaO4ppnlIIOcosEvpjjWksE8oHj+gLOyzlGf1zDizhlEriOr5WRvpM3JOiP+kv+Cm0bc8NkMh5VoBy5x7QApdMG6NeU1WuYM/kU5Z76xUD0bm/vxLrGu4HoyJqYUlAyu33tV8fBOI6Z57KODJ0y/ckff1W+yIHMbGYQUAJibQakrayBBvPmKBWXMaEDLnUo5xpwfcdVVu/5A65r/uD5SSLT4qmEiSyThrEMfIQaHHAtJzjmSV1iywjPmviLp2PXMx3zQRY/yQBgm9RDDUZsWgTAurdfOQGPzRuDDnRGeztx79aHsbF6N9bv3IkFOcLa3Tv1jRpt/riLjx2GmqSRlzp+77nuPJWslEGbjRBp5AbXsloPQrvMHZfFWU2SRdO24rE9wPnUsX5Zv6Hra3hzTQc+YhXZAHg52atjJB/92QnzMW06VEOHSXGaiVnXzoMuj3wycFpu7A1dNKTd03/2q02px4Dh+hz+VNuYJjJWfTTzwaK/CWBbV52yB1DXTAqlExsTFg90Yrc/9Qm0B7oQQ8v1STuPwYJDIR6xtC2lZaaxCTj4T+oKHykOjnEBysDL1+saGfA3cDCtccBPPAXXb9Mipq4QKk8iMwidu6QFxVNPx5Of/nScPH8xNnZ2tfjkDpBkzbMQ2bDUa14NKBmANm3zo53qdbPKQx7wbZt2vsuIySNtOsdpe6witO0AON/9EHq0AXVJG8fpdh6+xbegiN2XTYvY9KAFELsfMGak7wrP9CkncE2ZZQJIk0c5vObn58f1sn8Lryvd6nFudEbPib+q1eNf/+b/EX/0R38Uy4tLYxl9d0UaZT3oj2OVZ3+QCD0WRsPdmO+M4qmPXYi/93e+IJqDGGkzzpNq4FtG6tvOBMB6eYxFpjY/62vbg2s8wLHzwKEO4HpAjQ8H0dPKcJ8nnYSbMrGMEglVy3Lu8g33uTMq+x1qjFYMbWhxuAr/nLCzX5XdMQT02n0ys+GhPH4hEZra5ehfPza2j+I3f/M/xbVrKps7q/5L3cJlsma8O1J9DqyhlfKLFrxpP8A6wi952zfLpXKOoaqoxpw2g9NHq/ETX/l4fPmH71Pn3pDWsgEbTpQHVA++6AlP6JEmFN/Kt34JrTE32xX5lU0a+ZCLV8pcl2sCaW7k5JyW/siTT2finXe24n/9f/yB2uSUFvDLGhvov40PaOHtMQA7szCsFRvf3+A7NPfix378s9qMPBYLi/LrDgtkXo+iPYexs70Xu9uDuP72B/Heu7fi5vvr2mAN1EdPSEbha5PFr6sxANZcq5hXilI/aTWFPuW79Anuhmqmjtmpbc21q/F/+j//fDz66FLs7q3LPxh/axzxQTa/drV+byr+xT//Wty+qbY8OBFTzSER8zLtDZ7ETainCwDx0iKPTcRwuBZLJ4bxj//p34/77j8hfF5D4xBbaPqP5V5eNG0CPchkFj4r50j7yZ7ECeCpfRib8/sfTEACVVVAVy0q9zZ1QZ+lL5UP0KbIhvz8PDVtDj/aisDZGnjZZsENEJ56XdYGdyZ+43/97bj29nYszF1WGzPvYGfJQFurzfDF/AUuuI9o/7KNEFMv6CImMfM0c+msNpx4soaj2N25qY3syfjvfvlHZPd1+SVPZMgv9R/twY0Q/Aofhy4xY3XbV9GrDnf7sb4yG//qf/+ruHN7TtZo5jGV5+sOSoPHmDiWjTLFyJJLukONjwuH8elPPRJf+tyT0enuiZ94q1zSC1f9RwZT9ew/9CIOI3nt8sMPtuOvv/VqvPzyjVhcvCj5+eio1m64ZPM0Udm52pRvniQV6Wd5aFP0m+FaG/i1e2/Fr/3KT8ejj/Az6HwXTX4kH+fV8v196qvPC5dXu44Ouqp7On77d78Zb1xba/RnrCr/xG9Jwcv85HVpj2wzjZF9tc2R5oPRzu34+Z/9YW2YL0nfbRWN8jWzHEfxHRGiTm7geMJyej5uvLsev/07fxnD2ZOxP602GgkPI/E9MjyeC3RUqIKSxf6SNwR0zY0yfoofXn35Kk9vbW/cjF/4B1+ORx86HUsLtPm22ky+7ENF0aBuPiGCXrou+YqmhMh+HdMn4ve++u145ZX1GAznYyhfnuaVIo1f9GNZQ/zQaaS8VY1Tn4zPfP6K1vV7kn9dY3X5cvqc6O9zcKcYG6vlUCNmexorDnpx8+Z2/OWfvxKvvXpX7XVKdXhVnKcwGQlrXshXVXkKqZkMZqU7421+VFl064kdbizzGtlGnDk3G5/81MNx5uxCXLh4Ml8Nq/lNexW13c7utmTl4FZupXEk+9AsHw+nLXgya14+zbqFvUvE1uZu3L2zFR/cvBNvvvmmxsTN+Omf/fF49LH75FcaQ1Tv8EjjYg6RjCEyofyf1604iO53T2ovM5vfIHrhhfc0dssHe6eENJvfdGPPgq0QqHSVDDP9lItxOQ/A1PkORhz4bMWDV5fjS198LC5fWhYffrmPJz7rgJK2YeCgf7iNsSVr4xmNWdgtHzrgBtA+N9EWJMay2vr9ePbZt+PNtz5QHdk/V1Kih8tLNmw/MyO/OdjVIDaIn5XfP/7wOdmb7yHR6+VD2guAiy19o53ek7FkIbYfMkb5o8GVXz5uXICxnutUSMAYNTqSzTS/vfjyO/Hc6+/FQP6yyTQh3bAldWsvR0voP/WhHL9aN7wA+6djxkmPOcoY46bfKp9y0r6xAPBdKIZDXnM+v9CJL37iiXjoAa1/djeix1GFxin+GDPQJfmJLrStKyHbHn76xzf1SPJfTtMpjvoRLas87OY5jbdwWDdkezY2YqjkB0xyvodk6l8xGejCWlhWKvxmjEGnts7KGV+PbZTzWqt9FBOyjzb5qYt8hTR5KXujq/FNN2nKrq6XT4uqqF0n/QpD5LxQbcFrzlNay+wIb090VtX+r61txE3NdxvIyOu9qpmvyTFOaHxMu4lP6TbRCR6eIx1Yu/NKLmtrQHv5SUUQIGhoEyINcJ2GbhQBKCOPukzM/rghzMFDQAtKPrjUYRCwgLVxrPw0hGhTBg40qE/aYHlMhzrGN1huaBGgwTX5BPKoB1g2JlOnoUdgwKEumzbkBMwXGqaFnOSDa32hT9r2ghabEmj5IIgOwKPDC/05XRdNwPUB62HZDKQJlPva9akLPsE2Qg4CeFzjhkkjaxQfroEsb2i3Y8BpaAFOG48BjTX6AYO+BnhOPY/YgBoXxxdYVuomzVIjcQiAeVBufNIENq60EUAndlsxcYJLYNAEqg48GUjL71LmpizrMDho4IAWaRbz0He7Qw/6pl2L5bqGlm3gduLaMqW8TV1ocs2En7QQTEAdyjgtzlhlHDRUunQmDVCWulLW6A64HFzogYMc4B8Hyi0nIRfLqpd3y8kTzvzSYpw6ezbOXbiQCx2eUtjdZcLGdhPfB6hLGhlIA9AHJ+kqxq+IybeMxK7T9jvbkTy+i2AaxjXtNn/yXN91SRPakHZr5DgufzvQT8GlDxEDxO06QHs8II80eQSAOpQBxJS3w/EyH5AjPzRIk++0ZcVGAD6An9Le+DBpyk0XfNKWF1oACyDSLCQ4tOhqHGJCYrPIu+/5ygy9RNWo37YnaQDdCNAhJh/elg+Znec6gPHbtgEsY1t2+4LroOeIVaxgUjZpf3hRj34BNakxzrNcWUfX0APwZxRFxrRJS452XV02Mb4+FSfUR7paeEOz7n42/qZ/pgMNYtvHeVVnwgu64Pg6QfxSTinBHWh27e+9e1MLJXxQMmFbyVIySYtmkQof4vSJhhdA3E5TBli+LFOW09YdnzIuYPrgcQAHnmqp7nSs3F1T30EXPjCruUzznulQx6GuoaX+rdpsPObmIk6cPIyTZ7TJWNiRT+5oY6PQ347Ty0dx36W5eOzR0/ETP/lU/P1f+OH46Z/5Yjz51BVtYHiFiG8Wqc/JHilrQz/TbhdibazyG1JNOb8MxC9M8Q2im+/dyu8SVDsJXYAdPN4G24PBYayvcVe6biCR8I0b2r+esiRAu/JpozyASFsM4+LlU7F8hrvpd2N3eDP2Rh9qY3orhoPbMTy4F7uKt3dvxY7ija2bGW/vfhi7o7uZ3tm7LRvfVf9alTwrqruqTeDtGKnscH9FuqzIsGvazKothnyzZRvhsm3lUSkXdkHP9rgCsEbJ9pE/A4z3HKzxdATfl2KT+42/eimuv30v5vqnRBuy0ENn+qesxKsq2sTxS0LYu8f4okVsAobLCLu5P2Gr6jPs0Ngw8lQtv8yWh61ZpWS2rGwSnHZwW/k624x8jWmrq2uylcYjtUE+uaR8+EFaHJIWASifyZTWJirTZo412+rKzbhy5bR8U2PZ9KbmRdn4cE1Y2PpuDNUug4F8aHhb+LTDveh2tMF9YDF+5Eeeik/+wJVYW7uhtlvP5sifQm8d0iJPyiQfwh/5VTR+kY4PefMkSj69jDyq2+3Px92763WQoXYUsTyUy7Wk9GAzpxFHG1w10PRh8wHoZg5GTwlgnalPsP5AytfYibYHeFJ6aaEfyycXsw9hXg4/U3bHqmM6zCdQWlmRvpKTb3WxlkADDu/hwUGH+VD/I20ncB7X+T26BvA5aHLI8cqrb+uK8Z6211oj6et/1c0DJjEiHzqA5yVZR/zpBxE7O8NYX99WmS7AVT9BD+rkgZdi5kR+1YyntHiNj7mFp22RseiU3tRDJ4BXdbJdlMcvMb712kr83r//Trz60l21w2nlL2qN40NDxlUF7tygITc00YmPmGto7vABd17TAnd/T/jr0uFOPP6JC/HDP/l0fPpzD8Wjj5+PBfnnAf3/YEOybAt3W9rwQyvrsbdL2BSdut4frWvdsBWjfcV8p6gzivnFQ6375uKJpy7Gj3/lE/FLv/KV+MVf+tvx0MMX8ulNDtt5uogfN8GObiP0zx8+UZvsj6biuWdfj+vv0A/m1J95Oom1Ce0rP5deBD5qPi3/7vAElZQsu03Gp8FgOy5dPhFf/uGn4+w5+sK9lPdgf1cur7bihq1sz7eE+PZot8N3S7W2gAf9Syj5xgHr9fxjvOMVtr04f4Efp+GXIyWTAh9iz++gya/qqb9aY9d4EbG0uJg/YMAY4v5CGb5J+wLIj+xA+UX5AmninLOVZ5sZ96Pw0Xz8jsOErR1+FVd9VuX5a6RKp08Lt/0tVPu6+QCkLYtjADwCOhBy3aRryomrfvUb/q969L6jmJ/vaQ20UONSw4u1Ud7MUDX4QAOgzDYjdh6uTl6Wy6+TXQOuk2tR0QUvx4GUV3I08iUfycVagrTz+aN+8mn0NVgugLLEV4C+cWnb4/WA5NfSq50G2nVM13gE6lsufMllgOM25DpO/YbvrvHa4YzGgb0h4wXuPWkrapoHNN2mgGUwr3YaHPpee7+Ll+SFkch0JQJAPsoYB0EtDETJh6gnZgDFGYABcHLQUOd0DGlOc/koMgM3AziTGzTND5qlGIamAyJ4pWthQIOzWXNMp8A8yI2sNCKGx6koS58Zg3kVPxxQBmti8NABnT4CyK8mIOSJZePItgf4aTvRgIhtlmyzPyC/rinXJMBpO4MPB0RzTafMzpl0tainozU0sEkFZJscRBCEJdK0H/anDeFYzUu6PmpYeQx41EkQXepRn84FfWDMExpNYFKnlEfDWUA75GTfBAN14ZWvFGii8E9+IgPtSGx5fHcIe6M3dlXLKY+2q5ALCNGkBk8elfOWb1W6fNfp/LaP0rOKSXvA8yI/N8YSjTssBgZaXtvIO4qyB7rlop5HTNlQcMglOaGjJhOGrEF9Baf56LhjFnG1aZ34nxws07XYoq7+B1/XuMRslwlMC2PJzpMHNfHUa2Po0Z/taKKLjLvkN2FWstkWqZ/qwpd4v/GTNmDr8qUaTL1IzbYRfXUp2WIqTp06G5fuuxr3XX0g25lfvOLONR9h5Ckisah2ozWEz8TMgSePiqazYBYZiz6ayipwbXmICciI7ABthEzkOy/1yj4O0apnXZ3Xjic2qAESGUmTRz3S4Bm3nWee4Jq++TmfPKCdh49ZD/Db9EiDg27t+qQNpmV5vWmjLvXwMiBfzVCahSRPVdTdZtGiHyu5eGIppuVHLFaoiw9ZHmEVbsMX+lMShSdz8peRWFSoLdUVYm8wyEA9NnY1zja6iBQLsrzL1ujT1su6AOQ7ON+x87Fb29YE0g7gOAYXX8zXvRJPciWdJCnbYB/ZSf7CBoSn/ehz3N1PmYXImOMPt2NLvp/CNfZBf8Yqy0IfBpIXfH3HnLlChuBDywv9hejIhkJSSOSsA2Q/1DWyA7Qt8xW84IEtzAvweAGhzFG9Q000vGtO7mDIIjBid4+PEwsLZdUXMalDvlqnmPEN2gD2NQ9k8bX7G3KQj21m+z1WRokLDrjYHWCMqDufNddAnrojzWVle2h04vr1D2LAGkB2qQ1OtQshtWNsTNuiO/2eBfaBFt8b9WrMKQ7gd7TZvZuHP2zC+Ynjg8NNxevit6YN77o2MgfxA599OH7qZ34wPve5T2rc3o0hv8Qj3bFYcpCQbNLUegroKt2RR7KlSaTPrMZAfnKfjcHqvQ3R0HzAkzAqHw7ZNNEvVFftTT/58IM72mRxMDyX+TkOsiDA/nDhDrkowK82fXCUX0mgqRn5Ja8snZuLhXkOK0RnRvV5TD9vqQziUJu//BUibey14tHGnPoc3AxlF3HQZj8bfooPV/L6mPz8iNdCNS6o3/LEsTjH7kg244PfB/RlaGvMb+ZUQ9on1wXlowC+kD5L22jTNcMddglPux8MZ+L2zZ34/vfeEc6JfI2Ip8iYq+qJGMk8wysqG3HidEcb1iuxfHI5RjirZKfNqz0am3ENLwH24uPm9N0cB/fViofYXvqLvm8AjfLDpXhVtnDwMWC2+3StfOKDQUr5rB9oR646Wlh/eGsltjbVh7sLKhWG2iXbRgi0D/2/fFsp5bGxnMmBosbcgfzr8v2n4+QpxuRNjSk7arKhfEj2HtaTBWyeeQ2D47/pQ5Vpgx5HfDx8Kze4Dz5wMh555ILmDG70yGaSka5QYw3zdW3y6sc3aAvJJ7/i6SkV6lp+pHhacw4/s3/v3r2UHedCZoaPnGfRuqnLRhqJp1U43ObQlV+lKxtjx+z/+gM8FkDL7cL/vHbmV8/4YPPSAnPeXm5Mnc94gA2xKX/0AgTY3h7GG+/ciE2NW8jGU2XMTTx5k/ZXHhLQAvlk4TFoz2O0KB0tf/Jd1/Tj5eXTce3aB7G1O1R/xW61ZhJSzg8cFtCGQk9eNZ+xlxFHrfG8XtvdG8WWmosDY0mFxSQg432Ng/g541ZPa7KTpxdjaUlrpsM96a+5WEbig9TYj36G7TkQYyxAbub00cFMvPzy7fh3v/VNyburteI5jSn8fP9RDNUWHAKmE2OJIwIyyIaklcev8SJHfXaAp2Y4VN+Lv/dzX4j/6ue+GJ/85MPRnxO/ww21y5ZkUF/S+LAvPzzgQEjtxVMG+UMmOcaX7fn4MGtc1p48jUZ7joa7qRev8GnJF6fOzGs9eFp12dQ2h3oone1Rfom/5HwiubuzS7Gxvh8vvfRu3F3di5098LWPE1vaDZCkk7lY9qKPiXDSYjyCFuPh/OJM/NCXn45z53rR66h9WbjIxnXQryRm0xiASliMhka0/MVB1BRt/pi707qsmfkFN429833tEToH0e9q7ptSn8LPkYO+mP4sXZXARufOn4iTy/PR68MInycqXbAjfSgPJZEbuTJfuQR8Tqi0ZAGCoauvC7jGyzMtJfBBfL2ruYlfDt2jD6GFxkXszngrTNxb+Ggnm0gG/Ib/S33yklv2hXy6hvyUDXNxLa7yQW7U5AeSlZ/+l21VARqmw9N8fI5gridf7GlPwvpW+MwBMMU20PG+KDmImayW/p79BLnwPwYOyuGFH6msJCLGP6SXaLNfTjsr1K8iSsj0H/EVHz74f0S/V9+ueswfskIqIxzkTl2QT3jIk/qpRH1sRrJjE+ywr3Et7SNZfMhMwDBZg7qSu2xYdkp/TXqlCwE9DcYzuC7QrgcwjtLO6EoeMuXNATkRe9M8Q6G9aJAE7Cwf1tiQNxhEl/UGbcs6uM3XkDpJH1YqjjngrTFG4yMJK4UiGKWdh/Ckc3BsGtSTCrgEoL2hMS6HPOC2jU0+uDAnj2sCdQzO8yETjxzWYQG82GCTV7+aBg0fUNHgRasOo3Lwl3Edp8mVTkNLTssOMOBS7s0s+NCFB3K4IeHLHTZo8JFg6BCsO/hpL3gJHxo0P/Vyk4vtuFZ6vjenHiQHU8MO9jTJKM1COes0/MBFJ8tMHjFAnPZNB6jNPnnGa0O7DvTaAC71806vHMSdgTRQdIs2aYKBPGSozROyUL+CZW3Xc7A+pgUucpGHrYgBYsrsk7rI/GrnaktinBrcNs02kI9dE7cJ0OCuFwAPb6g4DSeGla/xAftLlVX7AJYVei4jjR6kXW7AL8jL+voHLmC9Xa98ZkJnLHODbz7EBOpyjQzGJR8bObafZJsp1r+MR/tsKlSuxTl0OBygD5w6czbOX7gYp8+ejV3l8aoN/sovULT5QiOVEcCDgNzY13JYboA6gPNoG/gb3I/Mg9C+pj74BNLOI9Av4Z/6NPrCh0A7uo7lKtkL6NvkGcBFNsA8wW/XgQ714AUQ2/5pA8XgU5+nLKFPfpuW5SG2TNAgNq40z3LyAdNHJ2meeZTN8RiGgDrg+M4WdFuqJYBPTS/YGDcB+v7W9jYThBRH96pv+Swvk+fxPF87DY92Xetr+YB2OXnUIZAmYFOnyZfVUmcWl7lIVT0A2nn4roXtkAUuG00tYphQh3zzDWWaAG4+vaK64ztXIqMS0VQ/5I63XJJJml89yvmF+UR/PMHDvMyTBTz2PL8gn9MCkr7NhgldrA/gPp9p0XEaSJkFxqUMPQHbg77I+JzfTtP8Vof+2AUcxj+1k/Co6/nK/oi9APsSZYS2D+Lj1PXcA8CXMl+7HsF9AhzocNOG+sxxbMQ3t3ZidXVTfZFvNMG7cAHTA6jDdR2SM+ei1zA3IucunJD/oaDaSIt5Dj0ODgbipfGZtYDy+Rn34f5mDEarceHyfPz43/pMPP6xqypTf0l2+o+nMBooW076vG1LjC3klSmL5xP7aOkofsrLp1DU7nfvrKnNi36+pix69QRX6WUeADzJA/AFWUQ+043Ll8/Jh9k4cmeYpw6Ze2pOS1zxhi9V2jK3xzHr47bitXtwuEZutzm4zueaNY/z3NeIGXsBcBz78IgnZ/ne1NbmVHz19/4qbr6vMWJqSfMC32Qq2+ZmQwvVvb1tbVan4sd+7PPxzCcey6eY6uCmdMAclsuQafn1GJQEFxvk2kz/8peE1G/rNZQavwDbQ1RzLUK91FM+RfvQzhwc38pfwWJshVzVph641JlA9WGDqIknNog4c2ZJ7QeNneh1VY8NHRumaZ4S4emEA7URh3LIRLsxDtKGGv+nB/LRK9rsLsTcPOs9vtnSUx34MVexTqGPC591l0w/nZ2IkUkRQf8RsBW/YLqjsXo44GC0+meteVlTCKehS+2+dvp7uwOtN7XRVNzr9dPXAWwsIdIG9ieH6hsqU9/g24e7O5tx/txpzTWMF+onYzz5FprIbmVL5NH8ODrQmmI/7txejW5vXu2j8ZVNXFMPoE7+KSbPtkcfrpHPbYpOqZeS7nMx3YsDbfBffOUtWb8XoyO1ex7uQKXoV/28ypA3H9nwKTPXr8K9d0+2HGr84DC80Sl9L+tBB+Mzxwzi1KmFWFpmvuWwAl5Fl1dU5ZGirWr671DjxPQUTxsuxasvrca//+1vx8Z6N+bnLgh7Pg9COezLX/sTn1xDN/olkRzDkIExj3mMMXBXMtyLxZPD+Ae/8GPxmc8+Ev35A63TOFDnlItxo+YpfJfA/gMfsE2Z3z3W1NhfY0D+Ah/8VAtJBsPt2N7Zkt8Mcw2DP7i/EbI/yi+g6TUO3/ph/rzx7q24cUMy7fN9rPnCF16CbO8+Zz+ogyvanf/LF3hq65GH74szp1Q/n/7x4TnnAxoDZHf0qwNk1WramvrQIdQB9pRszQEIvJBDNspDjP087Jvr8QM4UMpihfRm4dDm8kn5whOPPxrdWY2T6rdF+/i4UYAMQN18Kjyvl1z2N0G7HPrZBrrMPqB+RN/Z3NzRvKd1hv7oF0hJGwDYInkpZBuLZ/k9xCZ84eG2hwY45NkHDPDIugp5uIR8mafxRXh824kDU0lY/q9y5jDqgMtYhBzQxWeQFa/CLFmOhakDnmSgVTnYYE2B3/OR5kN+CVHq8Qr5PvOt1mSa3TKQjiPNZcEegnGzr7GlL3HEQPhakSjIL9S3SOWVZGEPjowH6iBMORyQqHeNpx/skfML+qZO5Z/HY+tJoH1dB/ib/MJAvXbdfFKtVZeyNrSvwYD7LucGymZ0z1/QFQ5NwB4+IQcQRcqrOaF4Am7jGj+LJzpZHtKEaZ6WMLQ7PYQmToMDFl6biBeWhCQmfPCIucbxvOgkgIdgDCbgucz1TYvghS4BOpjF8nBtPA9M4AHkQdubTOM5PcFlYYpD0ShlKHJZeOSHpbGF8kgz8OyPalHCI6j87LifhGHxUZ0YWWdyAVlPypSc+XiyaHSUx+YVR4DhvvB2t3diZ3MzbvNNovU1bbybwVV4iSunRb/auCI7etP5Kg2gD7IC1g87QYdrIHEUGJhTJsWySpZlHQX4+NoBwNnah0YE6FSp8Ju/PIlteCZN+CnGv/j4Hmliyto+krKoqgOTsTeqlgFdrJOhTSd58pdEqhy64LtOmwYxtiVwLUrCr80SZfX9CRYH2LX8Hyh5SrfcfOaivhaCqpb5+PeYjwKxQ9YnvykHl9jAIsV5/gh1lssmmRYONF2/NowTfgBpArzyyZJGJ+LSp/q5A/USF7pSG/fk7j8DTnd+Pi5fuV+LkOV8sgBX50ReyLUpFZg3cti3uCZAv1Sua5cBji0fMpCGDrHz85VM0WE8AIxnvsQEj0XGcRnjAGnoAuC5LnikAac5YIF+yT4pN7h9zMM6U48yAnVcDrTl9dhHHuB+R5k3fpSZDmA5wKEcnqRNHxo80UM+uMvLy5mffbaRY7I4+ajtLQd5pHJBq/7up0T4KXwW+Pk4c/pT9QlvfPLQu5HF/KFp+5FffCtNGfKiDzq29aUcII/AuJfySeaUOxcTTVqoyJNji+rwM+o1bGg8J0h5fHVvX3bRYmGoxQJPtxzmQgK+3FiAH98f0KZ4ek56av5ioc7dadHgyZj8OLv41U/cIpfGXXRnYalVDk8ssAk9deaEaKCH5jTpYlsjv/Uir+IUdHx9vJxr9AeoT8gxUeUc4taieEoLdm289hiL6TPYrXgyp2EtDgGws2UgpD0F8KK96A+A24GYeQ7b448TmSdtSD3H9tHcCKoO1yNtsO6tbset2+ui1c8y1dZcMOnrx4ExtPxOfVR7qenOXiyf5ECCTXXlc5cwv62gtLwr/bura35a/PCIX/Bai1Onu/HMJx5Xun4FK59ozJGzbIl+yJ5yK9s6EZCRu8v5ZIvkYXwl0O4A9pztsMHi15RG8d67d7VBPyk5eBW1bCxqZWPxBU8Z4lEBOwDVx1jfDOLs+RPyH+nH61jiy2tr0KGf2U70DWgSA5bf18wNzBeph/5YsPN0CoEnoFAV+8oC0r+eFmANQQCwCbzaMW3vtoLPIOc56ofGhJn8hsfrb7wv/TkoOCU78WQpYxAH1jwVNdAcsZcf1OYD2qfO8pr9dowGO7lpxTZlH/GQL5dtGOPKRpnf6M+aoJ6eo81rDAXoC9We6FdyJihNu9lP+bC/13q7W6NYvzeMhfmT2f7UBaCJjc2TOO2pPj7JY36Wnx5sx8WLJ6PfY/zjdUO1ZY6ekkXtxqtY0MrXrnAAAXfYGaN5Oozv55xY7MQDD5zXOo9DvYHGHtmsgx1ESTZGV+yPiZKW8jXcNfQYd2quQTT0pD5l9Gfa2E9npR5Kc4M1aasNN9a3Y2uLw9ayHd+toAx6+A917F+2qeeYDNpKiWs8/tiD2lDLhqLJUwrcZ80P5stO0KVt6AccfPCdF35RbaYzpwoal9QetB9gP0MGZOaAkZByy6boB7CJAw97ZNs0bZc3MpCb7d/MXLz1xrvSkSd7NJ6PwKt5Bt9MmYQJDdOBPt9SRKaY6sYbb/AaIDcHkUl+02zywa/1PofktO0g7rv/jMp5Kg0PwDboI3mkN3rylEP6dD5d11e/uRVf+5OXY3d3Mfpz5zU31WtykgTNhVft1g70u/z1O/3hBzwRe5hj7Y7GuivxMz/7hfjYx8/KXrz+tK182hrdCh8daT/M5fYtO0z6PjhSL2P4kIcstT8ije8Xhfa+Ddthl8RJDj5sgh6+HfHSC2/keNmZ5aa62oQ1ZO6ZyqYVM4ZTG7rEMmGTIBa5ePDBy7Kz0vK9o3w6T3qq/FAy5OiBTOgjQvht+U3JWe2Nzoyj+GPJip2Gw23ZlKdhxOuAD3/vBh8lpwtxsMDbCBwc5bem1NfPnF5Wf1YP0LiSMqaty87IYHAeAF7iKmS/bsoImd+CcV6OgZmTIQ8rdc0BEbaUy2pdg/1Lv8JjHVTjotuF2PtpwLIgBwTp/xya4Hr6P2kYchyQDzDH+JuK+BBPRLE2T1De3Fy/aKgu9oJX7eOUhw+phHbnKdxqBfEQDnse5UpGrRtYoylkHfUbnsDjO+KMrgOuRedAYSACI9Y/iveVT//ht/xG6hd74jESzkjysrxTCzFBypRq8w7f4aqDY5481CiVMnZ4ckjXKtDYLD5pO6RMETOkvaSfImGonmyGlcQ+gworzZ+Qsr+Jp+2MPdrtDvjawNi8L591nvtoGy/rkydmyMOPQqxvbcaQdkwZaAHR0jWJwpdujSxtnyAkbdVLvCbQf12e8uevPwnR4LSREJSK5ONonqBNwJMI1wC41CEfZuCYOXmmazzS0HaafAxlfscVS6FVBh6LUsDXbGyEIj583Iu6lcck0ZGD5IfUZDAP9DgId91I1ysydBpNdEqrSyjU3wEHQyz+RQ/60M3NQEMX/pbd9oDHXG9ei5GFxD0S73urq3Hn9u1YX70X79+4EW+88mq8e+1arK2s5PvjEPegvrCwoEs/0VE2gbZ1tT0AnDHjJh+wg5GXzppXAl2zcczNozoPB0A4JzGPeeZj8emFwmtqwRO6Y54aTXLDpDpg+C4SMsKXmGvbxPUIbbknumBTctCdAbyZmFpAHfDxP2IC9rBc9Xio+OHwjO7NQoOFnUMdrFUeC4Y6JGrkkAnz45qqwyKnANqVgjb+iH5sFL2Jcr4D+dxJYQC1HYitt/XytSH1afTCJpQd8CqRbI1cyFyHg9JR+CxEwfNBEvVyISe62IXgPtXm2eab2fi8YuoXbw5cuvKNTv78/cmzZxTOxdauFl1Cp83Br75Vfg8vdOdwzbwAymGCLcwbSB0amYltH9MjdtqbJueBxzV2dpoYXe0bxNA0HjHyAaZLXrsuacD1APAA80VPg+uTR0w9gsGywdf0yIOmY4Nl8jeIXO7xzQAeY6oHcfgRky8mWY80B2PE9HseRzV/cNr0yXfAqdJfaF+uVZeDITYfeeghBBZf9M28w5NeKLTGzwjIBV9skvxFB16UERva/I3vPMAyQS9lE88ZdiCMC/DNMYKDDNpcNtPmgEUDUrGoOFD5iIVAdKPTX4rZueXo9E7E7PzpmO2fiq42tXOLZ6Knaz6mykL9cKof/NpOp7ekCVc0NO6LaQX5U92lEWvW/yoSO/UFxkvGCw4JtTGflT7amGMTNkspOm2gYH2PA2Xojs9SbjsZ1z6XNzEYkzWGMY+x2L67sh5r99gUqK5kok3ov4RcJGQbTfqMIdtZ8sCTtNuAgE+RR9oHrNTn2npQj2vTpByxFxcWFXPAPadNqMZIPiCdm8IU7iO02mAbERhbTyz34/J9Z2NuQf2YX6phrpEvHqlx57qip4ZmkZSvt6hB+JAlv3zD02NsZu67/1wsneD7CLVxhie04W8ZCIxj7bycD+Q1s4r7PV6v0rpA7Q8fAL/P/qy1we5OxO07uzHUOjnr5gafJSZ/6Fe2yQ0ijkPIPNlQ9uWVusefeChOnZ6LwVCLvBEfYOUQsMbTFI91itqRRTyHQGzQ23a37CwWU0baXBWHg5qb3Lbg2P8ItLHzANrTNnJwXybUYQzjJz46Hzff3Yw/+L2/0rgu35Ku+YSeZGXoYEPBq3D8dP/cwiA+94XH4sx5+UsHPx3E/IL6qxBTR/GHL7JgG9L4LT5Usoq+2oAxjBsXmEMSjfXq5lNNyhRwTX7SU9p0qxz/Yz3al1+O0jdFTnJozEh+Ho8+6qdcy3p5nUHrir3dDdHZj6v3ndYyaKC1osZh6a8K2a55EKSY6+INH+Eoz6++8+SCZgZtNpfSVrwaWE8FNmvgFKNsg02hkkHX6EkZNOkXBGjzAwf4795gR7ZmTGZOFWbqJ51Y01JX6bU1vuNCn9eY2ugKX8uLrlw7jMubtRFPLPEUx32Xz4oe87DGYUhTpjVLkSm+tGsNnJ1YvbcV99Z28qkZXhU2b2Di11icUAMtMXIT/AoaaarlOhG5cH1MLgfhuzYrdzbyKT+eJGB+4IPTudHNPiq5sK0GEQJtWoEbCLzKq3X62q70lL2mav7JwwcxyRu8IMnevL7VnT3Mp09G+1tqu13xqbk+D9/YDB/Qj9XSWhb0Zk/F22+sxx//wbOxsiJ5Zk/GgNcopeuQp155FVR/2bzio9Q4YCdMU+OTxiH528HRVly83I0f/pGn4tHHzknue5KNgxP1LeylCnybR62cdsJm2Ni2JF3za9meMcFPqAL4FToz35Q/pBh53Qbquu2qvPyF6wPpt7a2HR/euis9xBv+4sEPCND8hGx9/EOBfZe4ZDANAuMTdDn0Zu8BCpthhjzq+wY1/Z7vl812a9+JngBzB+3O+AC90msiJzcZ1GVUTpvS3qPod3n9LEcbXdNKWt/OHGo/NxMLc9gXf2h8gwmpgfQu0YYuMTw9LhGw83EAtw1t/Oq/OF0dvjFe3bq1Eps7e3ivfJo5mvm45mTqorbb2TYovdPa4zyAPLefy9vpdkxga+XanBnya6uDwW6c0x4hf0CAfZXqw6N8t9qaWpDihoAytX7SeHfEmqobeyPtoeQT6HGoPjc45LBHc//MnK57cdTpR2/xVMzMn4gDjeGHPa3ZFB8oHsz0Ylfz0o6aYER/7S/G3sF03NsZxLbGg4H4bA413ov2zpDXOWUjPrctuqMRsqiO+npoPORVsxxzFPxqNU8y8U048unLPPRR85Nspj/sDdhO9iva2fOb/cBlBrcz9nabpN2aOgT7huPCL1t2tD7b0VjQ0dg/lI8wD+ApcIBO9rHkLb4KyKRUBimYN9zyczYNPiHlFnGCx4WUzE5hJIIFJxgHJ4UplQ1W3IsKA3kA5QAGSSEbxSl3mjJo2lmhQ5pFKngcxOBkDGAEGgkAz3QA0uRxbVrOb+d58ZuLAOGTNg2gXRcgzUAFLnpSn2sAnURe15osNBvQqYn3dnbjgw8+iDfeeEOTw5vx7LPPxosvvhjvXr8R3/ve9+Kdd96JOx/eipE20CwesFwuMHJwrtfWFhe16G7kQgbyAetp2bl24Bp7Eh8va+tKsJOaZrsOZQB1Cq/aucoqDQ1iAFejWdoh8xtegGW2HAbS5Jle2bToWl7zy4WYeTZ027i8+mHZrR/55uHY7elHUNthgsd11Td+Lb7LdsjJNYdC/PoVhyE7Ozt57UMk0sjJNXWQn423ZUQ+6wYfp3NRIn61QCkZ3Cfc19KPwVGgzHjIBZQO1SeTt+gSE8g3P2FmXJOR+Ov/2V4vHnv88Th/6VIsLC3mt8MYdPJQQLGqju1v2QHzMV+Ap+KcZxmLb+EDlKNDG8+4BvRyGbjH6VGXGFtTZlrWl9AuMz5tS0yALuA8cGhHrqlLnvk5AI7hRRo65gsN6hDbjwjWDTzwoW+9KAOX67as9jnKAPDSLhrLAGiwYbh8+bLwmz4uPwao77sGbZAWedALX9LEPBXAx4Z5bYhxst/nCavSF/8rfT46Dll3x8hlnQngkE8AXA8gTlrNBAigp8vLlrQN8rNxjZibW9Jmgzxt6GfntJlclq4ntKGcU92l2N6bjw8+HMVb1zbjpVfuxLPfvxnf/u71+Ovv3ohvfvud+NZfX4tXX78X71zfiZvCW12bifWNmdgdaPExWtBiYj4OprSJP9C8Nz0fhzPzErqvsU36T/PTyNyVKn+ZX4B/bRDQucbIsnnJXrpSRmy9KCdtHMDlrmubcbBdwCtP9IVevhrB5r1eF2xs2ARo2P7Ut28TE7CvaZuP/Yq0/R1a7b5n2fADA3l+VXVam88P3r8lmpov+bUgFlPyRaFkOTK1If2KGURlvLI3GGzltz54gohNCeMwvHj9b18bvtw4anHZYSEnurn5EwUOdZg/uePNK2klr/xaG3F42vbWAYHI4zptgn+x0R3tqQ+pPZv68KY96+bFVPR6c3H39npsbmA/7Cx7iyd0TDvpI5WaxTwB5htS+ZPRMl9/jqeTd2lScvWncUPDt1pSfKvdaBPsTxsRrAeBNK+oIT92Qmbw4ZO8pA82qbkMmaDH2MQar/ogNIgph77vEOMf8E17R1/2X469rW785V+8GFtb4jF9SuNGbeCoVxsV9BvG9u5K/OAPP5Mfz52e2Y1eX3bsHsXuznbaGXvW+otxofo1B36WA5pAjmvYRnbPJ4mQRrraDsZPORXnOAO6/krn8nnMz13q92/e1pimeXqXX6Ki7cGmPJkkDbch1waumYu7velYWuzF4oLm4ewq8r/0G/nFLIfzjO+MDxzcCoGQ9fWfcDjQzO/MKF6Ym0+fRceUWzFBkirGl8oj2BezT+FOcX7TRBhsbJGP76Lxetvy8om0i+VPXxAtvgWZizEF0hwwb27wfST6EBsg+b54Y0eCofSv2CHlVx68Ty0vacPMulx2b9oKeca4XEkO+jabP55GXVlVn9mSr0suiS0oPIC2zDYgNPnt9gXcLhnjForrNWAOuzWG8cqJxuutvaO4duO2xm3ZdYYn8tkUgl9jgFJJz/qSx5jB0/74xvYWP5Uun9ZYg32oWzcOS459+dpwb1frol4sn9Rcs78jivt5OMH8Sh9g/MmGU9+Z7SzGyy++F3/6xy/Gxlo/FucvSY85zVXCkzjqCapDO6k9cjNauqU9EhhbGfu5KXKoee3DeOrps/Fzf//LceFyP/hYPYeOPMFHexxwWJ4rcrWNxr5p0TkYqlxzkzwkA5p4vTEY8Ot8XfGmvUpPTE6o73HSDoz1yudATfnYruxfMWWMF24v6hxMDWXPDdlFY4c2+jzZBXn0pt9Rj0OPahNsXOMaYBrgkGb9MeTmiHyJp7PktbkeVTK/rcTN7dSYmPmkqQc5dISWD4pUS3LCRHrl8FBjCk9o9bvqB3zDaaR1D/bklxR5XZ1vvsVenDo5r32Z+rlw8pe4GEPQQTThhymgZduUDBW4pp9TRmiDbQCAZyiaVZ+1BbzYa+7s7MFRyAr65z0Z/d702zz+prSqKcjOaZMC8rAfYJk8ryADQH3S+Suv8iFubvLReg5JVansobh0VR2RU9Nm26ui2lw86bMyvoYFeWknf8Z/S3LsanTjN/rWtK5bEbn3dw7j1Q/uxffefj++9dr1+Nar1+Obr16Lv3rp7fiTv34h/uy5V+M/vfp2fPP1d+J7196Lb79xLV784E68uboZryu8taa1ncaDD/YOY1U+c09ts6G+tqV41JNP9hfEW7J3ugraw4t//gok42OuL9Cb69K7bQfgeJq2J4DXxiXm2j5tIE2wrV0GPoFrfJbAda698Qe1Ce3EYTvf76PhoFDmVj0uknc6ehYwvjG/0M/bMkAX/vvNGo80Me0HzPzqP/rvfh1iFv64cqTbgoNngUv4lEY4idHUrY1ZLSJL0clTBoXDgssn3twFw1k5EDE/Bhxe66qJs+rgbDWJgl0TIE7I00C9bt2hsoLZUWVAJhA/bsyA7zuPOCojBItYfqqPAcM6IzsyVOdkYJP8M5w8cgdwN1ZX78XK3dXY3NyKu3dX4s6tW7GxvqG8lVi7t5bxrVu34/btO7G+uhYbG5taeA3EmwaHrphItl63k7/DMCfbzHFKrl5U9tOyf3ZGtO7lIQMNz+Ign9xBLv3lEz+qyz+AfOTnNBEabPqyjRQD7YEr20/2S0dSqk5HRUPXOVkpj+taYNgvGGgLb4pFODYSZqlSAwN0s50ExMiZIjJw6S/xqGC5FOOw+MC4TvKCRnUct33mqZ34IBfAE3B0i7xbojbKjin7MqClD1BPzKlPsH2IgbxOBRr+5Es+5EpbMew3updNkIcJiEm4Dgazz6gES1CPP+yC0uhFHvUTj2uVkZdPbTXpki9NkfzSEoqRicVn6iHdeZQznxpSMe/SckcSv0Aub47y47syU9kAH67+kDrrH+gc8uS1IKdV4dN23FXkfeAtbRBOnz0XZ8+fj0985tNx/8MPxaEm4QELJlWj/4iseDAQ1uQLPQaUvIMmeen3DDhAtpvyyAfAd5p62JoAOD/tpGA6xiOGHnjQcR7XxiHfONQnbVzXS5kEXJOGF0AafsTmRaAu+TxVkD4taJcD0LI8BINpwRcgDT/LAl3LARBzDV7ZtORhMuaaMv1rYiWOiEs3ABmGGmu+//3vx5bGJ65Tv+y72Ap7VCwqTUxfly7q1+lLHBANd2J26iDuv3w6Lp5b1hgxVLuzCKUNRU+00s90bX0tH/KiG8FtYCDPsrsfAZmnSZy7v7ICGaKtcYZhQn+M1/noviZuDmYOoyfVe3lnaG80HSv39uKDO+vxhhYTL2sx8d3n3og/+/PvxHeeezOef+HteP2Nm/HKa+/G62/eVPmNePW19+LV19+P555/K77//Nvx7PffiO89+1q8c+1W3PxwLe6u7Iguc4faY2ZOC6FltTwbUDYikk9jNneLRxo7GWmGw1ltTFbi7j0tLvmWUdM30APdsBG6Zjo1m+Q7th1IY7PKKjw+mslj2zUmyOb6m1L7XDrfi4cfOSdZoMn4pbZpaND29t3jvJCNMvtbtlH6koLSLnPbcT2RsdrXh0wlK+uCWojwOtLX//S5WL8nGaZP5gEz43U++aNyyOCTpo028OR7C3yY+sSpo/jiFz+uTbRKeJIItqkzjs/HZDVWKY8nG9BZ0qQsKddRNwZ70/HXf/2a+PXUbvwKkMYoYcEP/coH0Um2kL346L+8Szj49SD686P4oR99JhZPaNzXJMGGr6t1AjyoyK/zfPsbb2jj94H0PaEsvkkiGyggg/ssPTJD2pQWQw6wkHU3PvXZB+Phx87Ih/iuT23dcK20i/jmaztsysiTjMyfeaigwIFhfldBi3PmY9NmM0na+NCEXs3dpGlH+iE05RvSn9dpOODLhacKk6Zkzg/5sm5Sn+z2lmQrbXZf/iD+9E+e04bqbPRml7NdLRMtdKiN4Wh/Iz72sYvxt77yWW2oKKtfcn3huRuxs4n/aRxt2gJ/rU0jehZ/tFGRrvFB4fCrUdOD+MKXPh4nTqivjXbVdthVNKQTczJrxXpygvEcO7F2gR5iSQ+ljw7m43nJ8P4HfOR7UXxqrQPfHCOlNzrgy8S5PpCPYU9eS+EpteFgLT7x9H3xtEKnM0xZ3NbYH+BXXLlL63E+F/XK52nx/CWiw07MTi/KJkcae26ElofSp6uK4iMS9Y0g7KQLbKMr1gHQSBz8TL7a1xpxVoX7kulTP/BIXL60KFvx6gwHeGUXDEl91ia8Fskrtc89dz02d49iV+n8yKvkSzxs3+BnnPxVRkweTiP/2h9sxcceuRBPPHpZ/LbkI/iJ/Bc7QI9uRH35LmbtdOdifXM/X0+8taK2U5/MAzSRxdJs3pMpQXWwERoiA3L5bjdpOYz8U2OrMnLuauYiyhGPOqz37969HY89eiVOLM1JBs1d2tRzM1YMhERfI4VVZF/ZK+fQmfm4dm1VPv6+1vkaA7uyJ5aWGVkDpinY0kr0TmcQFy/34+lPXI1un80xBwnDPJDJVxRlEw6153on4oP3tuM7f31DtDditn8mhodd9TfJgV3FN8cydFSgnXnCDZvS1nUAWe04q8YeDNfiwoVe/N2f+UJcujAnnuuypdqEAx8JmE/FICCk1R7pyfiMyvLNAfnEUG2YT6ijkBD5lljOB/InRkHq+wnkXC8KS1JBKEP20Wwa6al5GX/McUV/tfYM7W36wVnVG2rzd6+vxkjzI6+fabQRCfhW+0IXskDu15RDRn6cF4rlILGzuxMnFufi7NlTMd9Xe8nJcozLp5Ikc86Lklvm4imQ/Fhy095pV/kb4wK62db8BH+thZCmk7+89+F7t2N7a0/y15N5MoNos/ZTPxttxeNPXImrVy+oLegnzRyqNqSdSg/kF2nZvg7C1W45hlaap0IpI5QdCtd9DyCd8y2yU55p9XXJtLd7EC+/fj3ev7MWM33555HmW8ZQ8fVr0fQt7Of9dNLFpsiWAZM2/atJp9ACbJl2wwf1Bz7l+80agvGeebBuQMiGmofuO38qHrzvYvTzjQdsBZ7kFslcJ+A6ojXT7cYIWqJ5KLnVGjHiYFYI64ODuCfd3r29Fs+99la89Oa1eOX6+/HiO+/EWzdvxbVbd2J1bxg3Vzfj1vqW8PdjW+ruyKc2tEhc2dqNDze24vb2Ttza2om7mm9ubW6qziDe1578vbV7cePO3bi5thar7OGFsyO+A8mYr6flRIH/y16sUbSW4QCGm281P3BYWjbQf+mr/GGP9FHhsQ+l+Pi+z3bmmvYA2usfcAjYHFzPGwX0qfKPAvy97HmkNljZ3YsPt7djU5m7CvwwhNjIwsWXtToxPjTK+YCxDF+VbtrTJdsG14E1OyHlF8eZX/vVX/71gQYYMtuIduok5slOgTS4ANd0Om8OqAPYGFaMsoLC8VM36WQCCw1UR66FJAZByrwDglHVCHTqGrAZABgUebqC1zRoFAZm6aE/3hmkvA56Chc+LCZyw6V6fMWfnzMdMAskQ+Qrw3HwtKcGWJWD3b2zEu+++27cvn03tre3YlPOx+HNmhxuWw20K6fjJ8HRqXhi9Ho8kA8S+htD9a2bGjToSH3p2dMAnb9MxYCTgzai8F57V/x5hPUgP0qIPenAQDqYdMFWmd+yO7aGP4Hr7PAC6gBum3ba164HDddDD9OCRqYbR/SCE3wmtxqAiwah6pdOpkkbGoyTE6MIcg0eaZWOrw20K7KSRR0GcXwDnArINDkBrYVrgWm19WVgh1fxK1Dzj+kB1CufqODBUsm0B92I2IF8fNb4DuYBDoI6j5gKNbk2E0krTptpMODaspOuDwuWrEVDk5k7dnPd5guezDeGHPyY5BXTn3JjKH8k/+SZM3H1oYfiwccejYVTJ2N3oEWQ+I37n/jkrxKKTba5/tw20IOX/cc8U+YmAOAZ34Bt2nmm4TznE5uOoc2bNEA/9zV2qMmtNs7ZDoI2HZe1eYFnOUzf7QL42rF5EzsPcN84TovY/kqa0JbNNCwXcPya8ZLxiIMe8vlZeJ5W5OAaOVImHFtgbU0bXmxiEoSC9IxDfGti+mgUl84vx4NXzmucrF93ggcTz6z8gUVJbgxEx4Bs0EQny+4YOdp2sw6Jw6SHPiKFuCxmkYeFNr82JRRN3l35OB++7MbK5l7cXdmMN99+L/7TN5+Lb3zruXjh5Rvx2hs344M7W7GxpQrT81rAn4rZ3snozp3UZoVva2ljq4V7f/50zC2cUbnKFKZmWXD1Y21rPz5U/Xeu341XRO+FF96KV1+9ESt3d2J751Cb3jMypTZh9AHNEbM9niBS3cOFeP31W7G2oflrdiH7EXpJ0dQXKN9Qu6Ofxu422EYGrpvmzXTVrMB3T2QtJYZx+eJCPPjQaa13OXgQT9nevlc0yueKd8mQ9JpreIJT+NVP0ofUvz3WHcf14TD5VSa+WhxyoDAz3Y/V1YP4q//4kjbBPFnCK2jlfjnGZTwZgwHSLDoPNQ/3+0fx0GNn4wc+/YjmQPUD+SA6F1+tG4bVN3Lsz81NHbazMeBu9Yw237c+3Ijnv/+21lzzcic2hMLDXNIFIE77qx2ltcY1cg+1MQBvOy5cWogvffmZmJ/HfjxNVXNErju0vojD+fjut98Qnz0t3JdFT+sVUZAVx/ZDXturbFVtgQgcti6fmonPffHRuHARf94TTcYZWlU44odN2LiwYWQNAw31zKSB/aVFxixWmY+5pv3Iq5salKuuylUl6ZHP+A0gY64nJA/2KLrwpI7WRZRRyOaksyAbLca1t9bid37rz2N3m6e61I807tRGFJ8W7xlugGxFf2Ev/quf/7I20fMx1MZqOGJs6sez33tLaxnJzCP+bGTEAznoEBkLkKFTDZJykZQ0Sfezn3s0TpzAFiO1udas8E/dyj62t9uZ8Yp2ZoE/v6B5bGcqvv2t1+KDm7vZbjyBWK+c1Rifr1ILbAsMBynKiHd3NhTvxOc++1hcvrwo+oyd1R7YufjShgR8nc2r1q5aF5b9a37WheouxvraML7//HWNK3Ct8bCeluKvbJEbPdFNvchTGjZs8lk3Ho52NSZFfPnLT0evR9+QrRNTUgiRkRX/x5Bz/3/C/rPNsiTJ78QsxFWhVYqI1FpnZVZlV1e1nB5Mz3DBJbFYgnywBGaw+036I5AvuQ+XfJZv+GLBBbCYWWA4Mz3d09WlVVZVZlVqrULrq0Lw/zM7FnEr0XjokZ7ux4W5mbm5ublfP36qg/b8+YJ9881Ta21WxNWy+pAFpWsTd7QT8hTtw9+MSzzlWdq17OrlEza1d9C4y4XFOjix4YoM80d7bDyiv3nl9OmzRbv+9QNrq90ujVMfM/xKD2w2aDxUj/DKiuZpviIFHMY2dLAhSml45LyAN/Beaf5MGTXLR2547aW5vmKVUrcdPrRP7bPg41Jv8ZXxwlIQhH18SWYU7aXdrbLduvXSnj5ZUVmNS+Ujm6wfOvnPpiWnd65cOWJHjo4pX3OjeMDmldvlaoMfMmqVUVtd7rLf/P3XmhvmBH9QACq2jezDc/GW02zxIyfthMy7HtYawH8E12KVzWy/i0eyNzJq9k//2R+p3UHNyZLHHvQTr0LFmoy1Q9oP6di0Q+wY+9CCHNIm7afOQMfQD3he0VMpH6Ns/MeGK+NWZTlVIQ6KEIfNAjp0DCdLGdMhO3zYgfGFvN2/+9Jfz+3qquq/0JXM77Tv7dLxHQ5YbHK4Xapn+Eq/c10Hi/I94yPeDq8Wpg0vLJ2W4CPlkXvwD57SyW6/CnbQHGtK4vz4B76PHj23+3eeqMUeP7lULmMXb1hrfUlAxOfNpr3zw8u2Z2JEsFRM7TI+gcGJIsYIvA/ZClkNvUQaeDESQ1cRD/p319c4YOzqsajj90GK7+A1t7Bqt+499VeqtjW22oLBXX/wijqBg56L9UGmgRP9TDzajnkp28URTxrAXYW8XMKgKKXJAxY2YKln28aGq3bs8H6rarx10a8au2rBx5bUmViv/pCdxAkdXitrtrtsbqluT6fn7fMbd+z6rQf26NW8fXXrvj16OSMNpnletDXRNFz2Lr3V1FxNOq+bbWuscv/QhvT/hmR5g/6TPeaeE3GVsqfX1Ta+JVzrW10Ku60u3sxrrb7YqCus2/Tqii3U1wRb5UTcpvThpujbwHdLpqtlaQvRQIfDAMGACcgf/OKHddcMpKstMhkTOOehHLzDJa8J8fnDb/KX+tTB75QVLOQAx/j1/lF5x0n0T6+t2bzsNM69bYl+5IQxAQwV32kbGdz9sETMuzEOIr9A3p/JY63kbUlGpPIDaRIIEZAdpOV2AcYOIkQhXDhCB6Q6OOL4XCB0wsGgzvKcOKAME4i4rzQpOJ8w2HBSp2yICRsoXeDE4CiXaoIH8hxZjl+m2JjBr66uxQaN8rmLqNmEBgQZY6biX3+gLYyf5aVVe/r8pd2/98Du3b5v9xQ+fPTEHj96ZvfuPrSHDyJO+OrVrCbyZcFDEQed8WUT6OFECTwAz1C6nMgBDz5RSD5He2FVTDLwVh2h55j0UBhM9Lw21KsJns0tJjHhrsmV+2iGBvutv49LsovXNuj4goeE8HdDAkIcj0ue4+mDLMczYabh6Fcc6elxnbD9s8bgDt6iU5AEI2AlHIQXz1cDlKk8pRWwKJeyAP/SMKUc6Uz2fqE1eAGr8GrtP/GBE782B72JZ3rgfZ9uVZMjThouy2ac8vAhZRwpTIOEjUS/R6AYyMDJctkWPl3yOHGDXny27eNEUf+FT1RSFcOF7M46tMfxXzwbP7RJWkyAlA8fTQfdePoLBxzGaj7vtg9nY4fcEZET9R6qI2T4SLnTdq1mk4cP2/jkpGkoSiGFLAiQhimKIzZjoZd0tV7wMnhC+w6yaDf5nfjgMo8Qmjv5SBobrNQjDrzMJ6R8yi752WZnPPmIS/jUAWbWz2fqEScdn/hShzzScKR34oJLWgkzL+N46uMSJo62Enbu2MObxDHzqYOHDsrgeM4FJ550+jovrgVX5IaLtImT5jgUeOASJ0LaSc+zQHp/IhnoOnRybLSLxoIP4Md49185C5f18eSDGy7wDfjgysSYuOOCXvopcOJkA54L+XpkrG5tabLmboeemjU3Svbo+ZJ99vV9e+/Dr+3//a//o/31bz61Ow9ntWwZtC42hAb3WHlgQobEgCbNfjcsZMLLSJDBIQOd5y0tWJt6rsvQwq/LN9SGVQashzuL+vdbpX/Keqt7Je8TtrRSsg8/vWv/7i8/sP/n/+uv7H/+d+/bx588lrEzIl0/YK2tfi26SjIo+m15ZUV6cPdLd528Tl7gkieZT17yz1MK/mjoeX9glIWxQC511S8SiRcv5sRTZFoF1U/wM+Hg4DkeWSCkHUIc7We7KePE1TsOJ/EjL/PTJXzqgyonvdS6Mko2N7ei8vwgw1d72q7b+cVcLTlMXNbHOU5ayfARgFKl2yYnJyTDzAeaQ9Uu8BknnMSIu4KoL5oEGyPKaYYWwedk1+PHz9UvIfvoPDe21Y572CqA2BagwnzLCVVfQCIdlZadOnPABvrZBOQrUFyAnbD4cuKgra21/VJuvqiCfcH8KM5CipfDQVPyr5PPYMHCYmRkwPbuGRVsNvck//LiuipqrCv0O2qEO/Ol/0hA/6NfRWssbmRk8iU01YI/+PjhDduJPgdf8cZfgcp+ZGOffqT/5TF0aavoO0IXDdfj9CXjE3usx1aWtuy3v/nSZqd5vWDU/BJQoAgG9DBLbG7VrdGctx//9JIWsSN6Xld7wkl/2b4adbje54UcEs/Q8XeaIh/Y8SoDOjLwZWwBj9DL8CecEQzu0fMfUJTvUEkua3GqcT8/t25Pn8z5qSjmO35Z5TP7OAzvbB8XuBU4eDqnIqUNezf9i1ZMLXECXm25/MQGD2Mzfl0mTzRjM2vx7Itp9WnoUsmp+n2tzmvplIt0bxKnfMrQNqF7JWOXBH6he9ncr1S67Pjx/TbAV9JkzbOJv92FnaV+VpvYjH4ayuFL361vyWZmzhCfsds66E7acbTni12l0b7brIwz8aHVWLGxEe784hQVJaMssZ3+iFSXPfptSXY39COj/mnuQg79x16lU5/7TbYl0wcP7LHhgaovOLlAGHrhv7AVfGiDZ6AWrYBfONYo0CpZ7irb/YfP1C73PWmc8rUjdBB4Oj+oSz3HWnNd3dbrLZudlf7WInZTvAJvZKyTP9yLxAYd+unAob2SA2hQHp2HDcw6RGO5t7fPTyM9eDBvjx7Oa40i+roGJdvSKyrDxiTmmMuFUGAxRl94KB/8EAfVz3RhTzdfM1u0H7572ianeJ16UWzTXMpooaBivJ4LOfQT4U5vKg6PsB/9lWXwlecEIqfPeV0F7vLaqjeqNLgSr8zBHbke6qiUy3HoNGCyAYt80SZ4w69si01cfsCCNZVyzdOJgxmbOOGZ+9WfWpCnBx4Nh/xLnpVPnB9nPvzwur3/wddWb5TEU3Do84vzuXCcjUdOBwm5sFlFy5Zg+eYvMOGJaINf/ul2f2YMbEknlDSWuv0VwtHRivjNa7ErGlebNjFesYHatl04f9hGh2pWhgfFfOh8UL8nP2LNGrYOvPAy4k3KD7obXsV8GmMr7dR0wKIs+f4smPAJ/fJqek5yyia59D8HIVTfT655STnV5fU7b6+AT1u5bko8SKcdHPFMpyzp2Y+ZF6HmGMktzyErGg8lyafWr+Ko1xErxHPRr3mjhe2ocbCpOXJuvW33Xy7aZzcf2Adf3rL3v7ptv/viO7vzfNGWNirysvdku/X077GGxmp9m/qSHclPC3mTDt/WmgPJbMlek1YVLpoDNNa3usu2of7n9dIN1WlvyeZTfLOrorar1pbd15BctMp9Vq/ouX/AGn39tiC+zYqG57JJb8zM2PUXL+yrZ8/tm+cv7M7crD1bXbNZ9hM0123IFt2U35AOwcZIxwYpjoN/koCiy+AbMiCeSuySf+ngMWl52Cb7Ie168rOvXO6LOHJC6HpY8PgoFCeg4uQYxkzgIA2lqBtJXt7lSfCpA2xC7PCEDdq4bJt+pA3wGxoasp7/9s//xa8SQGYSp0ICTQC8e5hx0lmMYITxnP4PC1cnk2LiQDPmEUAUKwwNI7hH7cQXUXjvkrylpWXfCOLeF4jjlS/yCBuNlq2s8LUGdegsJ33W/XQPr4IxMHj1a35+3qanp/3kz8OHD2VAthwmmxrAyFND4JD40D44swAj3ZlZcJM4sCNP8aI8+b5ZpPL0GLxwY0FwvEPEM37x988pSrlqCPgEw2miXpS2hgCvpfGLKjxjgqeNpSUMUuUCw9vG8EKJx0I4eY9LPvPswlGkpyDu9KcEEniOqaoQpyb18dSjLep5e3omxNFEltmBL1yJ8hS/KmrwMoHIUSbxopGdDST9seOdPPK0AiaTJO0jjzjySQuawhhiUKE8SSOficnr6hnHKbHM8/peJ/JwSS/tpAM1eEQaecDjyxfgkeVIp7aHwgG3gwPGdZFHnc7+8bj+OFFGnDqElMUzKBlTjDPq4t1Y0F+WCZoxdhKPDqdHcEyPo414Vn9KucXRfhUFb8mqG5vILNWFV9/QoJ25dMlOX7hgfaMjtqIxxyc3AYdu9HGhMYxhQeuB066cIZPQkfjyTEHHueBDlsfD68QRXiTeGabMUYaynTxN+skjTh3Sk6fUzfKZB39xOQ4yj+esxzMhdXHEyWMs0hYO2KQnHuQnPdQDRuKVeJCfnrzOkHrwjTaIZzr1qE8e6aQJpLfnOHfIPyGOxcSNGzdc5yVe+QUbfLqMx6lMZD82oqWKZFQrf7NlU3tH7dDUmLqQ+wvoe/gt3eE0qU8kV6/TBu2vu05ekp+8RhUil4EL+GPgSR445dFTU7xs9Y1em9EC77Prt+0v//q3duPWI5ueb8guHJBBIuOz3C+51gSuev7rmowH7gLhyxduWIgfsdkpfS58+ZGTT2H7F9FUhgWvX6jJQlmer1+wcO+SccMvv118oavEL4vDWlT22ex80766cdc+/eKGylet2j+hMkOaf9bs8dOX0Q/iKSF9hIt+S3khIeK47Ifd0AP1i/QVDyrniz+K6z9eaeBHBVOf1Mpbdvb8QasNoO+0IJIR5zqVOgXPMwQf5N/7SGihE/yT5nQXfFB+yD79GniDE/JHHrIZchdjyemUIx4LM8Ho6rdvrj+2B3fnVY/Posso4zVF8RPYSXOG4aBHtkS7YUPDPXb12jGbPNCvZ/99jDWL66s4acvY0FzUaooudJLGi/DjRySTLCwtbdkn79+yhQXwr4g25E081x/8dLyRB9Ei8RV+PIN/XeXm7dyFPfbjn5y1waFezdWroldgRBdzFBsvPd39Nv2yYe///lvFx4Q6+oRfpdkAiY6jz7Mv0zFm4Jf3QWnbRsfL9ua103qOL2RCGsPGTyKwySM8Y6GvdDpI+Wws8Ks+9Pjcrzj9xgYFBRlHEmzHkw0MTiNjm8B3xqr/AKd05kxgEE+9Ar54FuH0d1n94fPChnRSs2Lvv3fT3v/dt1atjItnfSpH09gQLF4laxXNmbZsE/sq9ss/e9sm9vL1nYZo4ctP/AhYsetf3rOlRcmneIi1QXvwld7BgafLoOoQOgt9wcpnvRfshz88ZyOj6HP4s+H0s4HkC3SRjt5Dd6kz9R86WXoYwNIl5d4h+/bGc/vu25eqOyBeMtbVQEG3NxVo7DpgaiGLzLDxs7m5Kjldt1/80RUtjpqy2QSdxSYF5eEZi2ahIblETsVP8dKRoj+RQ9HV3kAOhuzrrx/Zg4fLwqeifuDVIfJVR/0dfRH2D2iF5g0J6xGiJUV62STYmLc//ZNrNqJx093Fp8mxSWMu8y/wICvev+xqVe3mDU7Eq4wWYn6fGu0IVsgD8iZeCMfYhALtsENxjLtSl/T+9rr94OppGxoAN9EHv4UrdAefkIWwbbDxZW7bnbsv7OUr0aqFW7cPKjgW84WQdJuYL7/99Cdv2fFj+219dckWl1Yla5JDFYHHzhN61HnkIHb5ojwR5XH0X1k4c/JrcLBqk5P7lN8SvS2NL+xZTt4UOAi46xYtADGzP/3kns1Ld/AZbWkG/5EO8QI+urhWZbysCu62/fCds0KAzQTpR5oX3bwS5FdZiM4NjZvPP70rurWOEe/RTyzm+FGU+QapC7jIAzQib/BU/A+WS27ZCJR9srVol68csp/xGmy/MkQLfFOvSXakfyRnbHSHLkL3gyc6SyUkD/CNH1+4Ryb0N+0FH9mI8rGHQqQThUywV2PR+2hTOopFJbYNHFd5+os6xTgNmIW8KiF+OO+158/n7NZ3T4Qr92cyNysKcJVBT+HAEWwcJ7WP5xQaeHFChwxoYw6s1Sr28AGv7j21gYFRYSd9ID3nfNc4By6yzlj2H1IcKDxgHCJFoQvJJys3vBgno6OjdvbsSTsnf/HiKbtw8YSdPDFll984axcuHLepyXEbHpbNwfoMOdT/fqpXcJmb9OTt0Z+vO3jteQr9WXUi3LUR0rkOROjcoWOhvWKN5qY9eT5jMwuSJzZDBK3p9AkTZNTHBXom+peMwCVCeJq2AG4Xh8CNEJ96h3nV+ScXofB3nqETejXWlSS+nj9z0kYHB7yvKOWHCbokZxoDi2stu/dk2r69+9i+vvXAHr9atMfTi7ausbqFzlO/bVGeVwS938KzbNgSLthwYojbb+gl57r6k3ak3ZQuOZRH5ktljTlkXpkuUth4mku3RQv12bxiLef5mjO3lM6pvrbaQIu3lN8Q7Q21vSKltS5Y88urepZ90j+o8t1W1zjw/QnFgUNfeZ8KhsuumsXR3/4//FcUVke/MDZjjGQ/J/9dDgWT/HzOtXL2G2PFfygSJ9rC/cXaus23NsXPbWsyVtBr3tfiDo3SZ4JDjPHr8aJtcE7Zg6Ok47AJcDxX+Wozr5v5gl7IUtErFy6fdxBWGYB2Clo60ihDmLBoJBrWIPI6gRyLEmjHuNmZnJTH5szi4rLNz/Ma17qtr7EJ1PQNIO7X4G4f7gDyO360eG3KUPRTRMWv0yVNKJwsWlfdpuqtKY+LhFfXVnyDaX19zZm+IQFweoQbx23LKGzh0m5h6EVnMkmmoYxxjFHGCSdfxEnwmIB9Eo4+9BA6CKHJ6cYrjoIFP6/DQEIB0mES80pJSk4sL+k/DArKUo4JBxh+GbLogD/5CXmUASFtEaajfD5nPPgf5cAv+5HhTDzgRDlEaSeuPBwTC4OTtGxXVelJ70dixDFogYujDHGV9mccbXfiku14HWB2uJARsMEXfww2xzlgFJA8Hdly/JRI3HGUy00ljxe0Uq4z30PlOb606T7SIy2U9AbGXocLfIRBFPVy4QN3p0GeNMKQf03hmtBzwUBalsOgYnAS4snLOkzeWbZArYOz0TY05QSRnvTMd7oEN3ngG3nQoGd+7aGfuYvo/KVLduaiDJHxMaurz/jlgDECbCZdOE9cENx4zDZoj8UHuNNGenBWzPsfGjKNZ8oGbsGPxDnLEU942Q4hY7CzDPUynul44jg2loknjE7epFw6nkU9njvL4jrhZx51sl46nnGdMLIcjrSMJ0xchsBPmKQR8pz8S1joSp5ZDBKiA0mHX0zujx9jSD2IPsYJTsLMtnadnp0EQrWn/B6sgc2mDfX12omjU6ojHYYuUCnkl5D/mYhehwse+Qxu5OMy3Gnff1mPaM4FvJogijB9bWm9bbfuPbGPPr1pv33vY3sgYwPDo7vMpdIVMavim0Bs+GAA+GlPdRc95gtYGQ/IHkYFzv9XOvluUCn0CVe8xeDg2RdMHpfMugGCvJMmuZMKAC+OTLNQ5qto9x68tMdP5jQPbdnK6oYtrayL/9FO9h0uQ6dd+EgKFN9Nw+/yxwNHmHTq+kJYIfNSr9KkEsQv7srZsKMnxm0vry25Iay5F7iCkbLdKe+78egbyuCyn1ymomEv10kDskV9N96VnjBJpz02oHil5/NPH9njhyuCNaB01fFSGjfA7XDUx7PIcQ53bcoo2bC33j5lY+O8QrkCWKWLfv1R308giEZ+wWxzMkZy0yM5KJdGNO932+3vpu3Lz+/byjK01JilVMdb87ZYyCTe9D2fMt7aalhPacUOHK7Zj35yzo4cHxFfYoOD9vyuLpWlHZlN9ujhgn2mNtgw2eKnHhHov7KrneRL+l0HT6EFfm3a8eNTdurUQfGy2FQQWSV/Xa7snrHhX5lUGPYSfJLhLfzZDFGDDp++BjeAEwKf/gIGP/zE5hD9xvwc/E85Q68zr/ncII9tgg6nLU6E9bCo3Rq0J49X7X/9y/dtq90vA3lEcJAH+Bp9xl09K2svbXxPyf7r/8Of2NSBIWu1l4wLlaGbhXbXdsU++OBra65zAlULA3oTPEBYbXfKWZw08ZEr+rDrxIOelr351gkt5KCl7jzz11xcHuFFwMDt6GzVbcjW4zVEsz77/JO70ouLamBQeeo3lWcepB68jNrhvP/4E3o4Xl1rNhbt5Mk99uabx6V312S3iXbnAVTKVlLcY05W0LdjY6gf0MsUZlw8f1G3jz68Y3NzG1rc9HtZ8EFGAnuBob5H/NHnW/qyzGaNNWUXPrM3Lh+QP6L0ptpgLAsfiQObZ26H+PiQ/Gj8tTd67dNPb9nCouzXrqr0l/pdDcQPOSFHNOW4i4ed+PM/X3Taaq/b5ESfvXXllNpQm6JZUKIPVD5kggqyKbS4AoeVtU378MObGq9V0Vj1hRnyEydHkGGRyH0+XW1790dXbd8+6Q2Nu5lXS9b015YoEGxwVkQDxFClO7zOZGgm2mysS4Y37NixKestowv5sUVzKEQLvjS84+2/wms+eflizW5wzxgfQBC/YKS37vk4kGiJjhWb2FOxt66dEs+a4oNgq32Gl0iWvNfU/qDdvztjH7z/rdL71Df8oEE+CDOeHVUPwR1CPPRmPMdlrkcy1tpcsoGhtv3pf/EDyX+X1j0rWivwKj0nNxjXkilO0TAmBdWv3FAbvd2cxoYfCjfoU8Y4Ui2ZUBpxTaAe8urWBs/S1+Af/ScdIT2C3ccraP7Dieq6/mfsCTj3PYU9AI8K/OV8k0rrpEZz2+5890T016QT2OxC19A/wYMYu7s2nMugQj89iUzKx7oj8sGxrzqgeWZDemnGHj16YdPTizbPXYCioX9g1GqVQadZnHA8gM+Glc9BCv0tEK3l4B1tuF4U6djf/X1V43L6vlqv1WoKZf9wQqtc6bHBoaqvz3DCSLxB8hUv5A/e8wcb/Fke53pNUZ87EdKd/Kjn87vC5APhroevwlu0MUfcefjMZue1Lt7SeAYWtg/tAEuPJKlwgRt0kyC5U2eih7OdaD/wi7RdHDItfoinHyKNviINB6/UVRLbDTtz6rj1lSuum9BYjdamTc8t2Zdf37Yvb96xW/ef2vxKw1rbktFKn/uGZHZLcw3zgDpZYwqdJJtNENrobwwcPaOfFXH8CBmPvvnHU44j8UCoSSY5nacxrXr+A6b0LRvG3s969h4SPNb9figC3nn7knXl87GzDeW31Ravn63J4GOzaEW29Yv5eYVN2xK8LumQ7ZLgC563A1bwCE8b+h+3068uv8Hb9Dzjk78uI14za2e/7JZnfiZOf/MDJ19vm200bbG9KXwFQ/bXhvLVoPcTPAq4BSyYJAcMdxKYGG+SS9FB2cQZz4GWyclJ6/mLv/iXvyKBwhRASHOSBRhGZFZMhLMM6Rt0hOqmsUla4BBlueyZX7C4IBqlgTIhja+U4BcXlmx5hVNA8/bg/iN79XLaXrx4aS+ev/CTP9z/w0mh3Cxi84iTP2wk1dcleIpzDI9XwigTTI4NJ54hFOFFsMDVXx0TDiz84SJGEZ83ZkihLNhgoh1OItEpDktKhbIsTqM9CSOXbCLYxcYPrxjgPE+rhI2m0tQWMNnoQZD4PKgq+cTK8OAzi4h7tbTtRxg5ytqss8jIo5DFiSXhvaYJL/sg3p0XxkGCO/KoBP9x2Vc4X/J4dvDGFQKpRT/vKGblE2Y7uE1/1Q0jAmNCeAm8IHjdLBvlvbjHU148UT6MMbVBPoAKDx5xH0oRl6cnmIAkYV4MPF245f2XEm9LMMVRj6stFAE4UT/e36U4CjJ4gUKjDjj5pKM0v0Q18ZQj3/miR2hL+r0eBrb6lOOzwKQtmA9fYuEsPCBXnnZ55n1d/+W7wAEe7/pIQy4ZzLwqlOksfrwK8OlnhaT7QBa84DX9HHwFH/KU6HxLh0yjCEnHh4LYpYmLPMkScPFsU+vtig2OjdmJc2ftyOnTvvveZLUrRcyChckZ4wP+hJGFEYPBnvhggPCrFoum4B/PtOsbUgWvnZ8KoTfL8Zz5nWGWIY7jOWFk3c588nCkU5bxSh6esZ/p1KEscTx4UoY06qS8pG4jno4yWZ504gkzYZCeIT5xJT9h4HmmPVyWJS3Lp8s80osUf4b/OIH6Pl3qn1evXsrgvekLd45D77TZARfn+IOXkhlTIb+STfVbXEC4JSPgoHSVcFPccQQX4KmgPxd0pUsacBmGkcZz/ELYzckTteQGDvpYMqZZzuoyKjesbM+1QPjdh1/YVzfu2L1HL2VXjPhFotbbr3IcIaaOxojaj9cm0FXihXACotNLe8r3Z3khq3xHOvAnX6EvFIv8TPdnOKF/jiPjTPkYMpy449cujra3ZazxpbMHj57b9OyiaCurbsgG8DwEUhF3UOg4wo58CCAGb8lL3bXDW8oSFT+Zb/wXYenjre0VO3hw0A4fGle+eE1laVHkgcUS49NbxCASg3zq8Jai/QxTHh0n/XEKk0WpJGo3vfC7uGMzcNJNc7x0A690L8w37X/5t7/TIoYNhbGYZ1XW26FthxU0sbUBMLFTao5wyw4dGdbi64TkTgtQLZA2tzi9xIJD40R6kKqAZGHE193wmj2t3Sjbg7tL9pf/7nc2O9eUkT+mdSD6Qo2imEUT8VC9jFXGDLzk0ugl2z/Vaz//2SU7e3ZK9NSVzrhkgyNk2TfARWNLC+2//o+f2POn674xta3+pz+ifPAHl2Ho7dh4Ic5rDhuyJy5fPGf7Jyf8GaHtsapo1uJyi5NeLMiqkhI2pdioIa9fcRnYW9DMHUFaeKpMl8psbqKHVXarprlk0MoaI71alDGumUeZB5jCmb+QB/D1kxRF1+SmE6xymSGi1nsEa26mbX//95/Ys2erqj+mPPW55AJa2TyTVSBYm7Zen7Yf/+SiXX3zmLJkozUb6iv6zwVO8Zp9+cVdW1pEzvnapcarPPOnI+FjIvSX6yDwEt+iDeygNcE+aiMc3tqO+2XAAYHw8dnNAlLzFfJB/2LXQb8aqkpvNCUfH75/y2ZET09pWOTKoNacxvyEjNMgcu7tQ5ugw4aY05EDwpadPDlhZ8/tlWzxgyMLL/Ut+FKLfvQxF/MDDO7qFXzZiu2mbEJS1Le2MWwff3TP7t1flFwNqRT6h01P1etlfFATnNQH4CUasDPLblOIL9stlV61fRMl+7Nf/tD6+kXBFl/IQ38LGlXRp05W4GYaIyvLm/b+RzfF9wHpsV61J56JXml1x9fnD/15HaXTFuMXq6yshx42BFvLdun8QembvTaghXRcji2ObzBe4aXqigZO8CFnnNJ89Wrdrn/zUDZFzTa59gGTQryCJmSPTW82PcbHa3bx0hE/KVPV3Pb8+awtLC0LoipI5lRFMxRP8AsY6H0nks7xNinqem6TU5PdtrSwYBN7Bmxyz7Do0Zy+Wfe6dCzPktCQFeH2+WcPtf5gzh8SX5ifkC3xBLmQLPhm5bbWABuLdvLMHjt+YkJIsGEZcwi6H73dK3lrN0v21ZeCN4Ptz9dhBcvHVvSJ/g+8HZmIps7wLLWNXtzcXBLdi/bzX1yx06f2K7VuG7zm5/Mx/YZ9QtsSUPUppyk4fcXl8LwO27XNa16SOfSJ9EtPj3SHdIpJf3Cij9NNPWzabvPV3CHROGClngH1d7/026DsAO7eQvdwAowvxeE5sRGnsuC3ujFkRfJLd+D8vjDvjLLduHnHL1xGv/H6uNiu9sRTNqbY5BJz4R8+bVbWQgU31J7oQ+cojzFGXXBpq4/rzU178PC5PXs6bY8fy+a5cc/u3H2scb7qfcpraJubbKDJdmVjRWtOdDlrNLFOeMMjxq6KaK3jX0eWTKPP2RDihChSrd6zTentOFUXNpbbNqoHfm4TCm/Gg8u90rJz/TSUHP2bVPkYEwxkGEf5nINdrgWbH6j4Q/D58WxxqaFxdNcW15vq2jgJiO3uNrqXUyDPNRn+KqzawAEPvnbCzrzOkDz9UzlwgxbVKfKxJ3DQwnrE1ySauwb6++zIoYPOl6b4Mz2zaJ9dv2H3n72yF7PL1pIcbrP2Z+0gueQOJcaBXy1IB8A7dIz6hPbBnx/CdvBnXHvLBa4q4xsgCqHHaVEe85rbOBkCSw65CS6KHsHk9Cl6hzL+Y4jy2eyhh3wlh2wIbrdvBPX6Sa22BmJDcBuShbnVFVvSGr2XU0vS830oK5raQBaAogd4yR96EOSkj+h5+ihsH+iIOGgy50ZB0sJHX6ge5cjxeVBe+LHG3VQdLuvmku5VJa+pfTa64In/OCoYjKuQSfDahe/96nz3GcnXzzjSyM+Qr3AfOnTIun79d/8x+2C3MgsHMS+Ah/MOlEsASUQOiHzmVRkfMOoEdmxhDr+AAYt0NllIr4vR3N0Tr5MteTqDl88xYnSqCV9AsdFDPS5+ZsNoeXnZTwXRZuJLHm2zuOOz8Rta3Pln+TTR9PXxVQ4YISFUp3JkO47kipGOf7w2VxK+lOdVNWjnBBLpnbSRDmzSXDCU5nE5+p7jzcFkIS8DBIWB4cPCn7YlM8ZSqVttDlV7feHFRlF/RRMC6RKI+fkZ0Qx9pKB4t53mmZkZKUQ+p640cNcfX4PJziPMfiH0tAJvHv3XIrlUTLyPDw+gEQcdLCbTAcP7H+1fPEM7POBTmkl39gHHv3HZdtZ3uIp3ptO+Uj1OKLIFKHjpSknxDcHLNnZgqB6UkgqPGTfwiQlJQAOeyoIyoX9VQLwGZ/qZfI7fsynT6ZJP0BcnGkJWO9NJw57NNHDOdDYikVXeYU9+UgYcmskz6qgsEyE08Aw+vtBXiOwiP3EJZDGYizLpgUd7xOl5QgHytBBHybPkzRcFiuOSjqi72z/wjPsYeksar8ofn9xvl69dszOXLtvQxITVZbT5D0syPOBJU7KGY6xxMge8CQPe7oYFz45fwW/953dnQB88gj/gA87glOWIO47SJwLnZZJHCQ8+Ui/b6XymbD7TL8nzhIujDn0FDsQTj2wjXdYnjXahLcuRTj7xLJe0kUY5fNah7SxPOeKkddKHI8y0TO/MS1i00wmHEaTiLuf+rLJV6dsPPvjA/h//w/9ggwODtr7CaxLc71Pwzv+PMUJbGLboXX+/nL6U75ExXO3ZsKFK2/7ZP/mZ7R/XAnPDb1h1mfMFQQEPvZ144YCZzuGrnei/wI9sDHr1GFLsE3R3j/CTITezULeb3963L776zuYW1/3CQ36F5HUA/8VH9VhM+ZFjh00/w3N4ttvP6ZgsO/FJlzzNOGUIM57pO460jjruhANFeCUl6JMRxJwHjI6quE5Y2ZcZugN+gSbtd8ovoeOHXlMZX1hpXt/a4nWsV/aLPz5uv/zfXFJ+3dqNNeUhezGHZrvAo71OPFJ+8bhsL/uS8qy7cFk3fOhTQVedog0tSMpaHN2+NWv/1//Lv9EC8oT6bMQNmpYMcn7RFRDvDxx9Fq1qTpQxtrnZVPl1O39xwv6P//xnandGfb0q4LQbhh4XYqJ/fP7jNJf4vdkuy47osY/ev2W//bvrtjC/af0DeyTTyLvmfMGHbzRLy0zNzFW0z6fZu9Xm5GTZeMXs4hsnNEdvWKOphWlRB9Zg49BWWQuoJ09XNa7+xl4937aRoWMaN/z8Q2HXyM4XeLjLK/qZhRDzI1RgxLdsbLzPxsYqMv4aoltLVfSH6jH/wVOEgcWzet7hYMOwKGMRIwq878rSMXkKC/5yr8rwEK+CcZfgul17+5ydOntAenpdOMmeasWn7cEv+5z7UeA/GzL+Wopoxd5lQdnVNWr/4a8+tQ9//41gDgufYZ8reEWPU3vogGZz0Wr9W7Z3ssf++T//U4WaHzaWnR5ZGZIl+o85etz+7//9X9mzx6LDRv3yUhehbs1XTq8QVA2PqW+gGRw1vLU4W1N7C/av/ruf2rkLA8rjDsqGasBnZJH5aPdHAepKRBw/f91wu2LT6q9//28/tecvyBAdnAgUoZoxv6cjnNfYtArpO3qgLButKZlotWbtX/yLH9mlS8MSy5WwLdShlEWHxkXN4IO8Y8zzg6HGoSR9axNa+sWbPvvs06f24QcsnCW/Wnz3lLqVLrwkr8iHbzLRrWz4KMEXsMKJS2J7JS/t1pKNDm3Zf/m//bEdOjAiDPnASd0XT363lsrCF0hCL7Jp0lsestt3Fuyv/sOnsv0mrN1VspbGEC/OIOzQ7WMa+pF7xwTbgU0c9V+PeLLdNGvO2n/zz35h42OytSuSFTYsxARpHOehWlZ95lXZ04xPK9uXXz2237x303pqE1rMUBIi1S+yI8uyP7a3WmqqYQcODtk//ac/V1t122r32u/eu2GffHFbC7cB31Bo0L/YGUIQvQTO0dcOMXDmchCRwc+vpZ6mf/lt755u+yf/5Ec2OiJaSsJXBfiEORS6ndlTtfV6t/3617fs3p2mxkSfFrPwRGPCL85H0jRmNMY3Gks2PL5t//h/f82OHqlJzhf8lMmGbBxO3VC2XBmz2Wmzf/v/ec9W6722suZSJL5jM4QdRf+At2/QyiGH0BKOV0XZdN9Q/cd2/OSg/Z/+m//CajW10dUQv2R3qudC/qnPyZdhe/Fs1j76+IZwAY7mjQ1ej+uTfFX8R29R4F8d4w0Nt080zrh3zdtV3yEvvBrKnFot16yvv9/WpVN4pZQ5bmV1QeG2rdVX7ey5KXvj6nnhzQljrJCgi4U3Y9Djm9K/m4P2l3/5nr/mub01pDFXtoZ4sMHJJgY3P2yofswnu463O3JM7sxdmvz4sdZPPQhnf62auWCbcSiY/rq1ZETV2u11Gx6uSs8OWH9/WX01ZXsmRm18Yki80pwnMdraFi81p7A2i/UZeGM7q63tXrUBDvSR1rLNlvRt2q7CSXwHZzazUufn6Tv4kXK5Y5MIJ/LALR1ru+zzpDUC+kKePtRY5s5BPr7x4PEr+4cPv7G5VfV/eVDaVXKnUmwmFdVDppJfgg0c10FFHJ+2KeWYR3gmnTI8+/pVjmdihAkP3RzwVU5z87HDh+zogUlrrq9K5l/azNysrTc4mSt5Vx/7ZqDwQ71xYk9QfI0iYA4v+33Xpo25HgdOKEDK4TrxIC/Kh+4Cp51+UB7loIs0nqN/FBZtJgzmjXxjKOsqS2MZmRY/N7RmQRYlsz2qX9NcqRWTlSWH+0ZHbKRWsTHZ1n2q1M06R/1REn30M6OUvuT1YGFPEzvtZhw8d9vtoLtwRH0eEyz4GPyLk07PVht2l6+qi6+cuV4VTmwScxKLj0qwBvQ1p+BmWzGZhEzQLj75Ab+yrOOkkhcvXuQk0b/4FYk4kAOpQBjmM0CzIsiG4QrB5BMFMABxdDT57GojB648NNstL634V8Lq601bXYtXxxYWRNzcvN8NxOkgTvjEa2ZrvmkUdwtxakiLVQ0mNotQdH7KSJ5TRnxmnnuIVldXPX9xcUFwFx2HvNR6bk7GppjHKRgUIq+c+RfJ6nXfeGHjifj07IzNzc/LQGxag3K8nlaUw3MaiLJsHvkrYMoDt+CHeCPF5TvPElzawZjDaPENBC3AyOtRB4mDfgcRw7si42NAQlaroLEw4lq2JiNfvSu4LHx2BzyLOPJdgfkfxVBodDACh1KJvsFFH0YcM1Yd4ZN/XBIdAtqpHPCKqRyhHMqNuPdnCHGWpT4CKEheRomgHPVVL349lvwIjIo5/lG/wEt/CZNa7mhaaT6oA6S31enY3EEGHZAccFL+iAOPZ4QPvqHYUyZxzkvlYdD5gJGjbuIXi9zADTiUT97EpmN8GhBPf7PZgOeSYN5TxVMXT7rjpXJOs2DwnDgCO0PHEVxUNsvh2NjkmTqOe4Gzp3mscHogzR2hyvtGkXzCg69xiaDS1Gf0nRuy4sXw2LhNHjpsZy5dtPH9+7WoUx/QntSkN+kwcuzv9if4h56IthNP5D7bRY4pl+UJOxUU5TI98U1HnHRc9gWuswwunxl7GU/+Ju2BS/Qxz7SFpxzp2Q5plMVlGiFws14+Uy5hkNfpyAOfkKlwCTtD4GSIAyZ5ONIzr9MHvtSPRR5yHxHhU9DOOJmbm7PrX153/VORLCbelCHMtjxOdR/H+idUuKxdLWtiVD9ut+z86aM21M/pBoypgJGGROKBS3yBm3wlLZ8JWQj75OV6QnqwVJXxv23rrS67de+ZffD5N3bz7hNbaQhOb5+Va0OyIatuErfEGtdlMljRY8CCc84xaBdMnp2b/hw4pkzgMp48wBH+58pk6HCdHsmh2lWhohz0qD9YrIKTM3EXXvIknwk74/DE48Vz5uGyXqbx7L+iqQ/4UgUnvdi4Gx0p2dmzh1WOH0BYrNAnu7LFOEAWsx9wwCSfPGSXZ03XrntFjPirtEJ3US7xwCupqM8Gk+rLgMpXNm7efGrXv3hkAwP7VQa503iXUKFz/RfVQm6Yr4gBH8/rXbX+bTtybNTOnT8qmDKDVJx7dXow1llk91ZFu+JbFdWs+a/1Dx8u2gfv37IP3rutObmkBcGE4PKxB+FJG66fgh+0x+KAVziarWWr9W3a4SND9o/+9IqdPnvAKlVe72aDCH0ReHJfkGo4HH6Bn5tr2Xv/8I3a5tTOgJ/EgB/SJiqX/NntbxbZGNR+ISv/hBc8X1mtG69KvHyxaC+frdjzpyta5EX48vmavXqxaq9ertnzZwpfrNmL56s281I2y8uGnusyyJs2/aphz54sqYzqPFu2+dm6ys3red5mpme1kDtmR44e0KJXi24tdoVUzDHqT+LINPd5IE/E/ddb2WtdWtCWekfs1nev7Dd//4Xqa+7rHlQJdJn60ucp0bXZlFGqBX73kv3kp+ft1Nn9Vm/Oy/5hYSl96MIETHRxv3391X1bnkfncNk3+kDZgkfb/p+KO/9oo+BlnBhC7zbswsUDtmdvVbKy7unet1RSG6ETX9Pb/qcFRHe/ffPVY3vwAPtSstDNhrQX0D/FaFN1ch5CVslRso/r+KzztvVLXv7oj89JbrgMWUs0xpl4B57wl1d03ZAXSFBwO0g8cz3XM2D1Ne6oeWy/+e0N3zjgpMbmVizUHE90pOPDUwwVSKpoYVLWWC91N2yzNW1Tk332J7+8ZieOjTkv4DWLHRYETpRzBT5Kx7IRJmS2t6t2586s3X84J507ojGp+QlZ9B8w4VPh1KbzQH+kwgu6gA0qPn0/PlyyN6+eEE6Cu8UrbsIb/qlt+KXOds+4F0dle/fa1zce2KvZNdvq1pgVL9CTzCGSRmdUr28UNO3y5eN28NCA7NwF8YZyZrOy5xstXvsEH2ALGdqDwUrJzXD6P2SCdh0RbwPbv15ftQHNX/v2ceG6ykue2MCMi5mx7Qa1Ltm2Tz66o7Jl6T50ItDRifBOMfCU7ij1bNjgcFfcR2SrwhO7o63xwuKWzQd0XtVmNDa//uqhLa+wIV1VRyq9YHLoCPoWekigLdkmzNOiA5rYJNre1tphc9b+6B+9YZNTA5Iv6SLNx9Abc72AcLJP+nFLfL793TP7u7/9yh49mLPpl+vSJat2+/ZLu3v7leuUBw8X7MmjZXv8aMmePF6SrpB+kV6ZnZEumW5oPdSyJ0+X7eGDBbt7b8a++/a56r+wp0+XVGdG5Zbs5ctYb/3g7Us2PDLo/Ea/SQCctjj1HjSCHyd1tETRmm3a6qu8qifJ6mIBK7wL+jktEeMu5hQPPa78wgGPXuNkiCTPN6vdjvBNCMkmw4aTXJIxTt30lPrV9z1aUzbkm6Ljqd1/8FL4L3qf8KVSs6p4LhujUtN6TTqGUy/CZ2uDttGD4Mr8xka6YOsPneP08VfQSMgYZm4Oe4h05aigl6GC/uF4ZL6NvMB9p5xcyHHAVqr/9cpGagqnJ8+m7f6TV34HY0t6g1fshaDzAvuNJpAjGuHP7a2EpTKd83jmkY5LGwCXc1+ny77gpCOb40EPJ+83bHl51W7dumsvp+cljtJ3rG7Vv77xzRpDfcTmrl8JABjwLvBJuI6LZ6mM/sJO3LWT0+OSltTXni6cKb/7A/muDJHu9fTH3BXwxQfoVBmojRrwQ7wAZsFPam4pjobmhFFDc8GGnvl0fl19vtJoWJ0fy5XWw1sgwAMIMGhHwMHDUSrcLp+jP3Ber/BpEya9/iOTzwtBzwbgpR9m1tdtRvZ9Xemb4jNfWvMfKpTnB22ctfAQ3simka5O3tHfaaPDR9rNPNrnxzjG2tmzZ63nX/3Fn/8KUFFJWlCOgokgLhEnzLwExqkg6vm9JkKMwcX7nnwZZ3V13RYWluz2Ld69lvHir5BxGmh1Z6OGY+Ns5rBJhLG5sLjoGz9cMP3dd7fs2bPnmtwf+KIHx6KHOJtEXMwKDJQW8ECZzSIuqubeIl4ba7X4+tmyLS0tqC0M5U3jsmo2fHLjh02ptuptaDJaXlyyJU1Mayurwve559EebUAvoW9KqV02iWgX3mFM8oyy8GfBYmOHyYOyLm5bolFlKiUZCJp0R4f7jYvpNOpQPwq2pESbftQfXgOHU1j8WgiunL5CcjEKyGMCz40FBon3TcjXTqfj3BDyAcDzbjqOeJYl7KyH64gqz0e4QgT3+4JMPdLAYQceGlflwRkfG45Rh4Hj9ZRONnW8LuX92YOddF/cRFMqgXLB+CuUjOD54rVoW1nugEZbiVfgFDBJy4UrYdaFRuLps/1Y7Eccz0BkcGVd+oi+yk0jQn7pYOKnrj+rbJ5wy4FJGj554r+OKE4+fZz4EU9cHH8xI+s4jfI4FBMO/KiLc3goEawU8caP7opJbGt0SakfPn7CL6o+JoVQ7utzpdekPeWphR2+Jw7ghgv40T55uMQPx1gg7otncC5CyuSvvtTFkw6d1OmEgctnyuUzHngJk7o4nvO0E3HSE1aWz/qkg3fylzQc6XjKQmu265t5iufGD3WyHymL66xDCEzieOLgRX03Kop2Mz/xTP5mXuKTsBLPyIs4deBpn/pPlLle+uzTz1xflqWbE0fkJdtJl2ORSURA/VncVXTDPyV88ewxGxnkWHrwGiWjYsKPcFdWEy4h6RnH03YaWH4XRhfjo8/WW1s2t9Sw9z76xv7ut5/a7Ir0sBZWPTKEunorMuVVnjoCzUTpkyUiGex2t9Muf0U8+US7iQuOOGkpL+myHo4yOzAV4lOO4n6jYrwVZQI8siS4Gr+RFm0mHp044MABl/AddkedxI/0HceCpehD13FiQpcWEtXypl29ekq41TXOoz71mOuQNeQC/UN69EO0RRv57GnwBf0nWjiyTghGWT4dhnD0d2yExhyktI2SffHlA1+IVEpjypMR6TYBRolgwwfVT3gYU95296Y1mms2OTloP/3ZVZsYH/KFZw8yIr3Faxy8EmG8ttHqsdWVbS1aFu36F/fs3/2b9+32zVdaiAyJVl6XqIEhaAo2/9EifBIvysxBLem3GZs82GfvvnvKfvyzs36nE1/i4oSxy7g8fPEFi/vAv9I7Yt/efGY3b74QkwcEl9c4FC3kLnmZ/U2IS8O/KKxn+IqRW9V4HbL+2ojVKsNWqw5bf9+o8JRdUOa1MS1gygOiq98qCvlserk0oHJDitf8Nar+vhHpO5XVYmegf1D0x4bwiRNTdvXaaRsYLMt2WFPT3z9h6fx3nAmll5rICnf3aI4SH+fnN+xf/09/Y806r/pJ32lhRx0/mSIauMS4t1fzRPuVnTm7z37xJ2+5/EElr97zqzv9oOUb3JFc9vkmEQtSNolU2+HAG39dC7kTv1zuJVvOOwHjDhn/0Ic17ey5STtwAL5LR2hh7vIpGP6FJTha8N37QXFfHPhidMA+/P23NjerPMmQb8yoTvABfZLyEv3o3hO8l4SfZLyrYX0DLfvhuyc1t8YF0TTubTCXxipVWKimQr6qxAWubBDR/uzclr3//l37h9/dUFqf+k3jAzz5g3aNHy1x9Ne2SlW8lq2KLtlocaqmbhuNRclJS3LStH/yX/2xHZgakb0omdV8Av5BArLuTPVxE3bitg0MjEgGeuwffntdi03uBOpzfcomFnqM9vWf800RjwOGZHQMF+V3id6urYbtHa/alUvH1IRsUV4Fxa5gYVIYXWCAg/8sbucWG/bFV3dtvamF1nbJN3qjXzRnSW8ICyv1tK2+Pmc/+fFl6+9XX0qOtFK3bumu61/fVJxyyJ9kwadG8KWviQf/XK5Fr88QRTpt8EU6v69P4//IkX1+zwzywyYfY5tNHV69mpvZtC+/eKi1ARcsc8m0iimfxZWvb0Qfm8v19Vk7dnzCLr1xVPWb6jcuf2cTXvxhk4jTU5tVe3B/2m7ceCx9JftAso+854mFxBnnJ4m8D2JOQCbLkpturQ/4UuD+qar94h+9ZbV+zYGbGl/iOVddcAIn6O+VTuiTTmzb3//t5zY/p/le47daG5VOlI6ooE+GQ3dUhgRXuqUiPYF+qUinSJ/0qD4XbfNKaDd6RXUpU60NS7eMiL4Bwel3fiH3/QMl+/kvrknn0AfMA+Kz1jGMQ+jy0xnSl4xH5IOTik+fPHFbZKOFflRbvrnF2I56nMDzzVl4IaoYg6mj8C6bHg9drFjQr//QSZyk5NQqfca44XQNp5OxMaCRe9C6umr29OmM3b79xL765q49fvJMtCld8lQp1azWxxdh0dXIktoWbL8ywvurGOOUFl2s1cApdJB3xG4/FieE8O4UOjzSVJTyrt8KWOkyPcahnlWHocIHNNqbvfbd3Uc2t6I1psYCP5ptaq3NJg28gAbWz/kacfIuHbo/7VLmbsZL2mx42qUMVTKPtISR8S7h5nCUBp/9mhet9fmRqBcbQ2U2N9GDmrf5cUfVeVWqhf6AeHnnm/opHc/+w4VcnMIs1kNKAw/aSxxxmZ+4eZ7a58lfYVU5xiS6zf8UqpCXo62kDef8oH1kjzJKh5se6lmtKC6aVK6tsbeleY8fhrBJ2+ocNM5qs25LK0s+p1T7+6zExdYinLq0gkXl9yMh4wlXMBIHHM/44E3MY1GGDgE3Sqme8OQE3ppoeLmyYguSyYbS6qJ728sBE5yLMeiyDGlKByfBRECcZ2oHnJz/0P4aXvD9+PHjXFz9579KxDsRTCCZnh2TAHHRMBOUjAghwDv7bBRx4md6elaT8rw9fvzET/fMzy94OsLBq2V++XSDkz3rns5pI04O8cl5fgWLUxt8nUMTnZQrF1GzeYRQ9vXxCdKe2O0SjnQ6myhs6BBiFLOJBGwYxhfQ2Mx68eKV0jnBNOv5CwsLO5s+y6r78uVL3xAinVe8qJ+vtwHXX/lSHL8i/NlgYjFGmVXFyQdHYFO+JaXIBlFbIZNea33N2BPqFT3jwwM2UOWYt57FT470QueqFmUY676gdx7TeRrAbDppsgMuPEQgc2DhqOv9h1AU/Zf9BKQwBhGCgInr7Escz/ASF8IUYZbZFajEq4BfyAVhxr1ckfe99gqUUYA4zxEdudlBSgjpbvsJj1+U1aqXhSc+foqBF7+epzIL/EgDPsKOc1wUJu4p34S7PhaDeMqTRhs4DHDirrSUjksY4EMeizLScH50Vwqy7Ed444JW4sh2wsET97pSsgLlcajPdBxtZAheme+/Hnr7OZF6MRnq33/9z7kJPaqDkcbXyar9/bZv8oCdPHPajp85Y/2jI7aqccY9Lhi4PlVpXKOAO3mx4ZNJ4OE6QO57PKb+Dl92+Ug85ct5WOSlx1Eu4+Tjsj7t0v6OPEB/UTafqUOckDoZx3W2geucLNKBF+nUyXqUIY6RQxuZhssyOOLUp810fwgWeHTSSBr1CClPG1kvHXm7tAQ8T9NEQN34JbegXaDZjPr440/8xKMbYCrbCQ+Xzzs8lFyk0crdFlXJa0mG8dGD++zg1ITaKBZH3j4GeGyWJS7AyXaIZ4iTtIsI9Zfgs3DC2m9v9tirmSX7+999bHcfvZKBqkV+dVTltJBgUeA6kV8NwYmNGhZPAlbIpLDwP5oI/33Zy7aJp088cVkO/7ojTc0QkRfs4o/FNk9RJdoIw/L7/O1sI/FKn8/k4bJsZ5nX+z/iMlrVjr9aKL3ii0r1SbmyaecvHrb+IY2NDV5JDhmiPPKQMks7nTTTRmcarlN2iYNZJ76BVxoXURfDjAVGq1Gyv/2bLzTv1SSTgyrrHBMTqCsZhJFFOwRQT9jDp5qsZSPjJbt27YLgte3lK9kLqxuai5v27OmKPbq/al999dA++fiW3y3z+3+4Yd/dlMzYkOyBCd884fWQhA2+nMREXru1oCpXRJcWn1vbS/bDH522P/rjN+zcuX02MKT+0KLRX19y+lRevBXGkjX6DvoZY9xd0W8fffidbJolzQWjKs8v/yogfqQDRvLLnRvF8NupV1F4qj+V8R9NaMfborcYv7SnvoG3LKJ8PmK+IVQ/qjkWIbQTAgqt0VexCOVVjpYdObbHrr51WuktpTGvUTLwom0ccb7CFT2BDGie6qpq7qja735z3V8RadSZo7hYOXghzSu+Cs/NphZfGzY+UbL/+p/9iQ0MYpjzarFwQzZYUPnPxtLZWsz0CO6jB7P27MmiaGVzjb6Bd+KFkxF8c/1X4OinEtSeX1a+3fTP6h8+OiybcA1VErpADvrjBAN10v5R28ooaZFYX+uyjz74zhaXwI8NL3RR8MBd0X/OUznvC/3HM33ARlVTC/arbx6xk6fGRQ86kPoqCA99HLBwkr4s9/kv6NxLs6VFOptDH398zz784JZd/+qZ5HDcyj1sdGHDMTZTLuh9zT96BlKtDA/rVunVkrC7YVNTffb2D05qcc4map/s4WXb9j4QI6ST4FEsRME/6Kev2LjgNcm5uabd/PaJcON1hLJ0r+xF+MxfwQrXExhVhSPKxgs6hx8162sLdvXiCTtyeFR1Giqv+oV+iY08uCLZoEMFm1fZHz6Zs29uPrQmrx51s9hVOxqX8Ws7G6+9sp3n7PiRfXb+/EEr9TSs1CX9pryRwXHZzt324uWM5EL6g8uT1UVxQmtXZ9Hf3veMD+SI/5UHD1i0dmvszsy8spGxPhvfw6aHExb9vsVGXs1u3nhujx4ui5YR1VG6/vFqs3cK8iQvC0S6acUuv3nKDhwaVFa8rhR4MAcglGwYVe3jj77VmqflGxRcOhyaNPSuCrnudFcEjAPyfP7mxC5fW7QF+8nPLthh+N3VUBF0b8BhDLpeYGbtrdr9e8/85NJGu2oVPuywge3Zp7HM3E/7kgf1C3pERHo9xrSARH/5M+MueMjY9VeF9Iet668XSUZXVxftrR+cs9Nnp5Qea4549QiwjEFAghtEbftp/v6Bmg0ODNgTrQVZIzbroRO8HLwVfKedPkQGqQm/czz6WFQ6elTw40cstQWveC2MPMc5eAOt0MLF6eiY+KIVuq7LKjU23ft8031trW337j63+3efad25ZqtrLbfB+/sGNea4U0my5nObmhYc7ChvQnzx15GcLzHuiHt57DHp9ZRJ8Ml8HGWgNZ6dSUG7aMk4jrrIE14Qbb2xaXfvP7Wluta6G2y9y0YE/I7bbaPTBQ4JL/Tq99ugr6J9p8GfPTviEd3BjxZ2YelZvI8PSChdnhOKfEyCUy0MH8ryoQM/oao8n7sIxZPIQ94ljUW/EyYe5PGc7fFMPD3OcSx8lu8sRzrO2/EYOCMfu/nJN+IJdxs8CxlzfSri6As/BAMrGB+io63eaUipcb/+er1lq/WGlatVv76GgtTlZD96NNtNRxy8OtMTp8TLN3t8Xs98ybEoYZPo2dKyrSt/nTThtnP6CRjQBO0FvGwHHpDc6WgTWz7bzb6g4DvvvGM9f/7n/+df+XEkAWHjZcMXl4GQC7wITKajBIKhMFPAfGKMe1hiY2bJZmcX7PGjZ8Yn6nlmA4aTPVxMzZfJciOFDZY5lZ2dmfPXz9iQwVMeeGnAgjxHzkdGRm3vnr12YOqA7d+33w4cmPJPFuaJBE5vMMDZSMFDBwTPzsz6hhTtsXAC/sLCvG8EsamEZ5NnSZ6FNYtnXjkDBps81GFxyGYQcfBio8Y3iwqc8Wvrqztt8LrZquDNzc/687bqLC2+snZj3b9MMTpQsvHhfusXzizEfAdd6SzS2DBDMFE+dAM891/NpHi4wJuNNO9o8Z9eoi5C5JskSmAChW54x5epKEM/Rp+FQGQ+IY549jEeF4uB3cGH66wbdcIDG5/CnouHVCj4dL6gUg5lBN0HAeFOHWYb/YvNLmooV81DJyRCJGX4yyOg0O4ThXjivHSq9T8wCxoRfDyDh1++/ddvfnFA7tUHwrJYTKOYv88fv0wS2jRD+QVrSku+pJzi/JUCOdLdKz1eGYMv4BCbQuDHxMcOO+iKY97P/qtmh3NDh0jRVidOtOTtFs+eXkxcpIeRJDo8LwY9O+FsvCrXSrU+f83syMmTdu7qG7bv8CFbk9xiPIqhMpAKGCoLPDy457jCQVcqcRxt43JMOh6kyXs/FDDhMXnOe+dP4J3KiXTvqyIdRzzzcaTjSc886uHoE+BmmcSZMvmcuBGSly7jlMn2gIcjD7jog+jHcJTlubOPEg4wSCMkjTKJV+KDS9xJyziOOnkapBNGOn7l8MsVU8YEj3xw+vCDD6y+uuan15z/cuCCy3Zx5IWcRFosXNQ3Ip87J/ZPDNmhqT2CqQWndAqvy2LccRTfJ/6CJn+NQDj6V20EAynlnjNRKmgc2YVX4N9rss/s4cNX9tv3P7en0yvWVRqSr8kAEu9k1Kua5DXe6sYyBDUu2oMKaPZ7RMBaIW1mHDoyns+E1Eva4SH4Zl8R5nOm4dAlXlPVYiwId2BsRzzLEXbG/xC8zMflM3m4LBtoF20rrdNFefGXUM+uw7CY1R9cXn3+3EEbHdECdbPux579q1wa92yssbBAhoHZKWfICLKVeNAGZRI/x0Ew+GEG3RXF6D/w69J8WWwYyg7gUtKFubb9/nc3bbNdU/k+tVnw3GnBSFdFeCcS3biWYvdLFtXZPaWmHT9+0M6cOWp379y3//7/9j/ZF1/cso8/+NY+++iOffPNI3t4Z9pft1pfQaI4NTQk3c0raJIvwd3aBGfRJTnxSaOL+XzNBoa6bd++fn+V7c/+7Id25cpRmzrAr+j8iLPk8y3jZmOjuBDZ6RTPlJ790dPVp3m/2z75+I7sF+k3PecrE/6DjW+qo8k1b7L4ktSDg6hVCEwHqrbAUTKhfORLI1qJ6FylKAoeNEkVhpD3N4NBzjGhuNLYSMEx3/NVVH7VZR4zLd4r1Q27cvW06N2rPuKCZV6rQSajDn1Pv3hfK63bOGUGXppPuwbsxs2n9nd/94kWSNxLxOXYnK5A9whfyQO6ob255F+i+6X4efgoG2ZttYWsh46iy/0VLOEFzZxGeHj/pb8K09XVLxoKXe4nt0I+CCDLxxoRQmGHWcz9WwcODtpR9WF3j/SCeM7cKuCqG4vB0EXMUxWvtyHLvSq9srSwbZ999tDW6iovOcUGoac4ZeQbAvBU/MhxAJ/ACL3CwlxQJRvz9pOfn7U9e7RIaDclryqxqbHDp/S3OEHMF7HKKleyeqPLX+f5Qm1++P5t+/ab59ZqsHgfF+ya/wpNf2Bvs8mvoaU4/Q0t3JHCx0uWZRKu2cnje+3ypUP27g9P2dEjo1Ypqax4vSm9zCYNPMsFCCzz4SaAPl+woNEQrfWN+mbNJ5/dky0z6u2zoOAXccYuOo0vs8Fp8An+q19EO4thLpFGunu7Glo0nJeeEZrcIUZf9cB3xBf9JLjUFU7+us52xW7eemq3H0xbb3VIENTnwtPVAHiKY2wurS6/tLevnbPDB8etr0qmxq8KcA8dr5k+e/lS/OLLiUoXbO5+dFmhvjx442NOoAn1mOrTy+iDsK02tQ6ZtomJUds/uU96ctXLcLF2vVGy727OaD0ivm5XteBCwn0WCV1HXHzZaK1ac2PBv7K3Z2/FN/HYKEEHU1pFhHPV1le37dNP7/iJRza3+MGDOVFEiXbZhYrnGGQhDb7oc/KIc5cmd/2UpZ9+/nNOV21prUDnNl1u/MccjVXGrFLFD7X3yU179nTOerc58ctprdgMhUP0s6TG+9jtBSZitcPFtKgW8AY91yXgJM8pN0Jxz+ttS5fCw2aDTfZL0p+j6nfZHVyiLljgAq/cDoE+8T1e/dkQbWZjo/H5+MWFRa3BluGsy5ZvVIEOQqQ0CPJNI58non/JcntZIWPT1xyST3jlPJV+8DlEPA19iRxTj55zCABViI2CfJZ8w5F5o9nakt/WOrBuT57N2crymtty3JXFj9Is8N2uoS3xQ5o32gd/PZHu86XTIH4rL+eMnTr+GGnIFbFYN0ATP0zEWgsHHynrbaiuJMpxnV1YtVu3H9tyQ9Sq7/N1ezZAKeU6VFWJwxH4kHZr8Clc6ObAOe1JHHYB8sgjaRsSEsq5PYedgIKSY4wpw8OW0v1ZutypIqQ/yVdZt/OV7h/RgUbwiAYcVrZPO4Er6ZEXuCAfkkfkSB6XtJBHnYSRa47MC9tN5TtCb4exAy1FUzHuwDbaTLuesjwLmGQ4+p+2/FkDxmmRj1fRxD+lI+jrjabNLcyjzCmqOt1WLfP6u+hRWdJomrEklIip/WgbGpPmHQ9YleJtAO6425KM8brbinTO89V1Wxe/+crZFja5AFKedSp0Mn64lkC57jmlhWw4LmoHj4Mu+hj4vIECf9gLGR8ftzfffDM2iTj9Q0HV9YqdzE5kMSa9EZXBsyMMUky0vFrGCZ2F+SXj9TLSWUixGYTntbDp6Rl/fYs4p3XYLOJ1MN9gKTZgiOemDG3TYfv377eTWsgePHjQ47xOwSYSypJyxCnLQqimPE4XgSt1gYXw5KYOz4QMzhQwaKUsm0zApn5/f7/Hx0ZHPcx0yid+hAgLuMNg8HFGy9MGX7SoN9a9g7vUoaqpCb7H9o4Nyg/ZUH/NN4lQNC40guULPOHFp/3BKwdGvCrAL/e9vuFFfwiqCyplEPTdgbTbZ4gGzovLpVBkv+IyTJfPWSbr4BKnTIMfnTAzTjnqoqiIv57n8QK2K4+inBJ36jIwGbwBJ+rwCy/58IlJyPMKPhCHkZzeUVcoKniqF3VRENE+fe04yCvDJ2Royt3/mAB26XEclU9ePEdbnXgTRh1ogMYoB/1sOqbLetFPULvrHH+55Gl6npmsiQd+oaAc/8KRx0JFEc8HX5xP+IpDkl9SLdqBxwbQwMiwTR06ZBfeuGKHjh2zblmf3MPlir6gw4+Sq2y2TZj9wwRAHPjJg6SLZzwu6SKk33DZX1mmk7Z0nfUy38eZHM/4TpflcAmXsZ9lScsy+M44fUL+H8rrhJsOHuKyL+ErIelZPttLRzzbIeyEy3Nn3eQDIXnpst0s00mTUtVIlOEOIup9+smnNjcz6/pLBb1s1ie+80xdpQVcFkUsRPQsA69dX7OD+8fs4OSYbxqphGBBh2CoXMpm4hO4S259vJHHkXOOIeuJOnpuNrvs1t1n9uvff2Yv5lesV4sYDJ8WC2jJHP3smFFe8JNnuJhoSfdHj/8hlzQmj8ATXUCcvPRZNuF38hRPHLcT90UwZXiOMr6hXziecfAh+wv3/b6KclE3+IZL/HjuTMd5OoaH4pGHuapx7Z8gbtjYWMlOnDwgmOgByQ0bOG4ogOeu/kJWs13CbIt4yiFhlvHeVBwPDPKJ88OF60zva+bjqt259dxu3nym/tUinfuI6HSc1w04+t9xJ+qPcpze6Sm17I0rZ2xycsK+vXHXbn/3XEb6sBbKI5LHIckjX+LhzomK+MD78sRFCzOoG6fIM3zBVpEMsdDeWrHJg4P20z+6aFffOqLFzRnbt587KDRPb61au6WFNpcwgwMbS1psJD+yH0Knixeb3VpE1u2jj27b2io2Q7/q8Wtu8CqJ8YVNIRckpf5MF+ksZniFhR+IkEt0bfRZSX3MM7jg29zN5CcL6An6ibLAZWGEIS+50TMnyrivZNvWJROr9oMfnrO9+3m1al1pbJIHTThwgEa+OhsXS4uH4iv3PK1o/fY//o9/6RsrvT3Dojzud0LfQwsbE2y+bWwt2OWrh+2dn5xXGnfGoL81zuGd8GYBad18IATcxa9Sze7f47TGgmCqL7VQY1GqWi4n4JRyyskVZBD+cwqCH29azTU7enTCeLWNExwsPv3Uo1z0e8gldbBnIZW7RvS/PXg4K114T3ypKZ80taeq3rcwVK5zrEKDZ+kvNmLbVq427Ec/OyWDX3nbnIKqCP8+Ge19Vm+WZedu2qNHK/b55w/8FNYHv/9OtC7Z+hq25R5rNOlX7kJSe5JRv3zYF9CaQzZlB9dn1fCK1SrQvWYXzh+0H797yd6+dsqOHRm1gQH6fE1tNxThB4zQFelx9Cl08Jh6UhaO4jX78vode/hYvO8Z1KJfY12YsFHndQsexEI9XMRDNkoImckmFd/fvnZWC5aW4MYrQsioRMt5Bpwd/qtee6vXvvj6ni2taGz11MQrja0cG6oJa0uSp+WlGXvrzZOy73nFElkCvvDb6pY9V9MCeUnrC+RYCzjoYkPWx12MVX74cqc86AlZKsYdG5UqV5K+WNN6g6stuJtoaHhA7bOxOuCvVl7/4qHNLzTUhuTdaUc2gx4horEqXSDe9/e37d0fX7CeckN6L3QtdECQb1L3VGxpqW1ff/VAelDju5dXuWRz+aZF0B72uioJXxZkvnGkceL4ysX4XrehEbMfvnvGqjXlcw0FehL9IFx8E0Tjiv5ZWVq3937/hcYy11hUtN7RWke6hOspStx3ChvUHrrKbUK+SFI42sy5D+f4CT78IwycWXsgZ9L55bb95KdXbHSMjeNNjUs2K5lToi4hcz9rRR44xRmAzYaHh6y/ryL5YB3GVSQLvo5CX8ecAF7IHGuhsvQTa06NbQajpA/d7nOt961kV6DZZGOwIguuT7y/dudQXNKDz7nNX9NSOj+icNkvp4zW1zdkL0nWtI5tNto2PDQsHYJs0cFqk/5C2fKkxmna+aS2aSN+jN91tE9bLovFM07YejpOWR7PvJRpH8cqxylqSZ89fDptDx69lJ1UFc0lrSuwadD78CRshV0YalNxwp32iziOZxzlM436ySdoxWVd0kE0n6mXbeESTtJPGbynFWUdRpGHIy/hQGvmE6bupwwe1xl25ic8wrTDd/GJvs4ydIJTl89yakH9t8ujTpdpjlNBQ7btdi91JTdK8M2iHuxuyaVJZ62sSZcoLU6Lyk6QvGmG8jeJBFh46I8NS/2BRWf7hOmjK4LnUquSB3nBnddabb7VtjW135ZOwHrxTXLBcT2oOK+4dfIp4zhCnnGZl2vjTNu3b59dvnzZev7iz/+lX1xNYvoEAGKECFxWjp15BkoMCnb1OSXkn7JfXrWNNu/S8hpZXcpy2TeHeN0M5rJYGRqSoujv95B36HNzhk0e0jkdtHfvXt8QGhsbs8HBQW8XZYLnVS42ZhrNhrexLmWzIuXPAGZziPIQl+1wARzpwKedFKKgATp7bGRkRGX7fLLBo5y4hBh2skEDTOqCK19P45k4RjJwKVOrVT0dX61yGXVVcFhsyasLe2QQcNnfoJTkocm9tndiXHVkNIgvNITSYWPEL9cWPb6gVl/wNS7vRLUFzig3+MBEjKC6ABY0UQ7FkW43uiuArty8v2NwZ5/jeM5ync7hdpTNMqT9IecyQ7lCWJUQuCgKvdRHQecmkmeR5kVTzqIOLfmmSGE8Qy+T/k45zdDQxK9yufjgP//zh6jPMe6ddoGnOPAVi2fiSqPvE3bgRJ2QExy/zntYlEmeZDzrgBN855b5zvzdBVLAJUx88J0OWqm5Axc8SFMx6hCCuPNJ+ciDf/mJOvLeZ/5H3R6XU4y0UrVmR04c97uIzly8ZL2Sw8XVVaZn1RJdThuAQ5Enjozh12kl33Ep0sE55SLrbUhZYVC6gQK8onzWz7jTqzh1iLPJg+LqzCdM2Omy7c7JIx11aJ8y6cnHE0/4iXfiDhwc5YiTTkgbiWfC6azbmff6M2HCJB0HbugnyuYkRz4uy1GPMoTk4xI/8r2tTiNUcoLOvnnzhs28mi42maPtMEapD37QItpUF8MVPcJlyLQen1FtywbesLHhqh09tE+6VDi5NGFUKkZbah+egLv3s0KNMG/LDTwZYbx+wS944oYf6f7iyzv26Rd37eXCuvUP75XRU/GvyQgLOlOh8PT/gwfgnv2Kx0FOEd11UcWdU8FzUcb5VfAgYeCS352wO122nfwDHsXgHTzE/SH8Mt6Z1+lIx2e648FfR53O/EhX3xd5iri+ilcn6jK+zc6eOWI9JcwFwaJcUTcXlMjK92iRS3nKvBxD0YacdK0HBaxwMW7CAOqVzFRlVHfbRx9/Z48fLqtsn+qzuRB0SgiKeoBLONBR8EuLwv4h89MvfX1l++yz7/wS5oE+LqFmHtYixPFhg0iGGLIk3YQkEqJXFIhqyaWKsaA5c+6Q/fwXb9mPfnLOTpwet7FxzZ+969Zq8zo3X+RpS+aaKo/+CbxQ7dkHwQM2A+gn8/uC7t+dtS8+f6i0mtL4BVfjVZkxJUSf4P2VDk3EsI66uZnoLOzSmNNih3mLOz1YxHaz2BQuZdkLmxsN/dcUT3mVsCE+QyXGnnwXmz1sTPMRDOyGtuwDFs8N2Rzq3+62xteCTewt2Q9+eEaLTL7gxX2IlA06UsdE/6ID1P8igNcvWq2S/f2vP/fNvr7aPtFQ3M0ix6kpdDjtN9oLtneybL/8s2s2Kr5aV8NtEn449JMw3CTmCz30JnMgxmfZnj6ekXxwckv8E79Y4PiGibfAGFE1/eey6jIDjwRTOoh+O3R42E6d4bVX0cyCV7hHOXTn7mlL5mr6rtyrdrbKdv3Lh3br1qzyRtQn6FpVKejyflM8x4fLqzyyiY3VK6u+3V6zweEtu/r2IVtdWrMvPntgX37+1L7+6pl99eUT++jD25L9O3bjm+f2QDKytqq5tjQhWeXz9ly0jWBJXoQTRMYJvG3xbFVtrmvOnrUjR4bs/PlJu3L5sP3i51ftjUtHbGqyX3p4zTdl2q0VsUqyUnAr+lOy4TwTFeI1IeMX2BAVsssv0BW78e1jW1iSPbmtRS8yoHw/teAwJJuMS2iXAxb8BQ4nx9i0aKwv2KGDI3bh/BEr+V08wI47Phkz6BrgoH3cdfXaikTv8y9vq/2yxprmEx8oIXfoJzZEkePN9ry9+8NzWpSL/5tshGEvUI4vF/fJzm/b/XuPVEtzNYtoukht5QYsrwThNlVPj45T6BZIgiaN441YH0zPzLjdPTU1Kdu9JtxK9vjxon1365XKVn0hxhfP3EZxqNAmHcEpbPXD1bdO2pmzB6xaUUHxiA0R7h3lon82NMvVAXv5Ytlf/TJjI5kxoTmSGU34+g94QqyrGIeub/UMvqFzsEG3ta6Zs3PnpuysZKJUbmsu5gt+nfMIZVkftO3hw+d26+ZLoYM+YuNbcltWG9JtfOWLjRrX8uhMbwt5RPeIQnBRuziXg/RJP7a1+oIfHza36jYyVrJ3f3RRhflBEdxz3DiIcIr72ERf6NE9m2kqP7FnUOu7MatUe2x8YsQ3f1vNVd8g5wRS3P2kGqKNcU2cj/4AlFNnak7jIWwTRCTwjLHgG24gon6JdQ7tQibxmNOSfy7j8EDzF/3DDxC9pT6Nsy1bWl7yNzrW65zC1ppSa77Y+EYXi5NuaxEHfsALOQvdlTzE0beBU6TBl8xze1geXNKRBa7UYbpn876pQXX/0St79mLJNvjxRXLGqQ9aZJwxdtMuxXkbZAlYthlj2mvstEd56iU+5OecnPUSZtAQ+CYcHDH0fNSlQ6Iu6Z15nY7nSIp2aZ6xHOkhT7SdLtMIgZ205LM7BYytbNtPCwWHPC/57uunAh5wSHOainKEEY+yforI5T9gJO8IfVMMXMiU52SVNIdtany1JYN1reX5CBabReVKxTeJEGvHWf920NMzSTjGZtDFU/YF9Kot4dNW3pZkdrpetyXlrwtGW3rVTz9Ch0KnQfXhvdNX0O7tyiUvcZ08hF5c8v/UqVPue/7iz/m6WUyssSMcE7sfhVVBKqQSCaZGPBDvslcvZ3yHnleh2MBgYkXwOBXE61cgwMYKmz979uyRcp7ShHjEDhw4YIcOHbZjx47Z0aNH7fDhw/5N/snJSZuYmPBNGRY3uDpf9lIHMLn6vTx6ZuOJTSheaeOkULlc0SQQmzzBXCaYmmBxzHHYN3Vyo4jJgjLQmxtUWR+m4f20kOBuqF0cdTCwcqMIPzY65iEwhoaH/HgWbY2OyNOmFAxfLxsdHLCR/rJN7p2wy+fP2IH9+6y/WpWi00CXoDF5cNE1vYvSzzYRwhzEbBLRPsoLg4z7nBgInu8CGxOlQDmuLgQoW9KUGP21KxT0beTtChAe53VfcykLnXmUz+eEmWUiDKN0t47o0P9uqBZ0UScHHs8x+GKhEon8K4RYAekYhiGLDAwJNYNEvIJOb4OBphjHrXlm8ADBf4Up2gAnDMn4FSBknDgw8biMe17hY2wwTgJO0usLYsFLvmY+F57hiAc8Qk9yHEmjPqGnKQ78dKRGu9FPcYxQNKn2Ll+jf5g4vE2FnqfK4B7Grsaz4lwGOTG5305dOG/nrlyx4T17bU2yrt4Qnwoc5P1VUsGANxhdOGAjW7QVm3JBPw4D3TehCjyjjGAU/AIocImDX4zBgIlPl3JMmtcXDtkGLvkEfMp08i3h5GKBcZS8TFiJP/XwlMl6xJMG0oBDyDPwKE9+wuU5202YWZYQT376rIMjxFOXPOrQXvIlXcJKOnAJB16R5+OlKAd0jqYKqN27c9dePHvupyBx+euSstwjIMhj4u9Hq1nAqM94nQNjjE2i/orZuVNHRLvKYwyrEV9EKZ6448AdGlzG9ccXLbg3gQUiXxRaWd+023df2P/3bz/UxNZn1cFxyYT6hVMFGF6CRe+LW4GnQw1Z4BlHe54nHH28QjFp/Ckdv1Ne6T72FXceFbR+D85rYWccnkBbPuNQKQFC/ctCCmNR+of87Etcwnk9jWfgdjrS8NBA2dfr4TwuFMAicIoLU9lwwHgvlzbt0qUTkgONZfUZeZTtbJs4fMDneMh2gOnpmmfyeDV1Un/hUgZzASnMJSemBVOf5iWzr754YLOzkpvKWKE/Eu+Cd7TlpEMjkeDr5iaLj15769pp6bCGvf/bzzXGmKdZYIOjcFdDoZ9gQoTAC14Gz3Dcj7Fvco+99YM37PixAzYwyLytfuxmQcuHMvhMMosONmZEt0CV2MhHnpSadAMPkPzSDG9Kvf2+QXT7uxnN1fzwFCeJfNWCl6MecsGvixkPI5lncEXXCK4WOCw6KxW+2jpnVS0C+wZER/e64GJUrgj2uhZ6fB6fr75p3Harj6st6ynVrX8Qipetv3/T621tL6tsnCIaHu2y/ZODdvmNk0pDP8RGMH2bOCbfQDFeI6togTRsH3/8rf37/+W3eh4SL/qkC1RB+FKWH0cc9+2mqFq0n/7iohawU7EpuS2bZZONA+kPtef87mF+V3nqchqot2wPH7zwS81bTemDLuko8cT7zjGDTzEueEXLvqpsAACjTklEQVTVQyFYKiPHsv1aa3b8+Jhv+HHKwnmLveolo6+Qz5AH0Sjdxf0qvJr49fVn9uJlQ8k14ee9rDj9hgjABAey6wTMeSP8SlqY1+sLdurMHjt3YZ99c/2hvffbm/bsSd1Wl8u2MK8x1arYRqssMPzQyetwNZFWlecOHY0DgUw9RGPIFK/i9ZbaduXqMfvjf/SGXXv7uJ09s9/276tZX019tY09rUHFCRLJCnJKXWClrAeOu/3p/bQjv+KDy50Wvu2yffrZLY3lAelXzV+qHl9E0pyhpqjjQ0t8p27IBov1sLX4spuWI/bGhaN2cEr0Ga+adfmCHozC/qK/JWc8o1usZLPzDbt7/5Vg8xos6ATvqcUGUUVEtZorNqGxf/XqSatKh7FZylj3TW42HVWnVhu0pcVVezE9I3ngq1X0Pgwo9LnoCRuOeQh+RBhzG7Zw8l15Gsu8PnvgwEEb6B/SWqLLPvv8nk2/4jJrtae6nFiHw8HXmO/YJCn3Nu3c+QM2dWBEZet+CorTgIxrTnJz91iP+v7F82W79d0z8W5QfSfebMsGExy46DIA3wrc6Us4Qn9l3/GZeS6tfvdHF+zQ4SE1zsaxiIZqysNHIUi7yDGbde/++Iq9+eZZe+PqGY3Lo7Z337D1ac1RX1/Wmknrp6Z0T6/klIWt9Bathm2nWIboCcaPcHC+yoWdJx3JnVT1RTt2asLeeOO4ynICSGtGmCPHWM/NuVicKk1/nDjNZ/DFDw8P2r79Y3ZgakLoN/2rknzuv9la1zhqSC+yeaj5Td3I+EP22SASesYXoSWh8ggB8OCH8JQu4HQePEL0O+ftkOndON7pEx9dX+jZ+SEYbiOoIU6cTU+/skpf1fZoDclGGa+D+kkQtU4HQFfIvSd6mn8tEBy8PwUXdsvRjtBxHeXVwUP1kQl0Q26yYkvgfIxLR/LK5Vpjy+4/emmzC3Xb5EcS6VnmQuq4QSLepyztOJcPDnGErep0yqWMZdnkE2G0D2q7PMq85JPXl/eCcsB2HhRl8VkfRysZ7wyROeDmc6R9HzdcpkMH4etxbE6vA2h5Xm8mxIbJTSO8b6AU8DppAgZpiQsOmihDfvYvcWh0mPQrBcUGDuWxlg28xCNlcKChJVlsbfJhh7a1JXtqyUoVGdJC1H+YbSPPgTvjxkuIJ6LWw1hPQkvgi+50DaJ5lHOWs62WvWzUjU9FNAW/KaXoJxTBS3VU6Xv87eQpjjQceFMOz1xNXdY4yO4bVy7bwYMHYpNIOV4J5sMMmEQcYjD6U8jibgKAxRfJ+AR9ndM863zCHiUrZIU8l0TzWhSvY3Eih9fA2EDhZI/f/7O05MxvNWNDhNez2OihLZ7zFTTuDyLdN4aK/Hw1jTrAikVJ4I/PTSDwjIutQwDYCMKzyYNLASAtF2bUBzYwaY8RzrPjWoTU24nL77QtgaEOeHHMi8VWr4wqVEat1G1T+8ftyIEp279nwgaEQ61aERx+IUgBi9MOpLW4PFiTDt1IGvhLDrxNhCdwU3vCg7ZdyQgGDkVHORxiEcIRAgHuONKIE1KfMON4HPnpMx0caSfL4zrrp9xQJusRJj6eptDbUpg4p/PB4xON2lABlDAOlISBngM3TodlGw7Dy8aA8t1QwXcY+kPpwz+UPLJAuteRA4v4dRTou7TjKMNzwIdfAZPFT2c5aHN6lBY8IQxFgkzkMePkEfGkUQ/BkyI/4RKHlxnHUZ5+htZQ0p7sfYy80bOURTlipJHNhhL90SN+ub1frtjgyLCdPHfWzl+5YoPjY7amcbyucd0luQGYqBScWFTTCDjBv+QH8HCOs9MassSzp+mZ8sQdhmA6rXL0DRtZygRZL4ujPnE8dFM3+xYY+ZyylY60DGkz4eE6y6X84SiTuOIIqQtslCNlk1bgduKTnjKkp+4hfB33hJu8IC3x45l41kka8Z244qhP3cSROolH4olTbeWFLGAwUf7pk6d259Zt13HZXice6dyAkrySrv9llHE8H3kQre26DfX32iktuIcHtcjiXqJt8KVrA2d84uTPkiGnSWOSU0QtrUoarW37+POb9uvffG49lVGzar//4tLUWPA7E9T+hhZDYeiHc3wK+hJ/ngP/DHfLZZg0EmdS934ArtIyHbcLa1deeM4ymZblcejfOCYMntTfzaMedZIPWR/Hc/p87nSOR9F2Zz1cZ11ygB+6TDC0QOB1GF45u3T5mAxwNtyYV3hljzkkaEyaCF8fY5mfMpZp9KFqOQ6k8UwdFg44vmJKPhen8un2v//7z7WY54TtAEj7XAbM4HBBI/D4Jw/+wOLz92MTZbv61nG/N+TTj26qADoemuEL4wCDivrolMDKMfONi+AZuRJZW12r25NHT+3p4+e2vtqULMs4kzXH3L/Nzodo0H+qrz8x1Dco3TjD3onL6YPeOCnNJmd9fdv+9q8/s7nZLf/6T3zGWfykVccrMaLvQxfRPYwtIenwxHaFkp+NNesXixrN5/bGm1N25dph6eMj9uZbJ+3NH5y2t94+Y9d+eMauXjtlV5R26Y1jWvwdtytvnpThdszOa6F69sIBu6K08xcPqs4pe/PaadU/Y+cuHLJzF4/Ynr2j0rW8th4LeJgIXdnnOBaq3KuzySe7Z1r2619/YovzW1oMa3waG7vBgzBWoXTT1hvzfkrp3Z+cs0qNL7nKFpLMhHxKH3GZLSde9Ix8sHDGYRC/erlo3918KRnhRBjteo/pL+ombrlgwuBnnAG/rQXkvv0DdvbcftG1omrS05RBvlwfhXw6rqoF3zkZsLbSY7/+uy9kM5XVDpf5Vpwm7ypKwgPFaZf2nQ6VxLEJxYZiq7FkP/7pRdt/oM++vf7CXjxtyn7bp3rSYdvYxqK7V/KgmtwPw8YEr6/QDPMx0hYLQuWx4pUbGuq3az+4IH/aRkZlI9bYZKurvYbGLjzltBhkxnwUr5MDJ3gVMh/zBST44l5O6PO/8MAuEV7bFZueWbPPrt+VnuU+JOHLHC+YQasq65//wOTPwKdh4CHDaltzwLZ4fu3NMzbQ32UlTrVBlfgerwZGv6EtFPFTMt3dVbt966lvEm1ygbKPFTXkLdKKFmNdkqe1ebsmOT96ZI/GqeRIMP0UkfoP/BljfdUhqzfa9vDRc80RkgktnDn9xoaHt8v8JZzdPiqc0yBHPnqQ023wqFyqqU02abts3+SUzc017LPP7qjcoOjQXF5sZDhT5RykdKy4IPugaW+/c1p9Jxp6mo4rJ2n8ZJiaK0kPdvVU7eXzZbv5zWPVg9+h/1jkOSzQEm7EwRc80RP0Z+gd5W0JdnfLx/fEnqrGgcaZbH02ZSiHR8f4n8bR2Niob7zU+ss2MFCxsfEBm5zca0cOH/T7lxiH9Qbjks07+p8Ggz7nn/o+7BDWfKH7cLSDrbop+4aN36XlV/bOTy7ZkSPjooGvx6rHnV/MtyF/1NF/DpN84EE04zH0KTqDftuy4aGqHT58wI4d5cDAhPujR/eKNsYAd7OuqW1OltWtUtLaqM0X9bA/RQX2ic/D6CvmM2erPPyBydAWc1y4SMPB89CJctAoeH6VCraI0lmHlCQnpnH9+NEjyeakDQ5WtJ4LXsBz6N350S1DwcIDm9Blz3UcTv2s5+DVbhn44jxyeacOfazisFH9y0bz/OKq3br/3Kbn1mQ79Uumsi2v5qKa8p7ONxIJi750OSvaxzluDqMYOwUN4Bl4RD6OvITT6aKPd23RDDvrZr1sJ+NFtucnbjhgdLafHpd4poziszzdm+Vw2b9ZJuF34oDzjRXF0Q2kBKw47ck6yvtDMkW9+MEj8IpQuAgs8qIHx4H1Nzp/WzjyFbI4Qd9lda2xkHuugmBE9NI/hQz5BwD053YDcqB81r60E+KDTlYALpK9DeH1dGnJFqTj11SfU0QCQiUKOyrwKOmGF4xv4CXduHzGO5+KkPUCY+eNK2/4W109f/Hn/8ovrqYggNkwybgCAec5GkaxctqGr4XNzMwp5HPzK0IGoef0TXx2mi+SxWtS0SkY6AMDvKIVnxvkc/iNetPrs9mUXzpj82itLsWA8tEfHbXm9xTxbrtUvZjCaSU2SdhIoq0Q1Bhs/PpQrVSlFDWYMVz0R11/RYsNKRnPlHecRF/SC2NCefFlkFB6LPw43RO00Q6DS52hPDa/fKOoqNPF1z6kiNnZYMcbQ7Mh/HpkvG/JuOmXct83PmT79o3ZoYNTNlADR2AzWYUgw3PaRbFiEAiaC1sKMMyEpy48eoRH3CqvDNET9fFCIAwRFKVLFi7oBX4OEhzt5rP3NxGe5YmT57vVhQM+aTmgqAP9nt6Rn77T0RaOPglcEEgJtsrRhuNOvis31RWR3pbg++6+6tMHHGlXVS8DDKrBJxKh2zdgVN4XQv4HnsQDdsKnbagEzfBKo77goTj8AjbKyvvGkOSWtpIOQvgZeMXmnb8PzVhSaeAgMpTBJT/iuRiYgh2GGUkQFXz7Xl8V9biojoJ0K2MD57/yyyMjXl4hSZRlohR0L8nneFviUf/IiB07c9ouvvmW7Zk6YC2N2ZYQRRkyRmkPY9a94tknnf2a8SLDn+FB5kdy4AMdpDGmCPnSBYxhk88VLuVVFiTd4CVNsHZol+uME/qrhqIt2kV+nGsE/j88jTEifoG+ymFQ+FcqVCjh0Wcu88rvpIE4LtMyn7xcXKfcZx2e8elIy/R0CS9dtpNwsp2MJ2442oWHhOQnHvASutnoRMcRej2lo+inX03bl19dd35THzmJBRU4AtkZpIcIwQ4e8oQK4Xg4W5U9qnP86JSNDVek41eVwLgInuxedOoAHRz3UTBZcqeEaYHd2uj2OzE+/OQba1m/dcnoB/KmDGh+ZfVNSWhV30EzfZS8BSrDe2fsUsxTw1Fml3+kw3f4E+V9Q7WgiU3K3GBVaSp7CF+8HcKCDocX4LwuZSi/62jvP5WRTKNfvVSRni7L4iiH83z6UmHC+M85fsGPMhpfTivjq2l9smnPnJ6y0YmK5k1OTaCKYJxkQu1QB5yQncQhZYzwe/mqywazACg9yMbTZtLFXMzJEfjZrcXy/Xtz9tWXT9XsgJ6r6kMV0vikX2kDWvFOoxZc6Bto4bPS3T0Ne+fd83bwYM2ePX1kDx5NayHKZ/F5NYkPSKxZtUq/gQh6hTh85/Qbd9DBD/FGuCOXyPhmq9s/d3znzn179OC5ffrpdWVxGreqBdWocEBu9L8WK/SlzyEKd/nDOGGxwOKgZCtL3fY3f/OF0ofVfr/kF1yKvqV9BbjQurjoQ8BysTSvkpW5f2ZLC55yy7+s9vY7x+0nPz1vly6xmBu0PXv7tRjptdHxqo2M1mxkmAVgzfbsGbCRkYqNjip9uGwTe/tkvJFWtfGJIetXnZHhqDO+Z9j6+iri3ar6ClumWAzJiduOFa/lMBb8U8Uan+3Nkv3d335iH31wxwb696lfuAxcNAl3yPL5WfLJSaKe3pb94//yR3bgEKcpOL3E4lMLNwDTB/BfbfpC23kc83a53G8vX63YN18/UbrsQPG0gC748JsxXxj/tIfMYE6riIazNVvLtn/foJ07P6X5bF3w0C9kBwy6gbpC0+cR1wFbVXv+ZMXee++G+nFCxjp3j0Rb1NRMIJSxK2N+YjwBjVR/jUb4MJa2bMV+/kdv+kdGvvrsqc3PCX4vr6AUNoAvEoQDPS+Z4c6//LUZmrxNwXcbQWngx7UC9fVF2zNRtYmJftWUPemvBiE/ggQ/pB+p72MdXabKjiG8EXzaRl4BGnYE+IR+d74aF2oP2e27rzSmFrWY6LP2VryyQOnQaeAG2uK2jykwpB8DD068dW02rKJ+v/bGSRuskR4Ldfo5NhtAQDCli5wHwntltWVPni3Yw6er1lMaULsaB7QqWwpc/Qc/yUi3ePvOtdM2Nl5TvCV0YpHOFw95eyB+lBPOzQ3phpeaf9riN/Yz7ZjgCgdYIjoYr4m/j8si9CToERy+4MfJp/V1vmQ1aLduPbHnz+dUP17hAabbTvBbIBj74DM/+0xz4Ki99dZx6+6VbS/91Ctd5Is8TsoKCdZG3Dv18uWCfXfzhfDs9/HlMiF9Ka4WsBl7zJuJbww0xFLdYM32mvpxzd5954Lt31vT/LmsbOwWeI0dwoY5qMY8ydoLGeYtBJdXNhSF38BAzd/ggO9ray1bXuIMAvfFCQzSDm9o3WEpRXTu/PDtLRVyoGb5KEuztWg/+dklyav4L7mQJEv/FraIQ4B3ClU2bGi1rH72zSeF+FJJfFWfsVnPGEDm2XDq7+vRWJAO1Fg4dmSPnTw7Zac1n01NjdqwdF+lsmlDg7weyOtpK1bRfMDl3rUKyAUvGQ+cXHJZlDyggwIPnkO3EGe+oyxzHHrf5xNB4w+Z5zPvUFMrV621viK9PGZTk+NWUjsx10hGnTtqGtrlff2p57RdcMTTrg6dA9RYT+acG+MYuQt4uLgzinmbtU6PPZc8fXb9tlX6htiqlL4W3qpXcFzte2THeXvQIFrT0x6uE79oHzkHP3RKpHu/KY25nhDaaCRgBYwsD9yEjeuMJ/yMZ9vARa8hs1mGtGwPR9l0pGV7hDwHjKjndfinMOt14oHrxIN4PjtNqoONhF7q9P4aq/LjlFrwMevTbrQBHMYLPCeqevSJ+pNxx+k9Xg9rbrZsZW1V+qDLX190OdOft8tcpf4O/QRW4YAPLO4Sc3ua+Vp6akUNvVhfV9hldcn4Jngo7utJoAJEvpOH4I4D96SBMGkixCZgPmFvY3h0xE6fPesHfHr+4l/+xa9QOgiuqvoGTyhmmAYzUIR0UJwmQtmxycOXyh4/YsKnAakLMY1OpwzMirJMJvEaAgTjeT2LkM/N81n8+/fv+6YPSLuBpj+QZpOGjSBCkCbktBJwCX0TR542CL29Io18HHDBKy+rbvm7rXG/UZ4oojwnjhIudbIer4JRN9vA8xUz3lldVYevrK7IGGPDas3W1/hc/pI163yZomU94tlWu+779rxmhpI5MLXPxkZkZEpQNoSLD75i0OFxTkcxeMCBZzowJxXS6a+V1dWdzSTvO6V7nQKOTyh6pi4+4eAy3KlTCHwnDqS7K8rSP5mPS3gJO8tlWrbxeh0GBWEKKXGaojzPGaI4I4/MqJ/5+s8ndJKZ1Lw9Z6TwVJmdAaA/nnFu0Mh1tgEolFVOvmlkwAtkmDJJd/IHTxn6iJDnkD+MZW9ipwwel+Gui/Y9VpTjmRRwdtw8t4PvPinsKkq8G3ny9B/5UOELXiZG4qpHvEn/SsaPnjhlR0+edN9bqfpRSJRP/iJHT3VOCNCcDpyAl/iQH7gEjo4P7alc1st0wpQxdAG8SziUJ+6+qEcdHGnOCz0TRlkpzqIvGdPk+aYQoeoTJnzK43ba6MAry5KXuBGCX9KXZSiP4xndgcvNdOpnmC5hZt2El3hk2WyTMOG40S+X9bIu5SiDrOEchtJxDhuaxJsoH6+OoT+vf/mlZDlkFIcUpUs8dlwHTA0sTY7SyUpqNVbt5LEpm9w/5kao0yCW0BZGIPWCvhhH3bw3L8O1p6di6w2z7+68sL/77SfW2ir7JdUm46stHCV2FI8xTCh4yR88z7gYo5FGO5EWffJ9F2WyXOAZzzjSHOd49PSdNl97xu1yqqA1K8oRp1xnetZLGDs4dORnWjrKhovWKJs+HeWjHT2ovssLukAJGJl8vr2v1mVjY2U7fHSPaI55NwzzkKfX4aXrlPFsh4aQl5RLHPKHbPpmrjrO5VT90tNTluFcta++emy3vntp5dKgdBDG7a4+BG62QcgrcuhXv4h0u6HF2rr90R9d0UKx20a1WDxx6pAMlAN27sJRGxmrWEkLhO2uusqxOdVUs4zR0IFun2COaYHKM5sbzlLJYlm4iULZKiu2NF+3b7+9bd/e/FZjt9cOHZ4SDSzeNFdrPg0+MMaAC9aMI9jNJ8RrsnUW7aMPbqvcsMpwL5Jn7vAH+aV9j7tgB89ZgLChUa1gUzVsfLxq164dth/+6IRdeuOgX0q7Xl+wepOvq66LH3xZdVX8X7N6Y0X41WWX8OrRuuBzGkL5et7ckv2wvSE7ZEVxLtzlxyXsIz6swT1EwW/o2pExFjnCkxM6m35CSgvz3kH75voj+w9/+aFVyxPSG/3Ov6gCbZJF9blvBKmNN986bxcu87oJ9h6XpqtP9VfVmGZjhq8CYStyT1W51C8es6AXX7p67enTefvmyydWq06oBvx2Fvp/8YpPMW6FpMu7j12gY9utSf8M29nz+/W0xnQXzvuMMQYYysaPEoIiGDW7+c0Tu3N7RnQOqzD25a6jz+ijHV+kK8d1H3Pn1mZd9mFL8nnNVpcX7NbNVwrhbdV4u4CTj8ighDrmXQgSLNpxWwzEwE3PwEdu/dVvJXCH5+Mnj2zywD4t5rk/ibuoGNuiXQPE74Ur5NwXu4KXMgbfwRk+ZRplcw7wLw6qf9vtbvvu9nN7+nzFtulb7HhHphgv8nx9yOPKgPfARf6lXXysatlgx49wVcIxERL3ZKmC8wjC6Cf0Aptj6ATG3Mzsqt2689LW6tIXguC/oQqi21jil2/Cccn+xrJdvnTUhoclJ7KXfWNbJdn8DvYBj1+3+2Xz1mVvb4lvvIap8pJJP3la0AJPcIF/hCn7Tqf+mBuBt7y6Zg8fP7Hp2QW1xmvSkueiLMLl/JUP+1Gjq71kx46N+Sm+7lKcpmUzxtcs4Ck+AZdNKL7a+fD+vPTVkHgNv4WH8yl+5HFeqzR9FbXAjZNInN4DB9k3XevSE8dtbKKkdcuaxtKuXZD04Xx8owMFiD6grq/bNH+zNimLTyPDE/bg0Qt78nhWZeIibfSX40FFVQMmtX3RKu8A5fhiIvcUrq7O2/BIj737k4s2OMi8AJ6aw9HH9IHKC7MdfsWaMeYT3+AEvjwn46IfRLOaQIdwSpAvS6LrtqTLunvaNlDrls7csv17Bu3QwXE7d/qgHTmyx06fnLSjksW94wPSqxvWaC1JTy6Jvy2DfeVyjC1vy5UyfYgMhU3mtIGh013gpLjj43GNO08PXm9LJ/eWttTmPquUoC/4Aq1ZL72Xf+3ZO1gO2Dhw4IcNHGV4xuUGAeXYMCDc2uoRfVv23d3H9vzVkvVWB/x+Ij6Gg2x62ajksFLWkQn6IenFk4cnnnOCy67qpYs2w87E79AgIiL0pr6Xn21mGr7zmTKZlm1l+i7M75dLPHGkOT167ixDuOORe4XUyzKdbeGzPrBwhJmOS7s7Q2BlWcokTPLZ9OyE6W3pH2k4ZIixyB/OvyLJeqG77J/I37GlpD/LGjuU83uNACP+J07uirbZnJRJbRsaSyvC7aVs+0XNcxvgJTh+r6jKujwJFOtAnpOGTnx38Qx6CCmXPMGzuXzl6hW/27nnv/1X/92vqEy9MMZhEA3EJO6/FKME3LED37BHDx/5q2bIB+s1LhYDMJNYCE0IJQ6keY0jkA3BZaOIy6K5T4hNGMryGlkQ2CUjJ74gxjPGKnHyc3MoTxERh0DilIV0aOEZQyE3e/hVHaXpO7ZyeXqIi7G5/whc8p6hvDCb+5EOHJhUeNAOHz5kJ0+ekPF6wo4fU3jihNKO+Pt6Bw8e8ouy98tPqN7I8KAN9lVtsFaxoYGqHZzcY/v2jtv5syft8CFNMGp/S/xisYkOC3FA0MKAw7MRFxtbIYDQwgZYLMKif0jPz/Tz7PynwwAg54qxiKdQ4KAbR9nOdOLwLfNx2b6gutBh9GSdzOPZfZGG874o4GWZdJx2gV7/1cIVUrSd7aDcok7Ac3ycrGjHF/rKi8ko2nL6edB/Luj8FfkoUwB4feTbvQaPBgcGGfDTZx1vXz1DmDTkYKIvPE3l3NjW+PATX0opsNipg8/nXQcxwU//K8qocU/nKfuAkDL+S4/KuYGlP2jG5SYRjnfewd8NU+qRLB63eNYi5cCRo3b20mU7e/Gi1QaHrCF5wqgTh72sQ0QgO3mnMPGjTcYNITxOHDPfcVWcsZ4bKc5zecrDg6yT6fhMg6/x63YoSfKAR91sgzT0UWCHDKgueUqgTrZBXxGnbuKLZ5OYfgcePstn/3gZ4U5IGp5ytAucTpwzD584QwN1c4GNSzpwWY808qnXyVPCxCVh4aCH59RblCFE3yZu8alpelE4KZ2FMCchP/30U2sWm/CBb8BPvAg746ruDkNJtqGMY/FDBvGhqTE7ODUh2vhMOGxHV0sG6Q+HAe/YnCprsas0GcTtjW67fe+F/c1vPrXFdYnhwJhtaqXPL9l+2k0Tqd+xJdy8bbnEBXzzOYzg4HWWQ84zDV3gY8EXlPGX9wWhY4Jm6gLPq7sLvKM9J5tnNzgi3umy3XTZ9uuOtISLI6R/0mW6413QGH2DPHf0g1zC2YGpcpy+wYExd4I4zaJPw06L2W07dUpzTHdsIBT2rOcDA78jO4ojT8hqylfioywtcNhgCd1FeuIR9dgkYTyU1Cb3hWzab37zhX8Rq6d3UOkht2pVcWKBI3HgbEk+kG1eAeG0EJ9Qv/aDk9Y/IJpkkO/ZO2yTk2Oai0e1MJu0c+eO2MAQepsfcOJ1dYCxSFULkg9ZzsKROY+FAXOLv5qm9jDI+/uHhDObFyyotu3evfuir2T7p/ZqYSGDXbA4tbzJhcvCk82O+AVabXRzqqZin3923+7em9NibVT80oJedTp7H1qdT/4XfQq94Miv5/TJdteyjY332C//7A3bO8X4WBDftTDWApPLb1l4sgjhlDGLZL9DBWNT+a7qnFocMfWlaOEVFDxfuQN3Fl30J/MScodtFvwAX/gVfRGv89VsbqZu//bf/IMtLnRZX21MeTI0N1SWSQdaFOTmL2N+bHzE+vprNj+3aIvzdVtZbtvykvx8U3LQEpyWrSxtK9yS37CF2Q2bn+Ez/D2Sj5bd+PqpZHVEz8ATXG8A1F1alCb8SKL7lEfTiPmm+DQ+VrULFw8on5NEynA7Neq43qSgKkM3F3Hb1oB99MEt4Qr/+qRroH/X0U462gIPkrxd/dEXG+0VO3t20i5dOGJPHz+xrz67K50Ym6PUZ+anXfQPFAA/x3GOJwdaOKKRJxgqtyJZnp1+YUcP77fBAV4Llq7YYhEiSKKJsZRjEOmKuoS0FrrXW6ZP3UGEvPi9tV225ZW2vff+N5rvZQN3V7TAFC8Fw3mmmmwQOe/k+IIXzttQiEzyik25e8NOHpvwxfn2tvS/avrms3ClKXBwCOqs3l7uYarY02dcBv3S1lviOa/4iRx//U24A5u5hftoRoe77dpbJ2WjS3eoLTa2oS/WIIxBbK+4a5Q2v/3utuZxLXDL/LCLrGg+FOws6zYS+HfQ4n0rx6YMbkt4sJFZ8o3NiuDESR9/awIey2MnsmECgdIO8muSg3129PiY6msyE+0V6U+/LkI89Dlf4477vV69WrKnT5atUZc9VB1yO4vTPgImD87RjzwGZtGPGHo0ySuclWpbfDlmtZpkoQfmhf2By/mEZ+KE6NNY3xQyCKkSUE7s9ZaqdufOY3v1YlU6Rzj6CZWCZwIZPJbNxOK3wEiJAZf+6OIH9iU7eWqvv9paKfMF5nX1YWw0UKOoFfwueA8iaaMgzkIQsOEU0l7YSsJDf+g5P7nmG2XIGIX5MZZN8JbG/LZ0eclGxwZsn+aGEycO2onTh+3ixdN27MRh1wmLS/OOA7LBxjSiHbTGKYkcSwUKjhvlSSOO7NHvssREU8gkX4g8f/aodD8yxFgXzwFf1M2QetiPtJNtOIPlKENf0U/IWtbjmTC/iEkZ5Tj+fMVvdW3Dbnz30BZXWxq/cfpaBYWfYx91vN/D0e4Gc7nSOx10g1fGqQcO6Tqf4UGnczkpilKO+lEW/GO8MWeSRD7O8Wcs6g89g4AgF9Ry7/nfxwFHmtsGSqfd7C+es23um+uEpwyvSznKdHpg4d2RJnwJ04Mb8DwdWVccXc6YJq1HdjQ2KrDjVBjVCr6rr5KnboM6XwN04C7aVdd/MKOQ+lMGge9jsMcxMjhiFfEIKnzP1cvQLjgoQYDQFZTQdM72r20IhwXZB9PNhi2xhlNb9L7rNm9XdfQM3+FZ9nU4eBq4J68oAw0uh9CokLTJqUnNtRcj789++Y9/xQXPKGI62t/PF+K0yMAij/fy1ZYTduu7W3b79h3FuQeh11YW4+6heMVLzMCgV20GP8KKi47uXFgGo0fHx7wz7j94YPVG3Xet2diJMtzPEyeI2BTCs1FEiKM+ecCmLPFatep3EvEMsWz+cGIIP6r44SNxUTaeTSA2iLhMm5B379jsyTjpo2PjNqFwZHTMhobZSBq0quD3DQzIUOq34RE+pTlsI0NDNqy0vao7tW/CDkzutQOqN7lvzMZHB+3MyaNaZO3VhDjoirFVb3on+vFWNJhc8Cg6DgOPS795hofQDH1MYqTBSxbj/FLA5hH0Zr10LmMd/I4whCZdCkk64vlMO1E2ZIFk2iVkMsq+jHalNBXvrE/dFLjvuUJ5pBKJ/osFecKkRoh6wM8TVK5vaUOBT+oO3xO9raxPGXeqQ5xBz1CjPXwc1xXespjAw5U2/IJWaX9wiXeTw4CiLP2APHqe4ihpFqpuHOIFJ+nHUw7XSb+n8yy0yCcH2PovQrnOjTiNfC/vMJ2U2JDIfIclT+jGl9JducgCawNfz9saU8OSyzMa8GcvX7YJyXZL5bmJn4uFOUqJEUPfAhdDB/pw0I+Dr0lH8gSX/I6+LPAvFCd52f8oRRak1EuYOPKoR+ivB0CD6lEuFRfwcKRTNpUnjmfy+aWK8sQTt3xOHD0uBc0zcdoEJ1ziBt3oCkLSko5sO2kn3kkjz5lPiHudXwkj00kjL8Z18JwQR7lsN/sC19kWZXd+9ZNT60qHNowr8Zhm5G/cuOGXV8dldCrrPN/FL0Py4Iv/kk37SuPX7HKvFrl62LtnyE4cmZT+kk5mEas0X3xSztvVMwsHasoI5e6I59PL9ld/+4EtN7qsMjAmRou3qoFs+piRp10wCDhBFyF4EeJy7vCy1FN95gpkgcU8JyqDN8iWQ3Kf+gr8CEmLeMhIwiekv6EfOLSTeek6y6bHgQ91/pDLMgkzeY3rjLtzPHdhEs8wnRtvRXuug6FTaSzmtjebVq5synDeb7U+eKvxrTpUTxzxwMPnGOiklfkc+XG+eV3yAn/kFOdlVQ4eInO9PX22MNe2Tz6+I9kY0BjWQld9Lwykf8AgeJ99QZssRnkVgBNP21a3Y8cn/FRNl60CWv3ZUH5L4ZoqtmxopGyHDo/b2XNc7ntCMDZlM9x3fLBbsCF4tZH7bzgdJOkSXCjgf4U+ZsVL1y8a8zK0v/zyWzuwf8IOH9qvNLQ5kslGtXSMz6OE6FjRulm1D97/1mZeSc56B2U0Mh8oE4LSiS+uG4grPflcZqAIrnUt28S+Lvvf/Vc/tn17WaStCj6bt5IN/bksiy/46CvGUpfbQ3xUgzg8Z+PCLz3uFS3ClT/QoK+AlXMb3YRMp27TP6UVBjNyZHw4o2r//t+/Z998/Uz2ywHxgNeAhT73vuyMpZh/eKWGtl68eGnv/e4D+/ijr+yTD27Yh+9/Y+//7hv76P0bCr+1D967Yf/w628UKu33N+y93/I5+BvivVn/wIjdu/NK7fKVzZALOIhcQ7cX4rmDrW7UKuSrb4P9vXblzaN+SbfLD3+yroHjulMRPmcNvtDSrpft808f2swsC09OnsSYwuP0uOPgmah2/vh8JggaJaK7YW9eOWIHpkbsm6++teV5Pn2OjgJfVdQ487HgwGKM50azb9wH8Egnrv+hicVmRTqMuynWZOvNzz23k8ePav7hXjzu0RI9MfV5vzrOOc9KBhhfEYfsIl195/2rRDY+eC1ydq5hX16/LwnkFUnJgtpzuyWQCbhFmJtbLovK99NU203bqC/axXOHbM9ETe2wYYI8aP5LGPwpzkcKkJvN7ZJ/oOD5y3Xb4CuAjn/Rv5Rzrmxau7Fohw4O2aVzGvvdccdPbBLFXJT2K/qduzz6+vq1aG7Y4sK69ETZf2jQIBC+4A0/ojwOfiRtOOcL5eXQccEz1VU7jI8sSdirMUN+payxxF83um/FT/bs3VcRmyUDgs96J+ZgcIg5jVOGi0tNu393Wvai6JbcBdH8SBUfpqBNTi/i0COSGo/7SSLJM6cF2Ry6evWYb5zzvKNb5KAl8A95dawLmeB/Nsb9dTAl9/bwelnJHjx8ZTPT3B2b/RB2Fg4+E+eEG20AO+8ZizmnZV29Tfvln75je/dzLyGvvzHn6v8W7ahVeWCAD3WII8P05VahKwNXRZUX8w/jBtzDzvO5X3WBu83GuIsysoq9rXWO2twyzQtbDdHXsHprRWuzIa3BarZ//x47cfKY38NUl85c1Vqx0UBfi98Co9HgthQ0gZvjJYg+bsAJPDxE9ukvxp3syh5wb9n5s0esWpEskC/2obOzD3DBq9DduMxjLsk02iXNSS7qpePLbrmZL+Il86rX22dzkvV7D17aOiLIq0uig7Hmmwdqz/HWc8KjLeI5limD87Si/Ovp+MQt05JH9AthlifMvJxzHAH+L2AlfRFHV6hd1hh6Zi3XyZOEmy5xSzyBgets3zeY9Bdwv7/5RZwyO3xQPOtWKmU/WEFepmcebpeuqMczLudQTufnOi9d4sd4cdz17Nk+HwhL8Qd59k1eyTY/jJJT15qo1dQ6Q+30VSr+oyyYOD4UDyCFnhV94FUq23alai9WV21G9Vc0rtZFT7lWtXYr4ONACR2f9CWOQU/0SfIWXnT2MbqAtcLhI0fs1OnTfo90z/Gjp3/1TIsINiW4M4R7bzwUAuBJh/K8urJqd+7e9XBpacXW1uIEEAsSGmIA8uwICBUaTiaThzCRhiP0RYvq0QHE/dfBwrEYBw6GKRskGEo8J0wWnblxkgRy+ufE8eP+CfrjCjntkxtCBw8etIk9E8qLV92SIcRpO5mWbcC8bAvcO2kjTjfz7F7llOjCydeA+ApAt6zLQU32e/eM2OS+CZuSAhsfH7It4bstvqI04ZJ/aUDCw/E1V6xSQGpEdMVF2cBXr7lQYTT6u5GOZygDJrPgRV2wis0DDEeFLnIIZQdNxIHp+fIZx0VbkZ4uyu/yJtMokvBwCS/j8DbqRv9HnQJuRzzzcZ3wvbxL0a5ywMGzbAtetbRYVU8qR2k++ICLp37Qlw7FkrBJb4u/lCROG4T0Q/xCLhowIDwt5CBlzXkJTqpMOvJAXsjILn9dTsBTz8An7njoLydR3E56Qb/zDtgFrTifxEVvws66GCXOK2iXPPjCUSE7373Vil+WNrp3j508c8YuXL1qeyenrKUyLY1xvy1f8gfOLA6dNw5VIqT2wAMakLNOXB0/lc38WEiqfXnSUxeQn3KHJz1hOM5FevIHfpLeWYb6CTOf3ZCgrpfUvKn2lfCf4NjJK56J4zA4eQYm/UbIWCMN2Ekz7VE3feJCOeJJI3Wpl+UJHb/Cd9bBEU9c0vEMDMqQj0tY4JLlSUvn+qHAifzcIAaOT8KCQ/jw4UO7f++eb547DiqPFNIO8KibbXqa6jhMvMr5HTgyOIcHK3b8yJTSRDd9hfEmeMid3yfk+kaTGQafFgZzCy374ONv7en0mnVVB/zXZDYj/ZOgqk8Ppvymg8rOE0I4D/lXpOHBmfsqki9JQ1HFXWcfEv9+30QdXIbwJsslX3AZBvyon444PvHqTMtymZ/x1/MyH53wh+Bn6H2DgQrnvE6OG5URvuvri9bf123HT+yz0TEW4dKNykv40EccD324HEvRfvAvYAY/yIP5lPd0OcY75dCT5TJ3DFbs6eMF++ijWyqnfub1Cq1AeY+euSv0S9TFAZOnnl50jPjcsy6cx+3CpX2yBdgY4hRU3K3BnVhshNTX16Svm765NDjcpzn9qI0Mj2vh80R2SMM3qmTKAV3YMreq71kF+8JUKeAiofM7Q9jscN3OhcRrdurMIRsY7PVXvKgLvYEhsKS3WPQttO36Fw/9y21xKXcYpfAtZRiZ9jR5N16VBt3itso0lLhi7/zopF18Y1J52FrLoTfEW+ad6E+1WTznHJG/1JIfv2QKpuDShT7mfTApZJFYwODEJOXoQx/zcg5buGCHdXFPyuaAff3VU/v1335h1dIewR6UToMI5Rce2KhXjFwXBdqRG+jny61anA1OWLU8bEMDe/Q8Jvkb00Jq1Ab79/ippMEBnmtqvGE//ullq9b6/atPXVYTHhjeQEMPaGwKNxV0mn2RxhOyInwRHzbUBge67cqbx8R+vukinqks9VgUUw8flxizuKvZ4mKXffzBHVtfZfOsz+dUCKGcy33RZx7QZjF/Y2vRJpuHfGXsT/74qnDfsNu3b3i7lRp2IKdl4we6uLcFvRtw0lgHVvRdjH/gh4QgL2q/kBEU6tLSvJ+SOHhgr8qp/0BVnjIx5pBG+oJTYzH3JGyH4bDVtv6UpDQtKLfL9uz5gt26/dI2tkU/PFe72Pb567iLj2ri/GSunKBaucRrlmyQNrSI2bZ33z5vtarGluYCFkvwHolyJ5iMA2RHUIVfr9389om9nF53vb+lPmRTkHFHE2pV6wyN7+11u3r5uB2YGlTdtvjHjw9hlzhYyT5yq8b4J/yYn7tsbk7jZ0M1lMbJKDaKvLyAh84Kvvn4K569X5OP0AzYlDvJNV8N8nlMGUGVQp9HNde2+RR6y378o3OSA1br4CmZ8vYw/3ltH9jwvteWl9t29/Yr4aU5d4t1j+QaLjNGVdubEV3QGTgKV4eFR1/UJa8te+utk2pP9iev+KnfvZ8FgXK4pA0X81fgA1005/eYiO+NVpc9vD9tjx9yyqbiOCAuAQd6g1c+nysleBQ2G3bzxsaaDQ332tvvnJeulLx3YzszhphD0BUap3pwniv0TTDB29AcTZrbEEV63uPqegkPNrQneH5KFtzVJvwVNdEH6GsOLygdbKnDl+XYUPTNf9dL6P0t6x/o0zpvSPEezQ1tq/sP8mh04Zk4CjdCep+0TCd0eUNWJP/Q0KW5qFzatlMnpmx4oOz08iOF46RywMJDD7zDJXzPUzni6aKfducP2sSpZPBELn7sYBO01767/cjuPnxpTcmQRr0wVjnktsAZHjMfdMLy9oo2My1d0IiciOPCH5d1vV7hwGW3XOgZPGm7ei3KZhsZ4rJchuQRd3yLcqR35qUjnjiRn/Z1p+vMY92TMHEJj7aw8bGVqc8mbUIhDRpZP2c54GUez8DIfQbKcCCDOj7eCxx5pl5frebxtKkSH+cTz356T+tFleVQYXepYk3NIY0GXzHt0RxcYsZ12HHKirrgw2Y0koqEaywL3rOlRZtvtW0dOSghE6IXOduhTq7AAdzwxMGPMZ+8BjfyePaxrjT4wcbQpUuXbGx83Ov1XDj/xq/4lDz3DPlmgyYQABHH+yXTjbhkulbtl7Lkl/ZgLr5crjrw9GxcJELOIHk2YsYmxm1cvp/XugYHxbR4f52dMgaNf8peA9qVjupTj84BDu+0076S3NDr7xuQITzin9FnA+j06dN27tw53/06dPiwE9c/0G/lSmxExefz1cmaWRB4ME38kols3iAEvvCSYnJlpnSEg/xgcJeVxVDvFq8jo1FpLKJ6BIv7O7jMrlbttuH+XglOj40O1WxijE/KarAAS3DY0NnUQj0vGkYQ8GzQxYDckqDyup1w68CTTxsTj8WMFIrSUMpNlfUTWC6XUjDFZhId4km0IzjuVB7n+YTyyQM3QITj7q+IUTb7A2GiXOYhJwFGQgpXaI+JZ1vlVYxUfJZ3i0SPblgXj46PD4pQRkG/ktWWT6Io1KJ9JlkvpzgK3PmgPyZoKpHmNBd4CMMwLjThMIGmy76k/fg0qVfzdsCXCQm3UciASoOiDBIpBKUzKNkhbmNs0UfKAz3WJQKifCagcKQ7/h4nx8l1GJQFjtNTDFLvB6cjylIn7l8KvjhfC77nr5cszh1zwRCxWhupHylYqdjoxB47df6iHTl1ShNfRcaV8FV9fn1zXBV62wLoE7zap5+TR+E7+laOMjxTj3xcKk2fWKGXAnKZ7/CLMqTBW56JZ5vQANEYoM4DOe9jPeMcbsHsHbhU0bO3Df1yzsMiDtwdRxk9Y4AAJ8eJL76VnvhBOy6f0yUs2iYODcQpv1MX/UkVpXs5eIwcE5cHB+gM/AO2L+CEg+PitAavvIjnxwZ7LCrVX/SHyiUe1KMscJhk+Lwwz3TXvfv37N6De/4rir/CgCtoCvi7suqLBCWSjMHmJz5kuKPXquUuO3XqsBYI9AGbampT7fV08aur0vgVWQuTbi3G+NT9B598ZR999p31VGWw9VZsU7C5ZDTbyjD4EA6s3ORUmk+shXfDzf9FWU93niX/sp+CD3j4SUjdTEv/PXlSPXzCSLlJ2DjK/f9ziWsn7AzxwMsw071d0eR8VzI44DJMGOmC/qRH9fWHKS3hsL5q1UrlbTt0dMympnglgtdJm8qNxQXl8eCXcWhN2Y28MNoZU3p0+RE2wpMQfEnXs/7I54LjVrvkJ1G4a6ZUHlPxkoxZcJM8q66f8qG3XSkDHh4TlYHXzbhbsl/8gq9oyI7QYsgvMoUX+q9EQcaFxg9RdD31uN+HOX5oaMTu3XtkrQYnSLQIhvc+tgtcnY/ywhlj308zCILTKiK5V3Fi37AdOLRHdTEkNb+KBT6fqBy2TG952B7cm7GPPvhOY3tAOmPQ29lZUCoMve8tuffXJsRXX0z0bNna+oydOj1mf/InbJTwiviq/zjGqR8+xBA6Tv0geMgrOsplo5BdGEJAnHFPOvJNv7n3jqL/KIt8o9vgnewl8SpO3XT7r6jlSlXjecAePVy0//lf/42trfYKlxH1I7DpMfpLDTHX0o5DZK6lLRZOLHAUarzzClk3ty5uhh7g61Dd3AOlOKcXVN03/cYmKvbzf3RN9tymXf/invqYTRjy0R2x6dzFJoL+vD0R6jLqPEA2sceEe6ll166dFN9YRAtfFXadWjgkzhdxWphXSqN279asXb/+SPhpYdxV9l9xcxzSZ94GtIpuoPizfPATPb5ulXLTfvSTM5KFNTt75qBduHRafXnC9u4fl806Z811Ni/Ry8wbqgdSDjfgwcdwQRsy6Z5xVIy3SgnZb9vCwowdOTLlJyM0qwhf5J1+CV3GyR5/1aXob3B0p35wXQAeagT5LwnmVrtst++9sscv10UvmzW9smdAMeZBxjn8Y17wBQlecPh12/W8+q61umTHDo3ZhXMH1RwXNquIaGWBnnNQFx8oEEx+9OQy6OU1sxvfPrJ6iwZkc2yCH/S2/UcFcN1qapxvLNoPfnDK9ozXFG/4uGHcxy/vgq024JokT32reU1rDWTmzt0HWnuAKwsyTs1goVGKetG/zh454oxXlyN538xiQSUeIi+RJjQRQtoirjyXAb7ipuR2c9nOn93rF8x3d62qDDhFnZQn2mMsi/Nax5g9fjxvSwuq36N+0HihLcpQFtjYlc470ugzb1elFOnpkt6QrF++elxrpeAbNgsS7lIOb1TPLzhWJxLf1eXgRDnKa/z31CSjPfbdzUf28uWa8vucoyHx/K++KPodK5L2hYpC4IIcNNRtbKzbrl45onEgXLqaqqN0lXPZV79Tx4sD1p+C58CjIKf2kQ+e3b5C14gPYVuGHJMX4108Er30vqej2MhTfGejnHlNNGPrsKHpnFE5/gY0LzSbmzb9ctFWluuqg84KWy94Dvzog8SREEdfMDf4iWrxXYIp22fbzpw6aMNay9EXyETwjWW7HP2h56BF/IM2cBcs+iLm1aAFF2tQeEUaEKidm1LUEb7Sj3XJ+O37z+3Z9KL1lAcktn0+4sHb5bhXNFCzwJ02fUwWbQV84O3yNccCaTjSOuNRJ/hPyHPWxQfuEWcT12WHdNpABgWfZ6TI51+B8xqKU8ZbUj7pPr69DOUdbAFDVBb5WT9hkp9t4T2/wJ8QvBgLXNfCG0FHjx61kdERf4PiAIdFJiZ29g14c4gyk1NT/mbRlELsCq6OybeKdt4u2rPX0/ONIw6lEPLVduzy+MgVvJXm1tgAd9brYUuojzQv5bzMmm8D2ZGObbIn0ebUnfqfSU3soz9RqSJI5Kmv9L9frK/ElfaGPVlcslXBb6InfcMx+t+vbyj43+ngSacMgM+OvOsRnPG9jCP1Z61WtfMXL/jVOxta4/QcmDzyKyqxkcNpooWFBRlPs76DRgE2amiAkE0jOoDXuChPWb4ehqMMzKIOzKIcHqQoz2tZCJ4jp0FI7xKnPPW4yJpP3pcr8asQ6cAMxocCpFPOnDnjp4SOHjviJ4YOHz7sHcfuF2Uplzt/hLnR5Bs/rkQR1lhwsclFG6SzaUPZ3HXMOhyn5CQVnz70DR7B5VWd3LzZUHm2Bpnw+chqRUZhSUp+dKBme8dHbHL/hIyAsuOGmDd9s0tCTV3BgT+0lTwjDxzZ9AEfilImTnYJr0LBeBw8FFKGEBj0Ogao63052nCalUcS5VJoPIxiOy7THZac463ndMCiDC5D8M7jqenT5TNlva5jEXV3vIrjYyItYBRlsizp/KqshwKOosLNF85KQ7mCBw5l6WXEqx38xRDScIkPPuUUB0z/RUghl8NxUondZ74c5fzr8Cx42XhkAmCjCcWW/QjPCXFhcH6/TZSb4yTnuPvkEngCg5DB6jQq35khRxW+oEY6ic435cckj8m47SeF6q2m/zK2X4rvzWvX7MIbV2xgeMQakmMXH8GAF6DIl692cFUa7edF7unABx4lzoSdceohq5QJedzlLfnwI8tnPPsNR1s+3jrqRftqR8qL+G7fBc2JK3mUJ05IOvDx4JTlsk0cdXhmrPtYKThKucSrEz9gpAd/8oBNXdIoBzzyMGKcblWl73c2IYsySYtfOq+0xJ080r2u4lkWh4yRzjN3DQnaTrs44sDgGZzQTdQHz5npab+XqL9Wk3EXvKFctOnVw1hDnpTOogG9xwaRYpKPXtWTzG/U7ezpozbQz6svvAIHDPgona+wJf1Urgxqjtiwuw9e2Ycff21lLqnWYoWvcSCX6sxoG/6rXxP/xCkegBxpiaDHI1aEUQa64UnyqZMnWYfn19uBL8TT4xJWwujMw/2hNMrynPBxpGVfpcs6nXV30vhTHJ91Op8zno4YujYXA8JK7ZHDCdtFLSq67MzpgxqHTfG9IV0IjuQHDZ00Jv64TIc39I/LJXpFSibpiZB6HIHmtS2+dFqyDz/4zp4/W9YiblhYaBxoPuS1L3Bz3ngTRXuKKVXqmF+U121weNuuvHXEBodE76ZWV/wq7PIIL2JR0csXcTSguKui3eKE0ZaVq2X/Iej+vWeyW5oCr7GoRRptok+TRpxGlqfbFmOadOnZDcae7OzeDRmSe2QYdVmtr+o/FEU9jZ9yRQvCPvv6+gO7e2dWNs+o+FoSX7XYLWQZJ3DugjZkQDh4ArJZ91dGfvmnb9mBw0Oqx+tKwW/6L8dh6pvkM/olZQAHPXh0fSdtxPOKANLiFEzIBmntjaYbn+h9LpTv4QtXzX77/e++tVs3n2s871UemxS8Oijdoz++FAUlKXtxQgEOgoOYpmxvU2HwVrD1p0LOAFBm+6jZis2ccxeO2LmLB2x1fc3uck/NOnqKV5fYMMjxC87e45AlXMOziNA/9VfT72l56wcnbWhEdAl21Al+eNPCDb61tLjq2q7ZX//1hzY3u615r8d/4FRLziNc/O/o+kPnGPNLtLeaanPRTpwcsx9cOykecKk0Mozs9di+vXvs0JEDfvn0zPSCFvVVVdSYEM8dYRxwRQRjBvid/eYXkWoO8E1C8YHXB2dnZv3Op8nJcTFCcijZiPkEnV/wZyPkAWwdTyW2tdDw0z2K51zG64QrK5v28We3bXFVdYqLtvPCYvDx8S3H/OJ4yfuCUyHXInTLTt5ortjVyyfsGPcRabw6efqPxXn2G/3oOqGX+bBmL6eX7ObNR4LPBwqkM9QWWFEXmdz0Hx40V26v2Ts/PC97g/Uu7ce8BW2MASKMj5J45Kej1Ual0mdNjd1nz1+qf4SDrG7aRVjC1gobyoVHLsdT8p3QF6IqsyM3/CfHc246EjgOwklLTrtwYcqOHtcaxrgOI/iHTUk8xy5Sz+bc+tqGff3VfekS6SPpSZmPol1tFTj5mIHXBV7K8bxgPSfjwKtp584dstFRXp9k7bEh+WcdET9M+jgX3wP3QrcqyjqBOA+Mv/7+MZuZWbMP3/9az7zKWLzqSS3aVlniXocuKOIxrsAJHbVuBw8N2aXLh9Umr7+ivwN/1xg0rLL0LTYQOPCZeHjPBjV2un/xWnnQEXITjYEDbeGyHwj9lTn6Ue3w4zlp0M4Pe76BpLZ6ta7ilbYuNoaFB3LGXXqcLtvcLNntW09scXFN+HKQIfQn7WU7iuzEnX65tJGQ2G7JKD+IaVrQnHrAhgahSbg4tKiXawxc6mDXiwVcQiW5o1zyGUdZtaw0lZU+QJpl4Ps8xo8es/Mr9u3txza7sGZb3eo309wsXjHfuP2kP5rZaYs/by/lIeYPQnhPiKx6WcXT4ygfc1GMn+RVukxLeNj5sCDbwXXCI0xeZx1c4gY+7CEQkoanXLZJGdwOz+SA0YljwkrYyCPP5HFtxE9/+lP70z/9U/vhj961a1oHXblyxd566y1744037PLly/589epVuyLPyRnS33zzTbuikGfyeabuW9dU76qeFVL+4uVLDuPsmbO+jnjy+HHg6XNn4JVuhzZ5IeuywzNSw+uQXN+APh3o67Oy+l4EUEzyF32AbuUkEpLXVLknS0vWkI7YUBzbWkC9LGOQ8vAjPY6Q9OQXvrNPdpzqw0Muq4YXhJ7MJ+h5fezVqxmbn1+0hYUlDaxle/ly2l68eGWzs/M2N7+gCYdd6GiAhQi7bhcuXPDXu9i1e/Xqlfv5+Xlb0/N6o6FJScpMZUtcHC1i6LwQhECcjZDcDJmcnHQBxnjD82sIx0v3TOzzjaB33nnHO4tytD0+xpc4yj642HjhE/f0jw9y4Bfe70oqFvn+qwlM1MBuie4tNoaoq/ja2qr7RqPuXymr19el7NdsbXXV1uVXlpdtWZ0zL/6s8Mn+dRkpEnB8l+jqlvLr0kKqV8bFQKnLxob77NDUPnW8FmfqP+6N4Nd8LplE0fjFopoYeXcYu6szzoTP8TUYlfSQJuyVpsEhWsijLzgSzM4fn9VjYcegQ2hTOeNSIDo3iDrTcZ3pKWidz5110lEGT5vc96KucCWWigxHvRzQ1MXvyoHSHC55MTDwGMKZn+0ivBJh8UkTMsMMw8SNA+IaTCrjv1QIPeqC064RBDzwUDpyyMQjucCHXKqcYDDxYmhyioFfeamjf16HU0PE83mnLmXSC1dO/fjmkeJ+ek10seEELsLOB2Lgs8tHaAQeMISIhyxkEiavAO3gnrzTn/PV/8wX6RiB682W9VSqNrpvr529eMnOXbpiNY3RNcl5g3Eg+LQVr2OAdxrZoXhR3HmZPPFQKLEBxjjN/si+Jx1HWRz5qayTztxMwadBBSyXG6VRnjLk5SRGOsZD4kc74UNmcxFFXcq47ihwxBEnLfFMXGmbeOKVOJKGSxrBjXTihNQlBBdCXKZTBu90arC7cSU2sVkDDnpUiGGDHMNr0acQ3HHUTRpdbhUmXNKjzZgcwS/xet0ljKxD27xm5ptGyu/EF3zSJe0uSPIYtPEKTJTlImqJjC1pDuCIP+OQ/72ePKcHKpVBa7V77PmrVfvsi9vW2qpYV0ltS4cXCi74xkTkvIi6hLRBCM7uijT0F2H+cobUu+TDP5UlDx46j/UMfOCQ1gkT39lO8qGTz515+RyoBG92cJMjLcs6TYUjLfHqbLfT5XNnemf7+MShE+90xJAzdB6LHYxUdEWcyijbtPjPIoVfyv2XKeCpKTwTUXep1+PURS8VXe7PtIv84eDL6zjCV4xTLkMmn1/2G/UNe/z0leID6qMoL4xdD6uSz7mi4ntzMuODccArRFNT4zashZAVv06rZ4QHeiE2h4S5P7OwjPHEBmvDN8RqfVv27o8uiR+Mez70wHwf8yhesV0v3AQJzFyeSuWalUtDdv36XVtalg2yyWnl+FgEdHNiWbOA6NvSImvV+GAYOtPnVfRSZ58UcQLi8AaHnPf0Si9U2nbo6IRo4gcHjrezoS7aCl74r39qjbkEoxEd53MRfcxCUBx0rnoz4jF8lveTI6rD8PJf9hVycmeDTSxkQ8UYG9wpyZ1N2FPbWzX77sZT++C9r2UvjMic4A4pcKHv6Dkt3pEd+C948SU6fmijf/hqLLiD35bGe3yNrZfXAnvle9jUUD3AKV1i6v166sxhf5WKE9bdPaF7coxCU8o9rlPmg16NeUXQl9iK8NbHnMqgE+Efz6Rj68VF5Zrv1lv28sW86petWu23tvjDl/FwuyMW6AXphLTDuFVqlxaI7faKnTo1qbbWnX4ZekJwXXkrwn/V9u4p249/esUOHd4jHjXpQY0P6uJVnL6VPNJA0CI69UefKhAfmBc5CcNGO6/lDdnXXz+UvKmN3qrqM0ZFr2NHHzMmxFRop6eEDmOOV2PYtEOONreRfXI5idCtheaqZKHq5XyjQnWhEV3g49mfQ4emHgW+h9BjLRsZqWnc8ho2MhTM2pCe8PHseh2Zh+aSyQy36el54cB8Sx+7MDi9ItB5rAryLTtz5rjmJy1+JbPMNbRPPjjlD1/0O4so7uLiC39d2w07ODVmw0PMq5ziCnhg6/YScek48Ie+oCPkCti0gdz4+JMDf5ADJULmV2SJmUYQhFvbuBLswMFx1UEXxRwNPcie41rYR4zr9fUVq9Z6rV9e0ARDY8WRC51A+SLibSeeIRmxiOdLjbyWva51CQ3BA+xdf+1E5GJrEaYtkPJPGvBpAn7WamwIb9jzZ9Nav2mtJV3teYKJS57ggOFXVhRpsI2xzIZ8u7VqRw7tFa9ls7XWrK51kWq4PoYX0B/rEukg+KJG+PGcH1f5gZ0PZzBnOILpQEQu23e6lUbocoAuRKHJBX8ipD3q4EnjnjGa93Ehytobsn9VP3/4gi6aCJt6t/3OOC5hYveAGp6+79aY54tpwY/YHM0+hH9+uXEhZ9QnpHLCw1E888AH5+XchczCz7BzNLb02Gxv+ibRi5dzVusflkzLVtUYYB1B+w4Z+B1khAxEu3jgelnF09aFf64r5XnGk48sQQfxDEOWglY/CUOaOpgmkf1sA0f8dZjUJS1pzXi2wXPyLstkPGFnHJe0UAcZ6SyXITApR5y3lvqHBv2DVIwZ5IJNRGQFeydDbGTy+cAVdSnDp98zn3qMC8pEPnNMv/vh4WEPYxyErKHfkX1hrDT1u2SRL1UmvrzlwY/9G5q/ORG0qnaerK3b7ekZW1H9JvM09hxaTXGZA7522xSMxXWtzYRTXXLKj/6xMc44iL4FPxztdHrS4RsOPHnOsqQTz6smOB3Fvg7wvD94xWtldd1W1+oe4mfnFmx6ZsZP98wofPL4iT148MC++fqm3b/3UM/PbGV5zX+dOXnypF28eNF3ntjM4bQPzOSUDvcMcSohkXDvC4yQb44fs0vGJdjs9jK5s0Clo2E+x8LwwKcdNofY3QLxmJh4LYtFIYuaYFIyJDsEBUU6ni+Bcfn14uKin5rKuF+IvbrqFwgSri4v29LCgmhcsqXFBRndq34vQqvJcfimtRvrtq68ttK3Gmu23Vyzro01q8pQKnW1bP+eEZsYHWaKkUfZybBHKIRDKkNc4omj43KhTO4Er8xJyfvGFmXFL9/g0qTLfTrQgkbxejIoa9WaCzvC2GpgiMa9RjAafvrg8ZbCpfCwECPvdb51etrodJTxvizowMUACRid6enIh34UDUMez8AL+p1C1Q+58JNjKsFixk/syLfYaBGMhMOERtz7XWGXeAAMPuue9MIfcPHBocGEAmZi9joMCJXHMOeOHuSoKd/wDbZtjQcZhlQo8CIkncGPT1zhs28ayftAFa7bwptTSH7CSHiAr0MQLp38JJ5hwmJxQBw+AZOieNlgjn/Wd14qBAJGBG3SPhtnoxN7bfLgETt+6oyfIFrX+GqItrKUoJDQ4kih4DAJw//EJ/s++2+nDTXSiXv618vxnPCIZz66AAcvkHEceWHsxORJiKMM9VMuSAd+TgyAJL9Tp3S25waG6hAnTP96WRxxXCcPyAP267zorEuYZQihg3bBncnTy2ulhKHrRkcxoeIoQ5x66YDJJI0DJvCSPmGpsDA+1NvR7u4voXjwIaQ8+cDCs7GMsq9Vqi5batj7PGjY5Un8kgdsxdWeKJfeUZI8EsYCYHG1rjHBQpETAuojbF4HiSGgel0VW1xu2dff3PPP7W5rYbKwLsNUOh7o8Me/SiEHJ1xyhU/2D33scfI7Qv0Xz/LZR4QZz7z00JO8+c+5zE9+ZVmeccn7bCPjCZ8w07NOhlmu02dbtIsjnrDTddJDecJOWJmX7eA4sSP2ywEbGGV78WLZVlckS+onXzhK/kSNb1oS4t3qUAejf+kH+iWNz2zbx2nRNumJP/MFi1LQ4Nfh+fllW1tifJckW+hgZEdwaFOwqAM/ccDCqGHxhcFdqfbIZtijeZ8vj5Ev2QOwFiaxwA6DDxcXMqumFtUhw5TZtP37RmxsbNgNO05e+GW7O5SqXfEBWUdYJWXiFzBjnGF7VKsD0v18DausOSY2m6HB72Zsy75oan5oQku8pgHfckMt+YVPHuXCD1pZRPFpZu49Ghouqb/ibkXaZeOGOQn8mNOZaxjXyva4n7KhCGVECXG/lwMcoEzzBGMasfHX65gsBYeNIMamv7qu9tmPQEikbWUjjNncdMP+1796TzZEyaoVPgsfiyvaJWTx7JvD4hUbQF3dMkR78Ogx5sZVLV5npQPmrFLDiFzX/LwsfbOoeivi2bzqLqvJZas3X9nwaJft2VuToU3fav5s8TW3kH/mLVzyDzmBPziCWIQHP5EXFpyehwzSz3Rk4ZAPuIOUszGx7veRIG9pUwmOeOawir5K55t0es52xGnf6KpWu2XPDmixwLhFp3KPjub0DdkGrSXhsSL5G7B3370oO3NB8td0Ow/ZhZehY8FTwNQHrmaL/gvjXnof20Ht8+W1oZF99vLVut28+VILen5UxP6jPzWOXYaFN7KnWLw6yXzIjzOiWfjTHq/abW7Lpm6Yra62Zc/zwyM2OP0cugvPD6Wd+oV4evoBO9K06K/Vum1stE/6QK3AG6HByfhcwKu4wPJDAPD58MyGTU8vqn3RRAHBChnGSb6EA93OKQ02iHt7tsRnLWClp+hXxkD0Q8xx9FO8ooE88GPdio2PVezA/hEry95m04L5CmMx7Rn0GzSlvk26yCONTQ3XNZCjqvjdcSU6JKeIB/dOtZor0i2b0lH8gM2mDDZM4ANuPBOiE+h3Ngn7+8t29uwxjS/hIy6AX2wKB07gBi7MeYmbesHTwQW7j0ttl7TGaksHscEHX/IUIXM7dVnUUsf7CxnfFWnvp812l9Y5bXv5YsFmZtckxxXfaKAOOEd7Ecex4REnn4UzCw5JWnf3hujf1jgYlcy01MOSV34kQD826o4L9l2jvu4/nPtF1uoL5gYEIE++xSf8Y5OOuYWNaNqGnmyfPNLSJW/w6TLf+1nVnAY9u13um2ji00aPzc4uavw3pdfjQyQ44Hg9uWyzk37HR/HASXOglAA/7g/0VzUGhgsZpT8LflG2oCNtBpe5AseEi4O2pIP0pGOnjCuHYjxqlDTV73MLK5Krmgqpb6XfsKR8nBd4spHm41QOnP3EqNrobDf529me06n0zjTwT/5kOs7L6y/l23MEHhwonzqbeumzH19vp9NRD5c8oUym0Wb6znJZhjDrZZtZPsYB41D9LHzJa0g+eSOEvsmDKchE7jWwF4AM84w88xYVPt8qojzO19NytO0yJbKQZcrQDmnMUT5nFfM3et+9qyJkD7lVnvpN0uTXMNQlU2wWzWlueTi/YA3lyezwu9y2VZZXa/0+T+mFxdV1a6p8i/lA4zXmlOjv5EGn6+QNeHeWeT2tqUkDPvDmF3TlPaaStXjtIhnFhglMWRMyc5wikl9a5LOzkc+raHg2kDg1BBCYA3NBiE0c3u87f/68b+6wK8XRL9+tK7FYYSeTo/HxmXvaAgfq89oYn5Q/cOCgnThx0t5444qdOXPWd+qADZ60R2dSjzp4YKZnYwrc2NR6/jwu5IYmNn54nW2V5xVOBq34ZguGFCeREhffMJKA8MxGjN8tIM/rZmwgNdZWbUPMRFm266uSnIZ1b8hvwdw+Ozi1V/jv9y+Z1apSyppouO8IQUKAoeP1zoIfxME/hR+62AHFkUd9QgwnYPBM+XQsCNmQyzYEfadcuqi/O5gZcLlRg6dt+Eu5xJF0HHDSUybbz3KZx/PrHkcZb6+AjSP0gUg+7SgPj9FGuSyz05ZK+iZT0Q54OL4qR8jGUbYBH4h34k8Z+JrtE/d+Fg70/Tpyped1Jj82pTQCCWkAnHilDFx9Awe81A5Gm+Otfkm+JM7IluOn/E58ceR3huBJOedHAQPndQWeNE8XBtsQjBywuFO5wEXGhfL7NP4m9u2zt95+26YOHdbCR+NF8o2BjKIUo3380B5NZx/CC1wnPol7Kl5C8uErjnqk4XHAok7SgiNMTz3oI594ls86nW0DO2U920188NQlxAEr83CE1Cc9cUyX9dOnkUdZPHFgddYnLXFO+qNuTBYZUoaFLa+s8M4xx6AlLNIfIQ8JhxA+UAcHPNLxuJQBngn1z+vgMW7DwI2yCSNxSD7kZtzY6Ki/U42uizuYdnGhjtOncr44J0RzKM4zJoH3jQyUSrlqyytMqlo81fpUhl9YZLhsCM9ePntv9uz5rN198Myq/QO2LQPLj4HDQ8H1sVO0K4o8njQQwgMc7XkeOJCeuBQefHGJez47ziqfITBed9leykM+44inBwb4YIRnGnUI03W2lz7zd+hUiM8+Ig36cJmHTxqSdp6z3f/EFXUo63IIDvIYlpVKv/qj25aXudh3F9+ERwgu0EI85TjHPs77W2UTT+K0lzKqCuoPvqynPmcRsoRc9cuzYEHc1Xcs4IUR6wyM2Hh9UfKiujjaxLphcTg8OhDlpZfi9GaMV4mL4CEX9BU4UCdOg/CLPY2VS92SxarLepeUpFp2HMATTzvu9adGaDk8Rrf4wyuf6E9+IItNGuiOvoDmcm/F6utte/TghXDilSzJH3WKfnI6Oly0GzJaLnNKBBnYsiNH+XoTOgUdoX5R+7yWopHvMBlH9EvC9LELucIp20qXsksacXziQVuUZ5PZF9vMD/SjxiqLjeWFLXvvH67bw3vzWugPqXzoN+r19II3sicchDcbxj1ahDdai9beWtQYlq23PW3VgTU7eqLPLl/dZ29c3W9X3pq0d35y1N764UGFJ+wH7x6zH/zouF1756idPj+qskN28NCYaC5oA2fB5zQRbQvrAofdcUAceQMX32TXH/TQX+hGmMOiEHguk3L0m7ivuuKRZPHxoxe+UaECrnsIqZdyjcu6wb+C19higsGGCJvre/eNaEyxubehNOprwcvn7zm55SdFVu340RF794dnbEDrOdtuq/1YMEAHbYBTZ1u0I9JEX8intJjryGZb5XuH7YvPH9iL53XN18UrJhSWrOBbTTYpqrJTW/LIEz9QIJvMI2wYSVeXuDer26ZnFq1cGXCcgZEnMwOnCPFsYMDv0AeMXZGhsvTZvr1jst0r1pBNTP+gi7GLk4/ICmNeFHo7q5ojmnWo0RhWfXFVbYVsQSvw6VMuHt4zMWp9/bxlAM/QD8IHfqgddFLqKd8MVR3GP58h76t22YVzJ/20TncXJyDUvtrwH0LkoK2zn3GdaXmK1vtb6WwupS5USceB0E/RaSm3Z8+w1jCV0DtKYbOGTdh4Dv3KWI27LLddr5VLyDi6n0ueRbtywI82Qi/ERny2i7z5wtvHsHi00WtzM2vK5x40Xs2U/Ag84wBeM5cjYzhghbyFfqAdTqixYbi82LSvv7ptoyP7VBJ9I1zZAAZnVQiaQy45uZZyCm6cmmlvcLfLiI0M9zkt4O53qYp3wGi1tYBWOV5lbdQ37bNPb/rX57Y2+LIib05IDwp38KMpl33VgyHQDjzf4AWm4xN627HENhNsAfAQ+sDP+e+0i5eCwUKax57uilLKWq/WNf6f2+Ii15fEHI5LWnFOb4en7SwXG0F65kRXc92GhziJAu/oP+bR0D1OR+HAh2dowgGP55CxWGsAP9sgDxi4CCkbeoA5ol5nTaK5uqy+1zykRPcJQ1h7CBzaop14DX23jYRPPi5x7gxzTFAmPelJB462sh3yso0cnwmftNfjlE/XCTNlN13iTJ30OPR9J4xMzxC+ZnnK8Zy0hXwFHqRlWfJ4Jo94hjji+PzhF0ccPmFnscbkAAAyyfoQeNBCW3hsRtpJ53CFaq6zKUPbzjd0MvwXrKZ6flF68MX6is2srlpTeRuqy4YxP4DxBg3qZUswNovxgOP0Dw65TD4kjZ3PtIcjno44tGVfDGrtyOEcPvbFXkLyvmdsbP+vAOBCJs9ieXl5OTZKWKxQWwV9J07KBwaw2UI5FpssqCFkfmHBFhaX/B1tlCWvsTlxriC2fAG+vCK49ebOJwrrTYWCBWwmERTKyMionT59xi9NYmMJmuLrOQwsOkRKRvC4rBkCGBgbbTZ46ja3MG8zs7OaxGKnsKV22OFeX1vx/EbxlRR2+5joOGXUEJ6+KFMHAcu9JiQMEo5tc/lUTFAwW52rtrq32lbRBFKVzGuYyJgwm9w3antGOf2013/ZrEmpAAfBABfuEnFcd9oIg4SJgUuwnVDRp2kveK6ByT94SV/QNvRGX9Gp6njVR2iZMMhjAmEHfHlpUbmCovooYf1z8Pznr68FdLUU8HCELPzI8QEBb8ER/BRPn0KOy8GFx1GWNBxpNOm/qhUNgisR/1VEtFKN8jl4si2eUZedG0fOE/3HbjmDFDoST+qxIQM9PLMg8UHDs/6QGe5Z4A+DEZ5HKMUhWJEOL9XXijM5EdKmnwYSubFpVExcBY2d/EGG3FgSusCibZ75Sz4zWWKAeppgIAvBd8qicIAa7bpL2nZTnE7K+SkjhZyAis98CieNtwNHjtvVH7xtx06ehoPWFO29jEMQ49dHVUYBpGJggs4QeuiH7A/KsEjjOXntfQMtCpP3+KxHOVyWo0ynzFC2M4+481Byso08SPmFsRRw3cCQfvDTUjwjJ/rDsHsdj6SJ9l7HN8tmeqf3TQhwUxngRjtRlninSzqyXTwu6cd7/wpvNzblgUE54JHvZdlkUVt0LZMFYSdMfNRD1nYnF8dNvEJWc9zz62eEwSM9uMxgeDLm+Crl3NycTwjIhCgWTOAID6CDs8hCv7ux6vgIV/CgU/zX87aNDAzasSP7rMyCF17TV10YMH02v7Rhv/vwK5ueW7EeXu8QnE3VF0JqU86j4A8G/ui4gre373SBTeQl/S4LBd2kB1/FJ/+Tg1yvE/2ogp5GIjD8M7wFLI5M00byOUO8g6IM8qXQcUnYtKcI/eX6rHDglXUJqZcunxN+xnGd9ajhI17/kn4c5TvrZB5PATN4sC05oP/9BI0WS+tr87ZvctgOH9qndjjlsS66tRDzvlUN+S0uxKVTwFd9TZ+zSKM/xayddglDpigcOgxHOr/Wttq9vqB9/HhJcGq+KUE5wPIfOhyEoY8s73+l0V53Dycbm/b2O2ds73hNemxN4yOMkm7JVHuz6ce9hbbSZKx5H8ATcAx54SRzs1m297lvo0m/Kd0RlH6UzoB11PEEvPOwJ2gVHrxG1Vuu2+XLR+zAwRHNBesuK7waUdLienu7at/dfG7ffPNMepePYDB+2MDxXnAc4InLl8so+ke0eWsaI4I/PGj2k59dtuER9KsW19uyNbbES+lv+hS9z+BD3+T4ZeOa/iLNN4xoTWXhDfMPY5p+ZJ4piBTuTTWdMOE4cAp8tvslJ/326ad37dd/e936+/Y5j/0rdIDgPqJeZAr9RIdJpno31AezNjreLXkasGMn9tif/PJt+6loufaD03bx8lE7f+GAnT47ZafO7LfT5w7YydP77LTipxSeOrnPLlw8qLT/X11n/hxXcuT3xNHdaNwACfAAObxvcu7R6LDWkiWtbdm7Xv9kx4Y3wv5P9Ac5wj+trV1JMyvtHDuXhjPDc0iAxEnivoFuoAH4+8l8CfRM2NUo1Ht1ZGVlZmVl1atX76T4BE3rwnHPPvnogejQJfw1Jolf3n6XOdpBH0cekbXQlaADtRvsQLKavfPuZesdEB/2ayIbkzW1Ezsb2RUdnCT73fbpR9/ayxe8GlYVxHanhy98OO8Re5cUpcM7wVG8qCB9gU7EPlu1M+c67K23z2gMXRVqoRsQJ9dBzits5obkuCz+Dtj48xnZXhveH9mV5ohTBzwAPzmXF3ip9qJPYvEc2WEMUT/kq2Ti79Lygr1y7oxsaOrR+Cw5gF+lVs4LbBcvv7XxZ3N25uwZlYNqPABAujvE67LV1Tc/+UwT9vWGxtU4Fy7HH8cDNitkh6Go5u3zXW2KY/FVAmillrpdu3TCLr9yUvaWbHSNAWXZCW0igsNxe1H4NdQWJrJtHTY1s2Ljk3O2sQVTqi6jTgb+OY8lV/UN6yo3JEcs9Egf7Mt20s8XlIUHP3eOm36iCxNnXiFFx3EIMme2jE9Oa86xKTpyGigLr/FZ/H01inOevF8KTLYZ2Fwf8oC+oxzImvcZlA0l9Odn37RBs2V7841LdvnSccGUDCoOmrkOU3lf5BBuEJ9XZGOhq2TVzl6bfbFsKyvb1sarq7SN5gu461Nd+6KRaozJp2RQsLgWO4On+xt2/tJZX6Rr8Kod6WoX9UELdBj2MPYD8kVzfCePpID69vbL9s03U/b40ZzSu/2er8P5g02VpQA/x0t4q2kQy2mGPlDrNYdaslfvnLErl06qb8QrpxQP24hFEdourSg8lpc37Y//9JU9fTqn8lXxtku0YEG+sLehu/D311qoBXqxWKxL8NU/bz9aoM48S2nY3U474ZQPZVnwhKa8Us0rjia9XFJ9LFTxiuVXX47Z73/3oXVWB2iJl0VOccgAfA/eZ8glSIAC/KQfSm73tq2z48D+4id3fPea6wmyqS2x4183hUzh4gD7GNvTzsyFFGwtl23KCCPkjfTs+xABuYnzokr24uWajT6ftfVtzVXFz4aYFDIi+VUO9JjbRroOnRTtyPb4zmC1RRGez3/CA5c0IIz5oPIRp5/bfroF53TBN+Q6ZB55o5aQOUphb9PPQ1chUFw7IIRLdQMDH3VTJ3IAHOVTHq9Xd6RxnTtxgs6kUIb6kV1dFWHIn+69bwBHesQ/WNXqx+GwYaW5vdn/sYUzzumAbte92+ZFngyJh49Z3ukEf4UBcv/N19/Y6Cgfh5HdwsKK8uASlpNEZcPBB2xr9TfJBOMfNOUVNHQyhhI6rEOwSuo7fEFRPc32Je91ydf4yrKtSm/wTYAD3auo6wBVIPlj7FIboK+qcx3GPX0LvJXZaevtCnyy7dCSj4P1yMbnnCXeZAJXUGplp00u+rAYQXhIDJDXZICzhl68eOGvns3NzfmEg3LEj42NyUic8MUjOj+7i6Zmpm1lbdUmp6ZsXGkzL2a8DLuH6Dw40Ul4tVhHteoMqHRU7MTJk34w9cDAgO+iAY8krk+8C7xc7oQ++K6urfnuH3YQbW/xFKMmZbViC8KTV8k4X4j2cb7Q1lb42jaLRTWr19ReXde24jyiHcXxVIMJ0YH8nojWUpehxQnkosseryBty/BW3gMZLbxqVmnbs4Ee4X6s365ePm/nzo5Yd7V4t1EDOwzg/cakZyoP6Eoc6cGkULzEQ0uuU5hpN/fQSUXdkQ/vZXiMX3Tc/t4+P7m9u6vbBzJg0IHJl0JL/bikLffEkzc7RdKa64BxhBtpmZd4531x3+wzH3mynqwbgyjCI+WZ6ZRpdpmODFAXDsUHfirgZWLxoKBhUT+ezwEnrQ7ppZAyvMaGAYJCpZN6qHTysOhDPmA0t8/LFfxJePQZFIdQUhx5aBOoFfRHAVBe4YGaT1soi3O6e91qI2mCT34V9nzUh0sa+Aqy4pJuKAgWXbfrdRs+ccpu37lj5y9c8PfR6W/k98GkUAq4bAfyxE6qbBMws1147smb1+DqdeoaRzz5KU+YaTkwNjvykEYInPQ4+gn4kYbHRR1H/QQH3OQ/cQkv77O/ZftweU164ppx6cGbNMpSX+bhPusgT7MjP3mSNoT4nNxkujuhQh7igZN5mWAE3elnR/0/8yWebsQiq96kIzyyDnRWnhOTdXLNrjgWBNGlCauwG/xalbghkU0DR/LxpBUccNlu8vM6Jlu6Ob9FgqW+Qr+TAbvXas/HX9iLuQUrdWhShvx7f6CPkifaB4xmn4583IOzGyG6z3bgAk7gk23MMsQnvLxWT/Fr5IV8tIvxJdNDjwaP8cSTj4cS3FMH6c63kgZq+Qq7NH13SDxlIsTjKIvHZVzin/G45uuUq/T65/GUb45HHigHTrisK3CPtvlDB13Xajvq933+FLVe04RKRkQbn6BWGjygdkF1uIl/1oMeoI6ETxwuaYE/oj00xCAym5x46aEba55feBW4YixlPbigNW3FMNq3wWN91tvTJdhBF+8j6CvlK5UYQ9El6C/6fIG9dCrlwQejhoc9GEPg5ot4mhTggkdHbRXSDhfPE3HfuRArVxqfu1Sep5Kh71kwZ1K6u7Nnz8amhCt01DjsLEW6grdJl6QXPuoI+aOeDskdr4LzxZpySW3VBEASJn5xdhDn3NAuZC50QewCkC5jy4TgMRbEuCSdIR+7kaAzY1Lom6hftJMPvJAXaNaq+ntEyy5bnN+yP/zuY02wmbTRFvVR+q8mJrRV2MvghVcN29h8KYN1yW7cOWF/+e/fsr/777+2//Jff2637gzb0An1q9KaKlm2emNWSnnF9pTX2pc1OV/U9aK1KK61vGrlahw2vbu3KRyDp66jVU/IGbIUPl3KHz7v4S07s7j2CaaSKJOTFKEeeQXGd7hJR3EuTrnEa27QO/SF/wiBU8iChMvtJOIA5fa0PAt6586dVIk9X2hGNlNvkBec4BuvL+5pMnlsqMve/sF16+lpta31ZWsV3DjXSvDgY9EnsmwD3vnOhJAbnJomO0RyuN/un4//7T9+bhv1sgbIHtvaFX7tndZS6bVn48t29+6EffLJaHzWfLfL9hssLjEOtchcbREPG7KD19VG6pYMudwUfVH1pf7xxSLhBBG5p3uqkCRHyBw07PQpvnATtgF9Bpox2eR1oiznE1bXMe2yo7dtfkEyQT6VJ4vUhXzogLL6HF9O6+3pVL8QbwSbTMkPbBWc4ykHTvQ3vNNJ6YyXnHF16+Zl8Y4dGrEziQVzZfB+AE/BLXCkWOjK5ns8MPHJW0J2kNCHGMXaZN8PHe/X/Z76Z9hKiRv6BV4G7sBCx2Iv1iQPnb6wWi7tCDfkbE9zBemkA/VTQeY/X+WSBIsGkjHGXHARBF8MkM6ZnFiw5YWa7daZUHYIacEHlOqineBIXZzzRX9g0r0vPeOvp7VUbfL5un315wlNXo8JT8ZCwXcVETuVkd903GP7xtlQQSfOoeLDJidPcp6aeOmvoFImaACtwhZGJmhPp8YijUe7HfaHf/zSPvzn+zY2uqg8FfVDzm1R65AvHwOgIfamz4tdJniVk4dPPNyHMgfsUha9+JKikpxO2Nchu+0qUxEMYGt+1dYpeW/Yn/74jb3/T59Yf99J5SnJZgE3eBvjCnin7Psiipxao5/6OHoevLDhWngIV7dXb5+zE8MDzueY3Mc4BX2cX/I47oGfadAmZZo8DbULl/nD5o00YMciEvJX1pxl317OLmgOvS49AacDvlcudwhPt1zjsy68866IAzbXtDvbns5hCGbyhF4WC5HRb8hLGXBNx33CJ8RTD3kJcRmPUzZ30AM4WT7xAU7i1+wyT7qsx3Wn8E74hDl+UAf2Li7Lktd5p3zgSF3gkXG4ZtwJm2FnGfJnPl+UKRz3tDFtR2yezB/jecwP0IfoNsZ57nFFNRqv1K/ETM4d2lLfXpJB9WxxyTbFmJrkf6vOGzcHtrq5Zdtq6x66jkpxCqgD3mUbcIkDbQgcg1/QCAcOzTwgnjje/OLLbc3lW/mHgZgNIsxdQoS8WsYiC/Gr62t+oBo7OWbn52xpZdnWN9Z9sWZxacknJTSYBSQWlSifCCL8DNgMKBgl3b091t8/aD29/TIWh2zk9FkbGjohRcUZMXu2uYXy45R3MV0dF8XPIISCxJjDmCJkx9LiogwWTYg3NzZV98bh4tD6+tEC0Qa7mIQn5wzlIdUcTs3kinfxOMenpjZziPUBxqImRHgGRN52r0jm2D3UqbaUZIDtbK5YtXJg/T0Vu3R+xF69ddWGjg3456LR5LQbIuNQJnmfwosRi5QQj3dmKA06+1ZOjEVJgL9GVpEiJI0dT2o/isxXCwUX3wyDsEtGb2+PJoYY7LpHy3g+wWVBKZnvTvHNjvj0mY+yuAxx2Q5cCj0uy3q9hct7yhylB22yjsSf+8RZt+HV5iznu9sUx6KKr7y6Y1AUPuAnT77DhSLKKZpPvzO5ZQKLCcTBcJRjckVeBjre++R8ih0WBYUCZ2bhnVKCmx09V/OB64e/KsSQp17amHx2mdXA44OhMvnTUtWNPKsqDwmoA5dtxPlkS5nALw0QwkM6gaCcL44pbejkSXv9zTft+s1b/lSTs8XIU9+WYSPjIhpBM46UO3XkYEZ88ofr5nxc+2674tr5I+dtlMc18zGvE14DJdZUhrjMgyNE0QM74/EYYeDHQhf3wEglpxween9RWuKVPvHCcR/wAl889RBPiEOGwZNQoA7TgIsDP/yRMRdPETg4XpmLJ9BwF5NDeGvQp4/Sj0G1GSdwyV0DGGTZZuKASR+NpzWqRWVj8usFXc6BBR0omzSLgTxgeCF5jHvi2UKafRQcyBP1B09EWQkGFBUPNAABz+lCO+V9Yi8MllmIrzfUd8RvZNc/K1218ek5u3vvofqY6peu8kP5hCPlMSrZiQnOuKQBjmvg03a8X5NQhOnBPdMPaSjvExFuFI93nOXID324952CSoa3yEpZk3ZaygSTwZ7t6BhGLCKxo5Un9jy4AB6vSadc5OvY9IPsC/jkK7jhyJsu43Bc5z1h0qPZEZfxGYY8Hsm2brzeoAM00X/JissMZ0Ptl/1MkKWldckkk+QOL3+ESdQviTt8esU1h71mm4BNXVkvbcp7Ly991lHptrnZFa+L119SjwRO0Vbu8Ukn4sBVN8q1Y8PHWSTq0JjPLkz6QLQFR1tYpMl7FlxIjy1QtIGJoNq6sKg7JiwsCkUblOiywRiRiyy0yZ+sQTY1w8/cOGAXJofmS8dIBvysNiWGnjXZLw178mRMsCQrrbGQjXcnPPKwaF+0YnsBl952v/R6SmUWRvh0ssadPdcM4il86RbOXT75a2gC166JDpMZnob7ZH8XPOBDlGExB7rnOJCLcqE3C3tC6YE/eNDHNeGomW2umb33u09st1bRhLHf6/BdI4689CDt8JLqL/VlO3Om2371l2/a3/zNT+2dH1yWjbZru/uLosOy+tCStMS6T6AqrGP5wdWSPT5hfrAjODws5GHbtiaMHAmwLd5tM9Q5b/h4h++6FZIuL06vI98se0LIXcZjW7L7m8UKkmLxXEa7twN9gm3ZJluvJjtPDdfYC7tiIfyovyIPOK+jCNHpLAa7qlML2THBIpG/JqcYyvIQET4nzwVJNOZB1JroX7fTpzttYEBy2cauJ6W5XLLrI/B0XIv+7LXQ//RzXUm7FY9t0ipZ2Nmr2v2Hs/bxx6OyrXkgyuu+7fb111P2D7/9TLY2/K3a40czspU1TmGlSo725dtau2xpedO2auhDydK++CP677GgpX7mC47EqTZHRf/Qif7hFFcrwkL5OFNncEAyqjEBe9vziQ7e97DFFUV89Ik2yc6ecF0VDPVDweVVpKB50A8aa9RwOeE8omqVPhEPfWJhQgBVd8p0eibnkg7nMzxHrvYbm3bxwgn/fP6B5IuvsGkkFXxR1G0ntZc61SCvWyF0x4P7kT0F7vSZGDs4x83xFJ9r2xvSUb124kSvcsQCVBweHX2d8cXlVXgT4khCn5VK+3b+wpBduXpKNtialZAbJbaDA2KvfP4wWmX9ozWCxTV4+AKV9EKrddv7f/jMtjdZcK6oHs0D1KdZ6WHHCV9aZHcjO/TygHPswVK5V3OiA/vjP923ly95+E375FU/+pSdjDGmH40z0AVZdZsLGRV+lXKb++PHeqzaibyqT3k/PrJlsC+4R8YZH/la3+a6eLTbaV99OWUf/PNje/+9e/bg3qzkVDp0r1MT+UHhycMk5ARdTftEYccRWWRSjUQKL9UDbCEoz+4PzmvsluwMSof2+qfht2st9vjJtP3u95/Y3S9HraOMvaO6nE/iV2v0PfjW7PVPNYkWXGM7iI5l1dPV0W47W0t2fLBst26+IptMaeoz0EWc8nYjCxmmvCYtccB32fB6YwEj+z1h0vAon2SRRUDxlvOIlte31H/VHzVn5mEPislxFr64hI0j5B64hCBDVl948ixxDwxh4/Y01zwAS5sJ52X9QnDUH33XqrzPbWifynJPGveBj6AXuNE8p48EnBCP3mcOBAtRQrGzLNpN3eAeNCpgCUjqSKeXYKW+9Y8CNOtfjVtR1xHd/YG74AIDF3gd2YY44rK+5jB91t0ch8N+jPjAF9lnLYRU6IHLuqBl9KfgU/IHl23m1uuSrPqDVdkzvCGt4drmVdf8zq7tVKq2V1Zf4SMhotyudJcsIQoKhuhb0IqxBpyaaZn3UKihsTNxybTEJ/FEvjnD1A/iLngDHdv6+4Z/k4VoXIZkyMUiKohXnhgojwZ4X1xS5+HT+BAsXi9DEFvt1OkR6x8YtM6ubhnifF0hOgMDjG/HUj626RLHtQus6vGDigXzUDEgsEKUpqm0I4+xwALP2tq6DILYBcVuopXlVX+yyKQERcvg4gsutAviaGCkDrbWYmwQv612+VM8DTx7u5oA1GTcKKS7sB1dAML4UZ6SYHaVDqxPhm2l/cA6q+12+co5u371sp0YPi4js90XMZzghVKAZtznxALaUjfOhYnJmhQE2+NxTAKjTDCfEPrTRu59MqD0gC0YahfX9EY6q3dz3TMIwg9f+FLdvGLnrxYhX8pyyA95Ucr5CTxgcU0a9UT8UWfxuuTAHQEiHZflMg/l8Qnr+/CyTDPM78PC+RZHh5OC7004rAOn1voPOtJukcGdL6SoAHX4YkpRV9bPf2SJxRIvV8AjPj0OWuEpi/zpQvh8t68QAjZwBXd4AF+Iw6gqVpOVD+PF05WXhU7HTT/qOKrziB/U57ijjPWjvLdY8ai+kkbwW6++bjfu3LGhU6dtVX2hFfmTJ6fvKAM/5XV4cqlEceCceKfCyHw4r0flKeOGAHC9DUeO/k8+8mQ6nmscYSpZ4Kfs+IKbQuJSlg/rV/ldKUrvE/p5fsV7WNAm84Jf1nWYRyH1kCeVJDgQ4pIG4EkcoeMoOjN5jIE86MBBjdAchy4hXzrK0seoHzxSJvBJFxzwE0/ivF71/+ClNzfwLmC6rtI1cbgMeSrsZaGLQupQ6cN6yEd59BGKf2V52b784guvgMUh0pAHzy+9Fn0j6Mb2VhznhnDlEzDVh6Sx6HT27Ck7cXwQIkgnS981yvbnrx7aoyfjVurqLbZFy95SWYwLMAqswnn7CjwJ8xpHWzIOn+0AOdKibPAbQ8WfamYF8oe6k/boB8/5oAKfMr1+/bq98dab/vGDc+fPy3i/aleuXFF4xXfeXVM6ec6dP2evnHtFceft2PFjNjQ87OmE165fs9PqX+yoxSE/1NfswBf8vh+f7ck2Zlw6LsE/rpvjCzkRXIddxCd8NIJKKgKZpT+YJmqTdvXqKzZ8qlc80HgNj4uCyDWfcG9Vfl4dQcZYzESmWTTLPopLWQ2cg7bEVWS42EGHPXw4aV9/NS6jnK3J0Fz8dbRUXnlVxZGsM56TovTdnS3JZc1u3Tlnl64c05i5rOx5BkkusnHmUNgEHCqN3QD90BHwloWO9vZuGx9dso8+eihe8EELJuSUp0cBAu3n2Pg1Dhi8TVPSv63akp0e6bG33r6ssXJX8gyt6LvKe1C29bWGffLxY42dFdXXpXhFQxsOv5bsQxMaSU8BPLexm0d9UnSGF22aoNy4ccWqHZr0KY0dWK1Wlee+qn7GxyZ4VaIimrBoxFfX2HHUYe2lTvFEaUwYNaniqXmprUOwKRfx7BLizJIow1Pfsvofuk582+P1qT77/JNR++N7X4tvQ+rfcUYNDv4ccCC1Wr6/x5fd1q1/sM1+/Vc/stfeOOu7gGr1VfUjXsOTzmH3kibAtI8dBuy2oWy8ZieuiMfoyxZe1YDRisMxiWaxjDOs7n09YWsr9FtsP14nVP0qEw9Qom+krFM8d0Oz82y/sWa375y2Y8PszOLDHaoHXhX9Ro1R/g57PrZgf/78mYoj/9ib2FCBC9IQ44muVBfspG+wMICu42tGHEzd1rZlP/vFHdG6JlykN70O5Xc8GVc01qgMsgj+LLAM9A3Itqvb8+fTVi7ztUfGXOGvMt4eOfpQ9Gfw8AiFwlE/X8xk4qwfX+7ljLHpiZe2vLRljZ2STYwv2p/e/8I2NhhXem17s2GLiwuyPYftlHzYkBoLRIOHjydt7PmsuFMRWZiEwCkcuMT4xrl5OH/oUXhqb1UfahNPB3vb7Nb1V9zWdX56fvAFcWgYfV7Wrmz5bltc3rAvvnigiVO7YKuMZP3AFzPVdmwgFSu1NqxRW7G/+PEdGxxgbNmWLopFBg6mTjuNenLyHfip/0twWbCCZqRxKHF3b7+Nj89IToUNr+q5rRW7J1VQYegwl6GCB8Ciimb9TT0sIjtvhBZfJdzZXLKbt07b1StDoje7qRg/0WXF2C64hzYEuqGAE2Gb5gcdal+rjY1Oqi9XZEMIfwGHD/DYF5ckV74oJfoiAzhgK8Z3zy0uLFhHpWQnTw0Lp8A/X0UlH6/olsqBg1qgPD32Yqpmv/3fn9nTpwvCr0u8l17UBD36PfZd0MNxR55VP2RwHosHxHVI90pDCq8t++lPbyovi758zRA6F7YbjS1wRjTWVuv+em5ti0VoPjtfttXVbZt9uSwaTKv/t2nOxgMBdJT4JD0mC1G+pPGc1yglU/RNeT4mw5jCV/J21Xcdf+UV1b1vsWC2vFy3iYlFu/dg0v78xWN7/HhG80iNA8rjr1fCFO9kClhokUs5Rxbgo88T0U/e7obGMtl29QXr7zuwX/zsLRs5NSgdqn4s4mEDQSh45ouKkM6hhm3ChxuSLuk9FTyUE9k6pJtIHfMOcFFf3EEi1N6Ddns5v2aTM4u2tLYlEnTYrvjB14vheTpg+XxP7cj+izvkK31OdZKOXPHzSvmvsukdpsq67e3wVFZ9h4VWh0gR8lGHLjOOe8dYdbFwivO2SO5dnzmNKCzY0I78RZ1HsgNfCnuuCHGE5KFcfAyDPsd/8UwgCZFR4HPNHIKiQQvJCbqhUvHXzbDXWGdg3pJ14IHNveNPPQqzflzGgW+GePKAA7Lj9cl/+/hbm56achqiWzMfnnZkewmRBdIpx7WnU6HS4UWb+jwfaVIGb2NXd4+VOjptXfOL2dqGzde3bIvxlv4vOOoeh3OhZp/4uiNd+ZvbmbhzDw6EzIV5k+u87GNlcXnAHlTrS7/JM0oo3Nwg4tIloaiIBQvCyCuTR5NUJiqEPH0dOXP28LNzwCBvGJ8Bg3JCQUixkh7Edlj6YfjzRBfjgQk0CziUSWOVSQ8CwD1plJmfmxNO2xIEFnVEHMEijbzU7XXqnjhcGKIubR7SXkX6Lb6kjoJuaWOAQYGIjTt82lJKul2D3EB/tx9G+fZbmpjfvGZnz5z2SYtPiijLFmdwE1zqTmaAC9e5w8pxBQVdc+95Rc+gfzAYRUIZX+jxhSY6KAIG3DZ/1Yj0oJ0S6eAKuYc3Tlvde4dyAXawEsgYWBiciyiKOlwcYeKPT/7jnF5ymdbsmtOCz9F58x44kSfKZlqWI8Q3xyNDTh+YojjcYa1K963FDp9244KO6TyugBuXIWe0XFA9Tf0xYAqG06zAHQcdEw8cfORJHIDhIMrBlWxRe7YR/H1nB4CLtkD3pGW2L3hwdE/dUR7RkGzowtuvkCeBTJxoK6X8aZkMylffeMMuqoNzaj5xvhJMo6gT/KGRXPI94eGzvYlX9hlwCDyO+BT9LuSYMNuai6DoAa5xzXmSdlxn3dlW4iBm8yCIozw0dTzE+6zbdUFRLnHHfR/njCOdfA6vSG8ux32GwIQXBSsP6yOeqMSde+ITjuNU1M81LkPiPU1twLAkf7xqoHrQGQp9YlfILHlxlHcjRlKKgYhh4lvhaYvqIRv4oVu5By59IRfeHE/Jw+bGhn3+6Wea2BVfTRNs8HQdRUVFWV6rIBQG0nNBK+DBlkbxFJ0FojOnOQSzYbWdfZtb3LZ7D5/Yzn6bxZu5wlZ4+eCl8lkXdfg914XjOtvaHJ8u86dXjNPIcSyyf6e8Lj0s8iOHLBL98pe/1KT3dbt06ZJdv3Hdbt285YPhjRs37OrVq/6RBRaIWDQiDn/nzh1fXHrzzTf9+u233/b4kydO2v37932hKPhz1F9x0BeeNDuXKeFJnrzGcX94LZ/8Jz7lKmU2+JL5juhYiJDzFvW4IyOiXRP/Eyf77fxFvjQqOUBXKVP2Tb5OJgnyusEH2I6f6sr6CBOHuI++FnGSO00Ev/56TBPXZeHUozySHcEQlMivMCd80APcoBdyxZeuSqUd++GPb9vxYZ6Mb6ts2AnIN0ameoRQhmbCD3I6DupbklHGRBYD9hoV++qrcXv6ZF42AWcKMeZClWgbDlwSH9Qhkzw8Bn+50vCFqlt3zionEyDRRjygjW1tnfZ8bM6+/GJMeHQLhiZ8tJ3eyIxIEJtd0C944eORckafbGiSv2RPvx23J48m7MnjKXtwXxP4p/O6fikD84U9uj+ttJf2WBOs+98oj67HNMEj/cE3U/b08ZzyzNjot3M2qrjRb+dtVG1+qvunup+ZXNbkbNyej0/a0FC/6Iuc8HpbtyaMa/a//uf7VtfErbWlU3ixoCwcmXAK59C5LHDvWP+A2V/99Y/s6q0TGlM2RS92DjAWqL1qB7pIVJSeiO36kDrGM2QGPSE9rkji4YPzka6qkAkvh7F+fXfcVlfQo+AhegKTzGIOuCTf3CHbAgA9WSTa3lq0O6+eseGhTo2ZsntUjsPQ6W4scJZKbPlvs/ff+8xmpraso+OYxkLBFCh2JtBeBwuvsi79tUseuOAcG8iy19i2aueO/fQvbmpyj0yE/sZl38u+6YuW6HLxmx271c4+m3mxoAnstspWpdehEbvQwsbztspBR2Dy8zsFTjd5MM6HEuwUefFyxR49hr+zIlPVKpokczh3iV0lgrmxvmKnTh7zT69zNtBWbd8+++KerW9Ij1dEE+HJghALRYGzZNjRgJ+Ko27apZAFG17datmr2+mTfXb75jnxkMVAyQr5lQma82oTbwZg7/qZVuWqfftkwqamOVZCuQWDHaVMetVqbyWjfKO2Lvu5ZO+8c9Va9jetQ2LArluQQDek3YteAtcjeSANuyPukDV0TrXaY0/GJm1ri7Ohepzf1sqZVTSKdkGioPtRGPYMjjDixCiK6LpUgioN21ybk41/2U6PdCsfu6JkywBeeoh8yELoeuioBN27vEoW+dCNmmA9XZQt2dTUpHQvcoJ9pjq9r0BP8Mg2OsrenxAIUU9lD2xmekr1ttjIyCnBhhKCovlGlGU817je0i3fL72wZH/43V0bfya93MLOSPoK/RC9xzsRQRfoGjTQDco5rpQqHJWlXf92dpbtzbcv2e1bI0rbFrx40Pb919FjDGm1+naLjT1Zlr3BbrayYEFbcBMekoOF+XV79vylffP1qE1NLsgv2tICX8HelU7Y9R1x+J06m3o40JzFPt4k6VI9HVavtdvG2r69mN1wHfrpJw/tk3+5b0+kB7e26LvK5wd2a1z21+7Q47zyGXZN2mM48IaHrrvYUcoCZYv6yP6y9XTv2i9/8bpdODekNNm1nJnFDjO1CNY4B4JkQTPBcjlVfc10SZ90dpkp0nFeRP+QR+jFghiLZaPPZ+zxkylfZJXEya4Sroyl8I4a9efl5GkTi4a4hA0/6OPUR750dA1sUO9igoHuRtK/g5fyJ85ZlmvknHtgu71JuqciPvRsgSzqS4/DbuAy6giZ5Z5+Qlw65gfNtgjwSecel/g0lyG/h0rzBRbao/RYNGpx22/4xLDPt0lrhpuwfBwrYGYdeY3Lexy0Bh/v/7pPOA8fPbSXL15EXsXxYBuXdeApy33qDu6zDn+gU1Tjuwv1Qx/taswlnqNjdqVPp9eWbG23Zvu6hiroEA8pq4zIAzDBMWmT9fsDiKI+XLaLuKQN9iE2MnYwfTz7TNtbr//wN1ubWypl/hTEV8kRCAFIxuUEj8oSOMYm9x3VLhkAHXbs+LD19PVLoZ6RsuaViebFJEwmGBKTaUKH6aCA6W2kAr8nnXvy+DZXXbuQ6sd2Nwy1SkfZurq7rG+gX4JwwgYHj1tdE5mlpUWfcLGjh8+iA1Lkizr8WoRsp46YlEFgX1GmnylUjA9afGJXY4XyNHQvg7LtwM8aOjty3E6fGrLXX72lycZ1Gx4+5nhDUGBVRGgG0dzSCo1guDNODGGC7xNqtcvpqXhoyiHWuUKP0sYQdcNGOJAPWNAT/NMYBhaf5meH0C5fHiCvtyDaiZFNnWxXBC7KyOHjyKR/qiHql4LyrXzUXSgYbxM4OnMCD5y3xQUr8CI5BizSj+L8qYDuQykpXR4cE4csA0d147iQ4TBUXuQFfiPk4OELJtwDA1iiI/AcxyLd4RZ4u3JVEmV8kUygoY2nU4626kfo25R1zfZdr0fZ/D1tlSGMhZcCByUCF/l0+sljHDj8IEPUA/xsW9Ee6sKFgQE9PKdc0A75D/jyEEzOYRLqAlNjV/E+xUdmVGZdfbciZdLbf0yTA15PPFqgcKUJHKc3TQ+6p0IhJB8hOMHbkLmoNPPgjvKSTkzQggXh5GvCSdnJECVEfDMsyhzWpzj+wwcV8GvKuSOQJ47FXxxlmvFPZZdp34///jU+ccEdtlOIoEO8HnBXPE+Q96XTmKQiB7Q/dKV0JPoCWAHEjV3S9F/xyCZ6VDpBCiK2zgsPKhH7/UshiuNLIrQvn5RyFouqjnR0heDx9N6faFGX8vIpWu7Z9bNbl2WluhrSLbzXTzyGJa/SsDvy/oN7ktVdr8dxUp3oKacxbYD4DCTCMetFP7pRBH8l2+xGHB4eslfOj/j29m3NIb95MGqPnk4YbzYgh2ydpT877VXO+QoNBQ/HdYbJAxxhc17KZ17PpzD6L/0M/kfelDkvV+TxfAVszme7c+dVf1cdnmJQ5fljcRg9r3uga/kYgsYM1esfUhA034EjWOmQXx5sfPrZZzY7N+df1gp9IPnwfKq3wCfbkHg0tyVD4tJD64zLPpH58MByI4V74uVDtyOjca9MGqcwVBkjNuzV1y4LZ/QjhocY5CKm/Mp8uJNMLusAxvfjWLShf1Mo9BW4lmUIle3rLyds9mVNeMk4N/o2bVd+6CA4sTglWZYRmYt7e5pwdna22IkTnfbuD65adw9PSddVr7QZ+GEo+wmqRzqWHVKMxyDoD5vQbS099nJm23733mc2NyuY1V7nIedQgC2O8t43VZRJse8EQEaFYb2+bn29Fd9FNDLSr5ht9YO66MUOF/RR2f78+ZgmPUualPeJdmozkNU/OKAU+YDukAveuz4AWaVjsCrG6+ez0NNTLzQhmrWJZ/M2Prpok88X7NnonH37aFqTuUV7/mzJno8t+oLb5NSK8i3Z06exgMSXyL59+ELl5n2HzOi3s5oUzSptRrgFzGdj03b/3rhtbW7YG2/dclxKbRXbWN+zP773lY0/XxW2nerDLHa55nEPPVo1ilQ7DmyrPmu//ut37OZrp0QDjh/YVB74V+grbANo53Kq/o1iyPa7zEB18gQdQpcSr34mu4xXEnd2Wu3Rw5e2MLdjlQqv8CCL6EfJvf/gMdeBH6rHv4TG4o2YuLOzYjdunrKRswOCLz3HwpXkM0oor/pnrd6wTz56aIuL0mnIpSaMtJKRHflslV7lIxbg6hN6yquNPmHSLIrd4/vqO6+/flZ646zvXrIW7GLahkyF/kW30jbGheA9dJJB39NnfHp8ZnLe1vnKYFuHy1NMipRBjUI6nI54XdNXaIfTUPlwyDivILAQ0lER70SvSqnL+Qqe8BG9VfMD3+s2eHzQvxZWaS/bixfL9vndx8KuLCbzSrAmjcUuluCdYKtDUBXHIwQFFQ96ak9je1P17Npbb1y3ocGq76DXiO76BhT9NWrRgA0EyLnrLF3df/DMpmZWJTUlpSkvi2OQ2pvGbg3ZLvUtGznRba/ePqv28IBTVBQivkjj8kXrhYcSkKGQLTALfcVP0qUo7nnNsmqrK+u2vLRpW9sae9U2+p3rScEEc5cul1uhIe9yRorzEATldU0sXyH0w2J3tvxMrXffuWrDx3nVS3pOaf5qUlEk9R1ROKCBHxEscoNDudxuPT3CcXlZ44/ZNt+2PuBcJmElHjI+hz2IVMQiAws0tJF+0a7yHMj/YnrOampftdptHZ1dgsEks6IKK1bfbrWlxT374I/37Pe//dQW5znvjIf2/YLb4YtS3kf0x6KI63XdiLzqIyXFi77wWD76Lbl5uWXDfvjuVfW3HuHI7rqwNVLenX7iXUyemRy32OMHc7JF2OmHjgR3UUS6k8VpHp63tlc1vrbY8nLNXr5ct+fj89JlUzY6il57YffvT/ii/5PHszYm3Tc1seo6kLgvvxzzA9u/uvvMnjydlR6Rzja+fM3X31SH6MFrynAlbARoDK6SL+Te8VaodiJFqDD1CHnxSmMQO6cGevbs3/3lD+zi+SGNpWqjoCm74PAvuOR6vnCK8nuXU89HLPfIbKSFzRn2PvlYcPKCwGJgkjyw0FJSO5Dhe4/HZc9L30n97ineX0Xydiirsiccfs3juD9QkSyRz+txXgYe7kQYSZhfuG2mX+4idnsVOEXZbFPCZiGDNuHjVWfyShbATXld7wsGr8x6EoCQD/25nVLAAXfwarZvcOCZeTKO+9QBvniJmII+RCDIsuhuqiK/QsowJ759644NDQ37NVmpo4FtXJTDZZ2EOTehPHma04gnLvHx3XyOc6vd/+aeTU1Ne7rESzyJPM0+eQbVaQRdnuvgV/DCy6s+5h2cvYWduikbv9xZtYbKPJ9/aTXsMV2TT9lRno6HgINqwCqu/WExOcWHZlzIE7h/Fzc+ff/jH//YQz6IxCYdxoy2//a3/8N3EnGOD+cuQEQA1Oqx+uYIyHkDHCvzV88ASrlqtUsG3wkbOTNig8eOex4qSGHQn7ui6CEc0nDUh0vkCTMNxz2+uPP/5PPJecGQcrni79Gx0n7q1Ck/g4MKwZOvm3FeETDdUC3qp7PExF8KAqY64F0B5J7JlFlF9bI1vaLrwb5eu3L5ot2+ec2uXbtsFy9eVHsHBbsmH1vZfFXaMUxBpTNFm7xtumOhh0UidhRAIzxpuGSWL1ZwTQmlBaz4TC6vqjFZI2/yisEqJ0Z0IEIgIoDk4akZHcnbqjinr4Om3crPNbTkPnEFj4IPee1w5WkX9G+WjczT7H0hRy7LuqMiuaBX8dRd9ZMHl2EzbTKMtjJROcJJCX6fuEDjw8kp9wqhhjAKfEQnwvSeRh0yKDyE9ooHXuLMPXRMXJiocH2Igxz5MQZVu3csJRVwFOfKEjwUcE0ulWfS7rTXvSs36lO610Wc4yY85clPMglCUQMIT955XW7P1re3bXxqyp5NTIimZT8AnndL4Tf1MWBSHvjg2dw+PHzAUy8LETjamXGEtJlJsucpx7kSTltQ9rYX9FdcluWakDrScZ1147jOMkcwAyfiEgaO68yLQw65zvppV3PbmnmD4x5YtCHhNsPH+SRUYU5qBcivobt/FUSXwR/0T6TDR4HxwZC8vgDjkyj4Jv2E4SqFCxYYmZqbCSe1RRGE4QVKjG2FuSrfQkjbBMMXmJQer8GCSCxi4VhM4lw17tFF4MKC8ebWhtdXFmCeTox++8R1R4eMTt/NoToJMfp8UVtel44317zqg2FURn6RP+EEnNOnhu3YMSbVB7aqSdAHH31qa1vCS5OhfQCAoYLkKx4Htw+vRYNmOUieJZ+Iy7LN/PxuXLGgLkdclk1eJm85iO+NN97wBR3ki8kti0G4hJvySjoOfU5ZQtrJony1q9PL7Ur3fvbZZ/6BBspkve7UPGHol83xiXe2OdtEmPFuyDa1FZeyfZQn4rnH5a4GJXj54B0ygUyu2u07FzShgK7oUhZXBEe6sV2DGw9CkOMw8BlDyz5GJN7URRo0iQce4ABdGdNKmojU7P337mqCokmr8doAMgru9E3wVFv0379gJTaBq8uccGzsrtm5C8fs9TcuKNea8ODz2tHvqIO6ebLKE3goCk7QQiKoNEFt7VRf6LGP/lkThi+fa3J8UQksUtPHaW/QB4eMgzsG9J4fWC2Zl/Hf2FuXvdBr7/zgunV2g31deBWvdO8wHpTty8+f2+TzNat2HpPulK7xsRN5EZK8cub9m7Ep2hxGtOhE35UjL7aJfwpak/tqVRP9ap8m/eE7NYljV0hHR5/SO3Xfp4lznFXUofhqR7914jsHrVt5yFvVdaWiUGUpx6tmnZ18JrtF/JZ98uplyXpZOHTYxx88tA/+9FDtZnGhT7jF00sf94W7vxbWFrtmfvaLV+3NH1ywcgcP9qBD6AJJksrABcal2FWJa9aZtDlluVmmcSFP4qHvYmBhcdwnsbxWlzsbos9IThRg2HpJh4Hc6FIKRRKg/rhqN2+fslfOD6pP8nlw4SH9B7+xj/Y1QZyf27C7n4/LzupUOp+CVybBcPkRZB7ihW0VuKGvfbzWVJHJY3sru9E37D/9zc9s8DivX64JD3YTFPlpjxCjnY677qET8IWFw+7r77OXs0u2tsa5mkyYpatolPL6019/QhzjCrTyflPIVixQxpgZE+wCdwfA0MBOH2ivcuI5fWegv8OuXDkr477TF3kmphbs8dNp2Q3CB1jqs74QQT0q6bsMvB8rSjHCwuHxH8j7jW3JW5u98epV2b3S65w3xcRaGXLMw5bwBWrv5cBsswePnvv5MMJQY4BoAkOFK+3hbR5hIX2xYq+/dtHOqO/ZPv2+4XYFi0TBD/Eduio8kifoFPQnvy8AkMbuDsHv7hnwnVtb2w3zjyoUu1jcRvX6o23gjfext4ANnSM9ZIGMVeFzILqeOt1l77x5VWOh7HvpDBa6GAdTDijnusr5AUpeS9w7TOo+sN6+Ljt+fMD1y+Iii84dtqc5Ero0xkrZX05G0VW89gm5ZAZuAAMa83oWH4d49mzGJifnbW5+y6YnVuzxwxnvUx/86V58xaxF/bytS/2Yj1WIXoIASXDgl3gr1mnDuMBiPrKE/KOjCfmSYG/vgf3oRzesS/pRo6KP/xAoeUVzY6GMB4BV21hr2LPRJV+wQn/zyiG7ydjR3sKOHl6blQ7ynU/Sd+x0LLX3KK5LsBXXKpt1p2SbG/u2utoQnJrNvly3mZk16Yxt9cWSxl8+ToLO7Jdu7RY6GiPYPSQ6gUnMYYJmsJt+09xuxhl0JTJQQXe0yF6qL0jX1jR3rNrPf/6GXb44ooKyBZAv74vRXu+zwj757I42Eq90IVHUASZH+UhPPLgmDR0cjnLgpjmV+tDs/Irdvf/EtlU9rwnSf+EhHpfzh+/gIJdwHQ9cUdf/Kx9inrYLx5fQ/8jnOkxh4oknH2HaW819Bpf36YhHnx3NqSOtIVsDWNRBGDQKRxnus16u0y4hLurKOtNHGzxdNEl6ItNRvmRvvvmW+t2Q28ZZL7qaMjmOZRubHXGkfx/XpK1/bVnX5CHvwwcPbGF+weFSJttAXTiuyZ/tyfqiPc3tZyyRbVaksxBFzcsbG7a+W7f1vbrJNHHdSx0Ub8avGR4O3eJzSq49f9A3XZaF/xy8zWab27dv+zXtOBzr/+Ov//NvMKSZVE5OsiWyeG2k+JpEM2AEHaDcDg4eEwOO2/nzF/xpLUYmK08Y1jzhiF0XQljEwQeTuYfp3MnYgggOLxqdvrnRno5QeNlgMGVRpjFQodSiDhZDeOVtaGjIXnnlFV8w4tv/EAMmYeTTBgY6H6wFg8Y4HBSBDCfUakVwOsutVlGZNsVrXmVXL1+0K5cu2tXrF+2iQl6nY3KGA77XAdGBKUc7IDSDGh3E21KkQSNwSIHCsb242YEvSUkLFrrIC39YJMKloPJ6UcIh4Np3XBWKKWlOxyH0V9SIz/zQoxggj/gdYd7TPq5x4ETdXkDOcVVIvsNQeVJAI2/QCZ3o8iCc4CyCHHVEPsdXcdluXF4HXpEfd3gfiHud6cAkflGegRJ6wAuyBczo1H44tWD5AdIoHAAInp9XpHwORVWwkMQ9E03kG7qGDIb8EZd1Oo7ybng4vCgPnUN2Q65pgi9WOr/2/ToXsIAdPq6J43DtmgwMzjvY1f12fdc2a5rUajKysbVt45NTfo4Yq8H9A/3KTz2x+OG4CA50gv+4VIY4+OP1yoN/8gPaBF+iTMQd8YtyySOuyU9axmVI3PdhwY90zTKGy3yJHyEwcMR7m5rqSdeMA45yxGVewqyHexZWkBiMnyxLfOZ1neaLMup/dV4VlVwweQY/1Ljy8VlUdvbsC6fuzqp4LNwEp1opS89pIEbh6t77miD5LiDVyw4hFn+Qul3B5gsqHNLL67Nra8u2vLhoayvLMsDWrLa5aZscwK9Bo74tA5vFIRY0BKOxI52ieth1hCG744fwy7PYr/pGn/JJ6GnrqVY1UWKhCNmEVtDYJdHLZRyUO3xarjToVa9rQlmt2OmRUz7JePZ8xu7ee2Tlare1Sf5YzIwOHfRNejut5aErLmWAsJlPeY9PR1rmSTngHpC6ch9GP/dHvE74ZzUOvPb6a16e8+6Q75QF+rcyHfKcOK598BcsDtkV4p7GhINzQuriy927d/3LnuTPgTRwQh7CcY9rbmdeU645Le6DXtyDQ7Nrxg93WN7/h/O6obv4xeeLa/UVu3plRGM0Z9BIBmRLxxM9dDX6xwu53kF3cQCjG3bO8+gXWSfe9ZYKMaG2g5LNTG3YRx8+VH2Mr/FxCdLdqJYYlNt41UGV6A+ILGZWNJDWa2ua5G3ZzTsjduXqsPrVqjIw8VMdXrdgaEJBX4zXw0N+fEIlY7pdE4u9RoeNPV21f/g/n6suTTI0+UDuKHP4GpGcnyOja6ezT0aBc6BJyIINDXfaT356267ePCVduqyy6tcHLJrJ7tkvqb8d2McfPLLaFmcAdQlH8Rl4wo9JiNObKYPoIajCIXiWehWnbuXloAcLXnwBSC2QDDKBJk20Uox/3EATatpHk4HLAoEvEih/PGlWXZIDcQ6SRv1Cx+VPZfnC0ZtvX7Nz50+Jxrs2/mze3v/DV1Zbr4juAw4HFPmqGnIQawTSGQdrdmKk3f7DX/9QfZgHWGtuC4EDi83IE+c8RRvpgzn2Cy3JSLRXuYt2gxfpyE/KMXqBs5harGQP701Lp3H+lGjKIoKct8VpGzChmz/oURif9UV2ZUftrtnFy8fs3IUBFUL3q1/u8WCB/gG9ypo4r9kXnz6zUtug6NPp8f5qOJRWPehuRfo9jAEDXwxD1tXWcvue9fW22I9+ck3xm2o7u+xZmAl7GOecVxsDjMYK0YQ0/wQ2u85lO5fVvmfPpoQDZ0mx2CrdpTb6eYKqFBgOSzeUxdMPAzP9JxPX4OgFJDkK2SnITlB2uMuSs76eNnv33dt27cor4hAPcKr25OmMzc1vqq/I2JdM7dLZ+fM64JX4IliuD4BFe/xeHBLRGzsbduHskN28dtY0lGmsq6mwBBaGwHPKOX70A2TC/JDsr795Yutb2Lol1atxG5kWdHa9smNJFpL607z98N3rNjgghbS/rb4VCxU+PoKn8iU9cKH7jujg1cp5/5Fjly4PqpeW+CBNXeOmxnIWDliSAoR3WS6C1z5WcIec8QMvtYdeTB9jzOaVO2TtxvUhu3xxSJMm7DONs4pHVg7HNLkMcU5f3RP6K6maTyhWvN+2rq6qDQxwxlibTU1Ma37RqTElaIk9CHm9xZRtojFjstNC1+VK1T/5PzOzaE/F42ejL+35swWbfbEhfPmK4oDUYIc8bUe3tKsPx5gOJ/D0L2BCGOQgFkEk3+hf4eznsLKjsr0uHrXaW29fjPPapDfQBaHn4I8rsNA/CpEFzhvi1dnNdaLY2cO5ROK66uRQanbEMP4SxzlDyEl88l0wlLa7B5x2jVXxwYX2UpfazJsqXVbpQM+XxVrpEeV1u5jsLXyIIvpNLv61KIFX52lvPgQLHRtjY7sEsiR9WdtalM21bCO+GHjF/tVPXrPTJ3vFD85igiHQC5tTkLy9qi6YpHpCZ1AxdaY8eSrxTdchL4V+0z35mPsKK8UIjvBtFd/2NO58OzZh03MrVt+VXPCQRDol+pJgKDvtTji4lLfUR9wXCV5vupSpcImT8uov5iKilexC4OdDdtxhPm+zg3XPvaMvgsQRCOSFVjEXoN8mDMLA7wgujuv/nz+qN/P5pVerGL/M9ng+4UESHhsQ2+112X0DA32Ko70xdwCH9Dify6kul0r1zaAEdk70v8QDn2V8vkdZhQ3ZkCwSTU9Ne56Y44FP4OJ5i7IeL5fXac+mQ87EAB9jfbFTuFETvN+Sfc+DFlrsYyR53R3hle3DHdZXZMu6ycN1sycvcxxez+NVM3jHLnvOtZXoWdu/+dm//Q0LRL29vb7Yg+Nz9UyKIFBOxADGihMNY6WJRZjh4WEpv27fxRMT3xAqCCV0vDJq4QfF4grCw7RoDPAS0XTZQNKibgYSJm3AVV4vWyh1lJby8B5gwJBRINwhZHdPr508ccJOnDxlA4PHpEgbGjznhBeLJZzzw8Q5mMPkDqNDKfJmPZ0dNtjbbb09Vbt+7ZLvHrpw8bxdvHTeJ0p5oDf4gRd1+9a9oh20HVqEi7g8nBqGVErxeg7l/Ql3UdaFUnkcDhxSyD0KhTbi+dQ/8JMvPNkMmkc+HMLOHek46A5MnmxCm1gwoy61XfH5VCPwjzKJPzC4Jo3r9PCQED5RyvPr3q+LvIdtKq4VuMv7qI+yXEc8E7LAAdiUhTbcqm3yITtKJx78dQ/9qJ6t1DhoE50NGUMJBP7+JRE5FAG7cVwp0m7iCGPk8TrxXpdgeToph9fQzSMcBh0ZlLiOexZ9yFDEFde+kKRrcAIf8oET5Rk4FOXth7+5g4i8UIStnEqxHZWvC85GreZfaWO4IY6JO7wYGx31enr7+qx/YOBQNpjgYQzSQnjiT0AVUgd0T55AO69fMJrjcMSlIw0XtP7uAkvmzzwJL/Mk3O8vUjWnZRz3zXUlfOLQT8DgOuvEcU//zPK40B8xCQdGDBzfbTdl/EBK4MmzwMPKPsbC5oasH4V77Nihz2I4KH1XfNje3PAFGvTI2tKS7bCLcWvTNlZXbX112Rd9NjdY4Fn3+O31NVtdXLD5ly9tenzcXkxM2NLivK0uL9nEszFblJ4i7+72lm0rxHtZ1bO0sGBb6+uCvYJ5ZQ3Bdt0iXFw6WfQSTf395mIhqiwjkEnG2sqKdZTLum/3xSKN7443oX95RW3CUI4FIxlUarvTULThcNZu6Xp2ULZXOuzLr+7b1MysdXX3W8ONPfgiWqlcs4O2cDN5h4PmeZ2OepTZ0w4hcK9yyZ/kO2XJD/+beZyLNqQTd+r0Kd9JVObVMMUlLlmePCzuU4444KeckpFQRXQd4x+v9Hz44YcyiNdkiLAQEn0i8isjeb/nEjdCfMo2zuvP9n0vPdNwiRcheHqc0nH8x5Pmrzq1Sl/sblp/f8UuXToj44+dvdL3TFyEIIuCreIXBm+8fqXyXEsekP+sgxAd6AsnwolqeQizv1+2xw9eyjh6YT09w66n3JwBX3lghr0Tr1Ey+eRg6sbutr/a1F7ZsNt3RuzsuX7pNF6XYVyED6H7+ZKYQMiLHozvnKnhE1K+2NltM1N1+/u//xf1g4Z40Kd6VBmNwEE/4Un/VaXuoaC/atZ+oL66rklPXTZBxX76r+9YR1X9uJXFEtFFBeP1nj57/PiFPfhm2kqtg2qvYLEAwJkVwNMEDLxKoguv9SI7sRuF6gMRXllxmQBz2S/+ihA0Jp8I6U8LoZsi2dUTXOBage5jMsqEm2hkQ42iYYogyl8JAWdP5vXILfv5L9+VzVOxleUNe+/3n/t5RW0tfT65ZAEMzyvljEX7B9JPjQXdb9vf/t2vbPA4E6+adEYcwA8uTIyiXVDQEROvmGiJFmqDY6I2udwWP17VdDmUh1beP0UjUUOp7fbN3ee2vsKYq0mkaBI2HCH04NX+kBc13+WI13UkFaIXH/xY9oPOL145KZtpy+GretGqLHyQvU77+MMHtrxI/+50+DEuqz9AO2GRuAf9RVfV4zyA99Bof91uXD9h1+WtRTqdRShRF/so+wWVRj8pYEAatU+1FmMFu+w7bUwTvvX1baVjVeqHbeJsVB+ggS6ekg/BDeoW+ktxjp8caS5zGuV5DakiOsgC8El8ubJtP3z3ht2+eUFpPMxkN+S+3f36qW1sqK+z+019w8VGofMJgsk7XwW3Bd2lilnE4XWwUqvGsPqaXb142s6NHNP9jvotMgH/QuYCcfp36AeOm3g2NmOPHk/ouscfWlGvurKXcbqwlWh/U/Vs2Y9/dENzCLXRd+NRd/ICeCFPrkd0TyhyRXyRHvqvyCOPzuMDOdOTM7blu1p5pckb7bSmT/piI3nlU3YFysd67qM/MUaSxkOgJXvnnct29nSveM0X25B78b9JP7qDhoKJyxDX4q/MinfUjx5TGnOJ3oEetb1qE8/HpVI4N099joUZ+OO8Fn68eiu6uXx7PdAQ+4m+ETtw2GXITkJeheVrZqVyt+hN/dRFCUlMQ/RBnnyRN+gKPOjq50mhoxTP66DIDiLZ2rqr67r62qzduX3Ort0Ysd3GmmiKWaG+oEzB03DoEl9kVX3rq3W7f29Mtg7HblTVDtEW+kiW3c6EHyoTfRI7QTdFm+PLXkLA48mvWsggGMgRXPF0D4kHc0LGRdl5pAksuhbZ9q/m0adVJ3xrE195XZAzZRkbd2or1t1hdvnSsP3ql+/YzWsj1lkVduwgwk6Ud50AStCyGHv5odfZEOFUFm/Rkx6qmOfxNikV/smTP+3/4Kn4IppBBvTeXkM4lrt8R/bj0Un1H16F1yyU8VjFdhvCA7rDvwDjdSCDwEv7gzqyTuYciQuOvCmfDRZlZcu4bFEG3ChXXJMv6mKHGHKCvUVJ8Iance3nkqFHih/xlHFcCpxCfpW7qDv7Td4n7o5zkYbL9KBlIWMKqTrHjHRkZfHV9YVgAZMvfN+5zSLRMeUVjioD/KQbeagDz9sT1AbOSLdfN+VN/PDNjvSG9MGD+w9sanLS78mDfDtsyQT1uGumjdLxWT8+87j97HIrWIoCBm/uok/J5xg0lQEm14krIY5xxPucftSJa64/6wU/xmjWcG5z0Pfp04Gz8npP39u3/wuhssBVG6Bm0AAAAABJRU5ErkJggg==" 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<tr><td class="tr-caption" style="text-align: center;">Ian on a recent visit to SMB...</td></tr>
</tbody></table>
Thanks so much Ian, for taking the time to give us an insight into the competitive flying scene & also all the hard work & emotion that goes into competing on the international stage. We wish you every success for the rest of the season & look forward to continuing to support you in the coming years.<br />
<br />
If you think you'd like to get into RC Heli competitions there are lots of online resources available - for example<br />
<a href="http://www.euroheliseries.net/">http://www.euroheliseries.net/</a><br />
<a href="http://www.helinats.co.uk/">h</a><a href="http://www.helinats.co.uk/">ttp://www.helinats.co</a>.uk/<br />
And the BMFA/AHA's website <a href="http://bmfa.org/AHA">http://BMFA.org/AHA</a> might be a good place to start. <br />
<br />
<br />
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Of course, if you need replacement bearings for your pride & joy too,</div>
<div style="text-align: center;">
we'll be delighted to help you with that!</div>
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Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0tag:blogger.com,1999:blog-8683989776392034694.post-49270370331551361462016-06-07T10:45:00.001+01:002016-06-07T10:45:32.480+01:00SMB Bearings' Aaron Skippings downhill skating in Granada...<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLnx3UVX0AozPFvoii2x6LgqCIgV0kdkKnRFK2yANVJ1O8ZimXyHqe8fAcL9Apj_bl9ZRavSFrpY3VHSuUygCQ1dsvQ4hyphenhyphen_gA_XVNOYBtNEvR0SbE6Z7KLlHOwMuVtMFl89skAYZficswT/s1600/12484677_939203496115276_7929444767889268662_o.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLnx3UVX0AozPFvoii2x6LgqCIgV0kdkKnRFK2yANVJ1O8ZimXyHqe8fAcL9Apj_bl9ZRavSFrpY3VHSuUygCQ1dsvQ4hyphenhyphen_gA_XVNOYBtNEvR0SbE6Z7KLlHOwMuVtMFl89skAYZficswT/s400/12484677_939203496115276_7929444767889268662_o.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Aaron (aka Nutty Professor) Skippings with technical manager Jeff Petrash in SMB's technical suite</td></tr>
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<span style="text-align: center;">Check out this stunning video of our technical colleague Aaron Skipping downhill skating in Granada a short while ago - this run filmed by friend of SMB Joe Baldwin. </span><span style="text-align: center;">It shows why both are world-class skaters & why Joe has chosen to re-locate himself to such a beautiful part of the world to skate on a permanent basis.</span><br />
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<span style="text-align: left;">Aaron says "A while back I flew out to Granada in Spain to visit my buddy Joe Baldwin, who also happens to be a SMB bearings team rider. I’ve know this guy a while and skated with him across Europe and America. </span></div>
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjriVsSDDQ7E5yC5CnA9Wsw8fe1UZ_t0AHiEBRsOyFrt2J5TS2sbYYrb-RFPuVGAs3jp1qzspXRXLc1E0-L7z-Gyw5mlM4yJdkckCSJ7Bi1gEk2SEd3zbJTuf0TW-d44GTeV4FiTZTnNuC7/s1600/10514357_744655382263203_6503195741024197162_o.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjriVsSDDQ7E5yC5CnA9Wsw8fe1UZ_t0AHiEBRsOyFrt2J5TS2sbYYrb-RFPuVGAs3jp1qzspXRXLc1E0-L7z-Gyw5mlM4yJdkckCSJ7Bi1gEk2SEd3zbJTuf0TW-d44GTeV4FiTZTnNuC7/s400/10514357_744655382263203_6503195741024197162_o.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">The fabulous Joe Baldwin - England's loss was Spain's gain :-)</td></tr>
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<tr><td><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjorK21slVJ0ZTAQ1VC1EN9kq1nW_N5bHlSkREdNOO-cgZ38ar8zazQvx4PQxAgiyIsqRabto6tueh75MIyu0tcAVn26v9Uii4KiR9fUwycBpJ-UuPxnKt9RzGZC38G-CEEy_KjLsuAIL09/s1600/Joe+%2526+Aaron+Pike%2527s+Peak.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjorK21slVJ0ZTAQ1VC1EN9kq1nW_N5bHlSkREdNOO-cgZ38ar8zazQvx4PQxAgiyIsqRabto6tueh75MIyu0tcAVn26v9Uii4KiR9fUwycBpJ-UuPxnKt9RzGZC38G-CEEy_KjLsuAIL09/s400/Joe+%2526+Aaron+Pike%2527s+Peak.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="font-size: 12.8px;">Joe Baldwin & Aaron Skipping pictured together at Pike's Peak a couple of years ago.<br /></td></tr>
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Before I
flew out I thought I would hit the Welsh hills but crashed pretty hard and that
really ruined me for my Spanish trip. Even though I felt like I was frail and
ready to retire as a pensioner we cracked on and Joe took me around all the
hills Granada has to offer, including some pretty beautiful spots to chill out.
Most of the trip was spent chilling but the skating we did get done was pretty
damn awesome and the scenery is always breath-taking. This footage is from a chilled run we
did earlier on at the start of the week". </div>
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<tr><td class="tr-caption" style="text-align: center;">Aaron hard at work at SMB Bearings</td></tr>
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Thanks Aaron, it sure is breathtaking scenery (& a sight more hilly than we can offer in Oxfordshire)! We hope to bring you more of Aaron's adventures soon & news of his IDF events as & when they take place.<br /><br />
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Anonymoushttp://www.blogger.com/profile/09811251269669558293noreply@blogger.com0