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<!--Generated by Squarespace V5 Site Server v5.13.594-SNAPSHOT-1 (http://www.squarespace.com) on Sat, 12 Sep 2026 21:05:08 GMT--><rss xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:wfw="http://wellformedweb.org/CommentAPI/" xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" xmlns:dc="http://purl.org/dc/elements/1.1/" version="2.0"><channel><title>Osaka JALT helping language teachers in Osaka</title><link>http://www.osakajalt.org/home/</link><description></description><lastBuildDate>Mon, 13 Jul 2026 14:20:38 +0000</lastBuildDate><copyright></copyright><language>en-US</language><generator>Squarespace V5 Site Server v5.13.594-SNAPSHOT-1 (http://www.squarespace.com)</generator><item><title>Osaka JALT Online – Culture in the Classroom</title><dc:creator>Webmaster</dc:creator><pubDate>Mon, 13 Jul 2026 14:17:40 +0000</pubDate><link>http://www.osakajalt.org/home/2026/7/13/osaka-jalt-online-culture-in-the-classroom.html</link><guid isPermaLink="false">462558:8640423:36508590</guid><description><![CDATA[<h3 class="wp-block-heading"><strong>Connect. Share. Learn.</strong></h3>
<p class="wp-block-paragraph"><span class="full-image-float-left ssNonEditable"><span><img style="width: 320px;" src="http://www.osakajalt.org/storage/post-images/S__140984597.jpg?__SQUARESPACE_CACHEVERSION=1783952420836" alt="" /></span></span><span class="full-image-float-right ssNonEditable"><span><img style="width: 320px;" src="http://www.osakajalt.org/storage/post-images/S__140984598.jpg?__SQUARESPACE_CACHEVERSION=1783952430444" alt="" /></span></span></p>
<p class="wp-block-paragraph"><strong>All webinars are free and open to both JALT members and non-members. Join us online to connect, share, and learn!</strong></p>
<p class="wp-block-paragraph"><strong>Osaka JALT Online (OJO)</strong> is a free webinar series dedicated to bringing together English language  teaching professionals from Japan and beyond in a friendly, supportive,  and low-pressure online environment. We welcome both JALT members from  the wider JALT community as well as non-members to share presentations  about their passions and interests related to language teaching and  teaching in Japan in a friendly, supportive, low-stakes environment.  Ultimately, OJO aims to foster professional growth, expand networking  opportunities for presenters and attendees, and build deeper connections  among our community.&nbsp;</p>
<p class="wp-block-paragraph">Held two to three times each year, each  webinar in the OJO series is built around a central theme or concept,  providing opportunities to explore ideas from multiple perspectives.  Individual presentations are 20&ndash;25 minutes in length, followed by a  brief Q&amp;A if time allows. The event concludes with extended  breakout-room discussions, giving presenters and participants the chance  to exchange ideas, ask questions, and build meaningful professional  connections.</p>
<p class="wp-block-paragraph">Whether you&rsquo;re presenting for the first  time, sharing classroom practices, discussing research in progress, or  refining a conference presentation, OJO provides a welcoming space to  exchange ideas and receive constructive feedback. We especially  encourage first-time presenters to use OJO as a confidence-building  launch pad, while experienced educators can explore new ideas and  connect with colleagues. We hope to see eager educators taking the  opportunity to share practical activities, practice the rough version of  their presentation before a conference, and participate in constructive  dialogue with audience members.&nbsp;</p>
<p class="wp-block-paragraph">Presenters are also invited to publish <strong>research papers, reflective pieces, and other contributions</strong> in the <em>Osaka JALT Journal</em>. Please see our journal website for more information on publication guidelines.</p>
<hr class="is-style-dots has-alpha-channel-opacity wp-block-separator" />
<p class="wp-block-paragraph" style="font-size: 26px;"><strong>Webinar Topics</strong></p>
<p class="wp-block-paragraph"><strong>Language as Movement</strong></p>
<p class="wp-block-paragraph">This presentation looks at ways the  gestures we make are not separate from, but potentially part of the  language itself. Embodied cognition is an emerging field in linguistics  and thus attendees are invited to rethink how their gestures and  movements impact their classrooms and whether this could be utilized to  help students achieve learning outcomes.</p>
<p class="wp-block-paragraph"><strong>Heather Gulick</strong> is an ESL  educator for both business and Schools with over 10 years teaching  experience in Japan across various levels and ages. She has a Bachelor&rsquo;s  in Linguistics with a minor in Japanese and is currently pursuing a  Masters in Neuroscience and Education.&nbsp;</p>
<p class="wp-block-paragraph"><strong>Connecting Global Issues to Our Lives: Teaching Development, Poverty, and Gender in Japan</strong></p>
<p class="wp-block-paragraph">This webinar reflects on my attempt to  teach development studies and sociology to encourage students to explore  global and local issues, connect these issues to their lives, find  their own questions, and consider how they might contribute to  well-being and social change from where they stand. My experiences in  the Philippines and UN development cooperation deepened my understanding  of global issues, while childbirth and parenting in Japan helped me  connect those issues to my own life, showing me how close poverty,  gender inequality, and isolation can be to anyone&rsquo;s life. I will share  students&rsquo; varied responses, challenges, and strategies.</p>
<p class="wp-block-paragraph"><strong>Hanayo Hirai, PhD</strong>, is  Professor at Otemon Gakuin University and specializes in development  studies from a sociological perspective. Her research connects Japan and  the Philippines, focusing on poverty, gender, care, and inclusion,  especially vulnerable children and families. Drawing on UN agency  experience, her teaching links global issues with local communities.</p>]]></description><wfw:commentRss>http://www.osakajalt.org/home/rss-comments-entry-36508590.xml</wfw:commentRss></item><item><title>Back to School 2026 Schedule - Updated</title><category>2026</category><category>Back to school</category><category>Conference</category><category>Conference</category><category>Events</category><category>In Osaka</category><dc:creator>Webmaster</dc:creator><pubDate>Sat, 18 Apr 2026 23:29:47 +0000</pubDate><link>http://www.osakajalt.org/home/2026/4/19/back-to-school-2026-schedule-updated.html</link><guid isPermaLink="false">462558:8640423:36505866</guid><description><![CDATA[<p><strong>Update -&nbsp;</strong>Due to some presenters withdrawing, the schedule has been updated.</p>
<p>We are pleased to release the schedule for the Back to School 2026  Conference, and look forward to seeing you all next weekend on <strong>April 26th</strong> at OJU.</p>
<p>This year&rsquo;s conference will again be&nbsp;<strong>in person at Osaka Jogakuin University</strong>,  near Tamatsukuri station on the JR Loop Line and Nagahori  Tsurumi-Ryokuchi Metro line. We expect to have about 50 presentations,  and we will again have an after-conference dinner party at a nearby  restaurant. Join us for what is sure to be another great day of sharing,  networking, and learning!</p>
<p>&yen;1000 &ndash; &yen;2000 (1000 yen for JALT members and full-time students, 2000 yen for others)</p>
<p><a href="https://osaka.jalt.org/back-to-school-2026-list-of-presenters/">You can check the details of the presenters and their presentations here.</a></p>
<p><span class="full-image-block ssNonEditable"><span><img style="width: 700px;" src="http://www.osakajalt.org/storage/post-images/Back to School 2026 Schedule - Updated.jpg?__SQUARESPACE_CACHEVERSION=1777084355052" alt="" /></span></span></p>
<p><a href="https://osaka.jalt.org/wp-content/uploads/Back-to-School-2026-Schedule-Updated.pdf">You can find the PDF of the schedule here.</a></p>]]></description><wfw:commentRss>http://www.osakajalt.org/home/rss-comments-entry-36505866.xml</wfw:commentRss></item><item><title>Pre-Conference Networking Dinner and Drinks event ~ April 25th 2026</title><category>BTS</category><category>Conference</category><category>Events</category><category>In Osaka</category><category>Social event</category><dc:creator>Webmaster</dc:creator><pubDate>Sat, 18 Apr 2026 02:17:23 +0000</pubDate><link>http://www.osakajalt.org/home/2026/4/18/pre-conference-networking-dinner-and-drinks-event-april-25th.html</link><guid isPermaLink="false">462558:8640423:36505843</guid><description><![CDATA[<p>&nbsp;</p>
<p><span class="full-image-block ssNonEditable"><img src="http://www.osakajalt.org/storage/8D7760C8-5ED6-4AFD-975E-C02E69C615D5.jpeg?__SQUARESPACE_CACHEVERSION=1776479733471" alt="" /></span>&nbsp;</p>
<p><span style="font-size: 130%;">To kick off our annual conference, <strong>Osaka JALT</strong> is excited to host a relaxed evening of networking. All members and non-members are warmly welcome &mdash; whether or not you plan to attend the conference, we would love&nbsp;to see you there.</span></p>
<p><span style="font-size: 130%;"><strong>Date:</strong>&nbsp;April 25th<br /><strong>Time:</strong>&nbsp;4:00&ndash;6:30 PM<br />We&rsquo;ll finish early so everyone has time to prepare for the conference. You&rsquo;re welcome to drop in at any time, and drinks will be &yen;100 off between 4:00&ndash;4:30 PM.</span></p>
<p><span style="font-size: 130%;">Venue:&nbsp;Casablanca Namba<br style="-webkit-tap-highlight-color: transparent !important;" /><a style="color: #1a73e8; transition: none; outline: 0px; -webkit-tap-highlight-color: transparent !important; text-decoration: #1a73e8; text-underline-offset: auto;" rel="noreferrer noopener" href="https://www.casablanca-osaka.jp/" target="_blank">https://www.casablanca-osaka.jp</a></span></p>
<p><span style="font-size: 130%;">&nbsp;</span></p>
<p><span style="font-size: 130%;">A variety of dietary options will be available, including vegetarian, vegan, gluten-free, and pork-free dishes.</span></p>
<p><strong><span style="font-size: 130%;">RSVP is strongly encouraged to help us plan, though it is not required. Those who RSVP by April 23 can enjoy a &yen;3000 buffet with additional orders available.</span></strong></p>
<p><span style="font-size: 130%;">&nbsp;</span></p>
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<p><span style="font-size: 130%;"><strong>To RSVP, simply click &ldquo;Going&rdquo; on the <a href="https://fb.me/e/4vkA0H6t9">Facebook event</a>, or <a rel="noreferrer noopener" href="mailto:programs@osakajalt.org" target="_blank">email us</a> at&nbsp;<a rel="noreferrer noopener" href="mailto:programs@osakajalt.org" target="_blank">programs@osakajalt.org</a>.&nbsp;If you have any questions, feel free to contact us at the same address or via <a href="https://www.instagram.com/osaka_jalt/">Instagram (@osaka_jalt)</a></strong>.</span></p>
<p class="block-editor-rich-text__editable block-editor-block-list__block wp-block is-selected wp-block-paragraph rich-text is-hovered" style="font-size: 16px; line-height: revert; margin-top: revert; margin-bottom: revert; margin-block: 24px 0px; overflow-wrap: break-word; pointer-events: auto; position: relative; max-width: 840px; cursor: text; color: #424242; font-family: Verdana, Geneva, sans-serif; white-space: pre-wrap; min-width: 1px; transform-origin: center center; -webkit-tap-highlight-color: transparent !important; margin-left: auto !important; margin-right: auto !important;"><span style="font-size: 130%;">&nbsp;</span></p>
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<p id="block-afc9d5c8-626b-4f0d-bac3-6fbdec6d42fa" class="block-editor-rich-text__editable block-editor-block-list__block wp-block is-selected wp-block-paragraph rich-text" style="font-size: 16px; line-height: revert; margin-top: revert; margin-bottom: revert; margin-block: 24px 0px; overflow-wrap: break-word; pointer-events: auto; position: relative; max-width: 840px; cursor: text; color: #424242; font-family: Verdana, Geneva, sans-serif; white-space: pre-wrap; min-width: 1px; transform-origin: center center; margin-left: auto !important; margin-right: auto !important;"><span style="font-weight: 600;">Venue:</span>&nbsp;Casablanca Namba<br /><a style="color: #1a73e8; transition: none; outline: 0px; text-decoration: #1a73e8; text-underline-offset: auto;" rel="noreferrer noopener" href="https://www.casablanca-osaka.jp/" target="_blank">https://www.casablanca-osaka.jp</a></p>
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</div>]]></description><wfw:commentRss>http://www.osakajalt.org/home/rss-comments-entry-36505843.xml</wfw:commentRss></item><item><title>Back to School 2026 - List of Presenters</title><category>BTS</category><category>Conference</category><category>Events</category><category>In Osaka</category><dc:creator>Webmaster</dc:creator><pubDate>Wed, 08 Apr 2026 10:41:25 +0000</pubDate><link>http://www.osakajalt.org/home/2026/4/8/back-to-school-2026-list-of-presenters.html</link><guid isPermaLink="false">462558:8640423:36505535</guid><description><![CDATA[<p id="docs-internal-guid-1024f51e-7fff-aa67-e80d-467270c8e74f" style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span class="full-image-block ssNonEditable"><span><img style="width: 600px;" src="http://www.osakajalt.org/storage/BTS banner WIDE version 2026 1200 x 630 px.png?__SQUARESPACE_CACHEVERSION=1776480522553" alt="" /></span></span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr">&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr">We look forward to seeing you all at OJU on Sunday, April 26th.&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr">Here is the list of presenters and the presentations they will be giving:</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr">&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr">&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Olivia Allanson - Pronunciation Support: Bridging the Rhythm gap between English and Japanese</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Katakana pronunciation in English communication by Japanese speakers is not uncommon trait which has quite often lead to an unnatural output and flow, as many pronunciation teachings often fail to address the different rhythms of L2 English (stress-timing) and L1 Japanese (mora-timing). This presentation will focus on the differences between the rhythms and tips on how to support Japanese students for smoother output in English Communication.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Olivia Allanson is from Australia and a TESOL Masters graduate from Sydney University. She currently is working in universities across Kansai, including Ritsumeikan, Kindai, and Kobe International.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Christopher Andrews - What Constitutes Ethical AI Use in EFL Writing? Teacher and Student Perspectives</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In light of recent technological developments, assessment policies which clearly delineate appropriate AI use guidelines are increasingly important. Despite this, teachers and students alike may interpret what constitutes ethical AI use quite differently. This presentation will discuss areas of consensus and divergence both within and between the 32 teachers and 280 students surveyed at a university last year. Practical implications will be discussed.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Christopher Andrews is from the UK, holds a master&rsquo;s degree in Applied Linguistics and TESOL, and currently works at a university in Kanagawa Prefecture.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Manuel Avenido, Mike Lawrence Ratunil, &amp; Margarette Anne Fraser - Teaching How to Edit and Rehearse English Oral Presentations with AI</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation introduces a practical workshop for EFL teachers in Japan on using AI to support the editing and rehearsal of English oral presentations. Guided by the AI-TPACK framework, the workshop demonstrates a human&ndash;machine&ndash;human approach that integrates AI feedback with critical thinking and metacognitive reflection. Participants explore hands-on activities and pedagogical strategies that promote ethical AI use while strengthening students&rsquo; presentation skills and communicative competence in English.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Manu Avenido is a Practical English lecturer at Kyoto Sangyo University. His research interests focus on the intersection of EFL, literature, and communication, particularly within the contexts of Japan and the broader ASEAN region.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Mike Lawrence Ratunil is an English educator with over 10 years of teaching experience in both ESL and EFL contexts, currently at Ritsumeikan Uji Junior and Senior High School. He has spent several years teaching in Japan, focusing on helping students develop strong communication skills, critical thinking, and intercultural understanding.</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Margarette Anne Fraser is a secondary teacher with a decade of ESL teaching experience and an advocate for inclusion in ESL education for students with exceptionality. Having recently attained her Master's Degree in Education, she continues to expand her teaching experience in both ESL and inclusive education for the Osaka City Board of Education.&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Zoe Barber - Not just 'distracted': Supporting ADHD learners in the language classroom</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Neurodivergent learners are increasingly visible in English as a Foreign Language (EFL) classrooms. Learners with attention deficit hyperactivity disorder (ADHD) face additional challenges beyond common stereotypes held among language educators. At the same time, language teachers receive little special and additional educational needs training, creating a disconnect between student needs and classroom practices. This presentation will explore common barriers to success in the language classroom and discuss practical strategies for supporting neurodivergent students.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Zoe Barber holds a M.Ed (TESOL) and specializes in diversity and inclusion in education. Her research focuses on best practices in the diverse language classroom and supporting students with special and additional educational needs.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Andrew Blaker - Training Open Source Models: Fine-tuning Existing Models for Specific Language Level Output</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation outlines the project to modify open-source AI models, and outlines the process of data collection, fine-tuning, and comparing outputs. The goal of the project is to create an AI model that can output level-specific materials using the CEFR levels as a benchmark.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Andrew Blaker is from New Zealand, and is an instructor at Kyōto Sangyō University.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Oliver Cakebread-Andrews &amp; Zoe Barber - Bridging the gap: Teaching critical evaluation skills to digital native students</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation shares findings from a pilot study revealing significant gaps between Japanese university students' digital comfort and critical evaluation abilities. Despite high confidence finding information online, students struggle to assess source reliability - a disparity that persists even after digital literacy coursework. We present a redesigned intervention course emphasizing concrete evaluation strategies, including lateral reading techniques and systematic credibility assessment. Participants will explore evidence-based pedagogical approaches for explicitly teaching digital critical thinking skills within EFL and general education contexts.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Oliver Cakebread-Andrews is studying for his PhD in Computational Linguistics, focusing on sarcasm detection. He is an Associate Lecturer of English at Kwansei Gakuin University. His research interests are sentiment analysis, corpus linguistics and NLP.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Zoe Barber holds a M.Ed (TESOL) and specializes in diversity in education. Her research focuses on best practices in the diverse language classroom and supporting students with special and additional educational needs.</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">John Carle - Designing ESL materials for motivation, accountability, and cooperation</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This practice-oriented presentation explores how ESL materials can be designed to support motivation, accountability, and cooperation in language classrooms. Through examples of discussion prompts, vocabulary tasks, translation activities, and structured task sequences, the presenter demonstrates how materials can encourage participation and peer interaction. The session highlights practical design strategies that help teachers create classroom materials that motivate learners, promote responsibility for learning, and support cooperative classroom environments.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">John Carle, author of The English Gym series (as Jon Charles), runs Oak Hills Press, supporting independent writers. He is president of JALT&rsquo;s Materials Writers SIG. Learn more at mwsig.jalt.org and englishgymjapan.com.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Daniel Chesmore - Narrative Elements and Ludic Pedagogy in Debate Exercises</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Debate and discourse have long been a part of classroom activities. However devoid of tangible repercussions, students can struggle to see the application of their skills or consequences of their choices. This study introduced a student created country, parties, and issues for them to debate. The study sought to assess whether such elements lead to increased participation and motivation.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Daniel Chesmore is a graduate of Gloucestershire University. Currently a High school and University teacher his area of research is looking at how games and narrative can be used in the classroom.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Gordon Clark &amp; Alex Harris - Language, Culture, and Community: Designing Impactful Co-curricular Visits for English-learning Students</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation explores a framework for designing/executing short-term English language and culture programs and includes models/activities from real-world examples in Japan and America drawing on principles of co-curricular integration, corporate and community outings, academic department involvement, and service-learning opportunities. This approach supports program structures that foster language development, intercultural competence, potential career introductions, and meaningful engagement with others. Examples, models, pedagogical rationales, and assessment strategies will be shared, offering practical insights for educators and administrators.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Gordon Clark, Director, IELI, University of North Texas, is Co-chair of NAFSA's Japan Interest Group and a long-term IEP director. He started his career in Osaka and visits often. He's hosted dozens of international groups.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Alex Harris has worked as an instructor/administrator in America/Japan. As an Assistant Director, Special Programs, he built programs for international groups. He led UNT&rsquo;s Super-IES Program at Kansai Gaidai and continues as a teacher/administrator there&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Joshua Cohen - Exercise Snacks and Sustained Attention in L2 Learning</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">What if two minutes of movement could make the next 30 minutes of language study more effective? This brief session introduces the concept of &ldquo;exercise snacks&rdquo; &mdash; short bursts of physical activity &mdash; as a tool for supporting cognitive readiness in EFL classrooms. We'll look briefly at how strategically timed movement breaks can recalibrate attention, reduce mental fatigue, and support deeper processing during language learning tasks.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Joshua Cohen helps coordinate the Intensive International Program at Kindai University. His research interests include reading fluency development and the influence of physical activity on cognitive performance.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Paul Dickinson - The effects of ER on reading attitudes: a review of the research</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This poster presents the findings of a systematic review of research on the effects of extensive reading (ER) on reading attitudes in various language learning contexts. The results indicate that ER can have positive effects on learner reading attitudes such as reducing reading anxiety and improving levels of comfort and self-confidence. This session discusses such effects, as well as recommended practices and learning conditions for using ER to foster positive reading attitudes.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Paul Dickinson teaches at Meijo University in Nagoya and at other universities in Aichi and Gifu. His teaching and research interests include extensive reading, CALL, and instructional design.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Krithika Ganesan - Star of the week: Encouraging participation in speaking classes through positive reinforcement</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Speaking classes are often filled with silences, students&rsquo; disengagement or L1 interference. This presentation explores how teachers can enhance students&rsquo; participation by integrating a positive reinforcement technique called &ldquo;Star of the week&rdquo;. It outlines speaking class expectations that teachers can establish to bring students out of their comfort zones and build their fluency. This technique aims to boost learners&rsquo; motivation to engage more actively in speaking tasks and speak only in English in classrooms.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Krithika Ganesan is a TESOL certified English instructor at Kindai University, Osaka. She holds an MA in English language and Linguistics and her research interests are learner motivation and strategies to enhance fluency.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Paul Goldberg - Links: Merging Extensive Reading and Task Based Learning for Meaningful Language Development</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Links coursebooks integrate ER and TBLT into a unified system. Sustained reading builds vocabulary and fluency, while meaning focused tasks activate and extend that language. By linking input to purposeful communication, the series promotes motivation and confident language use in engaging ways. In this workshop, the presenters will discuss this innovative new coursebook series from the perspectives of the publisher who developed the concept, and a teacher who uses the book with their university classes.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Paul Goldberg has taught English for over 20 years, and is the founder of the online system, Xreading, which he developed to make extensive reading more accessible for students and easier for teachers to manage.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tim B. Green - The Neuroscience of Using Effective Reinforcement in Any Classroom</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Reinforcement means rewarding students to increase desired behaviors. What matters is when, how, and why. Unfortunately, continuous reinforcement &mdash; praising everything, all the time &mdash; is the least effective yet most common classroom strategy. Short-form internet content is addictive because it uses variable, intermittent reinforcement schedules, keeping users engaged without constant reward. The same principle keeps students striving without constant praise. After this talk, you'll have everything you need to apply it in any class.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tim B. Green has a B.Sc. in Neuroscience. He's a lifelong student of learning, memory &amp; success, an organizational consultant, executive trainer &amp; freelance ESL teacher who's taught in Japan for over 18 years.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Malcolm Harding - Cambridge English Journeys for Students, Teachers and School Success</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation explores how the Cambridge English Journey and Cambridge Teacher Journey support students, teachers and schools through clear pathways, internationally recognised standards, and a full range of free and paid professional development opportunities, including qualifications such as CELTA. Through practical examples, it shows how schools can strengthen teaching, improve learner outcomes, and move towards sustainable whole-school improvement.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Malcolm Harding has lived in Japan for many years and has worked across all levels of education, from preschool to university. He runs two international preschools and has been Manager of Cambridge Centre since 2007.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Allan Harrison - Attitudes and Perspectives of Japanese Eikaiwa Teachers</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This research explores the attitudes of Japanese Eikaiwa teachers toward Japan's English educational landscape. Utilizing survey data from Osaka-based educators, it investigates perceptions of foreign teachers, the efficacy of the national curriculum, and the role of pronunciation. Findings reveal a significant emphasis on teacher personality and appearance over formal qualifications, while highlighting systemic dissatisfaction with Japan&rsquo;s testing-focused education system and a lack of communicative focus in schools&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Allan Harrison is a graduate of the University of Canterbury and currently serves as a part-time university lecturer in Japan. He has taught English in many fields, including immersion English and Eikaiwas.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Shiori Hidaka - Japanese University English Instructors' Practice and Perceptions of Game-Based Learning</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This study investigates Japanese university English instructors' practices and perceptions of Game-Based Learning (GBEL), finding it primarily used to boost speaking, motivation, and anxiety reduction. Despite engagement benefits, challenges include time constraints, passive student attitudes, and viewing games as mere entertainment. A key finding is that GBEL may fail to meet intended academic objectives in higher education, highlighting a distinct challenge for instructors.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Shiori Hidaka recently earned a Master's degree from Osaka Jogakuin University. A former junior high school English teacher, they research Game-Based Learning and instructor perceptions in Japan.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Kitiphong Inthaxay &amp; Samia Hasseeb Khan - Building survival English skills</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation describes a simple and entertaining activity that can be used at any level, from Elementary schools to Senior High Schools. It is an activity in which teachers show a few pictures connected to a topic (food, Japan, or animals for example)and where students working in pairs have to help each other to guess the content, within a set time limit. Students will often change partners, which allow them to practice with students of different levels and keep them active during the whole activity.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Inthaxay Kitiphong is from Shiga, and is a graduate of the University Jean Jaures 2, France, teaching foreign languages in local high schools.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Samia Hasseeb Khan is from India and was raised in Oman. She teaches part-time at Mukogawa Women's University and other educational institutions in Kansai while pursuing her research projects.&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Samia Haseeb Khan, Inthaxay Kitiphong, &amp; David Wybenga - Hanafuda cards help teach seasons, culture, strategy, memory, and probability through play.</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In this talk, I share how I used the traditional Japanese card game hanafuda to make my lessons more interactive and culturally rich. The game&rsquo;s seasonal themes and beautiful artwork opened new ways for students to connect with language, art, and history. I adapted the gameplay and materials to fit different levels, encouraging teamwork and conversation along the way. The talk includes examples of classroom activities, student reactions, and reflections on what worked best. My goal is to show how a simple game can spark curiosity, creativity, and deeper cultural understanding in everyday teaching.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Samia Haseeb Khan was raised in Oman and India. She has been instructing learners of all ages and skill levels for over 1.5 decades, having established her base in Kansai. She has been juggling personal research with translation efforts lately.</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Inthaxay Kitiphong, A long term ALT and educator based on Shiga. International human who loves to connect and teach.&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">David Wybenga teaches children and adults. He has a background in social work and education. He writes a weekly blog on picture books.</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Samia Haseeb Khan &amp; Inthaxay Kitiphong - Fill in the Lyrics - Learning through Music 🎶</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In this activity, students listen to a popular song while following a printed lyric sheet with missing words. As the music plays, they fill in the blanks based on what they hear. This improves listening accuracy, vocabulary recognition, and spelling. Teachers can pause the song for discussion or replay challenging parts. Afterwards, students compare answers in pairs and discuss the meaning of the lyrics. This activity creates an energetic classroom atmosphere while reinforcing language learning through music and teamwork&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Samia Haseeb Khan was raised in Oman and India. She has been instructing learners of all ages and skill levels for over 1.5 decades, having established her base in Kansai. She has been juggling personal research with translation efforts lately.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Inthaxay Kitiphong is a long term ALT and educator based on Shiga. International human who loves to connect and teach.&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Julia Kimura &amp; Elisabeth Fernandes - Revisiting engagement: New twists on familiar tasks</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In this presentation, we introduce new and adapted low-preparation classroom activities designed to increase student engagement. Drawing on our experience in Japanese university EFL contexts, we demonstrate practical techniques for setting up structured pair and group tasks. Participants will leave with ideas to use on Monday morning that are adaptable for varied proficiency levels, class sizes, and instructional goals, plus strategies for fostering participation and student voice across a range of settings.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Julia Kimura is an associate professor at Mukogawa Women's University's School of Pharmacy and Pharmaceutical Sciences. She now serves as JALT&rsquo;s Director of Membership and is an editor for The Language Teacher.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Elisabeth Fernandes has taught languages (English, French, Portuguese) in Canada, the US, Thailand, and Japan. She serves on several educational and social committees. Interests include intercultural communication, learner autonomy, and neuro-education.</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Hiroki Konishi - Japanese University Students&rsquo; Attitudes Toward English Diversity</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Global English challenges native-speaker norms (Intachai et al., 2025), but many learners in Japan tend to maintain accent-based stereotypes that lead to more critical judgement of non-native accents (Ito, 2019). The presenter surveyed 347 undergraduates from seven faculties at a university in Osaka. The results indicated that, although many students expressed a preference for learning native-speaker English, they also struggled to distinguish it from non-native speakers. The researcher will discuss ways to increase student awareness.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Hiroki Konishi is a master's degree student in the Graduate School of Foreign Language and Research at Kansai University and is supervised by Prof. Simon Humphries.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Owen Kozlowski - Accountable sausage-making: AI-integrated process writing for the language classroom</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In the large language model (LLM) age, language instructors struggle to ensure learners&rsquo; personal involvement in writing processes and verifying the authenticity of writing. This presentation introduces a simple, actionable, student-centered approach to process writing intentionally embracing LLMs. This process prevents illicit AI use (&ldquo;cheating&rdquo;), encourages critical thinking, and requires minimal resources/class time. Attendees will be walked through easy steps for implementing a transparent, iterative editing process, LLM text integration, and instructor feedback.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Owen Kozlowski is a Tokunin instructor in Kansai University&rsquo;s faculty of Foreign Language Studies. His research interests include ethical AI usage, task-based learning, and teacher autonomy. He wrote this without AI&rsquo;s help.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Arthur Lauritsen - The Numbers Game</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Need a fun activity after a difficult test day? Maybe you would like to do some team building or just try a new way to practice numbers. In this presentation we will be designing "number quiz cards." Audience participation required, so don't forget to bring your thinking caps. BONUS: Participants will receive a copy of my free GR.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Arthur Lauritsen has taught English in America, Thailand, Korea, and now Japan. Students include kindergarteners, secondary and tertiary students, over 65 lifelong learners, immigrants, and university students.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">David Lees &amp; Scot Matsuo - PDF-Materials: Creation, Deployment, and Stakeholder Perspectives</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Following the normalisation of digital devices, educators can better tailor courses to their contexts by creating their own PDF-based textbooks. Drawing on Constructive Alignment, humanization principles, and media affordances, this poster outlines points to consider while making such materials. It highlights benefits reported by students and instructors&mdash;including accessibility, editability, convenience, and hyperlinking to online resources&mdash;while noting drawbacks. Though educational contexts vary, this poster offers practical ideas for instructors designing their own materials.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">David Lees is from England, is a graduate of Liverpool University, and currently teaches at Kyoto University in Kyoto.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Scot Matsuo, Ritsumeikan University: Scot Matsuo is a lecturer at Ritsumeikan University, where he also supervises at the Kinugasa Campus Self-Access Center. His research interests include learners' motivation.&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Thomas Legge, Alexandra Serebriakoff, Yoko Yaku, &amp; Tsuguko Tatsumi - Discussing cultural and language assumptions in speaking tests: from English to Japanese</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This workshop draws on the development of a Japanese speaking test to examine how cultural and linguistic assumptions shape speaking assessment in English language tests. We will explore how references to everyday life, social relationships, and leisure, as well as expectations about discourse and interaction, may advantage or disadvantage different learners. Participants will then discuss these issues and the extent to which culture and language should be considered when designing speaking assessments.</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Thomas Legge is a lecturer in the Faculty of Business Administration at Momoyama Gakuin University. His research interests are study abroad, working holidays, and IELTS. He is president of the JALT Study Abroad SIG.&nbsp;&nbsp;&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Alexandra Serebriakoff has been teaching in Japan for 15 years. She currently works at Momoyama Gakuin in the south of Osaka. Her research interests include IELTS, gender and AI in Language Education.</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Yoko Yaku works at Momoyama Gakuin University in Osaka. Her research interests include motivation and vocabulary learning.</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tsuguko Tatsumi works at Momoyama Gakuin University in Osaka teaching Japanese as a second language. Her research interests include honorific language and the career development of international students in Japanese society.</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Thomas Legge - Preparing Students for English Challenges on Working Holidays</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Increasing numbers of young Japanese are choosing working holidays instead of traditional study abroad. In this presentation, I draw on my recent research examining changing motivations behind this shift. While language and cultural learning remain important drivers, financial considerations are increasingly prominent. What does this mean for English educators? If students view English simply as a tool for mobility and income generation rather than academic study or cultural enrichment, how should classroom practice respond?&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Thomas Legge is a lecturer in the Faculty of Business Administration at Momoyama Gakuin University. His research interests are study abroad, working holidays, and IELTS. He is president of the JALT Study Abroad SIG.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Abram Leon - International connections: Online exchange between Japanese and Filipino students</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">I describe the first iteration of online intercultural exchange activities held in 2025 between students at a Japanese university and a partner institution in the Philippines. Drawing on data from student surveys, I discuss how the program promoted student engagement, language learning, and intercultural competence. After comparing program satisfaction and outlining issues that were encountered, I conclude by sharing students&rsquo; suggestions for improvements and explaining how these are being implemented in 2026.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Abram Leon is originally from New York, holds a MSEd in TESOL from Temple University Japan Campus, and teaches at Osaka International University. His research interests include multilingualism, study abroad, and English for tourism purposes.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Peter Lutes - Designing and Managing Successful Student Internships: Strategy, Support, and Risk Management</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The presenter shares practical strategies for designing and managing successful student internships. Key topics include clarifying educational purpose, structured planning, risk assessment, and faculty support during overseas placements. Based on experience developing multiple international internship models, the session presents adaptable frameworks institutions can apply immediately. Participants will gain practical guidance to strengthen academic value, student safety, and program quality while building professional expertise in internship design, an increasingly valuable skill for educational leadership and internationalization.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Prof. Peter Lutes is in charge of English language education and serves as Chair of International Exchange in the Faculty of Agriculture, Kagawa University. He has designed, managed, and led numerous international internship programs.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Lewis MacLeod - NEST and JTE Synergy in Secondary Immersion: A Case Study of Collaborative Success</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This study examines teacher synergy in a Japanese secondary immersion context. Findings reveal high teacher self-efficacy (Mean: 4.5) and a strong commitment to collaborative practice (Mean: 4.5). The research highlights how diverse backgrounds facilitate "hybrid" strategies&mdash;integrating project-based learning with strategic L1 scaffolding. Highlighting gains in student vocabulary and confidence, the study offers teacher-led recommendations for program sustainability.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Lewis MacLeod is a tenured high school immersion teacher. He holds an MA in Modern History (2011) and is currently a University of Portsmouth MA candidate in Linguistics and TESOL. He has taught in Japan since 2012.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">David McCurrach - A Hybrid Model for Understanding Technological Transformation in Education</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This poster introduces a hybrid model for understanding technological change in education. The model combines an ecological perspective, drawing on the concept of technology as an invasive species, with a systems psychodynamic perspective. Together, these approaches provide a holistic framework for examining how new technologies affect educational ecosystems and help explain why teachers, in particular, respond to technological change in specific ways.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">David P. McCurrach is an associate professor at Doshisha University in Kyoto, Japan. He holds a BA from Durham University, an MA in TESOL from the University of Nottingham, and is currently a doctoral student at the University of Bath, where he specialises in educational research. His interests include computer-assisted language learning (CALL), System Psychodynamics, and virtual reality learning environments (VRLEs).&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Stuart McLean - A Free Online and In-Person Vocabulary Program</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation explores the advantages of a free vocabulary program. Students first complete an online diagnostic test and add unknown words to a notebook. In pairs, learners test each other by asking partners to recall and spell target words, marking successful attempts. This method integrates hearing, reading, spelling, and speaking. Finally, the presentation provides evidence of learning outcomes and explains the benefits of this four-skills approach.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Stuart McLean teaches and tries to publish. You can see a list of successful attempts here. https://scholar.google.co.jp/citations?hl=ja&amp;user=yL_1NxsAAAAJ&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Regulus Miranda - Improving presentations through performative skill instruction and guided practice: a proposal for action research</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This poster explores difficulties students face when asked to prepare graded presentations, including speaking anxiety, limited performative skill development, and ineffective preparation. It proposes participatory action research to investigate the potential benefits of explicit presentation skill instruction and in-class guided practice. It draws on the science of learning and cognitive load theory. The study focuses on first-year undergraduates in an oral communications course, where presentations serve as summative assessments.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Regulus Miranda is affiliated with OTC Co., Ltd. through which he has worked at Ryukoku University for more than 8 years. He is currently completing his M.Ed. at the University of Essex.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Deepti Mishiro - Learners use embodied cues to manage emerging interactional trouble during pair interaction</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In L2 pair interaction, there are often moments of silence or limited student responses, which can be interpreted as a lack of participation. However, learners may display nonverbal cues before their trouble becomes explicit while actively engaged in interaction. This presentation outlines how learners use embodied actions during peer interaction tasks to manage interactional difficulties. It highlights how increased awareness of learners&rsquo; cues can help teachers better interpret student participation.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Deepti Mishiro is a graduate student at Kobe University and an EFL instructor teaching at several universities in the Kansai region. Her research interests include multimodal conversation analysis and classroom communication. She is also an active JALT officer.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Wade Muncil - The Science and Practice of Kindness</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation will first talk about the neurological, social and educational benefits of kindness, then move on to some practical uses in the classroom. Muncil will point out the advantages for students, teachers, and their educational institutions. Research shows that acts of kindness support the processing and retention of information. In short, &ldquo;Kindness is not extra&mdash;it is foundational to learning.&rdquo;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Wade Muncil is a retired English teacher who over the past 46 years has taught in Japan and the UAE. His focus during his teaching career was international student collaboration, reflective writing, and team building.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">William Patton - Novel Phonological Awareness and Differentiated Learning Strategies</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">The outcomes of utilizing the New Dolch Word List informed lessons centered on emotional positioning and story-based teaching, encouraging self-motivated phonological awareness skills practice. The purpose of the presentation is to assess the effectiveness of these strategies in an elementary school classroom.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">William Patton is a Canadian teacher with a Master's in Education from Queen's University, in Kingston Ontario. He has been working in education for over a decade with specific experience designing and implementing curriculum at Riseisha Sports Medicine College as well as Minoh Jiyu Elementary School.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Thomas Peet - Why Do Students Switch to Japanese? Student Perspectives on Code Switching in EFL Classrooms</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation examines why lower intermediate Japanese university students use their first language (L1) during communicative English activities. Survey data from 41 students enrolled in an intensive university EFL course were analysed to explore the factors influencing Japanese use. The results suggested that students primarily switch to Japanese when they lack the linguistic resources to express complex ideas or clarify meaning with peers. Task difficulty and peer language behaviour also influence language choice. The presentation discusses how providing useful communicative phrases and clear task instructions can encourage greater English use during classroom interaction.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Thomas Peet is from the UK, is a graduate of Portsmouth University, and currently teaches at Kwansei Gakuin University at the Uegahara campus.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">James Rankin - From Research to Performance: Structured AI Integration in TBLT</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This poster presents a five-lesson TBLT model that integrates AI as a structured support for language development. Rather than generating content, AI functions as a thinking partner that strengthens pushed output, precision, and critical thinking. Introduced only after students complete research and synthesis, AI supports revision, clarity, and performance preparation. The framework preserves learner ownership while using technology to enhance coherence, reflection, and communicative competence.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Originally from the UK, James Rankin holds a degree from the University of Sheffield and postgraduate qualifications from Liverpool and Birmingham Universities. He currently teaches at Kansai Gaidai University.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Christopher Regier - Reimagining dictation: A creative use of student-selected media in EFL</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Reading-listening dictation activities enhance EFL learners&rsquo; listening performance (Miao, 2021). In addition, integrating authentic television and film materials supports vocabulary development and exposure to informal communicative language in EFL contexts (Frumuselu et al., 2015; S&aacute;nchez-Au&ntilde;&oacute;n et al., 2023). However, textbook-based dictation rarely incorporates a sufficient variety of media aligned with every learner&rsquo;s interests. This session outlines procedures for integrating student-selected TV and film into a structured dictation activity that also extends beyond face-to-face pair work.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Christopher Regier is a Canadian educator and graduate of the University of British Columbia and King&rsquo;s College London. He teaches at Kyoto Prefectural University and other institutions, bringing over 17 years of teaching experience.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Thomas Robb - Simplifying text to your learners' level with AI</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Using an original Sherlock Holmes short story, the presenter will demonstrate how to adjust the level to that of your students. This process can be used for any scanned text or out-of-copyright text from the Internet. Vocabulary lists can also be created in any language. We will also see how it can be saved so that your students can read it easily on the smartphone. A downloadable PPT will be provided.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Thomas Robb, Ph.D., University of Hawaii, is Professor Emeritus, Kyoto Sangyo University. He is a long-time user of CALL and the Internet and has created a number of websites and applications for Extensive Reading, student projects, interactive learning, and professional exchange. He is Chair of the Extensive Reading Foundation.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Cameron Romney - I don&rsquo;t think that word means what you think it means</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Many students assume that words are like Lego blocks that can be easily swapped between languages. However, many cross-linguistic pairs are plesionyms (near synonyms) and are not actually interchangeable. These pairs often lack nuances of semantic meaning, pragmatic distinctions, and cultural differences. Paired images, however, can quickly and easily communicate these differences. In this presentation I will demonstrate how images can be used to teach cross-linguistic nuances by exploring some commonly misused Japanese-English lexical pairs.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Cameron Romney is currently an Associate Professor of Intercultural Studies in the English Department at Kyoto Women&rsquo;s University. His research interests include visual communication and the intersection between Japanese and Anglophone cultures.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Andy Rushton - Helping EFL Students Produce Longer Speaking Turns</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Many Japanese university EFL students give very short spoken answers in class. This presentation introduces simple speaking frameworks that help students organize ideas and produce longer responses with greater confidence. Frameworks such as AREA, PREP, CDA, and BASICS provide clear structures for extended speaking turns. Drawing on classroom experience with first-year university students in Japan, the session shows how these frameworks can be integrated into everyday speaking activities to increase fluency and reduce speaking anxiety.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Andy Rushton, a graduate of the University of Leicester, currently teaches English at Ritsumeikan University in Kyoto. His teaching and research focus on helping Japanese EFL learners develop greater speaking fluency and confidence.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Drew Sanford - Global Studies: A Content-Based Course for the Modern Era</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">In today&rsquo;s complex world, knowledge of the English language alone is no longer adequate. Instead, it is necessary to obtain in-depth knowledge of various cultures, world religions, international current events, geography, and global issues. These topics are taught in Global Studies, a content-based course in the Alabama Super IES Program at Kansai Gaidai University. This poster presentation will introduce the Global Studies course by showing the curriculum, detailing the learning outcomes, and analyzing student feedback.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Drew Sanford is from the United States. He received his MA in TESOL from the University of Memphis. He is the coordinator of the Alabama Super IES Program at Kansai Gaidai University in Hirakata, Osaka.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Manami Sato - From Student Interests to Classroom Materials: AI in ESP Course Design</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation introduces an ESP-oriented classroom approach in which students conduct a simple needs analysis and use generative AI to explore materials related to their interests or fields. Students generate vocabulary, topics, and discussion prompts, sometimes drawing on authentic sources such as social media. The instructor then refines these outputs into classroom materials. The session discusses how this process supports student agency while enabling teachers to design ESP-informed learning activities adaptable to different academic contexts.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Manami Sato - Using Acronyms to Support DEI Awareness in EFL Classrooms</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This poster introduces a classroom approach to supporting diversity, equity, and inclusion (DEI) awareness in university EFL classes. After presenting basic DEI concepts, the instructor introduced acronym-based classroom guidelines such as S-M-A-R-T and R-E-I to encourage respectful communication and inclusive participation. The poster also explores an interactive activity in which students submit keywords related to classroom values through an online form, and AI generates acronyms reflecting students&rsquo; perspectives, promoting collaborative reflection on inclusive classroom practices.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Manami Sato is an EFL lecturer at Kyoto University of Advanced Science and Doshisha University in Japan. Her work focuses on ESP, speaking pedagogy, and the use of generative AI in language education.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Alexandra Serebriakoff - Streamlining Google Classroom: Let&rsquo;s automate your admin.</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Are you using Google Classroom? Looking to simplify your teaching experience? This workshop is designed for busy educators juggling multiple classrooms. Learn how to quickly create assignments, schedule tasks with ease, and devote more time to engaging with your students. Technophobes are welcome! If you can copy and paste, I&rsquo;ll show you how to automate tedious tasks and make grading a breeze.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Alexander Sheffrin - Financial Planning and Investing Basics for Students and Teachers</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Financial planning and investing are necessary educational topics for both students and teachers. This presentation will address the lack of financial planning and investing resources and learning opportunities in education and how teachers can teach and introduce these topics to their students. This presentation will also discuss the importance of financial planning and investing and how these topics can be adapted and introduced to students through practical speaking, reading, writing and listening activities in classrooms.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Alexander Sheffrin is an instructor at Ritsumeikan University. He has taught ESL/EFL in both the United States and Japan at primary and secondary schools, universities, and global corporations. He earned his MA in TESOL from the University of Maryland, Baltimore County.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tomotaka Shiroyama - The Effects of Synchronous and Asynchronous CMC Impact on Oral Performance</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This study examines how synchronous (SCMC) and asynchronous (ACMC) computer-mediated communication within a task-based framework can support learners&rsquo; oral performance. Drawing on prior findings that ACMC promotes syntactic complexity while SCMC enhances fluency and interaction, parallel decision-making tasks are implemented via Zoom text chat and Microsoft Teams forums. Japanese intermediate learners complete pre- and post-speaking tests, and their oral production is analyzed for linguistic complexity and grammatical accuracy to inform TBLT pedagogy and materials design.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tomotaka Shiroyama serves as a reviewer for The EUROCALL Review. His research on technology-mediated task-based language teaching was recognised by the British Embassy and British Council Japan in 2025.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tomotaka Shiroyama &amp; Gwen Elizabeth Shail&nbsp; - Drawing Teacher Identity: Visualising Multilingual Voices in ELT</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation explores teacher identity in English Language Teaching through the lens of English as a Lingua Franca (ELF), where English is used as a global means of communication among speakers with diverse first languages. Drawing on Barbara Seidlhofer&rsquo;s work, it considers how double standards between L1 and L2 English speakers influence perceptions of legitimacy in ELT. The session highlights how visual and artistic approaches can help teachers represent and reflect on multilingual identities.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Tomotaka Shiroyama graduated from the University of Reading and teaches English at universities in Nagoya, Japan. His research on technology-mediated task-based language teaching was recognised in 2025.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p>&nbsp;</p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Gwen Elizabeth Shail is a graduate of the University of Leeds and Newcastle University in the United Kingdom. She currently works as a freelance English teacher and plans to pursue a PhD.&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Thomas Stones - Research-based strategies for vocabulary learning in-class and beyond</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Lexical development is essential for language competence, yet many programmes underutilize research on vocabulary acquisition. This presentation explores simple, research-based adjustments, drawing on theories like distributed practice, retrieval effort, and the spacing effect, as well as meta-analyses of common classroom activities, to enhance vocabulary learning. Attendees will learn how to select and implement the most effective, time-efficient tasks and assessment methods, boosting both in-class and out-of-class vocabulary outcomes.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Thomas Stones currently teaches at the School of Economics at Kwansei Gakuin University. His research interests include vocabulary acquisition, assessment validation and developing speaking such, especially interactional competence.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Masako Sugie - Empowering Learners: Competency Development Through Student-Led Activities in a Self-Access Center</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation explores how student-led language activities in a university Self-Access Center support the development of key learner competencies. Drawing on examples from student-facilitated language and intercultural events, it examines how students who design and lead activities develop communication, leadership, collaboration, and learner autonomy. The session outlines the structure of these events, discusses observed outcomes, and considers how self-access environments can empower learners to take active roles in language learning.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Masako Sugie holds an MA in TESOL from the University of Illinois, Chicago. She currently works as an English Learning Advisor at the Self-Access Center at Kyoto Sangyo University, supporting learner autonomy through advising and student-led language activities.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Camilo Villanueva - Creative writing activities for the EFL classroom</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Creative writing remains underutilized in EFL teaching contexts (Maloney, 2019). In this practice-based presentation, the presenter shares a range of creative writing activities that EFL teachers can incorporate into their classrooms. The activities are organized around the three main genres of creative writing: creative nonfiction, poetry, and fiction. Several activities are adapted from Randolph and Ruppert&rsquo;s (2020) New Ways in Teaching with Creative Writing.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Camilo Villanueva is a lecturer at Nagoya City University. He has a Doctor of Arts in English Pedagogy/Literature and an MFA in Creative Writing. He researches creative writing and literature in the language classroom.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Anthony Walsh - Factors Influencing a One-Week International Fieldwork Programme</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">This presentation reports a qualitative case study examining cultural learning during an intensive one-week international fieldwork programme in Melbourne, Australia. Focusing on two participants, the study explores how structured immersion activities and reflective engagement influenced cultural understanding beyond linguistic competence and willingness to communicate (WTC). Data from reflective journals, interviews, and critical incident reports indicate that intentional, high-contact cultural tasks can produce significant cognitive and affective shifts, suggesting programme design plays a greater role than duration in short-term learning outcomes.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Anthony (Tony) WALSH is an Associate Professor coordinating the English programme at the University of Fukuchiyama, Kyoto. His research focuses on action research, willingness to communicate, and creating engaging presentations that encourage audience participation and discussion.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 700; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Krystle Wright - Those who teach, learn: Teacher Training and Development in Jamaica and Japan</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Comprehensive teacher training (TT) and professional development (PD) engender effective teachers. This session will compare programs in Jamaica and Japan to examine how approaches are shaped by policy initiatives and sociocultural contexts. Participants will be invited to reflect on their own TT and PD experiences. Through guided discussions, participants will identify transferable strategies, contextual constraints, and consider implications for their own practice and policy environments.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">Krystle Wright has lived in Japan for 10 years and has held numerous roles in Chugoku and Kansai. She currently works as an Adjunct Lecturer at Kyoto Prefectural University of Medicine and Kwansei Gakuin University.&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>
<p style="line-height: 1.38; margin-top: 0pt; margin-bottom: 0pt;" dir="ltr"><span style="font-size: 11pt; font-family: Arial,sans-serif; color: #000000; background-color: transparent; font-weight: 400; font-style: normal; font-variant: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;">&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</span></p>]]></description><wfw:commentRss>http://www.osakajalt.org/home/rss-comments-entry-36505535.xml</wfw:commentRss></item><item><title>Back to School 2026, at Osaka Jogakuin University</title><category>Back to school</category><category>Events</category><dc:creator>Webmaster</dc:creator><pubDate>Mon, 09 Feb 2026 06:06:10 +0000</pubDate><link>http://www.osakajalt.org/home/2026/2/9/back-to-school-2026-at-osaka-jogakuin-university.html</link><guid isPermaLink="false">462558:8640423:36503651</guid><description><![CDATA[<p style="text-align: center;"><span class="full-image-block ssNonEditable"><span><img style="width: 500px;" src="http://www.osakajalt.org/storage/BTS2026CallforPapers.png?__SQUARESPACE_CACHEVERSION=1771511290945" alt="" /></span></span></p>
<p><strong>Back to School 202</strong>6&nbsp;is&nbsp;<strong>Osaka JALT&rsquo;s 16th annual spring conference</strong>&nbsp;sharing  ideas on a wide range of topics related to language teaching and  learning in a low-key environment to help everyone in the new academic  year. <strong>The <a href="https://forms.gle/UkPGp9bwkF3t7EuTA">Call for Presentations </a>is now open, with the deadline of March 15</strong>.  Teachers, researchers, and students of all backgrounds and experience  levels are welcome to submit a presentation proposal, and we&rsquo;ll do our  best to make room for everyone. <br /><br />This year&rsquo;s conference will again be&nbsp;<strong>in person at Osaka Jogakuin University</strong>,  near Tamatsukuri station on the JR Loop Line and Nagahori  Tsurumi-Ryokuchi Metro line. We expect to have about 50 presentations,  and we will again have an after-conference dinner party at a nearby  restaurant. Please check back later for more details, and plan to join  us for what is sure to be another great day of sharing, networking, and  learning!</p>
<div class="tribe-block__event-price tribe-block"><span class="tribe-block__event-price__cost">&yen;1000 - &yen;2000 (<span>1000 yen for JALT members and full-time students, 2000 yen for others)</span></span></div>]]></description><wfw:commentRss>http://www.osakajalt.org/home/rss-comments-entry-36503651.xml</wfw:commentRss></item><item><title>Hanami Social in Osaka Castle Park</title><dc:creator>Webmaster</dc:creator><pubDate>Tue, 03 Feb 2026 04:43:00 +0000</pubDate><link>http://www.osakajalt.org/home/2026/2/3/hanami-social-in-osaka-castle-park.html</link><guid isPermaLink="false">462558:8640423:36503468</guid><description><![CDATA[<div class="wp-block-columns-is-layout-flex wp-container-core-columns-is-layout-28f84493 is-layout-flex wp-block-columns">
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<p class="tribe-events-schedule__datetime"><span class="tribe-events-schedule__date--start tribe-events-schedule__date"> April 5 </span> <span class="tribe-events-schedule__separator--date tribe-events-schedule__separator"> @ </span> <span class="tribe-events-schedule__time--start tribe-events-schedule__time"> 12:30 PM </span> <span class="tribe-events-schedule__separator--time tribe-events-schedule__separator"> &ndash; </span> <span class="tribe-events-schedule__time--end tribe-events-schedule__time"> 4:30 PM </span></p>
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<p>Come join us for some friendly&nbsp;<strong>peer-, near-peer-, and community mentoring and networking&nbsp;</strong>at our annual hanami social&nbsp;in Osakajokoen (Osaka Castle Park)! It&rsquo;s&nbsp;<strong>FREE&nbsp;</strong>and open to everyone, so please&nbsp;join us with family, friends, colleagues, students, pets, and acquaintances.&nbsp;<strong>All are welcome!</strong>&nbsp;<strong>Look  for our blue JALT banner on the south side of the park, due south of  the castle (and south of the south moat), and directly north of the NTT  Building&nbsp;and</strong>&nbsp;<strong>to the west of the bus parking area.&nbsp;</strong>It&rsquo;s&nbsp;a short, easy walk from&nbsp;<strong>Morinomiya or Tanimachiyonchome metro stations or JR Loop Line</strong>.  We&rsquo;ll have&nbsp;plastic sheets to sit on and a few snacks to share, so stop  by with a beverage and possibly more food to share, and maybe an  additional sheet to sit on to be sure we have plenty of room to stretch  out. Most importantly, be sure to bring a happy vibe&nbsp;to celebrate the  cherry blossoms, the coming of spring, and the start of the new academic  year!&nbsp;<br /><strong>Please stop by whenever you can for as long or as short as you like. We look forward to seeing you!&nbsp;</strong></p>
<p><strong>In case of rain, this event may be canceled, so please check  back closer to the date to be sure it&rsquo;s on. Fingers crossed for good  weather!!</strong></p>
<p><span class="full-image-block ssNonEditable"><span><img src="http://www.osakajalt.org/storage/hanami map.png?__SQUARESPACE_CACHEVERSION=1770093830403" alt="" /></span></span><span class="full-image-block ssNonEditable"><span><img src="http://www.osakajalt.org/storage/osaka%20jalt%20hanami.png?__SQUARESPACE_CACHEVERSION=1770093890980" alt="" /></span></span></p>]]></description><wfw:commentRss>http://www.osakajalt.org/home/rss-comments-entry-36503468.xml</wfw:commentRss></item><item><title>Multilingual Café – Identity: Language &amp; Culture</title><dc:creator>Webmaster</dc:creator><pubDate>Wed, 21 Jan 2026 10:53:16 +0000</pubDate><link>http://www.osakajalt.org/home/2026/1/21/multilingual-cafe-identity-language-culture.html</link><guid isPermaLink="false">462558:8640423:36503048</guid><description><![CDATA[<p><strong>Presenter: </strong>Elisabeth Fernandes (Osaka Municipal University)</p>
<p><strong>Abstract</strong><br />Questions such as &ldquo;Where are you from?&rdquo;  and &ldquo;What is your mother tongue?&rdquo; have been recurring themes throughout  my life. Although they may seem straightforward, providing concise  answers to them has consistently proven challenging. In this  presentation, I will discuss how my cultural and linguistic background  has influenced my personal identity and development.<br />For fun, let&rsquo;s practice a few words of Portuguese.</p>
<p><strong>Bio</strong><br />Elisabeth Fernandes has been teaching  languages for more than 30 years in Canada, Thailand, and Japan. She  currently resides in Hyogo and is teaching mainly at OMU in Osaka.  Interests include intercultural communication, learner autonomy, and  neuro-education.</p>
<p><strong>Sign-up form (for friends who might be interested)</strong><strong></strong></p>
<p><a href="https://docs.google.com/forms/d/e/1FAIpQLSeoeYvZYVN3CoE246YIBeDUlCtCQcbquKwnfHzYRGa5pUBacA/viewform">https://docs.google.com/forms/d/e/1FAIpQLSeoeYvZYVN3CoE246YIBeDUlCtCQcbquKwnfHzYRGa5pUBacA/viewform</a></p>]]></description><wfw:commentRss>http://www.osakajalt.org/home/rss-comments-entry-36503048.xml</wfw:commentRss></item><item><title>LTP Kansai Convention</title><dc:creator>Webmaster</dc:creator><pubDate>Tue, 30 Dec 2025 08:04:42 +0000</pubDate><link>http://www.osakajalt.org/home/2025/12/30/ltp-kansai-convention.html</link><guid isPermaLink="false">462558:8640423:36502198</guid><description><![CDATA[<p>Osaka JALT and other Kansai area JALT members will be hosting the <strong>JALT room</strong>(s) at this year&rsquo;s annual <strong>Language Teaching Professionals (LTP) Kansai Convention</strong> on <strong>Sunday, Jan 18, at One World International School in Osaka</strong>. <a href="https://ltprofessionals.com/conventions/">LTP Conventions</a> will also be held in Tokyo (Feb 8), Nagoya (Feb 15), and Fukuoka (Feb  22). They&rsquo;re always a very supportive event for language teachers from  diverse backgrounds and teaching contexts.<br /><br />Please <a href="https://docs.google.com/forms/d/e/1FAIpQLSemVeq76QPWNKTtDwFW4sAc3yyV_N13Z4dwwRxBVaxZCctESw/viewform">register to attend the Kansai convention via this link</a>, or if you&rsquo;d like to apply to <a href="https://forms.gle/VCb2HqhY7Tvd4vGT9">give a 45-minute presentation, please do so via this link</a>,  and be sure to let the organizers know if you&rsquo;re a JALT member so you  can be scheduled to present in the JALT room(s), in which case <a href="https://forms.gle/NFKK9r1F4LWVu3529">please also fill in this form.</a> <strong>The deadline to submit a presentation proposal has been extended to December 12.</strong><br /><br />We look forward to seeing you there!</p>
<div class="tribe-block__event-price tribe-block"><span class="tribe-block__event-price__cost"> &yen;1000 &ndash; &yen;2000 </span></div>
<div class="tribe-block__event-price tribe-block"><span class="tribe-block__event-price__cost"><br /></span></div>
<div class="tribe-block__event-price tribe-block"><a href="https://ltprofessionals.com/conventions/" target="_self">https://ltprofessionals.com/conventions/ </a></div>
<div class="tribe-block__event-price tribe-block"></div>]]></description><wfw:commentRss>http://www.osakajalt.org/home/rss-comments-entry-36502198.xml</wfw:commentRss></item><item><title>Osaka Chapter Annual General Meeting (AGM)</title><dc:creator>Webmaster</dc:creator><pubDate>Sun, 21 Dec 2025 06:13:00 +0000</pubDate><link>http://www.osakajalt.org/home/2025/12/21/osaka-chapter-annual-general-meeting-agm.html</link><guid isPermaLink="false">462558:8640423:36503652</guid><description><![CDATA[<p>This is Osaka Chapter&rsquo;s Annual General Meeting (AGM), to be held again online. <a href="http://www.osakajalt.org/officers/">Current officers</a> will report on their activities of the past year and on recent  developments in the chapter and JALT-wide. We will also discuss chapter  business for the coming year, including officer positions, events, and  any other issues of interest. All those interested in learning more  about the inner workings of JALT and the Osaka chapter are very welcome.  Most of our current team of officers are happy to continue serving as  officers in some capacity in 2026. Other Osaka JALT members in good  standing interested in joining our team in the coming year are invited  to nominate themselves or another Osaka JALT member as an officer up  until and during the meeting on Dec 21, <a href="https://forms.gle/8Fp4Su2zXwYaSz7x9">via this link.</a> Please also use that link to get the Zoom link for the meeting, whether or not you&rsquo;re interested in serving as an officer.</p>
<div class="tribe-block__event-price tribe-block"><span class="tribe-block__event-price__cost"> Free </span> <span class="tribe-block__event-price__description">This event is free for everyone.</span></div>]]></description><wfw:commentRss>http://www.osakajalt.org/home/rss-comments-entry-36503652.xml</wfw:commentRss></item><item><title>IMPACT 2025</title><dc:creator>Webmaster</dc:creator><pubDate>Wed, 26 Nov 2025 00:41:27 +0000</pubDate><link>http://www.osakajalt.org/home/2025/11/26/impact-2025.html</link><guid isPermaLink="false">462558:8640423:36500975</guid><description><![CDATA[<p class="p1">Integrating Multimodal Projects with Art and Critical Thinking, 2025.</p>
<p class="p1"><span class="s1">In</span><span class="s2"> </span><span class="s3">an </span>age where student use of <span class="s4">AI&nbsp;</span>can feel alarming, IMPACT 2025 oﬀers an EFL alternative: project-based learning. PBL requires students to communicate with each other, collaborate, and create meaningful outcomes. JALT ART SIG and Critical Thinking SIG welcomes<span class="s5"> </span><span class="s6">educators&nbsp;</span><span class="s7">fr</span>om elementary schools to universities to a full-day workshop dedicated to integrating<span class="s5"> </span><span class="s8">multimodal projects</span><span class="s9"> </span>with art and critical thinking in EFL classrooms. IMPACT 2025 is a<span class="s7"> workshop</span> that features...&nbsp;<span class="s10">team</span><span class="s11"> </span>building opportunities,</p>
<p class="p1">inspirational student<span class="s5"> </span><span class="s12">ART</span><span class="s13"> </span>exhibitions,&nbsp;<span class="s14">presentations</span> on projects designs, links to tutorials and <span class="s15">materials</span><span class="s16">, PROJECT</span>-building sessions, and design discussions and <span class="s17">reflections...&nbsp;</span>all designed to help create pedagogically sound multimodal sample projects for teachers to use in their EFL courses.</p>
<p class="p1"><strong>Venue</strong></p>
<p class="p2">Kwansei Gakuin University</p>
<p class="p2">Uegahara campus, Building B</p>
<p class="p2">1-155 Uegahara 1 bancho,</p>
<p class="p2">Nishinomiya, Hyogo 662-8501</p>
<p class="p1"><strong>Workshop Schedule</strong></p>
<p class="p3">December, 20th. Open from 9:00.</p>
<ul>
<li class="p3">09:30 - 10:10 = <span class="s3">Course</span>Assignments</li>
<li> 10:20 - 12:00 = Presentations</li>
<li> 13:00 - 15:00 = Project Building</li>
<li> 15:10 - 16:30 = Panel Discussions</li>
<li> 18:00 - 20:00 = Reflection (opt.)</li>
</ul>
<p class="p1"><strong>Workshop Fees</strong></p>
<p class="p2">JALT Members: &yen;1,000. Others: &yen;2.000</p>
<p class="p1">Participation Survey <span class="s5">(Due 12/12)</span></p>
<p class="p2">To help organize needs and teams more eﬀiciently, all participants are asked to fill out a survey. <a href="https://forms.gle/GdUQA6PKeQAMmEdEA"><span class="s6">Click&nbsp;</span>the LINK </a>or QR Code:</p>
<p class="p2"><img 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" alt="" /></p>
<p class="p2"><a href="https://drive.google.com/file/d/1vTXc1BhgYEGiEida3AyAfNJt3oDAPM1E/view?usp=sharing">The flyer is available here.</a></p>
<p class="p2"><span class="full-image-block ssNonEditable"><span><img 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vsP//APB3rUN4af/OQn3Q9/+MNBxsIFLnCBqo+dNqkbjwutDHH/8R//8RCzOsZA/ayzzuq+973vDWNZG3yViHF/3vOet/LUkW+ObsQNm8iC24UvfOEqNklXG9Ny9lPbb/zIU2a8/ehHPxr6Rt+Mtz//8z/vznWuc1XTUc9Y6Cti53gaE7J/9md/VuOP9Lb8s5/9rPa5dH2DF7jFL5rqE1ljwfdPf/rTrbD90z/90zretBtzdYmZcwF9HxPtxTfjTdnoO8rOs0wsxsN4I/Y2ne9856uxM+7apG6kz9oufSMf7XARiX2WnDH00pe+tPvQhz407CvRF+Wo2/KyPhkBcOf4drGLXawKcVxg/1ouRbxjX0uPtOVsrSf+hp4A27ke8Ok4aGxMLJ74xCd2n/nMZzq+GMK/VeXXUwfvqFjBlI0Tapz8Ek88OILp29/+9u7zn/98xfcWt7hF96hHPWo4MMYdL5Z3VLvWwq/tiuOrpcFraW95y1u6F73oRVuFdMMb3rA7/PDDhxOzdtXfSmE7E1p/1J1YWX7Zy17WvfWtb62eladyxzvesbv//e+/JCL5xE/5a1/7Wm3ft771rSVyTGBp9/Wvf/1K1xcVdN3P8TuG25577ln1mRzoS12xYyJ2xBFHdJ/85CerD+lUHvSgB3X/+I//WOn8RJ71j33sY9WHbTK/7GUvW+m77777oC9PO9TBjX5v04EHHtj9y7/8SyUjB97oqdvKj9WRFSNsqGsZvy95yUuqDDQ20l577dX967/+6zABVi/6YNL+1Kc+tfvUpz5VyepSechDHtLd7na3i+KDbWwh++EPf7h73OMeN9AVvtzlLldx21T+QGvTtiNje+J4U5f8oIMO6u573/vWtqpv/OaMt8c+9rHdf//3f1dV6fzZecxjHtNd5zrXqW3HLzbwadytzeh7Lcr6s93i1vq6/OUvX9t0iUtcYmgTumy2zzYgoF15kWYZnvwoDw3swPDLX/5y/SPB+RR6lCNmMcRmptkQiDiCJ3erP/GJT1Qsb3/729fjkpbgxz6K+EcZy8pa39nyDT0Bjp3pjsdO+B//8R/dO97xjnrFN2/TRJRmL7NjuaEVd9LWyne+8516gHTn5KrMTW5yk+4yl7nMcEBGf2ffGSMuHpjGaFy9fNe73lUPdB//+MejSC1zxYorUze96U27K1zhCsNkaCvBORDYr0j2P/sTsfOnh4O07bTvuZrIRJZHYjw5K4OND37wg3UC+IEPfKBeRY5N+IM/+IPu6KOP7rjFyvhpE1ed3/3ud3dvfOMbuzHcuLIMbvvss0/HBMGYtPPpT3+6O/HEE+txgRN5y3/DG95Q20nsTI5iwjZ3kPRtm8zZB/76r/+6u/nNb95d97rXHVTln3766QNuY7GDmbhd/OIXH/RXW4j7GldPwc0TqzaNjat6XAEGc3BrE7i9853vrO3/yle+Utnq4ufYY4+tWEbc4MMDN3wfd9xxtc/U0wcTK3FjIup4U5/JK/qMtzHcLnjBCw64cdVM+7b/fe97Xx1vXK30bos88Ga88acojrf6idUwCTbWeeS2m2PAtLHO1VjGCePtWte61lbtJlaxsGy7J7VDeeRimT99b3vb2zqw/OY3vzmoKyOhrUvPfHkE7Bsw5MLAt7/97doH3CFhjDM+L3nJSy7pF6zGvlrey04oUQDLVBAot+j68qhDX24f9OVqRl8mwn0ZHFziqBvlWJee+Tn4TMMB3MQzllsdMS635fqXv/zltS9++ctf9uWEMozRcoLr2XbGRDttayzTVtpcbsH2ZXLXl0lgf8UrXnHqeATLI488si+3fevYnidm9hE5+xVxUy5XAftXvvKVfbllXMcDYyKOAfu/PErQl4liX27f1m4GizIR6sst+P5e97pX1Y16sYyN2972tn2Z7FYdcQS397///f3f/d3fLfHZ6pbb2v1znvOcJbgRP7E/4QlPmHosoD1lMtGXq5z1WOIYLZORvkxg+zKxHo3ddhPLAx/4wNpOcAMzfJcJVv+qV72qL38OpvZ5mbz3xx9/fMWNdqO/koR8qwdu733ve/u//du/HdouZsRNmRzcnvvc51bcsEEido6nj3/84ytf+ajvcQHcyoWHATdscDwuf5j6cvIexS3aOeyww6qvMhmvbRC3o446qi+TgKl9Xia+/QknnFBxQw8csFNu1fd3vetda/uMM/qkzbSpXPXvy5+Enn4mbmMAA2yttB/QW23CF3F89atf7f/hH/5h4nghbtr0sIc9bOJxViyw2Y6LsfiQZyOhAw70f7kzMowRfIrhWE5c7TgZk0va0vMuuLbYimV5DKI/5phj6nHEPrWPameVn9i/9B3bzp5o87kOL6kMpg2bSicPV8i+8Y1vdOVgXa8WcJWtDKANi8taNBw82cCcZN1cn/D/67/+qz7LxFUdnu9TRxl0dpZk22hTOYgNzRIX+GzwXv3qV3fPfOYzO66klT8HVRa6eEQdrgJwZfFqV7tavco1GJ5TwVjIy8mwKxPL7t///d9rTOUAOxoFsvC4csfVP6+GclfmkY98ZMeVX55xIyHbth2c4H/0ox+tz8Fd6lKXqnJlAtk961nP6srEoMZibFHffuAKClcWr371q3dckeaqFY9D8QiAzw4rayOwR+J9gc9+9rP18ZPyJ6XSuGrMIwI8TsXVaWUrc8uP8XCV+otf/GLHIxFcVaWPyx+ZrvxxqFd1wAbZGLf2ysmttg8dcJMe/UwrR3nax4bfZz/72bU/eI6XhBwbfHUogxtXFhlvXI1nHxY3r55O8s8VS/AB7ytd6UpVjLtw4Aae4EbCH223bBxcpQY3HongmUfGDvuJ4y3Kix0xk2iX40LceMTlEY94RH30wmeula9K4Qc+Vzm5Y7F7eYSFmNwUoz6PhB+utvK4wec+97lhvEG33cRhW3g+mJe7xU26sbbtkE4Oj/GojrLkpC996Uv18RSuRPPcr/2GvLLItWVomWZHQLzREEtpYF0mel35A16PTde73vWqjLKtl1a/5e9MdbDJRyC29CgHX27NcvBg4uAAgk3ZnXxnGgBr3ZaIG/h5AGaHnJY4qNIfyHN7k2c6eRwiU1dPVtyOJXmwirhEzE877bSOx0mYXMwjje0jxsPkjEkst8MnJWRJTJZPPfXUrlytHf6c+vgCL2KRYtv1qy8mr2wHHHDAsB9zMm5xU0975NB4Hv1CF7pQnURR5+Wpj3zkI/X5RX0g2yZkiY9bvZvDW9j8sWYSYLKd1mPOiQqs7na3u9VY2BfAjY0U262e9pj48lgJjyFIU2a1ObjR9mlJHMGNFwGZfJJ4NADM4+o5xKV8tMmfFv7c8DwxbWbfP/PMM+tjE8ihB21S4g8TuPFCLbIcY+J4g9b6xh6xEC+PR/C4EDL4ZyJPn/ES2XLJ8cbz6yTjjO2kjO15pDPOOGMJbrbbGIyDOhN/sLr73e8+c2jaaRX0A378geCxE86n/vlBj21SinFNkkn6OALiKoZRiv2C4ykvPF70ohftmATvHt41UFbdabaU3VnyyUeUnaWFU9phR3PAet3rXldfaOCKGQPBgyPq1B0cU8wlKyAgZhE3yuAaTxD0QbspxyT4kEMO6cot2KqjLfstuFvXRdrFJg40hpMIG7TIjw2F7jhVFj70mOaFF36Ig2R7jMO2xfbYLmWsI+MY4eoc9ZiQ4w18UttueDHpN9IoK4c+G3V9RlkmB2zw2WL82pEe9SKvpU+yoQ5x6LfVhceGjbbtURb+ahJtIZHry/ZhU7vQpLd+5LV06ujDJ7VytosTtn6q4BbZts9bfWSN0Tzqyxc326eMOdgjg7+xWPVLjg0S8tqlbvzIUI48+GuV9Bvt2wbjoB7bhqx6tkdZ7cjXlnTqbtoBP1ZNetKTnlQnv+pGDKBJN29t6yPz2REQw4ipNP7I3uUudxkuBNhfyuqFekuTt7PlG/oKMAPjC1/4Qn2zmUkWO6jJnRWZjTIYbPv2yMXMHBzBVFzxwcE2Yg4NOWWpk7iNya3ne97znsMSWedwdo7fiBEtou6JCCxI5rGMHPjJ005VCD/yA2lNivhx04Ex0R7jaPu8lUWHkyhpt912G/SUI9fG2BiKcvqMtFg2XnyyUTdm5LDPZAEaPuWZR1urLWtLH/jBJ76hySc2eMaMP3mtb2RWm8TA9rY+tB3p6kzyOcZX39y20edtQsYxMWZLeXhxkx5z+bZPe/hgE3v4yqBvnNpSnjo2HOOtnP7I1zpN82EcbdxtTNoABxLy0toyfHi2mavuLHFWnrcf9tEoox1oMWlDO5GX5ekItH0ihuRxTFJnYyUX7nCU9yk6lh0dS/aTtqyPya5n2oa+AkzHcfuKt7d5fszOhh7L1DOtHAEwZMdx52lPKNFilGux57Yub5FzS5Wkvai/3stiRTva9kda23YwJU3DrwrM4SfG0LprebSxbWekyfMkjL1oI05MpKvT+lY30lvZ6Bt7JGiU24loq4usMagLbSwp1/K0aRz6RS7qyB+ja3O5GJSbJTcuZaNt44o05cZy5SNP++SOZfA2RR37PNKUWy7XT9TVH7qR7qRBf/DVp0yi3tKijXOkzvmdRI8ya1lu46Qe245vYoxpUh1dea1d9HlevrxwVR+t0J7y1tt8OX4rn/XJCMQ+ifuRGmDN0nisSMOjccjHDTn7I9pSf2fLt/6rvbO1cJn20MkeDOj42OnU3ZRZxlyyGwTcCbl6E3csdzrExZiydPXAPeohQ0JO+jmUnePXNsVxaMsiD3yUASPqTBbBWbp6Oyon3jYWaGzEDE9+bNukeNVVx1wsZt1HJ+lpH//GMxZL5GFLPcraRi+Wox3klW1tRbko08rBo91sYhl1t6Vs3NgmWY/tpMx407cy5HEzDmi2IZajfWXNkbdv0Ymy0re1z7FpXOT6qc7CjzKQokyky7N9LS+Ym1uRWNjAi3i8ik4A1GNboIGn9Gnt0K5tNMeGPrQDLfJbn62flo9+pukIiJmYk3Mnhf7kkSISNPcb6+ToIucYQY46dGnI7YxpQ68CwXO/vFXP1V/fcI6dzEAgObgiL8uzISCGk6TdwSLGUccdloMqV+t5u/zSl770kgPqJNvriR7bTNzU3WwHddZ15EUjXnThBZ1WT1lw46MM//RP/1TfqkdvXsm+jLFBY91UPjLBY0f0Z+TH2JAry091LOLuWtAczFnHkjfuWV0AXTZ9qQ+NVQge/OAHd5s3bx6+gkT7ebHtzPJiFSsKjOlpY//996+48VIUekz0WFmAmFn/d1oixkMPPbTbd9996wucxMPLJ7zMyW3H+ELQmJ2ydFV3n/vcp67NyvqdxEkubk5Q1IXPhh/WHgY3+n01L41GW9jHJvsbuDHeWOECmZisIyturOIQceMEzMtW09KmTZsqbje72c3q+rTYBTfWquW9DHDDh4ly9M0awve+970H3OAzjoiDF/k8obd62OM2MC8d8jGO3bes4sDKM463uHat/smN5+///u/reONlXcYJdHkxxqi7lmXazJrGjDdXLcFfjMX4xO0a17jGktvhtkE547Vu7vGZF1dZE/n1r3/98GIdOsqpbwzWW770zFeHAHhGTMG7xRzL7JOs2sI+sqnse+qRKx9pq4tmsbVqO8vPhk1lcsDRfKZ1B8tgmEkOe7Nu2JxVdr3LiZ857aFcJhej6xfKLwfYJbizpujOmMoJelgzlPK0VCZhfZls9GVyULFrxxHrPpYlvOpausvZmuZnjBftGXMrVyaKS9aRRE4aa8qWt5D7MlGo/drGXpb+quuXlmXMBrPospHKV9j6smRTXyZmS8YF44Wx9Dd/8zd9WS5tWI9UI8RQJkIDbu3+RBxlxYz+qle9al8++FDjLyeJwS92yp/lvkzu+jJhGt1vyyS355hSJui6HXLWES5fauvLBGtUl7WRWaP4ec973qBDzMRAfvLJJ/dlia4Btzb+v/zLv6zrDJfluJZgPxiboRD7KYqXCwR9+TPSs14uftt9EtzKn466BjE2YqJenuHvr3zlK/dlIr9V28Ed3A4++OC+nJCrKjpizzqy5UttFbfWL7GwNjJrYr/whS/cqt3YKSs51PHG2tItZtgDN9YZLo9Z1b4Wb9vw5Cc/ua6BzNrkUZ+4yyS5L380+vLlyioex6n6jnvr88pZw1jcYtyUib1MfPryB68vX0TcKiRwYyNZHstVhMea3ay/jW32Q3J9WTaOWG/L1CNNncwnzysiXuLX0ibhV5YKtBuHPPb1QNwJC+ybzPY3bHICPGlwtHQGVXsQjjQHn3pxELZ61NsDhXrrJY/ta9se2wDPtlIuV/O2mvRG+Wnl9TAB9gDCjhXL7mjQTG2Zejxptnz0WOieDwSUq5wVy9gPYMcC+HyMgQ9HmLRL3TK59tsyMZiUgVbulAxtou4WZaGpE+mU+TAHE1EmVI4Z4ydnn2SCz8cfxlK5qtWXq0x9uTq31YmSCRYndCZSY/79sIIL87fjrFwNqx9jEDcx0Va5CtmXpbrqhIr9t9V/9KMf3Z9xxhl9WY6shq4eFXBjYvyMZzxjOIbYbuyUpcv6ss5wX9ZlXRK7NsCtLCc24Nb65oMNZW3oOhFRJ/YNNDdxVY56lJVPjgy4lWXG+vKJ6tpm2h7bzwSyrNhSPxwRbVoGNz5CUtb0XoIZ7ccOHx46o8ENXTYmpOD2tKc9bYlP28/ktyy3VT9Eob8Yv7iVq7tb+eY4VFaZGcZbO26xV+469a95zWvqn03j1TcT//JC0ZKJe7SBfqwbF3S3SGvLrT51k/rSlJUvbvxhNF5zjsX8YSnrLFfc0NEOZXTZSMRvPcpUZvhhjDABxkcc1/qMOXw36dQ9R7Q2or1Wr5XV3nrPx9q5Fm0amwCHbt2pi4ztDf8McBlUM6cyGqpsGZw1t97mGpRO3TK6lK3D0x7l9ZRiG4zb9lk3LwdPi/V2JBXbPWZnEF7HhbZd1Nlsd8TAsvxpstwO31RuW93ylrest8YjROixfi6377mFrD1l7IcYAzImy5EPTzvQWxvQ4KurLfNI53Y+i+4feOCBXblaO2ChzB577NGVr45VVW1i33j4VDEyZTK25PYuCuDCYw/c/m0T+vDLFdjuVre6Vb21r09ts34uH6/gcQt52qHOowA8XsGaqfhRTxk+K7up9Aspxk69nNxrXDziwAc9tG/O+pzXvva168cvoIEx9vUBbnwcA9zEB7smMAHPmNCNtuTpk7pl/YzRwI0Piuy33371QxXaUQfcGHM8NiANu9q+8IUvXHFjSUPab5LPYw88bkCSpkyZINfHR/iUK+sxt3xwu+Y1rzk86qKetrjFK27kJGOkzGMLLW7RR7lCXMfbAx7wgLrGMzqmctW+jgNiMEXb0Kxr0zo8aPQzbYz0sbL65uib2v0RGWzy+AiPOPghj2iXfYTHHnicyqRt5CiXCUKNK+pBj3V1oUnXjjxzYiJN4kvXjrn6ba5P9Vr+eq/bLtoZy7TL+npv446Of5cC5O/Pfjs6mjn7L7fd6hJbK3XrAYsDxCyJ5+g40HASJLWQu6O39FlsL4IMz3/xjF65UlAPgh6QiS22LZY9GCJDu2dtO1/qe8xjHoPaQifbRJttN7hAt+3SaYjtlyaWjpnYWG2bI4OeNpS1rj/qxIAsNPnk+rUc69ojh05sJCaKJHTiZjyVGfjoalc96urKM4dOvMSqnDxttzk6pCgnDTpleNprZak7fsVIffWcGIgrOiTlYlkdeNq1T6GxIUMypxx9aDfykWnTmBy0FkP0ol/KsS3GGWn60h712A7iRZ4NGTZSjDmW4WlLP2M60NBrddE3jenBsx3qRluUxTjap9zaU4/ccrRpHOQtXXvqRRniIwZwFINoyzK66rUxUMcOfrQRZdCjblzkyLMhT50NGZMy7Ofs49EuMvDbxMdE7nSnO3XlE+Ytq9bRoZ361kb0i2CkU2azPfL548GfKscfNnemBJY8u+1xtsWEtra4rbb9fC2x3BFbrfq61mPc5BXgVXRhu0PGAQrPuqb5pCqf1eQqDgcTZACf3IOQsouaEyupbRs0Xgx6whOeUF9Osv3KmyNnEgPqY/aUW895bJcHaGhu0Nhi/4MVGzQP7i0G4qkd+JSx1Z6woCsPX9valIc/+NpCLybk9EfZ2NRHtu1Tea2taJeycuiboOlPujRl2lw70p2QaadtfyuvHrltUca6bRmLCVnlkVMn4hr19Gd81NGf5kOdNo9+Yzv1jV/sGqM+9Wdc2jUG6tqWR6585DEmqIM7uT6jX3S1ra5y8MaSsY7xtIEMbWWL9igjE32yj0AnXsdx5Mdxo0/51Cm3deUi9tJaHeLRR4w1ylOObcMfdezrP/Jtp3aNL+ZOppjQQh9rO361hYyy+oKvTcorSdggPhI2WpvQxE+7ypirVx6l6crjRkv+gKuzM+R8+rs8e97xmWrazkbb2UyxDm6ZVodAToBXiJs7IWpxQLZmuE25udwmJZUXQGqZf67oOGAZ2BxwTNPsKbOj8vYgRBzGe4lLXKKu/8gOy1q9fFSEN5BnSXHnFpdZ9NaDDPjYvoifsfN53/eVz+Zya5dk+3mLe6/ySVhwVR++Nihjmy/l8QlXE/qMp02bNnU3utGN6iMQxqCOsrzRTz/x2W900MU+ZT6VyaMAMdnXkdaWx2SMOfKkRX1oMVZ56sEnRurSkFEvyrc06qSoG2nqLpejw9UZcOMN6tYPuPHoiSn6kzaWRzuWbSP1Wdo9ZjfSsMP+Sezso9jXLo84MF5YqSImdEyWY5ukKUNu3Mopw3g75ZRT6ooOrTyPIfAYhQld9bQnjxxeS4/1qKstPrPMJ5lts/Llpcf66EnUib4ocywDNz+LrGzETXvI44MkjY9D8GlgYzF+VrMBd/Y5aehpnzIrloAb+yl0ZEn4uMENbrAVbpVZfvTF6hvoa9OYysum9RjDyiHRN/rqKhttWl5prk30KNsOfRufdpWXzvGIx3yo8+jGDW94w2pHe+rtDDmP3bDySXmRsW70H1eEIyaWd4b27tA2lAG1YdO2vARXBuCSh/ZLJ9YH+8uO3ZcDY1++WjbxBQheiCn/hgfcKfty0UBc0EI58A4vcMSy4Z555pn9jW98475M4jh7LnnZAczYpIMVZfJytWHgQZu0rYeX4MQCfGKKeJWJVH0xiLfIxUN8WGWgLCZfXz4qV26GF1QYJ9gg56UTsBAnMORNdfLyLGpfDqDDy1jqEQtlfPMSXZlkV8zL1aABe2J4+tOfPviO8VvGBltMbVvlRVnbD80ycrZJmnxtkENr9xv14KtL2SRtzJ4y5MjFpJ406vQDuJ1++ul9mbQMeIk/OS+U0C+xz7RBThxsJu3qf1Kc2GMzIR9lqWsjylBWlhcny+L3/e5lFQr6mHHivlieba4rhsTY0cOn8eqj9aOPaW3mpUBeotu8efMwXsWNGI488siKW3mUavDXtiPWjcGY5BkLdPHBJi/C3fnOd67tZeUGxrv+y7O9fZlkTjz+0uesJHHJLS9dgpu65Tb8gJsx4NtxCibY5uVIdGhr3HhprExs6n4acbZM7LzYuOeeew59hX9jePazn13tR+xtN3Hgu3yVrfrm+Mpm7GXptvriIn2DbJugRbsR21aWOuOrfdFQX7TZmMWBfrAv4Ctrjrx6nE95cZVEXMZLW8WqMneSH9pn20477bS6+gvn03icFqdtzTf6S3Abeh3gN7/5zR23G1aayn5W/42VHXT49+wtJdaUZA3SO97xjp0vRyBHQo8U69LKDr+EVysL+GPsbWi2gxevWIOU22dc+ZCOPG2M+rGMXJRt7Vvnikk5IVhdyNx2mNNOyuRufN75uc99bl0zs5wwazuUIf/GN75Rrzhxu8+xJZ91cJ/0pCd1b33rWzuuImuzHDirH67wlVUgOl4Y4yoTCV31y9vfHc9SM/a5MievCpYfbHLFiauZPLZDQsakP+qU2yQNHWNSVl60IU878PRHuZwMKiuOH+yqpyx1y/pRxlx+K2ucMS5ltdXiZr9omyus4MbVKl6+Qq+1oS39WNeGcUEnJtpOu227cVJXtha2/ER70fdRRx3VPf/5z+/KH59hzXP5+GBM8WUoXsSLsWlPGm4i9vqOfO2q+7a3va2OV8YbVzRJtgdZrrByxYv1gxlv6I21M/rVh/7J9WeZOndIePysLKvXlSXVongtc2WNdak5ZnFVVF3ss4FbWWKtKxP4jncdTMZY/vBX3NhPY4Jf/ix1T3ziEzvGTVzHGLvw2U+5MswVP14yhGaizP7NrfCIW+SDG2ujX+UqV6kvJ2oXGWzzfOdrX/vaKgPPhG36mnZzt4nxqu9WLuqMlaWVyXJXlg+say5Lm5bjD1+xT6G5ocsY4Rz6kIc8pK5tDU6Rjwz1mNfKOv4Rf9vJXQZeMAUn7viBCZty29rUffbZpyvLK26rmXWpD4Y5AV7hBNgdjh5vy7xNzNvKB5eX63hbPPLjCGEAxxTlYjnKLFJ5Woy8CV6ultTb7xyE2fxgwzS9Wdu3HibAsS1tm5kk8dgDi8aXK0vDZAQdZTnYcYudySl/qJhMcauSxEmrLPvUvfKVr6wnZXXgeVAEb2598sgNEwoW5+ePCX3BZzCPPfbY7rjjjqv2ox5l7H3ve9+rm75d3B9+TPqLMcCP9Sgj3VxbbT3S4Wkj7jfQ4I3pjtG0OUse9SmLG594BTcmcdDjiYg6fcufB3AT9+gPGTaSeeSPlSe1E31xUW/MJpMkxhsf/Dn55JPreGv1Jo23aE9/ccIS/co3Xng82vOhD32ofhqXl6MYzybk1RG3sn51xY0Xho1RmViHFlNbh8eEjE+oMymj7dxOJmmHMnpMgJnEsn/RZ3/1V39V6UwseeyB/fSUcgu6XCld0mfogoV/HNxXaAO8z33ucx0Tf/7onlE+ImKCx0ZiXPFYBvs3+vxh5cIBqzawnzLeiD/iFu2AGxNrfYMbtpmsn3TSSdU3kyZT7BsmwEzQGcPolyXd6vFCWXLjnFZWfiUTYO3GvtBOzJn4sULIXe5yl/qoR6tHXVobY7SzXsu0jT8omzZtqu1kvLBPcfyxL2P7V9POjT4BBsgNm1b6CEQZYMOtKMrWyyCs5fvd7351/VJugZnKQXK4DWlZnjl0bnmQr5c0FrM02gAG5QDdl6W66q0bbr+Vg+2AmfiJ4ay3d9bTIxDgwG1E+pZEfuKJJ9YPCng70rEjDrEOJtz+40MCYIutcjWrfgQCLJE1H8OTRyJYE7hcTa7+WX+Xjylw6xFdN3WjPeziu7zcWHXjD7G4RXpbRiYm2i8WkW5Zm8ioG3PaL55jstEOcupC13ektTao6zvK8SEIPt4BnhGrsTELbtyuLFf+DKfaZH+INgdmKbRxwJNGmZhsu/S2fciRbOc5tb6ukcvHRRhvbX875hxDtIcPjJRJ34CDdshpA48EiJG5MsQU28nt27JE2ZJb7+KHT7ZYx/dTn/pUzdWc9sY2xXIURC5iwmMP5Yt4tc/G+gm/thtc6FseWzOVq6/1oyPup8qLI3X0yN1Py9VW1fvDDjusjoPYRnX0S52N/fGmN71pXXOY9rGmMrg53ib1G3R8M96e8pSnDL7LnaW67xJr698YjB0Z1qCOH57RkGONfLk07REI26lv208Mlsdk+KANj3HEMWU/R1o7DpeLddH5tlH8Gdc8qlL+qNXjuX1Hbjnit5LyRn8EIl+CK6NlJansPIN4GXz1nxhrKvIpTf6t+qIbcmzIsMVUBnblQSsHgMha2LLtts0Eartsp8FTLwfWjqshfNaVqypcCSkHqiqirWgjYqKd9ZrbPvCJ/St2ZRJRr1BZt53iaR07XHkqB8A6XrBFGX146kd/lNnAE7y5bSufvJw4Bnv6I29tIYsf5Cm3fHXwQ7KdyLJJU5c6OiZloNn32tC2subqy9e2dORiPJFuGT5lfJGP2dAfOXxw5IoZWKATbdkOdaiDuX0m3bZZJ0c2xgNN25Rj0q98c2WwxdbSsU/c7nvIK0OuHnRk6XNjUg4ecmIW6fBM8JEjkTv+yPWlLHxo6lDHN9jhP+IV/cWytpAnGZ902o296DuWY6zI0mck6JTd99DRL76iHnRoxB4xxh76JHXVq8QtdHj4Ik71kUMXG+qiI1aUoSOHb+TUhYc94om60MeSsuhjT7vGqg38ULY+ZmsSzX4Zw25MZ/eyVjfnU65OsoQoKfqNOMiL/Kqwzn9oo4kyG4/o8Hgld1iPKo/mkOwnZTNfGQI5AV4ZXltJ8+wWb6SWlyzqc2TsiGOD0h0U3nJ8ZbdytgCEGLtthRZjtszjECx8z2T4jHIbsFwRqs+j2Qzkog3pO0s+CZex9omZvLYOvcVK+2OysZ+0qY1Jde3Lj3Yn2VM25sYlzbr2ptlSRl1y5eWZR5koR7mVoa6dqDeL3Jhe62/Mp37w0fqRF/MxGXxLN299IeOGTJSL9rUV+ZShz5KQjZMP6q2tWe3p0xO9deMwVurRh3xz5JSdJNfajnItD7tjNNvFJC4mbbU6bR0dZaN+S0dGX9hodayP2W/ttjLabeViHR319AUfWqxHnZWWtT+mx2OE5SXqej7lQx6tz7aOjTHamO31RKNN4mT7eB643Cmo7eXxlXJnqj6qtp7atWix/v5vxqJFtqDxOBgJj/L+++9fX1TgX5k8Bi4bB/dIU6fcthrWoYTvtqBNrmHZDk8A1m2TeTyhgQGTXx6yf9nLXrZk6RrbGq8KSFvvudg4Dia1B759Tx7lKYuNMtDaFGmxbAxRXpvQoj/obupR16809OjfOK4tI09ClvFNLq0ytvxAi+3ST9SRL09944DORoo5esi0Y1CZGBuy6lNufcb4bWOUxyYycasGy0/0J19deebYHosXPXXIqaMTtypQfrQlhtCjnG1tbdjm1ldrl3qU0XakaUtZeJEf6RFPrjyqq07EA5r+bCe2SNJbDM/h/v7XONSRE+1pi9z45JMbo7rk2IXOZuzQqZv0ra2Wrz702G710dM2stTdlIl0aeTqRVrrQ5kYJ2UxkM/YIsV2RLvTyrZRW8raDm3C53nfww8/vL78Rh1dEjKWqcMjqVsrO8lPbHdsp21l+TveAWlfvNxJmj/XZuQV4BXC7SBEjTIvT/h2qjQHbTQ9RpOPHbYxGf21vEl0bc6SawPZ1v6YPjIeGOXPosdjIdzKat+Mj/61t6NyYxlrD7wx+nKxorOcnrbJjWHM7iQ7k+hjtpSNvFiWr//IkzaWt3rIjNHUhSffPPLGymM04ov6s47NqBPL+KAe2z3GR06Zlq+Nlq48fNI0fuTFNkLXjjJMCiyfY/mc31ZWGfWjrLSoE/mWI1978CybKz8p15+5eta1SV3amIxy8qy3frUhnTo66kW+NGXNo4w0c23FiZ48cnWRsyy/pWlrEl+6OfIxYV8b0bZy8I1BWtQfo8GfphP1J5XVb/nS9ctjc67GEWXlR9py5da28pPo8mfJscFGXGyWp+lGv07m/UMS9ZSLNMpicP7zn7++HOfjIa1c1mdHIK8Az47VEkkGIR+78M1bmAzcOHjbsvxI16g0B/kke8qpt73yaJeyW2s/xtfylqvzrPSmTZs6Ho0gRVuxvJydteC37RWPNsd3KzsWD+2JbdIOb5pf7nKXmzputMefK5Yi46SgPn+2WLKJ22Fj9qNf8OYRHfHmjWKWRfNN96ivT3P+tHA7khUgTMrH9seyctNybLQT1VY+tgFeW1c+0mNZ/rQceZO6kQbPOriBI2/pT0raALfLXvay9SRun0UdbUpr8Wv5yrV5K9fWlWe88TZ9WetXUs2VjzHG8bZEeEtFWXWjTKTZJsYoY5UxS5JumVy9ON70o5wyylsntwwvJsYYH5Jhc7xF2eiD/WP38twpt9xJ8MCNj3O0uOkj2mL/ZCkx8NMu+xj7WnmRTZWBF3Upe1zkbhkp4qasdgdjpQAP3DgPxUkjnwnmGOMFh6ijHe2yf7OfM5mCJl05dCnHLdpbSVkbrQ4+PS62eBsPOrFsvaW1tqm3bRmTWSkNm05ibVfrZ1J9TH45/7bTHHk+XMOdZ6/OL2cj+SMIlM7YsGk1q0CUg2l987J83rgv6zvWN3cFsOwQw9vbluFRLi8q1LeZratjrny5JTi8ZS1NGXjQtjVho7UlLdJjLKvx2cbKW6wveclLet5KB8ey4674LdbtsQqEbSWP5baN8qHHcnlxZMkb5y2/tWMdG2Ut0v7zn/98f+CBB3IPv7YfLBxX0Nio82Z4WSe0L0trDWOnrDNbP5JRTloDduWgWHXUpY4+C/CzkH55Iabql+WU+rLsUn1DvfVnLOZlTdb+hBNOqB/UIO6YIhaOkcjfmcq0rywrV3FjMX4xHsvLBKbnAwOsIFCW0doKhhYrcFzNcSEati/M8UHZ9OMf/7gv63H3t7/97et4YWw4Puxrx8K+++5bZcvSWsN4m2QXeutLn+TweYOf8fbABz5wGOvtWBXHspZtX5YNq+ON/Su2IdqdpYwuuPKxFz7qUiaUw76iP+Mg53jEByNcLYV2lWXT+rKUWV8ecav7knrk4kUZ/Vvc4hZ15QY+aiEu3/zmN/vXvOY1ffnjtMQ3uu1x77GPfWzdT8uLcANurNhy//vff+irGK/+oZUv2Q37qdiUpe/6d73rXXXFF2TY1DFm66x8UZZWrGNcfdowhj+4TOqbaatAGEPEEFqsl68B9mW5vr4swWgYq8onjUn7ZVL8szrTjn6sR7tj2EFrN2y4qUM92jIu+PBM1M8444z+Oc95Tl/+PCzBMuK6XHmjrwKR6wCvcB3gMqBq4l/3ve51r+FZpTIwZS3Jy44+1MtBZ/gXK1096+Rs0KVpINaVgRfpyk7LW/lpdXgtf5rtSTxscIWEdQzf8pa31DUwJ8lOo2/rOsDijQ/btZI2tjrUsWl/ybcN+pPO1UTX++SfO+v9ssKAfHKuGpXl47oDDjig23vvvesi99rjSglXSbDDm958MKNNXNG5053u1JUvTdXPcOMHu1xh4uoQV3vYWO937OMAe5XPMB900EF1VROvLLXtwGeM2XIby85QBzfu9HBlDtxY65e1WmOi/by8wwdwWAsc3KZhIo/cDXvSW7yVka/v5eqON8YAxx8+1MG4ib5o061udav6PgNtoB75tVJ+oi/jw6ZJmnJcWWW8RdzGxhs+yx/CrkzAhzsO2NCO9mfN1WVtW/YXNvwy3tt0rWtdq+4r7G+7l6vAtgEM2E/FrUxohxUljIurr7e+9a2X4CYPnxzvsMP+zXrB8oyBOwU883qb29ymfgQEXyRwi+ONuDluElu0wQvGHCMibugTF1d2sVcmU/XjJ9BN9BlX5Xl/pSwVV9/RiFeqlcOXeES/sc+Vxc+kD2GoO6aHPnQ+glIm43W8KK/tWfOITxu7NpWxPqtt5dQzj3Tagf0xzJB3izqxDN/4xMp6lKOMLHceOBbxQS/3aeVmzTf6OsD5DPCsI2WLHAOSwcnmgIYWByr0mKh7cEPOpB51bbW8aIty1EG2/BMcYlF3ljzair4n0Wex2cpgi/hI+iAn2Y64o1fGnH7027qzf4zXOK0jr66yrY22rlxsOydObs+Wq+J1QXrtIsvjNZwMmEjpC759zdeRWA6HyQ0fvGjTHnvsUb9AxS3QscRLFNwiZRF9l2qKckxG7n73uy8Z07Efo6xtirT1Xra/bAd9AI3VXrgtzscTWLbK5Ni4wx3u0JW7SsPYhq4tZdCxHyNNOfiUrUcZeCb48Ejm0lp94meSxS1T/jCxKYs+E0WWK+TPpXRtwic5DuETP3xp50ic8wufpD51vtzIYxgtbudodHUCKm7osaHX2lJ+llz/V77ylevkigkC471NTHzLnZJKxl/sG4j77bdffUSBL+jxZxW77gtM7sFt8+bNVd8fZXi0oawHXCe06BuT7QKXI444YnhESX1yZOkPcWOpM5K6YM+fVP7otucWdPm4xT3ucY/6Z7nccRpiNgY+1FTW2a2P9lTDM/ygq/4M4oMIMUdd24AAdNrCBl3ZQXmFhRif/YRt/VPe1qQP26Ft7c7SBnVtN7rQYnzUlVuJbWUzXx6BnAAvj9FWEnFgspM5cN0xoLlTOIDlYazcyqg2447ZOlHePPKhaVcbkT9r2QOE8tEu5THfym7PXF8R1+1pP9qyjfiy/Z5Aohx844KuHjpiDk1eLZQf+0Vey7eOHM+Vllu0W33piSuOTLTiwVA9cmPj5M0Jsk1c/fEqnvLKGBdXpx72sId1hxxyiKwh5+4GSVnKxqJvcjYScrFciev4x/bY1tgUcHvoQx9acYv4IMMVPWjqs59H3LQTadHGLMcFcdaWOeMyjs3oA7v4Ib5nPOMZdbxhBxnojDfGke01pugr8tCjbvuUJ5ZYto4suD384Q/vyiMZhlxtwOPPWJuiv5Y3S119ZImJcX7zm998K1WeoSQhT2rjp63gduSRR9YruVVoyw9XanlGP+pgh36AJp0/u1zhtK4vrzBjTj37hDqbuHEFWxry2CIu5PVHmUQdWer82WUNduok4+IKNXcppFdm86Nd427YK6riB3sk7OmXnHEEj3htw4qMbxGOdilrq6VHfFbih1jZxuxGO/DxGRN6kWYZOomcuDgXyTNXN9aj7SyvHoGcAK8AOwYgGwPSDfU4MCN/bGKFvAOaMok6KdqJdT7pyZp/pjHf8laSe0AiTpZU4YBqbLbDmFZiF9mxGKVhc8wu/Hml1ldbtw3kMdZYRsc6OXVpY/batnGVJn6Hnf7AjjaV15Z0c07ensAnyUpvc255lucHK1l7rUysK2Ms8GxrW45667VMe22rOTQmPVw9I3kipByxoE5Sz3LE0HIV3PLT2lA/xtLKU4+2WhtRPo63Vq6tR722HP3BM85WLta5W9F+Hh691u8stqLdWctMstna2NUXY/kxLiah5UuANVbo9rsyxqwuNilr0/1Umj7J0XWL+sqIG3XtydOvPOlRjkm2LyEqp565ejGHx/GoncxBH4sz6o6VW51Yx2a0G8tjtpajRXvRj3of+chHuvJuxIrbgV1StGlZnvzyTHN9CVK+eYwNWerw3LSjPDKeFxx30DJtHwRyArwCHBmUTBb5x8pAdQLJwLSMOQcx5TiQqZOQ98CirDl8bUsrL1N05fOWVUeaOfLbktzxysP09Yok7eCKEJs+xtqwnE90seU/WuvQ9CltOVvbm69fYqPM7WxyUjzI2EfEG/mU3RwL8rFh+6I+9FZGWsQXmejPMnTijQks8R8Tcvil/5ZLXnmJ/tHBT8RhOTs7Kx8MwFNMbecYNvYTMpTZkIt0eNgC9zGM7V/9Km9uLOQk+t/Y0KXPHY/4JRmHdGSgxbiwIa0qbfmBFtPYeIOPnG1VxxjVhw5NX+q1dGXGMNbWavJJYx0/4m7syJKgG49xQrcN0pQRA+0hiwzPx7JRVkYedfRJUY86PJL2KWPDRH+woRfp+rEd8VgQbWlfe+baRT/aVTfS1JmWI8+GXZMxYzPSV+tDu/jRZsQz9j9XxFmXflsTvuy/2Abo//Zv/1YfOaJMHMZibOjBiwkZ+G3CtrJjeq181mdHYPmz5Oy2dnpJBic7EjkD0i02HJqDPdIpO7g98Fh3cJsjW1ZL6D74wQ9S7D5bXtRzR6uE8IOOdgJ52aJ66nJQ+PCHP1z1yhvj9QWqZY1MEcC+OOCDOm2wHfrFBLw2nimmt4llLMTGgeVjH/tY9+IXv3h4ptNYeD730EMPrQcxdXRs7Mi+sixI/p73vKf2ATZpH2OEL/bwgstYivrYIOmDHH3syIMfy9RJZbWB7nWve905lS2/6F/zmtessfsYxJguL3E9//nP78qb7lvZPvjgg2v8xoRpD/D2HzTsajuW4a3nRLtJtq1tS8Qi8sbkPXnJI2ecWEe/9dfWlSXnxP3e97636kQ5bu/zAp7jRh729QlNW9BN0KS3espA5+XVY445ZogXX7Tv2te+dh1vXB1vU/SpD2XgyW95yMAjjfEqY8pP1MEOuJ1yyilb2eIxIp6ljSnqWmafpGy9jR26NHAxQWM/PfbYY4e2yuOuG88Q+6cEWZN+qMeyfHL7Wt+RB01+pFOeZM/44Xssi7Kx3Nqcpa4+ebtfqK+M9VlzY7fN7mPQec/hhS98YVdW1Kl98KlPfapi4348q482Nn2O6TMB5rxA8oVi5YjNhE02bE3CxD8wyqHbxqK9zFeGQE6AV4CXA95B6yCEbqIsHZq8SKOsLQ+W8nlL+9Of/nR9o5YTHUmZWtmOPzEODgpluaRqnR2OF2O4Re4atMY3q3vlbb+4RJ/KzGpze8kRC1dkaDNv0HJy8iUTfBDXpk2b6uSXN625dWo74LGVpYa6z3zmM7WfTjzxxEqjn9iwXZYcq+vtgmFcS1f7Y20RD30h05aR4Y1wxsjxxx9fJyStLd4457Yrb7iTRxvo8xlNbgO+8Y1vrHZafW758gIdsfNC3qSELW0b+yTZ9Uy3bbY1tkWaMpFnGRmxImeMQJOunDLQ3ee1y3jzuFCWuBpwV5eTPCsHlOUZ63hTDz72SPqNvFgeiwkaf5b0zb4ST9TweTmMcXaNa1yj7jPV2ZafaF86OtIpm6SZS19Nro/vfOc7w3767ne/eytT7Pc8C8vjGeAX47GdUYnYoox+Wjo6PLcLbhxjjjvuuIpbtMWxnj/aY7hFH9hu7U/ziw/4jiFl9Y0tU8uTHn0iY4q60mbJo40oH+mWV+sDu60NXvjkEUKOdVzsgL8t9vGBvn7MtWkdn0y4SRxLOabyQibPXitbmeVHHevkkWY/tvQon+VVIlCA3rBpNesAl8Fb11TcvHlzXTeyXBkY1sMsB8yt1vArk6FKa0FGFt2YoJUTTF8mn3159mtYuxGfbOWf40Ar3c1RaZs27WKn7GSDbeorygwAAEAASURBVNbNZD3TU089dVjXkthWmyIuZVLfl7ejh7hjDLO0Z3usAwzurNnJGp9lyaCt1skEi3I1q66vyBqdJPu5VsrP29/+9r6sxjD0U+wb2kT/lYXw+3IVYCYMx/DFJ2uDksM3Zx3h8kxiXd8UzFoMy/O9dQwdddRRg57xY6dcDenLH5vaRjGPNsqV475M/Puvfe1rg36Mj7J17YrLzpTbRtpEmbayP0e6NGUizzI5eshKW+lxgTWZy/Octc8Zn/Y7Zccba0OXSV5dA9d+aH3HGJQx9jEeNI4D5a7CMN4cM8bAeCvPF/flLlI1OWZHX8TDGr3iAB35Vgd+lFF/lhw97ZXJZ1+ega37Yxs3dfbT8ge3f//731/9qUdOnORtMjZy9k/k2gSv/MHuy5/QJceY2Hfi9qpXvWqrtuLXbcw2PONoxyR0aZSVbe1on3wsoUsin4SFetPWAY64W/Z4SZ3xW+5gLFnvXLsryW237aVe7tDVscnxHD/uL8axmhw7UQ+b5aLRRNtl0tuXpf561nYW09gu+0Fai/eYDrLQy12ZeiyP8ayknOsAH3744QWwDZn4Z87jBatJXPFgnVX+2ZUdYjARyxKhlfFaq5FP2XpZNL7epnvta19bX3grB7AqH/Usw4i6VXCFP/pFrezAVRv7bPhm7cqymH/lsSJBlF+hq0EcG/wj58rlz372s0pfqd1tXQcYpzxaUnb87kMf+lBdGiniarDl4FIfi+BqK1dUWUKKZY/KiaC+VV1OWh3LC7kcVrRBuRzU6tqMrNOIznIvnLU4YANa3IiNMfuiF72oXl0oH2gY+iX6J3aWfeIKFG/d83Ija4Oynii3ArkawvJpyMWkL/qf8Ui7WcN1bFUI9IxZvWhrPZcjlrGNtinuL7bdHJmobxmdaMuyfOvoR1tc2X3FK17RvfrVr67HBcaSKcrF8Ua/crVJfszVJYdOamOQjh321fKRiK5MgjvHm/yqXH7wzX7AeGNjRQnGTSunPHR5k3JlyZWJtGll5MXt6KOP7k477bR6TIs6yLARO8e67373u7UsbshGv9PK8szBk32Mx9i4y+SxTv+OH/AlTjDjOMOdJl560zf2tGne9pWyMZ+ljB3tk4/ZxY4pykqLOceMSesAK2e7rZtjm7XLOZ/y2Bb11SbjBFPw544FL7zRzzGt1gd6ESv9QXPDj3Ryj6fcKeHlY47HJnSirLoxVxY5kn6ocxxnH811gEVp9hwc8xGI2fEaJAHOFAdlLMtnp3fASiNHVjtMNJmIc7D+6Ec/OojJlxDr2pW3kjzGSZmNg3G0z21PbtvB4zYdBygei5iU0NVuKyPdvOVHvy1ve9fxxYoaTCpIxBT9xzplbmFycmSxfiaCHMxOOumkjscewIykfts+Dko8/8djJKxzqqxy6FmuzJGfeNJAlvHBc5ikabrYLle16oGfEwuTdybDb3jDG+qjLvrGhvFrkzpt5uVLPmXL86XQ1KnOp/zMKjfFxKpYa+G3tSnm0E3SrMdc/VbGerSDHnRp5Ex43/nOd9Yxp1351CmzocdErnxNrfY168Oa9EVd+9GGdHLp5rwXwGSOsT5mBx1T+ZJXLfJxBS4MGBdEy9gwhiocfqL9QB50I82ydq2bgxv7KPuqMpP88mevXGFfgtukOLWlH2OGTrLOn2uOn628euTqnLLl2WTevWClDpJ2KCOnHXWMD36boq68aENalBvjK0cej0ORvtIyPvWl7ixtUna5HPs8WsLjB1yk4DE1UvRL2fpy9pbja8c2RHl4JPYdHmHifQ0eL+Qz2ZxLxvpaffHWrrbkQ29p8jKfHYHfP60/u05KjiAQByNlNwcwAzrKRBM80/fP//zPU69Ga0e9dsIqfZYcW9oj59+xdfWV4QRy73vfu74sJc886igvr81tu3Lqmrfya1UnDnyKn/7N7Tf8Q5NuPLzAAA19k22jrr5+lDFXtrXd+tEOeq3smA1pylNvbVonl2+5jY+6NtWLMlE/8imDTcQHPehu2lltrh3zSfYjfyW+xtqNLf2QI9PK2W555O736lcj5ce6fOnk6MnXFnRo2qTeJvhu8GJZWWgk7JCUMZfe+m31qnLz08amjrZjPdqPcTQmJ8Y5SUcf2qGOL2OATp00jaYd46RO/7b0aqj8xH6M9i0jF21pJ9IptynK4X+SDfSibGsHPWI0xbigwYt8aPpqZeGtJrl/rEZ3Fh3j5KJD+Yx0Vx452KqPlSGW1aSIMeU4JqI9eZFPmRdJy6fBuy9/+ctVnHiQjXajHfjGLJ0656GWLj/z2RH4/R4xu05KrgABB2ncEVBnwPNlJG4vvv71r6+PBvDi1KIlrgRzICFOr2jEGN1xbSe8aTt01N3R5bE4bc+k2OhHEu11s06uvjm0SQn9GEMcI9KjnVjWZsRdGvkk2TZm9c1j+6I9ysoYm7bIpSmnbGuDemznGH85mn5buZXG0epbF7vYBsvmyIgVelFHGe2ZI6+OMhELMdSWdsfq6iMTy9ahuWkn+lYnykhD3mRM8ozFXH3lpKMPz3qrH7FQNvpsy/qRHvOIoX4i3xgijfKYrDLybJfy0CNNeXLp5tpQRjp1J8zKRJ405Chbt2yOjn2qLPlGTdxJZWUbzlN+unpsUj9vfOwvcu7C8ejcC17wgjoZpg9J8DLNH4F8BGJOmI8N9B/96Efdy1/+8vqWKjuAMnMKaWY33Frl2WQSn1T1oEK87rjmMxtdUEHbNNYf8Oyj2F5oYBJPxDRvzAZ0fVgmR9aTmbb158lS+20MsW4Zm23CbrQd68riQxlo2os0ZeFJj7E7PpQzRxYdZG2TvG3NjQP7Ma7V2sWG7dCePrAJjXZ4JUbcokz0DV2MIh07JPiWrZNDc1OGnC0mZSbhqu+oF8vRlmXjIVdWGjLQIt0Y5JFHXNRFx3iiLGUTMtrThzxz6dqyLn8s1y48yrGufGuHOKSR2yZtkNs2c21FnjRt0VfGbluV0Y6y5NKQsa6ecupvxJzHDFjSkkfcwAN8xYwcmjhJnxdO+DUGLiqx7CjPA9/iFrdYEpPxzSuuje4nJ8BrPAI8wI2dTHfkDrnSZhur7UDfndUdG1osU1/kZFvso7GDIm2MB9KoA8/2Rt0WF3jxpEkZO8gpC07a1pZ8ZaJOlLFsrp51+4C6bdUmNDbr5pFGmSSPHDs8D80zbcYNXZloV7p2nDQa10py7epTm/o1F2/rK/UxJq8veNiN7TAeeNG3/tGNMtqQBl9ZeeTwobNFGcqxro506iTr2tAHdJO2Y52ysVHWl7La0452zdEhxXosa1v9VrYql5+Wb11b5NiCHnFXHz4bfDd5Y7n24UVdnimmv9nahA6PkRGH7dJnKxttGo965PBN8qUZm3XklUFHuvobOWcsiFfEBrr1yF9rrOwn+sh+wyflTDsOgUR/jbH3oETuToDLj3/84/XNbl42Wi+J55ae97znDc8vtXF7QIntbGUWoX6lK12pPnO9++67LzlIEpv9ZZxlObjurne9a3fxi1+8kpjw7bvvvvWfO2WTbbdOzhvNt771rbub3OQmkVx9iFHMW98qRdt77LFH/eABL7WR4E3SY8WM293udnXtSeR4ifGAAw7o+Exnm4xDOi9q3PnOd64fOdB+K+OBfGzioR1y+L6Fja1oL8qtpNye4NrYVmKrlTW+6AP7bVJuEt12k5Nsu7GST7KhPz4uwUuIN7vZzeoVI33JN4fOSh/77bdfx9rV0CNPP9LlkRuftmN+wxvesLvDHe7QXehCFxrI2pKgrb322qveIWLd0zYpI721AR0Z5cReOegxTmWVV0774sa+OjZpjfKsdS1ukR5tO1EhhiijP2nq3OAGN6j7GvucvEmy4kYctgtZ9SINunV9QdvoiZcOeZSQu6riIk5gA5Zs8uaFl30Y/RnXF77whbqiz9e//vXIzvI8ESidsWHTatYBLn3DmbDfc889+7JM1IqwK5OAYU1g1pfFTtlB6qbdRc1jnKxbOZbKyaGuOVmuDI6un4lOuw7wStu7resAEyNbWZqoP/DAA/tysq79YF+UE13tj3LS7Mub7P3hhx9em6qe7X7HO97Rl6XR6tqoYKO+OLGWMuuynnzyyapUv9ghMRbYtEuZRL2lKyOfdYDLRLiuLxr9iiXri7KWNGtgqhP9uQ4wcsauLjmY7LPPPsM6wNVI+YmxSaOv2SYl/JarZ31Z7mnJmIhtmqQ7iY4uNsWM3Dgowydtiw/ssMarbaPOFu3qpxKbH3jo0m5iNUHXlvrSkLFMHvnlxZ6+rMbSs0Zz7CvK9CF01rMtKzFUPXzjJ9rQr7m+iE8544x5eZO+v+51r7vseIvr2WJPm/qJNuW3MtKJSezRI2b6wzbBc5OGnPraHVsH2H0U7NhPyzKPwzrA2CChH+1Cox6x0gc8kr4tsw5w+UpeXya2w37G8YVjCzG4n5Yl7gas8EG7om3biV350Nr4og6y80zlMbm+/Nneamy2Y3VSnXWAy+R11SE/+MEPXuLbPibHJ7izTfK/VnTPJ8bR+mEd+rLKyqrbzXGBNd1bu7PWN/o6wHkFuIyUtU5ldA/rUJYdYnBXdoqhDD3WB8aCFGgDm4lyOQDXqzKRRxtoS2ynOouUs04pb+Pe9773rbfxuUpEzLaFpd+e8pSn1KtfbdzI8OUoPq/K1TZS7Dv4fAqZ9Xq52qxNZJSzHOvagdbqKIcMsT31qU+tV5ioIwufK9LkfA2MT3FyBdgEXRvExksYV7ziFSs7jj1kuPL72Mc+tisfXlB96GdtGF/b19LNkVdGXYxSjvXB0QwF9OgvctsefazWrq7LRKLadUxAx6b+lLON1C2bQyOmaAOadmKM0vA7SYavhdGnmzdvrjaUwweJK528AMSa3SToYz70JY9cLKvilp/Yjk2bNnVHHHFExzJdJHgkdfkUMvtCuSiwxGe0ob+qWH7kQY/2qGuXnGMMfNrj+MYGdTd1tE2uTb6GyJKHxqYN+TyDyV0t1i422f/YJSHLFuOCTl1Z6+pQv9SlLtU9/elPr3dh9Ie8/cynkHkWlKvs8tGnXTHZTmOgjpxblN3I5Yi9eIoH9UiLssqsRe74sO/sszH/bYxrEU/aXIrA7+/hLqVnbQ0RiDviGrrZrqbbHXZSG6C3B/DtGsh2MsaJkMcbyhWdjs+lcqKNiQ9fcHIkH2srn0/de++965qTY5+LLldQ6wQ04tbakUceedKJJ5aVYf1IHmPgjWI/xKEsMkyAmRDxCMZY2lQmNNzS5qMknPjpLw/U+OOxDU7O+jMfs2V8y8ls7zGBX322ZeKMvLG4l6Nh0w3Z1of24cUy9Zi0gQxlkvkkPfnIKsOfEcYbb7fTd9pDlr7jEQlupY8lbUS72h6jRXnKjjduL5crj0t8Y6d8Ja6ON/5UxtTalmfs1s2jPGXjiHxpkR/LUZZy+Qpcx74IbnySvJXl8RJw0676k/KoTznW1YFGYi1k9tMf/OAHFbcoS5k/Duyncd+IMq29SbjNGrv2NmLeYtTW1xITx0PrA7o847HeymZ9bRDICfDa4LrEKoOaCReDPG4OdmicxKizuTMsMbKDK8ZmGMQojZzkJEqesouUGysxUS63dutkj4kwcfPsoDLk0Njak5QyBx98cP3Ihf2nHHUm1V5xwp/4oKs+dJK+zqktnSTJQ1/7yN3ylresk3TK+KINxN9e0UNf3+hT5+T80Ic+FNVhAmwZPsnc9otFZYYf5OCRqyMbOgm/6rcyyq40b+3oCzvgAQ6rSWIc7WEHf9Iot/Xoy7bGdmtDuagPLfqVZ59TJ93tbnerz6RHOmX4yuA7tp8ytrVZDZUf5a0bs22MsVPmj9GtbnWrOpbQgYZt7LRYR9va1T91ylHGGMyVwUdMrY5y+kA+yujnkEMO6e5+97vXfYRY2S9jUgc72NDeJBnp6rl/QXefxwZ0cGNDVrvGpb725Lfthq+sMtqz/8d0tLsRcnARk7a9EbuWt9Z1fLPFMSLNuIghltc6prR/DgJLjwKJynZHgJ2S5ICPDuRFfqRF2R1dJq4Ymwdbd1p2bhJ0aTs65kn+bUuM0xMi8Xugss+inDax4cSibTPykYbs2EkKOrLkJuvYJnGylh/jgOaGL+TgK6MONsbo0NBTjrIJWrRjXZpy5PDkR/pYOerH8TImu1JatI1uOyFbqT3bZPvEBz/Q2qR8S6dubOo6FqjLQ5+rq/iJ/SI/2oUW2xftiGvkWzbGsfiXi1NdfEUsom1jHIt5jGccUR5a9GVZ/Zirpwx1achBjwkefxCN335ABh7y6kQ72oCHjvrQxTv2WWsXW9qLfrAX61FGG9KMgbylxXii3EYtgw/bWF9G+lrjYxz4cZxAMxHfWIzyM197BHICvPYYL/HQ7gAwI22J8AJV3FENaSxmaGN0dRYxZ+1IFiaP7aPMm+xXvvKV6woKs7RJGe2IBfWWBg7SzMXGepvD16ayZ5xxRv3OfTwBosfjGcQuPerB17Y2tRdzZGxTpKvDovPgxoEdWX1d8IIXrL7HVgLQjv7Npc+as47m5z73ua79cAyTG55r9lb3rPZmkROP8lJbbTe3tUkRIx4n4flsU+RRxoabPDGIuWXtt7LSlRvjG0OU/clPftKddtppo7gxXi5ykYssaU+0b1l72o/tanlRh0d1GC88tkOCx4Z+xC3qVMEtP463ls/jGTxnP2m86YN284lcscIsY3f3shIMn6WNdP1K8+MFjDfsOdZZx5Vnrh1vyMOPMUI7/fTTu6997WuarTkyPJ4B7vqBZllhxhtjncdP2oRvVqdpdVq5rO84BOibOB6MRJq59Mzni0BOgNcY73hwcrBHmmV5axzOdjVPzMbvSQEHtkXednW6HYwRl7F94hOf6O5zn/vUW6Oapi1XuMIV6ktF5c36So5tssxVY8rxag12oWkfZcoRnyjflrXNlTXK8SqzPOM88cQTuyc/+clVJvJ4rrCs9NCxrJIJPptxxbIxI0uZmCxTjzr6+djHPtYdeuihwy1wdZiA8oJdfKmoGtvygz6y4BExiTLLlVk26CEPeUidWERZHuvAN8vOxfZFmVnLttn2Y4+NyTcvIH7gAx+oppSDx0uTPKIgrfWFDMm7DdTFDZ3Y55ShqaMsmEnXT5SRJsZRFtwOO+ywjj9OMfEMO+Plxje+8UDWjvnAKAX9aRvemFzkixvLVUGP7QbPg8ujRNqJtix/5CMfqeNNvSpcfq5ylavU2MuKK1v1Obrq88EhP+ajH7BkDD/qUY+q5qI8bWSD9pWvfKV70IMeVJ8jpm4MPIsNbrxsqqz+9EF+wgkn1DFTnWz5wTePk/DiIhNp9MQVEfcNJr6MK3BrEy/YlZWMBt8tfyPWxdD+EAPp1O2jSFNue+bY9/gdx030Ad14Ij3L80EgJ8Dzwbl6iQM9lt0RzecY0ja5im2IhibRo8yOLv/iF7+oJ8Tjjz++Yy1mHzkgLk4+rNHIiWf//fcfnrM15rZ91u0/68jHctSXbj5Jl1iUUZ+X9o4++ujubW97W/e9732vnpDVR4bJwiMe8Yi6XjDPOJuw09qybo6sZU70lK2Tt7jhF7qy4sZ6w7xgJN8Yon1pMXZ9yWvzN73pTfVTp0xKuKIZdX/605/WlTfoz7LE3ZLHBFo70+rajLFQfv/731/XGj311FPri02tjde85jVdWV6vu9Od7tSxTvNY26MONp3oQNdf7HNpysa6tqDpS360gVyLm7rkZ511Vv3jwN2Qgw46aIhDW8hYFhto+oy0KCf/lFNO6Y455pgO3L7//e+juqTfGMv0nbjBdzxx1RVcy3JmVReb0R9XlfkTyH7K6iZt+uxnP1v385NPPnnwjQxxglFZRqo+ekK7L3OZywxtsh18Vpftq1/9au1bdPUPbkxguTrNeDOpW5bJrL7xYbujDH+i+COHLi/EoefkmnJZMrKOt7KcWh1v+tUGuDHe7njHO9bxJj3zcxBo8RKXSXT52zuf5g/eNP72jiXtLUUgJ8BL8Zh7LQf/3CGvJ6MvfelL9UMknITiSccDEhNLTjCcJC95yUt2mzZt2uo262r7zhMkLbeMLcsiQr2lfetb36pXg1gSywXUjQNZytC5EsrtYa5S7V5u83KVKabW7hhPu/I4ifOZUXARN31qDxn4XOXkcQCw4/a0fOW12fqwrjxy0JggnXnmmd2xxx5bN/XJtcnt4re85S0dn+6+7GUv21360pde9cQgxoE9fGMb3NvxYgxlDd46UWH5K5Yt4xY3dmyLeRt7Wx+T00eUjeVWxzpXXrkFzwSUiVwbO3L8qeEqJTl3PBgvjBtt6EdMrJsjh91WHtxYaUTclG/tMNHjkRL8sqKEuLEPsp+W9YXrn7ponzJ2+LMDn/HG4wDYYLzxh5Yr3SeddFL33Oc+t2NskNRDl5g/+clPVjk+/MIjNKz6ggx/rhxv4DaWaB8Tc2wz3vDtB2pYdYLx8JKXvKRi0Orjnw8LsXEFng9moM+Vfyb9TJ7pE8Zb225soc+k/oc//GHdxxhvtCHT4iFAX2VaUARK52zYNO8PYUSgyzqr7BXrcpv0IYzYvknlHf0hDOJ63ete15fn/pZ8BKNMdJcslF5OOnWx+nJC68saon255b9kcfxy8qwL0ZcT7bBoPTS21aSoF21jK9p92tOe1pcT5ZIPcDCOiLecPIcF96GViURfrmz15dnH1YRUdaLvciVuwA1/YCZO+LZOXp6L7Pfaa6++PGKyBLc2kGg/tlu6+JbJRF/WdO3LxGxJG2mnvt2fysS/LxOSvlzdb93NXDcW8nL1r7/NbW7Tl2erh/bSbvzFcUOZjx6UK4l9+QMy9Bs2dlRifyuTo/phFPEhznas0B4+/MLHNMrEa6s+ox/sC9syqV3Q2crkruLGOMSnmBGH40YaH/Iof1h6PtJCwldZI7f2Y3mufCvdNn7207Imd8/HJ0jl6mxfHm3qL3axi1Xf+mzHCv75IMWmTZv68ijE0MYyuezLMonDRwbaeKnbJsZbxI22P+lJT6o2sa2u+Fsnh1Ymrj3nojLhr7iVP5l9WTWiL0vfDT7UxSebdT6kAG5lzfHa7h31U/4MLNSHMMRn0fP8EMaOGrHnHGPyCnDZQzJtLAR4qYVb6KZyIrI4XG0pu2Ut8wweL7D4wlUri1xM6kXacmV01LOMTvRFHR5Xxc4oV7YijzKbNpTlljZXklgebbVJu9hucdNmlEGOxJUpcOMqGQmZsdTG3Mqqx+1mbkNzZc4ET9/qYY+rxWxc/Vxt0i/6XBnlaiDYk+SZ22Zy2ssVeK5oxtiq4g74ETexiDHHMqGJ2SRZ2sdmu2y3drAhjTJXRhmrfu498mIZ2YgbdWwy3ujzKAtd//qFz3gDd8dbmYTWl9548U176lnXLvsH+wmPMmifRws4RpCTlK2VLT/SHG/kxkSbGTMkafpXrzLLD365YswqICRx424KsmzaqALlxzrHJcebvMwTgURgNgR+v/bRbPIplQjsVAhwIilXVJacaKB5gvFkZS4dECx7khIYZa3Pmke9aJsyW+RrUx51TvokdWtlO/zoG//Rdqzj2/jIYzmGIB3apHL0YVlZc+iRB51+lBZ9rrasregzxh3HjXT7oPWpjZY+zzrtMWbjhGY7jcVYIy+W5StvPkaXZh7tqGduHMpCN07KUVe6OvCnJeXQw360hZ50yvpXB1pM0qfJKUOO3DRZbUcZym0b7Tt4lDMlAonAtiGQe9G24Zfa6wwBTzJjYcOTP+0E48mNExRl69hs62N+WlqrQ91YWtvqwofnSdGTpfyY26ZIW0k5+mpj1bZ04hE7eJEffTrhaNtH3bZEXtSlPOajlaGu/zHecjR1Y5uijvy27dBpg+1odcrt/W2KK9rblrLxl8cCqhnrY7jblsijbFtjHMqoA28Shsi62adeCdWmcRlntKtMzJF3i3TL8vBnG+RRp3/wYczGR94mbbV06/DHUrRJu6LfVt44iGmSPXSm8VqbWU8EEoFyXEoQEoGNhMCkkxgYRF57YpM3dhKSt1oc2xNXa6+NRT/qIe8GT7pyrT3ps+TRVixH3Ui3HONR1jiUkW4u3zpyTnZanjLk8sbsyovys5SjLcqxvpw+PvUby9qQt5yd7c2P7YgxGFfrz7EeZWM5ymsj8i2bKxP1LCtD3YmwPHP1kY3y8mPeyrS6Y/rSzKO9WMaW9iI9lifxx+jS2pixB8+NurGpA80kz3rmiUAiMB2BnABPxye5OyECvO3NGrmu48vJxJMPJ1/qTrxYPQFZrtJEegsL+vDdWv5ydfRInsSMB5p+oZ33vOftyosTdZIAnatVJOW1Aw3Z8nLRYBPaSpK29A9e2POKlbFiE5m4gTFv46PTJuTaeKOtKG8/YId+wC76XkWlv9TVP7L4RnY1CTsk7WH/fOc737Bea+tPOXLiwTfYK4etWI4xw1vLFHHDj20jHuIgiWWLm+2qQuHHttA3lNm0G8TqOAEL9iFtmSunHrGIseOr3fcc6+IXbSHLfqEuMWGPzYS88ULDnm1gXNNnJGxgD10wIUVflVB+sEUSN3Ll4n6qT3gmy/CiL9rGRlugk4gReduNjn6INcpqP/NEIBFYHoGcAC+PUUrsRAhw4ihvi9flha5+9asPJ29PMuY0mRPOLW95y7qMEh924MTjCRa+JzHKnkg92UGbNanjSQ29WIZPLNDucIc71HVPWWIMepRVhxweH2V49KMfPaxJW4VX8aP/vffeuy7rdLWrXW2JFf0pB5M1gJ/xjGfUZbXgc1s7yiHrhjz4tQk+eJP44AFLSu2zzz4VC2jYs78oa5+1j8sKAt31r3/9SkN2Ncn4WBrriU98Yl1vFR8m/SFH/5BYAo0PO5S3+GvdSVatzPmH+K561at2L33pSzv6jjihuYkdYcHbY4896pJi17ve9WqkTriQj0k9+eKkffuaZcke97jH1TV6saF8tIUOiTV4n/nMZ3b77bdfreODmMvqBrUNymFH/7YDHngfeeSRnR/EYAL6gAc8oLvf/e43/GlS3hxH6LJ02SMf+cjuHve4x2CbYwNLkO211141HuSMoRLKD3ZoE+Ps1a9+dcVPOdY0pu0XvehFqziyMWkLOn4f/vCH1+XQqDPeWNuY9X2xT4Juu82xwfJrz372s2v7Wx/RX5YTgURgawS2vjyztUxSEoGdBgFOEps2baprjfLmNycYvgbnScWG8lUxFqcvy1/VSVc8uViOJzH1pFmfNUcPu2yUYz3a4At1XFXjrfF3vetdW33GGVlOumXJsBr7DW5wg9q2aGM1ZeLZvaxTymeW8Q1urKFqvNhEBtzK8lF1IsMX2aBNS/DF01z5WC9LQnU3u9nNOla24E3/j3/84/UDDlGGK760+7a3vW31v5xv/UzLscHnnTdv3lxXBGB1B9rNihCtfSbpTNCZjLEma4xtmo+15LGmLn9GwI3VLBjrrAwRY+NKo7gRe9uuGF/UW05O3FgdAdz4oIMfhIh2+EPFRyyY/NLPJtZxps544+oqfR71kGP9XGNnvLkf88eJ/Rd51s7my4WsSNHq8xnkssxh9c2+hT7tov/AjRUaWJWBPj/77LMNreZMsvXd4sYnjrkyi2/W6+VTzNiN/vmDwLrHHGOYRJPgs343E29WoGB1C/qM8RZ1kQU39glw4zPW8Kf1CTqZEoFEICBQdpoNm3Id4NWtQ7ye1wEuV+TqWpsM+l/96lc9a9uWCQCXZ5Zs5ZO+fTnpVZlyUqz7CHm5ujWsFQoRGlu0W4VX8YONaEe7+tQfMmUy0z/hCU9YErNtKJ9Y7cuEo8aKTrS50rCMwZxYyoSgL1e8+jIpqWuSlslwjaOcfPty4q9r/yKDTow9xg/PpG1y6dLQjzT6rHyRra59anvNywcF+vLFs9pn+lJXXyvJxQ0bxIHv8qeprm9MW8ska1iflnq5gtmXZakq3ujG2LdHPCuJvfVXlvqquJUr1FuNmTKJrGsm22fq2ne0xWS/RFzHaLH94FaWxOvLn4iKF+MFvOy35zznOUv2M3xF7InrqKOOWqKjbrlS25evvfW0Tz101SdnXzn44IMHf+qSP/CBD+zLH6ol8rFt2D3llFPqmr7qGX+ZdPblIx/DeKsBhB99s+Y77VVPO7e73e368udg2E9RFUvK+Aa3Pcs65OrE/HnPe96AW9RDd94JDGlPjG8l5fJnoy9LTq467Ac/+MGr9r2SOLe3bPmT1L/xjW9cdbvLVwaHtapXExvHrI2a2D93Kwe54TmnAmCmRGCnRqCciGr7yk5fx/11rnOdemu97AxL2s2XsLidzZUndcjLSWyQw4ZJGWiW5S2XayfqRVqkU2bjqh2PZ3Clqk18fY2rb8RqPNFGKz+pXk6q1Re6xoNN6jxmwK116ebcThY37I7hhb7xqGcdnUiLspTpD75WxmequbIYE5hw9RkZbUT+rGV02fBnmXawMS4OO+yw4ZPBYERCliuOXBWkLM2y8VivAmv8gy/j54oot8t5PKPFjZjBjSvoxkc+1ne2i1yM1Glp0vHNleiHPvSh3Z3vfGfEqm4tlB/GEn0WE7rqExdXSF/2spct0UOeK588DoQP42ntMC54HMirrJF/pStdaUmfwdMv9rDLeAM3rpxHPrjxiEmMHR1lwI/YuTpMjCZluKPCVeKIs76RxW6LmzbIeVQl+o66US7LiUAisDUCde7LwZCDeqaNiwAHTg/KOzsKttX2chJiwmZ9uZOIfOXFS7vWyZFRPtItt3xlo21p6phD55Y7m0l75G7ITbKh3lge9eFrG1uUwY1b1Cb5ykonn+ZfPe2qpw58k7I8hnH7299e8hAbhChPXTuUZ03aaGNCnxejuF2v3Sir/fjHARoybOooN6/cGMvX+QbcZoknxqsNYhYXadSl2SZ1xYIXGPfdd9/Kjr61EWn6iLZ4RpjNFOXxoZ04mZSGDpNfHgeKetqKuXFHGo9h7L///kP/RRv+AYrybZlJMo8rRD1kYnyRF2MANx5zGEtRH37UG5NP2o5HwD5q+27HR7bxIuARo139wtXGa/78WsxgjwfpSZ7ZOdxBJslsDzo+OFHoz3K0HeMYK9OmuBNbj7Rob2cq20bzsba1eEyqj+lCa+UnyS0iXVwcN7bFetwXoEk3l48eV+bVN2/brB507Zm3sllfOQJjuItvxH4Wy9oij2mldqLupHKMUfvmk3QifUwffrTRHjvV0U7kRz3tKN/y1J+WR92oD7bsQ+5H2BD3afbkKRvzldrQ1rzziIO+I07QrMufZ45v7ioY546MZZ7tXkRfPNO/G7dgMq0dAhxESA546h6cpMH3YEN5rZMxmRPPWDI+5ZCJ5baOPHxl1B+zvaNobWyf//znu2OOOWb4DClxETe3Hg844ICa2y551smPP/74+nKOPHISb9TzEo0J2Tbxgsyxxx5bXxCSR3xcZcS3K09EnnaQe9/73teddNJJlW27qPAyD/rc+iXBU68SZvhBnpO3SX3GCuXy3GWNXb/SeSSDq2XgR1JPO9LKs7pLXqJDDltcqQM37Y7FEG2tRdmYjcHYyLlg8PrXv75+flY6cpR5JIXb+ZEeJ0DEquxaxN3ajPHD46VPxjovVpmIlSXAGC88ImHs8CmbKJdnYYfxFnnlefl6ZdlHKBwLyChnu61j1/j0EWnKKfOZz3ymxh5lKPMiGbFzdTvy1K/EDfQjXrb/05/+9JL9FCjgiRuPkCgLT33lrJtDX+REnLbHmM2hy5tnG/TLfkEs5KQdEcs8273ovri7shs/mdYeAQY7g99t7T1O9+BBQSnrMc64g1pu42/1sAdNee0vSm5s5Lxd/u53v7t7+tOf3pUXTpaEyNvhLEfEc3a+0R/bxO0T9JlQMIklRf5BBx1Ub9lyouF53DbxdvmHP/zh7gUveEH3jW98o7LFklUeODGREwN24ckvLwXVycwJJ5zQlReIWtP1DXImMywJxeNNqz3gRr+WuSL77W9/u+L2tKc9bYhJHzwvyfOOTASdBMcAxY1JZHn5Yxgr2gcXHq242MUuVtsP3RTL0tYiNxZs6xPsWcHgi1/8YveKV7yi/ulRDh5lNiZiPIPNZBA6uMiz/9Yi5mk28f+d73yn++AHP9g9//nPr+M2yrNyB3FzMcRnVW0TcqwewVh/85vf3JUXr6pqbBPLCjLW6DeeAY/tRI56tCctxtCWtcF4wzd/9OJ4U54/e5s2baqrMfCognjL32i5OIMbf7DB7YgjjtgKBv60ME5ZhSKuvKE+CvZBVKbv1ltyvNEe/pCSj7VtrdqFfzd9U+fYzD7Dqh+Z5o8Ac99duRyfae0RcILADhhvgbhDEAE8trVO7Hz4cafUL/WxA4N0eOoQo22izAPlHHRJUaYSFvCHkzrrhjIhIPY2cdJlDd03vOENA0tsyFnS6ZBDDune+9731vYiBN2NJcrue9/71mXKBgNbCsiU1SfqOqFM+NSBDXaTYkOOxJW8NrbK2PJjbFyx25akvzhWiO1Zz3pWnbgbNzlxk5jMP+pRj6q4qW8M1E899dTunve8Z716HfWUPfHEE7tDDz20+8IXvjCMI20z3pTT5lrk+nAcm7/zne+sfUpspFbu6KOP7h7/+MfXpbPggxsxx/0E+o5IrItMbCyn1SZe7qJPX/ziF9dYbZdyZ5Tlwx72sId1xx133NDPyNAusHG8cUcCGu2Gz/FAW/ahNqGzSbcc68hym5LYWANaW9ogJzZeriO2TL9HgD+a/GGgT8fS6aefXtce5g4WmNsf7uvoRLxjeczeItDi2DFeaLFN7ovKziNufLqvxFjK6h51XPMCKsmY5xFT+jjngzfnKot1Hz7PwbBIwHNFg1u5q0mbylUH1hvl6sm0JLbmyFJm0sVbxEyAOMhDY5vHTqAv46YeE3V2VJMxXf7yl+8OPvjgeoXR1Qeirbhzo9vahXbmmWfWxwY4QK8m3ehGN/p/9t4z6LqrrP8//nyjM/YXKoz6fzKOhSK9WAAzQVA6SAmhREpC7xAg1KBUCYiUIDVh6CQQBAwtFCF0CKh0kIDjMJYZxRfoy/2/Piv5bL5n3fuc+5y75X6e51wz+6y1rr6utXY5a+997Za3cyeyyjDmXBBUCqPZt771rYa2H5asCHOrmAs+8s7y4lWl2WoHsve85z1t5ZfVY98MV7clt8rJfYoe/vCwogxw4nnTm97UYsDtSf80KEdJvH/wgx+0ecFLqthllQbfKgVYu3jmQpG5A+izJT6zWoluNlZ68otYTWgHP/hLwv9KvdMeAVAF/mIbwB79ZpWauOE3+whxMG4XX3xxy3EKP3IpT9zwvb2hW2/B54tP2rBE/iCA/nCBxcaqvXcL3C/wh42xYtyIP6sLrN4D0vX1IP3/53/+5xkX5lzoMO8ZH/2x5OSc843cusx36PyJYr5y8f/v//7vdmGupL/QiAfbkTo2+vhN9tW64619ldE2puCYb5VycW6+KWPJWDjf8IO7DqyoQT9egT8k7qccbwDjZWncKkVdm6/GTd4mFHK2e7p49lcea/ra174maq2S4yPnUx7H2QnQD+66cHeK4w6waA4swu/E7nYyxjvntTI87nX/+9+/HZvlk7Zq+c1vfrPt28z9nQB5y7lbdzxCmwc1MMct/Nmf/RlLajvayM1ITtBVoU4yY35Q6kBN3qHScI25VGtAduTLTvuAHDbrAm0uR2VdyM7lOFV/3dZveSrx3z5M9X8ZvVZMh7q9veN+1irWlMm1cOecc86cfWJAnxf1G3/xGyDfZWUgmMzraZz6cayvQo1xu+iii4a6TTza73lTBzS2uuU+9u+MM84YZR0/fadURj315vtQfzpG+XUqjmNdNLW5S95RbWrHMvHargvAoVYFW9/rT95QJ7jR9yk5cZToOPXUU8c8wviwbM6t06/tePt+/+M//uNQb/GPse39tL/iGYdaWNjir3q3s7+XdPLU1h+QLXHPOaP/lub5xt/6mtrSuY5M9rs+4DDU3ZO5vqPH8cu6/cy4JL2+cDb6rW/pt3al1YX3cMkll6j2uC1rxXwubsTJuHGsp23MKMkNXX/s2pjVhew4doxFQo5T4qlzXLwy8wDjw6WXXjqQv915QZ/tq7gsMwb7UcdW+pA2wD/wgQ8cY43/O4FNHuCdRO1yGY5J88kXa4Q2sPcRqHCPt0Bqp2gG6mDSVjtos9nee+vba8R2Av66Jd46NCD9rh16/MdtH+U/TKW+65PxF08Jjv70Y0KblQ5AOnX4lc86NEAbl7fmf3s5eAXq2IHHFVFplMY8x0959cKXddqrArqQVSf29Eed0uSd0g3NTXov3+O1RSloy/Z+lb0dfBCXfovTD9vwuEEDrxztOvCOY0f7oAA/9EV/aHOHop/r0HOuJ3/W8R0dAHi3hrgCR1271inhFU/dsVYfPAK43k/5kN3A5RHoY0GM2MRT0ibWOebSHQNpzn3pxvywxhs/9ZUy+8/8IW8y85p9cL9BP7CTY2Bd/4i1fu63Txv98xH40dllHr9p7XEEmOA9cKvutre9bXuBI3eWnm+/2vqk7X4ntM3tcz4zerOb3ay5Il6/bKNHXdIOW4mvPYhbxfd1eHs7q7TTh4wndrOdurbzSXrKrFpfRXYVnmX2kGfLvvf8u7XR69uv9lQfxNkHy/3yYZlebevTKrzwLONfRlO/dm1bKiud0ro8lvLSzrr0TfmjPyMZC+OZMct6z+sYrCOXOq6sOi+V8Vlpn6nVD/rhhb39tm/y7HepXezweBQ5sXnBGjhoX5rRzU+LwGYFeJ8nghM//3H7r5rnI5/0pCe1ZyR5bot/pvwbPAjodzra4vCZDT/518yBpT41ObvFLW7R8PLKo78ppy5pR0OJz47T1L9y6H55aZVxgp+YTIHxmaInjpUKeBmHxKsbP5xPSZ+yuVMctrDDho20M9UPfVtkL+noUkeP1yb9uzIAf/Qh+6wv+ivNEjwbfotLGWhXFqQ/+uEco5105jq4Zatl8lOqz/GSlnhwyWtdnj4uiceP/Z7rvf1jqU0siZ/7Me3csq/icwz7sUv+w1DnXYf6PHzLulOPLY13MLIvPCtM+yAAO8ZbexzHOe+feeaZ45cJD8offdiUP4rAlXNm+ZH9Y76WO1/W7TgHIy4seVs3v+olfb9KD2zoxy/aHhjBseOCwzdSdfHJUMCdFVrWbXuCasxHwY/9dmwyBvbXfi7qjrLQjQM46uKo2xZHqWzKLbMHrY+xejm4pu7W2OWPfqefqgQnHZ/0S3/kk0c8pf1ABpAGPts9vREP6Ec/e59sM1fsBy5Zl55uTuGSfhB1+mOfiKttbeu/7akSHvuCPKBc0qZke5z86HG/633ShrLSr8x5oS9HQ2lsjbVxTt8zxsZXuaSlzGGs6zv5uEkPyUvbAH3mzxMlIF9r7OPPVAzxjexDpKkE9IVyAwcfgc0F8AHHnAORYJ0cmne5y11md7zjHdvtG/HyHVTpzog9ctDylio+8S17c7peWb7tZQyOHDnSPi9Kn+hPHnys20+yEPD4h/lNOfHe4AY3aI+tuBq8yDeyfNRLjrPrXe96Iwtv1/MpXT6/vB1c9apXbY/IkJvVseGgTvoccwvrv37LB54/VHyQY6dvVqsTP9F3Qn3+mFt3xi39h57AnP6jP/qjFjfwXJyTc5Qt49bLwcsjN7yZTNySnv7At19gDNXPo0rEnJyz6Y90SvFkUCAvLm+1H5S/6UdfZ6wYM8YOH/u+0dZ3ci9zgiZ3tb7TZx594niwHTDfuK2bGUfUrb7tdEhHjn2EfYV9BtD/rOs/8Wa+cbfqeAdyy/J2v5k8MvbWHRfixnxdFDf5jGnfFn+YSnKRcz7lvMWcpM9uB+2/8SYTDhmMeESDxx7J8y7tMMXuuPOlBuG4hYPKAlH/PMe3oKeCDb0efxh4U/7Vr351e3O0JiJ/CfdtqwPBpG7wbHUBM3zoQx8aKi3VnMv4ugjs5yI6+MOQBaJSdA2VJH6oL45Nxpr+14Vuiw9vwVd6qwGZWkVoXSMmb37zm4d6lmsyho5bfVxgqNRAczGs9EPD//zP/wwPfvCDxzeU5e9LsiZUiqehbtuNb2hjmze260K4yetnyuJ/XXAOtQoyVJq20e9l49LTHMscb2LAG/4ZN+dLb/8xj3lMixv9BdDD/K6UXFvilvGmP3XRNtRHPubihjz7SPrT+7xXbcbZsUYndeL47Gc/e8yOos/2H7+p1wX+UF8ta2/FI5f+Us/2Xvm7TI/zrXIvj3O6Hyt9J7vJf//3fw+VUqnFGr283V+p94ZasZqc6/YfnWQJIU7YzH5Sz3gaB8tF/jPfLrvssqHuQo1zHXtT/lcu4DbfmCPHOzB+lf6uxW3R8cE4Vn7noVJSjuPdx84xyrLnoX0YskDoF3ONYyZz8cUvfvE4X+gzx0X7nvNov+t1IT585jOfafsWsWQf6ecq+HVhkwVi3Yj9iJ958uNnFdTgH5ewX3mAK8QtnrWjTZZ9sOFjI3cmK3v8gyW3JTkNpaWuOqjt679HVoH4iMONbnSjloNW2/id9al+yEMM+jhAOwx5gFmNZJWKf+GU5EfVV3wkvqyCEQP+sbMSBc6xIN8kLzKwekL+VD5MAT3hpJNOas9Ns4rO6rEAHyvDrAhg/9vf/nbL9ysdG3yRi/yQlT6trTrmiqm2yTFbB9DZ17/+dUXHklUPPlzAihiryL1vI+OSytQ444dxow98Rjrjhjr8evjDH97uHLASpW304TsricStLrRa3NIFeInbox/96LZy7aq7PMbf9n6W2X/8Yt9kJfhI3T3gC1vsn0D2n09A85EPVq6ZH+lv8iGX+mnvF+A7Y0UuaeJJ3mtyLQvQGZPTTjttdo973KPdNmb/0HfqfiGO5yfJOyoNHdSvc53rtI8q8LgU8038VB+VzbIJTPy4n7KSSR/6/RQRnvt85CMf2Vb7TqhVbvpzkOC4TvUVP6bo4qAvklMWXnn6OjwAdHVSdz/lWVP2OT4jnUCMiNUjHvGI2e1vf/tWz7jVhVjTl3a1Iy71UedYtJM8wOrjmLCbPMC9P+j1fIruf/u3f1uYx7qX3es2/XrIQx7S7n55JwX/iDlljl3W9UMcbeMFjvomD7BRWr8khpuX4NaP2yiRE3NEViXxTljL5Mu6dG4ds/ERBg5k4L9bH4/gYjgBfNpJ2qp1baKHizw/bsFF3ymnnLKqmjk+dSZSP6doe9GPtLVqnRMDt4Y5sXJRwAFcwCcefbjvfe/b4oL/6TvtI3UhxJfguADmhCHdvnL7DflF4IUxF898dS6BgySfUubxBUCd2uB25cknn9w+yMBHI3qo3L/tQixvRfc8O2njB3HjtjQnFy7eM27oZO4atykbzDM2LoDtl3z0j7jVnZmG6uny7XeJH2nb+rWuda12gc8HSPqLc3yqFdRZ5UJtso4VeOWpC+CSR/x+lNhiTvB4BscSPoss4AN/xphvPK4z5ROfSb773e8+4wL4v/7rvxpP9unEE0+cPehBD2r7EnqndGhv3X4zh+uOQ5tv7KdpF50sFjDfuBDuadpct1QP/cg6emjbP2nr6k/+1JF6rWtTmeRPnHjljBt/IvzTIj88PEp1v/vdb/xYS8pb57i2V4BN9WZ9r/SjR/3UjcPVrna19rlhPtTCn1KAj8P44ZaGWPMn/e/rquL8wX4D8DgGW/LmH470W3lw9kF6ysu3KXcXgc0F8C7i5wRFhZOUOpObgweb//LArwroqiTZ7aSEzDOf+cxZfQxhTlx7O90pern71BfeWHEEOCGi3/7ZjzkHtmkgy4Zs+oqYNPBJs76N6l2T0y6r3MY2+8uFXj57CA05+pP+c/Ll4NbjieF2wIUgnyut22FjrI0BqzdA6tUHeKizUu9FctpixY4Le3h2CsYo+6pv4G584xvPXvOa14yxwA50LoyN2zLbxi19pK/EDRx1QZ60L20/Sm2z7xoH7OAH/tXHSNrXpvIkBp0/JvCnv9SzrR7KgwD9p+SkfPbZZ7c/Lb1POWbZf/nwlT8nPA9ctw5bn+w/841xFzIG4NShXi7K1gWeCeercD0wz7mTAmin51m3jf/AlD5xxpW2uCk70OCl7/JZgiOWxMNYpl34lBevb2lL3erQN3g4PhA3aeDgX7SfIgsvJX9u8c3xUq/+o2tVQBawT9TVR32voI8FejmWc5eABQuAT7XXI2ytvu4P/hsfbNkv9dg/zt8sJAH8Wc6YIZNt9KGLuUAdmnqpgxPgA/RB/KbcWQQ2F8A7iFtOXicqapy4TtLkW8cMcvx79B8kq31HasWxh9SffvR8q7RZDZ2ygWzaWUWXPO7oU/I9zZgpu9+lPrEqcELdDtQ+B3t80z/9kI6cspScfNmgS0N2FeDkzaMWALLKaRtcHvykgwe4GOsvtJOHOlvqaIIr/GgD1tRJG5pxk4+y54N3ERi3lEM+9fWy0nr8Xre1M9Uf5gd3SvS15+19yXkhb8+zn+20yXzjERXnsvPCvuhHyhgDaM43cfJZKp9l8sK3jDfl+jp3Rbx9LE3dtKmz2Sd5Vi3VZYmfWdcGZd8P+Bb1q9eBfM4J/J2SnZIThw5tpi/otf/qNG6OeX98ky/1oR+AV/rlmN396hu27EvqB5ex2Yk19KVOdGCXBQXt8qgPK8M7AfWrK3XYJ+LG40CcV4Den15GnTkXUiZjkvisp85NffUIbC6AV4/VHGdOPia+Ozd4dwRxc4JrNtBFFgI2wAMZdtKHNdWOPiKnz/qt7tzxdqI/40Jdf7WDTmKU7XXt7IRfP5CtF0Bm3NJmtQM/fN6WiwUudCjBsxmXtMmtNB6D6IHbzbmq1tNp8/12bHNrGTAOXmR5wtdf6bab0JIf/db3JayTJOz0Nm3XCybN95yPKMm4TSq9Aknc6mXA1lIn9lhF5Y9f9jHpy3TuFS37jc70hVUaxqxe6BvnBDzEgYwLjHtC+p715Nnvuv7Xi0rNd+Yd/vqIlfPNW8T6o7+W4t1nwatbWvJmHfpeHA+1kyU+0B/sTfmUvMvqyuunuowb+yk46cSNCyvi1scBO+rjsREeaROHr+jgmXKOMb0scgLHpZxv2s75Bm5R/+sF3ibvo0oe33hEAtu5cq9N7dM/+wCt91P+VUpk2Xp96pyiraJXHn02PuL7kjjd+ta3bpkYetqqbW3pu3J9jMVPleqwRJf6Ekc92xkn+af0b3CrRWBzAbxanEYuJ52TEoKTUiba8olbp0zdyoFj51W3+sFbl3fdUnv9wWM3evUTX9Cft3egaQv8QYJ9xQfi+elPf3r29Kc/vdXxAxzA7eI///M/b8+P0cbfPh7o4vGJCy+8sNHUDS+r9rzMtQy+853vzHgH9Xvf+954kIOfC99nPOMZLQ0d/mgb+9hgS1+0mzj0ICeN9rqgrHpp649x86CPbvjIb0mfeLxjGZx33nktbtqQl9WZyrwxjoN9hw6vvsi/n6W27DdtLtqf+9znzj772c+O/oBn42MxPA6TgP+Cc4sLi4MAY4tv1HkWlLHhGWBw+sOFGHOdxwwyxtDtW++vePjdwAHOO3WJ73XspI1OoNepzZ3onNIHTp3EjWOEz05rmxVx9lOene5jlX5WRpPZK17xii2u8ZIq8s4H7SUjF8/Pec5zZp///OdbnOEBsPfEJz5xvM2OT/pl3OH5+Mc/3mykHPI8A8yYm2Ix5amjo+8Tcuqmvg6oDxn9pMQv7KiXtvR19CcvugD7Yd1yt/rVi9+p03G0L9D0pTFe8aM8Tccl6dQ9X0LPmGgTHLqn9Pe6Nu3FEdhcAC+OzUJKTrqczAokjvpuAXvoyW23Ont5/ewPeuJ7/lXb7qToqbRqs3e9610zVg+NoSV066vq3g0fqznve9/72pvLeTHjwZiXDislXVsp6J+zxU8uXj/4wQ/O/u7v/m72uc99bjxoQ6O2ntjpAABAAElEQVQv5N7lQpaVe17Q6eFjH/tYiwXlf/zHf7S+G2tWUV//+te31WlupXmQ7McGW9pDv21toW83cVU2bRA3+s0b38TNA7I8rFa96lWvas8n+6lP/aHkBZQPfOADs/e85z0tbsppi5ixoka/OTkD8FwZkPHGvy9+8Yuz9773vbOLL754fLFI36C/7W1va/EgB2s+mmLfKK8s+OhHPzrjQuySSy4ZX2RzrvMML8+JslpI3PWT0nr63cfFMZSHtrq9KICWsZJ31RLZtGNbeX0VP+W3vIvKlLGecWMVVzw6Mm7eoUvd3OVgrrOv5DFCHv488nwo84V8ywJ9YJ/n66AXXXRRm2+8AAhoH563vvWt7UIJef7EJLBqzfHt7W9/e7PtRZTjgm+vfOUr2wuG/cuP6E6gjd0enzzL6vrc86BPf6DBt4i3l+3b+tf7KF7+nepXnlIb6MJ/gLq6pTfCxI/9ll8W5SiTlnV5sfv+979/VmnQZpUuUPSmXDcCFezjFnaTB7hO7kOl5ZnLVWoga3K2PJj1L24uH6b0VUv07FbHMlv6SQlQmp9QnPjGsIMf/GcDKrUXR9YtW+3gkzlKp3hr1WIHXvxIhH6Rs/K73/3uUNkMtvhSJ4q5PJGVKmioVZgxFy/y5PGtC9ShLnKW+l3PuQ7nn39+y7OJHBu5TetEOtRLEnN26GtdLMzpq4+QDHVBOeaOrBPmGEt6RFzNuYpu6PLkvIG2U0APOtFB3OrCf6gT7hg34oXfOVaMJ/mTM27oIZ9yXWhtyQOsDuTQQ9wuuOCCFjf7iQ8HCcbT/pMfl7lnP/G1bidvGcP6SMpQq3Ut53HGPesH1Q9sOt+m9j36YMzpV2WwGOrCqM03fURH+k7dY4Q8WUInZvVHadxnpPe6xK9SqpMSPc515zs4YDc20g/jVi9rjjEiVv3xgbiRP5l83eTf1T45aOuP4lB3kubmjPHO2JOrlmOKfSN2zLdarV+Yt1Y99TLqUH/Mxnzf2CdX+De+8Y3hpJNOGm3j55T/j3vc49p+ypgaP/2wvUpsOTYwf9w/ssSuxzb9Tjr1+uM1VFaZ5rv2cjxWrafvq8qsw4dv2NCO9V4HfFP9AMecZX4Zc2TV67wW1+twviNbmVkm493Hdln7BS94Qe/6cdNm7DZ5gCsH7DpQO3Bj5xlAVoT4582/95qoDS+dBvVsN4YVfmoGjlypQzy4rI/MK1aUhZ16TYTmZx3c53yWbzd90H90sepnLk/w2tOPVdznazp/WF/l2ilgl3/OvAnM9+IZxwT81GfwpBn78pe/3HLX8oxnHYBmL3rRi2bnnntuywfLuMPPShel8sjCy4onqzGsIkNnzjzpSU+asfLLs8PgBOIBGHdut1fy9Blf6CKnLrzyy4NM1uVJPvVqZ9XSvqiTuD31qU9teUWNW9pBL23kWNX+yle+0h6J4DlJVo75BChxM6Wfsuq3H8StLrTbM9Lclldvlg25zz/6Rd7fZz3rWW3F3vy/0vRZV8ixyxxndZC0aYJ9tX0QJTa5dX7mmWfO6uMpbYW399d+4A/zjUdbeDHzhCte4AGv7xwn2Jjrzilp8KGbDRx0dctjG951wGMrdoUp/drWnrw7KVmx5RED45Y6s45u9uNPfvKT7QVDHv2Bzjznc7ykCqyLldEFaMo7FswvVmSvf/3rtztH9ee8zTeOl6Y5VEZF6mG+keeXOyd8rh48cjzqwnErcz4j28eI/ZRc4qST89n73hZy2puiQWefXScPcOqjzrsYxJyXY3mMapEdbC0D5Yxtz5t06z3PsnbKYIN56L6gXB9j8Z4r0JFytNVr3Ta6nP9JA0e8OcbuBrh74DF2N3qORtk2fkej44fBZ57Nqi8ktRP1In+cxIvoq+DRwUCxCX1b/Dql+typlJ3yWV55Vi2RU586Ereqnr3mI/cut/E56WwHXIhxG9SXWLgA4IRz6aWXjic2+5i6wHHRx0GdC22BC6j6Gt6Mk1wP/YGO5O1cdJIneCpu2NC2dUt0T8n0Nrdrqw9dPKvM7X9OyuK1QwlOMG7sJwB94+KfuBHDBHTrKzqIG49XELfEp8x+1rEJ2B9OzlwI+dER+y6fvoDnIpLjAhc+SafuJv9BlFzgMGb9c+ZTtnnGldvmPusKjzGwL/Yd2lR/pFN6YQCfcxu5dSF1UgcSRzv9o70bQBfHBo4RHCsStJM44sWjMRm3r33ta+2i2D+Kyd/3gQtV5jsvJ6Kf+cajKsy3tNf3GZ3k0/Y8pF6OLTxu5sVz2u7rzFPk0SOkzcRN4aWvWi7Sga/4zDy1H6vqTL5F+tflSX7r6E796ae0pCPXt8Ehx76hvLK24RHAiYfP+m72J3VvytnmQxi7mQRORnTkwd5Jn/R17KScO4c2aDP5k2cd3fAqa+mbwakHG9mnlEu+RXV1S6eNTn23Xz2f/AdROk7Y0o/EiYfGZuyTR1p/Uaf/0m2nztQDnjb8rHQRp7QnTT2OjfrEU8KLP3mQTfpO6vri+OEn+rEDrQfplAJ1tp7ftv7ad22KV89BlvqgT/ZLfPpiX+0Ppf2lblu+lN3vuj5pJ/1a5E/ikc9xUJ8lvD0/tsARu5w3+rBqmXrVqSz21Y1/ewHqTFv2Exz2pCW+IRf80Ad5sz+J7/XCL52S/qkDM9ZzXNK8dHDaTFzPC0171pXbzfEEHWz2D7upX5/kS7/Wrat30VyALs9OdCubvoKzb+C1rS3sJJ42NAC85w6O++KlWWrDOZD2Ugb+Dawegc1LcKvHqnE62Zi41HnxhVUfvoTEy07g9wLSDvpsU8eGdsBbh7YqIKPOvo6O/qC6UxvsqKyC8sIFt/0PKxhH+2lsKN0yLknv+wQNPR6s5JXPtnRtQofmAZE2NDf1ykfZAzxsebs45Xr+ZW39Ul4/kAGnn/Kpy34x9vAJ1qWDT1kP6mkPXkBca+zzjz5pEx/YwIPTT/l0R34S76ff0OHt+ZW7Mkp9xTb1KUgefQcnXhyyxGSqj/Iavyk7q+DQ04O+GOuevtM2/ej9zb7qi32zPWUPOf1Uh/MH/pTtbUpHji3l0hb43kbSez22KdWtb+gRJ50yjye014Hso7r1GT1J52VM7pJxPuWRs3Wg972Xld7jV23ru/z0wbg5B7GhHWni5FGeElrilbFUF7ziuDtAVhEej4O+gZ1HYHMBfMXE2slEQobbutzmJcF8vXQw9/ySOp24/TBBX0TreeXrS230/Ltpa0Md2V7HZy6QeFyAzA9vetObJt9WRfeyPvT09EX/1i3VYan9RX2Tjh1ltJk0cVOluilTRnzKJB17bsr2PqQsdfl7/KL2lA9TvOrVD3gW+SI+eXudvV3aCWkv8XtV7+0v02t/4Fkkl/6n79aX6d9vmv6nj+vYnJJPXMZkykae5NexO6Wrl9cP8OlHz7cKPWXUu51O+bbTDx+6en20AeipK3G93CIdymSp/l4GHkG78EyNVdKtK2upHdtZ9jR09DjaLJaQjYQMMHx1kHSUUwBv+qGuHpdt65ZTepfhUk57+pE0dCRe3kW6U5b6In4eDfunf/qndj7d6ZfsFvkwhbcPU7RjBbc394yO4mgw4djh+50evNtU93Jy8FLPU57ylPZ5RfBTW68jeaSJo522sy5NGWg7hdSb9UX68C//ucsHfgp4po0XQV760peOF7/Y6fkX9QE84yLdcsrWujh0Ge/Uq2+JU3fKiKNURpyyuULASyK0BWRs64e0LKUlP3Rs9FviU4f+JM66eikBy6wjD54t95PUm3LOEXip2091SrdN2YP2wGe959tNG736ljas2z/agG1LcPJSinesaYuDdwq2iwV6k2dKxzKcPuhn+gMOyH1MXPLBk/ieRpsVQkr4+OMrP6V19AiJz3pPVxbducFHO+ejOHX0pXbUaQmfNOuU2qM+BdDVMTXXkZE+JQ9umQ1p6Vvqge7YUU+grVzS9EecPJTgxKNL3qxP0eFzP4I3eWgnyKtuy+ThxeHKTtFSuEF3k4d2zjFt93b7tvJ7UaKb2Bt/dYJ3EyefbUp5KBP6fR26MeJOMznIWf0V18unrt3U0d/7sht9h1V2kwXiiiwQTigHKidWf/sHWtKZKFzskd+WN3q5dUN+x9w55MeOtsRRgqMUpx+Hqez9y35Yx1/4eCuat/4/8pGPzHiZS3yrdD+9XnnBp17wu80CgT7y7PK4Ci+68PJFbwO7+nDzm9989rCHPWxW6YZmP/3TP93wlLzl/9WvfnV8DEB+ZWnDd7/73W9WaZLGlQxujx85cqS96JIv2Ez19brXve7sjDPOaFkveDua+SSkHXGrlH1fkUGX+no/xMPHV6NYmSHX76IXbNRFkv+HPvShsxve8IZjjlLjxgtCPj6B3h7gq7Rd7aMSvlWffqVPveyi9rJ+63Mvqx32f96Q58K20kv1bHNtxpb5wqfFyd4BqCcZ8Yctbetjz2/bMvUsq6PP+caqGi9T9pA6yULAfGPljfmWNORs935D0/eehoybfPLQTp3Zpg6k7OWY1X/1KSW0p96eRzpx4xhBhoepuKkT/kp91+J205vetMUNneQB5xzAy6B9Jobcj9HDR3NOPfXU2TWvec02XtDJnMJ84yMcgH7pd0PWD/PtIQ95SMsl7GfVOb5xR5L9lJd3F/URXWQBQJ4+kElCO+qnjbw6pujg8JWsBLy41/Ooa9WS82mlCWvnU84djINfWNQXbGgn66vaOMx89gsf7RsvYle6vPZhEx4RcQ45Luv2B73oYPzNA21sU5f2E3es1Onvcf0IhBONHW4KCBCTRD54ckL0crzhzkUNJ0sOoNy+SVknK2Xq0bZ424exxG/8dOt95MDFW8ik4jnnnHPGA2fPZ9s+E+e8KDJu0HtQpsev2iZdEGnFuIgjRRkrDtqxf5zAuPiqXLyz0047ramGh4shPqXJRRrJ6bmY4017/VWezyBf+9rXbic2DjAA84WD+QMe8ICWfo0DGbb585SADWxXnuJZ5SEeD3bq3mn/kct+alPfbWepLXjozwmVHos/DsTtsssum9MHb8aNi38APC9aEjdOsrx5nnHTJ3g58WOncnTPbnSjG436oe0W7It6+n7TZowST50Lmcq52WjMbfrNBaUgPxcdJ5544qxyPC+9+EXOPitr2xJ81rW1bsl48Twlf865GGK+sY8C2mBs4OOi/ZGPfOTYf+zr3zK78OmreuVXPnVZ137KSuvlba9TqlcfkM26uqZssv8xjqy6ETfG3LgpR9zgI27spwC62PgTwXmAi+dPfepTbWEEvOcT6j/3cz/X5Jlbt7vd7RoNPH8+7nWve7X5xvmEOUdmCGjaoOTPKCkhTz/99Ja6rhHrhz/OjCfHJXzmIlww5nxsBt/vdKc7zSrX8ZzuqRgpT6kfiUNmO7nkX6XOM64sKPFHkoUI9i9tE0fre213Fd/2i4e+2C9scJxl/HmMkA8zAcY6+RphzZ+MG7rc1J/0NVUfPezV6eMW8kMYNdhzHyGoEWyJw8Gz2a4db2yDE08Jrf59D3VgGiqH5FzC7DqxjnGm7gaSel38jcm1R8ZDVOn9tY3f9e9/TPpdB6yhPmc71Cp4i40xMk4ZS+vSklecPJTEl48RYBP7uwF01MlpqFXqof6sbPG1clEO9eWsoU4izYzjo00+6lAXcUOt3mxJMI+vtaIz1OpNS1CvDCV66lmuoVImDfUC5XDkyJEttusicag/DwOx3Iu+YtfxWhQ36fACtO1zyjDWdVIeSKBeK8LjPsLYsF3talcb6mA9xu1ybZfrI3k7Cf5J0n+3u91tS78Z8/vc5z5D/bEYPx6i/G7K7WKY/cPOor7XH5ahPi07VE7n8Vhhv/G9HoNqH1ipi45xfqJLfYv6gH+5D+mDfqljkfwqeD6oUs8NDnURsSXufNClbqsO9SjXnN/pk75M2bJ/+jk1b1JOXZTYgF9QB23qSZNnu1I5ykXQ05TBnjRK4vbGN76xHdM9Fjnmv/ALvzDUVw9b3Ho79KsuWof6wzHwMZ08nqmHD/FUqr+2TyiPTe0z3ypF2VB/oNt8U44SH572tKe1j0c431IW++ynz3ve87aMN77UIsBQqdvafqo9+r7dmMObY6ZsXajNfQgDH/UXezvZkOd8WosG43E/xydjZv1oL3MMqHOs5AMj/fnUOcA82ElskUHHC1/4wnE/M7aU1nNOHe2x7f2nj8f1CnBNgjmoAI3/rmpytH/g4ADaQN9uyPqpidiqJD3nXz/5W1kNQ+43f/M3Z3e4wx1mP/ETP9F4wKGnJte4IqCew1ra/yn/uE3FP1RWNLllSM5Uc+wqZ9yQF5e6kj7Fk3Tkp3Skvu3qjBe3DLlVz4cpameY08lKJI89sIqTttXLCjAJ2+tiv42veEtWfX/jN37DZisZb3RhG/0kIK8vpo05hmXmFiaPelz1qldtqN32Vb2W6UevG/+WxZfVaVZi+GQuq1LEDUAGWR7/YeWWuAng1cuHY/hMMHEjfj0QE1bn9xLso36g2/1VO9AAefsSGivB17nOddqKGytS9gkadVa4WZUDlG+NibZ4yp43aXtVZ1z4NPWjH/3o8VPI6uY4dWKtXDvfxKdf1PsY0e5xyKacurJMOvVsw4fOKXzqWFZPfejqj7P6rB11KZclcbvJTW4yxg1e6MjyGBQrsBk38OonrifUSiyrrPlpbO3xAaWrX/3qY4YF/NQ2OuoCu90N4Y4R+xugbviYb0fqEQhl1EvpfsonmtlPgeRjVZXHk5jTQtLlT3tZT17wbODYr+RDh+3EaW+VkvMpuYH55LxA3Dif0kcgfZHnaC3pC6v+fLacu0ys4nMHwfPpbuOZ8XLcMlaO07EU0+xfX/+x6vDlR/6echy0a7Vp9rrXvW7sKYPOxiRjq3+67eAJw9SEAGf4nJgcxARlOFmeffbZ47OQ0JHrD8zKHebSPttvfCWR+2Me85h2e5W2/aY+BVOx6vngATKetGsFuH2NjPpOQL/TR3DZ7vUqA34Rnycv6PL3vF4scuCWZ5FO6b2O3rd12+jFVzZu4apfe5TgxK+jXx29rPY8YW1nQ/o6trfjRScbY8DcSl9Stvc9advV0Q+kDnGJB5c80OQT37fhWRemdEzZXqY3dVBnc/+l7rzPOU0fUg79tO1bby95qcu7iL+XX9RGT849jyna240ddfQ+gneOGSf963nFUyJnLJGjLiCnrHjb8KTclF/gkl+9i8rU0dfVpT7abDzGxfmU54D1Ef3GIHGL7Pb4tEHduNzmNreZ1R2o9pgheH3s5Y/WNh9F4Y+q785k/zxueS7ZSR8zrsSRczfjox3inDzYsL0Te4dVhj4f9yvA/cAyCZwMTggGkDoTw52wp+UOrk55eDaY58m44FgGvdwy3iuDhn9s9MuNNs8X+hWkZX2ARvzYiXMHBp9y6raPSQMHXZw8+1lqC7ue3MDRnoLk11dw9F1QnnnT0+TZj1J7zkX8Sx97v2gDfV/FS0Mv/VNePG3xylDCz+YBHf79BPuJPX3MfmObtvGhLR/1BPsBDn5AXC8jHh5jmDjwvQ75pMHfy0A7DOD46XOW1HPsaWc/aNN3eZSFJ+s77ac6djvXsZ9+O174rQ1KeNicY8rBn/1MXcipwzgoRynIoywlxyLwKSf/fpbpM35o335CB88GTt/X9amXQxfA57q52PYPfJ5L1rVx2PiJJSu/fkEz/TOe4Kj38UneZfUpOcdLueSBdqzC8iuyY7XX2/QrBz9ZwSfNej9BxCvLZOZfHSAtZXqcbeUPQ6m/lvion+CoU7J5oEq/pcE3dVBUFzIcBGiLQxbo2w255o+6FOOFLD7B2fvMrUEej+A25DLQJ3n6NvbAsRkDebm9hW1etEkg2wJ3DXhhTrmk77Seungz/SOVoYPHdcQbG26V80Y6IG2RTejyUPYgTt3S+SgKWTR6PC/A8RiEOuXfTdn7wB9S9kdt6MMJdbuaR088sS6ziax65VOP7anS+Zay1HnxKecbupJnStd2uN4fVpSYb/kCHzp4NIv55uMb6p2yr05LeS0TT10dzDc+AU7KSHHIUOeFMeeb8smj7nVK5fWBz/36aWFw2mG+8agTgIz4KVvQ1St/8knrdTjf4E3bvIR2UuWO53gnpA/qUa/y8kq3lM82fGSRYMx74CVd5ls+moG89lNHyoLXTo+nLU1528m7bl1d6udROzbiBu1YugCmP2wZN/svHtoU307jyrlPferAhnbEHZNldfK4hXwJrgaXs/eWlw1qYjS8dEpwtfON/NTBTfHKX6sCc3T5LVP/YazTR/ucPlO3/5R9P7frf99XdPBSmrago5OXIXg5jJc69gJqpx9++MMfDuedd157mav3o54zG2qlYahbe6M5ZPIlEQi0ebkLGkBZB+S5l3fAJQ98vDRSF6ADL9tlX/Gjni8e3vKWtwx10TC+jIDMbkC/KLFdFwNDnXzHOemY4svzn//89vJe31fsIy9Qh4cNsN/JAw28QBx4gbAyRLRx7eNeKcTay0O8KJh6lN9JiX10YZuX8Hh5iH7SZ+w7h+u5wqGetRt8qShtIa8/lOjsx1R+7ckPHhzj+drXvnbLeONDPVs81EV5m28pR91N/TspGfOLL754qIv8LcezSjE1XHDBBc0/bVPm2InvbdMvtgR51UG/eZmn/lxs6Tux50Uc9kXspSx126l/uzoyjgFjWVkchnvf+95z4+2Y163mhfMtbatTH2lb1x9sghOo8yLcU5/61LnjIrbZ6tngoTLRtPmGjD6nXXVRLsJLy3GAl5jWFzi3jDfzrVLeDXVhPjffkM85vYo9efqX4Ni/+uNav6+v2k5dxg7ZrK+q62jhy75RJwb9uTV51u0XsvVHvx3r2Udy7jifci6AO9aAPm/yAF+RB7gmUIOaGFbnypqA4z8zeNxqUszxrdJQV/KCO5qA/qfPfRyMT/ZJHmjUKWunHuMqLzQ29LNR50XCunBpeQtZLdspoAvgmbUXvehFs9e//vVzq1L4BNRBoa1Qks6OVSLloNdBv/FQZ8NH5SBQhx8+eSyhQ+OTny95yUvaCg1f+El55Hjxo05gbXXKGKgX+eRH53YgP7p5oeQv/uIvZvUGestRKg0d1FkpZGWYdHGkLcu+w5Nt+NnSJ2zQNi7Jw5ee6oJgxuc862J0Sz9IOcXXjngRjheQtNXbpb0O4NNllcrq2c9+dus/K0hA+s7LQqwM84Ii9rUNj2A/wTku6pHHtrppswJaF3qzN7zhDePjQsnPfPzKV77Sci1f61rXarb7GCb/KnX9h/fcc8+dvexlL2up++rE1sTtl7HBR1P2wQDdzTYl/NnOfk7xV7aBlsD/H+pYy5zugXy1PEJFv0nPlTFG37qgDH7yAtGTn/zkdtucOy3S0Emd+UbcSVnJuCMDXj586f0xrox/nUQbnbo6kYWHlHPPetazZhdddFFLuZg6qbMST6qvq1zlKrMT6u4DODdtqDNL6kmnrhw0AN3kYecLnMRXgA9wvrH6z36uDvfZ5IemPeUtpRGHCy+8sKU3VJZSvsStUkeOLfcxfQOf/si7it6jgcd+66t9NdZJlybvqiU6APIAc8fPGKLPujzwZZ32sQD09bi+AOZ2HM+v8oZl/VtfOKYMvgc4JwjMTpQUnMLJq2xOpkX8qfMw1fU9/bZfU37KB48gjrb6pNuWRhsaF8B8HcgMAcmn3lVLTkxk6eAi9POf//x4ME2bXJSSfxHbXASSs5OTc2+Xdo/TD2Sly8PJiFvBlVqp3ZrEjnzKcRJmbnKxQLYJ7UOHF1Bfa6z4wwUejx6cf/757WTFBQ+QuqizP5AjWdtkdADf8y3C2R/plJwgeXaPkyR/OrgAlS/d56KYuJMtgn7zhv2U3ZTZro48F1/vfve7W9y/c0Ve1NSLDo4F3DLm7X76Tr95HKXno+2m7eTJOnQee3C+feELX9iiDx4uSLhAB7BN4n/86HU1hjV+uLBkvnHh/ZF65MWLX1Wgf9F8g5b2rTtuU3R50M8FJ390Kt1fe6ud+E4B8435MDXftDUltwzH8ZyLX+Yb+xrzCtA/9XIBzJ9N5xsXo9kv+RM3pUe6/HwCnvnGXM/5Jh0d7I/MN+Y5fecPH4/f4FsPyk3R4NU+dfKTv+9972u2v/jFL4IaQT7nG23s86jX1HzTLgqUVRnt9Ie5xhhzjGNOTckou12pXUt1UWozadvpO5roi/olntL6TvvFnz0evyFLCNl4Up91S2xkfac2D5tcm0f1c9wCS/y1GjbU81AccdpWAz3eKgNHu7/1IC8lNG4lKNfzik+Zupge+ZFFJumHtU5f9B0faVsmPv2nb33/jInyyd/bkEbu1TqRtNuA3LrYDXBbsFY+xlt0vR/6gG18P6FuG9eXeOZM1gF+vGU5R6gG/kEHKLNeJ6ahLurGmKRt6tkmpjz6UZlKmg5uqaqrKV/zh7zF9W+/PfJBv7TXjx146OT5Je8ykP3QrDh9onRssg4/t2Mr4f+Yc1nbjm/2mzqPwdTX4JopdKpX2+uU+PKEJzyhjTn7G/3F7pQP0LBdz0e2PNHIsiWI6/HJQ116rby2cTTmvW39oMS/Sp831IXjqE57I2KNisc3bGvXmNt2/CmZb+S9BfR/qp60xnwFf+JrJX+o52vnxlxb+mDfwTPfaoVedc1+7ksjYYUKj9nc5S532RL3KfvarnRjTfNUvMXZP0p9yzoKaD/2sY9t/aF/xtky5wE4xrxW4lrOYXVlF8GxAavsC/XFsNZv+qVNSjd8koYvv/3bvz3Un4WmXzs0Vqk3oSt+6qK6PbpVF9TjcayPtz6sUzpHUsY+GN+kHc31RX21v3vVN45v5Ik+1h9zyPnZ19mXjuuX4OrA01Kp1KRqUJPM6lxZgZtrZ6MOEu3fkTy0rcOXdeXAia9BEH3oS31eVPYdIJ7EowflwcOT7Smc4yKfMuJ7/du1iTkrIMirSxl1agv/WTWzTamcvipL2dOlpXw/R7QpryV8rBBTpk3p6rQNj7jUKQ49PNpBf5IXeXi0QR1etmXzc8qGOEttYwN92QYnH3UBHlbwvCvT80zpAMcGb/LLS5/pOzRx2qNUBpq2p/iSlzo8KZt08cQQ20L6II80ePGVWAk9j/hVSm1Tpt0pWWwy3+Dt+64P4LPP6pFfPvDg6DfxFN/LKgc//cZ2Qsr1eGXlkQ6eDX30J+nKwCteXueberKUF5w6wCVeGnRimWMITV7lwQH0Gdvi5buc+iM52j1NnizR51yHX70pLw4fnW/i1JW2rMNjXT5L7pZM3TGRvqxEJxv6ez/6NnqmcMv0Hy00+tXHV9yyPiuTPInLOrGgzVjVH6Ax7vJAR492Ew/tWIKj68HTfYg8t35IdN6/AZ2mclIlnjq0PNAt41U2eahnW57DWi7yte8HO407jjLixPd9FC+/dG7R1Esbcx8SkbaTUv1TPqtPnmyLU05/4RFHXbz84IBswyPf5dQf/Yq3VHfKpK4fSV5ek7/Hqw88PKkvadKVT1u97myrL3HqSh29Le0ob1vZZe2kWU9b4rQpzTZ07VJKV84SfE+zbQlv1pXdSYmevdJl//DDuuU6vqU/WV+mY4ovcVN+QJcH+jKQV37LlBGXutKudGT6eraTrjx0NnUnvzzS9EmeHi99WanOZTzqhyfraS/xvS5oPX0VHPp5bIiPg/ChjVr9nVOd9lfpx5zwRGPKpwm2ow7Vx54O7FVfiTsfX+GDPv2flf20e1gHYX6GHlYv99Ev0u+89KUvndVnKZuVnGjusE4M2/vozjGj2jjmgY4DIv842Tw4Gls6Li9/KMDThu8+lfORF6dI3SPs9VioT3+ybV/00bZ+0raecuKUgwbO1R7a6rIER58zPknLOrxsCeKmbKubEj3pV8qJ15a84NUrjhIc8kIvJ42VKbapviELXj/UgW4APDjp6mzEK+jI61/ip2QSh1z2wzqlQF08OOr0RdBP+yY+S20ia126ONrUpzZ51ynTjjbEWeo77YRsIwuAc5wy1uqCB3zSwAF9n8CpS3rKobP3GT5Bm72MeMv0XRxl4tM39atXPtpsCcqJRy/A3MgVZfks4bPv4FJ3+pa21q2jV9AvcdnWJ3i1rU/S8I96L6d+SxYq6rPaLcUad1iVV7fylFmH3sdQnZty+wgYZ2OKhDjrlJx7H/SgB80e//jHb0mBB11AD/MTHY6LtGOpPK4fgWAg+RfEywcnn3xyW2Gs9FPjG7sMPuBEsN2Qm5+VIpAxY0dyBwVvXUXJS8z5p8q48KbqbjI/qL8vtY/dtN3z0Za3r8sLPXnA04ce4FlkT/mko2NKt/6qT1ntiactTb2UiVOm5xUPr/qyT+pRV/L3deXB63vySJdGm83+y5t0dcEnwA+Pc00aOGWVU0Y8vFmHrry8lPIYC3ks07a8U7rVCY/05AenTnl3UqZO66lnkQ39kpd+geMkOgXQAfVZLrIJHZp02o63suhLOu0E+OSFz7o8iVOPNEvx6lKH4wtf6pEOflG9l6ENaIO68QRnv8ELaVPcOqW+occ+LpKXF3rW5QcnXl2Jk4+sErxgdcopp7SXht/85je3FxCVkc+2OhPf46RtyukIEC/i6XjYzhiDY9WX8+lJ9fLbsvNpLzdt9djAbj1DHxv9WqkXOdAkwOeb66QE8U3glZRsmBZGwPjCwA4IcND3RElbPHX42TgZHDlyZHaLW9yifRLSNGSpT17k1gU+csHKP0ng0/6UHladr3a1q7U3peWltK5MfwKTxxI+6rztzYU9PvSgTk+M+EeKInihTfVfnPGghNeTt3Rs1QtOLYsG8zshZcWT8aJejml/DvWL0rp8y3DJy0XTkRpTPu4BPv1Sh37Ay0cCeCxJHfLLY4kfWVeX/lnSZ1JdEQNBOUoB+V/5lV9pceLPsaAftilzzKX3OmkzfpVXeu5T6KknZZlvxJ0388Un77r1qfnW+6gdMp0w3ygFYyOPc1N6XyY/F0P1Ql87nvZ8vT4yELCfcfEETR+Rsz5VQnccpItj/uQcAi8PpUCqQ7LLMO76BS3r8rpf2YbHLXFkL6HvzKG0BQ/8+kH7V3/1V9t895a0/FP24d8OeAyBYwxjv50O4s18yww3fX+wNxVjddsX/Yafj2zc9773bWkcmdPwSu/r8Evr67Q3sDgCjpVjYakEbVbiT6g0e2R84LPHzI0elMtxgIdx7+d8L3tUt6vDxy3UwXx807VuV7UE/Xwg4BGPeMT4FmsN7vi2eE0SjpqbbcUYGC/K2onGzZiCg+YmnjfRzz777OE7lfWBN4vrdmIbJ0smbI7dOhMYuUq51N56PvHEE7eMZfqCP3UQHypPaEton3bRk+2+3oj1I5/tSg3V9N3znvfcYrsu/Ma3s7HNm+GVNmuoLwk2PcxRYiBQrxdYxljQzs0YUYLngwSVdmk444wzmu2+r9hkY1zqT8dQaZyGygnczKkLPX0dBnH6Js42cpXebKjcpMNP/uRPzvUde/Qdf7Bfz+UPdRu1vaWMvH1SF7bot75It9QXS/CVVm5461vfOtSFztx8s8+U2MePs846a6jUZUO9QNVMqocSsJ11cIvs87GDj3/848NNb3rTubhjz31A+6eddtpQX8hrHyLp9dNeB/DnBz/4wfDlL3+5ZeDQRvZZHH7c5ja3GSptVptv2un7ik7mIRvQ040DJR9H4AMYddKd6yc2iTObvjDfyFjhfFs017GvDeMtTl8oGbvLLrusHUfqwnLhmNPvugM4vPrVrx7nm3pSr/W+zy0IV8Qh68y3ysE7HDlyZOwjfcUeWR+c6+Ce8YxnDJWacZzT9B0fdgLI1RcmW9YaMr4YX0vspu0HPvCBA9lhyNIC2Hft2+5p4rN0zJStlGhtLp9++ulj/Ol/7uv6kz7p66Zc7VojY2c8jR3tWkgZyAzynSuyKDlmzmnHi1JcmwzH+A99Pa7zANfkmPuHzEoAqzWsXNRJuuVDJVfjBnYWAeNLmSC+9q/xn784VqDuU8/83v72tx/zE9ZBs4nDL5/6et3il5WMLasS6K2dviWsT73YYRWF20WVSql9mjdXDqd0px/U0YHuXi960M1cYyPfLxkpAOXgqa+SjberWB0TUp8y4HqQTxolKwG89Mn8ZsWHTzH3HwdAD5/FrQv09ugJcQJST0NcgROfOPpN//txY0WbVSk29ivyv/ZwwxvecHbqqafO6mKsrVpM6UdGPKX1Hp+6sUluXcaeeFcKoCaXsrxsie073vGO7Q5BnahTxZZ6yqZt+q1flIwftxwZb2JD7ldBHazE3e1udxvnW79yKJ9yq5bON/rC+NNvMwSog5jQZ+yfVLdHaWPP+Stf+kDdTTqlPJQ534gB481864E7Pfe4xz3afGPfSB3WlaE9hYOeeOrm7mbssct87+VvdKMbjfPtSN2hSHqvL9vac64rx7wHsIl959u//uu/jse6xlA/rLzW10jbvs6qXM439cm7TkmsiSPxr5N8ywvsnEQPPnJHpNIStvlGDJhvy8C+279sW1fe/R6d+EHJMcfc5vL1cuI35foRIJZs/fhc73rXa3Psdre7XbvLkTHPOhady/1cgdbzgjvagVgd988AO4gMOgFh43EIToZ8DIA2E4NE6rWiIfumXCECxM6DITEE2JE40LuzgeN2L4nooXEy5OtJyAKeFGjv5U7IhQEnHy4I+SKa/nHCALgdy4sCnKT0Bbw+gEMmDxbQ5E06cuKtc0Di9iwXJHyYQ/vQOXnyogK3EcWjW/3osi0OOecwdfCLgKwn9I+PAJACCTnsqJcTY32quImLo6FOfXJstaMv0OXNfsPHowB8ha5Wi9rHD9QFDRkufPniH+OgbfDqls82PI6B/PAkGBdO+vXp23ZC5uMU4vWxVmhnlfe4XbSkPLYA+LQhTr6+LV7dXAjdp/7YcRHOxwnEW/JITuUqbrfNtaWORbqlLyqRQz8bf6i4xV+rQOPFv7HHp1oJbBe/4pRDdx8n2j0gJ77392Y3u1nbjzieMt8S4OXPFn880IFdcOqyDY5jAW1An6j39pLOH2o20qEx35VTL/vhmWeeicgcqNN46I9MSaeuXumUZELg4z1cAH63Pu5i/+QhW8JznvOcuX6hi81+yrtuyR9c9mH+dPJRDo+jHt94HpR+86hR2rJf4BxTcfogPmPS86gTPO9wYIevS/KVR+TrzsRcakB0w6uctjblahEw/sSPcynnEOq3utWtZmeddVZTQpsNXvkhiKd0bJPehI/Rnx+rTl9+RDlGO7isWw58TggmAG1WSerW0Hjhy4HqE5/4xDJ1G9pEBHJH8oBJjAHiD46V1rr123BcpHDRiZzj0wj1k+Mkbrclq0KMMxdk2PNEwUU5qzKcSADnhf2Btwdp4KXbj6kDC58rrdvd4x8rZOBn5YYLVFYNxfU6e9u2065x1gdoxJs2FwR8ApY/duCSl2cXuVjSpnK2tZUlOoUpHxx7eepRo/b5W+WQoc7zkDyrmzqyrnxfwsOGHUrjDR91dOsDFyP86bAtL6tVxN0LLfQgx0Z9CqD1AK/8ysPDxQfzrR4LaCLw6BsnLWznaj9M8KSOJrjiD7oB5VkFZcxdAZbOBRq2uful32kicepKnLzg3Iit8QXn8ZQLH0B59PGVRy4WwdHu6Q0x8ZM6qDuOsFpXH/s4XyjDJ2jwU+dPqF+XBMe2rI/oVid1+AFwxtN+N0L9MN/446GcNri7ks9jQk99yu+0RBer7vTdC1+Pb/18w3fsp4+93WU0+4SMfCnPVy3xgzs/zAE+Sc5XOJM/dRiH1LGpL48AcSdu/NFmcYc6+xX71yKAh80xs257kdyxgG9zvjo8fWQ/Fnq4TR9W7Tq3TF/zmte0f9LbqNyQuwgYY3YoTwyegGAFxwrBne985zlJd+aUFwfjbnfQ1Etdn7j4pM2GDe3kCUJZcPYpnVdG3JQ+aD1evdDUkTjwgnTblvJDxz8AH7VFG1rS1QWPNPgA5cTbhqYcdaBvg0sfaAPoEJDJNvgpXPJb78vUQ11/xNNWd0+Xpk7o8qQMdNo9iNOWZfKLc87QZkvb8iBnPem93WVtYw+POsClr9Yt4U271sEL4qZk4IEOzY124uRRHyW86k28tB5HW35ltdHTFtH1T93IqyNloNNO6NvQjHfq1UfKHHd1acd2X07Z6Xmm2tpVv75N/blD3nkhvzh9ThvyGCtoWZ/yOf3hIvhVr3pV+/Ofejf1nUeA+DoG3O3hEULbaM3423YcaeeYyat80uA9VqDN+erkj85Gx0rPdtAPwsCWFwtTO/8OVB/XIjm9ckfKeK8TICat45T61tGBvAd8Sm7Lokt92mBljBMG+L4f8LBqDN1Vlb5PtNWJf+pQHzq81a//2uYRDeYfbfjdaAPQkMWHHqBxIZ+24cG++uDRn/TTesrKhw7wxgsbAPSUk7/XQVtefLcv6qCNTuJOPXXCAw6/AXzQTkNc8YM8PGkbkvqk6Qd8+gVfyqV+8PjMpg345VEHbX2kjl1Au62x4Ad+7WOHuroWiGyLRie60MNGG6C0rV1tp89pAD3EXd+c98ix0dbfjLf2kFN34pjryELTB30DZx3bPcCf45F07AHozn7rr/a0Ca981MF7Zwgb8qWc/NLUYRteNn2BDtDGL/oOvR8D9RrPy6VW+0UWnchix/1Vn/TFYwx47WGBNvLI0W/8BOBhczxswy8OvtRHXUAn7cRB0/YiOeU35eIIOIcYB+OYcYYO9OPUa2QskIPfOYrMsQhtPlaHNxfAV4yug0/TuuHJyXQsTob96lPGL3dCY6zdqfgqmzxTOOnrlOr51Kc+NXvJS17STnT6QMmt0Yc97GFjGiX5odEP2vJrd6qdcvKJ4zY8trk1m8BtcGyTVH4RYOtv//ZvZ2984xu3sPAi2cMf/vB2ctUnbE75vEX4CgS8HviUs9+wqFf5bFNHpucTB/6Vr3zl7EMf+lDjyZ/b3va2s3vf+96Jmqujm+d3663mWWUMmKMRN/pN3PSZUrvp45xgNJTLPkB27vY6+naoGk9E4uTVBvj0bRFe+XVL9KXOZfLyZb+zjuyFF144I096Dze+8Y3bfOWPS/ZRPnA8asNcr4wUosfy/ve/f0vRNCK6CvKXXHJJk8fPBJ4tZczzEQr7DZ/+pExfhz/nuvR1x7y3pa9vf/vbZ29729tUO5a/93u/1+LGReYi6HUu4uvx2Eb2Yx/7WIsbdHVR8pjRQx/60DHlp75Ccz+XX922LZWhZMsYwiOf8vKnL+B6Pvk35WoR2C6uSU+Nxj7jn7zUHdOUO1bqzPPFe96x0ss1+pETIetrqNiwdhFYFkdoucN1opNN9a0r1yvj3+2ll17aLiIvuOCCuZVUdvoTKm8iz6PyIlo+p6ce/IAPP9KX7FPikcs2FwLvf//7Z5wceTtaQJ7njn0Gl7d40w50biFWerTZO97xjhm+p1708GId+XZ5u9u8u6k/+dHXQ9KTZt88KMoHXhr84lNWHBetxJ2LKfqfgF6eTeZZ3Bvc4AatVA4+bPASjXHjj0PSiRt/XIDrXve6cyfW3kd4wAHoSP8b8oqfxFPPsZCv50mfoAGJU25ZqdwynlVo6En/kFG3/VaPPkoXzzObvLjHmJ1//vnjSdELROYv84w/XsQ/bVLnDwsXsMx1XjgV5OPZY/68MNcZQ/zQN1YhnS/MdW2qgws5bJ944ont3QHxlOqf6pf6pdlWTjzjjZ60S1t62rMujbjh+zvf+c65/VS/2BfwnblO3JRTD3w7BfYjxkzbqYc+8Vwoxxhe+Oadix6wvWiuy5v+9b7LkyX8q/ClzKa+WgRyLKYkpBP/VcYBHmWm9B0zuArIBjYROO4iUC+gtdyodeJlSWluqx2/5eqsk/FQn2BusakT4GRuTvFZIkC7LrLnZGizAZVhYkB/rf7M5eXEF+xX1oChXmSYy0Vbt2ObfF0EDr/7u787VGqhlle097/SbbXcj6997Wvn7DfDB/DT95tY4Dvlu971rqFSfg21Wril3/QDfK3qDR/+8IdHT9GHPFBv1be41W3ZLfLEjZjW2+8tp+qoYFNZKQI5TilAbuBa5R3zN9eF0VzsmW/11vlw3nnnbZlv6HzRi17U6Mz1fq7SZh7XH83hssrbC+gH416ZG4Y//dM/bbZ7u8gyD7BdmUW22G7K9vkHX9kEfackh3dd1M/tp8xR+8Fcr1Rpwxve8AbFW4lsvw/NMazQqJctW9y2O74985nPHG1mPzQBrt+kbcpNBI7mCLCPHdd5gOsAuoHjMALcFvzLv/zLtipVH8VoEagT07jiAaJ27PYMHJkavltvcbNCw0oVAC90NuriWuUKeo+Xlzeh6yMfsw984ANt5bdOLnOrIsqx8sWb02RLwC6rNejgsYeXv/zlbQWYlWABOVZsgNqx20oqK1D1EY22wkMaroME+4HPAM9SnnvuubPXv/717eUX+pcAPxu+89Ipb6/DQ7omdJC9IOMGTt32mzZ2KgF/e+OcLBqupKetTX06Ao6BVNqsujrfiCs4gbjTZg6T5YH5xqMOZJTg+dLvf//77fY7K8c87sP4pDx1NsasPtLS9jPmKVlIgI9+9KOzF77whS37DinMAHU45thmnpDhgjRbrKiS2vAgwT45H2kTt/qYS1uFJW6A8ZIP31mpZR/NuMGrTktwqwKPFr3gBS+Yixt6sK9tSuLG8Y0cxUeOHGkp+rABL3Q27VtKX9WXDd8mAoc1Am1fqJ8NbCJwXEXgnHPOmVuJqoN7W5WpE8TcyhZ4tnq+sK1I1glrbjWEf5Bs4AHpfTDBy/fe9753qFv8o706OIy+aI8y8azkAujgK2742ftKe2pVlK+P1QV879KBtY0JX6Grj4pM+k5f7Xv2mxVwAB3vec97hvojsKXfyNHvPh7oYUVyA+tHwDGjfNSjHjXORceI0vnWx71uqQ91IdrGrB53aF8UdEyVz/EGJ52y8jA3h7HNyjH6exvITI15XcQN9ajF+h3eIwnjhjri1vue7YwF/T7ppJPa1wpTx07dqj8NczHFVto23vrAHZdK8Tkev/Rh1ePbTv3cyG0icGVGgPl9bL7eV3v4BjYRWCUCdRIYV0ZqZ2wrHuB6gAYkrU4qDSeNBvW+DR45ZeWpEw2kBtDEp7x0SnmQSx79AA+P7ZS9MurpI/btX/rfx2SZnykHH7Js4m0v07GhbR+BHBO4F7XrBDIXezVPjQM4xz/r/RxRh6Vja5u5jTx4gPphgL4f9jX9t67Pyixq70W/0E3M9Ie29lJ/7ws0jyPSwGWd9gY2ETiaI7B5Ce5oHr2N73saAQ/uniRoi0tD0KV5Mkk+69KQVcaToLjUaz3lPHlxseEJCT5swCeu90ddB1nqgz6lbWngsn/Jk3jr3B5Pfcv6jQz0DexNBIinm3E1/r0F6T3e9iK64wyf9UVzvVZ9x/1ukR/a2+8S+/qg39qURrunydOX8K3K28uu2sYvQFvpZ+qALk2fUjZ5N/VNBI7mCGxWgI/m0dv4vnYEPJAvEpTugV8+29LBT61C5clDWcuUhc9NOmXirCOnLDiBOheHSZeWpbKJ24+6flhiQ3+NFTh8Fk97CqSnXPJ5UZx9y7q8Uzhpm3I6AsaMMXAcLJGAzpa4aU3bY9VB6VxeNOby6t/22veXo/djyj9wbou8Uc6y17tIbgq/nSz0KX+mbDsO0rCX9Sn7G9wmAkdTBDYrwEfTaG183XUE+gM4JwQP9F5UYQTc1MkEvHypizr8bNKVl4+SrafLh111KONqGKtf4uAD9FG94FIXbaCXuxy797/0K+2nXWhs4Ix38uINbfsiT2UY2OI/fMQF3owl+F5n+rD3PT72NBo/Y+kco6d9LOERpxx8ylJPmOJFv3jHlLy44pRHp/Qcc+kHXeJf+qG/WVrPeIAzVj09Y01/pK/Tt14GW+5L6W/6lPrhlS91UVeX9JTb1DcROBojsMkCcTSO2sbnHUeAgzhvXlfqpRlvlvP29dSBHj7w5DY9+eSTZze5yU3Gt8t7fk8OOEW9p3viAM8tfS7qePuaTAfKtMoVP8qTq/OUU06Z3fzmNx+zQJAhgYthcoj+3//933gyTXnsAchVCqmWZ/SgskDoO/ape/Klje/0/7LLLmv45JWfkpywt7nNbWZ8FONa17pW6yNvrJNZgDfqiZt9RId1ZIHf+q3fmt3znvec1YtFs6te9apz43E5x+Z3uwg4NowZFzzk+qUuZMzhZSNntvON/YsLVvjIEEGGBiDlaGvnKle5Svsc+p/8yZ+0jzQox5iTJYEsD70s8gI5r+92t7vN/uAP/mDMZiBtv0p9Rz91L2Cps29SkmGBuFFnow+UCcTtTne6U/uAC3FLetZTZlE940aGG+KWOqjDox+VTnF217vetcWtUrI1tT2/MhCpJ32RHxv8JgKHPQLsA+wIG9hE4LiJQJ2U29vOlUJsuNe97jX8zM/8DFeLWzZylpJ1gPyiQJ3c2magaNfF3Ii3Ll0ZSmzWRXcrqdfF3PDEJz6x5QAlh2qdUEb71HnDHb/qC1lb8gBjtz6iMfzhH/7h8FM/9VOjXPahLhqGSgE2vO51r2vu2OfWOIAfY0VJX4kNQFlp3Ib6wMhAftK6sJrzn76Dr8T8w0c+8pEx3vjPBjzpSU8aKs1Vi1H2mTryP/uzPzucfvrpc2PTBDc/20aA8ernCjjyANdXy1qO5X6uEnfy+P7iL/5iy2cLfwLtl770pW0+kvc2xwxdzAHm8a1udavhsssuG0Ud87r4HepP4NL9lPnw7Gc/u8n2/o8K96lC/+wzc52NNnP9c5/7XMufTG5q9mn6a/wo3U/JA6wO3dxpP5Sri9+h/hC0HMkZc+scdzi+Pe95z2smsx8g7IP4qeObvm7KTQSOxgiwr2xWgOuIsIHjJwK1o7YVDFZR+YxqJdGf8TnkOtDPBYF8ovURjLYSSR5eAXl11ElMdCtpi0s+iOKps6LGihc5avmyGfl8k84KaH3wYVZpwGa//Mu/PEeDj9Xca1zjGm0l+0tf+hIq54DVsDqxzX7/939/VheEC/2dE9qHBr7aL+JLHX/wj1VccsMC8lC/3e1uNzvrrLNmv/M7v9O+CgZOgI8VXT57+w//8A8tbtIo60KqxY1PKRM3IfWL25RbIzAVJ+Yx842VeFZymW/MX8D9gE/6Mt9YTWR8E9DJl/0Yz29961tt3Hs7D3jAA9rnjNkfuTsCqJvHIcCzT3zyk59M1a3+67/+622+3PrWt275spXrbWwR3GME9tz0AZ/pNyvAzFfB+LF/ko+cT0lzHEpQV+JWqWubuPGVPMZuKm7kWn76058+Y8U98yYjr44+hjv1aRW/NzybCBx0BJjnm2eADzrqG3tXagQ8qHMBzOdya8WmJeyvFY7ml3Q+g8xJlRIAzw5j3bLHefJIuieOvMjmYwG1Ijbjc748zpDAbVAuBLno0B9L+DhZcquXxzf0G7y2+aQsJzZuH4uDftDQ26YPXJjWamG7pc6HKsDBB1DiN59nzf5Cs81nW7lI4tZyfe0K0ihfK21j3Bph87OrCDgudTeiPQLEowj+kUGxdR4TuuUtb9nm85TBI0eOzLi9/r3vfW92zWtec8uY3+EOd2gXgY4xOqwz1te//vXbxTf7iuDcOqE+Wc5+yh9KcfIcZNnbxn/6XHm4236avkCDnz+Cf/zHf9weaYIODrDvvc5G3OZH2Ywbx5deN38qiJt/FPUp7U/hduLTNi5vyJsIXGkR+LGa0JfvdVeaCxvDmwgcbASY8k57DvJTB/pVPFIHvOoA5woPeHmg2wan3Ya8gq/ngdbzyT9Vqpcy7ap3Sma/cPqwLBbY1mfrlvpsCX4RZF+1C+86sVuk+3jCEzsuah2zukXY6sTRGEsjLuCkKWfbuNnu6eDVoW5w4pVfVGobOrqFYNdN8AAAQABJREFU9E/cfpf4oj/6Ly79AQckj3EBv1284VkFtA2vMe1tr6pHPvSoN/skfVNuInC0RYB9b7MCXKPmwYEBzIOT9e0GNuWX6ZAv9S7CySNdH8TbXlQiJ2/qEIdc4mlDSzlwy2BKvueXR7t9m0kITXrKw8smzTrtZXKpY6quPmjWLaf4F+F6mb69SO7KxBt/fNBf47qKXym/SEeOTc+PTNLTJv70/F4UwKef+q1sthfV5V2l1Af9oc1Jn9L6Mj0pD1/fXia7oe1dBIw7Gp0X4KxvZynlU8d2covovV3azCvx3JXaazvqtlzk2xS+l+nbyBijpE3FOHHKaDNlxU2Vi3SkfOoWn3JTehOX8uCndPTHL2Xgpa492+pAn/Q8nkhPOXg3sP8ROO4vgJl0Am/m1+c725vm4ig5MF372tee/dIv/VKiWz3lk9jjt2uTmQDb//mf/5lqWp3bvkfqNuIy4DYX8lwwJHC7nFvpPmPW+yHvV7/61dm//Mu/2BxL7HK7XkDeHVYcbxpj+4c//KGoVvIcGs/Accu7l0nG73znO+35QH2T12cH87nAlNtNXRu70TElm3rtj3y25fnBD36wMG6MGXFbBsTtG9/4xhYW5ilxJ/6AdpOR5zl5/pg3xXtgvLebb9yOZsx73dwuxzbzjX4mPdv1Il97jEHb0rBLFgcgZeVbpTS+q/Au4tE2pRu87qc8DgDIh03i9mu/9msNLy19gTfbI+MhqqR/WcdF91Px9p3b6DzasGxlkLgx38i80sPVr371ubj1dNrf//73J+cbzxwz33j+G9Cn1ogfbPPYTA88CuB8gzY1RjxqxFwns0MCjzCxn/ooTy9PnKb0pQ5jCW5RPflXraeuVWVW4Uu9fayzTX2VuKXNPlbf/va323kheajzuAtj7nxLu/Ly3DVj5n4qnpK56qNtic86WU+YMz3wWAu2edwKmLINHll0CMQNXuYbz19Td8uYyr8pDygCNQjHLdQ/ubm3b+tFhaFeTGhvx/KGrBtvrb/73e/e8oZ0XWw2efQI6uxx8spH2zdrqdfzjO2tXd7erwu/9ta09l/+8pcrNpbaAUH9ne9851AvCI0+K1vpu1rWAAXhxV7vzxlnnLFFFh1nnnlm49VOLweet8TrBZhRnj6w1Ytkw0UXXTQXY/2wxJ8Xv/jFY3+R441yykplNZCtIf3NujoOY2mcKQV8Z8wBys9+9rNDPQfY+kp/HbO6CBze+973KjaWGXv0/tVf/dUooyxlvQQ2VLqwJqcfxk1l9UdruPOd7zwp/4pXvGIcM+WVs3zHO94x1IX2KO+cPfHEE4f6MzXKy58lOh/96EfPjTny+P6Upzylseqv9ikPEtKudXxiP61UX8135yl+M37EzSwA8Lp/6zd6Drof2l6ntL+W9IX6C17wgjZGjJXjRb/ve9/7DnVxuNRE/WEaKtVXi5NzxTn7mte8Zoss9tgAyre97W3jfFGOslL9Dd/85jdHeXhz7kh4xCMeMc7VlK8XwbY9vn36058e6n2BUZ4+s1WawuEDH/jAuE875tqkNHaJOxbqxtkxsq95fPv4xz8+XOc612mxIl7Gvf5wDB/+8IfnwtDrI25kqFAmy9NOO63tZyhQro9z/dkZ6j2KSfnzzjtvbm4h28Ob3/zmOVnnbD2zPdTLu6N8L0cbnx760IeO85W+u7+YVQib+mw5pWuD278IEPdNFoj6o8E/sLqAnNUJbPaZz3ym/Wvk335urNaxipErHYv+udWQNZ3SLf1PUztIq4KH92Mf+9jsr//6r2eXXHJJeyHqf//3f2ds2OefLCvTrJzw77Ff6cCnSnc1e+Mb39jeNGYVNv1GD6t1rAbmSgcOYP8rX/nK7IUvfOHsfe973+y73/3unCx6yLvKyglv39eO3PxFzj7VhdDsla985awu5to/fv1GljqrAH3cjAOrOn/zN3/TYv/1r3+99VU5bV9WOWP5180/du1q2z6o77CV+ssYM+a2qV944YWzV7/61bPPf/7z43zL2LFywSqtKx3osL+MJ3FDByvAxCo35gBx+/mf//m2sqas8h/96EfbfGPemU845Rlzxo23yHmTXcB/+OoE0uYbqxz9fKONTlbHyGPcA6sydeE+qwuHNt+Y3+i079gmZyyZHphvOdbo6tu9/r1oG6/eFnGrP2uzOrGP+6lxox9k8yBuZCZghQj5KV293r3wea90pL/6yf5/zjnnzCqFXVuRY6wcL0rG/Dt1N4JsAmQ26aEudmYveclL5uKmvMe3fr7hB/bhO/fcc2d1QTKuwhpz5w3HEV74dGVN+8iTfeHss8+effCDH2wv4aUsdeYb8vhtNgTk2PDhggsuGPdTzgH6rR6Oy7xIy36qXO7r6Yv1Y6W0v8Qp+0y9/rC0cbv00ktnxM2xomTM+7gZE3RyJ5L59q53vavNN2NtyZiRQaYuisf86Cl/8cUXzyr1XptvZJtRzpL9lHMqxydeOAawC0CrP2Szt7zlLe3c2I83c52VXeQ4PvZAf5lv+MBLn/3xDf3Icz5jvmlXPX1b/Kbc+wi0Y139HLdQO+pQO2dbwWS1sSYfVxnjlu263dJWG/hXWzvV+O/N4OW/OOpsCdgCKFklgl475FAXEW01DLvYYOt9wA9yo771rW8d6uKg6UG+LjSGv//7vx/qrfk5ufQbXbRZFWSllv4iyz/1usXUVnXIw5k2s45sXUgNdYHe+F3VQk/t7MPd7373Mb9lbxc99KcSvQ91cd9Wz5rz9VMHueFNb3pTW0VRjnKq/oQnPKGtKtbBpIkTQzf1HcbSMSfe9Segxb1O9C0/KDk66Svxsc+OlXG4xS1uMXziE58YWK1FF3rqoDrUn525uCnXjxur96zGMs+QrYN3uxvA6mva7OWh1Ql9ePvb397mG7IA856Vm3qzfdJ39dCn+9znPm2+1YmmyaKj0mANlfZpLp9s+mG/mW91wTS30mL/jWlTuk8/2HDDRJ0EW9we+chHtv1EP+0vbcex/iAPddHU4oYO9nVXxVLnPrm+K7X4xzhRApTMN/JJH6m7Etlv+25J/1m9/9rXvjbUH7cmz3zj+Mbqq/GBPzd11qMEQ/2hG+rioMniB6vGdeE6VMaTJq8cMtYpad/vfvcbuIPHfEOWuLMy/JznPGfo8w/3stzJ4C5bXcSP/a8/oEP9OW13SfQx7VK3T5W5ZKhUiuN+6vHdGBrP1rFj5Ic+2S/i7fGtLmyHWkQa7njHO04eIzKWlYWi3QUjZzG60FOLMEP94Wl3D/t49+PG6n0tnLT5hmxdGLf5xupryjpHlIdWmUXaXV3mG7IA8407b5WWbtJ39TDulbqvzbe6oG2yjHktRgzPfOYzh3pkb7SfflBnq0eG2t2iyy67bIyh/TemTenmZ18jwLjzL/e4Bi7MSPLOSdcJziRlknuAc8ep5xrbhQcXov2EpZ2TN+lZJ9jysgNwIcQO4c6hrSyhVT7H4YQTTmi3vR2w+pc61KrH3AcR9FvfkUVX/dsceByickI2cXbYRz3qUUOttI39zH4rj2w9Az3UCsnw2Mc+duwjfwR47AG92kifqYNnM27nn3/+2PfnP//57aRKMnj5lLdtyQmKC21OxkxaNmNoLA5b6Zjrl/7yh2W7uBk7PobBbVYuRAVuC3IxQtyM16IxJ273uMc9xosK/vBw+55b99ogximvTucbj6cIXHgz3xhP5OTNUjy3LPlYBydD+s5F+MMf/vAt801Zx5qy7la0+fb4xz++XTzmmOvLfpaOlXY5sXFCJ27pp33NPtSK+VArwO3jD+rR174t/jCV+mjfn/WsZ7WLkdxPjQH9zjrHMf5ocyGBHi5Obn/727fbv/IaqyzRQdzqDtfwspe9bAwHF961ytb+MMmfczVtM9/qy3/DF77whSbPxdCDH/zg9liYfJQpr07mG4+58YdRqBW8odIJtvMCcvL2JbR6Dnmo57/bR16Mn3o8Vtk+Vkr6Sd8E+80flnXixsIOjxcKPCLw/9Wjc/mnJcfMsWQcmG/80eaxJKDuZg71Bcm5+bZozJ1vdSdN08NrX/vatu+yILRozMXzWAMLFCwq0XcWhLgorueTx31CXsrcuEBmvvGH0f3M+I3ObCr7HgFif9y/BMctDm6ncAsOqInabn1V9Me2OG5fsPHSl7yU8LLBZ5tSOeuUgHgeDeB2D/lMxVleznk5L3Vuh3NLhZfkauDaCwC1040vCSDHBug7dfVxS51+0l8AHm79cTsGUF5Z29Cwx21Qbm0DtbO2W4eX1W12fAC00xpX/Kgr4wYfQD/q336r5490cMoTH+zXStrYR+jJS/uwAPEBjAmldW7f8XIHcUv/7atylMnLGPAyJi+tGTf1wqu8dsBx+4/HCerPDs32KApziHgKyU+9TjZNF7cLGV9uVQLYdw5NyYrTD+RqRa3dftQGc835Jj8ldAF5bMGH//hz0KC/+uV+ypy1f9Is8ZE6tzyJG+ME75T/zA94U/ag+7jIHj7ht77RD1+OTbzyxoM2xwf2U8YPeeLmMQt68tIGtEPcmNfMG+SJG8dk9hX55FVPtnO+wU+MOb6xpXzKOtc5rrCfMN8AZDlmcbykBLClrG1LeHiEi9vq4ijh10d0Ts2FJnCU/eT8tY/GhxjUyns7z9h3Y2E3xRM3HingfGp8ODYxZwD45DX2tK3nfIOfcyRziP1USH7qjjnnQY5PzBv0YZ/jG/uukLLitM1+AS/zFj7kOWbxeNoyQJ75xn7ieX8Z/4a2vxE4+LPL/vZnLe1OZoWYyIATX3p/4BIPnzLgxPf61EmZPNTZcShTlzpTjrp+KAMuQTr61Ak99dGWTl2QR5ry4uWjxD5b0qjbznrKZV3eKVxPU1/is546ruy68cMPfQQHSLMEJ0+W1qF7wFZGXcr2dPGUwpQsNO1IB4c+8bSlMd6Ac4w6fPJagl8EUzziKO0bJW039clrez/LtNX7od2eR3zun32f4BEn/2Et7TelPi8am3X6sChuzmXnWupExrmHD/qTPNalJ482k9bPdeWxz6Y98Miroy+hp17blPD2NPBHK2RfjAM4oC/ByZOldeirjHnaTJ3Uk6Z98IB25AG3bMzh227M0bEO4IOb/lGK00d0Zn0dGxvenUfguF4B3m7CuTOwIgHIb2nYacvrJIfGQbTnBS9P7ozwumPAI4AHoClneit5tOHKC3qVkydL+N0Sb12aOmhrn5KVSG0kXvkslU1c1pOOLm1TF6jjS/oj7bCV+J/jqn/2LWngxCcfOMHVMGKeYNwcc2gp1/Ma18RnHTqQcz31MefggS7eMvVQ17cebzvp6CAmQI+HxpiDZzto0B/8mOprT9dHyn6c9b2niT9Mpf1yn5vqO/4mXplF/VhEd582xvBNHd+gO9eJrXJT9tDhtozez3V9YF9jc66L73U5N8FrjxL+BPwFB+1oB/qQc9v+2D/jYAzEJ580cMQYfcQbvDTj6JjDK426oD1L8X2JDaAfc/n28/iGbz3YV+fQFE8vs2nvfQT+H8vxG7g8Ak5KWu4wievjJI0yoZ/Mti2X8fa6khcaOlJP1vUHmVX873Urh87UBT7tWu95Up8yPc42sgCl+iyl0ZaHsm834iH80c/02XrSdN3+2rYEL005SuvwyQMux1wdy0p1I4e8upRJO9aVkSdLeORL/FRdXn3ueXpfltntZfeqnTbTH/sIzn5M2ZSvpy3C93yHpZ1xSN+dN4lb5jN8y3i1kzxZzzFw3iizzC40+fQ5dUFP37TZ88AnqM82ZeqwLV2dto/mMvvS17NtH6diBS3jqxyl9eQBt5sxT13UgbRjfZGv8svXFCz5gY9Nn5VXJPsObpldZTbl3kaAa9//5zOhe6v66NHGPz+S9pO2CXAiMnn7ScoHGeSVbk97XvF9mXLsHKRLqheO2o4CDUAXdTdw/EMmBRrpfgB48JlE8PouXnnblPAgn6sr2CXNlT5NySGLn8jCCw9bHzd9VRdy1AHixgcSKJUnjQx9p18AvB4s+tUdeLEtLzqONrDfxI1YMI7Gh75Ap+0GzrgxdsoTC+ZgjqM04mcdeeNmXCmJOXhA3l4Omn7CCx+AH2lbXynlsU7/mDOu7CDvfKMOwKtvuRICnvF2v7ic+2B/jQ1WiUXGTU+cp/YBvz1GuJ/KC+1oAceSfjH+9J06fWDLftsvZJxv4GgjY9zUSQyoq0v5qeMbMeT4RkwFZJVXF2XON9roZf6w6c+UHLz4yVyFV/2Oo8fW9BceAXz6qbz046W03x43iAmxEaBnDMF7fKNUnjnEMcZjPXzQAMZJPtqMl+cv2sgw37ANyNvLQdM2vOqnvt3xTb3wMmfUDd75pj76Cx3I4xs4/IRfemPa/BxoBHjP5ccf85jHnMVgHK/AJK4k5+0FBh7ed/K687jTEp9KjzKrtDqzSsvTctOCSzr1hKSpN3HshHzlDai3l1vZ62jI+iEH8NOe9rTZbW9725YflR2KPK+VzmX23Xrwnwfw1a0tZdnJ6m3s2VOf+tT25SLGGxy5L9FB7kJelOrl9IUYVQaIWWUUaF/DQxYctnlRZeprZNqmrKwHs+c+97mz+shIixt6K0NB6xNfoPOlQu1rF1kOaqeffvrsYQ97WMu76Alpihf+wwLpn/0BR+xvcIMbtBcuiBs06b3vxKuyPswqS0m7aEa+3nyenXDCCS1HJXFLWehs4Bgj4lYpgVrcmGsctJ1vX/rSl5o5ZSgB9ZHjkvlWKZ7GfJXk3WRfYb75clET6n7QUVkTZk9+8pPHrybhD19J44Lmc5/73HgrsreLLHPycY97XJtvfPVJn3rezuyeNY0JdtmIG195A59fv0u/rJOLttIzzSph/hg3aQfl/04D0fcbPcT/yJEjs0pv1o6R8PT9gQ/cgx70oFllXmj7NfONixm+8sZtZ/LxAsagNeKHHOVnnXVWm2/MM45vlHyBk5eVeLlIuyHWqsyt+qjLrLI4tPnmhQV+82eT+Ya+3rb6nG8nn3xyOy6BR+6GN7xhe5nRF/HSLjzKV3adWaX3a/xcQCVNm/KmjqO5nv2yb+Dof33cp73gRdwyFn1/K0tMixv8yCHPfCNHLvsZLwGnbuhs4BjzhzzkIbMHPvCBbb5x4c18u8Y1rtFeMiNHObyActTVx/7MfKtMDu14A5684+RzZr75wjcyCfCx3fWud5098YlPbN8FYL5h/0jNN47v5MRP28hrl7I+ijGrDDezygDVjufSlLGddjf1vY8AL2z+eB00zmIAj1dgwpK4ngtA3kjlDVLeJhWYjFx0cfFbKaRmp556ajswQ8+JmnVl5XEHhCf5OElUype282CbAcmdXj31NZ12AYttLoQFPhDBhQoybJwk3Ink4YLjxBNPnHFw56KE/gL4wcctoGObN3J5CzaBgwzJwrkIwjYXPwCyXAATN2Jl3HjrO/vHQYGLOE5O97rXvca4oYODDRdz+I28Bxzk1YF/lUO4yVau43ElCHr2U3709gCf9Kz3fPvR1kfs6wPx5yKJuNF33ibu48a84KL3Lne5y6zSSrUDtP5VKq4WN8YL+czoIA8fkbjlLW/Z4sZJBn0AF3I538hEgQ4BHxlz5xu2j9RBHYDGhcIJdfGNDFv+6WpM9cOcxOYpp5wyu8Md7jDON/QynlxYcNcJ/zPzCvqJF/OtUhm1+cbFzyIwnj09x9j4wyN/0ntZ2tDlUaaPG34zZ6XLz/7BH03iRpwB+t2DcolXR+L6+nY8SacuaC/p0ix7fmWYb2z0lzHPzBzK8Eea+Ua/b3azm22Zb/yJRZ75RgmgXxuVNqvNlYwbPM43swVwfOuBjwmcWMe3SpM4qy9/tRVBeJxvXFjpu/NNHdjnwrvy0bb5xmeNjRFy7KesEiHPfmY2Ff1mXuTxjbmd/TI+2FNG29qxvahcxtfTpuz1PGlnGW0VPu3ZZ9qcF9iHiRvzhfNpxg1e4sYiEheRnBeIG4A8CyPMN2Q5TnB87IE/0sw3zkmVk7ydP+HhAvhIHa+wgaz7acpDY+GGYxPzjbkLMF+YS+y32GbMOb4JyAH8KWO+cXzjOOW1E3Oc4y79d75lhiTk6R8X3ixiYZuPavWgHcuejg5p1AHbPe+mvTwC7TqvLroqjhuo50EGPnlJPscK27jVjtHyPJLDti5UWqBqNaHl/jNqtAHKWu1o5f/P3rk923JV9X9RvydfrPIPUHeevJRVWIhXvISgoGipoBYqUInhoiDIpRBB0QQEBAEJEOROQpA7SAIEwiU5QUBMCYWlXLQsOT74oA8++ty/8ZnnfDrfNU732muf5IScvc+s6jXmHPc55uxe3bO7RydOfqFyQPjrADFyZ5JQvSbznJcXP2iTM7cGayvvYupAnpzAtTPOftsHEvPXCsiwoU8pi31015X0lix26wR2JLFfso0uZIkJuYX5vCUydSAYEPt1MBgfBcC/bjvlX/rSl862U0cdKKY6AK76jg7GTd1C+kedDR9tJ+9AXsAfbHd7+oRZYkIOavLq0mfmmWNWfwgj9y+xRaYXcNDI0YqsckJyr1Z6n3Psqwe/Kg3P+ECJMkB01cnydN111w393TZtx/yd73znmB/4nb7XSev4QEofc3U5357whCfMfqsD+3xsgr7BpwxQ2/jumNIfeaynHHX4cxykdznlkxecBTn6xAdcrqh8s/iac534GTdtKAu0D0JptpGx7ONb56GtDur2O3HdL/jUA01e/QCqi2PAC1/4wjFmjpdzh9zSdTdiK87KAvGlUluND/YokzrINe2Yw0/RN3yCdtNNN43csDnX0MUHDWq1cNg4I3n3b/rO55qX9hVym3fbakCeMT916tR0WeVgT9/RRS5YctjCsxZb+wG0UE9+eZJOHXzOx8N07Dvm6l7zIf2hnnzpY/ct+YjJ7bffPtXJ6lbcGD8+C3zrrbeOuC31Cb3Mt2vqQxf8B/VxI3d+nWTunK+Vwm6qi7FzZBnD+srcObazX8yH+krnLIt9/AbykQw+LpR9T1l9rxP7c/qNbXKb07clefQQQzbLUnzEdV5lLsH9IsAx6wF8XYsrspNcakKNqyhyAvJ5WG/JGxOu7ljZ4OqwdgLRM6xwbz3jIw946kA2Cu2kq6R2ivHpRq86lYGXW0Tc2qEkXt3A/6zb0nyitXaK2Rb8rKLgO1e3vegT+PqS0chlqW/goHMLk9VvbYGjbhs+45ZXvOBZecQ2V+y7Crer+CSwhfGoA86QQ56VZIo28QE6JfsgfRDiRx79DtIFqeI/pdtLP6CzOsJ8Y+U/fe9xU599RpZC3Hx0Rt3giTdxc+UXnEU+8ldiuz/KAJ3xZtz1CZy2qYM/XTkwkWe+UcBRmGfcEmbepYxyg6l+mG9Lj84wz7n1rG351+AaH/Yo+tXbqa/rUMbjQtIzbs5TdfGoj4+YiFM27YuDJ+vaM27qEKqjy0kHyoPepfZA7vhJf1IHdR5j4HGpboPjImPOfEsZ+GyzIsjxqc83XOFuByux8Ko7XQT3zbotjXwvrMgx17mTBZ+x07b66ouKI6ewbfVwy5tHkrL0/Y1Vb2yzEp02+N9kBZKVP4v9hU9b4OxbpzuH9Fs9QnXQVoc0oTypW355hEs6lJMHiE72bfyCLo+2kneNZtxYUc3Cqilx444Qsuq0bpvHtNjUr47L6i4UYy5eiJw6WIVlzLyzqCyQ1WdWqeUH18ecxzdyvmmDxxfw3VVrZJcKsj46Y3/QwV0GVqDTdtKtq9P+2BbKB13fpF2C+0Vg5HDmKmJt59tPzcXNxURiy0nk5CIu1PNAQG+Tl3byKAN+rSivXaD1pCkvjjZ8HjTBKydvh9CzdF0pL688eVDQlvzypG74oXvQTJpy4rot8eiwf0vzEjltKKMu2x1Kx+clvzv/PWljC/+x0/1PP7QhzrYw/UQfRX3IJF0ZYdeZvOoSJ69tfafNBl178mgHCD90x5x66oAHHKXL24auDvioa5t2lpRJvHXl1nzAT/1RJmHq1w9xyYd+NvTluOzbj9Slzx5n1Jc81g/zHZ8o+gy/PmlHXQnlB6eOJT/QBR1+6eD0XT3gKLZHI9rdBvzwKic/EJwbixHigKkfnvRpMMaP+lNGsnahdd/gkS6/OsTbli7edofww2Pc9Lvz0T5Ml+OhD/Cz7dKJXvmp99J9W/LBPiCb9dSVNtJP9Elb0g1OvP2w3eU6Pe1bV8Y2EH3gl2xJT/6uQ3l5un/i6Tc0/Ow64NlnvqlLfzOWSzrlvwTXI8C+94AamO0zpHX+E0Op2xNjUrLy6M5F5wkVGxNu16QbgS0eZJ38HriXgph6tZM2HKK0uYTrupNHP9Z2QmThoe/wuOq6pFM/4M8ivuPwA9603f2Bh81+21ZX4sF1W2kD+mH24LkvCn5R8Dfradu+2kdoS7zger9TT5czxrvmHnOVMWe8l/jSD/1Mm/rTfZNXvLpp45d9BYKjqCv1U1/rhzaUWxpzcBTmHhvlMLnBdJaPuj7qpzjxttWrHfC9wEPMjYexOEwGPfZTO9mGrg502m94wOsrsmty6KDAQ0mZgTj7k/LWgdjUN2zqDzhottWrjdRNXX74lEkedNUt9tU5K68xQId9gqbP8iWUT57ehjdxWU89WTcu+oEMdeOgrZTpemlnDK0rS5uNgm42SpejjYxytNnkH0Jnf+QFohuZzgeNAi3tn1WxBZJ3i1CNXTbg9TjFXYbug7q6Du1Bt7/yJoQv6cqJo5089hUcvsiX//vqSDlx2kaOTbx6pINPeeKb9mhD91ii3CW4XwTGnK4AnpnB+8kcKy677iTk8YN6lnb+JCadhcZLcLxkwUPrykjLNreE69mmmccJzYPvvPGZKVtSzqDKnzR90568QPj6TqFslwPPpo3Uh46bb7553JZWv3zc2uTFntQLf8orIy55wS3ZVkY78gHTd/mkJz84XnZgzPgUKXY8OOIjLzrgvyXp4i40NBbA7vua7ex/lzH29hMd2uhy4tOOPNyWJG5kPrFoi/EmbilvXR5lgOpMnHXkoHeeD33oQ5u77rprsKVObi/ykkji0KEeBPhs7Xve8575BRl5uSXNyynsbxR9pi4P9TvuuGPziU98YmuuQOd2OPt5f3QkbSNvQUYbWZcOTLuMHbd03/e+981y4ODhZRxs8wJQyql/IOuHuPGWOXL+GVLnljBxs6ScPvCJWeLGy0HgkKPwYia2eQwh+5p19QLVlzbkFQcPm20e82G+mRkg9fFyLo9BqBeactTBf+UrXxm+d1rGLe3JBy71gl8qxiL3K/j0o+tWp/TUmTT0Mt8+/elPDxb42eDhJU/i7glMt4FAxg05/UMvLxfz2I1FX7QPnkekiHvKQecxKWzzMnKW7kO9+zIeT8MeNHVfXi+C/cIv/MIQzT7JA47HpLDto3Hacb7xGIL6Ugd84IlZxk15XtLlpW7iBp/9hk5dH+RfgtqDZmzkU1/XDR0cRXnbA3n2R1zqUSb5xCU/dePmS5v4hy7ixvGNlzNTVvmu+1J7dwSY0yf6S3AZHp5N47mdN7zhDeN5WiYdV3RMPJ5Z4lkz3vDkwNEnHM+38af8kY98ZPPqV7861Y6diz91sjfwx+wfHEzo7rrAg2NwrI9K/SQ/dbekr9XRyYYMRcgB9j/r+WEOVB/84AfHQQUafadwUYDvpKbhzeglfwfj2R9kO0+3Lf8SHzR9k08onrEhPrwhTHqmG264YcMzfhQPZtCpE2/GjDeEpanvvoD0Eb/1p/cZH8TtO+bIGGdjIg5oUW/yQOPZY54ffvvb3z5OpvgjYby1T5x4G5uTC+KGHmhAtq5PX9BN3bb84C08X8++wnzjZI4CHwU53vRnvjFmzDdK0t1P60WWTb2QNuj4iyz7J8/ocaG5tJ9ysYTMLbfcsnnd61435kP6e8UVV4yTQLKb8Cwzeum3/RnG4mcNL0vSWWXnj+2Tn/zkpl6WG6vu0C08O4zPPH9NdhSLOthP8Z24/e3f/u3sk+NBloLL6tlI42bM0IMO9mMu0IkbdeiON8/PEjeOc4y5svpnfNMn6p0PHLy9ON/YT/tFDza44MA+vvs+CrqhETfmy2233bZ55StfOXDYcM4aN04ESaFF0W906KM+SbMtXTxQnDwJD6MnL/ONMWdx4c1vfvM8l+QhBRf+HxwcjPmmXWzQR8aU567f9ra3jVRuyBlfxo59kxNY4sYijfLwETfmC/PtVa961ZYcdC72eHab90uYb+7f0LDPSStxf/e73z3+18BboHPsxW9ss7/psz7US7abO++8c3P99dePfRpZabwfwPGF+cb/Cng39BA3bH/4wx8e/8fIOub0iwwQnDxznOB/GRkKOozPQJz9kS5OP+gz/NDFdV7bXW/62/UutdWTNHBsaZt9k7hxfPL5ZX2kr4wV+0jGTZ2X4HlEoAbgxJbaAea3oCuP41QpxXghkL1pvPFZE3PAmoBTHSymZz3rWRMvDaYcwatVtKlSVk11AJ7fFk0dvNVPdok6mMz2Ugf1OgHZGgfpCeGxzVu2dTDY0pdvI8MLHagcBpQHUk7VG8715zHVH/45/aYPtdNNtRo41Z/nbAs55FMvONr4oO6EnReadPUt6ZC2xP83f/M3E1kuiC++ujlu9ZLFVKsc0+nTpxf9RfeFKN1X+s6bv47Pmk3ljAvQuFHvY57xlnefMeeN+vrjHVk6cp4SN9rErXI+z3HDX/RrA2jBHptFvqU2tM985jPjTWrmlfYcN2BdsIwsC2QWoX+U1Fn5pKf685v3U2XRVY9xTPWnPP3hH/7h1tw3hry9XauNU/2JzPu38sBK4TbVSyojc0n2UfuJy9iv9TX564Riqhy5U/1xzbbtP7BOIka/XvOa16huK94Zt/QZWbY6gZwuv/zyqV4unOXw0Ri++MUvnurEfsRNu+ohbnUyMVVe08WxzH5Qd47l2HQe28Abbrhhqpcqp7qgmfdRbQPrpHu68sorR6aIlKNeq2Bz3OC1v/ahTqJGJhUySSz5gw7jIATH1vsB3YwQygGX9A5k/agreaTVReZEJps62TvHb/xnvnH8qgsaReaxA0Hc6qXQeT81ZsagXr6bKhXYyOiiv/aRLDBk9sn5pjyQ+cZ/EhkRKMjZV9p1h2SqtH7jf8FYaxd55tvDHvawqS5o5vimPBlDmFP8nyqvfeYbc/EFL3jBll1jSVaPSjE24oaMdtVTF2wjbnVhgavzGGgfaByE6s5jMDjmgP9ZygGX9IoTyjeY64d24qzjA3Zsp3zHETfOQ+qCZmtfoe91oTjVRe5U+dWHSfum/UvwaBEgfv/v2io1yU5kqUm14bZgnUiNq3RuT9ZEnWMB3cIVMW+W8iYwb4ByBQv9s5/97JBnhSLzVEKr4RjiZHjgirkCPvRz1czVb+qn3tvaFiYdXMpoK3HWuxyyteNtPvaxj43bityiyzd15QdyNY7vdZAYqy5ceVvUj230UbhaTXlwtqn3skZDJ1u/8kaefMWsVrOx8kt8ux7a9IkVR/pAvFnx6Hzdn3uzrS3HpvdFujZ7ewkPzxKfOOm21QEkbtzSJG5kYag/+5ksP5A5znznzgarO6w2WNRPn5jPtpfo8KgX3koZNVYwKz3SGBvjAg+xoc1YkVUE33gu2duk36wsAJV6bawKkSQffb0gz3gz7qyYkpPYOy6sqrzrXe8aK4nmTtY+evCBecRqJccA9DNfWFnLAp+2qbNRhPImjcwJddEx9jf6YUkebNJvfCDurPRwnGG/I248NmHclmz1uJEfnFLpoEbcWIVk1R/fs9/wZNyIH3FjRTbtUGcfZ0u/kbeNHjbbxPL973//4nzzOAG/+ynHV27zurrF7ft3vOMdc9zQa0GOQty4Vcx8IQasAhO3LPqjvDB5rEPL/bTz9nbKQZPOWLF6ygqs8w3e5GGsoTEmxPWgVlSZb+DYT7lD4n6q3rTHfsp4GTdW7ynEzfnG3T2K8RqN+lmbb8SROyTMN/4XmIsU7auHWHM8gZ8VfG7Lw/Pv//7vwzbz7atf/er8v4AO40pf3U85znC3xflG3NhPiRvzR7vIa9v91Plo3OCxIOcGLvVkPfmX6vvIKidc0g8NfylJp06/eBSNMSNuX/va1+ZjzBA4+wOf5yHEL+OWfJfq+0VgzKf6OdHlU5/61Fh1qom4lc+0QjiuwMQD2erW21S3s+YrV1ZN5BXWjn7OVa/ylTh9qufg5pjXTrF1ZTgTqiJNKI02BVgHsq2VjDqYDt/kFcILTdk6cE31HNXcJ/zTf6E+06b+2Mc+dr6SVQ/60VsHpXElTRta0sFRwOnfGl08/rHZVp52PfYwVaqsOcbpZ/fdftVX8IYP9+UPvrppl3aOg3ih/ELwWUfWMQdPMaajET8dzwooeVOJydocTTx89TW4RX/xgbshQErvE21XVqDXH+ZUzyyeM8cYL2yyKuRYOd9YFbTUxdpUt05n+fRTfuTdwN14442KT+R77Xy03VKO+s/8zM/MK5LGGWXUmZf0zXbSl3B1O3OON7rTZu8HtDrxnu+41In8RJ5d+KCln6kn8eS8tdRjWSOPuXRhyqYP0Ouk85zxRB99Zj93rIXa6vOSlTzyQmsrIcdRNuyJp/7nf/7nqptYDU9a+rmErxOhkVtbBfjXfWSs3OCjDg++A8U5ptJTZjC1H/lFP/OZzzzSmF9RuaXr8Z7hQ10wjbgZG6D17HfiWeG31GN4W3NlTRZd0FhxJCc5/a8TrKk+KDLHXZ4ee20Dn/jEJ2p6rGbXRcwsr20g+zhjbh+AtOuEd5Z/+tOfPtORcd6nDHjnTn0oaeTQVwF9cBzFOXaOERAexjxxvU5bnLo6hL5kEz5p6sn/SPXIw3cGWJW3n7vibSzreX7VXILnEQHG7dIzwDXjKBW/M5WzvzXJBk68sCbs4IBuvSbrLCuf8sDkla4AbegUafLTRrd0ZRJCcwO/xKufyacObEBP29blSah+obys1olLfm3bj86T9JRDn7qByLGJkzf15ThAl1fbytwX0JhqO/uAff3WR9q1Qw5870f6qxww68mDTuwnT6fTTtvUbScv9a4HPnCs/OjDkkz9SQ106pY/bVHHX/ptHUHr2hdKA/ZYqde4w0NBVv229YW2cokDTxEHDxv9EgddWeoU2kkH5zwHn35Akzeh8wecdqUjs9Rv+Nb6jQxFHUJk+lyB5nZG6kyf0O2GXC/pkz7Dk7aU0SYy9hWa/qgL2dSl3TW8+oHqZr9yzPRFvmxnPeni8ZNN3+CBlv7Jaz/k0Rfb0OGVHzy6KZ13IM/irQONBfypBxo46d1O4uHFrvLEioI8JXmznrTB2H60aZ+Q9fjGWIBXH5C2NpFNmqrFyy+PdKA82DIu4LL0dtKoJ9145LFMX+FzU4e+2Rfx8PGfRoFHG2sQG9C6Hvts39R/CZ5fBC6dAEfcnFyinJy2gckj3QmdNHEpA3/KqDflxAE7v7LQlEkc+CzygEtdyUM9+ainzqR1OdvqhncffuWEaQ+cOsQL5T8MKp98S7ik39t1fNamUBtJEwdP9lMZcPInTrkO4VGXsp2HtrqkLdmGlnh5xadfyad9+LoddSgrD3x5sO9yva0e4VHp8qff6toFk/8wHdDlFy7pVk/S5BemruSjnvJZ73zJq17hEm/HwcumDdvqVZf0JXlpQmXUoYx028LkF7fGC10f5VHetjxruuRTTj6h9GzLC0y6+MQhl215xGc7bVgXpg5xQmmH6YIuDzLW0bOkAzp4t+RXRh7bwM63htOHJX79QTaLvEv0juu82bYu1BdsiUu7WZcuhIY8x7fuQ8plPWWVT/ql+r0TgbuXLu8dfRetFiZcTrqcqFnPDnoVBj2vaKlT1Add/ULoiU8Z8Oj2hIC2W+rNunSgRVy3mTypQzlxnS/p0tStrewH/Lv6IR0dFGHGUhz0tEmbAk4fUk5eeMQnDvyFLPjkqsGSHXzZFStk4NFn9GU96eLFAZ2biaNuWYortNQlr3hpxpu2m7g1Xu2pAz5x1CnqOtM6Q3cf6HRlHVvpyopXJ9B4J694/afdizh5lFefePjY9Nk29BwP5dDT67SRU0Yd2tSWfNKVAXZa2kh++dJf7FjgtWg35cFREkdb3qSDp4ijjpw+0LakP+nDWl17ygPlhebqr3RobvLqV8olD3z4lfs0MvJAsw6vPsmTY9Dr2sx+o4MCTV0ZK2XgEa99YNqQV7z6xGsHmD6kDuv2B17qFnSxpe7Un3z6C25JJuXW6mlbPfJCc5zEAd30RR3gs558xMOYIAcf7TX+TqetPqA6RqV+xPW2Nnus5BPf5aVfgvtF4NIKcMXJSUrIss7kop04wyquT0DbHSIHzo22uqnnTgU+i20hNOqpS3552EGsC5UD6p87mjh5pduGngU8PNJtJ0+v6y82s5586Ok+QQevLfn1kbZ1YfqjbJdXzy6oPni6PDRx8tlWZ28nHpp0YNeR9LSfdlNf8ojvOHT2+OpDt59t66m365bW/Rbfof1QtxA+ffRWprLpa/J3um1h9ntJTpz6kcu6eoSdhry4rot2bvKpS7iEByceqG5lhPIJxQNTznrqWarLpx54lnSrP6EyHaaOtIleyhIOfNJThzLShSlDnbJGE69t2uKEZzRs+wdOX5bq0Nygp66sS+s48Fn0Twh/1mkv4eRZ0pU2lU++pC/hU7fy4BK/JLeEW5JL+6kTPO2kZ1398vlf2HnUmXjrwtRlPWHnS5p1eYD2M3Hy6Q/tpbry0JfkwWdZ6zc86Ye6xAMTR/u4lhO/Aszbpz//8z+/4a3pXYMOjW+X1wsCm4ODg3k+VHqfzRWVP5Q3pw8rfAecnMC8Wd/LLtvyOmltL0H0LOnqspxgPPjBDx55IH02KWXhVw9vJpNnk2+YJw/24bNI67Z6W35gyotXj/Y7H/le6yWlkcuy09QBRJ6ck5WuZ+TbXLKV/IfVU94+JQ753lan/LbtozJrcvLvghmn1NtliBsfTKjUSjOp86uLuNULJvPHERCQ1vsCLf2XDzwFGvOtXlwceW5Znen8KUOey3pZdPOgBz1olifryiMf+ciR+3Mg4ydlQVd6qLGfZvYK+kzfzS0MX5cDRyHRPh8CIc9qlt5v5e3LGv2yys/LRwPMHJM61SGOt+nJD0vOTwqxIlcrm6ta8gKRVwdx44MSlb5qZiGbhHGTbyaereg/WQT4eAxxE9d519qpW1myMTz0oQ/dmm/S0m908ka7800b5GPGd+JGSRvWhcQNefTsU7r9fWSWeOjPUp/4aBLHqH1ypzNeD3nIQ+YcyORlzripv9unD+QBZr6QLUU+4sZ/Gv9thxU+foK8ceO5fnJR89/gRSg6jLM2gOwf7Cf4L50sHHyQ5SD+I9diTTYk5pvZK+DjP5K4cazaVeDFLscJ5r0Fv9JH8UB9TFziU7bz7GofJrfU/y7Tzy3sQ7eLLrLT8LEijnOWrm9JXh5pQnUklDdxx7JeHT2xpa6QxhvdlU5m4u3T2uE5m5u3mmzz27fUa2edKjXLnJ2At0grTcxUX2aa6k9zSx7++sOa3wRGbyUknyplzdbbp2vBxzc2CrBWwsZb2EBxSbc+iGd/lBPmW6+w0G/ewCU/p30lBtTxlzpbHRynSskz+qp+dXa7tHlbHFsU+dJ2yvR6trWFrBkFoNMmjuRu1lf8zbr+14F84q1qMhYYO/UeBWJX34Doyj6hSxxQXvDyd3zSlnR1/tSJ7FELNip9zvSSl7xkjG8fc9rMWSBxq7SAY8zTt+yL9sElj3ihMmSCIBc2bztr23HSLu36457IXsCYUYgDmRcqXdb0e7/3e0N2aZ6iE3myJrCfKo8O5kulQhv5j+GBd0kHNLI2wI9NbFPsQ+8ndHmYoz1zCbK8/V3pFqc6CR42saEPHiPEPfvZz57I/KAddBM3cl6T89Z9Unn7QH/IoUxOWeJEwWf8YT8nJyy82lHemAHra5VjfuAvslmynX1OHuvQjRe+kNkh7VKn32zi66RrzDfHDHnqlcZrqhO0MV7OkRw7/SfLBxkMGIN7UrKf9sHxRS84xsY+Et8lm/wvON+MO77qr/0GkouXMdY2upl/L3rRi7b4uyx668R5qnRjW8c3bJObvhZm5nnmPMEedX36oz/6ozFf8viK7RsqBzF5Z+HHbp+n4MlD/PGPf3zrfwE9zLerr7569h157SHnVl81G7wZP8b81KlTIzOFfMhn3/XnjW9844iT+0qOl3VjmnMCnHj5oBN3fHFswXVe5aBRlE8Z8Sk7mM/+gMcOfsvrfnrVVVfNfe39Jh7E8fGPf/w4RuR+in190Ke0qZ3k63R5gPAtHcuWZC5WHH088XmAa0KNK0hzhvKpTvJSZuEKs1K9bCrp+PiamxkKkKVOjlmuYmtCjy+T1cQdV5s1MYYavrpT6dLGlTZXetB76ThlxatTqDx8ySMe2PG25eFqnyttVk/IK+iXtZSFn5WI+rDAWKFwVUr55Ov+Epu0Rxse/ZUm7DprJ97ilQ/Ixqo0K0ysdvD1HHJG9vIbv/EbmzphGiuJ5BdVtvPtatuvzqOu7BM84oEU+kERT12dibOuvpRJ/qzDs29BDhvEjVWpg1qh4atq5Hjuhc92EzdWWJbipq/I6Q/jS4FGET8a9QOefYX5xtevyN3KfPPug3FiFe85z3nOWMlkFVp96Ge+mqOWfKP1Rz3TscOdlSc84QmbSte34c6MuqFRh87qZh34Nv/2b/8GehT7w8rv85///HHHgJUs8fpgWzn7CN744mef63XyMI4x5CRm1Yw8xlmQZTWsUmdt+CzwZbVinPHsceMrWb1wl6M+1HPOfooejl/EjdVC8o3WydaWOGP85Cc/ecSNscFfSvaPtnGwnm1w8BsHY+V+yle7+DoY8814qZ/Pu9YJ+phvjJF68YN4sQJMH/gqmjLYoxC3P/iDPxgridjIuJ3h2O9XvfqGlH50nHh5sCmP/Xe+sZ/VicTIj6snynNHrT5qMO4gOt/UyVxnJRh5xpsc0b0QN8aNeZt55YkbbeYbcWO+Zf+wj17mGyuJ310rihk3fOcYwZdLsZvzTd8f8YhHjPnGHQf2Uwt6GHNwrCqzn/Vcwujm+FIf2xkr1843dGAb39kHiBvztRdWp4kb/00ZN/jwz812l7cPjlXnlw7scZMGvst3nHbVIz1jrQ5wjJVx+9d//dc5burh/464Me6s3KvHfmJH/7KujaQpA826MPlTz2A8Rj/088Q/A+ykYEdmh+VP+T/PJg93rDkIM+m4hUrxz1pZ5Pgue13VjSTm4p1c3KbhBJo/GkrSnWyDsPIDP3xOeGXU33VmW1lxXeagDoSVN3ScAEOjb8joIwfIK6+8cm6ni/KkTujpp3bTj9SxVEefOoHaMe7q58KCP0A+QJIHYXXW1/k2j3rUo2Z58ecD9V9/9Ek/0SlO/Us0cOLlF6Ycfex46fcEopPbjFywkXCfuYs/4LVn3Lqfa+01f9QLXd3MN05S/UPnD48TUseWW6JcaGZRFn3cKsZnPmDDhQ847fDHyp8q+5tzRD3o4JYwJ/dcqJLEHzmK+tm/n/SkJ40/IvDqkE9ebWoXPAU9bEmXh2MIt6U5seHk3f5Cp3AL+6qrrtocVHwo4kejfi6rEwLiht8W7eAncauVoeGz/YHPOreqOQnm2MaFTxb+WLlo4DEn/VW38vBLS1zqgb5UOEHjwgO7nIQjn7xcqHLib0kacePxEeLG4gQ0N/RwIkDcOIlb80u95wP1FZvqF4JzP9WntMEJKPOtVjXPmW/wcwLHCSz7QOpHB23ixm1u5vnS4wzEjeOz/ihHmwsJHh8hbt+sj6/oHzQ2Tm457nMcoA095XkkkI391BNU+ORhvB73uMdt2R7Esz/sS5zAM9/+53/+J0njWM1847Ee7SYDcasveI4TQC6Ue+GRQ/ZT4kZJ/62jV3/h0U7iwFOUAWY9aUv6xKlTG0Np6BUvP3TmDe3+f8vjH8YtP6CCDMc9jm88SkbR19FobX2Spu2Oh65/1uFxU/64wgdU55ePWse1x9Evu+6k4IqTlUT+ILNA58DNQQUZ5fyDlJevT7HDSlcvV7SsnnqwlF8+2vDaBtJWXn4gOwz0JV3KwacsOE4waHeZ1MUfa926GrrTNit2nFymPutA/8hTRj+hefDUN/isw5d128gZ26SDR16adlhVcpUBHAU5Dhj8uVtSl7ijQOTVYT+Qp95L8nbaYbLwI0/Zh3cw7vGDTmNI3bhRx4794ESJk0nb6UOakZ56wSVe/sTBz37CnRbqFniwi335gfJQx/+69TdOKNxPwVGYa+ynnDQhk/MdHnG5n6JTW+ynzBnltI2cPNixDt4t5yQ4SuIGon7oM39s2hDPqhm+c8JCyX1WG0Dixso3RTz+MM/ZTx1f9OuH/hI3xty4DSX1Ay+26X8vqUN76qat7qyjI/G08QvbnAz2QswZd0qOE23t02dP/vUDG6yacWz1JLLHFR1HLdrsfbCd+uTF7zXbjBlbp/N/4v9C6sw682ApbthF1rghAw4fM4bEDXn9xAcK8424O9/Ap5x95QS43xFFnpM09tNdZW2+sZ/iO/updpb0cFeSL59loR8sJDFflbXf8FGnH2zMieSRDk68OPjBGR/wFnRqAx7qu0rywpfyto03dolH+sM+QtyX9lMuhIibeoD6hB3mC7r935Wv+wTeon/4Qh1Z40Cbkv4pd7HDMebVwd2jebH3cof/dj0HF1y2l8SVk9cJCC91Akvpkwjckm71QaekXtuDcPbnMHryKp8y+uCEhwec+C6/q80OR8mdGFtsFHVqH5x1aeAsyuqPvNDHhC0/LUvy0lJuF07aYRB9WbStv4518iz5IF196km8ctLklUe87aPAHPMln7subemD7c7Xxwb6Eq96lO99BZ88nZ40dSSEnjL6AA4fKeDEp2zWk67NxMkrjTb03jYuSZMHXOoEL019KafNJZiyjGvKdRvZXtKVOP1RH230a09dtKnLJz77r155s00dvEUbtnfBPq7a3iWzROt9gsf+6POSbv1e4lWnurq8epf82YVbkhOnTdv7xDJ91y649Bd9lMTJe1R4vrqW5OwnPjAX5KHfu4r9gD91KLNEB7fEqwyw09WvP9LFawfZrNPOopw42hR96vuBfNJpdx3yAI1d/y+Htssv6Bdjob8n+hGInBgMIFde3G5iJTgLE5dnd73aVi4noPzienuXDLycSHKL0NUd5YHcEspVWA9oTmYgq7f//d//Pf/JM7jY5GoR37nil1/d0CnYzkkPDl755QNvkU6bei/IsHVayiEDD1e7ebsHHvCsPnMLkDql9xucceurFOjgDXhWOe6NYj+6Dzx+4epO2sGub68n3jp9YtWaMc/5ph1uGTPfjAXQujrOB2IXPcwP+mJswVG0IV4bvc0qKr4rp17mG8/lsTKXRT5w6kpc8iZdf6QnreNoe0GWfUs++k2Bbkk/1C8NmDhWZXI/haY8453zDbyb9pbihg3jlityaVc/tGUbSAFP39iP1wrzjeMbj2plQYZjBPtblrQl/jCfuoz8GTd4xKOXuLGaKN5YwSMOaB0Z5RMPTjw851O0oW10EDeeX6YPqX8tbu5byKKP4xursL2wat+fYe082GTM+nPb6EV26dEvdOCnc902EDmLfRFHWzlxHN9YiaWIg4cVXP6XdhV8Zl/p842VWXz3kcA1HcRs6d0O4tbfpdE3IP4RN8aM/1Nx9g+/8y4T9plzqYP9lL5TlKfOXRL/T2kvFezQb+MGjzoybvoDTTq8a3FjvvF/uBQ35Cn0w7ipEzsU4sZ/om3p0MBlDMBR5D3TOn6/J/oEuA/w6dOnN3/2Z3+2AWZh0tcbueOZrcSnPBOFA07+CeUEU67jaFPYUStLxOaLX/ziuHXDDuwBrN4MH88gp6wTU9yXvvSlzTXXXArVfssAAEAASURBVDNuD4MTz3Nc4HnG0D8W9TrpgerTT6D8iaOe+pf+cNEFD3bULc520m+99dbN9ddfv8WPLCnjiDt/zMgtFU78KxvEiFun15vh41kyZYWd77C2sVzie8c73rGpDBnnkHhmHPsWdFj0g2fz/vRP/3Tr5UN4OMDVm/PzM+fglKG+yx/oS0X76GFc2VKnMjnmyGgrecH9wz/8w5hXzFPayAF5oRLfeSFJWXX3NjrZwDPe2pYPmn6CS7xy6hY6H6UjQ0ld8nYID0Vb1MGJp82fGvPtrrvu2vIH/5/73OdueC5TfiD+Q+PEnDpxe8ELXjBk0UeBj2dZX/jCF26leUvfz3Ce4RUvTh3e8oWOTfTqCzw8e8x844QqC3+MjBnPVyOLjDoy/sioL3VbxyYFGYv83Mr+i7/4i80//uM/zjakETfeoVAu+yePNpKGDfB9zMXrwz5QvfY3ZYwbJzVZOIni+MQz5xb9IRZs+HbLLbdsKmOBLHN8eeGTuGcfZcIf8Dz2Qdw4vvfCi9XELeXth350GdvK0KaunHbFveUtb9l87GMfG2LQpPNeyNOe9rTZtnoT8gIc842FmSyctNPvfOY86dr48Ic/vHnTm96UpFF/+MMfPuLOfKfoK3XGj7hz4lzZbjaVAWj22T7/8R//8XjmXDvikRf3+c9/fnPttdeCGvqxxT5MOkXGnAUKCvyW1PPmN795jpt4eK+q59Wf+tSnDp2JR4dtXoAjbv3ZaU6esU2aOvnRqc/g8PGDH/zg5u1vf/vsm3p5cRF520Lk7Ie41An9uJYTfQKcg/53f/d3m0q9tGHi9x2W1dNKQzROUnmRpR9w0eOB04M4E0n9OXlygomvdFObSiez+fSnPz3emkUHsv6hfOADHxisTGBXmNTN1fVtt9224WDBQTJXExHiKvatb33ryIvKiwnY1wfo6ElfpQnlAVLEA62DR4+bMQBP0UbnZ2WEPlfqps2Xv/zlwQc/fMiwIs/qEC9z8OIWOOnwfOUrXxlx+8xnPrPhoNGLcWPMfF4tfej8+7QZE3Rw8krc+XPA9yzQOWlnwzYv6Fi0f+edd4759oUvfGFr9Rs+VgNvuumm8ewdY97jqQ51HgVmDLPedSZN/eB4ri/nGwdc8Moz3zj4ky/bEyrl5bG9CxpnZPRFfu11fclnPXnEoUcd6pRPHttC8Iwz+ynzjbfTu473v//9Y5/lpS2ekbSgg7h96lOfGvtpny/w8Wdn3HhhTT+gZR1d+gSNIh181qWBP3Xq1DgR+/u///tzViN5FpX5xqoX87XrGEbqR7u76NDY5EWW4xIXubfffvs4CU8a9Pe9733jj5u4cTKeRVvgkOuy2tJuyh6ljl5tCZHHZ/4XiBvHqyzs3xm3pKGPMeX4xrGZMdd39bPv8Cwr/c7c3OiBN+PGC4C9ON8YM+9OyqMN2tS1LRQvv1A685v9nPne5yv6OJ6yMMTxyZNBdQCJ28033zzixh0y9SJL3G688cZxMcnJbC/8/37yk5+c/xc6nWMDcaPfvMyXBf1cZDHf7rjjjnGcTjp+MN+4cMd346Z/rL6mbfAcf4HY5cSak3JyHXMCDz7jy0m/cePkOwt8nPxzfGfMWc0FR9E+xxYumJhv/flnfGXBhYtw4qYs8tS5QMM2ce9jpn7OH4gbWXKyIA+P/ZGmDeXFHxtYHTyxpSb0yJ9Yk3p6ylOeck6uwhr0rZx89ac+VZaIc3I21knonFcwg4n+tQKtTlanusKfXvrSl7IXDFvYpF473ZyTlfYDH/jAqU6WRs5GZOvgOXIgnj59euQXRa5OzGd/kU//6V+dnGzlRkUHG/rcur/akm+JDg8Fnh4LbXQ5ckV+9rOfnSrV1pxvEp/Z6K/xoE+veMUrRpyIF7bq4DXa5LM1XvIrC0RXfUxhqoPJyDeJL/ekYJv+kW+0/vimWqmdfU27xr2u2Kc62I6cjdqtE6GpblFN9RbzPM7Zh9RTb1pPtVo357pUxz2Bjofj6tilzjVa3aWY6gA/8rKmn1m3L894xjNGP+siZnHfWLInzjgzzhTa+pl1+eWhb9CByCrT6fIkfYlH/Yw5x4hrrrlmcbztP32vN7Sn+gMeY6Yd4lariFP9ac3zO+e68wU9xo25blGP/RMvFJ980GjX7fupHi+aKoPEbDv9dbyAtZo41cnH1vFNG+iyYI9tregPcauTxq24YcfjFHXiACRu5FOvR5lmtdmftC+DdKF2pZ8vRE+dCI0xrxW7Q8e8Vv1HjIk1vjD36mJiqgueqe68zcco+slm/IWvec1rxjHFmBI3/hfqbuQWf5cldpW9aKoT5RE35fUBaGyAvcDvJh3I8a0uxsZxOX12zupHPQow1cn91vGN/Z35VplcZt/hR9b+Csk7DS8yFv4X6iRuqvSWW/LKANHHHCJfd51cz/857DN10TFVKsNhS9+dY8oBiVstoMxxo9+M+de+9rWpMjHM8thh0y6y1Cs16Jjb7qfGrU6O5/mNXee6/iNfmYtGnvM6kZ2PU8SAYww5frUBtK48Ouvu4ogb/jpujBm50w8ODoYMcvYbWeps1Otu64ib84XYU1eXYwFkLnscTvxxqNNnrhxOdKkrpekxj3nM1sRxsgGdhMBajZzqttVI/m3QmDS5id8F5a9nlKbKYTnVVezWRE+b+lIrSlOt4E43VIJy/9xr9XGq/J/DL2Xkd/KDp37ZZZdNlVpmfBRC3/Qj27kjSE+o7ZRJOvUsSRMP7m1ve9tUK10T/Upf9V+I/3W1OlWO06mucEesKy/l+HBJ5Sw958CUcsiiHzt15az5I0H9V4gT2Be/+MXjxL1ui83zo9ulXXcOpsr1OT7YoTx/8pVmbPru7/7u4Tt8fexs1/Na42SzViTmg1P3R737wi5Pe9eYqxeeWpkY87+eoVuNu/2pRyCmSpM0Ve7Wef9Q1z5wyU9xQvXoP3hL1pdw0JVLurqVB54+fXr6/d///fkjGvaRcaKe7VoZG3+g73znO+f9tFZkxkcJ+MBHl3Huq4e48Sf4L//yL3Pc0ifr+Ex9qQ/2B1iPVI0Pg/Cn67zSVvoNrZ7LHCfptQo121YXtizpg7glSNwqb+lUj3cs9jv7TtzqkafxYR50aaNDaUv9Th+X/NmF0476WWzgArRWN8+Jm3EU1kreWISo1d55zPm4Ra0QTrXaOc+RHm/kwVU6x4kPUnBhjB+12js+XMLJc8pQd9N2rSiO/wU+MJMlY0GdeLFZ7G+HXIBw4s2Ci/4BHSvt4ketZI4Ll1e/+tWqHYs0lZptqvRqW74rJ0SeuNXdvalWaufxfv3rXz/iVncl5rgjY7+B6iBu9RjIOBGlH1xksrBA3NJf6ylbK6FjP33Pe94zbBObenRg/J/W6vJsT1tC/eAEvdLITd/4xjdG3zlxr8cWprpTuRW37jvytXI+VQq46brrrhu2UfC5z31uYoGNuGmry4o3bqfqgyGOHxcDfEyG+abcUr+hETcuErjIsqgn284ZaMex0L+7H9aqkTmJhdtaNZFGvsIa5MUQ1KQZeG5pcYuCh+st0KSLQ0/X1dvwcrulTogWb993Hdz24PEMboVpDz+41ZQvkKUP1LVL3lQe8+CZMnFLvnd52rv49OUwPvUKucXGbR76hT+pRx4gtK9//esjTnWVPPh4XppnKX3sYZcs+nnMYOkWonaMh/ZoJ04+6STk57GV2oGSNNeVrZWccSsqE9HzggLzjfHopffD+catrU5LWe2B2+U7dPTs0rWLh4T4+M5twCxL+r5Zj4jUCv94QbDT09/Uk/XuZ+rIOjK2hYnrOrNtPWOGDjfpvGDJfDMpf9qRB4ge5lv9mW3+4z/+YyaRW5zbscRtre/qJG7Ic9vYoj8JpQGV7XXazDds40O3nXLQeHyFxzT6s67osXQdu/A8n887DdwWXivq43Yvxzf6n2Wtz8lDXb6Oz7a2wFF3Sx7q6GKsiFs/1nde2sSL2+bEj4I8fWbOLL2cO5jip77kNm7b12riwBI3jo37zDfmCfNlKW5hYp4j2WdjBrTUAsd4tGzpoyPwKI8Mj/XwuAH+g6dwzOI/KeOmjDyDsX54Fj3jBr1OKEfc+G+kYCfl9BUcdvOxP+fb0rE+daCXuHF8yriRs5jjWz7qglyXRZ79m7gzbykc63nkIY/1S3Lw8lIl//u12kxzFI/1xs1+Sheik7jxaA2PisjHfyE6jRv82jeGtokbj0jgMzjx6tIWENwSPnku5vqlZ4DPjp6DnJNhrY5I0minfKfRrquo+VlO604uYMqkrqQhR6kru5mfNrLwgYdHXWswZahT4GVTt7JnqHfvCHVLR9QM9XdGREU96LXIb3/kEU8768oJ5bcNhL/LpQ5oKddpqaPrzfaSjTVd4pHXNrjEWweqe41XeurLujrAqVd6tsFZwCdtVx1a9802+pRNXNqhDi3nv/R9oPrhXasv6cFm8tNm2zXXUw+yyogXZzttOK/7vqIP8FKEibeu3t4WD4S2iw6PfsunTeWl06bId6Z192/i1SEudYi7W/LumjSgOu6mrtuWJ+WtS+sQ/cmT9rq/a7zKQ3eugEtd8jjm/Tgnb8qt2et9yLby2ksd1N2UST551SEPUD5h5wWvHLQs4sFJkz/5sq5+cSknLqH6lEt+6m7IWGcs0jf1gWN8oKtHmuPmOIJXR/qQeGU77HLQsQfeOrDrHcSzP+qQD7ikYw2X/GlXfnHy2X/alPRNmTOU4/V7ok+AHeQcfCeGNIbbnUKaUyDbTBLKEg48NuShDh/t3JRNPurgk98dHL1ZxKtHmjq0m3RoXS7p6Oht9R4GtbuLD93wsVl6rMTjZ9epPDzILZWlfsOHPgo67KNQ/GA4+6Of+iqveHmX8ODY5O1tZKGBz/6D6/2WT3sJtZFjCu7eKPqurqU2NH2QL6H9A7erHylzT+v2H3sZF/RK00Zvg89+Sk8cPODB7SrS1SFvx6tbPHxdRtl9YepSn7g139Nm8moTHDzyCeUVdjzyyva5Dj7HSD5t7gvTpvo8PkhTV2+Dxy4bBXq2xQ1i/SRf12X/5FFGvsTjJwWaG2159B9cFvDJL63rEy/UB9vaEUqnLQ7exCurfXmzLY+y+Itv8MLXZdQPv2OXOPDKZt+1qU5lxKsP2MtSrLBhzKlT1N3ls61v4JRDT6/Ttn8pT11/0r79gZ79pm3Rhm1gx9F2g45e7Rkr6bbhO45l+YzhOPb0CH1i0J00wn3E4XUiwe8kop4Tibql84AHlzzyioNuSb3gpKUO5ZQRwiN/12MbKI9y+0Bl1GMbWerZVp84ZNaKPNDX+ODptN6GR12dRrvj9Ad8yoJXD/WUE79LHzIUeOVLHWeod9tQp1C6UB3Q3aTdG3BNp3Z32VB2qX+75C4Erfug//i4VpJmXbk1mX3wxmUf3nvC0/tsH/bVCf+u49u+/YBPX9biJ31f35b40p+uT7tA+JZKyie960pa1pf0ajf59tWnDHoPk0nfO++SD+oGpqxt6anL/u3SJw/yu/jUvwuiK+133iX94NIHZZZ4l/jkh7aLLp9Q/jUZ+5H0JZ/Ut4smD1C91vXDNrCXlEn+9K3LHJf2iV4BZhAZ5Dyoi3MiOPGyLQ/QyQNED89Qkcw+8daTnzoFmvT0w8nXITL9alI59MBvG94s4NUH3nreqhUH1A51fUx9u+rJjzzPy2pHG/qLnqxLB1qHx6th+gE/m3XoR+k3vF5FI6sdYdetPaEytpHLum34lgr0zoM8xWeLaeOjW+pBlgJP1sURa/rYbQyhPX9SVt9SNHFZ1x948cFYg2fDt+RPnReqjg+UXWMOPX3HRzdoFOjirINXP/XDSsr1urLYwNd7q6gLexQhdWxRxAGtSwMyL+mn+YaHUPwYA2OsrLqCdbaZcx1+ZPU1+c+nrl2PO+gQRx17tDsOvL4ro0/wSqO/ySseGUvyKIsu8MZLXvDqSL/EdX7lOh5ZcF0f/NAo6IRH3cDc4NFf8L1uG76lAl0eIeNA3TFXLv0EBw9Ff2iLG4SztI6nbSyQpcgDTH3Qkidp8K6VXbQ1GfHKCrGZx2niQIFOHdj7oy7w6hFnH9TR6clHPfm1Jw8w95vEH6f6/6tkz9cepw4dpS9MEA7mBwcH40tqPARPWZo4TJYf/MEfHB83uPzyy8dXcMDJS53iJKaeEyz5qENjgvFVGiYzL3pZ1KUOILkWSTxO/kHq6CCfIB8c4AF6XoQDp52UpX7FFVdsKuPEptINzbk20z94KPoGTV1LfGe4d/8qnzqRQB+5R+k7LyHw8sKSDXCUSpezqTROm3p7dXxhjBjzRRv0+iLcYIwfZY0buYTJu2iRbltfwVPXZ+jJS51cpfjPSwwezJNHXeS7xG8+jlBvDQ895JS+7LLLRs5VXoRDTlnnjvKVwm1T6XY2lZZn5L3sPtFm7qiDtpt+q1tof/eBXYb5hu+8fNFfhOv6fu7nfm7z9Kc//Zz5Bh8+Urr+gbyAP91e+pH17hvHCPJRM9b5QlfXh9xBHUvYz8zzCY64geclKeOmbI45OOLGfs5+6pcA0SE/9aMU5hvHCF7O6y9epk76XxlLxsc8nG/Qd8VF+SUIjrixnxI3XuiSD/+tq595lXFb++Pft+/oxYZ2lBNPW9vyCKFl3Hj505I84h784AdvKovD+HAPHyuAh+MDdV6WyheTlNEP/gMqO8/myvqwBLmAsQuOr40RNz7CQdFX5fXDuJHbFRmLdNvKg6eufejJy3wkhzVfcqxMJLPd5FEXuYAr68L4GAd+wIP/HOt4yYy4gWNTRoidyoSwec5znjPiRl5faHwEiLjxv0DcwCmTvoJ77GMfO+JGLmDmGhsx4OUu9tP02Tiogw9EVcrBkQsYGfwhrzH/F7xkxotwKZ91dLB/V2aYsc/gM3Ti0eOmPSF85AJ+8pOfPMeNvhg3XqrDfu+38kDixsdjyLNOrCj4gF5eAOzzrfte2Xk2laZu5AJmsS7jO5Sd/UFOWteRfBdrffStfk5sqYPsnEaIVC51ABopSmqw51QiNbgjlx+pfEgdYq5Hgoa8m0GkTaqwOniJGjy0oVFShvp73/vekVaLVEBpm3rtmCNlFnkV66CwpRPZmuwjhY6pX/CXTT2kk/mBH/iBiVyT8ONH+qI/4qXB2/sxG9+zkvYUAWchbc1v//Zvb6Uawm/9J1UNacRIT2NRJ21y7Nafz0Tc7Ley6CHVWP2xTHVhM/cdeX1QV/YdvbTpu3zgeiGH8eWXXz6tpQQjZR55X8lBvKSvvvo30ruREsc+M9Zs9Qc41RfVpvpi0cgVrc99PNBbB/vh51Jf9F/Y+3A+7bpYmeoLd1P9gcxzTP+B5EYmzQ7pjLLog34CxSXfhainLe075vpAbNl2lXe9611jP60LoNF3xsq+M++Yb1dfffVEmj5tCusEdKTyI32ScxVZdRg30mfpE74on7hdPiZNWXAvf/nLR7rF+oPeGjd8qBOHkTqqvlC3FQPl0zb1nIdrPMoASQlHPm5SEtp35zrtg4ODkafYuOGv40P9fIr2kVWXUJ+zH2s2iBtpGHvc8Ju48b9A+it1Ay3klCXloamt7LuwTl5Gyi/yt6acvhM3jn8ZN2QZMzbi9sQnPnHkCkcGHfYNH8R132jTd+3ob0JSutUX7iZS96VNfSdl3i/+4i+OnNdL+shtT3pPUqXhq3LAOukaMa0vH84+6y8+VZaCidzKdTK6JWe/iRt5oz/60Y+e00fkb6hUoaRxcz/t9kk1SF58cl4bI/tOKrq6AJ3gcd+0/0DSjJHqjDzJ6bOxJGUl6e9MpabP6iCFGenOKmOEJocPytdX/8Z5CPMNGTf01EnymG/EjeK4KlsZKKZHPepRU53QDzlt23/jVh8J2Rp75Jc2bIinftwK8eMM/0QXBphAsDPUJ23nBNw5+TmJ5A+9UpRsnXDkAdSJIuxBFa89oIWdjryTnFBx8pMTlzon3qdPn148+cb3umKcXvva146DjTua/nNiTB7SWiWeDzZLPugLMH1N/PnU1ZWy4kj+zckpScX1O/tOjmPyNJOvkH5S9J06+Eo1NPJgupPnHysnkMQNO9oUIt+LNGHSxQEpnAjWqtbIrZwHKf3gxJsTfPJq4jsJ0+0D8sw3TuD5E1PeGNTK3/SGN7xhjKsnuMh0H5Zw8kCz6LPto8LUSR/YD/7qr/5qzFV9dr7xp0d+6lrpXPQX26nvqL6cDz8+r8VAX5boncZ8Yz8lib5j5nylTf7UWmWd55u+oodxNG7GKmU5yeKPibhRum11HQWqAxk+gkPOU04qOMZw8uZc5QSLP3SOI54YIbvv8Q3etRhD42MYleJsK27OG3y49tprR9xYXMh9JP0/ar/X/EGPeoG9dBr7KXEzr236TQ7e+lTwyE+OHuLFZqE/tQI8cr3nfGH8adcq4sj3zEcMesEP/hcqdeU4oVI+j2/EjeMnucn1e99+974rL54PedQq6sghre2cr+TbpW985AWbeZyiL8w3TuA9GUOH8pyIkQeevO69YJ9FnW/WYg858p2jQPcbcgdzklyrzHO/0WMf2IdOVY5cTpJTTh/qM8zjg1b67JxDnljysauXvexls7/6jXzdBZ64OPD4lv4jz4Uu/wuciGpPeSB5sYmb/wvpN3XmW311duTkRp7NfnNSXZ84HnFznLFpnbjVCvBUn1oevrOPs6+rp+4ej7zFzDfkekld0sAt8Uq/mCFxewAdqACdyELX2Wpijv5zi5LvaJM7sybd/PwNtzUe/ehHb+rDC1txStkkqC/p1LPIAw4auW35ZKY5DOWHj9tbfHbRAk66OB6h4JPCtVMPlP7zmAHfi+dWJEU5dQDZLmTRZtrQPjTy9JJfmUKbDTrxxnduD1H0M/Vxu4d+c6sQPP2m1E47PqGccVMvdOvqBLdW4GWjoN86srUKMXJhdn3YZdwoysPvBo6cj4w5t9vUCT+3zOl3XbwMfMpAp51FWfC9Tlv5lNmnjmzqSxlySRL3OogMtD7xqAD7CvPOsVCH8vLavtAw+6FPu2zqL7D7yn5aF8rj1jb01Mdt0UpGP1R3OXVyW5m42WaewsttWOJWK25brulD17fFtNLQBrLUuSWNbXKBW6Bx65f5xm3hLNpOHHV9UX/SxcGjXeg85oTtOrHZwsPDY1088mEsUo76+RT80P99dMiPrc5P3BhzbuvD55jzmANjZtygWdDBBo58s3VCJmmGPPKAfJ2ozDj90IeMW9omVnxunLhZoCtn3bY8S1Cb0JKfOscnPjnf9fG57voo1FAHzYIMGzgeuWHMefwmC7fr6bePhUHTh7Rv3NRP3Ol33dEc89VxkI4e5bHJmOGDctKJG4/7ZNFnceRBpu/qVm9dCG3q5HZ+9EA8cvJSRxYdFPBs+FEfe9nUws7A89PtgjNu5hjWBvON/ZS4UbQHXR5wzLU777xz8PAjjUcIkaetbNKXcLOSY1gZx5vq9N2z9xh2cleXCADdZ2I6KQyHbeTd0dTVeWxLd8KB73Xb8ibkZAJ67rDaTl3KgBOvXvpEWdMxBn3BBnos6rJ9T6F+qgf9bODpM75mP/GRtjxL/uivNNrKYce6dNrwaCfp6kJOfuoUaG7QkJdf3qSLOyO9fZDCJkUf5BF2veKBu2x0Ptr4YZ9rFSBZ9q5js/sMDt32c4m+NqbKKbu3I/cCo7FYin33x1j3vuKGvMYGfeJ6LLrbna4O5PVL2+rUh7Td9R61XauUY1x9WTdtoIs2BR/0ZyDO/iz5BkleIP3JPtF32+pVp/psqwu4REu+XfWMt31a09l9hw8c9vVBHvuhbfHyYZd650t+ecUJkUUfssmzZCN5Uk5e6bQtqROcvEB9ll9eeWiLU1/yZrylJ0zexFOHthQ3bcNDf7oN5aBT7DP15M06NMqaP+DtZ5fTn6VYqBOZ7gdy4lL/cOSsL+K1nbbUrV1p4NHbC3T2c/i9wFI/vMqnvq6Dtr4s0S52HON04leAGcScsEyMpZIToe8UyY+8dE88liab+pKWeqzDxwkFfOhTTnpCeJYKMtDs5xIPOPl22ViTXcPrk7rhww/aaSfp8NjuJ1PQetFGx9tesicNqC3rSbOuDWD3G57Ey9v1ilcnMHXRxlf4PKgpk3xJR6YXZcSnrLh9obqE+EV9l055sZGxRyZpu3Ts698+fGlT/vRlyQ9lhMljHVrW0W1bOx0ioxy81uGjbrEOz2E6lVmC6Ekb8NhGL+PD5p+zOPicg9QtyDqm0sG5n+orOIpt5bOtLm2jt8vAg0zKqWsX1D48qcP6kqwywrRpXfnOI157XX/KywvO+pJcynR92XY85E8ade1Y73Ta9if9Sf7Ey9v1ik/96VP6uaSvy3V9KYPepfmiDeZUl+/6s5115jKF/9s1HdmvlKW+Swb/2O6N/3J8cMMmm37pg3T7ZBsoDz7ThgffOGGmTZHH9kAek5/R12PSl/PuxtKkWVKWE6FPBnVwq4hPWCYvug4ODsbtIm7lS1uyAQ7d6gNaX+MHf5hO6akbOdvU+UwyWQ3kBUeplwk23O46n5K6qGsPaMk6ONvwKyNvh6lf2Y4Tn7Jpg7e0efzCA4R8vJXMLb56Xm2gkEndS21lhfJrT7zQz4Z6q0s8K3NkAzioebNU1MenN/ncKkVb1Hnrn9tsPjoC7nyLttBvHV29nfrlk4c2W/p4mI7Ud0/r6Q+6iNtdd911jj/cWmTM8w8AfvthHUhR75nWmd/kTTx1+288Op22OpN3iW9fHPrUxXzjE6r1fOeWOI940e96iW/g9UEm+8TnU5lv6pPP+db/1OVDD48q9c/Ig4eHrBPc1l4r2lmjr+HtO5DbwmSMSZ+QI9NKPdM9VHQ7yqd+eaR1fb2NLJ/r5TO1vfDoBHFfO9HqurTZ9eiTeNvIk33j9vo0cdfFo0rYJnMBpeteaqtfqE7tiRfyiWhs8xhHFm7lc3z6ru/6rkRv+aDuZEg7S3R45Vmjqw+6vOKAykFbqifvvnXtpL41WXkOo6sz+cQx1/hEtW156sXqMea2E3IySEHmMB9S7qKvV2dPbKmTnvmli5oA88PkBgQcGyV5pQOh8zA9Lw3wcH1NiPHQel2BjjrtehZ0PFjvy1hdXjtC9dLGLlCcssmbviVemdTReXk5iwf3eZu4Jv/sM36z8dA+dPp4lJK+Zz11gLf0evoMrdORA8dLJ9KE0miLA6ZO6ryIcOONN443vO2vkIwgZHDgRZYs6tOGtMRL676lfV5YqD+HkU1Bm0DGgKwWvHjDCybqQr8benkJj5dglsaMt7N5oWlpvunvUaG2059et63upZiIS33yX0iIPeYwcbvmmmsW48bb2by8w4swWfQZ3FpdWtJTxxo950TKUs9213XUNvONl3cuu+yyrX2c4xRv+n/gAx+Y51vqxgePEWSJYI4ik8e3X/mVXxkv2foylvL6zzzkhao60d2yzdytk7+JjCiMC7Gg2Hfl1XdUiDw+cfwii87SvlKpsMaxO49v2k9fel1f8Ln77Ziyn/K/wMu47uP2GciLUrxMtRQ39apL+9rVR2METF7qHN/e9KY3Lfab7BJ1Yn5Bj28f//jHtzI5OG+Yb/WM7Jhv+m//7Hc/dsoHzL5Sh5cN2dQjrzjaFG2MRv2Ip20dCB9QnPzibSdMuV341Jv1w3xL253X+VYp+eb55rxjP3vMYx4zXkj1+Ga/gMx/9FGAxlSe7MtxqdPPE50HuCbHuOKpg9F8tUTdknh5a/AHWT4gL0lU+pJNpbMZeT7BJV8diMYVGauKXIUlTT3gqNvude3v8k0ZdaRMx9lmVedP/uRPNp/73OfGSx7qV5YXZniYn1UeXtTRz+Sjbp8S3/3RpjzZ7nVl4c26bWHSDtOhDLBObDfXXXfd5qabbprzLoKnoKcOEmNFnNVY8j9Tet/hW+v3EKgf/Ute6nXivanMHeNlqjr4yD5g7Zib06dPb5g3vExXfxwDXwejoY+XJF784hdvKtvCeGFzS7gayLHqxCpPvmjS+Y7Sth/IrNWlqRe+LLvkku9C1euN+c1LXvKSTWVbmPPxagvfWBll9YQXRomb4539oN7HXDrQunoTrtGVESKzxpv69q3jb709vrn++uvHS7ZL8+2b9XIaL/ixGgp/9p25WBf3mzqhWZxvxq3PN/qAHo6LyFeapjlHqX2FXm++b1gtrPRSG3JnZ9+hU+Tft8/ysdJfJ6Djzly/04JOXnjmhU5WY/E/+61d+PRDvfqT/OKU4+7Si170os0nPvGJ8aKreHUQN1bqKqXYOL6KT4hO9QrVs0STB911YbF597vfPfJPd50c/3ghkxduibv9U14b4ru8bX0Ayku9sopsKnPSOI7VydRgl4c2c4pjbL6kLB1mjnm0KcBddekJd8kt0cBR0o5tcYPhLE/HJU05cdlWDrhUlzdp6lFGWudltZ/97LbbbpvnW8ryYuAXv/jFkQ//ssrbnPK7dKc99R0HyHw90SfADrqDuWugk5ZyHNQ5EanUJXMGh66PPxYOhrxtzQGeN+S9Pa3e1Kk8UHrien1NVr7UIS8nU9zO5C3dym86nxBIR5Y6fxqcOJCUn7d3eQtWGtCD3kC2n263ke+VZto4TKG8ZNrgT6nS9Gy4AKAP0KQDOThzogmNW3bcKqT/FPnW+i4daF0b/NnXyu/4Y7rjjjs2tbp2jtuMDScEzBtsMmewjw7nG74zp7JoCzn6yJ9bn2/Jf5LqXMSRsYP91Ljl+FDnwoG4uZ9yQuQLJMb2sDE/akzVe1S5ffmZRzx6wD7Om+HMt95vLrhIvs9jCjnf4Punf/qncQLLfOOkZakw38jCYty4gODCkWMHj1ZVur/NLbfcMi4607a6+IgPJ6LsZxxnyISRcV6SUXYNcpLFn73HNzNfpC7qZHaotFdjP6HvfiwHGiX96LbkAZ912sTN+cbxk9J5eDSA+Ua/sU3cnG/yd5mhaOVHXj4CwcUKcx0/ui74alV+HNepY7tyrg8/5AWu9V07QOvyMo84vjHfGPs8+UUnxfnGSbhjzsc30KE+L/rPSJz7Kx8U/ei4c6XOYORfo4tPfeL2gWtya/jUua9vyCQv/2NcaDLm/G91Om0uithP+U9wvvH4TfI6jqlb+mA8Rj+jr/VzqRwxAtwWYKPU6umcU7MmzZyzj3odzMbtJ+rcgqg/hZGztv6AhzxL8N+qwm1NPkKBXzWnx6af3KpKHG36wm1E+27/6UMd5OZ40B95vlV9O8zuG9/4xjEW2U/qGQv6L66ejZxOnTo1j5n9o9/031jY924funx1dT5yPDIX0j72iL+b9uGr1eLZ9vOe97zxyAa+wus4ocv5Jg6ehz70oSPHavfppLXJNb0UnxwD4mkcr7jiivmDFu6njKNz3TEHWr8/xpSczOQPzX5S7/OHvhMfPlxQf6Jzn/joScbN+encs82cQ2c9VzryHRMTEvNzqx08dHipq482vqgDfK3QjzC6v5xvTOvPfuSw1Xbaz1joA7bJbUvJMcWP7kvS07/EP/vZzx4fLsi+4ou27bNxq2f+x+M36HC+pe6j1PnoEccNbKCfzTG3nThyxfO4l7btRz++ie++pFxd6Ex8wCiPb9q2z7SNOx984HGv1NH1X2ofHgFyJjvXGFvim/NNHLGHjxzUfBvAuGOB+sV2fDs8Musc7Gd3JyCsCF0q+0WgJte4Wq0JM65ma9JsCUKnVIDnq2h42eCtIRl09cg/kPfhD/6xUfBBf2jXjjK/ZYu/+K3v+gu+y6lDHnTd3wrj4G1g/cdH+kO/gbnRb2Qo2a/ktd/GZDDHj3agYxudWZRPnHMGqF3k+qqxNMbSOnZoO2ap9yTWiaExJ0ZsxIiS40jbuOWYd17jDD+0bIO7vxT6wHyzL/SVkj7bN/rNJi981I2bckBK9pm68klDFry86qaNXTdklIcHujLQzqeoD1n12VftQwOHn2zSxeuDeOXEw0eRfqZ1pi8eY6Tbr6X51n1Vz/lAdGkbP/UVH9M2bTb6neOizeRNHdblA2oHPRyf0GkxNvBoUwgf/tJWh3KX4P4RIIbG3Dga9xxHNMLHJt1xgSYvOIrjMhrH8OfcBHLHsJMXuktOFuw4qbK+RtcvZYDWpd1XUB85gOmDuPRhFw0+6Slzf6/TT/zWd9r2XZx9SJo4YPKlrjW8smv6oCfNPyjwqVOetAnuUtmOQMYMCjHqMTNuS7zb2s6MQcp3+v2xnXPF+SQOf3t/PBYYl6U+dZklHnHyAinotS7PhYL2IfskLm3qzxINPulA6ymfPEt4ZLruw9pdz1Hb6E9/aWuz9yFpaSf5UtcaXtluG7wy+pC81i/BexaBHvelcV0bBy1Lt30c4aUT4PMYVScGV0tsfUdWpZMOCB8F2fzzkRfowTlxF6qOH/aj25BWt1DmK0J57BNt6vJSp9BOnoG8H/2s9VnfGQP8p++HFXmNA/zUl8ZRHmm03dIOOOcUdfxAhiv8LMYZumOQ9Kzv6nPyHdf6rv5DcxyJu7zEntIhdHBs1t2372/xsy9rftFvytJcR9YVJej2ea2vh9lKujHtOPDoX7Ox1o8lPLpTf/JIs1/JZz/hpy5v+mzdfVnd4pExtuDY6FPSldFO9jv9Sb596rtk9Qs/lsa863e/gF+91Hu/7YP6gfDl1nXbtt9AbUi7BPeLAHFbi500xqLH2PHBCnUK/L1uezAcs59Lj0Cc54A6sYQ5ScBRnEy24WESJi/11JG083RtL7FuR1/FA/uBDpx4jNgXZdPwEi7p36q6/Uv7+Eqxf7Td5FPOPwX5E1K33/CnXvm0QZsiT4dnqHd/SMI/a/1QNv1RRl22U0bcSYJL/TdGjoftjAs08GzM9SypE3q2k+9bWe8+2Rd8ShpzqBfoniQ5x1IeftprZV9a+oEMttKfpK/ZWsIjl7LoThx17HQ/xcsLVLbbgUZZontslD4Yz/5oM+X1RV3ClNunrs7kTXv2B5x4eJXDD+sdwqdf6klZcNlv+YEU7akXnP0GWpIu7hJcj8BSvDLW0GmLQxO4xF+Mx7f1iOxP2T6q7y93YjlzEhEE3tz9nu/5nvEG9FJQ5AfyhjFp0Eg8T5FmvR88BtMF+mHyHxwcbC6rdCj+0ekPNIoHp3pofqTp6YnL11xTzxr9W40nHR3fRffNY/2137Q9IJMJoHICjzdn8Vve3gdlwXswgVe8ctgk6T8+iBOq0za8+MnHONRJyiTnG3z6iR02ZdH1nd/5nSO9kxlH1H8SIfsecSMzBjEyTjk+xJK2casXeWZe+XvsUlen3R/a3/7t3z7mEPONYj9yvriff8d3fMf48A0QOscF4kaKsKVjFvrUY9xIH8fxgkKsiTnpE5NvENsP2QC+93u/d6QiS5L+Jm6fOvsLx7aDOsZhm4Iu/aBtvxln+pjHt1121eM+iS6KMtjwWO++B83tDPfdv8w30kwaN/UI7+bcr0YWDY4xZNRImxkHjxv8f33f933fyAqQvN0Ssvpjv2mnTmQ4ZpFWjawS8q/pZZ7B68c4tKmc7Uvw8AiQnclzi4x3jg942sxz51vyakUZ2kt0+Y4FrA5eKntGoA4a57wRTOL8SrUz1cF7fpuZecNWE2m8fVsHjNF+/vOfP1WuvvGBgrq9OJJPo5Mi3NOVe8RmPypdyvS6171uqrQowz/9TkgfeKuXzAmVLuic/tet+fmtZfXel305aiDwrVIuTZUCbmRIoH/Z36wzbk94whOm+oLUSNSPrH0DMobiiIM0fbINjawbQJLyV/7NkYHD+ZE+JI4PqNRXy6ZK4TR0I19praYPfehDU51YjPmV/mYdPXzwgYwj9+YHMezbxQQZB+LGxx7qRGd1vI39C1/4wumb3/zm/IECxxF42Jjfn+KCv8y3r3/969Nv/dZv7ZwvzPVf+qVfGpkb/vd//3fep4nbe9/73qn+MM85vjnfetyY6xQ+IlNplyYySaAfPmSEWa9c2xMfTuDNdAv+M+ePWpCrl8CmSj82PrJBpgF97RBf6iRwetvb3jayfmAPeQttfdCfpFO37TEd2f/6r/+aKhXYdHBwMPpr/+070HrlCh7zzbgt2dGfwyCyfFyjUpBND3nIQ2Ybvd+08ekpT3nK+EhJpQAc/bAvwF1zHbq8xMfjW6W+G3Po13/91+d+23dsZr/58AzHwkpFN3cr9c7IS5WdESD+fPiI7C11crtzrjMW9c2C6fTp02PMMt7U0SXO+k7jFzGR/p3oPMC1Qx6p1M67xU+bfHpcwbKCQe7YOuhurTLAw6rI4x73uE19+Wdc8briCi11Zn3L0AVqcLXOChEbOSnrZP4cSw9+8IM3V1555aa+LjZWVLqPvQ8oWMKdo/hbhKj9dYwVqySu8JEbEXwWcjXXl3M2dSDf/OiP/uictzl5qGc8st/q63RWhFiNwzZb/VHO+VHVzWpbfV1r85u/+Zvjk6HMLQurOqycgDOXpzRhpTUaY8Z8YyWoDnr36zHR7wsBGQc248b+StzMlZk2Wa1krhN7Vv3dT5MnxxN8jnny3V/qzCXmOquLzDdy3tL/LKzU/uqv/uqYb5U2b6zcQqdvxs35lnGz78TtqquuOidu2GQlEP3kHuVTzOQGVg5IefjDH7557GMfOz7/7Ur1INSPvLb3hchxXMZ/IHax3wv7tsc3PgWtT/It2Wd/6qXLYZfjq3HjY0kWeYnb7/zO74y4sQqb800eobKHQeY6NokjY19/8uNzyF2OO0l1UbT5tV/7tc0P//APj7nReWinferZXqLnfGP8c74pi3+PfvSjx/G1vg44z7e0L2/iLtXPjYD/M85zjm/kVybuvXz/93//mG+//Mu/PO627DOPl8a8671Y28Tu0jPARxw9JgSBc+IBuU3+9Kc/fRxw+BoLEyt56kp8c+21144DIvJ1hTUOJE5Aeb8VOz0HXnwjbQ4J6Xt55CMfOb4Up2/6Lx9tNuMh/v4K7QcH6sprPP6g+UiCaYP0m9uxtXI1DhTg7KNjR9txVqZDYwIvf27IgqNeq23joyKcUNTV+BCVn5OF3/3d3x0nBOrUPm3+vCrv4zipIZF+Lz/1Uz81vkDFwVCdneektDNu3Ip/5jOfOf7s/RhGxoG41ervOIEAr6wxpC0u5S6GOif13Catle1zTv45QWS+XXHFFaN/vT/czq+8tltxIw4WTmL44hknukuFuHKyVyuT84t1HvvYJzj5ffzjHz8fM42x8V7SuS+OR4jYOOn3YxgpW6uQm/p07NxvbOKTRR+cA+Cpg+/F44HHCG41P+tZzxr76X/WwohyyFK//PLLxxcdffSh616y0W32tjLs+5xcs7jhxzCS94EPfODmuc997vwFOn3Sd9r2J+Wybkzg9fgGnToXVOxvzDcu8inq46LoqU996oZ5Yay1D2S7VPaLgHGDm/lW+c5HnJlvvXBxyxdEGR+KsjmO4rrscW0/oDq/vfR1XHt6L/SLULG5g+bBAjw7OiczTiJ5eYaTP4A80KkDHorte8HNvVVoGwFOpPhqVC8+A9jx9i11dJ5vRZ+6D0vt9Jk/Zb6c5IFYfv5AfDZOHDBlE591+5284LINP6vu2OYLXFk4QHECzryhqC95qHOV78kzbfTDixzyHuigremAdhJKxp7VuIyb/WfVrMcNWsrKC8wxvb/GN33nS1DMN1aIsrAyzPHJ+ZY06upgvi39sRI35JlvGRNkbXN3DNusxKIPvDSev+WizjZ0T5CTF337Fn2Wn4UJvsLYi8/fdrx2u57kw19K8tiH5Otxk4eVee7WuJ/2/xP4tJH6DqunP6x6E/deWDFkrrMamyVlE591fUpe+5R8fHoX295xUI7/QeaLz5qrRzptxz/1XaqvR8AYwsGiSt6pUYq7moy5cRafsuI67DKdfjG2x/5WnT/xJ8AZgl0DDR+bPL3OJMgdN+nQlE+ePOjBc18W/LHYJ9sdygtfr9MGr45OR5e0XXo7jXbqWqIfhluTF4/8mm9H1a3O1NdxtNng6Xy25em+Qe/60kf1gpOv60j+w+rq6HYTv6RjH7p9XZPXJrqo294lt6RLHHrSL/VB31en8upc06HP8gH3xaXMUev6l/0BJx59HnuW/Fmyl7LSe7+1kXblFcKzZtuLT+XlVa9y6uoQPos6aCtPHTwbuOSBtqss6RanvpRXtzzSkjd56Lv943EF6skrTT37wCXba3Lypk3r0KizUZZ41dt5lvDyQHPM6R/9pnAhkPiBPOKPPiKW9o6iRh2HyRsfdfc2+CWc/OcD9Q3Z9A+8NPBs2d7Hlvzyno8OZS8GyFw78Y9A5MShzq1wcTnBeHbTFQ4HV7oTp14aGLf4Ek8dOVZZloq8S7QLjTuKbfuIjPGhX9SZSPRdHqC6udo3btLpl3RwyHIQTDnqxk2bymRc4GPMPIjSVr+25U/5rEs/Kuw6evswfcStXh6Z45ny+g4OPuOR/ev6Uz7rnW+fNnbY0APEB+q2iTfjZpEXOr73P3L4lHW+2C/wFsaczT9+eGjrg3rlPx/ofopOivax41v7Xa+8+MN8A9ofdbCP66s4ILLKa8u2dGAW+RJHHdtLcccucbcsyWOT1Tj9kQeo78rvA+0D8mzZVt44QWcVmDZ8tCnU07a6oGWd+ca+YlEHPMirTyif0GOEcuKJGfJLBV42x1wedWCLuLMxL+WHD5rtpeMbPMgcNmbwHbWsxWBND35SgPSV/th2rg/EWZ7eb/sqD230sNF346BfKa/MvQWzL9jGB3Daxg7jnXFP2/rKfKPvyqmDMfMYoS150COfOpPHujRgyorHZ/8XwKkTXvzGB8uSPP027klnXPVdeeGSb9KOM7z7iHmce7nSNwfdScLtvde+9rUbX1gQz/OiPHP5Iz/yI/OBDZXShZ/4xCc2N9100xYeGz/0Qz+0edrTnjZemIOXCQ50g4dNPSvufkvR+pYxsx/GzZfo5OGZQOLGSxYUdWRHwNXb35t6g3XQlQUi94xnPGMrxZx05KhzW7cyWczPuSWdZ+B4htkCbckH6fcm1A90apN42YbOy3fXX3/9/PKhfMaNFxC7jDxD0QX86XZsO+Z33XXX2Ffsp/Dg4GA8D8/zaPY13UQP2w033LD5zGc+M8bQAzo6eDaal5LUB406MtT1I3UeVleXsh/96Ec37373u2cb4tm/ma/s7+BSTh4eW3nNa16z+ed//ufZF3mvvvrqzSMe8YitkyFoyuKnfVFGG9DEyScu229961s3t99+O6gt/3iWlWfaLV0veOYbxzcfBdAvnjnnHYYHPehBQ1x812FbCF/nzTZ8tIE8f8tc/+pXvzrjMAbtSU960oibsuKByn/hC18YvoOjqJsXjPGdR7XEj8rZH3UStzvuuGMrZrDwQhDPH8unXmjg2Hh8grjxOIF8QB4jwHZlsIB9po1GtG+55ZbN+973PtFjfrAf/fiP//iYb6lTJnDixV0I2G24v2GLOnE7derU8IXYWHjGl2e3lRdKp03cODbzmBlFHuLGfsZzyB5PoGfsaR+l6Js2mG+MWWVAOUcvz7v/7M/+7FaflBMy3/DdNhAbpBrjv3zpkR15sh/K6x99ko968srzjW98Y/he2VhgGTxAHhkhbjzTblGGtrYqK9WmMt7McuJ/8id/cszXPI6mvDrECZXX5nGCJ/oE2IFkgCsdy+ZTn/rUhsnjCbB0Tkh4VozCSYkHCScGJ2Ff+tKXNjfffPPmwx/+8NbEg4dnwDhA/8RP/MR46cCJBUQXhbr6BuJ+9oNv+q2ftI0b/a5ULPPODe3bvu3b5tyaxi27ZdyQJe4W7fBMNSdS/FFcVjk9LdDxgRcsPv/5zw/Zr3zlK5JnyMs9PMuLbV8I0/eZ6QJW8NO5Yp8wR50TqNtuu23MF5+9NsbEjfkGHyclrsjo6n3Zh26TlYlKzTb8Zsz8AwNSGCfG7GEPe9jIpKC8kL5++ctfHvKf/vSn53lv31l14Vk1+g28p30lhmzoyflWqeR0aYbMX3z/sR/7sQ0ZAZSTgefkmW/MV16cpOgfkPnGsYILN+ebstDRl6XjOh1ecT1uqYc6Kz7Ei7nOM7nKYYMNf5lvjJknwOrgBJj5xhgir6x04BIOvdKg23YuKMOJd6XlGnHjeKEMEBn8Zc67n0qHxnzj2OoxQp3wUDgBxnfmG8/saxsa8hk3Lrh6YaWPZ3GX4gYvL5CxsEHczCJhPzmRwzY6kO+l0nuNuc7/AvLGCHnqjAPzjfkCVG/Xc1+1tY9v7Avs5/idJ8D2Aci4GbfuI/ONhQ3kebka3fabF/PoL3OW/Vy76uht8YdBfOJ4y4k38w3bX/va184RYz9hP8V3oH2CkTskHp+Yc9Ao+sQz2/yX80IZ883CvJMnZcDZlndXm/l26623Dt8rXaciA3J8Yb4ZN/SoCzvON/xeOr4xDsSdfqNnqagPGnXPT5Z4jwWuOnliS03aOZfh8573vKleCBi5ERn73GpyTXWAniqV2chtWQe8OTckwatVjalO0qZaOTpHvibQVLdchu6//uu/nnP/1iSe8/ChA1/uzyVjpZ/g6q3TERv6SZyIG9CNmNbK1MhFq5ww45bxVodxe/Ob3zzHB5vEH0g8609oqttCW+OlLsbjp3/6p0fuZeW0fV9AbFLwt27/zn7XSd7IjcqcwveMnX2vA/OIG3JZ7st+GOe0T55Pcnzin+Otz8A6WZ/q5G/kILb/ytP+yEc+MvKu1q24ea44XuhjzA8ODqY6WZnHHHn73XWqew2mXP0pT3WyMWlbu0LGgvl04403Dnvso9oD1srv2I/h632n38y3yogw5puxqxO4kU/VPqjPtjbST/sCTnqtIk71xz3io78JiVudDE61yjnHSh/QV9kI5v005ajTF/ZTcl4j45Z+pK5Oh89+Ae0zdeb6q171qqEfH5nr2scubeJ2xRVXjFy42tQGOYkrVdfwXbmEyOM7uXQpyulvnQRN9XLfatyYC3VSM332s59dHPO6AzVsM7455hm3Jz7xiXP/9Z++14n7VCd4o3/yqwPIPGJfecc73nGOvP6r70JB/MRWFnDkzK4TrhG39Nk6Y1YvVI18w/BnoV0rlWNcHG/liAM4jh9rcev6UvdaHRn78cpXvnLElTHLuWId2+RYr4Wueb5osy5KJvITw4Of3W//k5hvzG3tMue1ry59BZ809+klet1R2IqbPgPxhf+MWsEeotpGN/W6KzfV6vDq8Q3f6+Jjqrtfg7/7oT4gW6fr73GBxO1E5wGuCbXhdsNf/uVfjtUR07WAZ6sdoOZdzby6EqpgbSpZ+OAnjYs5I7na4tYeV43Ql0pNpnHVxlux3NbgDVhWiLSBfgrti6HgL1fWr3jFKzaf/OQnt7JH0IfsT+1EIy7ciuItc688e9x632kbN94c52qYuNWf3VhRIOZc5ZLOCj74HS/qbNjmjffTlZmjDthDHvx9UTIG2MM3bBs3Vj9ZnZIPqN/wO9+MGymsLMkn7kJD/Lvzzjs3L3/5yzfcHjSllL7YD/xgFZe5zqMxrDiwv4Crjw1s6s9+7EO0kVWOOoWx5FlRVttY/eM2qUUeofhdUF7myutf//qxqsV+Ct7NeYNt/GIlhf6xwsPKJI/2cDuVOUuf8Fm/0zZjxnyDBzlWi7Dh2MsLTnnqFKF1beAPt6Hf+c53znGDR5+RY8M2ccNX5j235cGz4vqyl71s43xTPzR1YAsZHu9gfrJCxnzrPiq7BOWVhm7mN7eReQSAmBDfpWLcuKNTJx4jbvCdqlvvHGP6fNNv+kAhRsw37rQdHByM+cbcectb3jIereIYT//gzw1Z5xu+ose4sYJZHwwYj5sQU8cDGQu60Mt84tEO4uajGO9///s3b3jDG8YK8v/93/8Nu8ZIv2ljk7nGnOMNffpPkUeozQsB0wYZaYhbfcRjZHBgbCjwpP/gWS0lbtT5ohupV55vAABAAElEQVSFFcyM20Ce/UGHtpAhbsw3VuBJmZZFvsTtqsPPndvrrrtu3IllvlG06ZwBh236yX8H/yc81gAf+0idPG+++MUvjvGA1z5TpzBfGHPuJrFKflDzzWwW+qwMber6IB09+ANNOnF76UtfOuYbdwbE67eyzBfixv8C6VeZb9DqYzWbN73pTSP+9C1tagvf2S+Yb+wv5Dr3mWD165vytClJP4O5+H+JMYE+0aUeexgrKzWc42qxBnpcadWkGVeAQHDSgaxIUmpCTawcQ1/iUyZ11mMQ4+tIyFqo5yb+/gT1rw4e42q2bgtOdeAafbd/wuy3dWD9kc/9rByUWzFFNnmpgzOufNWIr5rhB19mYyVPfvkcM/1InS94wQvus3AaK6GGafO1K+Jmv9LH9DvrfKXKuHed6r4QUFvarpOZxfHufXBc6mJnqpPmMWZ1EjBV8vt5zP4/e2f67ElS1f2fz/O8NXxlSGioPaCi6BtANkFpBhCR1WAZMEAm2PdFNgGBAVkilG1AZGdYBoZ9kR1mGBZBZJdFBA1GjTB8Qfg31HM+2f0pvvd01d26752evn0i6peZZ8+TWfnLyqrKsn1Ns77muXOgbX3Zbz1rH9vZtvpJ7TO2h76zklsTquF7TSKnG9/4xlv6o3yZpj6+JofPCdahp/KIp2y9689uqg+anOK7fmdd9OXiiy9W5Vhxrw8yrMr3eqOj3mMYvuODPpmq2HJPk86KO1940wa+6mOmxo2UlTV0AjWZ2cIvX6+7umoyMtUjKkO2JihT7X08yyPrsSZfz3APWezXYwtjtUwZUu2YdlxdpMzxYgVUPlJ5U1/mWQGvBZi53Y3BcOiAf7Blf6vJ0VgBTd8yn3Wxftw5QAcHK+6saktDNvOpizyrtHzBTPvq2U+V+WpmTepOsWd72w/1h/SFL3zh3OasHOPTEp8y+g8Pdw5qsjz3VxTpf0+tD/g8r8y/733v23KXQz/0Xbv6wd2DK664QrXTYx7zmFPqnTq6fH18Znx1sftDOcF6JO5cyRP7n75OWJE9alANuaXK1UnmK6dq+HnFok7SU66AkOVKEIAuVIc1O+tCL3hk0Jt2zcPTabOisyCTsbE+1pU6ZD3kFZfuS0sceXiTZh48djiINzHqAA3+bDN9S94lf5J+JvLYsB3xCdCuNOug39Y1+ZWBJ/nQJx/5gwTtkKYf2MQ/fYQur7j0S7o80uAVR6pO8d2mvMrvNl3zCXn7DLqx1wF6DZRz/fVNX0iVFQePfUDbymlTO+A9UsY2Fye/MUEGGqBdeUjVmTh9BYes8n18QxbIeKQf0tGnHX2Qhrw0UuuTPpBPG/gBL+d56tEXx1l9T13wCGlXnLzQrEuvt7y0N0fSlYfHfPcxafAkwCvOVD8p267kPVL+IPPa0w/L+odtcKa93vLLMxhP/sgrD+jU2+sNfUkP+J1AW/Jp0/4CnjbNPgcOOfucfQw8fPqiLlLl1atdU3jIQ1deGqmHNkilk0dGP7QhXn2UAXWlPHj5kIdmnKEB4KAB1kccqXno6iJ/rsGRfglup4aVbkfpjW/HsZNBp+N0sEOBR6d6O6/6uvzZVMb3rM+ab71unc8YdHyWtWOaf0jy6Q9l4red3d3YVO9+U2ystSM0fbBOO9npfMrvJHem6NjTh6XYnq4/6FyKlzY5t7BxOnaWZMFhQ93WTbzxo2y/yvNcuqnyltVLeYmWfJlPOfC9rC7wAGV5pIGXTj4BvHzy9PFNPHLyk5pXX9ezHb7bgFd587b1Wn9QR/dDu6b6SroE0tHXfaCMfY6kg0/eJb074ZBf8knd6l/i2Un36dKxqR/o0peudw3f+XZbTpvInE7dt5OVlm2aPtLe8CS9+wZ/xyHD0eOivcSTF69c+pB5/ABSd+blVZ9lU3lJzUMzLz75zZvCA6Tf0s6V9EhPgHsjZkPbQcCJt/Mo54TMzio+U2QFddqxEk++46WfbakxycFizUfrlHGA1/JOdHi14yDVZaGjR12pnzyQtBOYg/tdsoXP4K0D1q0HeWVIxWeqPLzXBmA/j+18yDos8SXdesOXeMrWn/zpQtpBV9dt3eCTFxx52kz6kmzilFVPt9PxlNUtDX0doAG9r4tPO+K6DsrwSSfdre3kzXiA7/q0m7Q1/xJvnnHVvLrRSd3z/NHOXtL0qcdSPdqArh/Seqp/a3xJN991IOvRaYdd3skP6gCPdSG/BvImPXHaMiXuBwHY1N+1Ns8V1zUfsq7qNE0a8toDL4+2l+opj3LyWkZntwFOSD5wnZdy+qJcpl0H5a4n+c+F/PkJcGtFOh4dlIN8dgA6RO8kTXwLXdk1OTtk13G2lvFXn3scLEP3BJefVMg8OMoZH8tr/OK7jHrTD3HKXBsp/uBH+qLvpPY38/ioDHnk5M8y+cMA/daHtTJtDs0jfROnLKn6rKu0LMuDLmVS737z2uo+pz3ya5A0dcGb8l02ZTpNWXT1eqacefnwH1wfp5b0g0s5ZJfk4BGW8vogz1KKHHzymte+dGXTjjhTdciDz+BsO8q7ge3ktEGqna5THvD6Ly5lzGcKn20FXlq3B0/qH4VD+tGn9AHTWUfy+pz1yHx3VxlS20od8CIrj21E+UwA+qgPB3nriG5tmC7ZS1rKGiP1WH/4U6brhJa80CkrkzakkWIPmvEDtx2oRznKHPonvdvt+O1snCu0I70LBI3Is168Ccmbun1/TBvZjsLbomz+feGFF85vX/ImbD2QPt6G9e1L5HpnQgd7B9YWUmMfPt4+tUPKrx3tnk1p1gc/iRs7KxA398fs/irD2/DEjb06fUuaN9aJG29YEzdAfuNgGbnaCmnsl8nb9djm5EbHNbXDg3GUnzJ50utd73oj5rXtzXjbt/t4kGV9sD7Y4lkz3vTmTV7qru/dD+rHrhfGLXeBgDd1dtkzVTae2uMNZOLPW8TszJH0tIlvfFTifve734bN131LmvZiEKfNcjDvetghhQ8U8HGH3PRdG/upe56n7NRg25CaV/8d73jHTb2wN/Yopb74ik38/8///M/B1n2wzAb597nPfcaHHa5//eurcshbT3lnYmSWaMaNXRL0JURm/9nPl5hx/M7v/M5gyf7Wz9PuD7sQ8FEIzrelt/K7b5TFGUPLGPc8Jfbs0AAkPfPYI26cp+ztiz76G+MkO8DQ3+Q3Tf/Zu/miiy7a1Muyo79hizfeiVePW8rBR9zqhbnxEZYb3ehGww5xo+3ZGcO4YVdZ5PSD3UKIG/8LtD9AnVlVZKcA8mvAeV4vJI3+xgeTGFMTtJG4M5nP+qg345Z0fRHHPsjGjR0FgIwb+84Cyo3CyR/qTayJG/+LS/0t+XeTp63RS7z7Xv7K6wvjKf2Fc/2Ck3vMU2/GZvobuyTIa33RAY7D/kbK/rzi4YE/y+AE8ECm5HvcpMurD+CJdW3JOuJmf2NMo+70N8YLfSA1PwzXDx/rqRdrxwe63AVCO0tp4sifKzBiWj9HHurEGfuW1sbep+wpWx1uvKnKnoj1ZbF5H+DqsHPcapudqU7iqQZSlk+2HMjXSTXe/H/zm9883hKtP4ZT3hztuFn5WZLBP44Oz3nOcybjRl3rJNzyxjNxY7/HGpS2iBLz2gJnOn78+GLciCN7TbJjwmWXXTbL4gOxR57dOLBNfLHdY8+eh+z3WBvxz/KHlcG/3qYZw2c961lTbQ+2ZZ9NY0ddoLHfYw3KW1xe0ruF4QwV1uzUH8PYn7gmtSPetrmx5+1k9l19wQtesKWP4xY6a5P3qf5wFt94RgdvkLOXJfuyJiBruyd+t3nk6+MjY59e9vrVX1Pq4Xnq2/zYyz7PvtP0N/aOVY7UGKD3zne+83TNNdeMuvb2xwcOwHym29Wlvl431ZZyY49Q7KV98sSttqKa97NNXdh4xjOeMdqlJmVbZNEFjvP0kY985Jb6pg7z6S95gHSprsautiwcceN8XvKduN3lLneZauuqWZ+xZ1eCupCa2MnC8yPrzt6mjBG11dsc26HkpF/sO11bVo64pRx59Bm3L37xi0O+Jt1b9LDPOX29x0154vboRz96iwz2iQm7ErDrT/4v2FdIa4I91QRmy9v8+t7jKf5Mp0tthw32nc7+1mNP3Njhg1037Af6RvkpT3nKKXFTByljBDtldKDep1N3bNeWhWNnp7XzlP+FusCed93IcaUm7VNdiI0dQHp/oc3Qie+1depwXX+tR48n5X7Iu5SyWw39jX7dzxXixv8Ce1OjM4Hy1772takm5Fv6m3Wwv7GXeH2VMEVPyXd/u61TBK6jCNruyK8AVwcZV2NcgR47dmx8oYurP6E63ViFqI45PtEKX3Wm+ai2H1eNrLhUQMc+o8gk8OUV9uJkNawG8pmEHgE96gVH2UOe6ogjC5/88pKqb4kmPXWA2wv0emGHeLDXK182Y29EAV+4mq6BcHyilZXYLs8KCyt8rPTw1SEAOfmIG/vO8gU9vh5k/Ug5ajIy9u38ca2MuVen9kn5NO0Tn/jEsaLklW7WH/8FdWfsOq884OUj9UCXPKk3ceQ5jBv7jRo3acTlyU9+8lgdYa9H8akfm5b1RZvSpOuvfJ2unCl0ebEtgGNVi5XN+gPcfPnLX5Y0+ClcUKspz33uczc1oRn7saY8dPo/X/ajvfhCWNLJs3p5ySWXjBVMVv8EaB7i9pra31ghYd/NDqzmsCc4/uEn9uyL1L0mWmNfYvzGfwAeoS70xqdKiU/9gZ3iLzoA69FT9SylGTe+SNeBlTjizjhEPdMveFnx4qDerGomsJJXE72xqmR/S3rm13xe6i/ysj8u+8Tyha6Mmz4+/OEPH59oPVbjb8YNOneJfu3Xfm2MwV/5yle23DnAL2j0l7rwGPuMd19rgjrak5WxjBu6aVs+6VsX8XN/02f0UCdixl0r4sbdLmRsR+JW2zmOuzTU0froA/2XfaxZneM873TGNcY37pagq9N7Wb3bpX3MklddthN4eMF7yAuP/Y298RlflZeHOyTEjdXItf7GGMe4TtwAdaCbuN3//vcf55T45DHG0NJneKSRByyrh7bArx/+8Ifz6v0JzhO8j3rUoza1bdjmWPU3+hdyylLmTi//XewHLEjnbmZtcTjuVLC/OZDylPU38ekjeOYKgHpHoX7ob8SN/kLclINOX65tV8edNerYgTGZfay5o+oXF5Pn93//9zf1UZpxJ5X+tgb6neka73UZT2zPPwNcLUgg6PRMkrjFyebe2TE5GfhDZzADn52SDsAtNP40mTjz55oAb+0hOm475B968pBf0isPOrpNaODSz+TJfOoxv9d0zQ4DAnHjlhNxA+Tldh4TGuLW/YGHk5C4sQk8t586GDfivwRMvLm9Tptx+1Ybpvy53eIWtxh4cNjkkJ46E5f5zmPd4GEQsywf+JTvdPnwlz974sajN8lHfe9617vOt/+loZc8hzZ6qn5T/xCzrD5wyks37XYs8wfBIEs/p727ftqEyQgDedeNDiZYHLQZFzDg4OMgz+25+nrfcEN58IDpKOzxB1n7G49w1KrP0KBdCtyCxr4XS8joA3Q+fkN/q5XKMWFKWfJMQulvQMoNRP2oLyce0nZKjRuPEhC3DsS89i6e49jpPE5D29HfuDWdvvPHmf2ty25XRk/qWuI9VhMN/ryNW29HzlMmgUvAOcI4wG1tzpPsb9i9oC64eGyCW8HdD8pMFHik45p67IYLmLRNnrjR3xKffvB4A3FjItg/Tcu4z/jGRTy2EtDHRI9HMpDTN1Lz1JnHH7ioBNSB7Jo/aWMpj5x6kp64zMOTMtplwYKDNiPtwP+h52mnUebxBuPGx58SOA+R97EJafiF/fRHX03lNV3CH6v+xoIJYwxjlXqV4Tzl89MJ6uHcZxygv+V5ok9c3NJnOB/XQN5uF35w2YfFkSJH3LjI4oIt44Yc/Ym4wdN1I2t/+8lPfjJ0qRsawAU+/c3yQB7xn5+pQG49c49YQKh+/iHZsewk0Jjo0Ck5wNuBKS8Bf67wMbAZXvXBn/ZSHjvwa0cZ9CHj6og6kZUHHAdlDm3IQ5kDn5RJ2zvltaluyg7cyEonXYvLTjag4yNxQPeSHvRzWAf4LevPEo8x1UbGIvnRazntgxOMASvXDPLdLrrhEa+cOvQdPDhtOqHucvKhN+uRfppXN6mxUR88+oYeyupWDhz5LHe7Q+jkj32WOOwXlnxHF3j7Av7o217tpJz1Vx+6rKt64RdvDHvcoatXXakHGkf2IWTQZ506DfrpgP6ogzKgf+lP51Vmryl1AexjyqM/7YGnDODPmtxgqB/iBBAj8rYDdoybNnr9bAd1SCeVhqw+oI8DHDLk5RtOnPyBHx58WKIn71o+fYZHPfqTvkhb07WGN176mTbRaRlbgrFKnLTum/i9pOrAfu8r6IHeY59+mjcmpPCDRx8psFQ/aMoNppM/4knRBU/WH7w86tWGepTr+u0r6IMmHTwH4yU09AvwWCdS6qU/6Yt5desjetIfdWtbO+fTExEYsaog/bQFjmhkDAEdhTyB4fBPHRw0O1Ln72FLOjTl5FvrpMrJZypeHyhzWO580pTLEy1xyu0lVR4Z66U9cEmXBxx19oSVD3ye4OCB1HcCc+IXe+pP2/KDc+Bx8FcfKXT8MK8+5cFnXhvgleuxTB74EtQPrueTzzqZdp2Wl+jgODqPfiqTPPByWKeUlaZ/yoM3L41UnDpMwXOkPu0ttTm6Ujbz0ABxJ0p7+9X2ko4lHNqtG3l5rNMaHTxg/W0HcOgQT16d0E4H0k/zGWNwS7aWcHv1Q3vo6nnK+qFeeUyXfFjShTwy8rMogG6Ozt9tSUee8cGJhT7AnzzkLavLNH1IOfqXvoCHj8P6py3l5MOW+ZGpH3GWd5tmP7cO6XPm04b+KdPtpRw0ZbWX9ZS360obqT91kbcMDzLqsyyPNPDK7GQD3g7KgE895JOWdHVQ//RHni4nPyk0ZShnDJWTBzp9Fn77lzzgBHUkTtoSTtpRTonZ/pdtzqHI2UF4hIFnvXgmk05mh2MizG18bgXZ+aj+Wj4HA8MEL3ZMuzxl/ei0xMuXtsHxbB3PDXlrFx/g4TYdt4G4JXQ6kPbSn8TvRf92cvqePMZOG9DAsQpLm3HbB3AgQAe3io7V7TD9TX3wUiZu3/rWtygOUC/xIm75rJR69MWysr0snrTbTpr53dRbXdjiW/b1WehZN/LUn9tz3Db2IsCYIKuPPMJAvbk9q5x0bk0St/R5LY8+Dumk2sg8uncD6pE3dUkTJ89OqXLwKZu4Lp80+eFJfJdZKiPbZcClziW5/eKW7KELH7Tb/dmvLeWW6qKNpOmDcvQ5YKlvKg9dOW4JM75R5kAOHTxawXnKOCcor33KPBPJ4yPKSWPHiXx8Srw6TNENDZuJ02ZPd8PTZdK28uI6727K6CBunOcZ74xbfyxPu+g3v5d6K7fkt7FTL7zwWVaGMnmetee5cenI03487sL4Bg+HfUh58cphZwmSrix8iV+Tk9+0y4hXPumdlmXyPKLFfxrPjgNOgHnWmnmIj45BS72U1SXeMrTzsBCBCtSRhTpx5rcpq5ONt3Z5i5K3PHmzmDcueSOzXoKYPvrRjw7emmDOb3WSRw5QF2mCePjMyy8u+aUlDj7tJF5e9PLWLm8U4y8HdcB/3kLm7Xd1dP+6vrUydeXogD59M79mA3weXVeWOx/ljLf1qQncVFvLzfWuwWG0HTHgrf0l39ClPN+ur+cER7yImfGrFxbHLhX6kb6R1x/ShF5e4lUnPpjvOhIPn7HXb+gvf/nL5z5KW1N30to6baqLuFFH+BKUr62dptoKZ/ArR92Rf93rXjf8Sv8y9vrWdacd87vhhSdtke8AD2/oL9E6by+ru+Mt93pQV2x1vH4iRx4+eUili4MP2/vxGdntIOuk7eRf8iXp5JfkOs9ey92uNvSXcoJ08fAZV3Dm3/Oe92zp656z7L7DLjzKk6Ij7aHjsY997JBnXM/zvF4cHO4oQ0EfyKPPg/J2IJ/pEi8060ReP5MX/H77OnrUi+4rrrhi/j/Iet/hDncYu+NYb2X0TT3gOXYC+fbDm/FOf+oFwS1t7jhVLzdPdQG/JXbYRXbNvv5ZD8prMU5e/cl4aEdbpBk3bSjTy8onPnnZWaNeZh3txnhMn6Xu9Rz/9NnPfnbUU37905euU74l/FHHEbvzu0DURQFXSR/84Ac39ce/qa1ExktZXH1x8DA8KVdlpLzw4MoacnmFZb461rgyS7o0rkGkV6cdV+bSwEsnBQ8u9YgnBVjJe+tb37q5/PLLxyoHb4DiswdlXlbi+WFWOgRtWt4p1Zf0B/+7b+hxtUFecNat83c/4Eu92kUHkPK1VdamJoGb2sJovCBDLGwv2oqVfF4k4E1xXvRRFykv3dW2dJt3vOMdm+9973vjzVlkONBB3FgdJm68QIQMYD3IizOfNHGk1kmccqQe0Kg3vMRPnpQRR3u+5jWv2XzoQx8aKyRZZ/LsMczqcE1oxw4d6PRAh3H70pe+NN6SznqTZ5cAXkxkdcy4pZ/pkz7rGzQAe4Ky4jpv8pFPOnltGJekK7ubFDl9gN982iDvkfTMpy15SQHL8HPgO+A5QR68/JT3AsZCef1Sh3jK5kk7n/yk6IRH/qTtlFdvytYfyxBLnHnTrIc4hMh7UOZNeM7Td77zneM85Rzn4Pykr0JnlZMXbnkhF1CelJU0dva48sorx4tsnt+eM/R1Xgzkpc2aZCzGQH36rI1h7ORPxgF+IfPiSMWbitPGfvu6fhCXN73pTZt3vetdm3/5l38ZscrznPgRN164ZXzM/qlPpObX+oj2kte6kCb0uklTVlus1L/61a/e1BZ2YxWYtrK9HN9YHaa98mVb9eiT+imru9cDWtIzj7w6M1WvKTqX9EJHH4B85gfy5I++UaS9aLdvfOMbYxy23rQXB3c6Ob/YVQXQL/PaoNzzlNMWPEcZiMf/rSvgS45qUKg3kyQGCAcLBgkgOwsdjhOOiQW7RXDbyImBHQhdyHiAd1CB5iE/fPJAE8TLT9m8PKTgeEuVbWYYLK666qpxYnQe6sMEj4ncsWPHhu8MemkzZdby8nuiyyc+y4nLPDxrZetJar7z+6dAndjipvYz3NQq77xpObqVR5aBlEH+gnpTnDdkfQyEuHFbsPaL3NQVNaxDbmRO/mCj9ikecePtf9qbP9mErIt57AOUE5d16nTK6bd08amLP+svfOELm0svvXRsPac9eAF4+WjA17/+9fEoBFvq8BgHj/FQJ24pMsgygabvA10HNphkZ9ysC/zk9VfZTodPSBo4y8iStyw/aeqlzwG2/yicxo+6U4W49EX/4DOf9O67ZXWRKudYIA6dqYvyTtBlKSfspG+JX52nG1ttqw+/jEem+mubWlZeOVI+QMFEgPOUi7akWRcmeoxvnJucpzwKwZv86Gfbs9o/efOSl7xk3g5LOXVxkVsryONCkQkVF43pi3y9XsOZ+oFXmvWUpiwpPGt0fYKO35T32x7IsluGcWOs0Mf0y7jxX5DjG7yCcujkoCwu+eDvZXHICZmXP/XCx84NjMmveMUrxv9yykBHjsUoFqoY23gcgrHd93XgAZbkwHV74jw/kdU38kLiyFtWHr7eZtCA5Lc8CCd/oFMn/m9c2GCBJm3AWivW43+PlIsWHong6KBd8egRl/WUflTTEROWgY8ycLuBxx641VCdgx675ajOM2/AXoPrVB1vqgnEfFusBqw5fNwGqdWJ+VYMsU06eXHkPWYFCxl5SDtwewt/8Cv9tA7gPLi9zeMQtXdrV7OrMn533xHEr8Rvp0xe+Ttv1pUPQHAkSK8/tqn2oRy3hqirdbTepuDrYmU6duzYeFxAXbXqO9Xq5hw3+JRJfeDpF7V/4lR7kCo+p/pDugbJY77XH7y47EPqTDk2/K8/rPGRkKV6iyPlNnHttTk2fEcXcastp0bcki/rzjkArf4YR9xqoj37hh8C/tbqxHzrT/+lm1q3Nbp8pFlP85nuRkfqy7x+kArqVq88lBOnjHTl1JNp8oCXl/R0IPVmvuvUd/FLvOASb5n0dCF1pQ31Js6+TiooTz3e8pa3jPO0Lj4Xxzf7LX2W2/vHjx+fauI3VNVixfiwB4+F1R27IS9/P8dr8jTVSuJUe6xuaXd9whfGdW6Z6x9pB+tm3+n0LKtHXsum4lNmt3k+uFTbdY2PfHier9WduF144YVTXTDPdUs71JlxWL9IO4DD3zWfpZPa5vAK4OWpPXbHBzjqImZxXLc+pPWuw/SgBz1oqgWNoUodpELqNi9f+py0zKunp+pIXvOd17J00g6f+tSnxgeAajI//ousZ7Ybefo6PHU3dzyWqZ6sizjt2S6UzctzlFP69v/jaqKvbFWgjwxwW+HHtdE3t3zXoDrJuILy1rIrZ/BXRx1i8JCvDjrj1CdNfmWSLo80bVqGFxwAjjwv7bm5uzjpgzF+WBX8j9rTkVXA04G0o570sU6y4Z+49Bl+8aadXx7iCCAvLyll+iyrlH1fziHQfqgv9eYKW6D9aPMEbSSOPHLw0k/0xTolb68HPPKv6UY+dcHH0esOTl3UmZXthDX93C5jBbz+dAY7qwpL+5mmvP5wm5nVGB4hkW4qj2/TgxeHoR4L5eSzLuIpi0MefNKUg3a6oJ/a0K720J88S2V9yHou6YFPvdDhB2zfUdjlj3pgJ6+PilMW13nhke74RFm+JX3q3U2qbvSoc0lO/6Thi36Y6gspYxbnnrQurx7wnKc5vhFrVnc5lnxSJzo4PzhPuDMkr6k28dXY2e7ISpe/p/KKhz9tg09a5tG/H+B/4Zra9zhBvYkjT9w4z7nVDiSffoLjSN/NG5MhHD/QgdSnHmSA1G+e8Y2xPSF1iIef9uJOVU3qBlo+aOoTpxxlaabi4On5PGfhl8e064dnpzZHNnWR51Ec/st3+n+Gl/8vVvDzgzb6nXrFkaafmceXowrMI/5PBvGoBoJ603HsPJTtJIkDnyCPOMrcikm88qTg12ieaOpSTn7K4uQxTR5tmMKjnHzK7SVNfSknnhQ7S/VI+/KjA7xH6iTv5GqN3vktL+mXlil8gjKm4NPnLJvvfi2VMxbqQ147ykgj5c+h9yFlMiUvqM8UPLqynLzSSeUxlc8UPGCaeP3Uf2jkPSirN+WTXxljJT/4MwnqxU7aF68ty6RA8lKWDl5d5D2Sh7x45MyD3w9oG1n9U4+6k0eavPIon7yZV24vqbFABjuCesWZQodmH5JffJbJK2eKrABOvLhMk64/0pfkUjd8+sm5CX/Sl3RLl5Y2yG/X15VRh37uJUU25S2boit9opz80uGhzozFgnz6qR51J916Igtefbtt87TZ9atTe8lLPm13XnUp09OkW8/kAZc80IwDaZ4L0qRnueOgLUHWEZmUk19/um3xyWf+qKcsaP4/VrbOw4kI0FnsXKR2PHE9TsmjLDj580qXjklZnepSB4OMNHHygFc/OPWLl88B2rK86u0nR/LtlNc+OrSrH8iCW6qfttWvjDpSBhx0bSADXVDWsil47ZNPPnUmb+dJe/Dpm3osQ0te8IJ+IgM+66UeeUnRA14+8h7qNYW/66AMnaPT4BevHXkoSycVP5D1o5z6xWc5eZQHxwFYJ/LSycvT6eDt/8mvjDjk9gPIa9s/c3Gk6td/bSTevD5lHcBRNtZLfiK/hNfWbtL0gbz+2qbpU/Jad/mVJTWPfem78SV5kMu4Jo08NvAR/4yBsdKmqfxdh3j50CmAy7J406Rb38TJZ6oueDgAcEt46WuyvU3gt6+rV1lo2gDXdcu3XYq8sZWPcuoi323Ji7x0ecAlHl7qJY4yeQE56eCW9IhXJuXBqVtZ+UzFW1fltU0KqIc0eaDpozzykwLqIq8seeOJfIJ6evuixwN+8uozRZc84NSVvF1W28mb56Gy2qCsDmWPcspq+//xxaCjHAg7XsbAziJuiUeaacpkHjplOzblzC/pXsMhC6R+O/gJyk91Jz7z8u0lXZJPH9Z0LdUjeXejI/nJp4x5/NNHcaQeXUfXIz31iOu8SzrFkQqZB+dgTb7zy9tTeK0XeaCXE5f+y6dOy/CD67ydnnrJJ6hTXJbX8mu88CtjCm/mld1Pmnoyrw1wie9l+bpt+ZQ1Tb7EyZ/0/eaX9CZOveLWbEuXf7/pTnq2o29Hwx/onSfL0hNnPTptjUf+3aSpQ/1r59ISr7iU6TjL3Z+U6TTKynkuZ6rsEm5Jl3xLtLSVdO13OngP+df0L+HFkWY+7azZlj/pyInXn6U0fTavHuVJGdsBedQlr2XTjlcX9E5bKnfckl51wrvEn/9Hyh+llJfDj/QEmA7C7RjeIs2dEeww0O1EdAx2UuCCgbeMlzqUnafTKHu1qD5STxrlTOFP25lP3fiBP/i1BuqiftRzO941HeLxA33pgzTS9DPxmd9OHr6d6PAQS9725g3Y5Md+AjTalxhRf+k8884G+sQCng7w0TbQ4OVE8aq+81tn0yVd0JBTLzyU7RPKqFte+BPAUw/9kSafdpRnt5Jxkp9cqaAOxAI8PP1An32SuCGLPQBeQFvkxXU85QTtJG67fOfv5e1kd0Pr+iybqmOnsnym8Pc2hdb1gCOOGcs1XOLVkyl0y+SFJRy0xJs3VXa/qXVCX4L6Ox6exBkPcZx7fXxLHvWih7EAXvq4POzcwjihvuSXBxxtBq/jCfqWIOWTji7PG/Dk1Z98mZe+pBOadGSynPnUl3nHes5hABsd1A8vcYM3fUk74InRkh71pqy4nsqzpEcabUCb5Xmkr6Tykbd913zTjm2jrHj1WsbfzmMdkkd7yOchb0/lSXy3nXML+ZTTJ/Dk/f/i/x+e9E0ecCmvTnmlkSas4ZPnXMmP/9F66/KSc6VCe60HnYGTiK+r8MIFW2vZQexApJ6MtVvEpt7C39zqVrcagwY0+exI4vAlceSTlvnkyzooIw4ZgBRa7VCw+d3f/d3Nf9RLXrzEsQTw4v/d7373zbOf/eyxj7EToCX+NZy2oZvHh/R9Da9OeS3LT3k7XckPHyf+b/3Wbw002/2kHvJZrrehN8961rM2d77znTe1ofig+fUoXhQhbsmPUsrEDFu1a8KIW21MPv4gxcMHXXvqENfplJMHvsSRV1Y+6Vnma4TUiS1zeNlFnpE5+QM/fj784Q/fPPrRjx78DLAMnOyVyksj+fU79SuHGrbZqS0SR9zYHgrAP30ciPhZqk+Qz2dbBIi1cTeusHQ8f96Ja2rOuqK+2h/SQXBODuUj7SCtdigYYzMvwvEyG31a6HL1UZdN7eKw4TxlfGMi/Cu/8itjMvXVr351nqCmnPrY+uxpT3va5qKLLprHCPhsF1J4lbVulvEp8+qVL+ngbNO1uqSuJZ5O1w548sSNfWIZ39gSTXr6Yf4+97nP5hnPeMb4aiaTYXT0CaM+kKorfRAn3xot8eSRMxaW2daMdmNrO99PSjlsUCbGj3nMYzaPeMQjxjZuLlDou77Irw7tiJcPPLLpDzTrpvwSDhr+wJv8vX6pI+2C5yLk5je/+diujz3c7UPwKWf6B3/wB5sXvehFm5vd7GZDTp+0nbrVo6w0UnDSO777nvRzKX/kP4TBFScTCt6Q581K3kLlDXjATsPkobYQ29TWW5v6ytaYeELvnQd+DjqPnVGc+tRpmTSh03tZvciwosvHCvCbg8lcHwCY7B0/fnwM7ve4xz3GnwOyqZfyfqHroayP5KWL63akd3yW5TFlAszelaxa8Aw7b8XyQDs25EGeT6Te7W532zzgAQ/YXFB7AQvEjTIyxI03idM/2jXjxsUD/QRI/b2sjuQh38tD0cmfpIlPHHn1QmcSzySYeuM/f3Ad2Bz+D//wD0e9GSzpvwBx48+FPwvqzQSaNAF7N7nJTcYFE3E7duxYkue8fukrPhI3yzPj+cy2ESBu2b7Gz3SJtq3CQybqn/5iPvNr7thXkJffvGUmpvQ/+ujSeYpueG5729uO8e2ud73rPL6hn8kUCxzKs8ghYIODC+m73OUu41zhI0fdB/l7qjz4zHe+JXq3gTzQ8QNZP9Ipr9lKnh43dn4R4MMOk+T6it7mfve734a4eacHPv0ghuQB5UbhZJm8dPGZpk/g1aF+cF2+tm7ccNhm7AXdgbH/j/7oj0ab3frWtx7/A8mzZDfpS3ll0p/EmVeWcsdJyxR9S31dHnWwGsmiA8+lMrazwwW7FCTQRsxD6sunm9recp78Jo/6wGV+rWx9k9c8NPKW0865kB91r58jCzVZHPsPEgD2OmSP3Bvd6EbznpHV8CNfnXN63/veN/YwXNpHDz0CefY6hG8N4IEOnz4s6VVeHsopR1l79VGIsXdrdUxGrPngk4rs8Yit04H0IfPpw1qd4a+TeUtMej30Dby8yKnffPJRp5oATjUYzns1U3farQadqTbAn2pAGXaRRzcHeQ72sX37298+4oZMytZdgalWSee2TPvK61v6rH89RUb7Kdf5LKcN5Gw/9VB+4QtfOLdztnlN2Kfa3mjYS33oAYhv3TWY+Bxq1tu41Sb0c99UnlTb+oY+8udhfxEgdrSjMSS1rcWhGZxttz9LByeVvul7t9brKd36WlfkzctDSoze9ra3zfv5Zp+96U1vOs5Txm9Af9SFbE2mposvvnixrz/1qU89ZbwZiuonfdHXbC/5TJd49EMeU3i7/u10I5f86jHVtmVSzvPLLrtscYyo1cOpPgC1pV+ho/tAGT0A9O4DdOooQHf8FkeqHLzQLUMD13Wg97n1meoc18zf9773nWqSeIpM6kBvAvbSJvleV/mTt/smjym88KjLMmkH+MSTmk8+ePjccS1UjP6afZ09rT/2sY+NPamRQV7/lnSpdzua8vKqdzuZ5L0u56n7z1CB6lhHFqi+IWBPxPowxngcAlx1vnGw0nib29xm88u//Mvz1RA05QweOCB1qkN90gdj+1GfMsnb7WlLFezlyFd/qlFFjZTVgPqQw7xqvYW4h8KS//qg36gTp+qkiVtKkauTbpDUQbokLx4aq/W0Gau4QOrgFpGPSkBTL3n18vgInwSuAQz04IGPuNHmrARTVla5wXySX5wpV/wA5TW5wVA/+Kv+zktZnfBLV/a73/3u+OKTZVNWeWlzV35Th3n2/TRu+ql+4sZnsy2r11R+yms88p5P1yNAHHssKa/B2Rhr/cU38+m/PidNHHziSROfOsj/uB6DoL8C8MrPSibnKXd1gNShbvD/+I//OL7mqZx8v/3bvz3ueFgmTTlkAfHSKCtzguOndbFsikzaVY5zv5//0pQl1Sb5pCMLzfEGOpA83E7nU/EduJPEGMGtdwFd6MwVy25b3YlXfilN/pQRT2o9uDOV8M///M9bHtWSdkHdvcN365164aHMYT3EKa9t5fSBVJq88lCWBi7z8maqnD5CE5fyKWOeu3r8J7EKDq9yPNpDX+fOBqAPypHan5bsQu8y6tYOqY+TwC+9y0G7rsOIVVVwfcS9rtdwF/5TfTtNNjJ4yhzkDZM4VIvTTJdHryeh+uBNe5l38tptWE4d2twp7TL6nL7upCPpyoNTxxJOGWmdd6lMLIC1k1edyKqXlHLqEwc/ecvqpZxxl480eZQDnzYpC9qlnLbkN01dmbfO8GF7TYf2dkqRB7pflulj5k31J8viluzpc//DWuI9j1uPgG1lrI0/EtKUTpq4szXFd/3P80l/e13oT/DLK5+pupDjUH/qEYcO8epVDn3w9fISTtum6qRs//d8lYYegLL+9Dxl+dHDhTd6PIaC+FFnoEYWHZzL0K2ztmDQBnl4sgxuCYyX+tK2OtQjbbdl7KEffo6UN57SlnwTl3KJSz+shxM5ZeQ3TRl5qHsHaBz6Zx4+5aBlXh+MpTrBc3S89NShzrSnTXCpgzKHuqFRXgLrLS1lyftCpLZIu4yy1+WUWJ14TfS6XIvT9J2GpbM4+fSkyc5Hp6DcO0EvpyvQ0GXnktdy8oID8AOwPApn0Q9+eYJRH8rWCzx5y7q9l7L1V5a0y0sTT4ofxoyyNNoUv2zTlM02XzrhrZu6tvMl9aY/KZtxk580+0jiDypPvfHFuFBOn633UltAUzbrhq/gwXX8QdXjXNBrrIyrbUHdpJGHbrtQPtsg/Uu/9TPp4HpfsU9ByxhQBtCpjhOYrWNlTiLTvnKMA5xn6lYXKTy9r6cO7WUKvzqSV9ySvo5DH7LdL/D6RQrApx1iJahTnDzSd5vqN/LqRFZ9+pH6pInbqSyfafJjUx+W6OJ2StFh37IelMFT1uZSvNIH+OHlIJ8gTZy6lBff5bWNfMroZ8rBk3blAdfnKcopQ38CLJNPeWynb/qVPMgI0i2fa+mRfgTCTkYjZ6e0kaVTtiMs4eT//Oc/v/noRz86d15luA3PQ+u8hS9Is9xT6drLMjg7rHLf+c53Nu985zvnW/ng4eN2yZ/+6Z9ufvEXf1HWfafo48AXDvN8uvId73jHhk/v6idGeOmKlwa5zSggAyTf1Vdfvalnm2aceut57BG3/oKGutSjTsvSwatLXKbKZSzFpa4lnHre//73b77yla8MOynDrSpenttOVh2mxkQZy0t9E5l6Vmzz8Y9/XPGRIsub8LR59jd1ykwZ/dpIujh5SZOeg6i86kuZ8/ndRYDYGT/iyWfZOZevaZ+z3Z22w+fKvpH9gZc1Of8Ze6wf3mWeMv1JnPKm0IU1O+I5j80rQ4p+aOpMnu1w6uAxqSuuuGJ8FhycMrxgx0tkN7zhDbfYlS6v9hIvThtLvPDwouq73vWu+ZP3yqGLnS/YmYh86s58vf8xfFe/9nicjzGCRyHQyZF6xL3nPe/ZoKMDL9Dx8qCQfomj/9KP6c8JbHNm3PRVe+nDpz/96Q2HoA1ebsZ3J3vQpZlis96L2fAICDj1kt7rXvfa3OIWtxhqta8Oeakz8paxRZ644TuP3gipAxxleIWk974OX/7/KLOdPDxLfR0Zjs985jObK6+8cvZB+ze+8Y3H/6llba2lu+Vbkz/b8bTFkV8BppHWOiG07AR2sI7nzU2ewf3whz+8ufTSS0/peLyJ/+u//utjoOTE8cRFn/pTd54Q0KVlHhxAI2KbgeLlL3/52M1iEE7+8GYpJy0Tsl/6pV9K0p7y2kt/UcAbxjx7/PrXv/6UP2yeWeKNXtJj9Ta3shrOuL3yla+cBw5sEYOMG1txKd996Xj1g09al8s4K0OqDHlkuhx43ign7gySTIJph7THc1zsLkLsec5OW+hSv7pTDt2UkwYO0A/i9l//9V+jvxG3Dsdr1w+2O+OP2S3Mkqfbg6ZN0iXQb+jZf/VpTW5J13ncTyOQcSXPwa4m9Cuf3TS2xvqn0mdPDh/1j75OngsxdiNhAmwd8Dh5KXtukEeOI/nBA+K0I67jpYPnsL8OJSf1LNlQTr2Uubj/3Oc+t3nNa14zxjpw+sv7AYxvXKCz8wp2sLcb3d2XLJtnJwCeg60X2cYkFL3qxg7P+LMV5gX1TGxe7CLPqjjj0yc/+cnNy172MlXOKW1zrMZktt5ikUTdMKCb8c0JLIs61gs6vLwvgzw7MjChFfSPuLGw8epXv3psYYe8Oni/gok3cUNHB3ZB4KLjgx/84Oa1r31tJ2/udKc7jXc7qHdORGHEBlvmffOb39y8+c1vHqk+SWdHH+TwnRgiI9QLeqPNidtLX/rSQYPOXULGeBZzjpXP9fLl5hd+4RdGX7Be6slY2lfAAZbJi0v/wAOp6wTmxK/yKSs/zwzTZh/4wAc2b3rTm2b90tk5g8U4/KffJOT/l7qhm9eflDkn8lXBIw3V8FvepKTM0UG8qfS6JTH967/+61RbpE214kEvP+WoFzQmdhWoK/ktb66qA53oSbuUOYBu0zIpbzg//vGPn2qiteUtZ/2oQWaqyfdUJ/OsJ+3ow17S9K32RZ5qojfVALyl3nXCTDVojLdZn/SkJ81vrqadH/3oR1OtYoy41Yk9+6/v7L5RL2NNtYow3rJNWWNgjJJGHnzyZJ3Jb0dXl/Km4pGtq+yp9mCeaiDZUm99rz/G6fa3v/1UL+5saVd1pA/i9Ilyt5n89DfiVgPwsE2stUtaE+6pBuqpVm+GHvWqI8vgOnS+Jbpy9Ud7Stt0/vPl5QgQQ+JnLG2X+vOf6iWfuU1p397G2d7Xdh7favI3++i5XNuKTd/+9rfnyltPENlvwCdNAXDExLiIN1VujS9l5VXWVNlOp4yPl1xyyVQTranuZs3tYbwZ32qBYap9xld91Hf1Ue7QbUMH98Y3vnGqi9iJcZCYYte+QMquALXCPnZ0sR+p63//93+n2iN3/C/or/KkNQkc/wt/+7d/O7uDrP7WBHCqFcOpJqtzvfHBoyaw04UXXjjVHsuzfGaMG/8LytiHiRsxfeYznzlEsp1A1N3M6Y//+I8nxtD02XrUhcfE7kYf+tCHThnf2GGiJs2jbrVCP+KFfeNGP62FoOnP/uzPpnpxepbX97qLOT30oQ8dPMgga9+mjE7G1rogGrFSzjRjKI762T7g4OmgnPFfo8Mnb+pBP7s91QXnRNvoOylxox60Jbtc1ULdKT6s2UUvx7kI1PnI7wNcHaT6x0+vuEbh5I+0xJEXX51irH5efvnlm0996lOLe7LCyx7DNSCNlCtM3tJ3X1l1w6feNVyn15/LWB34yEc+Mt6S1jf8EqqRx9U6q4bsG8tVqzsbyLObVJ36cE1dadYWYuMqnccvsJMAHzLuNcuKAm9qc1sUYFUFea603ctWG+ohbuzLXCfg0E/cWDXQB/jMm6rD8hJP4tby6oEOoA8cvhBvVuh4BIGYdoCXXRbwnTrU4DNWY5f40k/0U05cz19dqyr2N1aIkq5+bPI4Cr5yHKsr/ozbkkzHURanX+o3lZ680s6ne4+A8eScYfWLVX5A/N41Ho6E/plqldVR9k73nO/07cqef/DIZ4p+6dqSL3mg9XLyr+XR/W//9m+b2npt3GXhowx9fEMWPvcg55Y7q2rUWYCufVNpvQxeHHvf8tgDd5b4iAfnswCPfIw92udxDMZH4Gtf+9rmrW9963isjJXUDsgzLrCKyzjFfwOrwOxFy646NbEc9hlroC0Bq7TIw8/qKHc4gVrU2LzlLW8ZOvhYT03SZnHbDJz/C8SNFWHihl/cvmd8444m46d1nZVUBpv5v8CdNh63M26sgPIIA/+1gDq0zwc2Mm6s3kMjbrQ5j+MRN+SUHYrqx7jhg3HLnTTkW5JNXZnHNkeXkUe/LS/ZIF48bnLVVVed8qiO/P4nUQfa4IJaQSduCdrQJrTuV/Jfl/OjjvVzHloEuLLi6oDUQxbKgDz1FZ35CrE6w3ylWZ1mvno1z1VYbdw9/fu//7vqTtEvIe1mXtukXOliU7vo11bizdetyKmeDdLEntLuAysEXmliM+32svZZ0RDqy0uz79JNlVcn9WJFjLjhB2Bq3jLtxrFXSLleV3WTsuLOPpSsCuBv9zVx5PGd1QZ1dH/TzzUe8NLYtzTj1Ntcf/SDuLGiuAborQFx1p+2kCEuSQcnjz6BOw97i4AxRIp89tlrrrlm9Hfb0tR2P5vS9I2+yGHfq6+RbVkBXoqQcci+RJ4+lzExTqbQUmZJd8fBn3IpT94yPKwustKY9cm6kk8a40FN3GYd+rmTD/Jpm5RVc1bPtUFqm6cP2Mcu6Qte8ILZdj0Kd8p4rLxtkzq5g1fbbg1Xa0I61YcxZnspt5ZnxVSoyedYJV3j7Xh8r/dHZt8f97jHzbZ3qj909jKvRx6G+XrsYawMo5PDWJnXtnjK7KVOzOlv7Bvvaq+8pt0XyvWY2VTb61n1ocd2nJGRgeYR6NEn1/o6fNlnU848OuureKPO6X/Wk3pkHVgpZg99oftNuY/78p4rKXE9dc+PitRRgmrMLdW1XJ1l4CnnAT55LIszRVgd5qFVxxp6/ZEn5aBR9oBHPuXkT/xSHj7xyqhjL2nXQTlx6haH7p63LK884tf8gZ8j+Xrecg12W56z6jrTtjR1o0NbpvooL/qB1KNteTJVT/KYz74An3jkyWc5dYpXt/yk4uAhn7BWtk74I49p90M8evWDvHhS9GTdpMtD+aiDcTUmGcsem+TZjg852nInnq7/dMr4pn/2nzX7ydttdpmlPikPqUfXs11ZmdQjvzTK0rfzFz7rTbpWd/HJn7bApz3KQOI6/wmOE/bVry9JUy5pqVdeU/iUEUeqTKeJT97MS9+NHDzYT1+zrC5x8qc98tIzJUZA1zGQJ3+262/KolMgr15x6rdNxJtC9xBHuoaTZ4kuTXnS7pP+It/p6oSHQ57BWD+UjYm4czE98i/B2fC9I4Bf6hh0Amnkuxy43QByALpSH7huN3mhd0Ae6HzioWmH/H5BP7GjLXSlna57O1ryqrvzW057KbfXvPqQsx7gxIMzv6ZbOendtyxnXv5Mk24e++bXeMXDt5O/8sqHTMppT7r8+tDx0klTl/zg12SSf40H+aMAvEB69cJtZh6X4rEgYtVjZIzBZ/5siFf3lXp4Gx//9LdWqcZneLl1DXS5gYyfJfoSLkRWs3uR09+UEUe6hE/DO9HhVV/K9Xy3BT11WxanTlP1Sbe8lCrTebNMXr4lHWu4rgM+cWv6wMuzprfj9yOTOtKe+TX/Uq7nd+uHNrq85Z3o8m3nIzqSTr6X1SMv9N3aVva6lh75CbAN5lUbg7ONbioPaXYKZJSD10NcyqWu3vmUU782lJHfMim4Dth1BSjp4JGR1uV2U1YfetCXdQSnT+ATvIpc4ocPvcqnXOLJ55F8yO4X9FUf0bOTvvTDOq/Z344OjQMfzNctmTmPTm3ZbsYQvJA2Mp888ppCQ9dOfT190xdsJMAD4KM8Gc/kRRZ+6pm2k+eo5IlVfYp285SnPGXDs9wdiJXtacyRAaSRByedsu2hLLiDBG3rB2XaF/jv//7vTd2aH3n9gY8dC3jW8oJ6BlH5wRQ/9r21vhSsB5LFTw4h84nT/yU6fFlv6kK9OOj/QMrlOQSeQ3l4pZMHlIVHP05QTv2Vrs7UKze07D/ygNd35ZEhvx3IKx86APHktWFM9BMaIL3n1TmYFn6SvqYjxbCvX/Jbhs+4kJdOvgO07eid/yDL+AFYD/2i7KF9yoJ8ton4czE98hNgOwKNzgmancYGt0NYJpUfGQ71kC7p6B1MHjqZulI/eWTqOZyh3wFTfOeljB79SHraSvx+8/rrgGYdxDtY6M+aHf2CnvEhL836UM5jTedu8F2nMukDtnpZ+8kPDoBXuvrFkRqjzqsMeOMJPyBNG1lW92A8+dPlLCePbZMT0OTDBuXEpTz5pOkzeP2TBz7p6iVN2/AeRSAOa9BjRZsZc+NpWd41XQeN735Yxu6Sb+LkIxXnOUIds57QDxOwp039yzK+pf9ZV/k9z+BVFr5eTpp6Eqc+aOoknwCP/iRePWt0eOHhUD7jLg6+tTy07SDl4KOcOPLYx671M6//6leu+yzdVLr6uhx84LKu5JEDLz9p90EebckPXnvqkucwU2zrk/VYso+/a35a76MwTh/5Z4DtHHb0pc5jx5ZXHmTYF7C2uxo7HIiHT33KUGYD79ve9rYb3tjtdPlSVrvypn74LqgVlLvd7W5bPnIhD2kCb+myDyD7wnZa8q3l0wfy7CZRW9Vs2GcYUCc0D/HsA3qPe9xjc+zYMVCDl7hdeOGFY49cfR7E+tGWvMSNPYHZbzJp8u83VZf2rQP6jH3XzaDAJuq3utWtxtvP0tWVZVa6fu/3fm9T26WJHmnaUw6c+S3MUYDO/p3GTdKaHBufEzf2YQasn/zph7qsd/KISx3yk8qbOPPaUAe8awOvMufTnSNgW8JpjBO3s4Yzw0F72v76gWZxa1aSTt+wijGmKAAAQABJREFUf8ifesUdZsquCHzIxsc0tK3fpuDZfYGPUpD2NjAm8EtLWfVmym45/KfUi3Bb4qgu9SDDfrbsi5sf42BM5iMVjNEduu3aZnLIuy8suwIwtt3sZjcbtrVlmvrYyahest0wzgiM9cSN/6YO6jAW7JF+z3vec+yVLm9tF7o5fvz4lr2Fu8/yshcv+9szzgLsblQvxW358JK8pvrA/yD/h8QNwAb/kXe+853nj4PopzLpB/vpsse1cVM/KfzKJP4g88aNuUWH9Bsa/0f1Mv4ct85vucuJP6fSaqgjCzXozm+fkuetQA/fgKRc29AMvIECBx2o7VDGXoi88VwdYxw1SdryhnB1pFHm7dzaOmV+ExQ92BXSH/Szp2HSOz/02vplqsnlvCuBPpBil4P8E5/4xKm2rjmlLtreTYov+oR/7IjA26farInN/BatdSZlz9raMmfIYod61JYsU31Bbby1q7w+Ez/9Jn3FK14xxw1545SxAb8bUBZe8vjCQX1IgaXYD8LJH3xnj92akG+pe/pMvgbZsecifQRI29oVp219Srx5dKCLN4/Zi9K4YUvb4khf9apXjbihO3VoQx+or3TaV1+wB43+L11eaOJI1wBd6MTv1KvsmtxRwNfWiWOvU9qOcyfbLvPZvplPHvLZBzLf+c5kmXOVo+vEvnUin+c0e8Ny/gj2D/tE9qfMy38YKf2c8fJhD3vYHNesU8a7vgw2xkLqAegzqeeY+aRlHj7L5LHNzg4Zt4yx7VuT1akepRnnl+cm52t9BGPskNBlaBNlobGLEbbwHfscjG/1iMpUH4kYvPKTmkeW/XTZDYhzW1n08L/wkIc8ZEufUI7UflFfcxu8+k290VVbZE43uMENZvlu1zq97nWv2zK+oYf/1+c973mzrLxdB7sxsZ96jkv4fk3twFILDKOeGSvlSdHJ3s/EDZ97m+NHtudgOMAfYk89rr766rEnv3Umxd+sB7g3vOEN8/+p7Zb+irNelM9FoM5Hfh/g6hDj6q86Ctk5v1QGVx1hC091rnEldaxWN6ujbH7wgx+ccvXH1VkNNOPqlJUF9KR+dKbeJT/EyUsZ23zJhj0UWeXjq0H4II2UK/InPOEJY4UCH5FJ+4N5Dz/KktbgPK6A2eeTfTPZlzL948q8/kA2D3zgAzesNLBfpHRk8Zmv8VRHHHEzJvIYtzve8Y5jn8p0Uz8St5e8ttRjig7zxCoBvwDqwWo0dWIfS764JKiXVdqnP/3pYzWFfS4B9XbepCnfecTjEysvtGUNtJsaxGe9+kvcapP5sYpEfwPwXfvq6mX4xJHPviReWXlJ1W2eVJCf1L4HLfHyHqWU2PKZVr4eWROGUXVi0g8IxqrHZ4m38xxWmfPZ88N+iO30XTq8rJjyqfPEpZyyKX8YddEffGFs5dxltfCHP/zhpiY8wwXjzmrbIx/5yPG5Z1YP9V+fMzVvvawL9tQnDyljDCvBF9RKKl9VY99bZaEjx2emH/7wh29q8WWMCcrjB/t+swLMii77xYPjQI7jWI0fT37yk8cdRMbg1E37UDfu0vEiI/bVPRjrh9VT5Lkbhp/QPYgbK6PGjf1ypSHPfsPEjc8Zs1pt3KD5v8DKe03qxr7CysrHCmZNQMeLlO4xTZ2gY5t9eakT+2gzPqMz4QEPeMCmPhIy4kacAG0QL8ZM/ruIm7SRqR/aw7ixgq0caYL4xB1k3rjhH/v98n9svW1zvvr37Gc/e3O8Vtjdd7n7CW/H4Xev30HW5bB0U9cj/wwwwV5r9DU8MnYIeDjZ2fCdCYkvtCgLL7eUHvzgB49BhTIAPdNRiB87oXxBmv0FxwnPBJETt/bJnTdNZzDgT5YTovahnR9VSD17yeuHg5Bl6sZtOAZJJoLgjQ0Ttfvf//7jNhU4aMphm7jxXXY2enfT8+ThNk2tJIyJcsrtxe81XvTpZ/KIT1q3TZnbnRdffPHYDB75lCPPIx8MtAnqSd3mpcEPLief6pCHeN/73vcefxD8QSmDHDw8dmHclO12LEtXd29f+MRpR15lSZdw0pFfoncf5D8qqTEhDuZ73Y2RdCZaXtTAK50dJX784x/PZfm7vjNdxo4+mC7Z6P5Q9qB/ILvEs53OJTung9MffSFlDGKCx9hWXw4b6j0fmGgxiWNikdDrsVQHbSiXPMozsWUBg5cJmbCA1zbjA2MAjxssARM7buczCbJfYMNxhYv3Bz3oQePxA/R2+0xAaxV2jMtOpNIOjy5Q9w7Wi0cTiM9/1Acl+EBFAhcVTN6ZyFrXtE9dL7roovGhCT6YAUBXNxM4Fla4SBBSnkfmOEf4JDIfaVJOW7WP+5j4I9vrzn8Wj/YZN2W0w0UbcavVb1FzHUToq+XDSrngMW587MNx1zrweAgXTBkP4yZuyVd5lmjXddzPVHBOzMSu6zXZp/9Un0GBRrbDqGqt4Q1Zp9PpuOLsdAYjJnucVMpgU7vdNvLgOByw0ifw3QarE0yG4IdmXRgk+O46E2Tw2nQgVe9uUuQ59E0ZJrDYJgWgm7IKwKACpG8DUT/w8lUevhQH6CP+sULMZC/1rfkwhHf5k36gG52CtixrjxSacYVOma8h0e7SlWcFhT/O3ubqhU9ecd0Py/CR7zYybtSJCzDaG9vErbcx8tn+6rcu+pGpPOlrx1Hm2K5O1mE7W2n3KOT5ehN3R1zdM47WnZjRhvZX8PXp8XFRKY/p61//+k1t6j/6G3qQOQywj2FTyL4g3hQexiJ2gWAikqAcOPnVn3wHkcceB3Fzwqc/jm91i3zw6BMpz50yvqWMvi+dD1k38v280A9luTvG2Moqqv5Aw0/OcVZTAfsIPkEXuLuAPGMD4KSRNmBsxu/Uq5wpstzZQ3/qxm6u/MpvCj8ruIyP1AEgxTcWbfDd1VdlSDN2TH6dACPLgf/cfcv/hZQ3T32Nm+Oi7cZ/MTrw0TgrZ2rc4AGUJW60Oak4fE5dGX/1HWZKzPg/pd74Ypv7v4Av+JztnnE3D9+1XRd8OCigzX56CXVQVq4Dej0JsuHX3E6ezKODk4pOZqcxhU9eU/R7ApH3BCKPnDLqAA9Yhm4ePJNFJ5qUBfiwk/pSTr6dUuQBZVMfg4EvXECXB375lJWuPvCsFDCgQpNfPujyOhilfuh7hZRHt3aX9CQv9GwnZBlMOfRRfsriMi8dXeAty0uZvH8a2UeQEeChv3GoAxn4LadO5aBpQ9x2qbzWW3lllmxI2y61Ldfqt53suUYjhsbZuhkX4mSModHXll62YlUNGXiTX30HnVoH7XQf0jfqCsBjPVM+8+o7jBS/9DP7ObfDWYm1TvqPT/bjzCc9ZTIvv+escQAPqIMJKgsYHTJG+qDP2kGG/wUOeZzwprxyaQM6MvQ3Jpvk9Sn5lnDQwTPBJW6CNqGhj6PXO3n5T8j/Bfm1aT0tIyuOerpqjhxlgDz86csgxA88/Jf280w7qUN7WQ91h8oDz+oHhvg/5dBPfCMPrPlG3eDhgN+6qtfyUHIO/ZyfAFdj0uA0NFfZ3ObiyjU7CnRueXAyJt7OYX9gJYcN7Oks2WGQQ16cOizT6Vhd4JaNzwPaYbHNc04MQtsBOtWbfNqQnp07+XbKIw8YK8vgiBvPW1EH7clr3Cgnjbw+QRPAJx88ydvpyu021W/rwSoqtxjFq4fBm2/E8+enTXholyzLDy4heZDjyNhrzzRlySfevDrl/clPfjJuL3a99Dd81ydT5Kw3qwP0dZ/bTh5uHzqp16b9UT5WGbjtnr6hn7jR5kurO8rCpxz587A1HsacGC3FSbx82TbkoUNbkj3Tsd7OhjT6HAeTPX3ufoAHlCFvHaSBOyjQBqkx9FzBJ/DypA/wAN3vjhtMCz/YQu+SfNeRfPqCnP7pi3LwsBLI+CY/NGxyfvIMq+Mb+AR06huy6l7zM2XJI5O84FKHusEn6Cd0HifkQE48Opnc4bv6paFHHOMb4xN3RqVDQy+T8rUVZHmUMVUvNrIe4OFJPnnFIXMYoC/EjP+GtE+9jRu+JE1/SW0X6OIPw/dry8aRnwBnQzOJ+8u//MvxzFQ2CFeDbOh+u9vdLtFbOhGEeiN2UzsWnNJx2IoKeVbrOthpeXD9pS996aa+yT5Y7KDQeeg+n7eC5kkIM50WAGenzXppI3HqH4K7+FF36les3pwdD9fzvJd0aMSN27K3ra3f0jY07adv4Cl3nPxZZ3D7gW73q1/96mhzJu8JPGuJ727zJg0f1CGOVJ97njL8HtJJO1h38NY1V4igJ3ziE5/YvPrVrx7tn7Tj9Ywc/Y2VnwR8kI/HNv76r/96UztKJMvIP/WpTx232bOe+qN87eAx2pw/GkDdv/EbvzFs97gNpvpBniPjIe2opcbAOGdcPKeJifSMj7Li4OewfcQfdKrP9A/ylrVLuftFWf+hC+Isd13iDzpdirc206fMQ0+5rBe0LFN/gccBKHN4jklDJm2YT13wGnt16Afpl7/85TG+iZOf7RRrt4SxyglO3Zn31rn20KEecCmDXIIy4FKGMjRXZFNH5pH5yEc+sqmdHkZskBPYfszHfcSZGkMevXjRi160+eY3vylp+AGdF9J5CVNIu+D0jXjqOyl8gDjy6LMs3fboeuE/KMAH/fjgBz844mYZm/jEi4u0OfkO1BWgzfHbcurtMudC+chPgG3EL3zhC5u///u/HxNQVnETuErmmTVWy3yxwM5NB2Hl9+Mf//jmfe973+Zb3/rWfKKogxVlbsfwcD0P6APZOZFB/qqrrhq7IUC3k9IR3/ve94IaHZiVOcETjrL6TMUt8Si/lzT1qJv0c5/73IgbA60vO8hr3JhsUXcHBn0klVdfkpZ2el7+/aY818cFywc+8IExSDqRUx91YfDlJRP2ugS6v/pqHUjBiVdmCLcfeZRt5FlH1wcfV/f0Fz4zS9+hj6QeJvP2N16k6cCfgv2Nt9sTsFdbVA199HWed0O3/ZG+jKxxY4IOWB9WH3rcUr/5pXpJOyopcfWwzrajKXjyxpdy5ikLKSPuMFLtZtp9lJb+yAPNPPTMJ/9h5dN+5rtv29H0FR7rnnl1gVOPqbLJQz71LJXBCdyVY3xjjHA3A2mcyzwf+9rXvna8DMZLs4DtkH5oM+nk4UkauCVQV/KCW8Irz51QLu4ZY/C9j2/w8VgIEzp2qujAosbHPvax8d/ETisCNqn7u9/97nG3kv8k7pYlbOeXNPl7Wfy1lXJHjzZnAtzbnEk9/jKeU29e5gPAZbtbvrbqcOh2q/JHGuoPfeylW9uyzPsTViNwqTeO6hDzPnq1ufhUq5xTTYTnfYBrcjf2Lcx9WZXNFD0vfvGLp5osz7I16RrlWq3bsr8icvBzkK+TdqrNxqcvfvGLE/aEGhiGLtKDhprozHseYou41WRnIm51cs3+4qu+m6+PdUy1uj72fERPAr4fhv9psx4zmWrHjKkG0NU2N/aPfexjRz2p75Kf+p9p2tptPuWX7KAHfD2yMX32s5+daiP2EWdinP3MvkOb/M3f/M1Uf3Rzf6uJ8ehvz3/+8+c+3WVts5vc5CZjv2Hs0U+xTdxqe52pVmBOsald2/7xj3/8VBP1eZ9O44Ae+sBaHeU7Cqn7APc22K78kpe8ZKoL9C1HTRim5z73ufN4Zd/dTs+1Sat3BqaahByFJr5W6sh5+r3vfW/sZ7s2PthH/vzP/3ycp2fL+FaPVk11gT32s8XHNf8Z3175yleO8c3/lFrUGHVhj17Hsezn6iO95S1vOX3jG98Y/+VLYxG4flwrjblLo8Ttox/96By3rDd56sxBnv3h2ZefcX0Jer2X4rMkd13D0W+O/D7A7J3LLZHPf/7z8xun1VHm2yDVqNVnTgDPi3Lrl2ckuUUO3+WXX76picbYd49VRXAcgmX08CwWzyWxCszjEFyxcSuHKzZWkeGtE3deKUWHuniWCV95dosv7+iX+rV3kKm+kLLyyF6zxM0dHLStT/hInrhxq51nQ/PWuHykhwk18Ri+E0/39iTu+NHjymrrd7/73bHnb77oB5/1w/esQ+b3Uq+USz8yz52ImgSNPWTpb0njKh8Qx9Z09LGazI7+Rt/j0Qj2nmUFCD5sKqcsOFaQ2EKIxyjYVxgcqwvsvwneZ+vAcwiWWQn+/ve/f0rcpKeMskctZXWKc9/n/ndTf9rwyiuvHHLIevzDP/zDKVvy7UbftcFDf2PbyKXVu2vDn3PNJo8O1AXRpibBc99aG984T+tDGmNF0JftODcZGxwfiE+er5nfS+xSzjFKW9p44xvfuLn00ks319RjddzJSj7HKXE8soj/bKfG43bIcIufO1Q8AqH/KSeO8Ys7YTwXyxf31Ik/NeEb1SLvoX97qe9h8rILTF0QzHHD9lqbEzf+1/jaH3dpAdvB+IgbxJN08+dKSl2P/CMQTAR4/IETCbDD5wlhp4CnVt/G9j3wAey9u/QcpR1qMJ384aMFvK3N5AIg/drXvjY2WT/JMhLt6QNIXjriMYPj9Xxn4vUj5Q8irx1scxA3Jr+cSIB0bctHmccJONgTeCkuyhxWysTw6quvns2l7/qH/+RrxX9s78b+iQI0QT7L+0lTH/K9rE7wP/rRj8ZFWPdZv8XDy0dZ2OqI58sBJlr/9E//NPc3eJfk4OWihefRL6wPesjX4wZfB+zCT9x4rMS4WSdo52H/EWCywgEYS2OuVvGWz6dHKwLsWczYLGR/IE9/sc+wRzD5XMSgLMhneT9p6kO+l9UJnv9IHmHoPus3vOa5wGYxioUAgEft+C/mIxAAfPKSAtpmu9K6ozoeoxA3GOpHGfGWoatH3rMl5VE25hJA97H7b9xq1X/RferddSwyngPIU5+GPgcqtd8q0Og2PFeBWUYnHcOrwzUb8Hggn/mU0Y44edGvDXHoAJRJuvKHleoTPugPtvWRq07rLB5e6ennEi7ph5GnDumzV83a1kfTrDO8gDRSD+V3m2aM0IEdjp5f0qdPe+0X28lhN31asmtd9VEe5PRFmrYon4czEwFjmbG1/0o7M5bOa7muRoC+cabHt73Ggr7ogSx5/OIwLz51QwPs34wpyiXfWj7lUk/y65d69Yey9uVJubM9v9Tm1iPrZVzAUee1/7Szvb779e/8BHibyNlR8hZKsrPCBQ90TyDSJVDXEg1c0td0aMNOuqbrIPH4iR/4oD9pz3pIkw+8EyNoCdKUTdph5vUD/2zzJfv6nwMystZZ+pLsEg7+bFPy6FOnMqlXmn5S3g52S7cvd/7d9HXrn22OHo70HT/tC9v5fJ62HgHjaXxtL+K6FO91TecpRyUC9AvHLMeNpbrbt+SlbJ+StiS3hkMm5ZbGt86DPfj0k/IaQNuOjpz0rq/bpaw+7AuOaZbPplR/l3yCRjviP4dxgDfbxHqfqTZf8uVsxP20hc9G7w7Zp7XOsRs3sjPthn8nnt6pl/SnvzvpOxP0/drD9+6/5V7PM+HndjqW6iBOn5bkpckLj3lpS3L7walP/aTmt9OnXOfZSbbLJX+noXsJp01ppuJTLvUn/Xx+5wgQV2NrPlNjK25njec5zqUI2P5ZJ3H2G2niKUtLnHlpyu017fKW1U9qfkm3NOWWeLbD7UYufThde9v5cli0neqQMZH3sHw7m+wc+WeAe2PYGeggHJTrbcHONmjsmQePV00wKW/ejtbxlBMHf/KaN4WOHY/EZx6+gwB9NdUPbKX9tXp5BZq85I1d4g/Cf3V2O9ZHvD7h1xLQF1xFUAY+8ln3pC3pSZxyyChnCp907SqbsZPf+shDmnoTL6+y0Hbq69DlVx4586TaW1s1SR5kz8PuI2BMbae+qkNssy12r/k857kQAc9N62JfEE+aY7d8pPYd+hSgjHnHxMQPxh1+1IucsqaISmd8S3yOb5qwPpZJU2/i5U2dnjfJRz5tJT959ED33Ouy13Z5qf74bD1I8d946K91A2+bQ1OOPHJA4gbiHPk50rtA0PBsRH79619/7PHLizvZcbLD0AHYfeFpT3va5vjx42MfQnC8Jc/uALxMwEP4Sx0FHB3sPve5z+ahD33oeOuU3Rw44ZHFDg//A9o3tZ/x5Zvakmtz17vedXwFB53aMpX3IFPt8vlj4sbLUrx0Ieg3fJ5U7HrxlKc8ZY7b0kl1WHXAP2J/gxvcYHx5z5cf03/z+HTHO95x84QnPGG8Mcsbw9Y/ecChF+h0+XZKu47Ul7J8aps+wxvPfsUt6eRtg/vd736bhzzkIeNte9qL/sZLI9Dpb/J1eXy54IILNrWV2dgz0q8Y8qY1ePbJJm7wJVAWd4c73GH0V940ZscT2jzpyMmbOo5Sfq+7QBgv+4axyrIxTpx8Z0tKPzy/C8TBtAbtznl67NixsQMMuwslZL+gr7DX9+Me97jNTW9603lPXMdt5OxPef7aD1PvTnlktN3zKctYwYu7nBvs1KBM8oBDxwMe8IDNxRdfvKktIcf/OP2KsYrHtXhZWL6UJY8suzg98YlPHC/B+blm8N03dHAYE+hnG+AfcePrdryU33eVsQ74Tj0e+MAHbh70oAeNHXqY/1jvXi/kpJ2N9e7+7rVM/Y78CjATywc/+MFjMsFgwRuk7tJgQOk0nDAMFo9+9KPHyWbnuNWtbjU+OsAb8uwmwRYjHdj5Afn73ve+Y+C3M7Ep9b3vfe/Bjhy2eTsVkIf8r/7qr46vqTGZOVYDmzR8OGzQNt9JJ25MgNkRghOP3Qak4xcDEpPkO93pTpvaL3hsuYLPxu6wfccetvkKEhNgdqbgTVji3mPJhQ1fNbvnPe85Blnp1I/DsjopS9trvYwZOtTTdcjDpvVMgOlvvMXMxUf6ghwfS2G7uYsuumj4z58XPPQ3+iBl5Kg3u4t0oI/d/va3HxdrfFJZ/WwXdEFNgIkbbe0m89LxkbjR5ve4xz3GQOsfhzzasj6Wz6e7iwBx5DB+lpEGx9FjvTvN57nOhQjQ9mxbeKzOYc5TthJjbO59ggkT/0lciDAhkm6/ylhIA7dET96lvDLo4bCcvOL46BATOf4P2dGBcS7tIwMd39lViI86OL4xceaLqUyA2S6QevP/1IHxiQt0dqjhg0GA9rsty9K7rmu7jH8cfG2WuDCus1Ur9dd3fTRuLIzwEZGdAHnqfbbWfSf/d0WvSh5ZqBNn3pCfTfs/9KEPTTVxYFa55agr6qk+OTvVnqrz5th1K2WOG5uI1wk7/cVf/MUsV51m3oy7tpKaas/BqbaamWUyU5PeqbYwmY4fPz5vVl0Th3kTcDb2Rn9NzOePCKTvqesg89ik3tqugWZ8JKL2Ip034MZv6s5Rq5UjbnUyDjlkkUFeUJflg071n5T2ZDP1ugqe2822v+ENbzg2Fqdf6C8p/qsDX/U/cfutAzrUk3rFa68mn+ODLLWqforf+F+D+1R7HE9sjg4oTwrQ32qQnG5zm9ssytfnwEd/Y2N5/FAOWfLErT75PdUjQLO87c4HOuqLiuPjMmvxQge0ow77+RCG/bOnxJ/24LzrtLOtfP5DGAfX8z23GKdq3/mJD6cstX99IXL69Kc/PT6M47noua4OvAQnXr79eo9edade8dqrld/pmmuumfiYzpLvfJCq7mCNjwIhozwpwEceajFquvnNb74o/1d/9VdTTawnxzfrpx59E096tkL6yPyg7mJPtaK/WG8+SEXc+F+wTtaZVBxp6j1b6366flHnI78CXCfYuFLi6ojbtdwWcW9baPWHMlZ8b3e7222ud73rjXIFfstVEbcRWCnj8YTcWBp5gJXE3/zN3xy33k9gtv7+3M/93LiNw+MRNQke/mCXA1t8+xz9AOW0n/mtWs9sCTuAPpnnqpu4PelJTxorwdLhJxbEjdvu4uuPes4PhYf8gx/6Tnuyz+2zn/3sLc++wsPKABus0y+UQQ7/l0Ce/bbHmpx6tUmZxxlYgWeVlZUcwPYhT1+rCfzg63op09/4CAErIKz0CtpidYD+Zlk6KfXPuNVAuYWP1Wn6A/0CQIeHPloeDOd/9hSBbJOMJ0poi/NwtCNg/+A8ZdxlpfOSSy7ZMj7Aw21/HunjbpEyRC7zGUnxfTxJnu3ya3LqVZYyj6hx1/NP/uRPhn/Q7OvkuYPHHS7q2PVS5k4Xn4B/1KMeNe7aIgNoizu5PCqRuFFY+FGm21lgvVZQ+odx/m/5X8i4gZeHuLFyTlmcKXxAxlna2Vr3Ex6f3u/PVOVOzGxOT891VprqZwic4ICzA+xUOXXIb6qOpEOjLFiW17I64POPTRq83c/kV/eZTPUBu3XlNFTziEPitWf99Ily1g8+ecjLR/4wQH+whW3t6+Nufeh1sKy+vehBNttU2b3o0n/S9CV12F7oB8+hnDa3S9d0dx3yWSd0ggPSn4E4oj+1AjduP/fn0NfCYdxMjXGWlQVnvMWdLSkXcG9/+9vH4zhni0/nkh/2C+pEP8i+YF/ZTX2z/+xXB3b0x7Gg692NL+rRD3VQzjppK/Hgkmcne+qGTznGzdS5k47DpltvfcZX62EddvJJfvn2o0PZ60JKm55fAT5DLdU7We+QmgGfvHY6cIlPfvOk8iVv5uVNO/qirDyHkTrhYvDTj7Sb9U+f4ZEm/1I9pWWqHlJ1ZN0zn3K71a9M5+9l+NK+cku4LgsPOFNlz6dHNwL2G1Mj0cvgs98k3T6lrOkaXvqZTO3r+kiqj9CkY1Oebj/xyi/Jdr0p13X2srLi9St19ImRMvImPeXkS5wy2ltLlSFVT9Y98+pY060O6fibE9UlXehMOXj0A5plcOpSP3QAmnyddoJjf7/o6vp6eSfNS/zWQ1nrm7xrOHmkq0O85bXUWEEnrx7kd6tjTbd4dVo+KumRngDb6HYiHn34zGc+M74jnh2ARxzYDYCH5+WFrnzyJn67DoosBzykvFR01VVXnbKjAvrqWc0NOykA2ldWeV5Iwvd69mvw+cMtfHz3lrRy0nebdrvIqYsVLGzzOU34nPSy0sMtOOIG6Kt5UnTwTfb8nDQ44IJ64Qrf0aN98NolzwuL2M6dKMADvFDBCyFCyok7yNR6aIOyPpCymwJt3j9DSn2pN/VPUBYceeLG57E7EG/k6bcAvIJxNG68bNKBFyq4hShv2oUXPC/QEXf/4NVBP6PNvbUqXV3wdX3Knk/PbASW2h0LtIU08lk+sx7sTVv2kZTEV97qp7/pt3QeVaKv86Ix0Onq5BP2fkJaWdKb3OQmG14slQ958/L9z//8z7DNC1VJ41Y9fZ3b9dsBn6jl876CPnIbH9+5k5Z60wd2eqHevNTU4Xg9LsdtbSHlxO0l1a/Uw/jEjjH4B14acbvlLW95ivqsB3G78sorx+5IMiLPLhXUm9v1CeoGR5648en2DtzGR95Jacp13oMoYy+BcvrAmEfc+DyxoAy7bfDifII0Y1fPbo82Z1epBHYAor/x4r6gLGXl6WvZ3+TlUUziBp+80FKHvEcmrcofWaiOOj/4zYP3n/vc5yZefqJP5FFvtk9ve9vbxkP3PDgNIOuD4+TFqVOceHkHY/1Q9oUwbNfJMl5eqo45vzynDy984QvHg+vwC+rDTg3M02WXXTbVM0Bb/Eb+Rje60XghABuA/qlnLymyaRd/aoCe6s9lqkFpvIBTg9L8Ik49nzpdfvnlU53Ic5zTHvI8kF/PqJ0ii+/1rNZ4GYuXvgR9oMxD//XHOPGSobHK9MUvfvGIjXHG98MC/SQV8ENfiMknP/nJ8dKlba7vP/uzPzu9853vHLFVNvWhgxcqn/Oc5yzWu96MHi95GDfq7YE+8MStns9elCdu6NfXjBt+4Psb3/jGxZfgaqeI6fOf//zc5ujo8pQzLtbxqKVn8iU4+85aynlZE61Txhbx9ME12TONrwu86d3vfvdqc2ffIM/49trXvnYeV9KfWhiYapI0Ob7Zz+1jvKDMS5+1ZdZi/XhhiJemfCFKOZ2rLaWmT3ziE1NNcmd5YsVRiwvTe9/73i3nqXKktQPDOI+e+cxnLo5vtcPMVBfBEz4K1BcfAOr03e9+d/Vl1Ze+9KXzf1LKqWsvKfIe2GdsJS61q8Lwnb5jHyGtd2VGXKnjEvC/8LGPfWyqSe5cd9vt53/+56f3v//9W+Km/6TopM2e/vSnzzFXlrR2rhgvXxu33mZL/pxJXLdH2bGSuNWC0FQ78Mz1Nm74Xu/KjD6RcTPu+EjceIm4nlE+pe51sTfxwjk8gDHTH/tbbdV6iiy273Wve0281M34j2zqSB/MyzMYz8Ef4nak9wGuTjGgOujmrW9966bebB8rDTUYShppdYSxLQtXZLe4xS3GFXv1hy1XUlnOPArQn1CBH0WuYNH98Y9/fLyoUIPdvPchOgBkuZJmpY6rfV5gAqTjK37XBH3DlaP4wVQ/1dk3P/jBDzZ8tIOXHoTuk/i1VL3IKUv6lre8ZXPppZeOLWfqBJzFoVE3VmbrhN3UG7kjbjNDZahTTe43H/nIR8aLh9qAB3nizZUsqzyslmhXHTWBHHGrHQ9G3MSbssLKNjqsZtakcqC7DnkPIsUWB3GgzWlvytSTuL3qVa8a+0fThtZd/mtO7vPLKgtyAnRiatz6Pp/wETdWT3ghjbipGxry9cc04vad73xnNW6108OWuClbf8qbl73sZeMZTrZZUjcpftaf0ub73//+WLXPVWTqj20OdY3MEf7Z6z7A+wkV8aZdaB/bKtshcfvRvx8ZVjzdB1j76FnqG/Rl+ltdEI5xsNvjTsb3vve98QIQd3u6PraEqonUuMO0tCUWWziyMsyqIucL8saH/Bve8IZN7QA09t2uSc4W8/RpzlN8YFVP/2WifWvHgTG+c5523/AH/3hZjW0ZE9BVE6FxnvO/gI0O/C9wnnJ3kNVBoPvQZXq5+6Q8d+SIGyuw+CkfdPLUh/8V45Z6oRO3v/u7vxvjG/8LKU/ciA3/TYxv2kQHeWjPf/7zN4zvtE8Htm4kbrzIxt0udCOXerrMQZUZ2wHOMfJf+tKXRty+/vWvj3EY37Lu3GWmv7Eay/8akPTXv/71m9e85jWL/Y3+x9Zu/F/01Xfqzl255z3veSNudfEydOcP7Uh7ErcL6u6iccN3Yyeu+5V6zpU8dT3yE2AmSdymYYDlNpmTX08oUjo2gw0TOfY55c17brkljx3HjmQn6eXEs2F1rZZtahVhU1d282QEXQLyDDY8ZqBtBmqAgaJWJza1yrr5xje+MXdo/YKH+jDRZNBBHr/xf80vZHYD3t4ybk5+jQNpxo3bXtjl1jjw7W9/ewzw+E49OuAf8YHG2634zu4D3NbnT5G4vec979nU1nVz3Ky3dWOw4ci4Sev2DqqsPeNCf+OWJnGjDsZN+/AbN+rPbVYm78QNHUz2+WN8xzveMf5ckEPGgzL9lLghS93pLzxWYdxq9W3EDf2AsqQA/c248cfKQM0gyQDL5Jk2o/3wp4P9DRptziM46KCcAy1y2us6jkqZNuK8tx0Oot62Lbppgyxrbwkn7SBSJ8B1d2rVJ3zlsQcWB+jr9DdAX0kBLrh8/Cn7G5MFHg+qlcZxrtWK4uDv8jx+xOMFnCf0UyYH8LCYwEuK2GZ/936eoowxlQkok1Nsc56yAwHAePzhD394yNfWVAOXP9jgPGVCg20OxjcWKvCp7kZuOE9ZHOCiE+i+85/AREffOU/hOR2gnkziPvCBD4y4MdkEaA9A/cTTuGHfXYpYcKg7G0OWfcp73JAnbsSXehE3PjDkwg6PdRE3xkfbtdebccy40WZcQBA3fRuOHtKP5xT9jbjR36644op5/2HjZuyMG37b36ARS+JGfzNuWW/y2Fjqb9Dob/wXIu9jbSmPDfsbdmkz4wYNXqHnsyzPuZCOtqmfIw01GZmqI2y5vVMNPm4VesuwGpuzf/CA4/ZvTVLm2x4EkDKHQL5O9BlvPunchr71rW+94/6d6Q97tAp1tThua0LXx5pkbLnVKY20Bqmpnk1SfE+p9aMedSKO24I1sZpvqaLfQ1/SNnF705veNMeDPZPxNXmUM4Vmfep53umaa64ZPvO4SK3ED1ry2l5dL3geFzhMyPbXLjhup9Yf3SntZj1Ms+6X1eMtAre3sn7wGyPxxpTybW9727E3JPK1YjPVFmVz3OBLO/CnfeJ2ST2eItSKzpa+JW9P0Ylsrc6MxyGot7AUF2lHLT3oRyCyfc1nW4mz3yTtIPM+AkFfyL6R7c84U3eWxh7d+Kk/+Op5rv/QyNPfahIy1NRq11TbQS32dXT0OlOuDw3NLtQkbKrJ7Cl8+qFNU3zicS/rxCMC6JQ/65A4eJCtZzvH/to4wB7etZp9irz1Tt/RC57H5PYLnpPEvFZcp7vf/e5zvY1x+i+OeuDLwx72sLne3KKvCe2247oxQ7YWNMbjXvrO3r/gjZE2rHu3XVuETrUYo/ihpP2/HKM8LlLbUu7pv/wRj3jE7C+PhPDIYMaZOCzVGx4ed3zXu941y9dXYrfEDR7k1dH11laXY6926sIh9PPR/iz9XEqp95F+Ca5OrnFlW4E45Qq3GnrgquOMW/fVEWZe8kB1rpHKSwF+ykv5gYwf9HBVR4pcyqaOEBm8yNSJMfL4DiCLP8jpHzhA/7Keg7CHH30j9Ujd5LUnr3Ug1bY8+Kif6lEudaUOYwUu5W2H1KcdbUMjLx4bBwX6sWQL2v9n701jdcmq+v/H6HvN7yW++J+OMYIaNYCignBpQGRyAhHEZhKZAwo0g4ACMoPSoDI00A02Q0Mz04BCQ9PIPASC4Bj7Ykw0Mb4x8X3912ff+6n+nnXqec45995z+9xz7krq2Xuvea/ataueXVWr6MeSL+CALocM8WOfw5P6N+1z+ORFTllx2pFG23EFzn2mHO0E+KEB6rIO3v01GOJHOXjcd0G+WD1HEXDfoM79k7isnyOTe1KjL90vxhfjgc0xksfKprFOXxjXlG45/rWVfU59ysKHH0tjHVrKW6eEn9K+ddvSlJHPNqXHC/WUx08AnJDy2E6aPHst1QW/tvBB36RbiodfP5NmLKAnL235qAvoQKbPb/gCPzrsn21ktd1tqPdcl9hhsw/WKfGF/Uc/oKef0AHl9As8MvbbuMGXY1N+5ZGTV93GQjvdfuqDV/nUiS62jLv69OGolcf+Ajh3qIMBHAMh28nnoJNuW7nktQ4vfEt6l3DKWe6FR17K5Nd20s+kvhc9e+HBNnxLsEmePrElwK8u6eI6b8qdj7p9wQ99xO4mP5MPXtvKZJ86LfmpCykjLkvo6gJPXZleplzntU2JnLK0Adup/xTl4u9BRoC4u3+NPbdA+bS1t54P0n7XzWNM3O7XJ+iODcr0Vzw8+i5/yoPr0GWhi1uSldb19Laym/jlWZLdJLfEry7k2GizdT3Suo4zaXf9vZ06oe0G6+TF27feJ/RKow6/MrTPJ+gb9gHb+tDb4nsJX+rYTU7+/fRbXmW7D9mWN3G7+ZS8F3L94gXwhr3nIM1/dbCLV5S2gygHnPXO7+Din5bAvzIh+eWFhh8A/xgT5Ife/70l37moYwtf8cst9UJPn/UtcZv4pSW/dnjOy3+y8lEaO2jWk04dP/Sl0851O/eruumDPuiHvtqGt/cbHuhL+9y4qFd92rSUbnup1Ad10E5fsA/OMbikA1zKa7frgm8pRuAvwsFEIPcLFnj+jxdmfDHW8Xkw1m/R6pjKC299cyWMdo4Pxg/Aahn4pfF0i4VbjnXlkkYdPJt2Ux/+YYONsS5P12FbG/ZLvGXqFkeZ/NTZfI41afDqAz5ZB99BXzp+L2391JfuQ9LVJ852lvrS9WSbuvv0bOe3tH1QdeLfwf5As8+5j8QhJy9151H2eYL8ez2Xy2+ZuqiDz3Ej31IpTj9pU2eT1vVf6O3t0b/Qe3OW/ueOd7CLU3W2sw6dNgPFgaOM5RJefkoPHPWCA2xTl19c91MfEi8v8mcL6kdP6tVX+tB9TD7rWSqrTtvyLPkMD32ERz5tw28sl2TPJw4/00f7Zpk0/JK/+yiecmnfdnyXX2pju8uJA++GLPUO4pb6II0SuiDe9sXyYCNAvN0H7gfaXHDwQuzSm+gH69Et80b6g80cG9K6L+Dhy2Og8yy1l+TEoc8N2fQjdYlPOei0BetZKievbXmUzRKe8zm/6Uv3zbZzK215s7RuH2jDq7xtYyCfpXopc9+qt+OVO0wlPrrhtxs+ggfsz2jUD3hxKZu8xoN9IK/y60r3F3Tluv60rR70gz8usPMvzXHp+el+8gYqtwKXTgQMhhxwvOFLyhmS/fdBknybQphyZDeovMPzG7RJ6zq4Zclb06zcANjDD/zJ1RR9Rpd1+MkEQD9NBwZuv5D6sEmaq6U3j7Hthg1OtPhJRgCBt61vd7vbjbeAxaE/wXiQ+Ju0McQLoLztbW+7I24pr6+88ZpxS/23Rp34Z9zsI75YtyRurNARN/tj3MjwIEhDLuskmiduZIAAkDFunVc5dTLefuInfmKMN2mVv3N8WCTHG/z6a502t7hJ20f8AXQk30Be/DkvESDubufF4C5G+jjQN8eIJ3zGG8cKc7TgWETGOjTGG+OVTDMAF/ikyLqk0j3lhWSXg5dHMkjnVbl+Z53M9aRV8wNC3WfkBDK08GEIM9yAJysCc3s/TpWhVCd2sY8fAJkRmBs51gH56K9g3+mvx6m0/ZaplxVJUrIZN3XJgy/6w7yC3/lBC+aGjJvyWSpPvJjfzHCDDeZ64uZcj5x9RS7rxI00j8YtbZyPuv3AFuONuG1tbc3xWecDcWNeNm70ifFGLBxvyIIHtGOb8wG8nB8ExxtxM0bSlLNt3Prqc+eT/0iX1eljDZUaZKov3UyPfOQjd7xFWTt+fku+BuFUX1GZKk3LeONzKWj1T2t+G9a6fHVLY9sbz9Arfc508803TyZKxwYbdvvGBy0qJc54cxOddetoqnRVU+UbnO5xj3ts81O/1VEngOnRj370+NgG/T0TwH82oVLRDH2PeMQjxpuq+o6t7AP1e9/73tM3v/nNbXEjATxvDPPhkeTX5yzJ4HCyMkBUiq3hAwniK4XU9JznPGfESdspQx18nUCn66+/fo6b/h90yf7NeGGPNh/+YLxddtllw791vuM/b+ryRjhJ4dHHPueN50pRNNUEOsvbb+NIyX4gg4Nxwz4J0Inbpgwc7j/iRsYK9hN2sc8b4nx04MSJEzvGp/G2P7wZTpYTxslSHNB33OF8ZYFwPLhvaTN+2Jfsh9zOxz7p+177jBNplMxvZHUgA4x9oHSsOe7p1+Mf//gx3iql3OgCuiqN1vSa17xmqovQId/l0MVWf+KnqyvTSqWiGh9hwDZZJMiawgcNtLNUIv+ABzxgqlzE4wMHxo/jlI991IXkbHtJHtyLX/zikamlUoaNY4U5utJ8TU972tPmvtrv1AHujne841Tp2sbHF7S9n5K+ZtypVxqtqXIvj0wD2GDLsYMP4OpPx4hbpTSbTTK/VZ7b6cEPfvCu/SbbBLx8dAc/mGcqzdfIblAXaUMeO/bZuv689KUvneM2O3AeKvjKJlDn3MR4e9WrXrXtfKjvWZJ1ig9r0VeAmDPHM94e9KAHzf22vynLfiC7SeVa3zbe0FWp4ybjljLU0aU+PnSEr4y3Dvatl53vKLSJ+7HPA8y/Mf518c+JjTyG5l2sgTP+fYGvr/asHvKQh6zq61nzqhb0TVADbpBrsMz/4sRB4B8Y//zMhUjuVfIEAvDJy+cP64JpVSlf5pVqeFilw3f/AZNXtHYqpBlYocXvOrDGRzzoL/4A6u/tWbgqSUuf0MM/d0riQ+5B8mGqEx3Q6mBdPfShD13VRdO2uLEyyD9YSnJ5nqyE8kDaYHXhUY961KrSy4xVDp8To8S2cSNZOnHT16GofohXfQFqfP5x3Qq/NpXJUn3ZJ+g1OQxb4OVRLnEpZ51Y8Q+e2LAx3jLJPXysGmXc2M8CKz6MGeJGIvnvLeQYZXXBuLH6bdwYb8ScuLESTR5Rxxv6sV0T7PjcpnFjfIFnww99h588rQA0S+40sL/rq0OrSrk2+qi8sZJ/CIW87V6uk+t8F1p7KQ8w8WdLMH6JO5M6eowl+5GPUZi/VX1934g/l2W3YTtL6o43jhn8drylL9wRe9jDHjbGW10MjvEGHXlWjhnnzBXk1iUHdwI8fFCgFj9W9fXEsSIHjg2bzq0cp8xvzFMJ+Mc4Z349UfNbrvZyfHKccrxyfPectuhhlbcWJlZ1ITjqeZyyf/I4JR+v+04f6kuZY37j/AA/IA99yLoyWUJPHvvOKi5+Gzc+eAMNkJ8PfzDH4IMrmdCJGyv3nJPY6LdxU79xqz8Xq0rTuC1u2NU+csyPHZjTKmXdHLd+vHT+c9k2ZvZF3bT127gxvwLJy2e3GW/EjWMPGsDYybjRb/pvvOEhNoy3TXFjvHP9Yi5g5ADsELfHPOYxI27cCVyKm7728pSWo/VLbC8+A3x6nzIguf3yvbqgIOG/wEBg4DFwuKCi7aCkDti2Lt42pQAvdHloM5kwOElqzocEgKQz4Dng4VXewcvkzAmACZAv8zD44RG4nVQrCWOCFUfJRZw61JklPOlD+gwNgJ8TB3HjArZWs4cMugEmusc+9rHjAjR9goY+LpbqU6RjoiSxuXho8NfKz6pWMbddOKcfxI0DmZMbCde1OxTVD3HjBJPQ/YAGDr3WR2UNXt/kRVadxlP55AWXNu5///uPCZC4efEvD5NYraCOC9HUoTwn/cqXOeJGzLWv3bve9a6rP/mTPxnxF5dl5Z4etxn5w1WrLjMJ/fSBC9ha2d8WF21zgnv4wx8+LqT5KAcxh2bsGcdPf/rTxy0+FCs3GzmNy7it41PG/i3pkufWLvEx/Vvns/juL7Lq4EKI+jreLruXdtfF8cKFjSdKbe9FV+fhOOek38c/fN0uuIwTbWAJBx7djEUuLhxv4AUekXjGM54xbj8v2eLxAB7FYV5c+pNcq7eruiMy1GUMrHNxyqMIHKPEKm3wZ7JWnsdFHAqk0Rc25Cof8PgDynkFkAYvF818Kc4FjKRTZ/7jzyx/8OH3GIMG1GeKxwXwqdapX33oOOMLnTpl500aMeOROT7SwvzaZViUqJzkaWZbnQWj29zmNuODPHzkAWB8YIOx8oQnPGHFPKVN/YOPC0POWcSFmNPv9JVFKL4U12/hI3trgL5T8vgHY5LxRtwA8Gz0g7hdfvnl2/qjPLzGjfHGx0Jyn3OBTNzucpe7wLoDOA8TN/T1sQrzpZdeuqq7DYvH6Q5lxwTxfTWwbrlaOiadzm7SfTYGDV9KqdvTY/A6KKVxocUAFN91sPIKzX/x0JXVBjh41AFe4ITECoefMHTgM2nwbJHPg8kPXV3UuZipD0TMNuFDPysR+E6pP8h1n9RrKU9vpw5pfJkH20yWSScW2HZ1Qv5eMkFyIQcgT3/oNyswyPeYwuNkyh8G9pmTtLrhMW7pE3U3dHRY6jc8yCTQZp+jY0lP8qJTQE4bxi1XgKGjj9Uh4qZdZJSTh1WCvHjWBnL88Vk6QTiuuPAlblwU6B962YybeO2i37rjTX3y8meRkzbjTV5pyNsfdVEK0pQTn2XqSvxhqmdM0l/xjhe+NMadHVaK4Ete6u4P+mZszraf6mV1kWOLP1tnC6zi1Qd65gs5beCzfRKHLXH7sUuMnN9SDv8Z61woJ2jbuLGo0VeA4eei4ZJ6Tph9g1/6qRxtPiHL4gIrcuk7F2jY9llMZdy/tNHLcZp/NMDBw10p5OXHH2TYwFFyl4fjFB/SNjTukPFnmDo0NupuqRfdgDynWrf8drxtzkl+8hwcgH5WfYnbJmDVGt9dAUYOYNGGsccKuXbAZx1eVo/Zsh/gOQ8jLyRd3EGU7DfsY89YYAeceO0yVolbpxO3ra0t2UaJXgC96GFORp5zW9phvBk3+KAZM/nAEzPH21B8+ofxlnFL2nGsE/djfwHMjh+BOH1w02YQsXlgSXeQWcILwCuPg/gUZfl3SR4d4Nm0j3Tnta295N/kM7qkp37w+gxe/eAFccrR1q48lNKN2zo5eSnlEacObYAXtAlP+kwbGjjiIl056SkPjTYgfTTiR7o8ksBjhw2b9hc9gHLqpbSeNPUpo7y84LPe+bNtXR22KbVJvdNps9mHHFfwA9DVYXmKcoqmPGWCvODlgU5dmu2OW6cn5ZLnMNTpA2CpT/jMRmwB20sXwMraT9vIZZ32XkBbyLKxn63vRX4vPNyWveaaa+Zb2dhMG+kD+uzbXnTvxoOdBHV3/BJP4pb4wXV99kXZLrfURibjDo/Hm3oo4YMm3TqlOhhD0pWVnvLqo5QuvyX8APSExKdO6rbhly9le13d8C7NLfDLk34mzlitk9+LH92vM2l7/OqP/lJaT1+yD9SV07a88tGm7ib/Ur/hgV8ZdVomnvpF2BkB4nrxEYiKSw40/q2yGssKGf+4oDGAuPW7blCBZ5USOVbzXA1GliBDY8VlLwPRwS8v7Q7QpEOjjk3/aWMTX1gBpA/4bj/UpV/qsd/w6QN15PnHrh1LedQnXnna8Khfe/Irr1+24VcHOEE9tK1b8k+Z/gP0G6Dv9Bv/5UMfftDGBgA/qyzJQ519Ztzg0xd9gwcb+g2POqgD2e79h4bPrv7SThvYxoeug3biTlna+QsPNtGJHkFZ8OxzYsdYpy/ysb+JG6CObhcZxxu6oFsy1o0vOsAb965HurK2Ux7chQD0AdB3+w2Ofjt2iIU80ijB27ZuexDO8Adbm/Tp9xmqH2LqyHEAATybeHDUzwWo2/7Rpo5+NucExjW0TaB/+qoOZIgdYx192lAXxwr6c39qF5x45NQNzrZ6sCdYt1ya35zXOW7lQye+0tau5yTb0Knjc85vXQ5f0EO/Odb1HTx1+u15AdwSEAfk4QfUgV7nN/C0oekb/oHDd/oOoMtzMnaRP99gDLGLv/Znkx/yIEv/OtDPBNrwGTfkiQPy7nP2XcopAy80gPpF2D0Cx/oC2EHCAKLObfjXve51K27JiyOEHGw8y3WnO91pjij88lj/+Mc/vnr729++7cCA5w53uMOqvtU9niX2INK2CuFjE7IujhI57dF24vra1762uuKKK+YLQOTh45YLz4teUrerxCHXDxT8/pu/+ZtxoKWN+93vfuM5Wm2iwwN5nY8dT7vbA+eGP8pYJo46YF+zzmMEr33ta1eVZWLwKI+/vKSB/8ScNtDjX2/CD3n7pI16m3bsc1/wUC86qKNP3qQZJ2hs9rvbRY/jrd7gHfqU5XbuU5/61BUv9aADWWxoRz50ALQB6aNxug1Oujy0eWSEsc5zlZ2H582Jm3agp27wX/rSl7bFTd2MM8Ybt5YFZLP/nMxoi1O3pXKU+pC4w1jHT0Gfe7+l229lLO0/bXgo3ZTdT6k+4q2NlGdsMr6WaMm3lzq2tEep3+JoW9+LvnU8+qquLK3LY5zRJU296/yBjw26xx6PATDH9EcBePyC45SUVOpD1mMeW4mnnX5kHRr2xFnndjjzemWZgGWmo5f3K3gvxbEC3T5DBz7/+c+P41y8enl8At95hAKQPhqnf9Bx5ZVXrm688cY5JpDwkZd0eVF2Exg3XwaTl+e5mSNIjWl/KY2bMatsN6vKpKHY7APvMCDvxb99VdcscIAVbRlP2/qiafDSLKVROhdSVxePjbDPefYbUM648ZwxuLRFW76UoW48qV+E7RE41hfAGYpvf/vbq0pLtKrUXCsuSJgQPHFwAcyFEAOJN9v7ZMHzWZWObMh+6EMfSrWDl2fAeCGAh9fJW7gb9MG9iZ9/xdrGd/4tIu/JjRcK2JgoeTi/A31Vnluy2vag4R84L6txEU+uzd1Aud34lujd9hIPOPl4ca7SJK2YKL/1rW8NvPuGfceEwcXkz/3cz40/H+kbceJPAzFjn8EPwANsbW2NvKC8YZNPd+kAAEAASURBVM2LNNgU5LFtuQ6fsvJy4cl4wzYvO6RvrKByAYlPxN0+KWuJTMql/XV4ZInb5z73udF3xr1jhQkY4JlG4sYFOM/0pv+MB8cLviujvUvqApjxVqn5xstHQ2H9oIMtfUya9SyXeJN+2OrGSb/tM36Ko24cKNm3tqEBtM8lpO3UCx5b3X7y7KeunfT/XOrWX3zSlnVtiqf0uBHX+yJe2U6nzR9rFgaYJ7yQU44sE5wXPE7hV5elvNJos0kH3wEaPDwH+nd/93fDNhfA4O0TNnlHgnMT8xvHa+plBTHnN+3BA3ABzBxzab0YxfsGQPKwCORx7gUwPMjrA+8aMEfwTG4H4saCEHMEcUvfiBu2OXchr11K+HgPRtvEHcAmG/1GH3MMC1JbNU/fmoC/GZP0xX5B3ytUmtU5bpUGcN7n6CBu9JtzF9chgLqxZfyWbCXfEv3Y4iowxxbq5D3n86s3Wue8h4wrthpQc+68uu0y1dvxU73dOWSQFcjJVwfjBE8dpLMM8uipC4yRi/KNb3zjbA9ZdVDWgT23odXkMDbqQucBT77K3/qt3xq2u8+08acmyZEzF35toZ86OXLr4fip/k3PfiPnRp/ILUjOUv1NPYnDvzo4Zz5plN13cegC5IWvLrIG/ynKKZr0xP3lX/7liKsxt9T3umU01Z+OkR9UG+hnI27kXKR/7iflKNFVL3JNz3/+82ffUof+UGYd3QmdLm+9ub5jvDFOsIt9/KoVlqlOZEMdcuyz1E/deEt33EDTFqUbymrld46bfc6xTtzqDe2pXhyabVNBR52cxniri/R5jKjDuDHeiJsy3Y9BWPMDr76nz2vYDx0an/t+6k7aL/K31grcvM+NH+PAMWmZMT7TOrpyjGlv3bG/VzscR/Uoz9hv9B1wP2bf2a9sZwLIOS8Y472Mdf3QNjLGn2NHf/EJvMeT7cpSMx+nHJu5b2iTY5gc68gqgy3bA1k/tu2HbWWyLe7Vr371fJyy77CX44HjlBzw3/ve94Z+dNjPekl15CdeN7/RD+Y3chBrTx/Qcd11102VrWHCxtI4AF8X0VP9kd4mrw7iRmzSX/WAqwv2iVzh7g99oPzqV786VQaK2Tb8qQffmX/qufPZ9qgc8A99s3+Yos6YZMt+dDeg5bhSNnWJe+ITnziPN/qc+5w2cytxk7/75P6nxC4lQJ3tItwSAWJzrFeAa0CtKhH36q1vfevqhhtuGM8bVXjqON0O8NUgX335y18eabtIA8VqLnj+ob7zne8cq2rwgAMo1VWBHitlvCjCrWdSc5lRQh74lQWnfB04Y4WuDoRtdGywive2t71t/NNP29CEOkCG7/wbRxe2eRMU/Jvf/ObV+9///uETPnbAB2T4x80tGd4sRV4/KfUTeer4CdgH6vKLpwQSrx7KmuCGf+igLs1Y8Tb3VVddtfrYxz624/ldedBfB/zIrMEb6qQMIgUNcNNNN41HVVghoX8dtEcqm/r4yLDBYwG8sQ1NSFvgkiZP4qizkuN4Y5VmHbA/eczgSU960niUg/yRGVttg8t61ycN25Wcf9hmLKCfMSDABw8bMeE23HOf+9yRYo9UUMBnP/vZMd7qBDViAk6f1EVJv4gbJXEjKwSA7iXgGKqPbgyS/tKgzzzGom5tLek4LDj62P38zGc+s7r22mt3uMjKP3eP7DOy1N1oGzN5dijZBcFdH/YBdxUA9ajXMmmDcR8/l9Sqv7ejU58qsj/i9lPqM3MBQLvHGDzjBPv6oJxteBLUIR80cPBzh4Y55tOf/vQYx9C6Hsc6q7Q8jkCcySsMoDP9RJY2Jf1wvlya31h9xTbHaX8/IX1lfuP8RRo3HkfgsSWAc1l9aGGsXq+b3/Cd+Y27Z2TvwXeyv/BOAvMTK7eMTf0kLshoH73cPXzlK185MtFwTgRY+UWeMZ++QzPe6MEO8zBpvbDNai6xefe73z0ee+BcQ/+MuXbRY9yxw7kJee72HTS4D9OOYzJp+gyf+5y6sVRGOiUrv+xz4sa8qQ7k7Tsl8zbnfdLv0e9cCU5b6BQSn3Xpx7qsgBxrYBWGFdAacNtWYmpQjH++4imt13NR459VHYjjq1rSlKkDfds/VumUdVIfX/kx6OhgE6jXgTJwlHUw7PjnpgwryujELmW32/1htakmx2GqDqTxlaP0bV1d/ZVvePiifX3GT/T5DzPpS/WOU0/ia4Jd+6+ZL+bUgb+t78bBPuszMaHuiiS23vCGNwzZdf0Vr6667TTVxKSbo9TXLLcxVENa4uukNtWtw9m+NijxNfchftC+ur5ShS5AnY4RcFmnDcAHnk3gq0v1SMWexop+VT7hIY4+VtwzztRrMh+b/JTGr25zTnXRrPlZj32RwJcQU075R9RXBpf6odxhK/HVvmWdFfel+NjPXsoL3vFAXfx+Sr5SVn+659hzXHGc6ieErJ9JTO2rpTodl+Ctn4n+lKXOlqD+jpcXuqCP4rItDt4Pf/jDU11UzePdfcH+WBd/VySRx3aPMzhtbJrf6iJyrIC6zymtp219Alf5hDE7gK/fKbOpVFd9Mnp8cQ/heuZ4rBxrTxsc5/ZdncpXjvxThuuXr1Sysiwt9ahDHDzgagFplmflOGWTN/EeF/WI2vg65qzgPFRyzKS53L/g4RNHPc+RyqmLFXdWxe2j/bNtKZ67NvVnQTU7bGlf/TL2tvjjWLJvdiZCrUgfR6gBMK800f868EYYwOdWA2jgoWeddg3OWU55caljKDj9I55m1mkjW7eaRglNULdtSmXlSx78FJ8y8LBJs22pXtqCNHHKsgJUk5lscwldnpSlDh7fjOMsVBV0sXX55FmqawOa+jtf8kCzTUnMAWRpW08/jCc4ofdD2ymXdW0qT2kc8EE/1Ju24IWuf5bgAW1TVw91Qbo6Ux7cbnj0IINueGsiUfUo1+lTt/HbJnRaJzjtU8KLPjbxXe6wtPVXfzb5C83NWCKnjDF0TKjzbEp0ckxR5j7Q1pnoTn/tjz4vjb0zsdHHevqLzXX2tM/4lAdZN3zJur7B6yaPutQjr/KUgHK0jbW8WR6W+S39d/+ln9LtV9KoSxdPO/eXeHQ7T3R67sOuT3lKaID8lOcb7Acl/qQP2S/wSYOXcyQ8OYbsk6X9SfmkIZt65YeHjRhLF5fy4pQ77uWxfgRit53vwHFAdf51dPmhZx35lIFmm4FN3Ta8ylJP2IRP+ZRZqqMnfeh61ZU86Mm2POK7naQv0aB3HmMB/xK969Ef9fR+LPEnz1JdXdq3rS11ipdPPCWTnYCcst4uzn4mH3V9Ui+l8vImn7i0o2/S1pWpV7vJK10fpGnLNqU89N0LgNQJfckv5dRFO08onS7fYSrtl/s1fZamv7YtkTHO8lBKzxgmfb919S3pTtpe9aZM1pFPn6Ut9XGvtjofutSn/s4D3uNQXsoEeJSXJ3HwgpeWstbVqR7LxItzfCDb7SzhtKu8OrXdS+jJs1RXl7LyiLfdS/jBpd/yrNMlXtneVhd6UtdudlLP+arjq/OSvuqn/bNtLMXr4zq8dPmTL2nr6vrW5fVTuf3qVe4olrecoY9i7/bRJwZFDow+aJZU5cQKvzKW6su2uCV94PQj9YlbJ7OE12bqTL6ki0+c9XX+Slc/JTjxynXfkwcZJxPqylAXEtd1217iBddtg9N+yi7V0666lLedPDkWki6PNmh3XvkpAS+GqMOvDtqC/bBNmbiMq7blXadTumXqE6cv0lJ30uD3Api6fNruvPAA8p1qbR8f4nrZZTr9XLWxs84WePumPftou5fSu17x8FNfZ7PrW9dOeevaSNvSup51+M6Hztyki7O931If1/nRx7r82MF2p4NPniW96TN0jsm9QMp1fmgdEpd+pH/KJC+4tCVNua5LHeCVS1751SM/pbTEUe+8qS9tpFzybNKhzCbb3b4yB13meFrXB/H6mP0Qt1c/u2yXT3r6Bj63bi/lOu24tI/9CjCDic3BkHVwtBlUfQJMvhws6qFUXl7KhGxjYwmSp+uDX5x128rZhp442gA4NvtHHRkAnPSBqB/a60Ca5RLfJhr80inxI32Q1vWKtw/qsR/SlaOd8ZZP+lJbHHLU2dSbbXFdl3Lg8VN98FO3n9DFUVcOHn2mnjzWxdNOyDb1bMNHG1k225S2qRtbfND/pHed0Lwdp01wbEu82LCv6NcG+CVQDyW86NQ3+bVre79l+osu/WIFH9CH7I820y/tJn/SqQvUe1vafkv9olQndR8J8E5E0rUBP3j3Q449eKCxbYJO7+1NsklbJwe+03pbPeCNLXXHGnRp1u1z6sq6sZSfMsHYgUu5bGvTsUu786pTPLyC8qnTurr0M3nhSf9oJ0hLGeqA+qxnGxz+sfXYQgPkt0SvvOCoa8sSPBttNuvKiTtlYefvOvn0R1s7pTdjluTAZT/QAE7e9EeaVqAJyZ84eVKnvJ1PXmMFXV5o7itx0JVJHPijCt//goKj2rnd+sXO5mRQ6VpW//d//zfeku8yDgRK3ma/7LLLRo5T8vEhz9uwlWpmyPJWbULKshp2aeVc5LOhvLlJ3kbo8iBHHZ05CJOubuWwXS8cjLyJ5E5MXga9OinJt1hp3Eb2ikpvM3h525SD4OTJkyMO6h2C9aM+3iAnE0C9UDNyuyafviqTpfLikrfT5KGUZmlMbOMzdd6IxXfxqUM9JHqvNHGrX/mVXxlvOYMnbvSJROPETd5RqZ/Ux74igwTJ18l7mSCfZfq51Ff4eLOZ8cab134rvutUlqwTjLe73/3uqx/+4R8efklTRtu9DV5eeYgbwNvZfC9ekE7bOnF78IMfvC1u+E5e4EqxNL5XL78ythnr5CZ9yEMeMjI5MN6kjcrpH+TYeNOeN+mpp88kfP/1X//1GbekQ33IsXVfNsko20t9SFlxZgYhN+wXv/jFkaljXUkWDzLH8NZ2vbg5zNjnbvOg2oyh3/zN35w/U4yddXGC1veB/baEBzDOlqewh+tXn7NP+g5uyXdxjHXmaDIhkHVGOXVmT3/8x398VS9sjuOU40be5Mm6NizRyWab45RjyONUfOrQBueh3/7t317d+973Xl1S2TgA5zfyyP7v//7vwOWP+ih/4Rd+YZwXyLjyQz/0Q4ONvuMD+cIT4E9Z8tJyfN7//vdfEQMAOeYI4tbnN89J6iS/OnE7ceLEnGOecxJ/zMiEkVkk0rby5LbngxzkSicfMuD+gd86eG13PDRAvDK0gd4eyPiRDkoZy2Cbq9KUo02dmHMuJ25ktlgCeNl+8id/ckXWjbvd7W4jburoMvJbdjrtTbT0cUn2QseN/tXPsYU6WOe3NOt/wFSpyUY+3Nqx/BXb9iZtfRxgqrQjI98lAUvZShk13ete95pqQhhyytYkNnTwdmclTJ8qZdmON5jVVQfArLMmsEW+ulgfPLnD6kto0yMf+cgJ/2rimN8WrgN+1MnXSNYB3ubnLVR0CNipVGJTfZxjvIFaB8P81jl9QEdNZlMlSp/qImXYRoa+A8YgdSZOPu3tRoPeZZAlNtpVB/hK4zbVRzpGbkRjTunGW9z3ve99Rz5b5SzJZ0ue3Zr0Rz+Nl/0m32Ilmh9vV3efaHcc/hCH7mfnow0f442sHEt5NvGF/Um+R/Krpg7q6kg89gHp8vR9g3+vf/3rx1inj7nPqTNmjdvNN9+8w1adUKe6KB9xk99xTuzIO1offZle/vKXj352H2k71k95PE1mgXC/UaKbcQ3QB2QSsp/goZMxpfe3208d6+ro6HqIGzbqYmgc6/iX/uqzeEr2I7GhlBd8xkv8QZU9CwT9Mnb0x3bGQrqxo+xvsINbkk09t3Yd//TRPnWfsh/UBerE5/LLLx/5cNlnuY/cjxynlapwiK2zkTrThnjssCkvD1lXyFDEMYVtx5Z+MHfVBehUKcPm49T+kge4/riPeUT+1MG8w/mu0pjpxray0qBNZL8h367y2NcHzgu1qDKyR+Cv/quEvPrMn8bNeHlMkGOYjA9C6vjGN74x1YX5OJ/Cr13r+MS8T/YI51v0oCP3ubHQhiV8bEDW4UdfyiVd/iEYsmmz07Qj3tJ9TjttkB+e83XGzfjTf2JaX6WdZdSfPoCj3UF89m+JBxw8GdvOdxTa9PFYrwDXgTX/A+JLbVtbWyu+jNX/NbNiVwNzVSfk+dORNQBmWej8m61BvaqDd74FIg+rry95yUvGv20+n1kDucZ0zWihA19oA9CTB5x0fQYH1IGyqjQ2Iw8iK061UwfvKepqfM2MPLis3pp7WBq6yJ/IKiereny6UtAOuSUrxc6qEpOPFRH8gibIRxv/2eSRD1wdfENOmrzyWKKHOvxs8lMiA406QH/4DGl9sGHkpBzI+Kk/LONzn8SHVXoBHawyXFIrJqxWsEpH3ABobHwKuS5Sx+pGX/lNPfikHKV+ikMXoO/WGW98DYl8o3zOGT55WAlgvPEvnxUl+wtdHv1Un3bEZxseATxxIz8sKzzkBu5QaY1G3IgPWUjUiW184WuGxI2v8LGPAOIJbauOoUo5N1aO6+Jgm6x6KLMv5L5kBRh5aeh0BZh64q1TZl15+AXoZwLqpn/2G/2s3JM79WS786Af2EqbyAr6Z9/FH2SZK8D6Zd+yxCfp+oy/ArRsg7c/8hyWUv+zf9b10f7aZ/BLchyjrLJynHKXEDAOzOXPetazxh0ijqklSP3SwfX5JmnK8AVO5l2+COcqtHyUj3vc41ZPfvKTV1t1zOVxijzHI19749zEcdqBu5kvetGLxsqxx2nysBpMrntWYv/t3/5tx9jgrgLHOeMLG30sEDPmOPLbspLLecpjiZXjjBv+uuED8x/zOrmCiXsH7sa94hWvGLmD0WW84FNPll1e/qUxkP2AL8eE+inB0x94HA/gUqd21ONcSVta8qOX8cacz3VEv6PMfiJu3FmrP0azDuTUmSV4IG10evoML3T5MxbQjhrQz2P/DLA7lQmBiyQScJPgm4EggOcC0k8J50CGh4sBEnnz3XZuyyeghxM5n9RlogA8cKizE4C0l/VBrB8HZbapM7HgF3a5mNG+/ExE97nPfcaB1fXSZuI+Ubeg6DMXeukPdPyur4JpdvZTPgjw2bZOmbDURoZNmrJLuuTVHiWTBZMCFyP8AUmAnw9fcCteUD9t4sa36Otf7rjlRAnAw0bcuK1ICaRPAxE428glpD3w9gE8JydOWnwm21uF2uDWa463rpO2tpShTFy2uzwX95zgOLlxgk1edPC4C3/a0o46OLEynrlVyXjzDxfxRA/7hLhx8gPACdb1U7p4+XYrOz/6wKVedPT2bnqlq087tD3JybObPWXlT186TZ6DKvdizz5Tpq/61HG9Ld9hKPEt++x8q8/SKMHJL90+0OYzwYx55kcWCZSBhws1Fgice5RXv3p6mTqy3s8rHKdc4NWX3sZclXqQY37zOE0adc5ZXkRy8axv8l1Sf245Tvm8/ZK/XHxDY271sQ5lKevO2ngsTJ/VoR3ixpzAHMN5ETxzBXz0ibjx2ETKKQudRzOINzh5KGkzp9cd17FflNE3+dftc/jgkU85bazTp234qWcbXOrrNNoJSddP6cSNuYaP5Ph4HjRkWKwi7j5uokyW6uv9SJvJbx06G4Bsl5fvqJXfV53evneOWg839Meu584Gl+0uDl2edXypN+voop2DNOnr9MEPeBJGJuWsJz1toJc2G5OSdlyF8OIFG/CgRx50d13alwe5rHtRhB59g249+VM3eO1lX9QtrzT41wF6lJNHHHrYjAV4NkDdiUvfqdtGB/zdTtpTLzzwA9gVoK+Tl2ddqY/KW2KHuxHYSf/ghwYfeOUpk08/wQHQ1a0MbTbanUde8I4x7YFTljryfHHuZS97Gc0ByrMCfvXVV8/20548yqAHv7Mf+tZ5ldlUqg9Z4wA/FxM8l12PBM19Vw+8bMaPOnrEU7dNedCAXZ7PfPvb3z7+8Oib/uhn9k//0jf9Brcbb8rd2nX8po+MQe9Q4JOxt6/E40xBXalDHDrFa4vScQpdPHX8JL4ZY/BLkHLSwQnapb3EK9+mcpMcNDZ8NcbON6kTHiB14Zvy1PVVnnU07MhPSRvePp+CZ2Ofp+70Q7w4dS/FvvsjLzqgCbbBUdcG/AC61WXcoOG/vOpaKtUrTdtp1zHUY6Lskh19Qpb60rGyJKcfF2pJ7C+uAO9z7+VAWDoQHIyopS5/DsDEy0eJPvg4OJQDD24drfPBD+SBzMAWl/wehFwsUXeDF5uCupTtpXyW8tOWt9flhZ48ySfeUr36Jl5dey2RQxcxBfpkoR71W4Kn7v7I/Q8NvJs2aFO3DZ8gLWXgE8AnSOv84MGlP0xiyYce+OT1AlkcdO2B62Cs3AfyqE9+29I7P3zQ0Ic96LSVU4986qGtf8mTOG2BS7nk30td3/QLGXS6dR3YZUPOOMmTPumXvtE+aOg+Y1tc+mE9/Un/pINb0pFyh6Wu/14IZb/tD76yz2iLU85+iLftPk58yojXHnLisi7O0nlIXeK1exhKfOvxwk8v4uyzvlPan3V9N54eK8rCn7LSwXFOg0+cvPJnLMHB2/VmWz3Kp6/UE1JX6oDHtqU49XZ8+ikv5X4B/WxL+yFtuu+6fniIATqSP+td5ii0f4CAuPOPQof204e+c3n2l2eWfNZLXUyg3E7ilhCAnAPO9iDUjwdz1y298ycfOtdB58u29ZRfh0sefUncOjl45YNHPvD1qdXVt771rRE3eKRxMGbc4O0AL8+Y8U37DtyGQ55HBQB40Z82eOSD788vvTnLrUme/03IPlhXN+USrtOTB9o6gM9Y7CaTdPu5pDf5eIaX5wMB8B7LjFMe7+iTK3zdn96GB9AHSuunKLfooK0/6pGnl/KlDHX1dxvQeDzkox/96A77PL5x+9vfftyChk9Y0iFtPyW+kiGE9wF4DlEAz+1c3q7vsKkf8Pb+Z7vrOldtbPB4DRkreEzLExx4tnXzPsecj/7oy1JswR1WML76yLOkjCePEfHMD7e97W1HN5ARn/0Sr86kyb+OBp53FDxOU5bHhPI4RRf8bOrl+Vnmt6Uxx+NLW1tbqXLUlaXBIwjId1h3DHU+5nXipm/QiSGPcHkrHlrSU4dxSZ+kL+Gg2X9l1/Erv8RH3PCduEFnrMtPFoV6KX1uox8afGzUiRvygrLEjeODx1/WAbzGrfPw/oTjTZ39moG5h32Wcw96yHSBbZ83R16f0w5jjTEHDfA4Z7zx+Jp2U0Y+ZTrtKLZHX3lz+iKcikANuqmeLxpvwfMmvBtv69eJeFuYatDuePO1/pVue3MSniUADy8bddtL/NLVs4kXns6vnKXy2hbfS/gSNsnVn4apnoEemQGIWT2XO7Y64EaWCfXoW9d9xRVXzLGuCWa8dU1Z6X2murgefUod6XtNcFO9kDHLu88oyXbQbemD+nrZ+ZMOrVZOt+lcpw+8fipnO3Val2dJvzyU6qX+mte8ZsSZWNlv6pXubiLLhfYo3ZBbAvSyCdpJXNLE70UvPPZrSW89ArEtU0JNtszc4+13+kWfcrvHPe4x1Z8m3ZlLdLvNyDOsfP7zn5/qBL8trvhQzyeOzB11Ehk+6itlnWi2vb1NO/moZztlD6pef96Hz8YxxwnHKX0SJ8+11167I2rGlfKwAz4y5izrT/LI1JB9pU7//6Sy4wD2bzRO/2Rf1eU47nzaUyb1kWnBGGuXslKA7cjy4vGknnr2eKrHWGZ59VC+9a1v3XbMpk/U0fHud797UfbSSy8d2XHkS9n0/YlPfOKQN3aUZHB44QtfuMM2sWET0JNxsW/atI/yUyaP+PRHnKU2Ug4fTp48OTIApd/U2edkYwK6fdru33e9611z3JAhGwf97nOPvnVdj3/842d57bLPXlDZf4yJfUjfwfW5x31efzqmG2+8cZvf2FUfdcb6i1/84m3Htfbr5ebBq90s1QHOPiX9KNbJsPT9z372s1+Qb8jXRHxsoHbq3NcPfvCDqze96U2rr3/962NFk5d8cuNfGf/I+NftP6o6mW37B0Y7N5TTBrBlnbZ86YM46DUIZ5mUS1nqS/LyJ01ebcgDPkG8JTT1pCw4tve9733b4sY/b+JmSdyo86Ket2fUzYslf/EXf7GqlDtjFZjVXGSJMzK8BXvzzTeP5xd5IaT78dnPfnb153/+56uaMMYKMPLaRQ85FbHPv+7+j11d9l2fLLPf1LPv8qDDOvtLHnVmyZiR11I6etQlX/oHf/IYtw9/+MMjbtln+s0dDFaHa+IbL6WpUz3atQTvBk7b4ARl6SeQ/LYHYeFHXvXKr36epzULhOLQsEXfev9YASH/KPmF4cvYKK8tbYjfS4ks4+4973nPGFfE1I0x5rG5pGvJLj44ZyCT9SUd5wpnbPpxYV+Ma9LB8RIkx6vyvU+9fa78PVd63OfsJ1bS6gJ0RaYRXiyy75bMEbz4zIp3fwm4+6Ne8bYtxVui93Wve93qIx/5yBhP2DTWxJmMIhyn2OXlUfxFl9unPvWpVS0OjCwOvBCmbPrOHQle4CaveQJzQF0gr+oCeNxdU0YdzK34x6oi8gnY504omRZuuOGGETf8RVY9ZK5hZRi/PQ71m9JjJHGMG9vYo5197nR45KcEHHujcfonedD3yU9+csSd7D6sAOuzJXcsecHMDBaoUT9xq/SaI26V3nT0mX7nOYm48UI7q+BpGz1cP/A+A+ONedp4Ez824sbqMivQdWE9+pM66sJ77DfGLbz6TIk846AuVsd1CPYA5IkLcxbj7frrrx8vL6YsdfpGnyqV2o47PD32xiP34ylrR+eXeP4AP/3i4Oh0cfeecDAwCXEhd9111207wBwEZAjgNiKx4mKKNzVNQ8LAycGjzJJl+NYBcl0Wfk6WyiWPOMsl2U22oDG4gZRFX28PptM/0ogbt1mMW/Kog7h9/OMfH3FjsuDWD3EDmET4QMDV9ZJTT7Njn3j7+S1vecu4kGOy4HYlEz37gX3GieWqq64a+vRrNE7/cGHMRMdkw1vFTNbwqV9e20s67Ms6HvHokle968qUSZvUbctjW/3EjYtF4saEl3TqyBE34kLM2DjBmYEEOlvK9fYmv+VN+azr5zodm/BdT/JqN3HUwbMJ6BC3SZ/8S6XySQOnvrTXeWzLg4xy0m6NcsmH7BN0fda/3gYvX8rKf5hK5jZuBX/iE59YXXnllSPby5L/XGhwIUemA/6gX1LZETJWxiD/tIjL/iojjWOwVuvGxQzHLPSMHbLMexzDXECS+eBHfuRHxgUpF1vMrSwM8ALjuljfdNNNY7GGxQFSWfKxHIAXNXnk45prrll99atfHbj8wQ8ejeFiiwtgbo1zXiOtGxdXzK3Ere6gjZdpU5Y6seUCmQs5HrciNvhuDODBZzZo4i2hC8bL9qay89p233CBxz5nYaByBM+qsCsvSBZO+OPAviaLBv0HyGrDowvveMc7Rtz0F1n6TJu4QSdujBnOazxeVCvHI26c74gbMsqjW/vEjQtjP2yEDwD+sM/f+973jvNayivrR3jYR+wvYs7FLHYYS/xZ4byAfgA8supCP/HhDxf7Gt/z8cIhdFqOurLij1rJdQSDuPp5fIHbDTz2wG0C9nkNmlFSt10H2MDXH4WpLsKmfouwDo493TbgNgMbQFkXiNtuZ/S9kHqpJ3CrRl3i5aGEZlv6bmWXo62OrKO7Jt/5sQfjROx6/KDVBDHiVgf37EKtLkx1QToneTfeS2Wt+E31Nbepvl42/OH2NwngSQqetlNWX+rCb3yEhMcFNgF9ynjab2Sor4u3cUn+bge97GtK+Cw7X+pKfYmv1YURN/qVsabuOLXObbvKGTltOsbR7W0/+2qp3fQz/Up8r8NnP7P/S3w8AlEXH6M/+m7fKN3c1z//8z+/4+MmS3qX/O9869p1khxx1maOrazrr7GXX/+znf1IHeejjn/pY7eZ/agLp43jlJidTWzXxfxc4mv1bKo8ueNjM+vGlvumLgLGx1sqx+rcrz7O7W/Hp8/ygKscu+NDEnV3ddv5pMedNsfpwx72sPGRFXTUVwPH7fu6UNl1fuOjEHUBPP3VX/3V7Er9+Z3qwmr+uFGORfssrv4gTydOnJhq5XL0nQ/dPPaxj53qwnY+7hy3ytjm8Zq6kJue85znDFkcwH+P+6zPzrUKPAm0xfW6epM/69/5znem+uLnOC841vHVurEHx8epiJuPyTEH1mLLVBeVgyZvj5d44sZjJDw2CfCo3u/Vh7L4QIc860rjxgeA7GstsE31zsr8Ma3us35Q8hhWrV7Pj2Wig0d56i7G+CiU+6nrMBb4yOM3tZo8hy9jDZL2bvGehS/QSv3xnX6Afy/HGfhXxb91VjSB2pdzOGrAzDjw3LK6uf6xc9ssAT7lLKF3+cRBk566sr6JXoM7WXfYVxZ/rG8TaA39lte2bOJpU2eVgs/p9o+GyJ8l/8zZMm6szLLykqCNbpvbPvyrrQNy2GZlmduZ/cUQ5JW15F8eKzDY2wTalifb1LMNj/qpdxq4BOXls0we6uqUv9Np0w9WXgR4laNkUz9xI07EaxMwlpTJMnUpL932phJe+dNGykDXb0rBuqX4LNVtCa91S3CJT/ml+hIvuA7qBy/dMnG9Tvt8gT7iV/qWeHzp7cRRR7ZOiIOvzzvQzyfYD3zOevcBGiuhmQNXfniVB1cXP2P1j+NFfNdnjDpendCTh0ev+nGqrDK2eYGX1UdjzO1q5kZ0AOpNOevOwzm/MSefrPy9S6Auaaw8Mj+O1bBCohdfWOmknvzaVJa4EV/9lI5MymVdWcv90LpedVBim8cNjBu8+k+ZvsFv3Og/AD/XAMRN3kGoH/WoE3yPG/uOWBC3hJQRT9yYlx1v4Dk/cm2BX8gsgX5xHuW6BRkAfs6F6ExZ+fXBdo43ceoZCk//pK7EH5U6177H/gI4d6YDJXHUlwaJOAdJynaaOvIiAH5PJkv83Yfe1q66l+jo7bptw6+OjutytOVNOxz0u4FyaSNloC/R1smlb+rRvyWZdfqVtVTWdi+Trr/ahVcc9eS17b62TZmQ8olfV9f2kq396OryaW8TLfmW6ilLPdtL/DmWNvkPzZOXfOimTsltyf5I1xIfPoDnZJIZRNTDyYQTlaD/6gLPPsXvxIHvbXC3FhALsqn08cefIi508sIHH+1n+kt/6GfqgG4/l2RS/mzr2lnSI00faFuHX3qWSZcHXMdvsgcNfvXuRTb1ya+8tN4Wb5lyWYeOLDh1dDpt6fJ0vbY7vbfhQxdjQp3iaAtZF7epXMe/Dq+uTu/+SqeEto7uPCR/6ldGHdJ6KZ2y64F3r3rgTXnksq0ucerNElrS1SEOHUsAvetZ4ruQceMCmOeeLsKpCLjDaTkAKK33OIEXlE3+PJicKOS3hB8+NvZF6pRntzJl9AMZ8eimvuQD/KysQmNTTtmBWPhBTlvwWk/WdfjkUU5eSvwQr0/I0A/w8CTYtp/qgkc9yb+fepdP+9oFp239FUcbPnm1DT+QfU0+7S7hkFNf+gNeEK998Rd6Sb9ZKXna0542P9dszLnYq7esxydcs5/S3SfoMC431nOa+REO5XgBxZUtcVmqS90cQ4cN8JG0ScTEO33gAFb96k3+8YKUOPDUbRMn654nnCvgte/UDxIc69jQH+ri89gTB11YkgGX/aONHnUh6zEKHxtt+Oy3OpZsalsb8AK0kbetLmjEVjxtQHnqydvxtNkSui5o9k/5Lmef1aPO1EVdOXx27Cev/OmzOg+y1F76mPb0C1+tQ+/7Fpw6rFN2OXAdUm5TvOGDrs+pJ3Uk3joy7gNxlMgJ7g99EA+PW8epE7q+qUfeo1ISw4sfwji9N93JDiDLTTsbHuXgy0GjnHRKdYpLno6TtpdynV5k0avuJX/FyYNM19fb8Agpv4lP/nWlskv0TluyqVzy2qfEybefcp29rld76s528oJnSxx1DkhKJ6wl+ZTRzhJuLzR5LrSSW39///d/v81tYkXWi/5IjjEkRsZJHApY/eVFocSBl5c6AF2cvKnzFNfh+sVPXoK8wx3uMD6jqv+UxIo/DOI2eW5/Ow+y62id92za+rhkC5z4df5AV4el/iQNXNcnX+ru9qBJV1+3o56lUt6u13bKdN6k9bryylh2vqV29oO6c1PXQZsNnrRnfUn3QeL0T/u2l2zKA406m33pcr29pC9x6/i7fm2mD+rpvOI3lfYJ2e5D2lKH/LTlt0ya/Eet3P4g6VHr3R76w1uQnAzILrBuh4NnI10cJxTeAHWQaAI6OG6bLtHgA++mHG1kz3T1N/X2ujb8t7hkG560DQ8gr6U4SmNB3MguAA84NunU1ZVxGwz1Q7wrv+GwLa6XyHMxWC8sjLek+SAJeukPsv1Wd5eHN/dvp++1bT8skaOe7YwhdP00Dp1fOrwCPPTXW+/wANqhNBauyG3SDy8rf8TrqIBxNDbGxxit66d0j4XOh76MZacr3/HsL7bDCMbImOGj/aS+rk/QAOjJDy7jl3qhHRSknaxrT5+Sht+Mfd52ly6/pfGBThYG+MXB0+WggROS1zGAD9Q59pij5E9e5ZMXP5nfAI5tZNEBj4Be+ygeGXw3ywu81DlPMe8u2VWfvMg7t2IbX5hbkdVejwV46PD2uIF3S1sHXcd3+sK5JcE+gMMvgP4SI3jtS56TlLEcQvEjr/sMvcSBbQnUQwkYY8cH5ymyM3BtAehn7vNBqB/2K+deZATHm/6IXyrxEfueQ+DBnr4o0/e5+KNUfv8LCo5Sh/bbFwYDqVB4iYAceQkOQnAM3Hr7fPXyl7989Yu/+ItjAEJ3QFN3EHWcOtUH3dtdOchSTpn9lBws+oGu3MSnvo5L+9DQB8hHKXAAsbLEywCkVhHkURd4UpCRi5OSCQogfQ5pzb773e/OLyCCVz7r9Vby6slPfvJI+8IBziTBV4iw8Y1vfAPW2cfROP0DnVQx9Ybs6j73uc+crzJ5dqvbdyci9hd62dJX9NhOGnVp0gfiNH/SjTcTk3aTjhzPuF5SqXP4ch6rncqkTurI1Vvwqyc96Umrra2tMVl2+8rc2iU5M0ntth/IuHgMcWL4jd/4jZHeh7gYQ/Uu9Z+0RKQuSn3KZakObAHyiz+sJblO60Mx8wWSfnPckvucl0v7iZAYZh5g+mbskDcuiT8f/WfO1DZ+5CZeP+gTxwnzFPlgvU2vz9kfLoSe+cxnripjynheGh7jpD5L5JJm3XEBHzyk1iL9IncqeM68+ycfJcfoE57whHGcMr9xAUu+ef4I8zVC+wmvoP+klqyME6t73ete44IOOqmx+OIXqbF4zjtBOf2u7DqrykYw5lMu6ojbVs0XxO1rX/vamF+W7KOTC7bKnLGqDxbNaUHBw68d2ucDsGnceL6ddGbrfADPV0J5BOie97zniBv7j7gx7kkDly9P4n/XRZ8r+8VIiYpd4sa5hj8OX/rSl+YxknLU2bBT31+Y44bv/OHh+oI7Uuy3pZgjC/7ud7/7yNHM+dcLbtKqkcua9Hc8viVokzayAOdSzg2VBWP4LR4a/IL2Ol76hV7S72N9AUwA+OfEhRgHDVkeeJuSt0lzQmNw3/nOd1498IEPXP3O7/zOfCHVB04OHgZH6oA36bTZ4Ek8cr0NbhPIrw3byti2THzirFuqL/uhbMaNl5I4cIlbApP5Xe5ylzlu/GsVmAS4COZtVuKeE452Oajvfe97j5jf9a53nf/x8s+Xkwv6eYmHt3c56PE7feVzub/2a7+2+t3f/d1xsGPbvunHbiW+sAHIpnzW1/Gov8uqz1JdlI4JdaYOTjq81ETMeRSAuAnqMG70+5d+6Zfm1R3p8h+Wcj8XwPSh98M2f4y42CPvMbFLXnl6n7kA/tjHPtbRi232C1vfL4vMhwBJn7kA5oKWkzSA7/SBP/xeAMOX8eIjI14AZzey3xnb5DmIeu67JbvSLfGBPnIRygWCb8wzT4CXj/6Q0/0BD3jAmCP4RK60df1YooNzQ446H2sh5znHKfPb0ouWzGGVtmvY5vzCfAbwR46LE3xFnj8r+ca/PrBww76qFGrzhw2gMc8ij13kyEYBHn0C80h91WxVX40ciwOMD3mIGxdyZKNgXsU+NPc/dS4g6wt1w3fqAjTBMWX7oEuOf/qND8SNMc6+T5/wodKejmOCczlzJQAPf4TIFY8MGy/CduC8Rdz4s8S+87jiGqHHjfHWbbNww3hjn1GXzjglty/nM2wzr5u9Bx42bDGf86cF+/xJAaAx3tjY5463Pta36o8NC0GXXXbZWIxyvPU+2tY3bYg/KuUYz/VzbKFWieY8fPVve/rKV74y1YQ4cpLWRdacZ7Umg+n973//yIsHn3LUa2VhxE8cZYJ4+KxDp62u5D/betrIunrF6Y/4XsK3BMpLRw9xIy9hHRhjqwNnxK4O6qlOsqOv3R7y4NhqVX2bnPL1RaqpJt9tOXiVwzfqlXZmqovk2XYd1BMbvtRX4uZcyym31K91OPyriWgeJ/Kpj5Jtt30pH+Vu0HnxAf2AddovfelL5zFKzGoSHu2M217s7ebPQdPJh+nY2a2kj+xf+iuv46VO/HNuzPR5Uwzq649DT50sRvwoU7c2wDMn1MXJyCsqXtu2D1tZJ9uRo9R4GIu6azPyn3d/6c/b6lOxjjfkkKHN2LOtnoE4jz/Y1XbWdUEcvlKnrD/m06Me9aixX9mHjCH7ffnllw8e5dRjibz9Fpe8We907fPZYOw5VizJbV4XOztiqz3k62XFqVb85jHJOGRDH7l/3S/wAshaZ966+uqrB2/Oi8jWhzNGvuGl/qEHHciTLxZ+jwt8J361gjnb1iYyaZu420bn+QB8ISYnT56catFkxM150X3wxje+cd6n+IcMQB1Ztqsrbu4nS+TvdKc7TRw7S3FTF7SHP/zhi/ucnMnaSLvGCVwtCMw5yI098Sc3M/mCkYcPGW1aZ58973nPG773sV5/duZzmfZyn4BDd9LUm3xHpU4Mv4/OVJCPLdD9GuDj3y3/GL/whS+Mf7zga9CNuNTkMVYy+ce+Llzi0cUGJI66dgax/SjT0GfU7La0Kz7bGLCf6W83DM1NfnmIG19d4x8vgH424sbKBv+qxY/K6R/1cTuflTj9qoNu+IQcK8joSXn9BMeqM7b9t65OfOTrSNwiRC8AzfpA7OFHfch1Wf0Ab12V8tIXwJh1fSmnHnHqUGeW0Crx+4gb/LTZsEfcXPlFJump47DU60MYq7qY35M79tMYKQSeFSAeT3JVR9qmkq8j1R+4waJOS5BpjzoAPXkG8hD+4C+rTX/91389P3oEDt95fOaLX/zijlzadINjlrti8mbXwDmmqbPdWuA+0E/a+mQd36hzW5pb2/guDzRWL7mVDMCnnDoHof1AS0AGSFnb2OM45da0OsExH2xtbY1YOzeoV33oYCWT+Y0VwdSPDm6Z+xljZdCRem6ujCmc0+AHtMVKJnMrj6Qhm7oHY/2AM27iLFkt5w5b2k0b6tSecgdVas++s4rKY1WsvINL34gbq60Jytkf4sbxkXLQiBvHh4/yKacu/UAWHWmbOo+2kJlFO8rbRg8+s89ZyQVPDCmZ35jXeQwOUAYdqYexxqMz+J60S+qRIPY5OGTZpKtrKI4f9QbqyFRHfKrjx/oCmL3pQHDP1j+DMXi88BLvYDBkDiTp60rlpOfAXNLV+ZXbb9l1Y5eDSf20Advq723w6HKDnjzWpTvp2e782qHMWNBGJv3sdHgA+Dpgp/7BDnT96599hFcfu8xe22lPXV3vEo8xzphk/1Jmky/YlFf78INLvHUnTXjSHu3DBvu5AMZ3+m8M7C9t+syxC4520qz3vivnfpIuP3S2pNMW5LN9mEr85AKYz+nyjKGAz2zEK/sCfV1/ks9YgEu8+s9Xqa/4gE+9T0nHJ3gYH/Sb+aHTabPZL+nisl/Z7+SDJ2nYpI1NAF5w2dbeYDj9o0510WbLtnLSEE1c8tJvgHOaumnDk/L6BS1BGfjtk/rlAw+s0yHfQZTYxkdt6ye27KN1/c4+pU+J732CxoYO9XTZTk8dqTvlqHcabXVJ16408Pa583IuhJZjHX50KJ/6oKUO2sBSP09RLuxf9suppbULux9n5b0DwR1PyaBhY8cTJDbq4uABHDzpADQHvANP3clnPQdXykk/m1Ld+os/Ajj6Q6l/8Msrn2X2FT/XyafN1KueXuqDMYaun+CYuGmrV3l9xYay8DnBZz+sdx3q2q20H5Tpjz4gL0+3Qf8SoNs/8PKru9OVhU4/Ux847cKXddvgkNGO+i70kv7Yf2PCvjEG9lce2ylnjJBTR8ZFWUpBefjZj8iyXw4j4De+sVHXd3zNMSENvHFSlnbGBjxtylsb0tfuJ74t+cj8AC809h11ZSkF6LS5iKCunHqlUwLqoU28beexLq84+PCBdtpW31BcP8oZd9rqT3vuJ3HZThuOB+nYUXf6rp2uL3nVAY919NEGer8G8gB+0idjo237gdn0S3p3x3FBzOyTcvCK63K0tQ1/xlJb4NhyPKlHHtrKYos6kLr7uJFnMNYP9tMGdHD6nrbA00YnG3LyQZOu7qNUHvsL4BwI3EZ/xzveMT5nmHheSuCBeW5fAEljcAif/exnVx/5yEdsDj7o3GbjoXfesgVSnnYOsk6Dvhfgtse73vWu+cF5ZXjRDNv9tnDaoV7POI9bPvZHOrdceIkmQVriej150Jnt5O324BMHHwfiOlno3Oqi35nBQ3n8xv9N8ujYDVI+Jwbk3ve+9424UU8+XtrjBZVNwMcI3vnOd45PYuoz/LzswD7z5RL0smkbHvnTZtah217iRceFDPaJmFjvpf3rcZAv8eKUoVR3pyEHjpNFp6X8Yajja/bTuiU+Zt3+UIKXJp521s9XH3lEimNF29rlzXeOFV4M7aDvlNdee+38qIt4+Hmjnpe5loD9Cy8bdrWtvG1kqctrmTqlyyuNMaY+cZbILMnJDw3ItnXnCrLkELfko87jfJzTeHEK6LrAoevd7373yAZBO+HSSy9d3e9+95v90y486sp60lPPuapjkw07bOlD2rYub7cP3tipo+tMfJennfS0B422f4Bod0hZaLTVYZvSuYm6/lEH/vZv/3Zs1FOWRy/Y5/YPuuAFtL7ZTnl5j1J57C+A2ZnsZN6U/dznPrd685vfPJ7dcSczWHgjlomC8pJ6jiYHH3w8p/W9731v9eEPf3j12te+dqY7mLkI45kj3vrkzeAlgBe9+x1wDNST9f3yT37yk6vXve5186dNtYFdJjue/eEiOPVjk2cB//3f/3313ve+d1zM6bPyPHvG84D02+eepFGiTxlLbSQtZZbqykhDFzgPVtvQrfMtddIMXXPNNeNZNU5YCfyTJd5b9aydb+smfa917eGPfSJu7PP3vOc9qw984AOzT+iEn7gRM2wTt+wfdMYbf5jqhYzxVS7k7Ct/lPCbTBu+Da5t9adP1qVZKgP9Qgfjbt/sc+J7H5f6vYRTZ8rvFjv0rNOVem7NOn0AnFfw13hZT/96nxyP8Czxp+xB1VmB5Tj7xCc+sbriiivm1TDtMadyjPFcJ89G2mfo1MlggDwXwMzPAjRO9tA5xjhW8616Y5GxW4pBxlObxg3+TYBs8tIGNtlJHnWjQ3+hs/W4yUsJP8/w0m8yIvhMqbLo4r0O4sYF8PXXX79t3KDDuG1V7E3Flb5Zh/d8grHQpn64L2hnrOCjLR9tdYi3lIf2OoDW+ZMXHfogXn2pHx8AdVkfyPqB7qquOnlmmH1Gdpcrr7xS1lEy1smoxDsxnM/JAgLoi3a6XnkG81H8qY4fe6iBNL3iFa+YKo/fVA+aM7rnrQbIeOu8XiyanvKUp0x1sTvewKwJZo7bv/zLv0y12jjVRcsspw7ka2Kd6mWFqf6Jb3trUwXYr4u3+e1L2rnJlyV0oAb9VHn9ploJmbMAaJuyLvxGv1796lfP+tWDDt445c3W//f//t+i73WgTJW/d6o/B0NMu+qwTH/X8ci7ruw61ukRXy/3jLgS3zpwd/hfE/tU+Rqnehlhncld8djKfaMAcauTxxw39jObsSee9bLEVC9iLMadDA510h1ZBZShD+igrJPT9IxnPGO8tatNynX+JM+FVjcLRMbPmFASj6X9mzwHUV/nz0HY2ovOJX+WcOgCz2YWCMaNxw1zV39DP+kHPX60ZblkT1/JAlN5wKf68z7GQO9v/VmcfvRHf3SqhYe5f+pDB2/N18rXVCmu5mPTWDOm6qWmkS2gcgUPMe3S6HXauWnnMJb1Ge8RN84L9teSGJLZiPNdLZqMPjEmmOeEyo091R3PicwqylkiT9xOnDgxMgARkz5HGif1XSwPPgLf/OY3p0rNNtVi3Y59xlhnX9YF8PShD31oOMM+Enrd/Wcp31EqGbPHOg9wHdBj9ZSXRGpQjDcn+edcB/j8LxCe2ukjmTn/sMh0wIqeqw033njjeMuaFdhKyQX7NkAXmQr4R10pSkadf975OAQ8gOU2BdGQjj9ADfjVW9/61pHHlDdOwUurAT946A8+s0pNTkceiSBPZA3ssSLC4wOsRJpnUjmEsYccvpMTkjZ5RQXa2hOXpf4mbi/1Jbm0hT+svF533XXjtibxFeBTnv3FSi39Jt5btVpxJqA+ZIkbY4WVEfY9cUu68SOfY52ERtzAGTeSnFeaqaGDt8PRhzw8GUuS5+M3fSU/Jbd4pcOfNs+kT4dJ5tOf/vR469nY4Vvv41Hq77mIfY+POsU7Vhh3+SEM+KBlPNfV1Xm+Sv3Q969//eurq6++enyohLtUgL47VphTWY3keONYJBcr8zNzAithrPwyv/GoFKDcaNQP85vy0MyqAB1/9EX+LPU3cYehzqe9r7rqqrFqzooggK/6S2ncmNeJDecF48YdLeJ20003jfgMBfGDPHHjvELcWV2sPyHb9MuuTdsXy4OJQP3RG49v3nDDDeO8gxVin/FnX3NO4pqgLv7GSnClShsOwXchjvWziebob/0ca6gL1x0rtzUR7lhNrQEyViDqYJ/q9sK8OkBev9oJ8wafm3hl0VtpmqZKxzPk8x937gT+dQnU4ZPXNiX5DLGxZA8/sacPlKyI1gEyVLMCxOpo0tHT5fSdsp6127ECom/4wwZkfSD2+JNy1NHNyoR6aVOv531HHkt9yz4s7Tvoz3/+8/foxTKbvtWEP5G/U5v44KZtSnDy1Acp5piwssKqujT4iDlb6kn5OpkNefu/7OGFiSWuHEP0l7ixERtjkXHIuvE7jmXGqo+1fvy6AszoINaOIeocW7bP5+jBtqBP+AHQdqtHHraNBfc1/e/9hLa1tTVV+qihp/5ATvURnPk4g74kZyyhkys4faCOX8ZIv/VvMB/CH/KfGytLxolzTOLA12NyI270qy5qx10DeYiPmzjKjOXv//7vjygc9rgcwl11zlyqrwlu2+e5f9xv4JwvfvmXf3nk0M99Rj3HO84l/Zw5e0gU0deLzwDX6EioATKatePnf0+1vwaO0nrKZD3pNeAGf+KSVzql0G3Qlq4e28pkCY1N/+kP9d1gk5w+WWq/+7aE381u0rN/1t0ftKlTSkPWuv5LT1/SxpnW0YduYqlN7WubdsZamaSnfenK0F6nA5vr9KTOC62efTKuxqG3L7S+HYS/xitj43HBOHIsies+GFvwHlvgUl+XOZdt7GgLvdT1KfHrbNp/+kmdPtjndTLgN8ml3V5P35bqm2weBpr9pl9s2Qf7uil+8tgX5NWlXOehrR3lLpbnLwLuc/ePc4H7yf1nG8+su3/1NvHijlK5PUfTUerZGfQlD1oHCThPFOJUXf8gxsCB7qBLHfCJV6brAO8gW6IpZ5n6Ug66fnQ93Sd1KU9dwfpgAABAAElEQVRbnpS13/JTKiN/0pLe8Xtp2zdsdP293f3s9N7W7734sRsPurt+ZPTJcjc9+mSpDuW0Yyn+qJbr4pD4o9r3vfYrxx1xyW2vOg4z39JYd/+vm9/20h/jZryQWTe/LfmgDX2xfSGU2Xf8pW3f7Y88nNPksZSWpXV4Mqa0EzbRku9i/ewi4H5US+4fcLQ7LnmXaOjcJKf8hVwe6wvgPmj6jpRet446aRz0ThZOzDD1geQAyglHvZ03/7FpEDn42Tp/tqnrp/rV0Uv1dbxt6djWvjTsaJcyeeGhnTzK7aVULzoA2sakyyev9uBVtvPT3kRb4k+cssZE+13vOnzq2k/dvqXe/chfKLzGl9I6vtvvxF0ofTrXfhKLjINtxz1t4+VxI4+xTHnqtlP2XPud+rDDMSQ4v+CHvkvLEtpe5jf7ZJk6rEvzWKYtpA/Ukxce2sgln7KHocy+LPnDuMD33AfyQeOcJp0y+6lu8akjx5v64AevnPiL5bmNwFJ8xbkP3Kfi9SD3LzjHB3V5Ow+0owLH+hGIvmPd4excaNJ5aDxp0kmzBXjwU08+6mzqoeyTJzj5oFF3EKYcePWnzoGsHycabahTGfko4XETr87Eq1MeafbXvugbdKC3ld+tTDl06ZM6bWtHfcbLCRk+dclD2eWStqmuLkpsGZfUlzz6rk5o0sVZypv01Ks9yoTkSfyFXN+tTxmjC7mfZ+p79p+x3sdE0o0luByv4OVLHutn6tte5bDNhj1tUupT0lMn+FxwkC95qKvXUjr84igB4yIPJTTjum5+g66ulD0MdfuWvtB3IOfHpb5D55xmbNFlXX3qsm0cLMErR12b1C/CwUSAeK8D49/3o/srxzo61GXp/ra9zs6Fij/WF8DsNPKtkgid74b/67/+64796MBhAJBH92d/9mdXl1TOSIDBRT7Fe9zjHiveWOat2A4OHPT8zM/8zOrEiRNz3kQGXw7QrKMHGeW7Xtrk8+NjC1/72tdW//mf/zmfRJZkeLuZjzPQX/VW+rPVf/zHfwx53gru4MHBN8jpN9tBg76tswOdvJOXViJ2fOYDIOCA7Dc4tkpHNvzmoxK0k2edjcSrWxz7iLjx0RTizp8jIXmxsxQ33rbm87Rf+MIXVvUypKKLJUn+ifnW1tag79f3RaWHEMm+edCDHrTDM97857iy3xnfHczHDNFjwfH9Uz/1UzuicIc73GHlm947iKcR6jLO6/jONR67m2ySw/xXf/VXx3FGXm3mI/iXZG53u9uNuZX8pujlQq7SN47MPBynyNpP++H8RoYYjrM73vGOO3jkvZBKMjIwx5ANYikzEXEw9saNeRJgzqoXtcfHeYhbj1nGgdzqxI0xxj5Z2j9L+yp1XKyffQTYR3zkgo+6sM/M6JSac58zzvkuAPv62EMF5thCHbAjzypv9j/1qU8db7bWgOBqasdWFz5TpROaKi3VyKFZqxEjbmRTqJP0VCefIQ9fytMW92d/9mcjby+yvIGNLD4AlqNRP/BoI+vS9f1//ud/xtvO2kjb1msSmv7wD/9wop+++Y3OSosy1ZfMpkp/s81n5SiRJa9gJZEf/Milr+kbePQnXX/3WqaOrCsvjr4Qz/5mc/e9Dvbp29/+9rZ9pq69lNjrfSZu9eGQqS7ER3yIkXatU1bqsumjH/3oiJu2iE+lEBq5m3OfKWfMKeuicKo0biOmyuuP7aNQ1h+ZERPiUimZxjFCvT5KM+LKPmYzxhfLU/MTY8Zx8wd/8AdzDI0jseQ4YfwKfSx7PHW8/AdVYk+/sq49cMyP9Udzus997jPPoUv7nhg8+9nPXpzfyL1OLvQlOXDIkiuXfMEc19glJkL65rGXdPkOS2ncamFjute97jWPj95/+s3889znPnfEjWMQWYA4kGO9/jgtzm/IsZGbmaw2jDcAHWwAMTrMcRpOHoEfxyTHSqX7G7md+762zT5nHq3UqYtjHV2ev7N+BMK02AXG+7HPA1wH8lgtINcquX1ZlSP/agL/lCoZ++rhD3/4yOdag2iQa0CN59LMMVuDZvUP//APsyh0Nj6hXKmeVjUhbfvqDrbZau/M+mbhqKhHFPzgkGV1x6+GsRqKDwmsWtfF7/ic8f9X+YeRE+gHq6l8TYnV6++dzhkpnZLV7Wc961njS0vESPn0WZxytDtO2l5L5S2Rs9/g8J28lawS8VW1//7v/96h+iEPecjqiU984uqnf/qnt+Vd3sG4AZH2ZSPuxI2VS3KIslIJDtDHe97znqtnPvOZc9xSltUpVlzI7ctdB3MJY4uNlZXHP/7xq8suu2z0z/GmDvlsX8gl8aJ/xMSNMU39u9/97rZPi1/I/TxXvrPvnTOoC6zo3Pe+951jaCwp4WNecGymHPK0xVmq96BKfBHSPjj9pJ98hp67JszB5D3vsFV3R57+9KevKuXZqj5WtI3MuOLrbtylI/8pnx7vUB8OGPLc1fnBH/zBOQ76131D3mO96zoMbfym38SL89m6uHEXk7ixUmzc7GvGrRZYxl1C+ubYoKw0WqunPe1pY34jr7z7TB3GQhnbF8uDiQD7jC+H1sdNRu75+jjXDkOM8UoHurrb3e42vmzrvnGsIyBO4b4/xR+Fkn4f+0cg2JEEgsHBBR6TpEnX3clckFTO3BWfNGZAeLBLR66+BDeSr/N5XsHBxGc6H/nIR47JGBwnIyZR6fL3MunUscsmgOMEx8UWFw0318cw6p+g5FEy0XEhxYGhbOrlM8lc2PPBhSXgxFL5fwdJOfVQgmMTJ8+Srr3iUoe61Y8OcVyA8pgAj3/Ul4l2qOe2Ov4D+rqDaR+I9MG4cWLFHy9K5OHWLd9dz76kKU+4jDceQwHk5Q8VF+/cikSfOqWnnqNQt38Zg+y39aPa//3sQ2NguSSb8cx6j6+y6IJvk055z1W5zpb+SucCjostjq+lR4Z49IP5i+NxqQ/Mf2z8QWau7MD88NCHPnSgtakP6gMvzrq8Xd+t3dYvzllc3BM3Pr7TgU/icl7Ii9/k4fE6Ns5nnFsE9fPoHXFDP7DXc5p6LpbnJgLuD7SxEPbgBz94xQeg+iIedB4bfPSjHz3vM2Qd1+vGOnJHGb6vOn7LFdVR7umavtF9Q1C3b8aKXt0G2DaZMlBYsePCZAnUwUoeXx5zUIKnzmSEvHh0WNd2tpUDJz1llnyo21DjIlZ+dTB58Q/dSQyd3Rb68JsDRzltsNKJ/DrQnvT0WTvSdivVlTqQ2aSHiZeL97rVO6u3D6zo1Cc/Bx4dm/TMwq2CLvVRYo9/2wB14uZXpsDJi11WqDlBLPUHWf6ssPK+NN74U8W4QR5e9FKnBDzxjMYF/mOf3D+02eo27Ko+TjD3rsdxJhyTivGhu8aCOFFnNe+Vr3zljkgYS8chDOLUpw7bO5ScQ0Tatg+q32SfYyz/pOsz8xrHihe36FCPttDPcYYO5bTJCjHzxDqAPyF91k7SD0M9+815gbtUQPadlXXOScYt/bbPlMgSt95X4sb8JkjXNm1x8lwsDy4Cxh0LXPyygct9wAox+3wdwJ+ArLjUkzwXcp3z6s6/xBdyj87SdyZTbrcBffDsppoBwqTAtm7goJMtL166nT7Q1CVf6qAOwMPFOY87LIF88i7xcJHLiUQ7Szy74brv8Gt7ibYXujzr5Illrv6mPeq20XOmgG3tu+9oUydmS5OKdpWz1AfarG453sRbKk8bXjfp56PUB2wzWehD4jf5AR8ywjo5eKTJu65cx5u+7VXXOhuHHd/7R7vj7INxsW3Z8bTPB2inl7vZ5uTNtgTZd/V2Po9TeNfxdJneXpLT9hIN+U10aOmPdXRtkut+9Xb6QsxcBOh8tNMOdX2Ql7mNFwuXeOXppfa7ruTrdqGdbb/RoV71Ue4H9iIvj/1M/dDYoK2jw29fkzfn2NS517r2+EO36U/dOn3Kr6MfRfzFC+DYq6wi8jxpvQQwD2LIXOhwqyj/8SrmwWA7S2k5sLLu4EeGVUBs5z83eOHhIsm3m2m7IUcdSL0DET+baLLxGAErLOhLfuze5ja3kW1bqW1WCPC9P35B3LgoJ27qVCbbPGe29LYyfyZ4xIEV1+6XjmTcxFnyDNzSxan0vZT6CS/13l6nI/mWePZDT96sL+k9lzhjTul+Qz91Vr7JhGF7VOqHP2LsMy7uldmLz/DIjy7a7DuenxfUw50Kx1uXsS2vbXVcqCX9YbM/luv6A12ZzmNsxPe2+IMqz7W9vehjrLKaaVzsW73gu+ufUMcbdwgTWD1lfuMumT64X2hTZ+MxgnxHQRrzIsdKl8VG9zPt7qWuzr3w6rP+pizHGavn+qw+Fh14hwF8p9HmYo64EfdNcUOfdjlf6As69gvKUmIT20t3Ndlnu50XGCv0vfvBHwrOh9ydA7RJXV5w2CZu1MGzUTduykqnPBvQ9tnoWJI9KL1Ltm4N3LG+AHbQceABPPtbb8WOZ2lzZ3BSf/GLXzyeoQHvoFBenG1L9ULv/+5ow+dBX9+uX73qVa8a6bHUhx34nvGMZ4zncNULnjpl2kBuL4Bsl3/729++qswGO8R5zouXubSpHG024Hv18hxxowTEE7eXvOQlqxMnTgx80kTAW28Sr1772teKGr7R4GH9l770pdtWMLAPIEeduHHr94tf/OLA58/ll18+P78Mr74nz8X6+gg4NjNu1r/yla+Mfe64pgR+7Md+bPWiF71oRSom9pF0dLnPxNm2FO+Y5sWua665Zh4P8AHf+c53Vs973vO2PauPX8jrHzpoHxWgX2yCsbC/tNnsszGU/ziVxop4GIe3vOUtqw996EM7wvCIRzxiVRk05rHZ44kAzx7/0R/90XjXgLax564Z5wWe1RekJV9l0Fm94Q1vmMcmPNjhpWjmR2Uslc22+s912W3Qxjd9IG74TxyNKzQeTXrKU56y6LuyvODLccriCqAOVuPpN+/GpC3q2O8+DeFdftSjHS5gsfGNb3xjhyQ+PfCBDxx2lNOm5ec///nVH//xH8+y4vlDzj5f9+w0fPTzyiuvXFUGoCEPjo1j8/d+7/dWT37yk9f2Wzuz4YuVA43Asb4AzshWCpFxoHMh1VcjeV6KEzHP+PqmdcpS90Cy3geybfjkBUedg/T6669f3Xjjjat/+qd/Gjj50XfdddeNgwfb3o4CDyCfvKewe//lBYmPfexjwz5ZJDqwCssttPvd736rra2tTl595jOfGW/qf+lLX5pXOfSHuPEcJ3GrVEY7njdjZYSL30rFNvL5qtw+sbr7mte8ZuRpJoeyIJ23wplk8OGf//mfJc8lcYOXuJ3t4x2z0mNUIXaA+5M6d0k+8YlPrD7wgQ+MfeYFFzSA1fw3velNI38reaeVrZQz48Rg+xT3dt3Qks4qDfstATp3aPKZdv10XMDf66njQq5nfOjHbu0Lua/nwnfmBeYYxuzS/PaRj3xk3LVgjvCiJu1+6lOfGucFcurywitgzFkNfNvb3jbuhiDfgdzF2P7gBz845ytHlo3xycYYR5ZMFertes5XW/v4RdyIGVulkZxdgAYQN1ZB18XthhtuGH84vvzlL4+Vd3Ujy/nk6quvHnhe1EsadGx0HPjdADkuPvlzznmBczovhne49tprxx1XfOf8lvZYMWafvf/97x/9tr/6w4U1f2bInpF/fLTB+Rv5Sqs3jzdl4eFPGOdFzodL4009F8vzFIHawccW6uQ9chjWRDU97nGPW5szsXbFyHtYH8yY6oCa6oJuY75I8suZU9HgYgugJGdfXdyNnInYfuELX8isMmzUAbzNjzp4Bo08w3VAj7ywqRM76ha/Wwk/cvXIw1QT+FSTwLCBD33Dft22mcinCT9+I09+0f/6r/+aHvOYx8y+62vqoD+VEWE6efLkyO+qb3ULffr0pz89VSaHbf1VFl3qe9nLXjbVxfJsmzyVtP/0T/90xEw+ZS3B14XzVB85GXHr+0RfLpbLEehji3FfE/zIL0qMM+7U2deO3yc96UkjhyvjBD2MeePfxyvt3XDQ9adOqlOlvxv2tZf7XL/0R9qFXmaMjb99rbtEyzvxGGIZK8xTdcE61UrcVI/j7JjXHAvEr25pT/VneaqLm3mOIbdtrVxOlWFicZwpzxgjX3fd8h45rA133f4eOXLrTsh8nGDL/ZV18pmTzx2fBce67YMq87jCBnaJW13k7cgDnD5Tr8c3prpQHHHTv4wbsTFO9ttxS7kUN/xh2y8gw3mhHjWZarV+jrP2s8Svunid6qMRU91BnOelevxwqj9JU/1xX7vP6QfyHG+1UDZs4qtxe/3rXz/HLftqHfl6BGOqBYRtcev7Yb/9v8i//wiwz451HuAajONfGjl6b7rppvFPHhxbDfId/0J5pocVYp4BIv1OhbzG9S0rAsp2HO3kVXddQK7q4m6sMCy94Yw+dfE2LysY/OtmNRR92pNvMO/hB/7a+WN19aqrrpq/Iqc+/dPnmphHvlqe9XVV71vf+tbIbcwX9HgMAZBfF/TLuPHsFXl7AVbUX/3qV4/bizw7LK+ylPrDs1g8U3X7299+/GPnlhq3ofg3zaqMsdBvZcHjM3HjcQzkL8L+I0Ac2VgN4vYhK0KMR8B9BD2BZx7/8R//cUW6JZ5hZ9+wqUvemvhHFdoSoF8ZbbH/WVXzmBGf8uCOE7AaRbowYnXc+t73M/3nTgXzC3egWIkFHCfOE45ZnhdlxZN56M53vvPgY8WX/Ofc2eK9DED+0agf48w45JY5edYvqZRrQH1sYHXFFVeMFUj0w6u8cvBRJxUiPvKFLp8tlccS3oMCbeAfK6DEjfl56bllfJCfeLHiyfmBr+4BrL5m3OSFRt02JaupfBGTFHZb7e6ifMjtBeA/efLk6gUveMG4o8k+AeeW8wv95K4kd155WYzHGuDjUQ/kyeXP/Ob+SvvwAewv+k4OfZ7rJW48wviOd7xjjhu86lAO2Ywb6TDhge4Gz0U4+AgQ92P/CAQHChdxebAT+j4oacPDRn7XBGjyJ546eCAPAOrguTjjU688KyVuMC/8MAkzuZDL71wA9nmW0tuCHnz6iw0vWDhgueAl7y7ARQu3upn0KTcB+nikhM18wvDzXB39ETI+4ijBk9TbSca48clHk33rO/z6rz4uzjmJ8UGPi3B2EeBPyOc+97ldlRB7TuqME05y/z977xZrW1bV/U7zfTnfoz4YHnxaRYyCQQ0SQCKXAosgIHe5KZf6EJCLyEVRBMQCAUUFEaoQRahCCijuCFRxLaoQlOIixgPKwWgVxvhEjDk+nWNyMk779b1/g/9qa8y55lp776q91to9GbP13u699T76HNc2KI5H1h0rILz+SYkfgvVjGx3U2ajbhk8eZYTr8NKPGuz9yRjYF3mgndTCCT4nal//+tdHCPp8Aen6xsHy1772tXFhAT7mIus8/wse/K6LI7HmYIgtU/axNrFGWRwLoXggB1K8sMujPVmWeJN+NurYcL6gj4NZ4sZHaHpJXmSMG5/htfBYG48ecEBIsQ9C+YDEjDgbN3TCt8Sbcuvq/kdm3mN02T910/bgm8cgwDPmrFkckFtSVpy6eLSC+ePFH05y+C/lP9WCPEUonnFmvvEJ6Qvlto3AiT4AdjI7BExUJys7BHQmOVkIWFDlF+Yftjjl0UkdOYqZDOCTh3raGYynf+CBnnrBYZMt8Sm3bT11I5M+QaOtz/ZB3fjMBl0/Uz7rygilCcVrk7Z1eKjTX+r4gd1eHAf9hFfZ5FVv4i7U10eAGFqoO/ecs9CMdfIZe+LtJk4ZdbhvMXbwUKA55n3MaFN4BphN/QNZP7aF4o8LJF7Od2NPX8FnAUcxpkk7CfU+/sZBPG1iRtt1w7i4zizNQfhTlzJCaULxKQdNP6C7X2kPXJcHd66K/gD1hXquteDtAzALvGxLJXnhyX7Tts+pf0nPfrjUK68+ScOG6036RZ0Df6B0dKS8vqs7ITR5E4++pPV4QrPfyC3pSH0X6mc/Aif6AHi/CSedBdHJzBCIdzhoM5Ep8FmoixcHlAc5deXOoS1o8grhY0vZ1L1tfZO8NOzoC9CNPrH5R6Fvwm19gC/7mHLqAtpnFqceT+SNBzTlUpd1eC+Uw0XAMSC+GeOMqXghlhiTpTEGx+bYMbYWxzj1aAfIVw1f85rXzJ+Qlo87KldcccW4uoIu8eo9DpC3yO+3cBeIR7LYH403fTVmx6HfB+0DfV/Xf2nMPeYIbaCb68zZXt+01fsC3v0L2jq/u9zZbBsD/cAnS/rT8dmW/yAQebe0cxAd8CK7SV6a/+VdPynt4JFuv4TJD98SXp6kw6dt6UDwbK5/SzzJf6F+biJwog+Ae0hzsjIhnciJT5klPDgPxKQ7udWnDm3Yhp8iv3Xxg3iOftJX7btz6od4/2SR0Tdhuif/Ei1x8qUsdXmE/cBIOem2U1adSRN3AR48AsYayR5T2tDFA92US1riwGfbuh7SVheZUHiL2ra85CYmO0XySlPPUYc8J8pn2Xu/aLvRR+N81Pt7tvwnNs4XY3NbrG/azn71sUzabVVf8mnJd/xb4gW/jh88Mn3bJAPtsAV7adN26vO/hTlh6f1CbtuyxKsP6LDv2+q7wHduIrD85sm5sXUktLoD5EFsOu5O4WR2IguXJn7KK9dxHlRC5wpE6lMnOOrurLTPVtGeuo0D+rUJlK/bheamX7R76fLJK009S/Lqy3jBh6x/aNCoq1uZC/DgEcgxQdqYOkbS+3hIV0a59GDT+CoPZCydj+rRHm2v1KVu+TbZSP6jVKdv2T/q9NN5b6yOUp/Ota/GjBhRMkbGDihf9weaW8a+83X55O220Zel05N2ruv6qQ/a00fjBV2cMvD2fouDFxk2+ZVPHnBLOuA5bNHn/D9Vl35pV3xCaG76Dr3X9Vu8EFnvbOGLurRB23grI+0CvHUicKKzQBBicvLd/va3H7dT/ZADeCc1dSYqhewLL3rRi1YXX3zxii8IZemTG1ri0Kce5Zj8vPwAbemlA/mQ4w1jEo9XKrbx9SBp7jhdt/R1EH7egOUrRrz16jNQya9O8jY+7WlPG1eednZ2xk7Ll764Fc1LABm3lLdO9oWMG3qxS3YAXibY70WTxz3uccM+L+ExXsSNjBIZN33FZsYEf40bMhfK9hHIOBJf8p6SxYMXGnl5Rboas/2ABzxg9dznPne86EGuTeQdI/isKysEn3pSDp7eFsec4OUSskPwAtI6/do5ipA+VUrBkc3E/gGNZ+KsH8V+ng2fmQ/k2CX7Cy8mcQCS8wobxoh1sNJgriot11hnwbO+8VgJGWx4OWpTudvd7jY+lHGve91rvKyLPHOe/whe9vWFMO1rF534+YQnPGH1lKc8ZWQUYH2jLPEOwln+wQ4bPrEtxQ2T+qxf4MjR/YxnPGP16Ec/enVRZb+Ah7jxERzi9m//9m+wzX0ZjdM/2CEDAhmYiFvPb6+9lNmvzjsBfFmP/zJeLE9frauXdez5z3/+inWK/yHw/M/t1P8FWYfWvdwNHxt58Z/znOfMmYnoD32g/5k3GZ+NL3Vk4SNufIxjp+xZuo/iL8BzE4ER7/o58aUWx+mNb3zjyBlbf/JcVp23mrAjr1+lcxr5Bclruq6gp2/wgqurVLvyGyauvsA21SI61YI95y/ELhu+1AH6VM/+TXWguct06thFOECDHLm1CEx1ID732f7XTj1yFlay8qnSvw3/a3HZ1Y9K9TORo7j+aIa8PqOjzn4n4laps+Z8ibqG7/XnMPJs1iKwxzbyxKMWyZEzUTniqA/vec97prve9a5TLcRzrPQdSNzIU9zjpq79ID7e2gWbaTfr6cs6fPJYPwivMsA+Z8HVycpUaY7GuDpHE9aJzdiPyCNKQQebBV+6XnDpo+3EId/bHUceV3J1M/b6lPOh17fh6TLnor2NH/KQ1zbjQD3jSTvpxv18hN3X3j5Tn9FXH8mZ7nvf+0712d49awwxJScrecorG8+Im2uLtiu11VQfqZgqPdke+TrgmioN1sjj3mNOuy4sTHXyPlWar1nWcQSSX73Srk31ESTNzTDHdEZuUel+bBKBly33T/mvrxztF1988YgbvvJfAHT+E7eHP/zhU6US2zPf0FnP6E+VXmzOwZz9Jm7EtFJZam6G6/yZGfapIF+p78b/Qp3YzP7qN37UhZvpWc961lRZKEbfc8zJgVwn7nOeceWE5MyvCzpTfSFvsd+f+tSnpjqgn253u9vNto0fOurjF1Md+E6VVWlXT+w38CAF/oPIrOPtenr7ID4dFV7mPWcnF0pFgETk9XWbMfGd7EB2/Ppm+/TmN795fPjBCSQkeNaBLlyJo56bARfHH3elRRkLjjsLEPtADiDrbHrPQaR6zgTW1YnplvpIRV2FmHdY7daLAVNdmRj0pY9/4D9xq3y8Y1HpvnMyUV8FGwuNfQVSgJxM0C8OqLSZ/b7kkktGYvK6mjDHOPsKnj+u+mTyrsUZXWz1KcupzuZ3xY3xccHvPumXNhxL8el7r9uWVx3asA1cpxc8i7F0ZCu9zi5/1SMP7W6btvSsK3smEP/4AEp9unpifjhu/kHe8Y53HB8A4I+Egv3uX/7hnIkvymqjUhqOA+CcQ9b107kB5AQNv6Ulb/JtU7f/m3jh0Z584jo+faFue+kA2DgAGXe2873gI/PAucAYbprr9smxtn+0oQEp1JOXE7ab6+NFj3nMY+YYGnvg05/+9Olf//Vfx0cs1C1EX93pmLhAUXfg9shz4n3llVeODyLAm3LU+ShEXT2e6krjnjnGeNZVxPFhGT4KBP/ZKBkL/Und1oHJm7ah1Z29qdKJjY9V4Cv7inOQuNUVzF1x6/LEjQsUHCgjlxsH/m9/+9tH3PQn5c+kjj7+Tyud2bh4kmNtvT6RPD5cwnyD3w27zEc+gMKJT+8z8nxYiZMq1hpK+k/d+fbIRz5yjDky7uPUn/nMZ4648b+bskNZ/eT8XdKfvsKb+5D8ySNO6P5mW5j7nnrXzQ9kjkOhf99DR2pgTnQxBOQl5BZqv/3BbamHPexhI6l/7ch7YoV8Tbpxe0O6EGb1Kygt8STe5sMO5jBMGgnu+W66uqDVTqW6Q8O0wUcOyEncC7f3uE1kwfeUo82HCfB9KW6PeMQjVj/8wz88xJXL/oMjTy+fM7YYS+TqKsO4rQQfG7LKw8+b/8ZN/erBb26zZVEPuNSTPL2+xIce/ZQuTHl9AkJnE5d8WYcujzLStSFd/BJMnq5niX8TrveVR3bYV8BT9KuutI0xqysgA68P0kGCE38m81g99o28pMwFHoGAlro/+clPjnmmv/ihT8mbdHi2LeiyT73edcgHXh+S5/u+7/tW9Qc6PhCQPMjxCJQfdFFP6gCX+KSljduyrn/6kDHPMbPvnV+5DuWjz/ZbHJ+aJ5e5bWX5gEidaM945DoPt8SZ69zWz8IjQaxPftxHubQNjnzCmT9bPj6iwPpYB1rDJvj0PW1tW0eH+vUjZZf6l7he55PHxK0XPhiyX251Hh1hf+TlVIp+8agBceMRusQv+TsYDviDHR7NwzY+aFc17kMdLx3IYwx8GKMXHrHAdx6vQZ4Nv/VdHHHrj0Kg6573vOeq7kjManu8N/k0C1VFvrQL3Xbypg3xHaff6uh6els9Rxmy7pz4A+A+8LQdbCBBYmNhpi0tBx6ZOpsYNBYzCrgstlOHtoDW1S8/OsRRxxdo+qMctIMWdFHU33UlXZ60IU45oPWkKQONIo06caMv/vGljuQFjz/IwqsdeNYV7UFPm0sxXNKXMt0GOvCd8U7f05b2gWzwqVMa7axrp87UR5X0PNKlpQ5o2bYO7P1UfluobmDGXvn0C3u29QG+JRx4YkdxfxmNLX/Qua5/2pNHX174wheuXve61w1/5ElzOYZL9OTdVMceGzq6D8SQok/djrJ1tXFVV8jGn2XnVxa8NvQdHAU7bMQ2+U9Rb9tffbaveMNcB28qqoyL/qccMrSlAekvuB6L5IUv5aBZHBvktQVNG9Cpd/3wWqwrA/5crm/a7TBjYZ+X+p1+Zv+7PmR7PzpPtpdsQTc+1NfZlifp8G9TlJVXHUv+gBMPn21klSMmjLdt9cJrsS4PbeWcK308lBUuxV698gj1FRnqaRcZ9nllgfKIkx994qiDZ4zRu+k/Dd7jUujriU+D5oRIyERgY0HuO0CfeEwGZPOPHB4Kstbh0cYg1k9vg2dS5sQVB4QfnU5c+aAdpriDKou+uhUy+pI7gX5Cpz89JtLRQ902/GwUZWgTW/mMm3zyDqH6AS+v/oqTZwmmPscMeccj/Ul91rMP6LetLeXBI5M24KHNZhzhcYNun6wDoVsyLtqAnn5YVy77B402NPzQX/VvA9UPb8prTzrtjlvSnzzoO2zBLrqAbugSR10ecUC2pFmX1zZQXurbFmNEvCnopdgejfhZZ1d+5fXFdqiYq8mjH5v4Z8FbuYJPbPirz871dAVa+q9cxkZ5aPSZNnTb8kqTP+1Ylyfl0wfolMRRVyd07CJ/a6xv+t2htvUH//Cp+4+vWbKd/YIHmmNkf+XPGMOb9uCRHxpFOfDWhYk7xX3w3z5+6zRoE7o+EqP0ocdMXnnQwbbfmMuHvPGiLh7YCzjsaAs6dQo0fVWfuMFQPylnTNJO6tYWOrPP6ko5cccFnugD4JxQ1HmzvR5iX/F55JxAvF3K7XRv2TD40tUB7u/+7u/G54GdlE6mnZ2d1f3vf//xnfecTOpAFnzSwCWdtkU+6EuTW75NMHVTv7E+X8ktm8QjT+aLesZ24Glrm7qFrADEjc9LWtBj3MiykXqX+qocMHmzrW3oS/3ucshqCwg9C23eFv7EJz4xo9XLG9w8euLbycqmHuo8usHnVrUNjvLjP/7j8xU82uLlA3eQknaV45GVejlxjgXzDf+JN/OV+FO0rdy20FhskjcuqVNcyomTL2nitoHoYUM+dXT9vd11b5LtvAdpp3/IHcSPJf4ub1v/geLST+mJO5/q6/zGxyXfv/Wtb614jMW+OtfZT+sl3ZGRIGXlU9cmexkX+ORVB4/GYdtb+fLXi3FjP+OKPbzKCuXrUF7xtpGj0N5m31M+oTrUw2eW8d3/IvWS+YD1jcdtskhHD35Yelv8Ekwfupx9Rc568oNj098l/Ztw6FJft93lkm5dn775zW+uPv3pT++KAfIZN3mRdes2aEOjwE+xTd14U5fOI4WMGdmRwBELIBlNmOv1Ih3so6hLCN9NN920+tKXvjTLgYPOI4X8L8irDiA4+HpZ4u08R7pdnT6xpSbf/CA6D69/5jOfmSr1zXj4nTdVa/CZERMvc/HQPi8GKAOkACv90ngo/uUvf/muh/2RrzPnqZL2T7WATzz4bkGuztb36JMOjY2iTWlC6D7IL24bmLZ5EY0XFup77MN3+o3P9JuNl0R4oQk+5HohbrVQTJX6ZsjXzjrL1rNe0zve8Y4RN/va5bOf0LDhg/rpZ8qBp9/wWTovbbYstoHI8hIdb/PWM967XlSg35Vybarn9uYxS334zAsuvAB46aWX7hlz5Cut0pgTzI2U1Z/EZV16j4t4eOk7L3rwkp9z1LkGZL7dcsst84s9yh4EaidjrHz62/2EBi55qDum6jgsRM/SnO92u71f+7Vfm19Ay1hl/Kjbdv4fBG6ST73yAdlfpImvA6ox97JPxMuYZnyNLbijUvA5S59DncZLYryE7NpCnFijgLyURIYa1qGMi/XUZd042gZ2HG3mGWv+ddddNzEmjpNzok6Oxwty8CzZQ0fHg3NuLtH1BdvIHqZog/Wtvow41mNiZ/zwn0wGdZA05cvN2NM3/UAX235Fvk286LdP8ne96/bvztfb6FN3p9FestdxyP/3f//3+F8gbn28iVt9iGb6yle+Mv4XluyhM2OYvmgPSEHetUw55hIv49ezxvP/qGNHZon3v//9E/sDsupBF3X+a/ivZq3DV+Wo0xeyT/Bfz39XyiJPAbekd4n3lMTR/qWvJz4PcE2OcfZz1VVXrSql18jbWDvBfDZUE2ecpVUqrfFgPS+jeTsIGhv5DuvN0hUPvnP1OEtNkXHlgKt1vBhEbklkKMpTh088bUpvwyO+Bm/U8aXzDcKGH/mB+PXiF794VW/NDj+1oXjtUOMlCF70+IEf+IGBRg4+Np5VfMMb3rAnbjBCJ261yI6X+HikRDww/ch21uVBF/XaGcdWO/c4wwVnLKjrFzos6qCtHl6Y4pnQSpmzqqwGAy8/kJyy5EfmBUiuglvURdzIbcwV2Fq0Zr3wwcMLgX//938/XpAhbvqmPHz4kkUecNSTN+v11vqYb7zY0188RBZ/vvzlL4+rFeTk1E7qgG9T0T6yxFxZ46esfNKzTd3xAjJm8h3GJ2yqH3229U/dg3Calzq2uJrDVRELOPvi/iyvPGcC9VPYdWGTeOC7sYAHfvKr8nJUpc+a+ytNfUAK8vYffRT1yTOQ58mPcccd/HMMuq+2uQr22te+dvWud71rxZXYXnh5mDswXI1lP82+q0OctsUTNwrtxFkH1gny6vLLL1/dcsst86MN+sC6c3PlMccHXqZTTnu25bct1Hb65Xi6rySvejZB5wJxq0wGI27c2ewFn8mPzFXFSmM5xyDtUbedscJf8dlXcdqinbzgO4/y0Ign9MP8p6lbm7Qp6E8fjA988uoDba7yE7d3v/vdI9+54yAPceNOKS9AGjdp6gRShI5p0vVJ/dIqy8uqUkiO+VYH0kOPP7TJK81/E/MNHW7Iczfzsssu23U3Vt/Qwf8CayD58C86nbcZfPLoM/h1dWjHodDvE30AzACzqHL7/pprrlndcMMNKw5+KQTHCUCdgyQO5FgweIuVPynovCHL26Is0CyGvSBLInQWUJJks+Pwpjx1ijaA1hM/mOJHHvTKJy7Y9q0iz0Evn46l70sHUujlzWcOuPCbfnP7BTzx4DYNsp/73OfGTgmeHVrfgMaN/pIcnrdnKfIgw0bJ+kBs+EledGU7xdSdOBaRa6+9dnX11VfPbzjrj3zMA05sWLwYc24V8vEO+Iwbi6QnPN0OCylvIBM3Nt4ezqK9lLNuf5JfmvMN28ypXuBjvpFNhIMC5xsH8uroMtu0UzbryPa2+uyjPPB13t5WdhuYslnv9vCD+c04Vm7SeeMPjPhwy/FsFD5TzBve6MWOkLmPDXzUT//40q505hpvmtdVx5k/+ahnbGkji07rCQfyPPmx/8Klua7vPPbASR5rKyeTvaCDgwHWJwrznUeWWKc2lSXb4pCj/u///u9jfcM2GRzqSt3AQzP2rA2MK5loXN/4X6DIA7+6sz6YTv+IB3Y5ZZN/Ux154/bOd75znBzAr15liRvrE8W4sS+kPer0UdlOU9cSXOJNXMqIx477hbjk21Tfj1+6fUGXOOrYXYobPGzK5XxjPWG+ETeKPF1mEE/TpYlTN/81PIrHfOP/pR/8ws9YMC+5eMOYVXrW8TEraFyQ4TiE/wWyllD0ZzTqh+MX/hfwl42PcHlRSh78sayrSz/qcMSnfk504fY9SdJrB9h1i6gGlyPMcesAWk2GsdWEmcjFWWerI271JZuBl18Z+DsOPSQ+J7+ipSb14u2IpGNLe+CREa673TIYNvxwq+exj33s6HOdce/pA77bb/v0C7/wC7PtOvidk6TbT/iJT++78m9961tnj/Db2z8zMirGhX5nf2UBjw77D491eYBLeD7S4HgK7YO+0hfqQBLZX1+J4bHJoyD15aM9feyxMgbAJz7xibNv+LPf7U143LIv1H/91399nqfo1k/9tz/Ce9/73of6EEiPW/pDPcel+0i7y4sDfyYFu2wW9aVP4uQBIuP8gO5GnmrHnJgZx8NAPqajXqAxqjskQy/7GZu6sccjR84daNS53V4nlUNX9sE6uu2LOCD4o1YyXt13ck0bG2JlPePnPAdedNFF0xe+8IVZTZ8rEBwX55Bt/VCY29Dk+cWm9qivWyuxXyfUio/xOez6pk/6OCvdsvJHf/RHW69v+M2HIYib8zXN8D9RB33zvF7yKf2lvl+RX16gdfQv2dhPJ3T1dnnx2uhtddcdwT3/X4x5zgHnApDH/iqFp+JjzNkvLWkHn/jvYE5kkYdHG3hkkPFANzata5O2G+tGXXyaVT372c+eafIoB0wc9XoWeM5fPSupCv64Jf441hmTE/0SXE2McZZUg7vnbKkmyYxLegUNsXFWWBNl5qkJO9eRpSCXdXAps44HGfgo1NUxEO1nE62xLjaxgw58pWRdXBcEbz/kof8U8Smjj/DKDw4ZafKrO2mdR17wbsh1Pu3pm3JAeNMXaeLVBzRG8FC3oFcd4oDi1AUu+1N/oqBGSV51qxcaG3rUBU/6A93+qQvFyp2ycvBfbS5JQqMAu8/ioWWf9QfIPpS0oWzLH/RmPxVLn7oNbcPDhs/gjBs6kof6YYv6gehXr3Xb2iAW1NmMJbaRpzjWtJVVtzyD8fSPOrJvST9f6umn/c/+ibP/+A2OYixHI36IR8aEOjI535KOaG+DU8axgUc+/NEPeCnSwEsDh5/STnGe0o2OpHUe2ujpeHVsA9UBb+oRv6QfWvLC41qlnLahqSNlrEvPeUg8oYuTV536iuxhivqQXxpz6cK0wZiwIUeBR77uT+LtZ5cZSuIHmTpoHRhk1CGEoB1w1omV9VA3y4tDJuXUK1SHPLTdwNF3ivzUwdFOHPjjVE4dtRynHh2yL06GFF8aeCcSfNblE6qDtpu4hMov2YYPvPJdt7LSU+9B6+pSLnUmbRsf3JFSl/WEaSPxaQ/8kk14lE+6OOTgUVfiofWS+pZoqSfrnXdTe8lPdSGX9SU9SU9dybtfP5N3m7p20rZy0mhDTx7byaPc2YDo1UbqS3vpDzzQNtHX6Un8NvVuVz+7z/qS/MmrLekJqSsPn3LWlT2q0L7if/Yz2+ClJX/W1/F0OdvGSx3CtJu4xCsrTNvigF0+adLh6T51voO01bdJ5zoa+DwIS77sC/h1NPuVPievePUt0eTZD66TBY/+JRvihNpImXV65QUSJ2VoU0856dC2Kcp2PdvI0hflO3/HL/UbmY7veo5D+8RfAc5BZGI46DmBxCUvdc+OPehzYuWZE7Lqgu5OkHh0IZM0eaElL3g2cBTqZ1pSX/pqv9APnjZQP7UrzbYwfYOHkjjaiacOHf3SxNHWT3DJM5jrR120M56dDh90fUm5dbrVsd+Y45f6hMomNLb6AM0+UQcvTT0dZ1s6ctahUXeDdtCSOvRNfdrO/spvbGln0TdjmLRt6+pMG+oF6hfPtqWv6pdn3bNv6pJ/W6hf8BsrZdHplSVx8Kd/tqHrAzhilW36TXtdDLGdvmjvfIL4nzHCX32GJl08bQoy9j/5rUOjyK+8MQQPDijPEKgfdYDHjpv6vHqpzi5vWz3q7fMUun1HRjn4oYmTRz3bQuW1i1zaoK7u5FE/dPuQ/sCLXNJyDqYNeLShXuAmfuS1rY2U3aauPLb1RxxQnLrSDjL2T94+5solREfqURYeacQuS+dPGvLKqUt+afCjU7rtHE9oFuqOhzzakEe6beh9v5F2nOCFA+AaTQbbCZCTjIF2IuUkBG+7Q2hLRT1A68rC3+3LJ4+w64ZvHa3zrmvrj3Tb6rUNnbpt6cqtg/B3XnUoYzv5lurikj/r6KNtPNUPVNZ6ylmHRh3exCkjHUhJHuvCUxzLv/oi7FzqWEdfxy9eedqbdMDHBk/nU0fis66txFEn9qmXOgsv+ORV/jAQPeoCLvVBeupfwkG3r+t4oeM/G3+M2lNO2PX39jpbadc6OrWjHqB1+Xpb/PkK8XddvPA56fKB90+fehb7L4SW9eRdoslrvOVfasOrT0BllekQujzC5BEn1OY63dqWP3VlHTqb/EkTpw7b8IiTf50O6UDk3b9p50EWbUrXewr7XXzS0ZdteMGxsf+tKylDHX7KJn/kUad2bANTl/guJ14fhF0+8coI1+kUn36oJ2GnK6f+hJto8sGjfnHHDZ74A2DepOSjBaTS4YMODjiQHYcijjd8d3Z2Vt///d8/zwNSilTO2NW3K90XbwMnv0zKk9aIZNS8MSwuJ6ITLnHqWNKbtIPWsc8HE0iTdXNlr7Cv2tYX9HK17KJKm8Km38SNtEO8nU3cLNBTFjyZH5AlbknLOnzqpm5RX+eVLlTWfoAX12VJR3fnO9959JtsDUsFGQqJz3mbnwwW4vggCmnhbjmdGmlJHhzPfNFvNory+KVvg7Dhp/tONok73vGOwzZvA6tTFam3XqZa3eEOdxip3KTvB7s++FNn92dJn/zqArp1fUvy2+C0IW9viz8sVB/QPlMnmwaZUJgP0rTBvFoqZH0hQ0QvpCVi36sXZ3bFuPPRTh+W6EcJt24ugKcYVz5ywdrM2pr7KXR5gBTeaL/Tne40MrWIG4TTPx3X28lL/Xu/93vH+sYHEb7zne/sIuunSNc3P5ojHrhkp8sv8aQO+OVR1jZ8SafNfDNupmgEb0l+4kbGEjJnqHPJBrQlPDg39W8D05b1tKEtdEmnDj7b4NaV1AdPb3c54sZaz7pO3JSRT5/QQ2pL55t04ZJ/4MQv9YFji8rNvPqnf/qnkbFGW+oUooN5xv+PGZWgcWzBWo/vZKroJfXt1DEM//v9Lhgy+pb8XdexaldHT3QhgXrle52e9KQnzW9K1iSb3/y0Dqwv50z1tbfxgYM60Bpxq4O/6cMf/vBUk4/Ve2x1ljrLg0O2bieMDxfUBB1v1WbQeXOUt23rytJ4A7O/4Y0tacqB0wdx20L1VbqU6U1vetNUB7PDR/3XZyFvQ5P5olKwzCZIoF55B0fcUk4Z+kydWPBhhkrfNT7eMCuoCn7Q73VvzsILD3RjQju3HhdlxMNrXRrJwittzPTTP/3Tu8ap+04fnvrUp45+8hETdPEWb6WsGXGrtGi74gY//QWy1QI1PrRB3NIH/OgF3b0gkxkj4HG+1YnUbBtbOQb6wYdZ6uBhfosb/ejUF/Qt2U181tMf5ZKu/4mzDtS29uW/LaFZIDJ+7r/GFVh/FmMfrpO4iWwmrBl1cLRrq5R4e7pCv5lv8CKTcnyEhTmStqmTBYKPsFCQd/7vUX4EETmHuvt9XhA3PnJxr3vda8z13LeyTsz4YE999Wz+cE3XvV/buQkf9TrgHh8vevzjHz/vZ44T88EN3EMe8pAxvsgoz7hRhKNRP/ZfvFA6EByb8eg8nSafOuqAfWQRIeOQfhov/AVn+1nPetZUaSHHR3OU175tIXZyHabtpoy+2lYWmDjqyGamDNryCJfkpWk7ecTJA+wFXPJJZ759/vOfnyrH7q4YGS9jRgx/+Zd/eWRzqote81ipp9vU3ia68y0zDDl2zjsgPjzykY8c840PndiPSjc6VQq0qQ5uh+8pgx7b1H/v935vqhR44793yVf8BO9Y6/dxg8TuROcBrgEdV+k4o+LKDldmyaHXr+SCJzF9LYariy++eM77V5Np1MnbyRWhOpgbV3Rqss1nezVhx8cv6ktrq4c+9KHjajFnXthmQ4f8vU67JuJMH5WFH+UWSIso+fGZjTNJzniX8qHe7W53W/3iL/7iqg5iVzt15mghXsgRG3ISklOSJOHqhg987ayrxz3ucatKxzXn57RP6gIil7JLbWKZPEty4oCWLmP+RnyncNbNWGThal6lfVv93M/93Oqud73rfLaMD1wdIicwZ+1cmSLXcbeBzFOe8pQRN67EdnpvYxuc88J258OuOYm5AnzLQi5g7jIwZsw3rhbns3fo6zp7O+NgXZ6Up27cpK/zW3zqSxnxtzb827/925Frttu1b0D9pK/En32Z/YIrlNzVcGNeUTImyIKXB6gcuYnJ3UneZgv8zKv8EAa09EPeowrtC5BYASnWbbufso5AW9pPuYLJusw6w1V21iWKOkZjyx9klGNt8H8BneQaZn/LQi5V1gfXN9eT5KGuTvHaEYrPeZNyS/LKJJ844ubazFpL3LKwhnEF8wlPeMKI213ucpc5Q0HyYbf7BB35LEv+9b7B38dXHUu80Jb0psw6nk1yKd/5+nwjL3AvxK3SWo64ccWWu3xdT2/rZ+KpEw9jwtxhbWCusbGu9yu5rD11gLx6zGMes6qTwvlOMrr8X+D/nP9hc2On/1yxftrTnjb+F/ggF+OYPsirn0Dr0o4TpO8n/hEIB5kDPG5tcgDMhxIIDgU6C11dCRzfTgcnDQid2+SVh29MXGQp6qXOwd9LXvKSkbiaNgVZNxcUDwxtS09d4nLyog+egxT5uW3Cl+BY3Jc+hvHgBz94VbmOZ1+Vwxa+POhBDxpxY4cjyTZ08EB2Sg7ELrnkktk//UeePuSD9uAoyp9qLS+4xAob3R/bQnVp19iy4Pz8z//8OJjlyz51JUJzAxKXF7zgBeORFRDIU5SHzpiy2PAxjD4eGTfk8EcdQn2EboFG34gLdDba4LXNfKsrEIPn5oWPrzDffuu3fms+4UB3t0k77ScdPG155ANK099toLrw/zDy29g4mzw9FvjsGGjHfgCz2NclvDjjihw48bQzRvI57tCPesn+GqtNfWLtrbtz836aMujiT539lFvCZxKnHAPq2qmru+Ngkf2MjxVk4USlPnm+us997pPoMZ7MF0rqtZ36B9PpH8dbvk5LvHqV0V95OBAibjyqxhffoEsD8ohEfTJ3ddHpx7MGcZ8fbGpXVtv0d1P8ta8cENmUoW0/Eq8sdO2BS371dbr2lnQkTX08CvLkJz95XBjisUiKstR5dK5ysY+P1NC2YHfTmMuXusBp17487GEPG8cTfNWNCytZOHFmvtWV/YG2r/Jw/PK85z1vNP3IiTTg/e53v9UrXvGKOYbaxAf9kL/rFn/c4PdUx0/tGcetZ1v2h+4zcRlwrsQw8YDg2QnBA3lmhrNqipPDnd42X2nJK3Lg6zL7kOOAqT9zgw3Drw6h7kvXrjK5QMh7EIietMWB+9KnRjnj5VnhdQU9fGGGqwwcDFrUT785s81iH8ClD8nT8chkvNWPDHVLyhF7aF4BhZZyyPB839KVJRZCrqTyB4yMcqkfHAf9xE26fhA3/1yUgSdL92dpAYUHPLL2Qx2crH27no/shXmK7/JrV3u00elBNvLyqEteIEXfluZdyna5pKXudX2S59aCfHqUP5Ve6Ad9xX83eDj5eMc73rGqx2fWzt2lPqd+Y8TnmbmaxKdqwXlniOe8+UQ3V3lOQnFuEYOlQjzZT724QBsZ+DnQY23m6h14xmydniXd++HQyWeFWSP6FWCu/nEljQNh+LRL3SIemnj56ANrlD6Dl6Y8UDnqSV9a3+Bx34KXuPGfpg5tcHGCkwbiljqRt6TviTP26+TEK69tdEhTHxB9FNeWJTnoysLPlnGDTkEWGvAg6xuyymHHuIGn6BPzjbXVuxL6BN0iLzTx6+rIqEN57ioy3/oVYOYbtrkDaEn94rgY1U/WoHEAjXwvXUe2s97ljnqb8T7xV4AdRAaagx7O8Ci0+8R0MiiTkxocL8SxWeBXJnUReNqJQ6a31dMhfEt6O99B2rzYxbatD6mbxZTbaFnwj36ySFFf8jn7QF2+9EEedCfeetLhsQ09eazLY9vb0bahLxXpfez4EyFu3Xf9SF3oSHzW5YOn82lbftscKG3ziWV0K4MOtmxrO+Emnu4Hcsm/pAd7yknXB9vnC8Qv/cXndX3T3+TZ1KfUk3xpj/kFXxbbKZP0o1bPOOA7bTYPaHp/6DePJOVLhqlD+XMVHw56ll5i7H5mG1/0C/x+vklHRn7rA3H6Rxz8KWM9ZeFlfcu4wacOYMp1Oxxg50Fk0q2rAz2ujdISyidOH9K+POmj/MCUSZ6uA15xyoDLIl6btpFjI2a8FGeRz/YSRA4+ebMOv/iU1c/EK8LPjQAAQABJREFU8Ygdj9D10uVpLxUeueOluCXdS/z6vUQ77rgTfwDM4LPwsrOzA3MVBlxOCideHswxMeBBxh2fZ4DZKMgoh05uuSNPgd/FHh0UeHn2uB48nycuOHg5S0deffCDpyg/Gmfww9kmvnd9PI+E7U0FX7g6ok/yogtZr3xDpw8ZY3ix26+uIMviy5m2Phk/4wBk3JAHUvQBGWQ5a07cYIofHn3ozy5DxhZxd5zAYQ9d+EWdbamIx4fko21fwOMzcdc/5bCJ78YtZdQJpN/9KgE6kFu6sqMvyLLRb+Yb9rOfjHl/tg06RR3IYVufjQOx0ba8QOSTV33KnU8Q3+i/8xTfjBkHQ44LePvIWNJ3CvGEv/fRcYaWRd3oyBglz3GpGy/6YxzAGTNj0furnDLGFjxxo71Otus6aLvvp8pjL/dT8QnTJ32XThu/9Z2+UBISl4Oub+p1PvX5qn1jaFuITbfkcQyc5+knsp2ODtYYoMV48L+gHm2kPur020fTaKMHXvZN1hjayqR944xt5OFBTjzrm/s2OHVT1xfk+n8SNvCZMZfPfi1BdS/RNuEYt6X/U2Tod47nkh7WZTb7Kw9xw/cL5bsRONEHwO48TBR3xj5pCBU48UDlkgbuuuuuW7397W+fowsOfs7meDaHyQcud0aZeYzg9a9//YqXcrLA7wtNidcfbSRtm7ry8KLjqquuWn384x+f+6mOn/3Znx3PP9tOqG0e+6jvz694BCQL/X3+858/+s9OjU3jLB86rr322nHL10XFkwDihjw7fRb0IEfhpIG4VXaOgROPLl5W4hll4y0t+/6lL31p+I5/WTiL5tlCYBZlhehk03fq0lIu6/rBc4X47suHyhE35gsvWolLeXEf/ehHx+34pFFHLuMGvzbxkzrPLb/xjW9cVXaO0YZHvcw3nmG2L+JpizNu/AlBZ1yhEa/nPve547lweZUHWleXcet9uC3b9Inb6oxBT23F2PzIj/zI7J79of/Ws0/oovRYqAAZYwEO2ZQHp17qR73YFyF9t8/iiNm2MUDG2FNHH0VdZxIvdfEIAesbj6pk4WSI/YyXodKefiBPPWnKq9t+yitdGW6Hs0b4HG/K8ULTAx7wgNmGNHQg39dadUvPNnXk9QNZfNOPlHGfTxp0+JF3ra+sHKs//uM/XlV2haGHdZ3CFU72LdJo6jO6Uh91XhC95pprhkz6ds973nP1nOc8ZxwIa3Mw1Q9t/OMRBta3f/iHf5j7pP5nPvOZq/vf//6KDIhcli984QvDd3HI4gOPvDDmvHypPniou6+jSxrQur6iBxyQWMkvnrgx3/o7OTz6gG2e39bmqMQPOj74wQ+OuGlXMu+GIJ94fRaHPMW2UB3HDZ7oA2AHMwfdSQitD758ygnJoMABwYc+9KHVRz7yEdEDIsOBIQ+o3+Me9xjP06I3dfNsW6VfWVU6tdXXvva1XfLw8YwZz6JyYMOiezaK/eTg68tf/vKw/clPfnKPas6EuR3EwSg7fS8cQCHHYkU/7Rf6OVjggIidjEck+pkrizu22WGRd8H2YBR93MqptDS7nkN2HIwbsh7I6R9+sNBypeEnf/InR9z0DR76pW3GzMVZefxmY6EkT6YFHdrvdXikyZ8waeRP5oQD333ZQX3EjX4Tt7vf/e5zTNVl3JhvyPfCmGbc0i51ni/73Oc+N8acFwCz4APPEHPSwXzj8RYKeApx+8pXvjLGjLjhIzTGjjoxwzbPyHKgCI0Nu+qgnu2h+Dz74cCXsWe/peDvupJ9hMd+dn75Op72UjyMU/9zXpI/SjjikPHM/iXeuADXxQ7+PLA4bBy0233jxJoLG+xn/QCYF8yY76wd7CsWddkWiseGpdsDL50sBJUOb9j2QC7lzFLBGpF5fOHBlnqyDi3xtCniTrW+G29k3eBhs51yaYM6cWN9Y43wAJh1HRpxY41gLeF/RdvQKJycs8b4fyp+EOuHg1v+i/g/3dnZmeWhw8sB5I033jjWN/I4Z8EWjzZwFZgx8+KKPnDllf+FD3zgAyPu4tXBiTFrguubeH2EP2Wod5ptZYHiuADGBSGOBYhbFg6AiRtXxombMvBgB358N24pSx06j8wxX9CTpfsMDf2JT/5jU69OnuhSf9oj313tnHM+P3C9gINHPung6+x8qgk51S2GOb9iTZyRN1RYO9r05je/eTG/3hVXXDHVQc/gZ971rQ4cpzqIG7n/sF8L7tCjDweF9gX4sY99bKoFYeQ5Tbv4TbsObKZ6oWuqg9xFM7/6q7861WKyK/cgssrXAehU6cSmWljm+Kko46bt+jMbvgCxjTy5Wi3pe53hDzrxgR8d2KUOBF+L5BgfYkZRvk5apkphNOS1rbwQ25XpYZZDloIu9Q1E/MgTqLkKTXpdXR5xw1f7asyA2K4XpOb80Iy7pQ5apzqhmMcMfmXxnbgx38gziz3nLPVaPKfXve51wzZ8yBkv6uCYx3WVZeQ/Tnnsk3uSPJTwyK8ebddJ2nTZZZcNu/osRN+Zzl91nQ24Lg/wfe9735ErM230WCSNOnHOcep05NkowE984hNTvVS3a+yIYR1UjTzA6GK8NunsNo5KO/ehjEv6D96YGrclunxnMq+0g/6s15XGtesb85/94NJLL53d0hf9TVgHfIvrBjzyqYj2H/zBH+y7vl188cVjP831CFljQZ3+dP3ZT+hLRRkgvicfOG2kLHj46i7QVCfPu9Zl1gnXCuJWaSJn0dRXB3FTfVxqxFb+XKfAsT6+7W1v25VHGB3sL7/7u787r60p53qFbXLA18tiIy72C/m6eDDy1vPf4XqGPerq4v/ud37nd3b5jg7kKUIZoGljiQ6/MnV1etd8wya2tU+/68r/7Le6kb/pppvmuCmjHJB+cJxx9dVXz/La1VfbwKXxle84QGJ3ovMA16QYZzg1yWYIjlIDPJ/9UKfINxqn21y95DYPZ7zm85QPObcK9jiz5atp5Gblii7ZA7hNw9nmt+ttfm0ib6EOnjNTbpnXzjtfWYNHGfm3gejEnzpAWl155ZUrrjTUZN8jqm3O1LlKyTNVviRYCf1XtdCseJPdPLjws1Hwi1I70niLmlt4ZIPgzBMccbv88svnuK2Txc866Bpn/dx+Im7EkJgTN9K9aAt76gHHxrNQxK0WjvGlHHi4qvLqV796VUn2x5joMzSKbW2T6YErPbxQkvReX2oPgfrRR+KAbeJGP8Trr/zGjVQ8xg2/3ve+982PLvD4h76qR3nGkyspXC1xvjFOb3jDG8bVBTJIKNN1YJv5Rr+NG7w33HDD6jWvec2I23/+539qao8ebDNmxJ3x7llAsKfNWcltVFmXB5jxJhcvdxEs+iwE32No38CzySsfMvIQH67WsG6Ig86VHvLa4oN49UA/DmWpP4ljDlLsv32WB7o0cbblPShE3jHjDs2rXvWq1fXXX7/4pUt1w8/ja9xJ4U6ZdwzSJ3jTN+eCPOqyzRv8dZI6rkBSl189QHBs7qdcyfQN/7Slzm4DWfmA2uj8KSd/4qinDP+DxO2zn/3snuw4+gxk/Igb6yHrKi+P14n4qj7msPqTP/mT8WVW/m+USdvKs76xDpEKj3WK/wIeHeDRMO4ewpf+2cY2urkTxv8J/yvo/9SnPrX6/d///XEVlbu64NI+urTN+ka2hYsqjVzPDoVcL+ASb12fuPNbB9VjjWXNpsAj3Tb/SWQl4X+BjDTEDb53vetdI27MQ+ZEL+pibeZKcMZNX5TJNvVsy3Mc4Iht/VwoLQK1g8xnzdTdZMt25cgdZ2c1IQasyTLOermqJi4hVyTr1v3Qz9ehuLKLDDxAN2VsC70iiS/6AVxX1tE4U37sYx+7x7Z2gV4ZFFd5c+ezQq5e1YK/R14/lUnoFcnaCafKpbhLv3LAlKGOH1yRNG588Ykr7sokf+KoI8tWeXFHvIhTLbCz38h2m8qptxaZqRb0PSE2/hDWxVkh6XU7dapbl4u+a69DrnQoX7k75/jY1yX/7Rdf0aqTq+EGXyGrt9nnmKR86hCPjpe97GXDdi28U52wzFdwuo/KqIeY7+zsTHUrcvbdPhiT2wJ2H5auANO3yu06XwHuMuk3tCU6OGJGkafzcVfFfcj4YbsOfMcV4M6fdo9LfV1siJ3xs6/JC8229DOF6FMvX/fkTkbO8xwj8eKAXFmjoMeSdWmsf0t46XUQOdVjV/Mage5ujzZ417dXvvKVe3TqA9B4Ytct6fiU8ZZHmLzWpSWsE7r5y6IZm+xD9oWrscRN23xhzb6ljLqk2e96TGmqE/vRpzqInOpgeI6JMsK0q+46WLc70x/+4R/usi0PEHvZRldlAJq++MUvzvJWiEcviVuqv//97x937bJ/2ku/rRM3vvxmqe8QzP6pQ170uInjq7Z8VdSxU8+Sb9KOG2TO7X7yu6JzkkoN6K4zLPoOjlITfsDkkVaTadfZGW1K4uUdhNM060D01y2J2R6y2gKqS92pz7o86EtZ6eKgW8QlTNvak3+pLU4d8gLBUeQBWhdPvym1sw3Ij3IiUg4+6MQMvLxA6+BzzNQDXTvKKqcN2taRo57FtnLSOh66hbp2wckrXbiEX4dL/cinPykDnnbnTxllhdDUkTjwFGNbi8asV37o3ZbzWz8yFvDfVmWpb+lL9km8OGSzH7ShSZcfCM6YybPEpww0Y7iJb5P/0oTqPp/hutgQO+O31B9oS3hwhy34ok10UHcsEt/1p5w+ddhlpItHh75rExq41C+/EDpzUllhp6NDG/C4ySedtjqE0CziunzuF/AqI7/tTmM90ba88KR+ZaVLE3ad4hMu8YCjwJdFucRZx5fOLw0IbWk87AM81rUDBJfzTR75actnHRo4i/TEw6sueROnrFBe2tSRUU6e4wRP9EtwOdgOdJ8cyZN1J4GTQ5ptYeeznTB51SNdmnja4uSRRnuJxg4Jjxt81N3hkEkdLvZLuuBzB0996KSkHupdxymu7/JJTznsi8+6i2zyqg+ojLjeBo8sW+pVnzTlxKtPedvyJR6ceuQDJm/iez1lU8a69Gx3HbSlb0PLflJXVltL+qARQ+eCPMqgY+lgGTybfEv+nUscdi32k7b+uK/cUplNeMSHF3ay8FJg3TkZHxFIXclz0Lp+qI/bk/W+wPhEszh18miEL8BIU16e4wbtJ/3KvoKn7ZjRTt4zjYO2tJP20w58yatdcPJJh8Z+Y0metKNc4pRLGfTA46ZeYK6X6ks6df1KOnVtWLfdZcTjmzpyTRAnn/bFL+mXByhf4qijb13ptNShvS6bsUqasuoUJk/W4e/jhAxb4pVJ/albf1JGXmSNd+LApw7alHW4xGcdnbTZqHcbp7Qej98TfQCcQ5gDLn7bgXeiIEfdkvKJl95h8kvrupf0JI9yQPRBU2ZJvzzyp7z1JbmuM33Q5pKcOpegOtIn+FKPdlNeurQun7xLdeWTpi+J6/Xk0eYSDjl9S3riqaPDTf7U62IILwUapfMO5AF/UkcXxY5/avojT/cBPfgJvwfA8CinHeVvC6jP2NYfcUKeveRZRAt4Nt4gJ6sIH0ChdHn5DwrRo22eP+SZPot4ePjoCgfAFG0L9TFpg/GY/hgXDxZsn43uElM39Brj1C1emlA8vNaTJg564mlTwIm3jYzFujy0xcmTOnLdWMcnD3JL+ogxPGxpVzspL049tpNHP4T6nW3r3Z68B4GpY0lOH7UJDzjbzjHw4NRHu5dOV7cyQvjklUddtKFZrCsrfhNUNzzUbXdb4LN/6uw+iD9O8MQfAOdkYAdlMlByojlxHHh5hPLTljfrqUsdS9AJpw7b6gdCcyFRB5MXXvDagq/zw6df0ODtNrq8fNpEB3Vt9R1H35UDblO0C691oHXw6YP9SDo8FHHydB+TJ+tdjjY6Oo84/OGlAvjqreHB13+07WMfyMKvLfnBZ/+SnrT0hbr6Eg8u8dCyJL37Ao3S8fimf9KdC8hwsGvpvqsz7YpT5lxB+6E9fKZOX/QH2+LB6b8y0MVRT7nkgXbQYlzRn7rSXuoUD2/W4bFNPceG9lEu9IVCrOyjsQKKzzE8aH/Rmzqtoydp1LEnHgiv2yCc/lGHUN8hs26Az3Uj6erptrOdPClLnU0/O5++ygedun7aThzrl3QhfFm3DU582ki94C3yi8NvxxyaeGHnV48w6ch0ueSjDh2byGlXHiB4C3X1gYOfdsqqSxnaKaO+hNTZ1CVNf2yrE77UCT51LNGVTV71dh/h6f1I+eNSP/FZIBhIJ04OqhPRieREkV9eFjJyCpJ7lbfyk54y4C+55JLVYx7zmPFZTd4+RTeTrF5IW3HLtRfl4eONT2Qf+MAHzlefOj98m4r64IGX7A6Um+tt9DyAGcj6kZ8ckw9/+MNXD3vYw1aVnmbg2THpA2+kmgWiy9nm7eQnP/nJI3ein4qmz7y5y9u6xg1+bWadfKyPfvSjR9x42xnb/HGQ4YG4KSPULm3yRXLL+md+5mfG1TNojBn5lEk0bjaDjJ16GBtyJtbLf6uf+qmfmt/2Tf0pB15ZYccZN96AJgtIFmXQie073OEOq0qFNuJWqegGK3FjvhG3nnWk66oXHVaV6m3kYCZu6OWPzLil79hO+8Tt8Y9//K64MV+YC759jXzKpH2uklb6uxE38lhnUSZx56qetqwDrfP2daUCnNvis2/4xnhQ6D+PIVxUb38bP2UGwwF+yLJhFogupr2Of8hDHjLGM/uQPOnLOp7kP0p1473kc/Y1Y7DEu4TrMuynPO7C1XiytViST39YEy+99NJVpc6bc6UnH3XbyCgHjnG2rQ3aZPthPyWzgSX51Md6yn7KBzGYk1nkAacsOOps1DtPttfVtZE6xfE/YtxyfVvSRdz4WBFx4/+NwhpD3+m32QyQ7fK0+S981KMeNT5Ewn8JY8baiBwZGvQPvSkPnmwdrOuskTs7O2Mc+F9g/yYLA1keUqbr4P8AeXIRZ6YY+HpBT9clj3jjxv+p+abTf/jldb5dfPHF444UeP4X+E/MuHUbtvk4FHEjoxPx6nbkQ680bUs7DnD0rdIxFTyZpXaY+c1Z6jUJd23iaqec+ZYiRVYC3katHYEj0D1vXJJ7j3yfV1555RDXLpBCdgTo8CHPVgvj2Kijtw7gpkrbMvj56Tpo4yd9oA6sHXps4pSTBh9volcamKl2/F1vkeoHb0L/2I/92HTDDTfMepGzkCWg0tjsyV1YO8zQVylipqc//elTLeZ7fCYLBvkY6znLPXFDnly2dSA21df1NDf7AMK41eI3bBEz5PQdvbVIjuwR+Gxc6H8tNCN/Zx2cDZmUQ563bBmTSlk25GYHqqIucbSNPbgleh8D4kYGAOzor5B+ENNnPetZI38y+tQLrKT40/3ud789cbMPzrd3vOMds1z69Gd/9mcj9zNxwyZybrSZb/UluOnmm2/e1Rd01AnDVH9aU6U22+M3svQH34kbJe1aB97WRV/IAuG+ZvwcByH4OnEYfOTMZs1Efr91Yb8+mgVCO0LtYVOckLHr8WNusVHs1362jxqd/rmP0Ufa69a3Hp8z6euLXvSiMZ8ZC8aFueJYUGd9I3NB2swxwM+k2Y/Eyd9xb3rTm0YO9vxf0Da+VLq8qS5KjGwlyGpLPeLAuxEL4pZzFz7a4CnJCy23wVA/6gZShNZf+MIXjmw3xg1/8R1YB2qD9iu/8itDVhn9J5tDHWDOWTiQcUOH/wvvec97hnz3j/zw7Kd1cDfbTHniVikOp0oFOfdDR+rgc2RH4n+B8UVOv6mjk3WbjBFZ7D+QONoXIbz6mXXlxJEdCf1938c2ODII1Vf0YJ/HSR1f/epXR977zF6CnHOWuJHT/73vfe+e8drPz2HwmP1U2jvGloP8k1lyQmYExCdMOnVp1Otq3lRfgpt+6Zd+aewsucNQJ/VZfRFnqucKd0089dRZ20TanbrauGtnc+cjOTbJwbGjTNofyPoRtwTX8ZAK5YY6uH3oQx86L/DaBdaZ4kjJVFdLh353FGxQrxzCI60YqZvgz40djoThlbNwLArIWKjzMQrixgFyxkwd9QW4qXI6jgUeWxTtUidulU94pERDno1FwsWDA0j015XSWQ55tjpjnurrcSM9Ggdt2HShQE89azkOsOszqPNihhyLmzqWIH5RoBmrU5jv/ho3/uDqyzx75kxdWZ/jZr+VRq9xIyG6/cZ3/ljoB3FjvrHAU7ovJICvfMLjYxrKZd/5Q68vMY35hmwW4lY5UqeXvvSlI86OFX6gg5Opt771rfNHNJB3Qw/98UAm9Z7revpAHT/YMg2afaEfGQ/6Js0DYPxFz5mUPABGP/NWu7T1g7rj7AGw8xD79CN9sX+JOxM/zxdZ+rNu00fptg8KuzwXNyrn+DgZznnA2HDwy4keH6bJ4nioC2hJXK/3Mb3lllvGwUpdqZvH33mBLxwIsZ+6vqFP29oTdlu0KfDnARu4Jd6ut/N0OifpfHCHAy5ihd9uHFxWPvHxgSLl0Ge9vnQ50ovVXcO53+hwfasrn+MjMnUXDHeHnLK0b6m41TP048KNckD3IT5CVPm/p8oFPPqKLAUfwHEA/hu/8Ruzv/oNrK9bTlxYuDkuDiCXxdioM+nU09cux0WhymU8DoL11/gx3ypP8YibNlJfXbWe6hPO4wNK+Jr/hejiYtNnPvOZ8bGP9EkfUlfilnilH2VITJYfXCzKSSo1iKO7NWl2QfDijAe45KfOowC8mMKtYW5FWGriDl6+3c2nE+uAUNIuyOcJuU1cO+6uRwy0z+MHlb91yGh7l4LTDXyVvq7e5UhCXjlPV7z0w6c19VnbPLbBt9ct6DUm8PBpSG6j8GEFHgOhSOe2VF1JHH1K/GCqH26VETcSc9ciLHr0AR18K5641RWQmUYFGra5jUXcvl0fEcnPFctM3NAvv35B53ZRXdketxl5hKN28sEHpKCb24rcYjSm4FMHbYt44yYeCE48fGzEDR+IO7cKlYef/hq3xOsHceMznjzCUYspIrsKcWPcMm6ph75x247bhH5XPhXwqAvzTXv6Dk+dLIxYk0gev42X8nz4grj5yIZ4demHUPqtAbMf2ufxnPoi1Tw++CFNn4XQiFvvG/jDFG9fc9tzXcGXtE/Sfoo+drnk7bSj3s5YrKvTx3Wx2dR/4wZM3cSbNZFHjvIDBfCwH7qfpu519tUNr/aW5KTxIRTmG+sbt6uVRz/7XV20GI/DrNORflhXhzLgxckjLvHUKeKUFyKjPDge3yJurBGs78ipgz4RNz6VLi5leTyNR6h4FKAO4jQxQ9Z0/hekpSxMxI2x4XEAPnbRC3H7iZ/4iUXb/JexfvJYHuPd/bv97W8/1lZehs0in7j0KevSE6Ys6xH8zDfiRvE/mbjw+AJxywI/G3HlkQz8Zp3uhcf56s7hPL+xu59v6NiGp9s6Km2O+CoOpyb3UXH6bPpJ3zmIYJI50dTfBx5eN3jYAW0ja/GgQBw84Gh3ncgs0eEH704OHzjk2bRhG3ov6Zv69Ik+o1t/1AddudQNjiJ/t0U7bciXetfJgNcv7HTf1smlf/LU1cXhPwuAPkgDoht82sNH29a7bPbf+KhXP8QrC0QfGzTinXbA0ZafNsW2+oHQ0ANNHUmnX/SdfuecSZ6l+n5y+p5+pp70GV4KPmYfwLPlfEsdt0YdP9mWYof9pX7Iqyx84OQF9r7Cc5iCLk4C0e/4aTdtaNv4yoNNZB0DfT+ML0dFxr7bb9rUjc1B+oEssQNm/HvsoYOTf785jU51IENR3rY48baBFu05rujNvuo7OHn1rdtRZ0J58MECrrfBacO6/B1Cz/5btw+dnzYyS3pZp9g/WN82yXedrm8c2HY5/ck+LsmDyzmBTnSpr/ez64OeBbo46vhBUZ+84tVHGx7b+EHRN+WA6Of/AH4utPSiz+pLf6wjo60ufxza9O3CAfA+k7MPdE4O6jlBrMtD2zp6pHedtDufbWVsC8ULl3R2vbTlR4+62AlsS099Szjp7JTIomNTWadDH7os/ND6YiNfyuED/PjQFw344YWuTmVpJ3004kc6KG2IU4fsSYeHdrcrrzp6O3VIA3Zb0sCzGft18mlPnoPqkD91gUsfup/yis+2dfWeS6h9/cU2m/juS+KJFxsx7nL63OXFb4LYYFMnvNixOKbygNevrHfb8ne8eo8bzJjQtzPpt7qE6hKi3/jKA84inzzg3d+k0Ybu+C7JdvqSrbQhXRvqFILfxKMuoHV1KacuoPqg2Q/loC/JgLcgz7oOVF4aUHkgmzw9lsroK215pO2nI2WVSd/0BZq8ibMuTR22Ox3/2PY7OVFOfUL0QrOftMWB1y786iB+8NOmLo90eMF131KHMuCOS6FPe08NjkvvDtAPAsFkqGePVrwV3m9JcgbFLRPejHci9MlDmw26PAdwYQ9r6tCWuJz8CvL4Ab57ViieRP74zu2RdaXrhw9b4u3XOnnx+qdcx9tOmHbEr9MjHagcb0rTb26XKQcdH3gsgltWSyX7lHLqVUfSUo/4eh523KLsY3JRvZFtxgx42eDJwpvG+E5GCIo+cZWDMeM2m3agUze2wHo+eVXPjO3iAc88vctd7jIWWXUin4VHdeo5uD1xw0fjpu20iw50couuPtk6L6zyMs+4XesHJLp92upQZiBu5R/9WDJrf+GRD1z3t7eXdG2Dwwa6+HPSprgur039gg7OdtKtdx1Hsc0jVuwr9tM+1AtNY1/h9vCZFuOlDeNKW1qH0OTHvnRxtLkNX88SD/fkZ6x5BIb9nPq6oh7o6LKtnSU5afASN/ZT5eTn0TFs86hAFviUB1/vSYxHCcTrA49w3fGOd9yjFz5twasu5dEpXQguizbq/ZIVmzrgQYa4sb5RkjYQp394RIv1jccSs7C+8YjDzs7Ooqw+AdnULx5d2+CSHxnbHULLIl0cthKXdXk6ZK4dNG7oVbew6z2u7ervyS61U4wA8FJUPV803j7lTUo3XnzhpaJelANP3XbWpdWB6Uxf0tPpqWNdPfXwEh1v3+uzsJ6lGi+h6YeQFx/Uq23a0rMur7TBVD/KA7uOzmO7Q+USn/rAa0ce2pZ63mmqVF/jjWj7LOQls16wx0bpdsQJl3zrtOc+97kjG0Md+A2obV6ikFd/ez94a5cXXJRRBy+OXHvttbP8qNSP8vrFyxK8UEK2C3UAKy3S/MKksh3ytjNvkKccetBXXyHbFRv9R4d1vl0PLz6zqYcX8HgBJnlH47Ss8vZF2rmGxMx5jG1jqN30Rzr88GWRD3imRTvqSp+0k7h19uRVD3AbuXX6zkc8b/znPHO+3fve9x4v4uKz/T9T/42nOlNvr8ub+C7HC1/6yz7mfv6kJz1pZHlZN1bodM6q075BSznq2dafd7/73XvWB3y5+OKLx4uq6kuIrBsvYLu+AK2TxYYi3zp5/Uhe/eyynZe4La1vl1566XiRNm32Oi+ckznJuAPxHX1XXXXVrrnS7epr+iluiVfb2Z+so4dxdD2BxovAtLteeNk63rY+0U5e2pZXvepVu/pN38l8wUvT2oTXvqQ/1NGrv/Ko+zjBOqCfeML8sirH9eB+635VNoHx+VHOGrkSzBUyN56l4YUjHoznxSluX9REmM8EMcKZWj9bS7x1YC+eUQrRnUXd4Kxrnyug9db9qt5MHVcDyYEITt85E+YqAD7zYoLyCbUFLm0kPmkdL01Z6QmTJ/Fdxr7LD3RLOXA33HDDqtLRrP7mb/5mXMnMftN/xpFx46tdeaUj9WU9fQFvMda2gd/4xjdW9UbuqlJijauh2MO+PnAX4ZZ6qZEXHHnRUDtA9NUB5JhvXNUi16jjpR78Zix5SS2vDGKbq/2V6mdVJz0jh3PaRZ78wFwdrsV+xUtpvXz2s59d1Rvaq7/+678eL0ykbepcmeZFCl4A4gVPC77jU6WfW1199dVjvmkbyH4CnZdPuIrNCx2WjKc44Dp88pytOrbcuu0lvDigZQkn7aBQvULkrSe0vk4/dLclHevkbiu8+7j2N/WPufyWt7xlfBmPq1ruH85Z1jdeJOUZT+brJl3a2w/2WKbObep10DD84CXT17/+9au6eDLuErk22Af6xtXhSik41onUbYy6L/qevNaTl7tKxK0OgMd+aryA7KfEjZfreFGZuOEzRR38D/IpcNYK7vbos3pY3+gf6wsvTy/5m75KTxvakk8afhG3ygA0fHSN0TZxYy5gl/W1l8qusqrMHasvfvGL40Uy5YTkfufKMOuTL6ZnDPWj6+3+KrOJTx5lhciwrtuWD3ziOl46kCIv9Zsrnz/9Jm7899hfIXPiH//xH8f/kXFLef1BF0Va+nCKcjx+X/7yl4+O1Nw8uYW8pqTKetzjHjenIKqojBQowpoAo81Z8/XXXz9V1oD57MnIcaa0tEk/CFzSAy4LbfwgJylXQfQRqN9AtprYU32UYPST/p6vZdt+1wI4Uphx9XWp3xkD0taQEofUX4cp+NTPukmNxNWJOqjeZT99oc7Vhte+9rXzFSrs18I73XTTTVN92GPIOkZLkLQ1N95440SqOvzgrLwWuZEXmTRt2lM2+82Yk1OSFE11UDq6TtzqduhE/k3oyZ86wNfjG9M111wz1Z/RsIv9OvAeeaPJ0Sl/Qv0B1gc8Room5hvxy+I4J+5C/eREwPHvMCMArQ68puuuu27iLhZzat2cBc9VQVKCkULr1iz2QZu0me/1kZORRnEpPWTuJ3VhYnrxi1887tLVgd5Qow7gYQpxq4+7zHFjH9Vm1sGR05s7Ue6nrDF1kDS94hWvGGnHcv+2ri7y1V5++eXjSnKukfi8FBdxwuybOOJGqr/KVLPLZ/0WMuYveclLdsWNNKF14D494xnPWDtX9L0eg5g+8IEPLKYmTf/1C3g+l3/+538ed+6Mm3HqY0abFJZ1AWfOzZ/9yv5mPXmOS33E5n/9H//juPTnUP34/Oc/P1XKp3FbysnCzsXCxM4ijjoHPDs7OxO3lSi501PPNvTD7jQpR13d6qRN4cCOBdYDsfQV/+mHOG67Veqsqa76Ddnz8ccdDt+ssyAbD3Eskty+Jyk4fcxxop395mMPdbY7DkTPpM/a5k/q2c9+9ki0rm3t0zbu4KjzMY3nP//5c39uuOGG8dgDt+MYG/iUt26bj5Mw38jZi33Gva7KjD8HkuPLp54+Z/lYRX09cM4HTE7j+pLYyF/qvEBHlwNHDmfmFo9ZON/+4i/+YuDIU6xNeLsfxIGclZU+bxzs6zvwQrkQgZwHzg3nGG3pV9aHg5iD/SM9S3OWW7z3ute9xsHcbRXh9J0DSNYd91N9dm1yvwGyn9ZXxeYT3dRzmL6Qh7uuzI592P0cu9rOfZf9lAs7nDxglxzjT33qU0ce2vSRurqUr6vuUz2PO/3mb/7mcHOT39As1BnvpTH/7d/+7ZE7GN1pk3pfp3jk7wlPeMLE41wUDurqy27jwoO+LsmBY33jYPGKK64Ysum7vnWfB+N5+sMjKTw6V3fe5nEiXn3MaRM3Hr+pu4zz/xLdclwyFlk/T7t+aLc49v2f//f/+b9rrpzcwq0gbtlyu5xSO8eAFdVddZDceuE2Ard/Oh05cGwW6+oUvwlu0pH6qHPrnNtQqZ+6vmDHOv3jViH9PSqFPtYOO9y17zS4pcNjAL7gAM1+2zfkwHP7jEdAuK1/NkotCOPTqH4eFbsUITb1tRbSkQeTxwmkO98YO3H6pZxt5hsb801e+kx/skBjQ14+6jxGQY7jOokY7Nz6zLitk4PZRxmImzqdb9ru/oIXV1eUxn5F/CnqGI0LPyc2AswP5whBsM78sC6eNWvT+uacQo55yvrGvD0fCjlceXTAgo+sHfis39DAs5+SL9f9FHzy0D5IIW78p1G6PddF7EJjPyVu7qeub7xUvF9xPWF9y6JucbTFWYfW+wiNuLFGJc0+qANZ6tglbqyzFP4XiDl9oqyTg8Y8od/MG3RZtAHseHjSL2XOB2jc9BE/9d+67f6/gIw06+drP/HvbBWOfde/fnq2rBwhPQy6A89CQEmcXXGyJC3r8p0tqE/oSzv6oZ2kbfJf/vMN0h/7JEwfMw7JKx4oXpzyS/qkbQPVhx7q2UaeNjTi3n2Qd8lO5+08ysJHkV8+6PLkmEvfBJfkxCGXtrSf9NQNXpq86ki+pCX+Qv3kRsB5QwTWzaNOO+hcPxfRzbmc9bQFXpr1flJv/+WznXrOpI4+batHG+KzDY9t+cWJVy7pS/Xko25JPVmXLoTGhuxBx1y9KSdO/fqnHfGdT/xRgfjf+2afHAehePpmXZo6jkq/D+rnhQPgDRFzx6lbCYPLSeEkSVF4oSeNeraTf129y9BeNwnVrV/6qd/rbJyveP4Y6BP+Gwf7Zl/13TZ05NgcA3k6VFfHb9NWVh+1j6w06uvw0HpJOWnIawPImNIvr3LIhyy80KlvGnPoS7bUBVQefejt/NgHBz39y/6iBxobJe12PuxpczBf+DkREWAe5Fyg7jxJPMGwDZ06c49yPswbfMIPoEV/E+/+AE16yiArLfcbdR4Udt0pD40Ne9rqdK5CS9cvYBbp6kCnY5K86/DwpC/oBtdlaWND3vTBujTgpqJ/fX3rdmmrM/3pfJts3do0/V2yK404Gkv5ev/Aw29fiRl1x1m54wQvHADHaDL4lJwEtgeh/bjQOZGcOI3tjJqpkzq+uTN3xfqfMvCI7/znW1s/u//6mXRxQPCdZjv50HuYkrq0lTjH5TC6lVGf+hNvPIRJg188kKIu+cTb7lB58N2+ssLUnbzihalTe0s6pF2AJzMCfZ4wf5bWt5xrXea2itxh57P7iH7bFoLPunzbQH1KXnUlDZz45JVnibaEQ1aZ1CPvEq3j4JV/nQ5klEvexKds1pNnk63Ui7z21NXp4m9r2P3EH32V1vvdY9L7sB+98x/V9ok/ACZdU70IMKdDyYnjmY9Xv0gZQ+qVerFhjHefVE4CJ50HyOK3gej0D0A9KZc28QN/SAEE3quE+I1s8pLuhX7S3/O16O+6fhtPzuJJgF8vx4yuiLff2Xc+YkI6MHkP23d9A5JSrXIrjjPj9FUecGz4Uy+7DX5pfb6lvL7BS2Fc8Z2x8+oXacnoO/2CzzHXprLI42e9/Dj72eOmT8oi41w3btiGjqy2nUNpC1n1AZFzbkLLAh2d7l9Ju1A/3hFg7Ldd31yz+vrmfHW+ETHmJvuKc/NcR7HPX9oW6qwP+MMc109h8sHrekI9eagfpvS4qQf9+uMYZNygET98xyf4Kcpb10forEXwywtP1tFJWx3SgNah4Q9t7KKT9Qb8fusb66s2WLPyfyH91Jbrm+sw/af4H0I9fVPOeEE/H0uPG323H33MGS/jZuyBFvsMNIbSjhv8Hy/95Z+47H9+/0OPW7+26g+Dy2SoLBDjwXm+oJITIQefyXCPe9xjVemvBmQCOcGcKLbdWdwxt3LmNJM6tE3bYl3IAW19uGO8KOKLUd1/ZOGvrAmresN2dac73WkcnKhD3ecLxK/eB3C5cSJS6c0Gjjy6lC5jf/hi0WWV5/qBD3zgOAE4aL9zHJBlTHd2dsZCW+nz5hdXtA8PdSCL8Qtf+MJVpaBbVTaIgWO+MWa8zEYO0F6QY6PURyVGruFKAzXmKXr5ylulQFvVxyYWX+xLPyod0KoyVqx2yl/+HIgbX6eDZ+mrWvqCfXJkErdKJj/+yMFxQMvXo26ufJO8bJK+Ikub+FCYb5XeadjjRI0/nuSnfqGcvAg4B3KeZp2IODfIj+t848WoXlKuPoazqrRY4+tkzDd1dJlz1caeB1fU2U/Jtfr1r399vMTqfgENv/WPOvtofXBitXN6P5WGr1nfxnf0kXecr51VaqzxkphxQp66bXyqdIyryuIwcsQTN9aJi+orlhxQkUcX3u6DfeH/h/WtMs2Mr1Z6ECkde8gqr13aWZcPWJkMRm5h4wYuS8o95znPWbHGkYuYA2b8J08/L8PxhU55U5469lkHK1PH6pJLLpnXN31VTj9p0yfa52PBP76OV1ktRr95aZpiP4Bs+E8/Kg3m6ulPf/qIG+Ntv3vflFlH7/xHrf3//cdHVyf6AJgB4wyQz+WyePGGPm+/+kasA8okqRQ7q0c96lGryhc8dhhpCfsOkgtB8u1XR4+TdxMvV/dYrPhABxsHwV2Og7DKJzv8rhRY85Xu7usmO7cWTZ/c8bQr3jZXhPhzATJWvPXrTi8PkBObRzziEav6MtrY2bve5N1UT/uMKQezHMhim6wgHMzCk3x8JpR4c/DLomzhSjRjxrN2vIlMNgkW7JSlX8w3/tSZb4yhhYMCPpGMLLZ5C7oXFkIO+LFdqcjmq8fo5c+C+Yw8cUNHLxygE7dKzTQWVen4sVN/0uwnzjdP9uw/V73ue9/7jj/FBz/4wfN8I/b9TyT7rI0L8PhHgHF3ndo0B5hvlQZtnm9mNsgIcVLGQQz7yYMe9KBxkudcTL5zXe/9YD9lc1/JrArysi+yj7CfcbK7dPVa3m39J649bmQ76AXfjBtrBSfHFA4kOQhlnWJdYl01qwJ0Y8sFCNY3fOdgkuKY5v+e/gOlJ24Ixg8H72ysT2TAMdtOsIw1iLixvnFRSnv0gflCm7WZdRkdvXBBwf8F+rpU7Kc+a2OJ97bE4R/bNnHjf8e4EQPGeqk4PtCMwxLfUcdxALz6f/6vp1b8TmapP+855yQRIIk2H06ogd211WIwkmbXQfLMj2wdxOzKZ4gO8MkH7jBlSQ962bALnSLfe9/73pFzsvv+oz/6o+OjEfoAv7Lizidof9JPcb3f4PlIxAMe8IBd42UM6mtCc9fUMSMOWFFeyDhQSLpei8SuHJW0n/e8522MM3r4AEtdaR3ytcDOfai7C9Nf/uVf7vEw5xX1V7/61bOMfQY+/OEPn+qPa5aH100kcSNnZspZJ27wU+yvckJyYdeB9JCnv/gPJME8H9tgrCjuI8qpD3ihnNwILM0D52jfz8HXly535YV1rpLD/Zvf/OYcSHhvzbmFrbRHvdKDzf8B1C+77LLZ91wryNFdB2rzvomsMZg7dMBK7z+5u41VwjrJHXHT9y6nWT6UoVzu53xkh77ps3XlwKtbnH0Tr2yuEcrBS9y0nZCPVmHPol6gpU6Wpvvc5z6L8nzqHV79QIa2fojXP9vqPp/gko+/XbmUM17W60LQPGb2aV2/l/SeT/0+G75w7Ps9/PyvH35Lxehklgrk3HHOGPmsrjmBJXDFjDN0rqzVIiB6PqOdEQuV5F8gL6LSp0WGQqZe+Lk6gu81oXeJcDUA37kyZ0lZcecDPGi/8ZkrBfR76RYpV4Dzc7zwH7Tv+MSGXNZtVwL5casR3RT7wGenuX0Ln7zQqVPgIx8jtxm5yqIcNK4EMWZc5aakTNb5rGUdbA6e/GGeIs+8XVeMG3mCezFuaSvr8H+7PldK3NNveJhnXJXh7oQy8FPvvOAvlJMXgZwH63qfcwf+pfmGLFeAmes8kmZJWXHnEtof7drGJnUeV6ovMs7zXz73U593hRcaW9YP4nvaRu6W+iQu+2kvXAHOuGlPPvWwPvHIUxb84wown2m3L9CtKysu26mn15UHjwyPQRC3XrjKi++brspyh4p+L11Bvvvd7776wR/8wdlf7XU7S+30cYl+W+B6fIkZsetlp+7e1Vc8j02/e/8O2v5/v/W01Yk/ACZoOYGc4OCsbxPYrsP2QXRoJ22rB9pBdG2rQ/0H0a2f28D99C/5iS/KaWNb/5RTR7a31aFNIPJ1NjwWW+veOhKfeuHRdtL1A53QoVFcxJUDR11+eFM/9HVFHZvktYsOdSu3Tm/i1+lOHdSz6H/ixSWf9dQl7iBQO5ts7KdPH7ou8fvJX6AvR4D4GUPGx/jCfZDxUgdyOafdn8BT1H8Q3ackt//Fhv5oR1z6032h7RqBNS5ewJ9xSfltPdKO/Ppku0P45UlZ8Z3W2+hbwolX5xIPuCW6vOmr/oBTRhvyLeFTTr79oHr0o7f3kz+X9CVfwCV+Ka77+aS8fIfRoexRgBwAr79EdBR6cJZ8dJKnuiVc0nu98/d259/UTtmsb5LptJTLevLlTgMePnDr+FOWujuMMsqJVx+8WbcNTF7avahb2OkX2udfBBxT/ryp23YO+KdvG0iRTwhOGvV1RX712YZ/G/mu1wOq1OeBiLrV29voQh568sCXuG7zQvvU+BuzsxEPYu74oA/djsM2+lNWeaD4s+nrNv5sy3MQv+iL/bGec32dLnmhs6kDH2nnPtT97nR1cWFhPzl1oWOpLOGXcEuyiesyva3PxgpZY5C84GxLT5y0tN3ryU9dPfBtI9/1LbVT5xL9uOIuHAAf15Hdp19OeHeg97///asvfOELs5T4e9/73uOFAdvIWQfS5uW7q6++etxukoYiXkrgRYV6DnnoTdpsqCqf/exnVx/9aD2QHgW9ZKx44hOfOL/YArn7zUtc2CaDR6fzogP+W9J3cdvAXOSo6wP1973vfeNWm7HQBnbrWdxdsUpb8POZ13e+853jk57SkOdt5vrG/eh/xkzd8FK//vrrVx/72MeGKG0L8UbeF1uSpr4eN2SlGTfaykoT8uhFPZc5H+xpm7eRGXPegk+d0sXVM+vj8Y/EY+viiy8ecZMPmD5QJ26MOY+QJJ0XWuk3t2ct8OuzuP2g/N0ueONGBg/a8GjjkY985HjpMPHMEfVhV979fDiu9B6L3s+MOTTb9X7GGPPEUedFMsb8dre7Hc2ZfzTqR3vXXHPN6qabbhI94+93v/uNl7kgyKvNmfl0JfGdlzYbPGy2uar76U9/evWJT3xiFx4eMjWwr6gr1xlx3Ydz0U5b1O0n/tSz/qsvf/nLe/rGi9W8UKWsUP9o/8u//MtY33yJTh5esGPMeDwtD3iNmzrOV2h87A9tfQfSJ+L21a9+dVcXoN3//vcfcYOQ8rbhIW6sb3ymmQKOwmM+xO2HfuiHRpsfadTVx1z75Cc/OdPE80ge8rTFpbw6xAnBH9dy4QD4uI7shn4xsdnYCXjemWe8OCDhILgXsgzs1LNDpN5iB3SncAfiDeMbb7xx9Za3vGU8p4e8NPJR8sdk5oNc4OHjDWls1wtfq8svvxzUKNrgIJKdnYwK/sHBoO8838XzTvWix56DKfh4Bpa3Y8nywcGgctC2LfRFf+wXbRanb9dzsO95z3tWH/rQh0afwWuDt74vqrdusc3zsL0Qt8997nMjbr7drh3iRaYHM5Tog3Tj9uEPf3h1xRVXdNWrevljjhv9908GRsaAuJEm6O1vf/uKVG69bIobf+iMGYssY1YvjgxxY8N48Wwj2Sd8hjn1EzfkiRv+W+wbB7XGLZ/rNK7E6oYbblj96Z/+6TjxUh5IZg7mCfMOHYctxht5+4V99gXmG3Hj2e/kg5e48Qw0zxc634g9fJ0X/pNatomF84H5xXz5+Mc/vnrDG94w74vGjrWBZ0J57pyTr5zr2HG+cQD8kY98RLEZ8t4HB9Hsp8yfbQp6e7FP+K3vZCDgYIb1gfURPHzychDJ/sJ84Zncrre3u82z0dYXdGkPP4kL6xtx4yRbPvtAXDfFjZNU91PeM0BeHewjZNIhK41ZG7Cvbv0Adz6W9JO6G74SN9LPcQDMnLXP8FB434P1cd18I+Zc2KgX9fY8v8zz7lxYIG6sb2kXO8w3nvn+4Ac/uPrzP//zYS9/6mXxcdLBfzm6lop+Sjvfx0I/Dw1PchaIGuwTWepPYn4Ltna26S53uctUL8uxh+7ZKtfjVH8u01/91V+Nt2Z5UxZ5CvBVr3rVVIvYyEBRO8su+TrYmmpnHxkR6qWrPbH+1re+NTIW1EHLLjn8QFf9IU2Vx3d617vetctmHYSNNm841x/IVDkr98ijow4ip0olNtUf6OBH7qAlY6UsuLqqM935zncecbPfQOvErV44mD7/+c/Pvqc8GRxqEZtqMdvlO/J1IDXVweOIW6UiGmLYNPZ1tXuqPLvTUtzoN/EgLvXnNWTptxuIq666aqo/3YnsJktjTtwe+9jHTrUYz3HDPuW//uu/RuaLSh80Z35IHXX1eqrFfXrd61632G/iVlciFucbfXe+1d2IWT59f+UrXznt7OzsiRs+MN+I2wte8IJ5fuv3cH7LH2S6HO23vvWtU/15jLg5zkC2un075lvlVR3zDZ+R4W11xo2ypHdLl44dW45p1o2T8aurh1PlLJ3q4HZxrjLf2I/M+KIu5etEbao0hFOdhC7K14HAyBZQV4fH+ChnwNXX/ZKeY8o4mw2BOtlQyLRSJ6HzvpLzpk7wxn5ad5F2zTd1As91WbIF7tprr50qvdmIW/psnbjV3ZqRyab7iDyZCPhfqBd6R9yRc3N9I5OE9tXR2+LPJ6iPQPdv6ow52XvqpGysb6xHuTbSf+NWV9XnLuUce9nLXrYrbilP3Pg/fdGLXjRksaksdeZbXWGe6mRql111MN/wrS48LM519QHZ6A/wuBaOfU98HuCaHCeu1I44rpRwZYIzVa5EcmsXfG4EhmwBnNUCKWQ3gIerMldeeeW4estbzrUjjjPSwRQ/dcA0dHNlj4wU3hrnLJcraZ/5zGdG7uUQGVVskIcS20C2nboSzeMB4LgywRVrrmBCo3TfOSPmCjdn3VwVRB6eg5aUqUVhXNEhbnVSMPLharsWilm1ceNqLfLEjcLVAeP2jW98Y9cVK4XRg8/4T9y8YoIe4sYVb26rmlsUfG7E4z/+4z/muNUBwogbOPwmbtzWrMV7lxw6KLxBTdwYO+K9czpu3NLjygJXNrhSQck+02YecHWIfiPPeDPu2OLKRI8bMhbsEzdumSLP1eqluDnfss/U8SXnG3HjSrr90s5B4Xe+853h9wc+8IFxW5O+ZNE244V9xo6r93UAsCu+ypypP+o5qpBxIgZu9sM40qbOHH3b29425htXFMUrB2R/ZL4xb4g7eV2549Lnm/thyqLP+cac5xlUrsjCo61RqZ9NuORVP/snt7F5vIv9zuL+Ap/7Kb6ycVWQq3tZtJu4c1knHsxz1tc6eZ/XffzQd+zDR9wzbuB5FK1OFMfV9kpPt2d9U0+ub3xQI+/woefW7jc2D1r0EUjeYeLGndSMW+qEj3m4FLe6GDTHjRiyjsKfWx2MjvXF/wWu4hI3eLgjx3zj/4H5lnLUKcw3/k+Ya+w3XAl2vskDH+suJXFZH8Rj8HPi8wDXDn1iS+0M4ypfzeNdZ+ictbrVpN91JlnPq81n7FxZ4coGPPCrJ2GXr4OnWZ6z/0280NQN5Gpq3U4c48UVUPJYdnmuwqXvaf+lL33poceas2DPtGvBH1eV0b206Xf6Vs9dzf2+7rrrxlUA6emjOHWovw4C5jPx+vLSnn7bZ6Ay6qoPaowruXS+0qaNq/3S5O3y0oFcyaEQg3rkYda/5Lf6lOdqRT0eM2Rr0Z7qGdk9vssrRIf9ePKTnzz3u27DTnVAO8vLt8l3rnQftuSY12MP42q//Uuo38D06eUvf/nsuz6gk+0kF+Oacci4JJ2ruuvi6xwh5vLs1J0B7hxQ6kRk3CWR5phtmi/kvKW4r1NP32hTxCU8RTn1C5484Es+6keH9fGYqd6lmG2j49Yq2LLPdXFh+v/ZO9Nf27Kqbm/zvokf/fImfvRWYpSgiUoIoAEpCw2tSC+oUFBQgog0giJdKHqk76SHEotGBOlRUbCQTsCGRmITsYqYiIn/gZ/WO55577P4nXHmPmef21Tde84dydpjztHPMedce7Vz3ec+99kzzzNWx7l5BT/60Y9ec1InuXvuLKGrbNqxTI7qwG31b05vqbYf1Y+56v1TB50jb7M+t/1g2q0Mdza0UxcllrpIsydXyLmZL21xNbguJqzh19cE9+jqJ/XVBXNngjpARCYAAEAASURBVLXg7XcMzXI/o61OL/ECV4AvPwNco+EkQo3dPWf05KAmzR5aTZ5Rr0mwJ0XUa+KMKybqgAHsZnmPYlXkdbp6YEA56sTBhk+2Dly5ATJO9LWlvD6s74qNBXnKxALWH2U27Xe/8mf+lE195aDZB7S7dnqyBu5xYAsaoF3LWR8C9YN9gHYYI7mkbtvgo4t/sHzKxkbZ+JHvoG39ye968rWNHFcq7F/1kEvf2kl9ZeVZ3xVrC3l89bzCTxnkrOPTTTp1gVxiT3npJwGbN/ND3bI5nuUFWo49dJTP3JJD7SVdm0lDn3of6ymrLXynrvSMAT3p2KSsrezblINOHTtsyotT70KV01fGYV7gs9kecIe0kTxl00bS0p9622zJv7Vw5oMYMh+Ut/V5ttfYaTdwPvZv2NEHZcD+Ol07vQ8zRmiU2cy1dbCxqauM9eOET/fCcWrR5bacVQYc5EyAXaBPsF10UkZ/SaM8ozs54XU+dfnoG3+X22Yb+i7Q7emn626jd7lt9dSnbL23M/V7bMmjfBg/5dMn9PRvXVqXTTvnWtbHUWKfyc5ou8aWusZzkO62fKirPfFBto4zz3zQRsvmBGy550DZTp/Vt9nRxkE+ui519fSVMtrqMspuo8sXK6c96bcE1qcxiLvvGV3dLrtrPW2eq61dfZ6NnLGBLW+LPendFzz52ukys/rZyOpHrN20RTk3ZcRdV/pxwHsvKR2HFl1uw04ZcMB34aTnGS2TwI2rIZwlwvesuNuxjj2gTyLrh/HVRR6/yHddYoBuTMNh+9FPIx+5ukubNZqxShMbj22RDk4aVwuR7VegtE08tNt62smy/pKWZfn66/bMPfzDoOt2+W38bLdlrnpbxs4szm7/fNbxTY7BGYexbKMTJ/0y07EN5zPOS8WW+TIH1Clb7+1Iel4573lNvdRJumX5jmXrYMvIWs+YoeX+RpuJnY/QkE1Im0nXR9JujbJjvfsm7p7zGU09eMBBOrZZTN4uZrDvZjFm7Nnn5gGdzIXlc92/aV9sbNqHTmz2a5fLOmW21LWs3eOGLx8AH7cePcv2ONCZLJTdnBRi6d0NfAEZ5aFRF7Isr8tqq8tqA9x1kGWSq+uET51zKRsL+cGHdf1Rp9zzh094yhuD8l0/+ZYT6wOaNrXFQWrufFNvVk49ytpDFj9uM11l5GmLetqxnvZnspkHbXbcc68fdS9En89ykP7kO/bk9di30bvcSaqbE8eGdXJgOccKdPvcE0Lr8A4C5boeftjkZ1l78IxHWsddj7ob+myMX8A5qk76hr+LP+TOJxiDMVonRqCPb/jKZNmYoNl+bShvu5FNueRr52LG2Q7izPbSFjd5YNtIucP52r/pw7y7XzS+5Fs2FurqSTvO+PIqEMe5dw9p23e/+92x0gDrm3rlDxUmgRODycCapnx7nUW86+WzMUF8453VI3zrNN3lJGLdQ3TrwfvNFWfWZ2UFA3V5g1a/4NSlzgLerGHI2rKskYs8K0Gg7xqTyAHqOpF5w/jKK68c/vmwxtmAuVAXn7Qf7J8ZPH0rR9749jrtvsMd7jDIxOxKBbShQ9ogb+iysaIAcZA33rxmZQLygLzxWbbttbzd0CUG8uZbwMTOWsDb9IiJN4zJ28///M+vH5ZgdQb7nbe4jTXt2B5Wb6DP6uWesRYzMuTLPlNHeW1RJ2/0Ne1mvCGLnht5S3nLyFFmfVLH26lTp3SxM+6x8dY0b0+btzSkb2ms5+p4Y41aoctJP6l4lo+kUWa80eesSAKGZh+TN8rW+fgJ44XxRh8wL9mvoec81X7qYYcVYpynt7/97SHtA3VhWBbvEy4CvhkvjBvn6UweGmOc2ImBVVcSZjrJPx9l8iFQNnbylrweCyud9LyxX3CFB/oP6HrSmJu0m7nK/i1hppP8W7NMTnp8/H+yT2W88b+aeSPWlCdv7t/YRyNLztBlI28pTxkZ/V5R/6HkjY3/CIC+cryxnwdSzzqY/yJ0+U9nX9tB32L4We7yl2r98ioQNaJOMrASRC3dsmct2xrM7A3HVmek461V1i6sReQX5OtgYLwtWhN+1H/rt35rlVcvcU2c5YEPfOBSf2LreqjkHDv1daelvlo2fKROL7/+9a8fvupPbby1ii6xvPKVrxy+8cHW9Yi/JvvyT//0T8Pf2fQ1PutFhfVtXWMnb6wtig/8mquMgVUyWL2AeAXyVn+IyxOe8IRpzKnPmrK1QxxtJg7bXR9hWOpgfujrP/XIRV3pWuojGWve8I8NfL/iFa8Y/J4z6raDvNVyY0Pf9hN7HYAv9QWofbnu/lnlA1/oCPRZLRO0dd1mbZA3Vsswb/injL3HP/7xW/ONPvGzhnH9GewZb8awCybmjJu8EfvLX/7ysUYzecpcZfmOd7zjUss/jXixga5AOevSTxo2D+Jt7aff6499qROpPfl2nIDN/TOf+czpeONN+TrgGHKp51hBv5bqW+rLWet4m8VjrImRs64OdeJmvHzxi18c6/waY8YLjY23+esjGcM3utrsY1D75xsbr76xz1xj7XVWJTBO9wuZQ9bc/su//Ms9eSPuWiJtecxjHrMv52mD/dMjHvGIfX12S7X7XPI4m9f2OWvT0zbzlvmyzOo4tVzZmjd12b9dc801h+7frq7VccgxcQj0WS1nOtZ3x7e+xBkPqwq5b1U/MWOhb8k/LuUTvw5wdWSNj++dKY3KmbplccpK61gZ6DXg9rDhdVoKzPgH2eu61Gf2uw3ryHI7kCuDXBllbcKb6ysyAvzaYY0rgLXw9uZOd7rTWM8VGgBm4wora2/yaVjOQKHpg7PL3/iN39jUjm587ShXMcA+VztY+7Im8qaW6Bp29UuFT4U+5znP2VxVnyt1vUPo+CB2vhTG5zQ54+bKqH6RAR72sIdt6oBpUwvhj3VZoSmDH8vQqQPQsmwdmnT8k7daKH6crbNGqbxhpH64qvGMZzxjUwdEI29px7yxRi7rP3JFN/W5IkXe+Aw0X4lCXv+U4bOGY+0417zpF8wVc/NWB5OrbWyQN9ZJZb1TvqrGlWRBfuYNX/oG04fEzVUMPocMQBe4+vq0pz1tUx/qGF+CI16A9uO7PtIxxhtXcXNtV+SQ4coEeeMqBesHA/pHn/GGf8cbOgIx9bzBq535EMFOyhs3NHmW9YkiZeIjb/VhlpE3ruwZszZ/5Vd+ZfjnU9SM7bShzAjkjE3K0pE935C2LeNj5kt+55E7eNDBbtpJvSwf1Jb0kTqUk0d+60MKY//COPz617++5kv7p06d2tTSgONzxnx5sOsz3ugP7lI53tQF3+Me99jUydoYb/TvNsBu35DN+Knrn7HKeGT+1sHGWB9XHnIAV37rwwfjy419nsLXH+VdIeOxjK6+M8f0rT7kK8v+jbwxzvlqZfKRude97jXyThvYDyeffQRX4WkTawGz9q12wcjXsl0b5ssVdTWTfgYyXstpdwiFnLyc38pcKJxx6V9ftJuvCfJ/k3lLOT4fzf7RvKELnxxsy5v2GZ914WT8r2XetMF4Y79eB9Ljf0U9+fwXXXfddRu+sEr/bAPi6ds22UuZzhXgE/8MsAM6O3IbLQcyMtYPk5efOjN/yVdHOevp0zIy8pWfYWTYUo9bKHyPngnbeUxKDmTYUanTZZhUfHCAgyl3lMgA/Gk99KEPHbdapBkX9tC73/3uNyYsf1ACPOT5vOkjH/nIYafzqHPbk8+fcvuHCZ0+KNeV5/HH2OnaSjyTSRqy1I2NvPFddQ4goUnXJnnjQFI9MXIAeWOHxp9yrf+5R58/H/JG+wHjUJeDQPLGYvSzxyi4LVlXCfbdTtUWeeOkBb95YgGfPidvtRboiEkdMQun81gEf/A31cdQOHlJ4MDcPzbpxg/mVicH9uQNG4L5o13kDVk22yzfEwrG23/913+tuUGWg526+jvyRh3oWH/J62Xq+tM/NE54zBufclUGHlBfHRx5O107bYOyMUjfhpHTnzrWt+kcRtdOym2j6Ut+1j3I0I4yu9axpY520bUsL+3B4ySak0nGCifoHpAjhw4nwOy/OPGirj3tnKoDZA4WOEHmAKMD4425dlTIeLtP6+yTau3r9cMy0NEzzrvWJ8uZp8SlPXXF5xJX6mofWpapG1f6JGds3NZnziuDPEDeHvKQh4yyemmX2+scDLJ/wwagHPs9cs7jJuikXveTvGEkfg7ihdh5K27zZ7twxAUd8sZ4Y+zaHnQp3//+91/zpr3UZ99t3rCRwP8l+0YucKibfE44GG88RsEjFR24kFRXmNd+6PyTWP8+LgN//4++7SS2fbSZgeSZMH/+DiywdcoM0hyomTD4HAjAzz91bSG7TbfbsZ7y2MYWtpOuLBg+G3w22wTPOnzapA3/1Kj7dRp5yMLnYIwrcdKhpQ3sc4WD55bqtt/QMU50mLT9uTZ0EpiwPBcLYJ8NGxxAo69v+NlO6lwF1TdxCdggbuLPvMCHl7mgLOAr652etijzfCJXcLGJrrHilysdAHJsmTf6lHzRbg8ikQGQy7wZr2MLOfxk3obimR/yTdszH/KxBWCDvHG1wJihEQu67IShQ9OfcuhzVQd9Yzc2/sxpN3+a+kcfv9bRN2+U9QHfvM18K0fM+E6bxmje5BkzdWQyBnX0RSzK64u6NPjYwTcnH7TdsQ6PdhN/t6ctZLo9aILxUMc2shmvckfB2CRmbVEHwNgGs2VcyuiHOvEgbz+nnvbSRs83PEF/1rENLXMpD4wt5hgneymDDleI6XPjMgZ9gNkYb4xZ6drnpMl5Km0XTExsGQ96+jMOaByMMM+hJT/3b9Cxh4z9QvlsADvYw44+tZP1tI8OgE4C/wvc2bP/5XO1kdxl+7WhXfZv6KML2D502MfkASL8Hpu5Mh/UtQ3u7cTGhYRt49Q4icn42Ed4Zy/57Fcdb9BpQ/YT+uQt9622CbnMm/TMC/b4X2BLOrKON/VOOv7ff7t2c6IPgB2YDAQHr5O0Dw4Hdh9UyqmHXJaRB9TTjnry5FPXBmUGPfYsj0L8pJ6+ZFvPHQg87LPJt0wdX8in35RHJuv6Aqc96sgB0FMvafixnljdwTzzA01btkkdY3Jnq92uby6h68PY0lbnIyNNvUE485N9Dsk4U1YbqZd86Z2Wep2njlhZ5IwhczHjE7sHEPD1MbOh/sxfp1kHa5OyPqRRZ8s4kQPkUU75rNunXT/jVz5pac+yGPnsU+JIsK482Fh7HOgpb1k96JSzrgwYSP5pym6/xpM2bFO3oH/o6umXunopp111wADygvLQtAcv7VEGDsqbNrXnAZn1YaB+rCPfdbqM9bPB2rdN1Cl3uraNxTpYeWPOnKTcUcrmEh3ymfFAM07K+pUubRartJmO+vDc0q8629qnbbD62ATkna59L37k9AGv6yl/PrH+zKt+pfcYeuzKG9M2Pfkdpz3K6S9tdT3kLsP+DHAAvP+e0H65Y0txQDmQOGPj1qpXxZywHBxwy5szt9TJxDApuK3L7Xh3Qu7QOevj+bTZLThtsEPnlrS3LtIGt11nz+w46LHBFQYeQfAAkDbB5yyb286c/QHq2OZBrB+eo+UxCK6oErcHRPjFv+Bk0o50sDbhAeCUtyxPG0lPG9pBHrp1y2Dipd3mjfYjR6573tKffcMVCm7TYQuwz7nCQZ979RpdZJQbwvXDbfh8fEM6qyjwrCqgDra1o3/lxcoiB6RP45c+BA74UV6fqWfeuDJGzuhvY+p5IwbjEevW+JJuG2wvdqUpx1jnKkeH2XhTx/i5kkefM0/hET/2uersPE27yBgndG4tMk9tL3FS5tYs+pTVQV7/YmjaS5p0cAfkkXW86ZvYKTvemK+AMTge0cXGUcDY9MWVPMY6d2ywpW2uotJu9lOAeulPG+k/+ZTRS135+OGqFnOFGABoAHZ5jIn50iFtMU7ZNwPQGb+MWa645zzVhvFQNw7tKXMuGJtp9zDbs3i6f3OsLe13uYPq6KKnLeYYebNun5s3xpv+sGtZDE17SZMOzQ0fxgyNvmaeM94S2DfneENHG9oF8+gEmzFjnzLzlP80fclPHxeijD99ap+4dwH1lNcWeNb2blMZcmBZm8hKs5+pX4bDM3CiD4BzMDFgvvOd72zqbeLxrBmDi4kF8Of0ohe9aLyMlTo5eCnXm+ubV73qVWMwoiefZ71e/OIXj1tG+IEuOFA5+K63zDf1LftVTxs8NM/zpupqF77xfPWrXx2xc1CQdJ7JxDcPxwP6zp0Gdq+//vrNBz7wgdWebef5uqc//elrLvAnT1vDcPx0OnX0ANsLzQ1615nRjDlj4FbPy172sk29cY3K6gdZXo4hfnPU+dS//OUvj7x5EGXbyNdLXvKS8RILMWOjx4hsvVE78ibP9uGXl2sAaPDNgTSwNGTU1Rb8BOj4RC7j2aaHjDwxNihzIPbSl750tB857eKPlx55jheasVhOm8jKF2NbX8gmSEeWvNVKGoOdujwfzHiXhoA+1f+P//iPESMHwQAHQvD4U2ee8pKHOvCNgzYAH//4xzeve93rVhnbdre73W3MlTwIhYdtbGRMw1D9zGjGiUzysfWlL31pvPjEeENO3yyZxjzlGUJ0tGHsaUffh2FzgA/g3//938dY50AUe9I5oMA3SzMB8Lo/4ul0aej0eKlLQ48TVMbbV77ylWEneexzeZ4Umj6Sj33mN3LK0DbiJ2/0eeYtdbMdWdYOts8VjNl8mnfj0D5y0JAzFmWsK6uM/S/9MKy8sfB/8qxnPWudA/rjBTfyxrPTgP7Rw4b19Jc07LBBky42dl5Upc842UwfPLKCb54TVgds7Mb44Q9/ePPGN75x1UUG2yyvyHhl3qunnYz3QpbxZw7wQ+zWzQt05cwrtOSnjCfDPQ+2LXHKaE++NsGA/NO1y7+ZgRO9DjADA2Dg3HjjjZv3vOc9m1oOZxwAe/bJ1SKu7Do4fStfPTBXTjl4/OAHPzh21Oi4YYedPxtXkPOqoP5rObBNLZ8y/phZDUFdMVc7uILCWTMH4znQ4dUSZZv3v//9m1paZexs1ANzBYDnFbmSeUU9nC9gg+3b3/728P2Rj3xk84//+I+jrcSMLpirbRxk8oA9L1+l7yxr1zbNeMok7nLos3W6OtDZkMm88bYx/WTbiZ0rD+SHnbxXwLUD76Mf/ejIG33P2pfo2HYOEDmZIG+nTp0aasaEb/L27ne/e2PezJf+yTknNeSNHb66GLKcmLLtlj6cnpGH5wY/d7gpj4wAPXnQqf/93//95l3vetfmk5/85Hg7veeNnJEfxht56za0D86YpOs39SxzEHbDDTfsyZs5I/fkjTFH3njeTT1sU2aMO085YSV2NvuN2MkNL0d1wA/zhAPvv/3bv1119M8VK+Ypfn/wB39wn+9uz1xnjF1GHu1irNQycGNf41gz94w32k2+8+qW9rRjfRec8X36058eeatlq9YXk8yZd344oGCVC/9c8ZE29Eks0qVRh26cYvi1bN/YxzDeWPXEfIvpM+cp8037YPNGv/31X//10DVnxM/+LfNmPOgaQ49VGenKSd8V22blOcjZZrP7sC7GBmX0sQPQD8kfxB1/yEmON3Ntn+d4Y/+YfT7zOWsXcm6ElXqMs1qCbuN40z+4jzf1xBwwM0+cp6lLmXnKHQH2q7zEK6hv/XzjWQ7sq/RtWdzjSDplxw1l+6H7sq6tbgM6tC6nvPTUk3dS8YlfB7gOapc6SFnq9v/y67/+6xw57Fu7EBpbDczlF3/xF5e6+rTUn+S6Bl9NxLGmX70hPnSRq0E2tVVnvWMd1Tq4GOvs1UHtqD//+c8f8vpKfe3VGfvy2c9+dqynW4N5+CeOOsteakmaEZ/6Yuxo63GPe9xoJ+2l3TXplrp1v9SV36Vufe7zr19s1Y5mYX1D5AX0tQONev2JjfUFKUsTp6w05ayDkSM/KY9cysKvHfnyvOc9b42bdmbM5qCWUhvrI9JP2MBuPS6y1B/xUktuTfsJXezVAcFYr7d2yGPdReOoP+DlHe94x551gPWnLvp1O3+pg7U1b+pnW3pZGXNCTqUxXqgL5ko+PDbos/yhT96uu+66NW/GTbxs1n/qp35q+dznPreON+PpdvVpDGAhaZTrj295+9vfPtYB7v70Sx/WCgtjHVLk9Vt/6GP8PupRj1pjxAby6oprBY6lbvWPNZTxS8x1oLT8xV/8xViXFblsq3rQ6HPW+60/2j25ti3Gg03HaW9v1ikzT7/1rW8tdYV5T6zGbyxg1tV2vKGrX/BRgRjrYGGpK77L1bV26LZ2Q6fd9Qb5UrfLh87Mt7mU51iAzjjIWCk73p797Gevvmljttc5WysCLHV1fMxN7GObecoa3vVxizVvqW+/gZ/0pCeteTOOjBN7bBln7z/kdwV8YC8Be85R+NvA+JQxNuSJDzvyttnYRscWefvGN76x1J3HNe+ZK8rkkT7/7d/+7ZG3OtlfTRqfBGxmrnps1JEB8/9Sjz0sdSdnuj82DnzXVf994415ytrpdaFpOrez/1/96lcv7IvJeY/J2M8nxkf6oYxvNtu/zZ+66iPPBpBbNgEZ800ZOfez6SdtWtauOmBAfX1cxsvCAhAbfk4y8FGBWppkqatdY6fgztmJ6oQD19nm2BnXLdR18LKIOR8NqDdi152NOtoQ1231pdY/HH9I5Lxu4Y6F/euqy7qDV1YbYGgcpOKHAwiAgc3HKa688soRV5dHJ2l1lj8+SMHHJ5xgHEDWmoVLPTu5/inN/NczgstP/MRPLC984QuHXyfbCKR+qLMTYNLKA3dI3mH82U5BfQ5uOKA3b7bT2MXQ6/buUktnLSz+DWCjrvwudZt8HKDOdKWB62rcwgcp6ur40KedHEByQlLPsq19zg69H4yRV/JWt+uGrv7ZGbljWhlnCrZxG0YvN+Sspw7mpOujrpguj33sY0fePPAwV+Bsd92tWGrt5+X6OkHqdrXNnyZt2caXh3xdyVtqzdPxAQ9ylX6JBZr+6xGEhROXegTF0Je6YjtOQFl8P2NNO5SxxQE084IDXoD46lbqUmtvbj341je4vmK3PPnJT17qrsC+tmHLsTlrt7Q18Cp86EMfWseb8aY/y/AYb7VE1PLNb34zTZx1mY8x1JJ2C3lLP7M4yBsHm3zcIME2iZNnGZ7jTbm6SzI+iMDBDP7Sv2UwPOYp440TbQBbdUdt5I0P8XR94wfT56dOnVpqiahxwGxMGQ8045phdc4Wd5v63mavy2ddXWhHBXTqbuRSy2kt5M08Z76kga+44oqlHncaecsY9MtYzwO8HlPfl33+859f7nnPey71HsHoM/3iK/eR1Otu6HLVVVctdXdCd0s9mrTU19HWj5cgpw0wdbd6/GV56lOfOk6sVwO3YIFc0FfmzfK2EJSbYftcrG1tdh3p+lIeDHT5XlfvJGOOfU/0M8A1ocazkDyXx60VoSaYxT2YW2/1tZV1fdcaVBueR+QWH6AeuAbWHl0qPBPFyx7cngLA3MbntvAMtAPmMQT8sAYrfgFeXKurdPt8GUfa5HnJ2lmN9mqXxy3qCssad8oTv3ZqJ7ipP+TxAQPp8tCRVn9E+27DmIeU736oJ58yG7rato4sjxaQNx5DOAx4OZDnDvnAAoAd8lY76j2q0GfACyS1sxl5g0+5vpC2qSt6e2KDZ1spA/XHsakrMWNh9M6b+esy2Mh2q6McdfmW0QFS5jTldN54/IG8qSdPHehAzxs0eWlbv4xJ+coqB868wZ8B+sjy6Al5q5OHNccsgcVzoLN1j9MW+tzm5ZGWR9Ya0gB2mae0PSHjlY4+t+l5BII4gJkcNDbk2ZRLmno8c+t4kzYU6qfr8pIawK19eF1+MI/wQ754DpRbxsI2mz4GVFfZV9/Gpy5YGnaMUZvWwdyqZp+V8zR1seW4cbzxgQX3b7xARezK6A+9DuattxN/6dMy+gfZ6/a31bu9g+T0h475Qt6ydOrmYJu9bXR0yRv/aQn6SBr+eIwIXs8bcsZDmX079aRB1y50gP9I/pPo+wR1oaFDnUcd+N999KMfvdrlv5BH8dKPPtIe5X/9138dL5fz/3RLguMRn+RlG9gG257tsKwMNigD8GZ8eNqiPIO0AX9W1/ZM/6TRtvfeCcqEg5jB4uADzw7o3DHBz8GlrGlzkGlP+kE4ZdVHnnLaN054xkNZurLaM07oHeBhQ5n022Wpa1OeerzZO7OPbWNUV9x9axNcVwvWl5v0oV7K9XLKoKduyiGTsaqT9NSTDy1zhU15HOClTvIow5NP29BLgIcN7Guzy6S8fQyty2lrxoMG3z6ZyRhn8roP6qweQBwpjw4An3YC8JWB3m0RS7Z7KJ3Rg75Nd0ZPX9oB67frQHcswOuxZV3bjs20L0+8jQd91nf61p92EqfNo5R7+/DBZhz4AKDpT/vUex9kHbnU15c+tKNt62LlMhbsQQfwBRhX+hqM+unxSNdGzk39ybOuzlExvtmwY4zYSLtJp0w8XWYQztMPvu2H9JN04qCefMtgY8YO+/Zt0PtNu9l+de3Lvv/TF3LqgaUnjTKQfgbhFvrBr+MtY8S9cVJGTnCMUE8Z+Yk7n3qCOTTv8tQztk7PuuXLeHOyl0FjADigKTOIcuBaZrBRto4sAB3oPOUcvNS77aEYP/LBlmV3+/pNPjrb4oQH9MmhfvozVnm2xTo4ZbStnDzps1ixAZ8t+dTRJ071ldMvuEP3aSxdzjr22YSUT1uU2TJvxGuc6CujLbCxU4YPSBN3OjIeMFKWT1l/0qzD64AMW7elX+XTBvLy9aGcOGXUVVZet0Fdmlh71NWHRtnNOtjxAS/7gXrapL4NtJs6Kd/pM7vQOl29TrdOvI4XsD4de11fvr7E29q1Cx2b+sOePtC1nLGlT/hZpwxknwxC/eAjZaWLtZX1LBsLNrQvX5w2lIeHTtahKQvPAy5pXVYb4KOCsc5sQpNujBkPvuRTVsYy9aMC9ugL+xz99EEZu+krfSRfOrROpw5oS9lut9fR67FpQz/ipGtfrN20Je9CYvy6bzUH6c/25biwbMwpnzTKwDa70LWlDWXRZcvY0rbyYP0k7aSW918SPIGZYBA5kHqZdGwbMNLVOcjGrmndZkMfu8aDXOr0svHQBrdu21hspzpgeamTNGXTtrTEh/FT1rLxzPx1mrLqdj70pFHOunoda/co8up0W1nfJrONnrqWkXWTlrjb6nVkZ7TMi3xp1tOPZXjylZ/5yFymjnZ2werpT530Cy3r+lVXnW4D+q40baSfpG2jK6OfmZwyu2Lbh3wvpw19zfJgPMh3ftrYpawt/aGTcck/yFaX6XV1oedBQ/epnDj50g7C2Nd3tiF1UqbHo5w2rG/D23x0+WyH5a5rXX63MYtpRkMP+jZet6tf9ZKfvE6nnnzjFqf8LuWz1Zu1c2ZLuZ4bZeVTZ+tytkF56+pZT5y81Muy8tBmdPknAZ/4A+AcdAwGB1AOjCw7KJCb0ZO2rayNxNtkk648NOOUBk5ZyxknZTdtWNcO9bS1ja98YmW1kTzLyljvGD5/WNogzmyL9NSTphy8pFlWhzpb+pEHxg5XFpRLHrcv1U26ZXgZs3Rw0rtt6sqMwpkf6UnDjvqJkbGe8mlDvm23jjx2AeV7fTDbT+rLSlq2WT5Yur6kKWN83i6Wvs22dsDqpk31kqdN5YhJO8nbVtambUEO+9Qtg+WLuw/pKUsZYBxq7zTlaL/GiBZ29L3NZsaSurM4tIVt2g1sszuYB/ykLcSynnFoX1rH6CKT+mnPK4bqJQ+9fFxCW9D1C20G2Es58zXzk/rJh249bW0rpx3L6oPVs6wM9Bkgl4Bc2ku+9JSfldOX+uqK1UtZaWDpGY9l+NqlfBTAhlvqJS3LKUMZnthxQyzecYCXsSk/a7e81FHXGGb7rm5LfejqpUzadIyiI6iT8cg7jvjErwPM16NY25eXzG6++eZ9feyAgVFLQ42Fva+88srxZTYGCV9P4ktG6PIih4CefwraqLe7N7Xc2niZjMX2ebYKXezwYhVyqZe2Tp06tamlfjb1Rvf4whlyrAnMBxt8eUX5xNrkJbCnPOUpm1puaMRMbCyAz8cDeKGLF+SUVZ86gAxxEz9xKNcnifLqg5N2kLy8lLcMj406mB0MX9YDeJFPUD7rV9Tax+Tt3ve+9/pFO9Za5QMhvAzHC1MzPfKDL/NWbyaPvOGb9ZBr1Y/xYmA/IDZOYmBs1GoVa96gdV/Q0FEv+dCApFnvtCF4yA/jjXWo2fFty5tjln6uJZI2vJSEDv7YjKnHIb3HlXVeACVvvHhp3my3frFr3vg4Av0HMF8Y68wxXtxJecv6ut3tbjc+lMEHMVhPGDpjmDIvw7HWLzTlsZ9lPmLCizm1GsTwC8/2Ga/60qn7h0I82gMzT9nHME95SSh1LBMDcI973GPMU9pArrCljDZPSx7+i17mzRfFUjNt1ioz46MJd7nLXdY1v2kTW7ZJfeMC25/Y0ybjjbWk0efFwgTl0KVMP7N/YrzxJULo5o15St7sZ+zoQ5vkrZaQ2zhPoRufMmD1wJY7f8aDZv+mHX3YDm2mDWn6UZY6ZTfkKANdJ+tZRjZ1KDPW+TAIeWPNXfndLnbYL7J/ZLyh121TR18bnY9NAD481nFmDW5e4nS8Qe96yNeqH2O88QEW9g0Aa+Wzti8vw/GyM9B1qTMWHvGIR2yuueaa4Y/3EbrcUN7xR13bSt0NE7P2q3OYnONGeez1ctaTL10MD+jxWD/NPf2LTm7JsyzfemLiPoifspdimXWAT/QBMJ3GhONtc/4U+YPibVjfKqXzGVgc9DCpa33RsZOu5YLW/uZA7FQdLPDmLbpMfMCBA+aACR/XXnvtptbaHH9KyLCz4EtGyLBKAxPeN8/hC+zM+EoVO6rb3va2kseOArvu6PgkL/FiT2Cn9uM//uPjy178qdNeAJkr6k+HOjsqfHMSIMBn4wCdP8YnPOEJG/4YtQ8PcOJZ7zTpyg2l+JEfpOFXefiU2ZQlb+SBOqs08MYxK2rI1xYHuaya8cQnPnHkWToHQuTEvPnGvXx2ruSt1nZe88bBCPYZC9g1b/glb/45GwN5YwdP3mpJIk3vi1GG7UPf9sLTnnLbaMnfVvbPCfvkjT7nQwMCvmgH48K8Me4zNmSpA8Y6Kmfqs3jhY9e8cQCLb/oNOjraIm8//dM/veZNe5ys8SdNXzFPORB2nuqfAy4Oku973/uOecofqfrYZa4yz5in+da78fEZZuZTLRW3qTW/x0t+xoZMttt4k0aZzTZRRo44GG+89c4cZTMuY2d88XUuvvj4yFq9wvGmH+S6jroHYT7qwYk7eeNkjw8gcLILaJu8sR+q5SA3tazUejCSdtN3lpXhz5J2s9luDmCZp/BYCYN5wniTjy5lxsUv/MIvjP0b4037rMTBHESX1SzYkE8gT/jgy4VXX331mJe2S1ntoUc562mLsn0nXVkw9ti6jfST8lnWnjaoy1cf3zNQTp2sK5808kZOcrylHP44yWS88eVF8sb+TkhbvZx15I2dMjw+TsF4Y4w73jg5ApTlYJXxxn8hJz38PwLo81EOToD4P2WOM167T/bf7Au4uMAJE/bUH4Udf9IuZeNLdWXgUVbOsrLKWQdLQzf1O6/bSn4vUxdSz9j1iUzy1UnsWDc2eegZszLyjhM+8R/CqE5eoSbswvq+ri1bHc2edmy1I1/e8pa3jMXxa2e+Z71LDLAeKmv6PuMZzxjyNWj2rAnLAvis61kTevjDhhuE+jNevva1r+1Z8D1t1Kcsx+LirMcI9BhqRzPWOWX9VGMW1x/KUp9oXj/GkPrYYZF+1uusq15jfUX0agKMjRjqDHt8VKAOVobfEcCZn2yDMbEuJOUE6p1eO8V9tLSHPJug/bRN3lif965nFny3zWLWneUjAOYNW/rANrzXvva1C3mjzbaddtcfyFhHtv5097WH2MlbHciNvOmvDiTWNZXJGx8VqAO9VV/f6Gc7bKPx9VypJ3+bbtrpZXT0S5tYV7dOaPa0mxzQ9utqneM6ORjjuvsyFvGsH41Tf9oA10HQyBtrtuKLtZLJmzmsk7R1cXz1bAt1Po5RX7harqj1Sx2n9htryb71rW8dsSPLRgzGUScrw3d9ann47n3O+qX1RcExH9VP39CybfZT94NMzwv1OnBfXv/61y/1h73m3XbXAfLyV3/1Vwt9Y7zD2Xn6IW/1Za2F9cD1Ka6D5OX6Wu+Zj38Itsk2QyeuOulYx64yGS808gJNqIOYpZYiHOOtTiD35J4YXvCCF4w+m81T7JA35im6vc9Zx5z1nusK8YhrFpNxJM52JZ0yPjN+aMjPdJKu3kwOGwA8x431Lk8dWzP6MDL5QdYNNj7I26te9ap9/U3O60RvqS/rjfGmH3z22Cau9pB6X8tkvNXX3JY68Vz9O99Yn5j1nhlv+lYPzJrhdQA81uJ2jCbmg1R1hXjsg1PvqOXMceYOOz0X22yjh6y2rPd2dfvY2yabvrqdzkvfycvyLja6/CzelDkOZdYB/j5+vv9H31bj6zJwxszncbltlMBjElz95eoEUINj4PoDH5ifGhCbL3/5y+NTrTXRBx0awFUp9LkduQ24kohv18xMG1wd4SqsNGz0GFgTkU9f1g5pjwuuPuGbqwKCcSXmk5WsrQsNP/qqjweMq4HWweppTx50edBStttVVl2x9LStHdpMOfPOlUTyxq3tDjy+QN4EY6OuH/JWJz4jb9C0Td64kphXEdMOssTy53/+52PdSnjoQiNO8ka/AdCA9E9dOmXBuODJVy/rltXbBWsbWa6+0u6bbrppxJX+iJtHZfQBNgb9yEubaeMgeWzUSdnm61//+sgZso7n+mjJGG/dj3VkuSJI7FwRBBwXXOHmyi2PG2QsyBgPmM8gs563eraF+U2f5xUl9bABKAs9edJPS33Pn+NJOo86MU9TFx6PmeCbq9BAtzeI5/jDVTXminepNMcjQewjyJtAfOaHNszaS4y9HdbhZRu4w4Zvrv5LV7ZOPMajC/jWjzLGw2Na9Ll8MDLkjT4/KG+0w7mpD+2Cuy/j0hcyXV+ZrossMKOrM+PrCz02ZbPc9WhXp/U6jxuR9w7cEaHPvfoKv8cgDZxxUJaHDnVp0qlzt4Wxzt2W5HNnAN/c2TwIWDubedqBq9v3u9/9Rp903lHqxo6OY904Z7mY2UZuBtKxp03k8KNf6eK0oz605NvnzsnUoWw74AvbbMGXB7bcxzpyGQP14wD/+2/Xbk70AbAdnp0LLeu9o9WRPpN1EM546h2G8cOWA1mdXWJI2YxDXWhOxvQBH5461KVhE7o29CHdep2VDjnsKpv2Un7GJy4noblEx3LGq8+OM2Z50sDa6nFpGxnlt7V5xodmu5NPDNQTtGsM8lJOGXldVvouGLu93ej1OJEB8KW/jGkwz/Apd7s9ZmTSjv7Ulade8pEROl+9jBdZ9NkcQ9CQkUYdoA7M+hx69wcN0C9lfdvn0LCLjPpdHh3k9YsOoN7p2rn/2r70v6sP5IzTdhAR5WyzUSKvP9uVvrSHPI8RzUAb4LShbNKQAWybusgkjVjZ8Jn66KKDrPLQBO2xLwN4TEQ5eNgE25a0RRlAXjp1dA7yJ9840dEWZcE4iA2+bdYfcspQzhioHwb67Pag6y/L2KOuvOWMoftEBjhIputQn+npbya/C02byNoG9WbxpT91U4/yrG+wCZ2NcYNc9rU+sZk+oGsfXUD9UakfdeBjM8elMmDsdFCX8cfGBQDl4AHWu+6lXOcAePsK15dyyy5g7A4EBgaDxZ1PHyjUlSWc5FuGjoz1mXzXxSfy+oV/tqBvrhozYXIyGhO2kcvYsjzznbF12cPq+tNuxmTZ2LotdXbB6JJLsDsT7GrbOPQBhpd9Lk9ZdcXES9l6yktPGnagpw915ekLfFTAFzFhn812aydj6nH1ujpg7SpjzNaRkUbZvFAWlAVbRidzgaw8ytpMHf4AoDtWkAPUg0/ZtiOrHeWUndWhJSiLDcvwKUMjfsq2mbK+087FUs5cELNtEhundeWpS0OGdsOzH7JsTpSH5wYt/epPm+qA2dCzT7sePICDVyB9pL7xKJM+6Cv0pCFD2XZRT+jtVs9YkNVexgNdmzO+drRvDNpAXxnKl2G3DJg/c5e5J9ezMaUsHvrY0at9mbLwqDOm5OMvwTpybMZnXI7HHpty28Y6PpDJeNMvvnpb4UM/znCiD4B75/JZRm5pe2vVjueMiLeM8xahPAcmdQch5W4bGoBMQq/LQx8eAxbYZk953pqtZ+H2PQLBrUFi58UB7WScTkTtizMuY9GXMtZ52eFTn/rU1rzxkstBwCdq/VQscvrjFhmx8wgKNOnEZgw8OkK7ubXa4corrxwvZCTddqFv2+Vrf1bXn1gZcdqFtk1OeTAvc5G3fkua8cZtYfPW40obRyn3GNVN+5SNXXnkpKnDZ72JnYMP+cg73nyrW/mO9alddC2nbNKMR13lUoayG3x1KEvv8l2m19EVeOSG8cZLhMhpi/LP/dzPbX7yJ39ypekPngdp5A399IFtHrVhrHtLWrv6PRvcbfDSJ777C4A8OoLvK86suGFsOT+gffWrXx2f2NWucvXexND3z5dYkYHvHy55Y7xk3rTDPK1nede8oY8ufGWgJSQ95YxJWXjE8JnPfGastNPtsmrEQS+pals97XZsPGLk1SFvPHZDPqG5T+fRuLvf/e7jgAh7qat9HlUibzy+AqiLLcYbL1d2PevI1zPto88pJ/AiN33OS2tCxpw25IOli+1fZaSDeVSJ8cbLbKnLIzf4/qEf+iHVpphHCslbBx5VQt/xqc8ud5S6NsgBYN6kQ6NM3ugzXi61f+EBKXuasve3y+/lnq5hg77mkUQeG8o+4UVFHuvjRUF9GS/a0OiPet5+bPpTlryhb73730bvcseqzjPAl2EZD9R/+tOfXmqnxAzYs/ES3B/+4R+uL8eQrxpo64Pv5q/+5Pa9JCIPDL+/ZDB7iQDbAJiXTtATKLOlDC+DveMd7xgvc/XY623b5cYbb9zzwsAsdu2LtZ/17hseL4PVZF1qcq0v9tSOabzoUhN2vOxAfNjLDV3axks/vKxm3DUJ15ddakczXtDjBTwhY+cFs3qGd7nqqqtWfe2AX/jCFw775FgwBusdw09If52uLDj7dSanLDzK5K3+2JY6yN0Xe60wsdxwww3reFMX7JY+dimjl+Om63S7ytvnylPnpSZeNuMFNvqLjT4H8zLX5z73ufGyGzYE7SVtGw+ZLkd9luMup00wPOM/TG4XPcZhPYu61AHbaC9jzLFO21/ykpfsG2/YJQZelK0TnfEyLTo5TinzMtcXvvCFMS6QPyjejHXXMi/gfvKTn1xOnTq1zzcvwb33ve9dX9I1Z9rm5TReMvu93/u9oWubiZt281ISL3zykmECbUCXsV7Poo6X4Gw3em4vfelLx0u69q/tn+UA2oyuX3jGT5l9BC+71ioRw58x45t21NJp48XKfAEPW9rRlzGlH+NNWsqTD14G4+XounK374XPeg52xEaM6qUtxhsvT/OyKrESs/FTJ2/0iy8mEqNAmfH2B3/wB/v6Gxu1UsN4EZaXUvWNTrZJujZnGPn0qwzj7WMf+9hSK6+s/o2/TpLHC3L+L6gjpi94Kf13f/d3V13HDbie/x0vTfbxpv6umPa5oUOZ9rB/e8Mb3rDmW9/kvN7tGC900r6DckVO2DKHWU+/GS9265ntkTfnB/4p13s8yx//8R+PfYzxph/2Mbz4WMtXTsfLgx70oMGf5W2X2DLO41Dm2PdEL4NWnVhj6zTUW6mbV7/61eMltJqAg1iDbuAarOMKYw3OsURTTYSVjw34yLLBU++05b1nhjOeusgbkzQxvPRDHWBZoXrTd/Oud71rLHuDfvpgWTVevOGqIsvTCMggq7+kU9ZG8o1FXeK5/vrrN695zWvGS2jmTVvo3lQvWXEmy9JW3L7RBjJcDXr+85+/+cQnPjGuHps740Lv7/7u78ZZN1dLsv3YqT/0zXOf+9yxHi9XmKAl8FIjL2JwdYllfxKyXdIzNmjKpF3KxAGvy/c6NqSB09473/nOkTfyU39giK5QO6ORN5aN+pmf+ZlhI/1h66igjjGkfsYIXRnpjnfoxPTKV75y8+53v3tcwVZWe4xHXrzhhU/Gm3xtGYfyifUDjRwDyKeNQTxDlw9WhjJAvfvsMsYiVg/cdYmHl4me97znjfYx3hKwzXjj6g1XgR1vtgN55ul73vOekbfUpVx/SsMuV2PRN1biyHLXO6iuHjJ1grypFSjGuHK82W7HGzFyNdR+UP/mWuOcedrvjinHFWWuOrF8lXfJ0GVDhpfXaqWHsd4440M94iIGrhSy0W6WNYNvbMgI0NygGZ986vLB5P6LX/zipg5Ax9Vr9ifQBcqsL1wHmeNF5VzeMmXSJj7sU+I0hpRRl7n9ohe9aFwF5cVqZNlsP0t8cYWTF9J63rDHC2TkjTW7GR/oQhfIGVf1WbrPZfPk8V/1ile8YlMnNmM5MunqY49280Ia+tq2HSlv3NDUT740MfK1atKmDr7H/ybjCx50oA4cxzq/jIW8+q5N7mbWSjQjb9yN1a58xhtXh8lbvkjX5ZTfhpFXx9jI2+///u9v3ve+9+3JGzaQIW/8n3I1lmXktJF2kMs6ul0OGqAcZfTe9KY3bd74xjeOpUnJU9oyb/yn87Jw2mRM8kI3+6daTWa9q4iMNhhvzAfW5s686TvtGRd21UfuOMHldYCrN/nT4hYTA543TvtBnAOI29XsQLkdz58btyrlMShy8PRB4mBSJvkzmvbE6jsQ3YGyo+DgkT9V3qhXHjmBPzv+lJk8HJQQd+4sta28+CA69tnxkrc6I53mDTvIkV8OmjJv8Gr5srGDZwfNHyyAT3SMnz/k79SjDegSOytZgOmHWsJnU8vsbOoqw3QNYOyxFiV/POiww+IPLtuVZeSBGe005/SvMYJzU+YwfW9DO97olw7sdBhv3P6k7fQX/Wa/k5/D/HSb1A/S2caTjk8+ZsB4o8++8Y1vrP2Uvpg/nNjQhtl4S9ks40dfnZ51yynreJEn1mbKZjnlKHc7yELjj4Px9oEPfGC0nz/BGTDWGHMcxDLefOyIvHGy1vOWsfCnxsla5g0bADEgm/Iz/zMac58DV8ZbXWHed7KFTXwyTx1v7N+8Nc7KMByIvf/97x9/yvrIeNDjYI92c3ubecbjEOaNeUr7mc+ppy0OQskb44WxzjzvfYFstn/GR4Y5ghzzqu5EbD70oQ+NfuOgCdCGOeXxI3JE7BwMcnCgnDKpA0+681F5sMBjXZww0fbv1D4MHbYE9ovkjZxl3oiJRzbQZbUUDhTVJRbjYbxxgOg+wgN4bt9z0sF442Q0QX3Gm4+jkHceWWK8aVudrKsrD5w0ythkvOGbgy36QRtixhv7QeYRvh1vtJELHow3xivzQZ30meONfmMlkHxxK2UPKuMP+2yUM2+sOtIBOecp8sTOI1/O05RPu5QBcZejzlr89DV5+9KXvrQ+WgbPccaJBPOUvNHnrI3OPMUuj9mQN8YM4xno/vjfdLyRN05Y87GlrkMbhW5L+qWML68DXD3M2pvcWqiOHFt19FqGRr0G4J7bIdz+7VCDc8/tjs4/l3rtMKa3md785jevsc7iNH7bVgN+qR3r1lDwUzustR3U2YAs09bayS21wx250Q8x9PzpG/z2t7999f30pz99jT1ltpXrSsFSS50NfR574FaUsjO/GQfl5zznOavvWYE2sQHZVsrSZ3q70swjazKzDmaPuceb/LpavLo5X/FoEHu9z5NnmRxwW7B2mGsfG2PGTp9Yr4OJ5bOf/ewwYfu1d1Rsu7Ujxk723VHsph72tJllZLgNXc+KHjjWbTOY2911Z2K9Nf26171uHauOWbF61sH1bOR4jIQ4sm+O0jZl60Bo4REH7Xd/1Pv+jTVaAfw/+clPXnW1kRh9bWKHx5HqgG/0CXljvdmUt4wsm3VxXWkevsm7/TEIZ+KhvEteuL3OrXJ80B8Zo2V8UjaORz3qUXt8zvzP4jImMGDetKsPcPq2zcjVh2fGWvLYr4sZS11d3BObsmnDtoF53Mt4607mHj/dJ3Vjw25dDVzqYHWNfRTOtGNWljbDdcKx1AHh8D/zq28wG/uTuoAzYqft9eGgdUwoa9vB6lkmb3VQOAvlUFrvy7piPnzrA6xvYzFv1Hlcsq7gr3kn//ZBOscPW0LKUv7gBz+41EnQnvbpG5/GQtnHaeokYfhD/zd/8zd3HuvYqqUux+MQxtTjpn6u+x5tX6yYRyBO9EtwNcDGmV91EMX1THBUztQpw0+ZGkBDpNOkD+YZvU6TdxDGbupleeYzab2sLXBu+J/ZrQk2QlMWGW3AsCydetIpz+xCk67tlNWutsAd1O90deFnPMglretZV5+6+lne5lf9GcaOdtHvNvRjfMpiS5rltK8d9TtPunLwpVGe0XufIwekLGU2bfX6aY29sUtLW+izqZ8yB5WRTzvWk7ZNX3/ysw3QrFvutq2nnLbE6aP+PPa0D3029bWnbmJllRGnzFHK+Ey/s/LMHnIz39C0gZ5yjCHKbD7qpF102MgLoN20I12eeCic+ZEGxp/1lMmy8XSa9YwZW27GNbM/o2EPunpg6uQhachZpyxAIze9TV1W39LBlrFlDNJTXp4+ZzhtpT3K8tImtFkOoSWoI834qGuX8kwu6am3S3vQPQiwkT5ndfUzzk7TBhi5nP/U5asHVjbtdjnryChn2Rwrg01lKAPWZ74caylzWuv0Lzr6SPpxK5/4A+BdOtRBkrJJyzIyvZ56u5a1sW2Ay8eeMtKsi5XJesahnnLWt8mrq5x60hMfZkPZlMuyfDD+0mfyLKN7kAw87Xe5ma6y2r8lcI8Lnxn3LM6MS/1tsctXJ+1t0zEGD2KsJ9behcLbYttGn8WRbc92z2STlnpJt5wxKOufzExGGlhd9aBZhicf+tlA2khbWdZu0owhefA7Xb4YmbSTdMvamMkdxFN/piev45m91IdvXVlsWJbX7aaMPHWsoytNDE+b0JKunlie8tLB8LSvnPyUt3wYVlfcbULvtF5XV6xP6+JtdPli7O8qq86uOO3ip7fFemJ1ZvLdr3q70pXrelm3LFYHLC2x8YKhs0mb6c54KXfcyntP1Y5b647YHgcOatsGDDIeBChD3cGFrvWzHUxpF3vaTr/phzIAH13/eClrC751MTRs1+2ZPRNDfmJjgEbZNmpXn8qJtWFdeTAAHUBO0BY0y/DSp7JgdWe2pCmvLHXsmTPp4NzUOwrWZ8Y+08ePsvpHTppl6n3bFqN0+xQb0vSBLfjyxCmn7BA682MM0nodOrSZrjrwyIuy0i8kNh7bnTHC69ssFtuKrGUwoD5ladKlQVcu9aXnWIHmWE9/2DoqoJ/5NgbpYHwByaOe9Blf2kxWHjaTT9n2U97WbngAsmcD2T5tZPsoJ92YpOHTPpAGNifG1PVsL/OrbiErtvqSkO1WRz/IGKtlsHzlk0YZgIdt+1ya9qDP2jGUz+hTtl2Utdnp2kKWMnLaBqs7CvVjDNKtq2NdeeXgs8EXtG/9XLE+0q60tA0t40geZXg99+jkWMq6tvQF1o40ZQbjkB/1tQGWph3qxJNjWV/SqPsfcYjLS5p9+Qrwme7LwQGpDxp7GTllofU6ejkB1Dsq1m7GkX7TNzIpr44+1et06mzuvJRXbpse9K7DxMkYjE9b2hYra91YoFuGl/rmFZr6ye/yyHSa9bQxhOpHW13PunK7YHV6XvSBDWNIezMattzU0w70mQ65Shl9SDOX2pOvvaz3sv5SNv3pQ9vKu3NFNnW1fyFTVqmPAABAAElEQVQxMbDpW1/GSjxAr0tPeWnIZhkZ62L1wGnbsv1gbpBDt8cJ/WxB29jVL7YsZ6xJ6zHIg05Zu8YFTZm0nzRl8Wk88rGrz4xJnaNi49GWfrod6MYjRoZYhC4jXdvUs0xdHcoCMuavxzPTV0+cOsonDTnq2TfJt6yu8tLB8ORrh8c5hOQr13nSu139KZ/+9IWudOVST//aTpmzLWtTP9b1YZ/J1w98YyV+9eSDO63XZzLStE8dQPcgkN/1uo4xKJ98dIEc/8k/TuXvzfDj1KojtIU3KVmuqa8QMDPBm/gsnM6i9Q4cB1LKz2jJ36U8s5E0ysRBPMQFQANmg5/2sdyNyzMpB2ago9v1el0dZFkI/Ha3u936xnZOGuNQnjdVb3/7269vxUOv9SHHIu68/Tzzoy48Fkyv9YzHm9rY5u3bH/uxHzt0IXVs8FY5y6CxZE4HbBmr8RuL9a6zS31mEz1sMt7Im29sd3upS97qZb+RN+nK9zh73Z1XtkMZbGWfaxOc8klHh7fzGW/0PQDNzfpg1A9vGOdyYNLB+kD3lgbjNRfGY93YxPBZHYDxxgL0Hbo93ghnvNF+gbzR5/R92u268MxbrQW9zkntnA12vLGvEPDjJg3MfoR56kdMiI823/a2tx05QMaDFModrqgPadzmNrcZb6jDY26TN1dWgGb7sQ1gD1rOU3iz+IbCjj+Mb5YW42My+kJVu8YBjTfqiZv4UzbLyAGdRt3ttMRpGfZZtJ19VfpS1jioZ96oO94yb9rumP05+3XHG3YZb8w9+l7QX8YCDz30yb+gDLFQpo/sd2hs28B9veNNv8j3MuPM8aYv88YqBcI2f+SNjzuwAsTZgO1EFx+sJsGxgHmD5qaMfvg/YZ73FSBsY9ejntD5Hlu4ckzKZhk9ZPhfcJ7CJ2/M08xb6mWZJdDIG+Ne6PFB9z9CmWOJT/KHMGpSjwX7v/3tby+8AVwdvGerQbG+fQmvvqKy1PJPY6HsGujrG5jYsV63DfaU5Q3iDj/IY0O9LENzw1QtM7TUcmIjrhqse2In3oz/0Y9+9FhFoZZCWe1rCx9uvvkJjzKbIA1cS/iMj1RcffXVq19i4A1V/VKnXF/tGQvhEy+Afn09biyUzgc0zLt6PfZaE3IstF9LbA3dWhZoqWVjlmc961l7dPWnPTBvU9fXiMaC8fh1Mw7bLYZP2cXlR8BH/NEGdvQnNm+PeMQjRuy2GUz8bLb/Xve61/jwQuZNO4SUcUK3v7ItyovRo6wMOPucdkObAQvr1/JO401/4jXObIP0xz72sctNN9201JJF+3KA/Yxn5ut80vQlzrbbVnM381tLH42VDfgQhO0Dz8Ybqx7wYRg+UIA/gLzV8k7jAxqpR5n5Yp+TT/LGaie1ZNjQt29mcR1Go20srF/LJS6/+qu/uvYXfvpGDHyYgRVWWEHB2FlY/0//9E/HG+/GaQ7SBrRa83asZJDzlBUh+KBB16HdbNqoA4+FDxHV0l6jWbTbvjmsnZ1P7IzjWg5qee1rX7vngy36E9OmOvBZah31dTWBHCe9jC9p6ReaQJn9G2/210Ha2kZ9mgswqyC8+MUvHvszYgZqmasx3p72tKetusgSq7raYnWSWqJv5A2/5IyPSLA6wZ3vfOeh33XQhUb+WXWBecp4E7J92uz7BelgQMz/S33tcPnlX/7lNXb9iR1HrNJRSwSOMao98lbLDS51QLfqE+usDXwIpJZKG31t7OeC+ShTLUG2sOKQ/tJ3lvmAys0337zOU+J3c87aJjBA31hW1rp5e/CDH3xoux/wgAeMHDtPsUHeaqnCpU5YV/3Mt+2BVuscj7wRJ4D+LDZ5xjiEj9HPif8QRg2GcfbI2RdnQ1yxYB1D1tmrncN65s4ZZn1FZfOwhz1s87M/+7Pr1ZAaVJjYA9CkZ3mP0AEVdRHJcqpI52yP2MHQ+MxqDdYhqgxni/XnN+LnbJt2ygP3snX91c5qlZGGDDnhSiBXOLhiQd5Y5xOoOTIwvmqybh760IeueYNHjJw5o88VDNZWvLnWAk7flPn4xWMe85jNfe9733EFmD4BiAld/HLFoSb/+hlm9Njww2cf60BzU0vl7Dlbxoa+lBfDA6jj52xA29rRNpic0GfkjfHG+o+MtwR4D3zgA9fx5lVyZWb2Oy99ygNLz/LMXtLUz/EGjfVtO3D16dd+7dfGeONqsetzpl90er3buRB126Rvsb56XTrjzvHG1SHWaGatVkG7fJ6V8Xa3u91t9DFjEB79xzilXwHyJo86Za4+PfzhDx/zhavFeVVrW1zoHgY53ui/79SatMw3Y0af+OqPd8xTPkxAnPKZp7SZK9KsR+s8lQ/mytO111475ilXlsgXdNYYNW9g5ilrA3eoE73Rdj7ty9xI25a7zmF15i77Fq5sslYrfvGPvbTJh2auueaa8Xlb7kolP+WSrm9o7MvoP/cVlAHyRs7IHfl2zV142uUKMXm7z33uM67IuX8Do0e/ON7Mm3Hgx7wx3hhf2na8gQE+kKDeINQPVzAZb/e///3H1WLGCTbZjC91LMvDTpatY4crk4xfyrTbtfWVJzeMtzpI3tRB+jovsOF4o93sF9k/6tscm7f6AuHIm3bF2DkbyLyRB+apNsXkjTnO/xpXiw/avxGDeuIel/Scp8w/5pl5cz71vKEjmDfGnHkjX9i3X/lsdp1gj/HG58vNJzaMQ3udNuOn7KVYZh3gy88An+k5/rzYATJh64x4DI46KxqDh4lRV1DHAZWDyQGRA4xyp5/twOh28JsDFrvQmATsSNhh8IUa/qQAZOEz0J/0pCeNW3zUtUsZyJgH4cwP/PSnvDTqbPe85z3HLU52VHXlKk2MA1TyxgGoegigh18eA3j84x8/diJM+AT4d73rXTfPfvazhx11kIFH/U53utPYAbIgPHXAPxH6jgPvukK95kIZ9AHxqJz5QSZjTd5RytoWo6t/yuSNnSkHJGyAfP60OfDnjw196UMofuAln7iV1a/1tK9emFr1ettTH3kOouqzsuPPnUX2yTOgP24l19qx4+QldeV3PJQv8A9xHOQX/mHtRp+vGTKf/ud//mfNu3rY4ASZgwpkPTCyaexDOBHlD4q8eaIqnz+n+oTp+EKT8WKHjbo05XfBqcvBEgfZzDM/MGAMHJxyIMZ8w08CNhintc7oiIWxCg1AlvZfddVVm/qc+Z4DmbTBQTUns8xTY5JPnfHEZs6gZV71p85hOH1wcM7GyTlf+cKu+cQOB1HkvYM+zZHxKJd8yz13PF5QVwrHPomPE2T7kOWAn/0b+3BtaB/MwSF5Y7zpP/dv5Iwxl23SDhcHGIucBPDRGmTg2R4ee6Dd3DoHjB2sDWnw9U8ZQCb5ltXloJ6TYf4X+GIdfGU4IeFAjPYRj7HJ53+Y/yxsMVYBZNjY3zDeap3t9SQRPf0O4SP86FMV9r0c4ILzIyLaJ29PfepTR95SV37HGRs86tKUxbe26i7MmKd1V3p89AIZ2g2fk0PyxnwS1EPOvMFjvDFW4Nvn/A/X3dR9uTIOZNmoS9PPccXfx2Xg7//Rtx3X9h2pXXyZh4EHZtB45gXmj48BCDhQGJjWR6H9nMsgwscMtEl8OVD5khJfhvOAhNiQ4Y+XqzKcIRo3duVbButTH9AS1NcvdcrkC9+ceUpDr+eNeOCbN2TQZwfJjhKAjxwyXEkg79hJQEagvfj2ipztR+eKekZs9mx3xoH/tEf9fAK2tY9t7RMDX+bhpMGTFmgAVxVot1d1jGdmR544ZbSnX3jQqJNfZdE1Lu2A4btln8FzvKUP6Pzx8twl400dbcA3Fsq3JBhnxqT/3nbjBfdc1W3DdbzBxx4ylBlvHGRSFjLf0PjqGfsYZcDo84dLnzNfpSmDXo8R2mFgm9Fl4wCQu0ReAdZ+H2/qmSv98KfKBYIOztMun3JczWKe+kU2fRMXzyQyT203eslPO7uU0aUN9g06+PZAEh4y8Dm4z4NAYyAuY+g+4QnKQNuWNw7iyFvqoc+BIM8pZ94yNuR73nL/Zt4yFvTR0yZtps+ty+dEDN+ON22IbRd17LFJs0xdnnpieI432oCcvjngZ6xz4qWN1KOMPHnzABhdNvbr3NXseVP/KBjfbuZH/T5PiQdgnrJ/I2/qaAP+QfmAn6BN2gVoj7wxXpmn2KbP4XHxgXaTt22AvPMUPXz4/0neyDtgzMZLfQbGOONd6rT//bdrN5cPgKsX7Xw6mzIDEuzAoexAUEZa1hkQyjk4el36QRjbCdaxlf6sK6tcrzN54CUfmhOvx9jr2Etd7YuNKeuW1UNGf8aDjL6Q045l+JaVgwZo1zJ8NiY9PPtuCJ/50QZ87SafsjKdfjb1HqP28ZG50DY0eMZwkL46Hasz8wEv+amrz6TtIt/tzXS6DD5m/tL3+S4b18xvpxmvOPmW0x406smzjdmnM3vSlM96z4H2O31b3TGmbfSNB1rGnLbVg5Z0/RgjvCzL34ZT1jJYP9K6/iyGLpN17GgrbesLWctpW72ug3zKzerQur40MICNmcxp7vf0lU26MXkAzD60AzK979If8tRti1g6GBoyHaTBVwbaLA5lsUFZP5apG2fXT131kUGejXLGgIz2KR8F8KW/bsN65890ugwxdH3jUt92QKddyKcOctY9kFVn5i9pltXjvxAam3621aHjp4OxdPqlXOcA+MQ/AkGHOwAZMFzFtE7nUmbjilY+c+OAQB9wsPHcG+AAo6ws5cNAPQcq8tiGjm39dZtdL9uADfk5iShL52yzXnQY9bRNmznz1G/qQKPOVTG+z24dfwB2eJ7JnCA7A2OQpxxtoO1M4IwJOeroIYNv5bQBnbN04qesTXQA6pRps1dgqesHn3mWr91dMba0h0024jAW40l7SUMXUI96P6jnyoqxpx3yTZ+lPfm2mzjQdWzZbuTQJW/GDQ15QP1s22Cc+UkdZNCDZizQ2ID0eUb9gqCMlXjIG5t0nXIllLYbF9h4KVu3DAaUoSxN3NvNXOl9RkzIedXcnOmHetoelR1+7Cv6mLL2UCVm+ZQB+AfRyRn7CeNRn/FG7AcBOjyGQCzmBl/QuWvAeDMO7GgbvrEfZD95ttOx7byxfWBs2g7jEWOLWKhrgzbKTz1jhucmTTuON+u2ifHGPka7+qSuDfybN9sBj222f7Nd+ui2zSuxJOjPNsjj/5D4iQNdNoD+ss+MV5y2lIeWZXMoTX/GC595wka7pWOHvmDMpB/1j4Kxqd2MB7tsyddu0pBBD5rtUFf5bgd5cqlf5LKMPP9J/Kd1u9Tpc/KBHD7VpS4wR8mbMUHHZ85T9eAZY8ambtpF9rjBiT8AzkHGbfhXvvKV6zNydDZ8/hR5rpFnThPgMWgYJO6cqAvw2Y4CymPTwedgxDZ86vKwrWzqWpZPnU29Xq63oDd/9md/ti9UnpHj+UDtpb40nius78+PWy9pgLzxnNkd73jHPb6R0b9toq699OHOD1ryLfP4xWte85pNrYaxtg37yPtiDvlSXqyPr371qyN2djoJp06dWp/1SvouZW2nL8puaaO3C556ys304H384x/f0G8dyDd5J/+A9sDGxuMX9NnXvva1QVMGefJGvyckP+m9nO2B59ilrG9tdVlkLgR0f5/4xCc2f/RHf7TPFc/4kjdfVlMAfW1IAxt/8hzP8pVXpt7O37zqVa9acyGf26pPecpTxvP0PWfqKrsrJj42902UBWxat2w9ZShDR+ajH/3o5t3vfvcopywvkpE3Doi2AY8+sG/95je/uUcEuzzXyDPxlAXt59yVdxhGl808ags9fUCzbJ9Z174HKtjRZrehbNrTjjTy9p73vEfRNX88y8nzpPZP6inMy2/s33geFXsCZd6fIG+ZI9oC9LbPbGe74c9k3vrWt24+85nP6HbFvKTLs7KA7aSsDcqAPOgZvzHLT1nKyH/sYx/bvO9979ujh/xd7nKXkTfbiPy5Qo97m72MF5mMwfalLcv2C3UORJVF37I+eWSFfXO+24IMj8Qxz1jijrq2jUPahz70oZG35FPmBX6OYzJmfTLWAWIDMt60M5jH6OfEHwDTl3Tw17/+9c2nPvWpcVDBMzQCg4WzLtbDZFBwEDwbQA6SHMzStLUrVk9bvY4dadqk3mnwtEF5xv/ud7+74SDwwx/+8KaWb0JsBeS5YsWzQxxU5XN62uIAqpYZG3nzZQcNcADG83XmDR0nKTLWLYMzXuqzXEMHeE7qc5/73NhR8qKHk/g09/QzdlwpIHZeBkmgXV/5ylc27Cw4kOwHwMRNn7OSBOs9ng1k+9A3Z72N22wr3+3wp2jsHMx1e6xSwBqi/MHynGAH88YfM3lLwBfPdDLmGes88ybM4tG3PGXFMzo09ZS70Bh/5M2xPssbqwTwIknmbVusxg9Ghi3/NGyPfK6iffnLXx7jDd9dln5ivPGiSi3dN9T1oa2zwcaWtqDNYJtMLQ+15o254py0DTwvSd44EJ6NN1Yh+Ju/+ZsxT/uLRcTCmrHsK5inXEnOOGZxHoWGfe1lu6Ft4yWdtlK3rfhO/iwW/fFeQva5PtXnAIe8ceJl3pBRjrx99rOfHfunb33rW3tiwC/Pm3OyZt6MBfv6SBplbVsWI5/As7fMlY985COj77SnPnnhnZg73OEOo/+kp42Dyo4h9DrwfgF54z/pk5/85Gh3yjEemSvsn06dOtXVz7puDsQzQ53X6+hAM94sy4OW4yn91DKTo820m3mVcjz7y/8S+xLy3oG88L9A3tjHJHCSxf6PFzMZb+Yt46NMv6TPtHEsyyd5HeAapAOqw5ff+Z3fWdeLrI5mVo6tBsVYf7HOjJaHPOQhe9b9Uz8xtnJL3sVWJs76Q1vqAHfPmpy2vSbDoNeB71hLF/k6UFzXMqQ9dUY61rIkT+qBM2+1GsNSt2TGWoN1kLonDdSxC2TeLO8RPlNR/vWvf/1StxFHjN0/McCrg5mx1mS3Uy8aLHUVY8hk3D32ZzzjGUN1WzzSE3dfu9RTn/IMpLMWNeumMibpox4/tDqgWN72tretudUeNlgbtf449+lmn5G3OlAeavrVhhh6btIvRkycdbK25q3njLbXn8QYD29/+9tHE3Ztt3Lg2fiGxhqjtZzf2mf4M99i+qRWU9iXPvS73X1C54FA/HViuG/MsNZ4XXVa5wrji5jNIfW6+ru84x3v2KeLzbryO3RzrNp+bDBPa0WEsR5tNmNbPClza5eJkU3ImFn7uZbsGuMq2555o+3XX3+96qOf7YOXv/zlIzeMy8y3+uheddVVy80337zqH7WQ8aYua/HWi3Ijdvxln1MmpjqIWuoAfbTfmLUxy4s08Ayk10HcUh8+2po3fLN/q7s4e3I/s3lr07LNlntMSX/c4x63Zx9hX4MZA8yzWiFoX7uxwdrPteLJ0E89dd2/3XDDDSMEdGZgPIlncpc67fI6wDUyWDqsFnAfVz+5AlSdOs7gapIXt0bdmTNUMM/lcAuPK2SciQk1MFc5aWJ4FyPUH+rmLW95y6Z2vuMtYa6IEqvtNmbaDe+///u/x/PRrFGKXM8b8tB7e9HnGTbyxlvPPW/q6a/XzT92LdNP3EauBfrH4yrQ5RG/stB4ho0rntye5WtywI033rh5wQtesOF2NGfFQOoNQv2gz61b9E/VlQbiB9K+7RXLH4JH/Ekbtkdf2v2TP/mTzete97qRT/IqIGffoUv/coWJt8BZBoor4fQheeOqN1d4kOt62IPOM2SZtx6PuvoHZ/xJvxjK5K1OmEbeGBOA+cr4aqc/Vrggb6w3ypVJwH7Idmd7KVtXVr36UMGmFu0fV2ccb8qbV2TpM/isDMJ4Yz+jP+WRu1DQfVDnFvQb3vCGdbxBE3LOEDtX7hhz5o07Qjz2wBUp76qpow3skXPGMrd+ufPAqjXmpcek3sWEzUnGTN7e+MY3brhyy1xKsE3IO97IG0vhMd6Ym9wC5w4NeUNO2+ZPGnljvVrzln52LRs/8sRK3HWQNFYrIT75GTf++V8gPu6esSauoBx1dXvZ9sDPMo+K4D+X9FTX+UpM7t8Yc+YNuYsVMg+017pt/4d/+IfN8573vHHFn7EAyLPd1Gk7j6/xf8oyc9xBAMxbjjf14Jtn9LHP1WLy5mNL8jM2Y1QffJyAdYA3J/0KMF9tqltw69WM6vRxttvPuqGz1QBY6rmocQZWg2nFNSHH2Ts0QN6oXIQ/dRtl+rUe2l0TZ22r+YDG16Q80+fralw5Jh9s5sccSUfPjStEALkyT5mazBnlzKk8MF+rqk9BDp/Y1lfG2uN4znOes7qqHeyqY+zGmHqU2WqppPG1pYyhx4dx+aujHQupl3ZpPyAf7NehjC3jd8xmG+p5ufFVKez88z//88KXo3q+Zn2uDa5Ipn/s2C/Zj8rAvxihnrVc2505o99tK9h6rYk7vj6Y7aJs2ykDyc92J507FX18ZR2/xkBsdZK41KM9W22nnwtRNnZwPTO45s04zVMfN8TOldw6gBux15/0wpfxZuMtbWXbn//856/txv+lBOaNmMlb9rE5ANv2pHEltx5HG23nTkU9drXqK2feHaPSwXVCf06pMna+WljP/+/pM+O1PfjLWOqdgeFbGz2QpFPeNofg8WU67ePDMr7dv0Fzq0eG1i/4db8XQ/2gtssD89XAOonZNzbIwWyecfevTrLWJtY63WtOMmc5VuwzMF+1rQtJ61zDEHFs65vV0TEqcOx7+jJnZewynM5ADY5RqMEwzppqAO1LTY2BQVOWCnLU0ZOf5X1GLjJCxk9otIWNtrDZFuk9fOXAKaMedAE+kDTr0sSZ/9SD74YuPGSlZQzwt8GuesZjDNgzNnnQ9E/5KJB6lDMufaaftC2/dl57cp8ys3LqwbfeZfULn7JjRTqYfr5UgHbYlt4e6m62SVna1/tc2Ww7tA7QnAvwLGMb6DqdP4RuoZ8eU9aJ0zrjbRYnfGUMmbo5yHEKzbar0+vauJixMRuj7TI/0M2LPGVnWBntopv7N+fgTPdsaNtyn/4p0x7AMlgZ/fa68tLBmYvuWzti+fim7ByUf7Fi2pn5sv0Zv22Tl22Bx+YYsp4ys7Jy2GTrdenGBl//lAHrys78HAfa5ZfgohftfEgOAGh1BrYOQngpRzkHSQ7u872Twvf5BNuYNqXRLrecKND845u1T31sIiuYo+R3HnV0kFEX35Stq5N1c953FOlL/+rPsPL626YDH56xYavrzuwfROvtSXvoJZ86fGiMTcrKw5vBLnztmUftQNc/WH/mHbksq3cx4d5+20GM9mPSoNtmy9hQFhp1daSnjjL67jz4HZAhl2y7yHf981nHv5tt2Gb/KPxt7dLXNv4237cGnfayGXPGkPNnW1uSrg32q9rEnmXnlnZTN/2ej7KxbLM1802cjv+uBx1IPdqDTtKTDx1+zgHqbF1uGLlIf4jVviNEY+9tz/Bto3rZbvTVVce6WHrKwqPOZn8gR11QXlnoWVbuuOH9lzePWwuP0J4+iKznQElzyafMtk029S6GsrH3WGYToctkW22vOGWh5TbTQz7p1rWTcWY5+fqQ1m0kfddyb4/1jMGyPGxn+UL4Spv4YiMOY0m+5YN4XUab0sVpw3Jva6+re2tj4804pIltd9aVl0Z9VkYXevLSnnRp4F1B3V3lz4dc+jRWMfbhsyXtqH61od7MVsah3MWEe3yzNkBLetehPfI9wM02It9twJ/ZmdHS1kFldY1FvE2nx9T1qbt1G9pWB36WU96D5W38bT7Sxq1Ztq3EYDnbYlmeseYBsDRlrR+ElRVjv/tQXxnrYunb9JS7lPHlK8Ct9+x0ByBsz8yb6HrWq6wDBYwdbUnv+rdmnZgyroxV+myHTMxcdexXxbO92gLrB0yetI0dyimjnvmUhyxl4tEeNMGz2uRpSxlw+pa+ze62tkM3vrRHWVvy9XEYRo8t40/btq/bNcbUw06H5CdP2bS7y1jP2CgbP7aTl75uzfIspp5vc5xxZtvMkbbAbOrJ1652kIGnXuZKGbB8yti0b6kLKSPtfGPiA8QZR/efbVVe3awPg/WjfupJU6/7S1ntXAyYuGd9bnvAbOZBbOy2CxnbzBqs2lQODB/QJuVuTz74qIAt7eHLePAnyBdLR4aYc4xDUw46ZbaMH33t2760AT/jUFa78IFu8zT14vjd1m7jhk8baXcCdPbDtE2etsAJ5kUsD7nMjTmWL0+7/J8L2gLbB8ahzHHB/+fZT7jddf/3/933uLTnSO2g8+lg1p5khQfeWgYcABpzMN3mNrfZXH311Zu73e1u4xvyyiKvjGV1qXd78m5NTLyu/HDTTTet5YzJNrGCwP3vf//NL/3SL403vJkM5o0PUbCWcIdsN291k7errrpqrEOIbvLRNUcdy0s6cfFnwdvHN9dHOIwTGcoCZdbKfNjDHjYWjHetTXYutcTPeGudt2ETtKFN1pp8+MMfPtY4ZSFywFgsq5N1ykcF7XZ7aYc+401xxipvgGd7lZN2j3vcY1NL921YuQMd8l5LJ411JMkboM/UhVYv/o28YcO8Qe+x6Utb3Z52b01MjOSNNVN5a528ZZy9TXxc4MEPfvDIGzrw8w+AujqWwYI8/FJmvLGeMut6sjasOilvmfFWL5uu463bVe5CY/2SN94UJ2+unoHvWb+Ttwc96EHreEOG8caXqfjI0ExvEOuH9UmZp443/cPPsvIXA864KDO/7HPyxj7KvKVsb5N5qxdUR66xQ85Z75W8aRMbmXfKrALAeLn73e++OXXq1JFzpT1sG6PtYBUY+cRMOeUY0w94wAPGR3NYYQe+MvaPNrPN0LSbfGRyvLEihXLaA0u7973vPcYbH4Zgnl5s0NvW68YLnX3ED/zAD2xqec6Nq1HJF9tu1gm/5pprNldeeeVYCQI+eWOusYII87T7Uhf6fe5znw0fMmHlDnSgdXl9gg/jp+ylVD7xq0DURB9vPtbgWGoJkqWWFVnXuqyO5EhqbDUAxooH9cWipQbXnjcn0cVODeDVFmW2ixUyXlbBYM3F2pmt7bXd4PqAxHiT+8Ybbxztq4m2thM7z33uc0feaoe95012csabqrV02MJbwnWgvL5hygoU5if7wFzqA55lc5ny73znO5f6Axhvz2bMlmvh8KUm+1LLSq19ZD8RT+1Ellpqak/c6taOYamD5+UlL3nJcJ1+d4nTeI+Cc9xkWX/GzmoOvMVL+4w3MW8Ts3JFfbVruNcWGGB94DrgGGtppp7lOtBf6mRnqROjNW+0X9Ae9SzLv5gwcRMjuJYIWurkdak/mmne6kRvqQ+ILO9973tHE9SzPWmL8kFjEx7jXJ1aemipE6kx3upqy3jDnzlCzsHMH/Y/tVza0NEnGBtsFxqMNX1RZt3p+rMdecuYLZs33kpPXWN/85vfPOZpnYSt7XWsYcPx9p3vfGePvvFc6Hafi31itM30ueukU66PGiyswsJ4qxOoPfsZ2l0XXsY8zbzlfHrTm940+ObNnInJWx2ArqtuoHtUMMe2AX3KtQTbWOeXGO1nMBttYY3g29/+9svnP//5dR7QdjZtpE1o2bYsKw8NHVbBYBWWg+Yp+/1a2hDVdX6PykX4Y1tpG5vtNFTp1J/+9KeP/QD7CPtZDI2Vl1h7H9CW9mopteXOd77z6Bt1EtOX9QGRseKEumAhaZT7/k2544IvrwNcowOoST3OpK+44orxRTjWfk3g6lktPzWuYrL2HvJADYSxUZem3owm72LBxMjXZfgyDF8PYz3JDnwSt5YmGmsGstYkYNvAXIE4VVce+CKceYMOkDc+9cnVX67EQidnXE3TxhCsH3V6XXrmWhm+UMdZLOuHevVeHrgWDB+flyU+znQFbHLL54d/+IfHlbkvfvGL4+qNfDA611133eZe97rX+ASlvIzD2ORR7zR5u2BsC2lLurbpB75OxxUSPgHdgauIr3jFK8aXkvgCnvrIYYMvb5E3+nt29Z5PIT/xiU8cOfAKge3WhrHou9elXyyY+LiTUctyjSuS2/L2spe9bHxZi6tbXvW17djo7TyIBg9dMHlkvBHDF77whbVP9MGnkJlnXAFlTnbofjv/fNRnbSF+xhvjhStL5M2YbRtfgKuPNoyvU/UvLmKTfSbjlfHGfgY99wGUa/H/Md74uhdXTRP0lbSLsWzuwOaFMcTVSfLGl0YB+EIdrIx1kmtJx31fqkSOecparf/yL/8y8qaemE8h17JhY21185b2lTsIz+SJn7tdxMcV7G9/+9t7+hx7XPmtpSXHGuOMD/vUftVn2kdGgC5PunXuyJI37sqaN/XAfAqZ9czrAHzsv9FPeyl7MZVtn5i4jd04mQP8V7IuMO1PoE+e+cxnburDUuua9PKxyXjjbh93ZfsXPpHjU8isy82dhnPZv+nzUsdcAd67t7nUW3SW8TMIuc3LToRbCHlQwMDidhS3W1jgHcgBbDldS+uDO2VuzbLxEQOfs+TTr9xq80MP0JXhsQX41pNHmT9u8vaf//mfYyedctyWMm/QzYd/atQTrKeN1Ot8btNz2+jmup3v54pThkc2+OMW0i4x0J/8OfGnXGe7Q0wZbPMZZDBgHJbF6Q8adW1Q3xUO08OmdvmDYOfPgub6F+OPNtcVu3FbsNulTpt4BIS8cUAoaJ+8sSMFpFFOH9QB+d3Pae6t/2t8RGLeeBSBeG2PMuSt1rEd812aLbAO7nq97daRrSspwwQHwJ608JGNtEGZPz4+g8yjANSTjwHqxmBMFwLrV59gDmo5SCNvxGActI0yY6Wu2I28zWLiJJk/XMYbOcZH7gPqC3krXb/6uKXaPYv7KLQeJ/Ezx/hkLfOUE+4E5JnDzNPOs+18zpy8sW9GFkAPQIaLExwoCupZ3wVrD9ksc3GBA/C6CzT2F9iGz0aZRy64cGI/og9dOeoJ6iUty+pCY7yRNx4F8MA+Y4PHeMP3YXbTx61RNm7aJ5gjMXTLP/IjPzLEuKDD41KANviv4wS5fyhmCNWPeeP/jP2Nevomb4w36tLUtQ7uesocR/x9XAb+/h9923Fs205torPtcBSc0NAcFLsYShsOIm0cxc4uvs6XDPEZNzEa967xzvSJLW1ah6aPpJlvaWDjoAzsGg+y6fug+FIu/Z2NL2PUX7YJ3mHQ9YwNvaPGY1u0QT1teECGbeNENmXgHQTaRkY9D4asH6R/a/CI2biJkS3ru8akDvLbbPRc6Fu/6GoHmnVp9Evd1hz2Kdtn9tdQuAA/+MeXfoiBsu3M+I1ZnnrWDc9650MXsn2UicMYUk/5iw0TLxttsl3SbAcxQwPMCWX1pIMPgm4j6/o+SL/z0DcGMPn2gLznPn1pp9Oosx2UC3WwcZSYtasP9Y9iw7hvKUwOzcW5tpuYt7V9RtffUfKjDr7Qs34UG+heCvC//3bt5SvA56OjHCSH2VIuB9M2WpdBjp0pmE2+ZeuHxXBL82fxGgMx5w5COhieutKzrQfpKZ85ybL8c8HEsgsol/5ntOSnXductHMpO4bSxjbfmWPKQOrnn3vaSD10sr2UbRM6lpEDkk8dW/pRNn0hswukjmVx18cPAN94bPdBMSir3f/P3rvF3HaVddzLfF/itcl3oYmJ7zYxEg3EAwcvQEorB+VsQM6lgKAVFJFwrrTIQUDkLGdoKXIKLS0F2kKBchKQgygIBiXUxAuvTLz1an3Pb+z9m/2vZ8+13rXevd/d3XfvJ5nrGeM5j2eMeVhzzjGmdtKWZfA6QM82I6O9OXnjSV/76czZUQe/+vNCyLpYfetg4zUeZYwr7coDy7eMLTdom/T0nzakaQ8MSO/xHefO/6bdg9pIy8aQtno55efK29hYF/cme9q1z/eLCx+Zy/Sprdx3pfUY0kbnHaQ+F8cuPlI/c9BtKJftmqPBV0a8a7tSb115V5td3tg7/ajXz78CUT3soPrf//3f8Y4b39pO4DEMj/l4PJmw36DBrra7bK8zU5r363jsA6Qe74HxigY6bvIznl3K+tcO3xbnEWUHXnHAv3LoWUaWMnnjnSXePUowbz/7sz876XS/1JltzHtunce7g+SdxzmA/PSxXzljTVnpPGoi717gKcPjJt6V4jFmwn4xaBedLtvrrECB77m84Zu8JaCf9nn3uSbEpcgo8w4ZecvHh6mX5ZOUZwgZt2Xyxnvf1sXkjcfc4E3Au32uDJDxMM591Uibm+zswks/++npG+yGjvspj7UB5bDNfnKs5hHoJ3nK8k4lfS5vGKkfx5vv0KaNLGfe1AXzfrF5o4599ahvC6mzrryNrd4+31fP13a0w6sh5A1In1nn1bS5vPG+NGPdvHW/w2j9MFYdb9LAv/RLvzTeY9XvXN7+53/+Z/hm9ZAEXvHCN68KzOlDm7OXNtRL2i7l/fTNW7fJ+6S+C6oNMbLGTd54vS0BOcYbKz8A1M27NqiTN/R73nilEN/kLUGf0Cjzznh99j5FRplXuMh7/unqQr6v7n6afF4b2dvbS9JJZdpM7B14ZRDfvE4F9HZLMw/iIXyafrrNHgM5m5vPw6tI5H2d/mkK785lhlcgzlWoi54xk9L214Bf1gAZs3NrgE+YmZfMinW2pfLWsSNos9OUVY66sywp813uWmpsrMaA7zqgj43yW97ylpNmfHZ72t0GE1vX59v12WbLNflvkp3Twx+zT+uiZ9Kv99ZGO5jV/slPfnIlxz0+bNaEhqnd6DLDGFxLUS3rz8jwb7zG0O1sW0efTbj22mvHLHTbK673pZbf//73h6zy+k4blpXRbspKow30OQD+xje+MVbYoK30t77rwnf56U9/WrUJmwMIlGui26SjLvgxj3nMWHVDxdSTti3Odhg/tI997GNjlnaOU3zXe4FjtYWej/QHrybvrPQ5dsjDC1/4wiGKL+MWp43DLme7KdNfxMF+ysoiOU5pN3VWO9iv3cxcd3yjY7/Ve/bL+hO40qweA/6f+cxnTjrqgmtyzKSbehPxEAtz/og1j291IbasCaUjT/a18b/rXe86KTpssgFgVkrIfKnLKgt1sp/0jaWPmUsvvXQ2by95yUtGv+qn60H/+te/vvyVX/mVSZ842H7hF35hedNNN037tG2egqnCnL3kn+5y98eKJuYqcU2IGnnLHFvOmFj5SD3abN/VBLipf1LeMrZqsue0wlD2XV18Lj/3uc8pOrD9Zgy045WvfOXk2xjANal6ZbUJZN00ynir95Rn9d/73vdOsetXPTEr6Ogz231BrYbCeDPPHhfU057tkH5YeM7fK17xiil22wC+5JJLplVKjC/1k0bZ+mHFfkfbPb8KxIn/KvwjuuaaaxZve9vbxj991uJjjVk31mPk3yz/KrlbwT/P6ryVf1LUBXn+0xLLr4E1itCRvfXWW8es/bogGn7wi082ytxh5c4w/7rrALTiF0Pdvn72w+jVRd6ill5a3HLLLWMlBdss5m44EyH498jEiGwb5boQWtRyPWO2LrLGjD53y/gHbt7y8RqxcRfxzW9+8+L6668fPupgMtqrDWbB8m+Wuzx78Y8925vl/doL3/iJrU68iw984APDhz5tN3esuAvA3WfWfxbSn7a0C04+ZTbk6oA5ytTp/7oQWrzzne9ccOfdvGUMTJQib0xSc7xpP/N2W921N2axeeNuRZ2kpzZnbNjaD4gbsB2UiamWUVt88IMfHHcZiNm4wevyhi7AHUzG2+c///nR/73P2fcYb0wAYrz1mHv9uNXT+5vtTsvEzOoa7qe2m7xTZj9lvDORpU44qTpmdJs3xrR9hR45IK+1DNhJ4w0jtDnzxiRd9cWZNyezZr+tBHOaK71PGN/6JpccW5i1/81vfnPBUw/abO5oO3ljgl3mDT1scPeQ/bQu5MZ4s71i88ZdxZwcZN64i1cXUosvfOELi//+7/8+KW/se9wZZrzVkogjMxl7XXhP+yn7lXHjnzLHZY4l7Kfq5fHdVMM7E2DeiLX+kC2InydF5ktM3mg3d7HNm/ETZy3hNvL2xS9+cUwSzj6jbN6YvGnebB8x0F+Md1YjIBbzRX+jz0Qt8sbd2MwNZeJ64xvfuKibJ6NszGKemPHEkHFOv+FPQP/mm29evOENbxj7KeNNPTHjDTrH9VzZCBvsR+aNJ5PZbvdTjrmMN54eGHuOeexIp3wmAH/ExX62KW8ceziucj53rKBrvNKI2bzKOxPtOJM+zq8DXP9y6sJ2/MPnrll1NHvStGW9LkLGWpj8c60T0PQPsAbJAP8RUun/RqHVDgIauHbEIVMH93H39E//9E+HT3ywpV/KbHWQWl599dXLGuTDBvbY0u9wsMUPerUzL1lPlnVu+XfY220MYNabrGWOxh0q/dUBZPm1r31t3KU1RnXSFu258MILxz/+OgFN0dVFzvKqq65a1kFkaq920M8y6x7WBcCSfNlu8WRwywJ6dQG5rIPkWDMxY06fxEDsT3ziE8edWtpr23GFHetZNoyMD7k6kA55xht3Rmoh8tHGdf1NLOStTtzLOllM/ljT+Morr1zWn6HZvJl79Ll7n3kztm1xtoEyebvxxhuXtezVGC89d/YbbWLNW+5w18lmuCMHP/jBD8ZdHdaNVVesLnXGWy3Xs6yD9Up/m+9t4z+onO0W1wl37Kfcfc0458r1GsS4W1kXs5N78sYdffJGbtDLjTa7Md7+8R//ceQN/4wb8sZdnTpZr+Qtc4c91rSuE//Knb0piEMuECsA9vhG3r71rW8ta5mz0d4+1jN/5O0jH/nIsi5+hh36mrt4n/rUp8ZThWxrlrXBXcG6wD4pb7W03FhjeS7f6taj+OWb3vSmlTt79UdmWcsjLh/xiEdMfZN+Kdue+9///stba51091Pbbz7MzWjYIf/gi7zdcMMNS55i9ZizTvxPecpTRt5qxYGp71gv+4orrhjruCOfOuYRGk/46gbGyJvNqj8y4/jGOuL7jXXu0H75y18eT1WImz6vi85l3RgY69Xqdy4GaDz1qBsIy/rTPWKvi9ex9jJ3rdXNeLPME8u66TXGG34B8lY3Y5a14snU5+qAsWmbuJvK8a2W/hxx0+f2s9icHDbGH3lz3eges7kw/ssuu2wlb8YL9hib5cOO/46yzx3gxbn8CgSJZwesd3qmxaMZJA4UBrsDnkHFibv+8Y6F8vsAoc4mJD/L8JXlIpAD7NzHGIxDXP/Ux8cLXvOa14xBmgNVn7tgTqyc0Hm9gzbqxzZLo91153bJSaLWhp3a+KUvfWm89sDjXHRzp7Ms3bxxgrPtXHjXu6rj5KTv1JMGJj8s+M5FBe0+1bbXXd/xwQPiwqe+aDNtpW4s9W7m8l73ute42Cd2/jiAAbF5t23yiFOQd2udKDn4Yjf96E8Mj0dvjDcXfMcWjwXNm7K9z7RL3urLXMt679QwdsLGbM75w1J3XMZ+gI/ciMU6ZdpX6xGPP5fY4c8LJ6Y+3myDumD6gJPrc57znJFv/WPnTEBvN68m1Ne6xoV5xkm5x89+Wu8ojgtR7fCHhbx5AZt6Xb+edowLZS7mgLp7tnzGM54x8qYeeK7PzRt/fM4k0E73SfzabvLGaw/1JGLfsc7HHsgbF1QCH7oxb+Zprt3wGG+8RsIFN1B3KJe1DviUN3LW86ZN8/a85z1P10s+EMRrD5uOb+hjk/302LFjy+uuu25qu4YyL9IOG7/nPe9Z+UBQtn3u+MZrJHy0A+Aikg8E5X5qnsTaqzkGYz99/vOfP7WbV0Lqzup4VcL8qJfYvO3V6xBcdAovfelLl7wCVk/epn1rXZ9zfHv84x+/rKdlQ50L91pKcPpAkHGmvjE43t761rfqesmrOHVndDq+KdsxdvmTzusQ9V761HYM9X1hMn7IBS5qyRt9QrzEmO2mbjv4OBV/tPmz4rHV2Ik/wX05aUelzLXvOT8Jjke2TEzh0QdQA2Xc+q9Onuo1kAaNx3E8FnfSErIAsmxZh64ty2BAev1rHI+C/Dzqce5xe5bB2OZRDI/wiFM/8LJMfRfgsSMbgB3jyjrl2kkWPJLnNRCgdorxWItHsXO5GEL1Yw4zb8ZLm2lPB/nQ1edxFf6JI/lZ7nY21Xl8V//2hwg22PDlJo128nEPxgfjBGAsAMpSVp8ygB4gXXvokAt8EwN0AZ4gHVkeVSJL2+vkNR4Xmzftoqc+NMv0F49oeXR3ENCW8dDX5ALQhzxl9UPeeFWDx5zK5HhTDiyfMnbJH/1Nv5tveGcKbItxkT/yyKPTde2WTntpN+1XP8fbXBuUg8f+Tf/S9+QBu5m3zIc+jZcxQpxzE3/m/J4OGjGwZRuMh2MWxwjylnzjxr90j2/I0g7aSS5yP4Wmv9SFluMNHrTMG36MS13tmbd+fKMf8/g2Fzc26av6c74iawy2j77MvoN/WEDe3E+z3eZOGjFl3uBzTiJv5ML2Im+ZmC27XyBrOzle0We89pCyo3LiR1nyZo49vnFe4PUIwDgp6zNjwa/nBWRyDFHXT+pyDKXdHM/dT+FDI2+MVyF9pT3o5s3zgr6US5/aO0zMsbLnzRiMiRhpJ8cHjhPk3LiVFUO3fJhx39G2j5/N7+gozhL/DgY73wHQD1zSkVMHmnSbI4+65ZShzICUpgzYTZ42pFsHHwTSLvr6hu6WvtKHMauT+paTl7qW5/jSxCkLLelZVm4b3NuNjrZstzTp1NWTpqwYGWFOFp701NFeYsvoUFZeDB2A50k8eamPHLyDQtqinHVtztHkJZ6TkwY2TjB1N20oa/0wcfrqcehXGbH0bfA6m+jCIwfsZx3Ug++mTsrCOxOgH3NgHd/GJ00ZMTJZdixvanfapTwH3S8y+kkeNOlpx+NbHvdTVh0xumnXOhiZzoN+WICvDsZpHNTdUpZ2s83xkNtETztzZXSBboO6cfXY4TkmlNHGMFY/0sXSEyev+1du1z7XJliwjA/AuvzDwnN+egxz7VYvZaWBLcs/rPjvSLvn/B3gTcn3AMg/JcCBIFaXurIOGngeTJQTK4OOtnLAISe96+RBSt5BMPa7D+3IwxdA3fjA/Iv2n3TS1U+sD+TmQNvwkNF3ylO23chpk/KusElX39jMticdnvWMEbqQ/Sot22YM0KSnnHblY498J2AD/ty/+JSjrL9O37aOPvkwHuNL252W9e7H2KEj577T6fDwC53tTIPx5NjLGORnW6WlnOV1vNRHFn/2OTz56MMDKAPyRuXEDzz5ST+M8pwfY7Jf8Ws7urztSb7L9xkvOvAd69hVT5nEyLsl3bI8bWjfGNjX8IE/ZeB1gIcuoE1tpSy20Fc2eae7vMmHMdrO7ps4yT182jbX5tSZa+t+/PRNmRzj1+ObPrVtn2NXXvdhu8DrAB8A9gDtj0r90G5o8PUjVgacfU5du10Weqchfxhg++dsy3McUwekq2M9Y7YN0NRT/qjg83eAoyfpaAdADmxpITqKynd+HyzWxWmn06in7+R3P2nnVMvaxjc+bZt2oRmLuMsoq62UkydWBqzt9I1c1+91bZ0qzhiwRd34rOtDXvLhZWyWk245edCAbus49fivPPXAltVFBlqOm7RxqmXt6097+DQ++y5jU24OI5cxdxnsahtelrvsYdX1aZvm6rZDrMxcTPCUgz8nC005baSOesocVp/rez+csVHu0GlzbVZHXupkGb4yu7Y79bCZtvAPTV9idYwv8RwvbWhTHW1aP5OYWDO2bLt022Oc1jNOaV1HespaVtZ6x+rqt8vDZ4N+Kn2OX20Zgz6pWzYeZRJ3Xo817fRy2jkTZXOW7ZqLn1iki89EfGeLj3P+ApjlTFhOpSZEjT5xEDBwKFuHyZIxyLJ0inw7sstK7zj1+NfLguQ10WLs3A5WdnT9QmNjOS6WtaoJFzsfCHoM1vFbk0emtuDTGPSPLPEQJ7K2s+fNONVHzzJ5Y+mVmngw6dMO2uPdHvXR898qZYCl3/CvrDEc5+7+S/8RD3FhS3/EQNm2U2dc0Oe0F5BHOWWpbwJjxg6+WSYr2wzfOhgwb8SrPnmryR/Tx0GQk+e4oQ6QN5aQ8+7KIO74o21zYd6MFXPIUM8TFHkzTuNxvBlC2sg+wA5xu18ofyax7cYn+x7jj9wnGDPx0hYAWdpN/2qD/ssxpCzy5kBa5g0+QC7YzC80c4qefswb/X5HgfHgn/2VfdylG20j8VJ2QzbzRh0ZcsHHEtgPBNuatuCRb8cbdfgcr7Y5vrF/ECfjTfu572nPeJERoNG/fLQnj2/y7wicxyxidZwSax6zqDOmGZvkH4BGzsiFdWhsQLbd8bYub8imnnakkS/6N/PGWKEfPdanT/SwaQz4zf3C8eZ+qmzXw2Yeh7WXeUMm41VGmsdh45SP3h0BxMMxirFMLPQzsQLZ/9B63pDP7Y6I/47y+f9c9qzfuOL//f8edkf5v8P9ssPd/e53X/DyPV9PcSAQGGUHPPWa1b6o5cAGZhDJc6CJkQXkU8YWkDR2wpppPHg1e3nw+VFWAjqsAXzFFVcsalb1OFjrS1nr6uyHOXjt7e2NnQbfTH7QlrraZOeqGdKLmnE7Lt7Qpf21XMyYLMHagpugln86KW98rYyvzNXM3TFJBn396xcaO3StHrCoDycsjtXXojxQz8kivw1wgKXPb6t1E50sgl7aNIZapWNx+eWXj69scYAE4OU2iCd+pM/ZgsZ4q+WJxkQE86avtEP53ve+91h3tlahGHro8zVCvpbG+sFzk4uQwR59VMtPLWqlj9HP5q372FT3IIotgBOleWMCiW2ER9k6/muZt0XNTJ7yhg36j5Mr68E6MS91sIMuB/IXvOAFi8c97nEnfWVLGfBhgW0hFjZO0He9613HiYT1eHvM1omHtWxf9rKXLWqJp2k/JW98PapWfRkTb5BLHeoCeauPDIzjAn7xT3+zv9UHGcYjWmhCxspFHHl77GMfe9JXtpQ/LGx7zBl+uIgkbxxb+IobkLEPwokf1mR9+ctfvnjAAx4w+p+xR974qiDrsTI5qevqk7FVH81Z1LJYU96gmbdaVm7lwk897Tne/uAP/mD4hM445XjPZCHW0e2AjPr1UYlFLds3+phjZfK6r27nMOr8SWV93VoycWWiccZi7OaNtYAZb1zQcVymHYw3L556nOjTPy960YsW5I0LWWiMU/P24x//eKjpt9u44IILxvHNL9Ihx1feWNuX/SwnCmsDjB/6l3MC5wbWIiZujs+MNybDsf4wkHrUbTfn3Voib1FLTY6LaOi0gfWcGW9MRO2gLnTaTNvNG/HI16f1bucw6uaN84ITN9NPxlLLrq7kDZ58cepSXkfvcnemOusAn/MXwOw0fCyAHZ0Z3MwqdWanncnFQy0Vs6glpRa1XvA4QMsT5yCSBobODuGOmwMJu+zsXAiz03JBw06fgB4XmvWVuHFiI9YO63x3uayjww7PgZ4TFDtNnz2ODCemWtNxXPxycNEXedurC2guZMgXeSN/ADIAB6X73ve+U974ty5wsuauCTrMGJ47wbFY94Mf/OBxIcTFoBdx2sdWlrW9H6bN5JG4nbXsQQtdDmbEd9FFF43+Jgbu8gD4U1bfvT4E4wc5ZcnbsboQJOc9b6owHjipOt6IF8APJx36zbw581ddMCcE81ZLQ4289RipG1PqUlaWcsZOHNjGNzO4WbBeGXXIW62LOvJWS4dNT1bIKZ925gRJ2xnnzrrPODgxMd64+OXTwh0yns5bV8+2Gmf6TD34KYMc/cFYZDyznzLjmv1FG8rzR8X9lP1aMG+Ot/y0rDYybw960IOm8Wbe+OOEb/YV/OtTH3wGuedNGX1Qt6yeuMtK73jOBjTp2qdO3hgv/IllzHCTwZMzcsqSt1rmcBzfyLPQ85Z/VpXhzyx/NrggmcsbF3Icoxhv5C0B/5k3b0ZARy/3Uy6EGbcCvLi2jwAAQABJREFUMlzgX1AXcVxE4n/dxW/qUCY3AnasU+5gXjudeuplmeMs44+cc3zL8YYeY4qLZPdT8kdb8E9fcXOCtjDeyBv91mNj3+TmAPspn0SW3/PGhSR5k49/LrQzb4xtgbg4xjnWyXsH+uWhD33oOCcxdtgvAdrgeMMnxxfHG3xioO3up5zLuaEAnY28Mf7cT1nNQp76xMafNHTB5g05wH4YlfqRbv2wcOaNNve80W7+EHJeeMITnjByQF8L3uwwXtuR7Vf2qOBz/kMY1ckDqvMHZk0/FmSvwbKy1Q461ng8Ib4zwn4dhMcagamsX2gsvF6Dc6yBWjv0wMRRg3RlTdHUP9Uy/o2BNYHx1dvOJ5LXgfqsvVknj0kXO2x1sTM+IY2+ftKWtNe+9rVDVz3bzWLqtdzM0FU29U9HmTV264A8xY7vutAen8T2U8j4sa2U6Us2oCZNTHVjhGY59YZC/chjrVfWzMyck4M6qY+F7JXThnXtsCY08qlPmU9q14lrJWZiMi7sZBl7+qAMj/Z1GeXArOlcFzhj3UnGqzGwpjbrce4HrAncY8cOa9hmO40rafvZTj56ue9tapOyyCinLePgYwd8+IDYGSfZhlxTFL2M2TKf9DVfaYNPsPPBC+TwPQfw+KgEeTff4lzDVl3bQV27xiHNepeVDs6yeZGmncyxOtmOemIw1mg1XnJgHuoLnJiZ/FjGjv74pC/7qTra4aMF/RPSw9gJe8bJmsDZV+rXHXPFBzZ29cB8EIMP9nT9+iM6PqiDovIao277e5lcuX8hT7ku2IYqstoC97x2+8riy1wpA2bNc9sqZtyyZnJ+Qjp1sKktPpSR41QbdfdzqCBrDNqw/pWvfGVZF6tDP/uNdcw/85nPDD1l1U3MR0x6zvFfF90nfdI39SjXRf9Yp9d4wcRQF6xL1knGr23MGCy///3vH3lDJ2PnU+98dAJQdlRO1KWBLcs/U/iK+ohJtpsyx4yLL754jCfjMD4w44+xBpAXyjn21DlKmHWAf4qfn/7ldx+Vi/qd21EdOv6lgblDwGdOWeMvoXaABY/x8+5E8jeVa3CNf4U1CFf+DeIP8B8X/9Z55OSdUPjGxuNT7sQCSUdXmcHc4Uc9MMCnL3n004FHPDyiSqBNgP8O+adN7KyjiD3aCpC3OmDsmzc+a8knS22PsfFYh7xz5xeadHM2nBzgJ21xd6S+aDdspynuPuGbuwLGlfx1/ZoyljNe2wA2b9xlSXC80X7kAGwYBzRyXF/yG4/6lNEG45S8kzdBGXHGpMw6rF/4lsnb3CNS8mXe1tmDzmNpHtEmEBvjnPFGucdKHf+7xI79OVvp1zYljXKnU+eOGu3mzrvxqMfrIXweVYDvvmAM3DXnGEMdYBxhlzuZ9BnjTrvqwAeo8/oIeZMmnbtwvC6gLnzK8lN+ENf8zMlhxzjhK6P9bgp+55m3fmcKXZ5w8YrXnB58bP1nrbNL3vUNHeD1BcYbTxaQy3ynPfN2XOv2X+768rqA8aqTdZ6McYxwbVu1uftHn3HHVL2MTxvKdwzfvBq3MtpJG/pQRqwMfGWgUSZvxE5ZgOd4I2/qwFdOfcbqT+rVHeOUb960OYdZTxjfPC0CsAHwNM28UZfec8DrcXUTYuobZAGe3qHf5eEZJz7xTQwJtItX0HjNw7b09iNzW70eR9s7cAeYVzy4a62edpBFV0i6tMPC+GXDJzljS//wyBv7CnS2jFV9MHlNXWLu9cNqx5m0+38/evri/AVwdXhCDozT0enrdm4HXN+Jc1AaV8YBH5sOUurJV2c/vM7PJnvy5trU7fWY1DUu5efklAHLR14d2t7tpc5+ZW1pG/m0Tfu0jwybfGSpI1P/lMcjQ/tQGe1qI+0nDzogjTI69q91cJfRJ7wOxiEdXWlic6hMx6mTvIwDOvbY0l6XSX3LxqGsduBjyzEmHzoy1JMGfT/otq3P2ZGGTELSKaeN5KWONuTTJsr2HXxpyqBvOX1At0657oyt1FOHMpvyYHxKQ79D108++ox1bLBR75C2s5xy+oBm/2Yu1ullO2g3YAxpE1raG4Lxo/3UkW088rp969pHTxrlTXrrePjMY8icve6HOoDsnF1o8JKvPJj48SsfeTZollOeMiA/2w8dOwC6gratg5WTlvLYBrCtXPLVEStjPWWNU56yysi3rpy40zM2ZLRHGdleV6bbgX6YQBxs+jUu6my0Axo57jLEBY2xiAz7WJexfphtONO2uQA+vw5wZd2dInfA09UZecDIQbnJPnIMOAdd6kHLk58ym+zN8dBzp0h7c7LS0CGWbBM841WOesZM2QO98SrjDmkdvjJpW3rK6W9XrK3Uq8c9owqvtw8GfgF4lJHLO9PwoCVYR972y4dnW6BZp+xJXjpYWeTm4kMGQA5Abq5/zTcyykJDFkjbaSP1hmD8IHcqkG3TVsaRce7qB93cv9WHri/4c+2b01OnY9uA/YydfgeQl257oM/te/Aznu4LPQDbxMg4nJMxJseTdWWNI+OSpgx+KPNUQpjLizyxvrId8sBpP+vQ0U0fXRYe73gSk7GnDcvkB11kjAfeHKSMOimXcSlLHJTn4tNG8ixnjvMYAh+bgLKWzQn+AOrIuKGX8aQ+8h7f0NcGdCHle67gOU7xoU90ex1dj3XIUQfA6Vc6MtKhUd8EqYdv6o5v9LSlDWRoO3mGl7LIaAPenO+kIQukD/jdRuoMhTPwg8/ul32EWPt+QjjkjbhtN/VsV+b5DIR/h7m4/ah2h4VwxznOTnbwiIkKftZPNVJsYZOBR9l6t6vPTf7V5WDjIO52NtW1rS/xOp25nR9Z7AiUtQstbbpzKQ/PrctmfuB1m9TXxYP8Jkj/lHn14u///u/HQTv1mBzxpCc9aUySSP/IELcxZBtSX77tFkMXeI0A30wgTDqPCPHNBB3o63xoR13kEtTThjzqvHZR7weOlU+IzXyiw4QkJuEB2kjb6DOrn9jV0zavX9R35sdjYWlzuN69Ho+0scUG4ON+97vfmFzTxwB85DIOaPtBxq+fW265ZfGpT31q7DfQ8EUO7na3u428c7IE1E0fvOZD3nJlAO0yaZHJstbRt98pQ9emMtqGnmBe0VcWmXr3euQtZSmTt4c97GGTP33BU5/HusTOq17Y0gdLiDHecjKT+upih7x9+tOfnuwZMzPn0fciOS88kcEGr5UxXuZesyJvTHLVHti8GQevaBF7ByZ7Md6YUKsvZainTembsDr41TevEeA7Jwkjx4QvfPt6mnbThuPY9iBjTNiXL00MDzBvjDdo2kGPiVhMcgXUo2zcYFb4+eAHPwh5BZgsRp8xeUp5BHo8qaQPMTzjwYYgjTqy2t9kW1lkgLSh7fSrvPaHUv1YZ+Ie462/ZoUceeNVAONCJ21D55WZeu9csxPe29sbfc6rEELXpQ3En3RlDwPbDmxTvummmxb1jvVJrni1jD43rswxNHS1pcxJRo4Y4Zy+ALYvcyBAYxAIlk/ngNhkUz8eCKwbl3VsuBnrtlg9bGlPXWOzDkZGOlgdaSlrWRn108acjHJpM8vqQHNLH/K3xZykORnfeOONi5q8NB34oWOfdxI5uXJiBm/jy3hta9Z7XLwLeuutty5qQsaYpe3JATkuSDgx8Y7hsZrx3O9aYNd49IFelql3GevMzGaZIE7qHOgzXspcAHKAZ9YwM7bVwyZ3UzipcJB9y1veMl1EGRPvjHMRbN7QSeDEhP5HP/rRxSc+8YlJXx9cZHBypt28Dys9bexa1gbvcOL7+uuvX7z97W8fJyniNvYLakY//c4FDStt9OMCeWN5ppogM96Zx676xER/8W6leYOWNpRFz5ig7QfIcNHKBSwXwOQNYFxghzFL3sg77yD7Pmz64SLu85///OLd7373NM/AYwx55gKS+Hk3ssfErHLeA73uuusW73znO1fCRZaLb/OWF1S2kbzxh8m8YUAe+vhlFQx8M97kw3O8sZ8y3qCRUzbiZ9k52s2FIPspgAyQ7R+E+pFnHYzcHB2aeXvXu9418oY8dHSImXHC/kKf2yb9IqesemDlKHeQh555u+qqqxbf+c53hqjjibazogzvQJM3coiu/rj7xzJk/GF585vfPB1D0EOGd3jZz3iflbkGgvrWxdKNT7o+rYONUZo62OigXeiUlRGnfKets8s8Gi78yRvHOfYT9hHHO3ljrgJ9Zt70w+oTHCMYb+QtfdAuVr8gb7xHzLgTkGPDB5t1+YeJzQv7KX1+7bXXLq688srRbni0HWDVCvYXxgvHd9u2KTZtbyO7yc5Zy2MS3LkKNVCnmZqUa6CsbNKYIUn5IJA+0KdeE97GrEv8rbOrXmLloRFTnRzW6u8Xa/qdazd87MMTKNcBYtDgGw986m7KU5eXstLkWx/C9aMd+eiyAcRE260P4g4/2q6DxZKVCGpprmXt3NNWB7lRrgPjsg50S1aoMA7cqC/NuryMS96cbK15uqwT9pidWwcHzgwrM57rDvTy2c9+9hgr2pnrD8cmMvCVIY70S13a+973vuWxmp1dF9qjrfoX18XQspZ1WtbJf2qv7aul+paXXnrpsk6as7rkrSZbLF/3utehMukby2c/+9ll3TFc1kXXaDM+yXmdpIa9OjEt66S8ZAa5OsY+DO74gw3bzSoLtTTbsg7+wxf9bpvBrPZSF/BLVgYB9E8ZG+9973vHagDkLfUoY6vnTRtph7J1cB/L0IwXfQBa/eFY1jKEU95yzOKfvNXEoLFigTqZtytqZrjjrbeb3MNjBQ59GyO2WA2llhgbeXP/sM3guhO6rAvgZf2pGfraQBeoi+6N4419kJn9jjd08M9Wf5iWT3va08Z+qk/bTt3x9vrXvx61Sc/4weZBrO253LP/pO5LX/rSZV3ojBU/cpzim7yxHzz3uc9d8T0XR9LWlfUrn7yR17pgWxlvtp9VKGrN52Ut1zViNu/YqQm2S1ZwYExm3uw/VtRgP33jG984tVe/5oc6QD1z1ePsdeNQdxg5YSdtUzbflDm3WEcHO9se39LuO97xjuXe3t6ynqSttN1xT95qTfslK5OkHuWapLl86lOfuuT4S976Rt6wXRfHo1ldP+tD4Az84BNgFasLL7xwWX/MVtpNn9MOjm+sZvLxj3/8pD63z4xfm9bPQDPOuAuufc/pdYBrh6hxcTtQd4Mqf452u9Z2JW1ptwblZF9aWkp56UkzJrEy22L0asQNcW2AAfGotB94xA7MySXNsriZWrGRMlnWzxxN3pzddTTscDeFO2E333zzWMvWPKROHRDG40dmr/MYkpne3DXIOHrZemLKWefuQl1ILW644YaxigN+BPNaB53xigJ3LFkpgrs8+Ae0pY51/SRWRj3uEvJYjzsE5KBOLikyyugzg5o2sy41r2Mcq7uxAI+he94cx+ZwLm/EXye24beWAVvUxe00Mxy7xowN1uDkLjEY23OPl9HZFrAN8PieO5Bf+MIXpkfZxgwfOe7+cKeVFVnw751cZpLzGJm8kQPyhrz9hT5A3nhFgtxxl2lvb2/Q8aOvbCtM6vLlDaUTP/jCL3d+yRvjETlAm5SJmf4iBvjmjaccjjc+vMLYSj10AV6J4Q4SbaW/uLOJHR6lXn311St5Qx6edswbmHi9k8urPTyGdrwxBoQcN4xz8kb8PP2oC7Nhn6cTPCFhP+V1IduNDX0z3tClv8g7ry6xnyag5wZdO+KUlc8rBz1v2tA3mLyRc1a34I4wa11rQ/k5+9J6DNSxlXlzvKmjffzin/2F8UbeAFZYIW/1Z3PBWrZzQN7IN+MJG+TNFSGUJxbGC1tvS49bHXDKplyWle+01NWWWJ5YG/JZmcW88WobeRP0A3a8kTfHG3Ks+kCfM+bJG/2b4xQZxnDmjbvnPEEBjEtfg3gGfvDHHWue6H3xi18c46G7RYb9k/MJmHawn7JWNzAXc9Ky3G3fWevn1wGuEV4793SHgLJA2Q1alpXZBasPTqgD0cq/seSlTupZBtdAXquftubK+O7+0yc61JHBD1haxqANdYfQzI+2lJ8RGSTtKA8GxJSxYTzUdwHWHa2ddlorkXJutbOv3N3kDlBdOK24yBgtrwisqdSBaqzz233MxYMMd5muvPLKyZq+MofrctHptWzaWN9Y32LbTr0O+Cttv/zyyyfff/d3f7fCMz5ixEa3x13FOiAP/TpZL+srZ1OeU3bOL3Fccsklk28K2f8rjC0q3KXLGPFpu5MurT7gMtYSxTTrGrO+ceoQX73zukJTF8wdV4F+qJPxSvz2IzLweCqU7ZNfF3djXWd9gy2nP2j2HXf+hPqjNe4aqydWN/Uo05d1wTv2LWJgHXBlxfqxDtZuvQ6xrA9WDPf1Vapxt185Zajjhw1a8nkyIrzpTW9a4c35RVf6Xt2Z++pXv6r6dIyYy6s0sPuSNAzUayZT3owPP2zWwdmmugCZfG8q4KdvKV+v2SzrffTJT/pIn0l/xSteMZngbjhyc/GmPmW2+qM38mZMk6EqMDbrgmmKl1x1QM9jDeV1oP3EyFqnjB3ONXle0zZ8AZ1O5w5ozZsYfeKYsI22u9Nf9apXaXJZX/M7aTw6Trsdcs/d+Vqab9K/Iwus409MvX3GnWOFcr0OMe52Z8z2gzh5R7HMHeBz/h3gGgw1RuooUP/2quOnf3zSB7N+el36NhjbtbMO2zVAhy/tUReQA+ARC/XaAWXPYu3MMvch4hs/GVu3l/UsaxqadGPGbtKQlSYdmjmHZh7MFe2GnvLoJGzipdy6MvEmYM8+SDo0N2RSzxig2UZ0laeMjLbTvjRkAG3Qdn2A3cwRstq0DBbwgQ4yXcc6MtoAC8aXNHjYk0dd29CSDg+Ysy2ty1snNu2Bbbd6xy0f7Dfjzfi0ZgzIyQcbh3xo5pD9Junw1KdM/AA0x/MgtB94tl15dLCd9praqCpnHGJl4RuvthMj71iBnjFbTn3t69f4pGOjAzLKK6dPbFOWDqauz66nnHR8QZOevrVNP5l/9BKopy14+HejDh9bc360Jw+sPWOinnLZPmXA6UO6tsDmhJgAZaBr/zjn+C9+ErSVNMqpm2VjgtZ14dkO+WlX38asPLLSUt4yfCBtSlNmP1vwATH6lK2L0y7xSkcXHnGmnnTtUZcvTRvU2c4k6FtsTD0GYxYjZ38ha9xeF1jvdo5C/Zy/ALbDGQy9ox1IdnTnS98Go8vWbaKbAzFtpb8en3a0m3q7lFM/fWgfWz2OtK+cdqynzLqyOmkf2axrT1qvr7N9UHr3YzxJp0wc4CzP+Uw9dTwZW1ePOluH7qfrpbw21JnjdZoxJj3L2/hDXrl19uADyc+y/CHU5KQdFGM77VtO/+tsK6OOcr2unPysU1Y+6XM09ecw8uhrQ31kszynmzLqi5Onrjx9pn1pKStfLG8OK6MPZKT1cuqnvPTUkyZGnk0Z9a0jJ20dRgZ5N+Wynvs08gBy6ec49WR/0rusfsTr5KB3XWU71laXl76ffMpleU5vkw952GCj3mnYlKZ95dST3nHX2xQrsvK7nv66fS6O80JePdvS5c9U3TjwR9l2WTeOObo022BdnaOIb7/9eBRbt0+bcnA7oJOGetYpHwQYSBwg10H6cPAZDzry9Z8DM8vr7M/R05YHb+W6P+r6ST3L6iFjO+Vtagd68Ltt48GGdsApR9m6/nfFcza6TWWkG0/GDY86IF9a16POclFgZdGjrmzejZAuT1l0c4MOaDPjSzn52Eu6PrMd8rGrf/XB6sAXoKes8vLB6UNZ6NjTJnS2dbLIbwvE4KaOcYHxqT/lxMhnjNSTRx1IGfjStDsI8aO87U15ytoIlakIT/2JWIVOM058CNLA+jbHyoihYzNl4Wkv/VFWVh/IKjOn0+0iDxhP2oFOXciyvuWB5cPzeCJfu8qAjdOybdeWudKXWHnXmVUejEy3Az1p2gEbT/K1D98YsKEsZelJg65tygK0TZA2Urb3H7weJ7rqy09fyLMJKQ8tdZMnPWW6b22KM/Y5fW3JS3l55rXbhI58HsfTTsam7pnCvR347TTqbvCJ3ZiVBdtXtg3Zowbn9B1gO3uuU+30TTJzepto62wx0PAnX6wt62LoWVZuF9z1s75fWb64++102uZBA95cbrP92KMuzbInsm6/+99U1yY2tCMt/VKWnwdCad1Htq/z0hbluUfntrHLQhfwbT3jWFfuesi5yQOrj23aIU1f1KXTB+Yj+diwDrY8jMUPdPW1q/+0oQqy0OUpix3LKaNex8huOqAbrzbRp2y86LJl7PpQLnXlZZydT92YlO84dSxjM+PVB/yUsQzu8tbxl+WsS1cfrE3llLEOnzZBJ1dzoD11wGnb/lRXn9hkS1nr2gAnrdtIuSyjk3XKnUZdmrLS3KeNVf2sU0be9iUPunVtpg/Kc6COGBnKbNixnjaTRlk5ygnQtbNpnCLnayboz7VPO/Api7M8iPWjX+vKJp7jJU0bYMC6/qTDy9ioCykDzTrytLHeUx6i2hSrvytO+5S1N5fPOdvIdxvWkZcPrdO1B12/WZZ/1PA5vQqEnbmuox0IyoHnaMk/aHk/u/vxD+p3nR7+5nzO0dbZgE5u2YC0meXBPMG3DFYm9eXvGkfqMfuXGdTMHmcDtOdYsM5s+gc+8IFjrVNnxqcty8bYbVm3Lcy0xyczkYljDvRdk8iG7/vf//7TzHjllbEu1o91MXRWCmAWMDEw01xIW5ZZz5b1XVk7kjVDAWbZM2ucWdDMHAfSn2VywUcVaumsYcO1YZmlTbtZp5ODeoJ+obEWLOsI4/vud7/7io85HfsMHnbsi7TJigT4ZiUM8mCs2kvZe9zjHiPvLJbPKhjMmqav0GdtVv10G9BZX/PCCy8csZMDZUchfowxSFMxYyFP5I3xSt5sqzhliZWYzRsG6Wu3ufGW+qwiQJ853tBnVQh8g8nDOsAOa6Oyr9RybCNvrkxB3nK8YQP59E3eLrroouGbfQ6e+ynjjjYon7qWyTXtvuCCC0YfrItTunrWxdDJLeN7m7zxh3Bvb2/4Nm/dNnUAu2xAynQaeaPt+J/L2zBwwgb7Fvspvh1vmTdy38F4oPOxHfqcvLHPA8nPODvPuMXr9OQP4zP2pSfutuT1eKSDzRttZn/vkDbJG+ONMeOKKawA4/Gt5y39UiZv6NZk2bH6B77SfvdNDpJvTqRZT73kWQYrK4067XU/zdUvtKcsddZ+Jnb2074OMnx9dD/wjhKcXwWierhOMCszTos0Abz6Z3vSDO5J4Hxh3wyQPzbAfOYMX2hsCVm3DEYv7aXOLmVmNteJZfngBz+Ys9FJs2frbsc0m5a1UZE3DvxQzrq+iU9Z4+1yxM+s6uc85zljDdM62IwYiKNvj370o5d1UBs2sX2qgO86wC9f85rXTO3GP+0Fs9UJfeC6mFn+27/928qMbPTrAnL5kIc8ZNJHni3zSPkFL3jBlAvjpg3XXHPNtP7wurbXyWlZC/iPPKkLJpfr+l+eGF+Ze3L+ta99bVkXCSuxGoN9TuysI0o/agM7lFkTOtuZq0Bo5173utfyRz/60TRWM/4s93YYN3TjpkwcbKxNzLqmGSc+s+9Y87W+cDdWlDBfxE3b/+RP/mTIEr8b+sYNZi3euoiY/GODGGpZrWVdJEx6mQNtMAbqYxGzeWO8Ead+wY4b/bOGcS09Nh0r8EvsdfE/1iBGDh39Zbuxx3hjX0HvVAG/5p21wjPuLBNLLSO1fPKTnzzy1n3bp2A2x1SPT750ZVmhAH/r+hweeWM/pY8B81Z/lpb1Z+SkvJtvdClfdtllIy708JtgHUxOrCNDWV+2G5oyWVZOHvrQ2JKWZWR2AXTtt1e+8pXTWLG/HDe2u750ufzJT34yYsCPMbI2cF0cruQNXcaeYw4brA9Nf/Y2zMVMbMgJ1HMsUGcDsqy8dH0Zq7LUscfa6azzm31sezMPV9aqQuRKe92P/nqfp9xRKJ/z6wDXoBhQA2b6d1aD6qR/WPLB52H3DGTeei5rRxq57zLdC3J1AJrIKT8Rtyjoj3f2WLOTz5nytSD6HTA+7r7Wxe/4LC9f/JnzBw17qZdyxGtdv0O4frjbgn/WG+VOTwJ38mpZm8XFF1881qJNO8hpM3X2K+u/DuRj3Uq+GFYH+3Fnr+s+4QlPGP756hF3Y/GnT/RZM5T1M/m6l3njfTiAvD3vec8beWONTPTMEe0g3/VBh7HeLl/D633K3agXvehF426iX4JT3zZkPEnDv3GKoQHUyStrX9aBf1EXDccZJ3jw+VTo5ZdfPu6o5ZeS4LERD3eLWJOWO6IA+aANxMFncek37g6ZtyF04gcbCdRtG3T9WAZjm41888lh7lKRtw7c0Xn+85+/qAvwaV1SZLBJjI431gLud7ew/axnPWvEf6zWfM44KXOXiC9I1QlxypsyxM8d81r2bXwGGj/EC5+NMnlDn7zxBIKxgp7HWsZ5XaCPJw15Rwp9ZBlHjrfMF+3b29sb+ymfgWbsGZcYmW1B28ZN7IwD9lPyxh02AZn6sMDo7/oYxXhCY7uxAz9jkJYy2EoZy2DkWM/YvPHkIgEZxltdoI/9ifEGQGfj+EbeoPsVudRnjev607CoP7Njf0YHyBxQ154YWkK2RxvKWkdeGvbNRdKU6f7T16aythjr5I0vE9aHVcZ463qXXHLJ4o//+I/HeGMd3IzHvDEOOb5p17jI2wtf+MKRN9Zmh99hjoZM0imbO+nG0WWzrqxYHrY4vjFeWBO7/oTDWgHu/NYyg2M/Zc1qbOAz/aIAPbcVI0eowh3gc/od4N6XfTBQBxxsfaB0/fP11QxkvswlEpnPVY352iZdbc1rzlPR4cDHIzAOeFxQ1D/o6UAA/1hdCNTXghZ7dYJdBxkXMuixcWK3DF05sGUe7bPwPL5r3dSJjjyL2vO9eh5RIY8tQN2kDcYOP9jilQYO3jxe5eSuPf3Uer2L3/u93xtWpemCfPGInwNu3UEZF5PIcKHChSV54wJ670TejFl9PiPKiZsLSHSwg4wxPOIRjxht737RlybutqFLy7K6XJw9/OEPH49KeQ3FfpLP53S5GOPkJ20U6ge75I2LCvrLD5NwwgVo+6Me9aiT8mY8YOMeCvUDTT68jDnlKfN6Aht5ow8A9ckheauv900n1SFQP/rk5Od48zUOZbiQY7zxCoPxyAOTN+xzAcjrCB3uc5/7LJ70pCeNC21jQkbf/JEiX/zh4s8kOeNiWl+Mt/pC31RPXfrid37nd6bxpn0w9jnhs58yrvTX49umbizpGxr7oHnjVRQBX1zY11Oa8cfJuOQbH3Lapp86yOt06vxRNG+MO31gk43xRt4cg+hAB7jw5bUIgI/vSB+E+uGT5eyn9Iexpn3l5KlPXZBmfR3uct3mOr1d6fohb/U0ZHzMgj9FHcgbf7QB/8Cry0Uk440Y/7MuoKXbbl4zIW/cBAA6fxC3+HEsmItU6Tatg42jl9HnFb1HPvKR0+s76mmb43Y9rRgx61d71pG13PW1c5TwT3Eb+Kd/+d1HqU07tYXOzg6nDPQB5o7iwN3JyTkoTB7JGflyR8rckhLz3tOTdHW6PBcc2M2Df7ezrk5c2CU2vyDV+5eLM058YMeC7bDe25f+jDvbkj6wwUU379PSFgF5Nv6hcxJTH7zJn/qbsDaMn4sZ3pvrdrlLy0W4Y90YsE2ZDT30KQvY5eKMCwPytgm4AM07aspyp48Lsv2AmPEHiClzYQUwLpKOPLHSJu6A8o6nsdtOLrbwrS58bShLXxF7PXKe9PGHHLrkTR3o6ikjjXgAfCufsvqGR9mNpwW8pwhIQ8a8mRfswge0T8z0WY43+MjSZ174Q+uALfLWn1Yghx76xkoM2GQToDHWGTcJ6JA3LjyMUzvIUUaX/ZS8A7abMn9kueNne8Hagb8LYNfYjQFM3rjzLk+b8PBt3uBjw3ZTNhaxuuA5f9KRh09fMVaJAcAHAJ+ckzdo1M1B+vKd1qShv2k/xS+ATi9nzPpbJysd3KHbhd9j7Dr71bGpDfLGeOMY28G8GQPYPlOWvOXxTbvkLc8LymuLeubNmNRXHgzPMdX59ilyyZs7vukDWcD311MPOmOFts9B2qAMoJ/lOb07M+3/fvT0xTl/AUwH0snZ0Q4caexEfAq1vgg1BoX8O3PnH3bs5pRczeXL3MK7oCZgzN1xTBv2k7bgrbO9X9u0q408kM/p4gdZwDIHKDYuljx4KiNW1jiRB5QflfaDLps6sLWnKLyDAjFob1Mc2NdPj0n9XfjKYhd968RD2bp8sLCJp4zYWKnTPnWhm//uT93EqZfxIiOPsv6SBl1IOrIAtCwrm7jzradMluErY7ut9xiynjY2lbE1p9dzahzIshkDtq1rK+1J6/ropQ3qHXoMabfL7ldPX9qZi2nOTsrBp26bqWtPTNxcqNFf++2L6CdgA319UGejDuiDsjKUt4G00ctZx1balpdtSb7y0jJeebaD+i6g795ubCSt21RvLib0HFu2Sfm0k/Y7P+2qkzKdnzzlE8NXhpjwrY0ul3Elb66cNrSvbeR3sTVn/2ykcQG8+TbN2Rj1IcRkR+cg4B8376x5x4VvjNfncA/B+7lj0h0270CRex7r8kiJMnc+eZzpTijuOyD1Ttslk+h6cENPW/pLWpbhKyOGL0DDrm1Nuj420VIGW1nPsjZ2xdjArrFr07o+pWM/dSgnT/9zNG0is015kw142GDjzvF//dd/TXdhyTd87jozdrijmP4yRvvcE1qPrcegT+hzPPSli+d8GwMz9IldQBY97s4Qe77LqQx4zrY0+MaZ7YKewB1cXrnxbqI888adrU3AKzP99QnyyV3QvXrlhXjcsGNMlKFvyottUcd66sKTLk55aNLROwigPxfnOtsZE/7Sf5bnjgnIG792Ugc+kPEkX93e5ynjO+NJwyZPKnilxrvX0ID0dZyy+tvt9Lo2oHPu5Bya4w373DTYq/HieEN2P7+rUZxc6zbwyVjv77ujyWsRvNYDqKd/6oK0Xlcn6V2PfZx9vQOvKfDamfL0HX7YtEvMHt/Q9/jG3WeOETyh67GlH/ZRXtfRh7yf+ZmfGX1uXbzJljJHFZ/TF8B5MnQgMmigc1FWs0nHBAIeOzCokFHnqA6I09Uu8ugO6A6+bke78cYbR56R513DK664Yjog5ME9y/aDPraN2xjQ40C8Dubs2g54bMYDXZoYu8RIHUi/g1A/8qyDkUMP2+v4yM3xoK+D9G/cczbkIc+GDJt07Ket7AftgaEjl+1QNm1RRs42Yx99fShLnQ0e7x4zUY6Tq3LocUJ9xSteMZYmUk+f6EEDrwN5+kKeTb/oWVYGHfW0q4z11PvGN74xJtEoQ3zo835xzfofk/TU0wd1/egLXoJtgw9Pu8oj+x//8R8jb3kBDp3Hoq9+9avH5Bjjgi5I+8QnPrF485vfLHlg/PKuKbHnxRT+0TMuhO0LaMmHpw94lsGWbT/1BOjux7YdfrY75deVtbtOz3wSX8KcvDErhwwxpqwyXNQI62JAT56yYGORr01lqH/1q19dvPjFL5Y0Yd6T/eu//uvFXl2IqgemndjVZsYsTXl51AHr5oqJWPh2+T6dc5OD8caSfYK61LUvb1ucNphsyfn729/+9knqTHTl3W0h9aBRpw2bcoFcj9M8kL93vvOdi1qRZfwp54aPN32e/vSnL5797Gev9Kf+tUfeOL5xEatN/LF0G5PYeC/dvlcHPkD94x//+OLtb3/7cUL88pSVvKOrHm2kvM6esYWZI1U8vw5wdScDALCza7mkxfvf//7FzTffPE4azMDlH6VyQ/j8z84ZML/ubBrgfSv+cLCWIWXeYeIgyQxsZNFTN/sg6do6KNZ+2uy+tJ0xqads6iuvTMfy0WWTLx2ctHXllN+2jK0es/aTrj3lM05pyPQ+TT3LYHS6n07v8vjU7y233DJeRwJzh4dx48ZJj/0U+0yO0pf+0q4+xcr0tmvDE4V1bfW69I559/W6665bfPSjH13ceuut03hnzBM/7yty54c7wNzlSbuUBcti6MasDDj5lD/72c/umzf6kMlRqYst7vx++MMfXlx77bULLuCJl2OieedOH+9LciHN5KPUxybxkT/obsZM3bI4adkWdcGA8qPSfpRp5H2rqUcZH2yU3fSbst2wutDVozxnL/nK68N6l0k+Mh04jjLeavm8xRe/+MWpr+wzxhtPUnzykPrpizKgP+vKKytW9nOf+9wYM+yn/FF1nOOfu9Lsp/wpYD9NSDtJ36ZsjIzRq6++esGNFVbZsc1ibmix7dXFP3/a0LNd2rDusR7/0no5Y2N1mfe9732LG264YfG9731v+M628y47eecuMPsLNvWJHa45PvShDy3IH39Ujdm8cRwhb6ziA2RM/NFwP62lC1d00ef4Qr9zJ5g70QI28vidMaV95Y8KPr8OcI28OjBPa+LV4FrWIFrWckJcEY+tBsDK+n/Sz+Pb1xPdlAvyx6YM5dqB1+YUXj3CHmux1oFjZf3E6q7RX/Vvelo3EdquYJ+D2dbZk7eJj2/k6j3xlVhTV31obOpYhl8H5IkHH5p6Q6F+Ul/arjjtrrOX9CyjazuhA8m3PhgnfuCnT3nqzbVRmj6o10XWslZfWF5yySVjPNUBexpXlh1nrFPMmrI1aUp3I860a3kSqIKx9tio0+7so5RNG72MHHF8//vfX1544YXTMcX9oWPW660T31ivWVs9HulgeWLaxSavTnrDHnkjT+kv903K9fRlWTPfR66Hgfqpx7hjTeZaVuok3cw7+y3rJLNuL3lKoM6x1bjgGa9y8Bxbnd9l1YGOntiy/INgbAlpN2m0x7Ygo47l1OsxUaedqaNt8SZ9ZOSDsyyv/owsv/vd7y4vuOCC2T53DNDnf/7nfz7OeXXBPMWUcWizt6P7VYfxVhe8Y21k1kh2n9Rn4lr9Y8jWDY8pn9rZFRNPXVyOttQyZSedX/pYZ73uulBe1gXh1O7eNxkD9tcBPPqU89Vb3/rWaQ1i285+wv5hvVb0GOuh1x+Bqf84vrHfsxY3cu5b5Muy+uTtJ7WGMXmzH+rP//L6669fHjt2bPJjrtWjTvkNb3jDWAc/x6Fts53gPN7JP0r4/DrANSKAGhRjq0E1Hr/fdNNN447Gce7xX2TOw24ZIGe1wwwlyrUjr/zjTZ59gHAdiMZjbt6h4jGZjwm7/G7R3C6tr8TYZoMG6IuYrSd/EOPHtqmvbUXqgDL9y9bOOtl1dG2BlUnatuUeq23FpuW0pS9wbshYV17ZrCuTPGnKJZYHNlesZco6t1//+tfHEwLkjVW71Gkbdzl4isM7jqz7qz10stz14dvfKauOuPOoz4H266Mei5e85CWLH/zgB2M1A+noaBMMcLeIu0gstzR3N3UI1Q/y2GHrNmwD9G9961sjb+SDJyv6STvSuDNXi+lPeUOGu1l1wlzcdttt466ZvuDp2zJ3+rhbzBJ/rEohHWxMlLWh306TD70DvGw3dlM+bXbdTXVsCtpITFkZyrmhl7lgX5dvfGkbXkLW0cUWeqmrDDx96QNb8sHcfawPNYzxxp1gefpUDzu82vfDH/5wwVJ13hVMeWVTN/31MndfWV+Y/ZRVO7QlVp664421ddmgEZMyo7DlD7qM0cvr9QbO33Pv3yLDBrAv8HoE76+zvrZAzgVlqWdZPth4uatbH3xZMFeIu63S1aMurS48x7rSdYE51u3GJ/li3Xn2V56opO20gSxtQ56cHatlJ6HxygWvJ9Uf2Gk/HUZO/GCDjRh8csaa4XNzDvSnTto5SuXz6wBXb9rZ7LicqHhkw0EBkOfAHcQtfub0NtEwuauPLcI4YyK0zfiz3ANQRtz51OFxYOBigck5PCpiXUYuCMzhnN6utLSFT+Oei01e+ki5tJUylOWJO9/6nA95pxNnHNkGfPS6fqGrd7rj1F73oW8xJ0su4ri4FVJXGpgTEBeST33qU5M8tWGFWJV17bbNyGe561vXjrJi1r/9h3/4hyEmTZ2OuYjkhMYrBQI62pY2V0eu2+95S36WsUfO2J72tKfpZqwhywcB4Hf5SagK8Hl3kcmsPN5OSL2kZ3k/+8oil5B6+/lJ2bSzSW+ON0fLmCgjw6af1LEsL+Pqdqwraz2x9qQx3rhAUif5WUaeiyGOsy4xp405nLra7nK8GsN7x1zEzbUrbfBnyX016d3mtnV8clHLjSwgbWaZuNi/eE2AD6gIymTbLMtDdo7mOYsPpsyBOvB4DeKf//mfp8+8QzNv8AR8ope68MibryAp++Mf/3jYVDbjRcY6fGLkNSsuxNeBvtfxjwr99r87R6VFO7aDf9wMOt6dYQKNL+znQHIwSNMFdDdpYE5g0IWUkS6ty6pztmHjJa5tyshlvii7wUuQLoZHmYMEEwZ4H4p3n6DJG4UD/KQPbWmXvpAvTZxtliY2DOqdBg9dbAtzfY5e+kC229M2cgcB9buusXV/+kk9ZZKGvV7Xxzp5+equ00854lHO2JKftpSTlnLG1NstHdvr7KedXla/07OOzJztpM3JwIcuWKYNlK13vjz0u40ua91YxNruWHmwsklLOrrIsGlHWepuSUv9Ts92pz3tJA3drHcZ6sa2rh3GMsdX1xjrcffUTu/oGkPGIS2xtvST8pbhpV39ygezaUu69f38pby20dWuNGKYgx6betgAxFlOn8kfCgf4Md6uqp/u2xilq590eJvq6GTsm+rmzmMQtgHj6/Tj3Nv9K6eOcemfevevjU5PW+ojS1m76h41fE6vAkFn1rt5ize96U3jDg2Dzk53J6YO3To6yjmIoSVI15YDjDqQ9OQlPe2dDWXiJD43YjJ2ytCBpA3Cjj/a1w74yiuvHDNi/+zP/mw8pkMGuj53cZE62U/SxdikjB9jgdb9KoMtyh641IPmhr4gX3novPqhDTAA1r+0HsMQ3OIn9YnXcawfTegz/epTG2LswMt2mAtklNM2suk77SJLXZpxURe0Jy39KgO2bcpDQydjg5b8uTq0bSBj3iRvG7vf1KfslrbUSVn42sy2Kas+OgnJVx8+ZXnY05eYvEpHXrq60vSX9uAB0LAB2E+U9Zs20w4yCSkPfc4X+ubFsaKeOmlz13K2w1i1gR99yjOede02JuWNlXq2D31obPpQVv/asA6Whqz6tMF2JF1/ymUdW9kG6h20BZ2yYAzUtZ20lFVnV7zOXsaUNtOnunM0dKQ7rrRD3fYgw6Yt+wtZy/A45tt/2gHbH/KQ1S986Pqwrl3lEhuHNOpJ05824UHTDz6OItx+W+ootm6LNvHIj1cfWCJoDhwkczxonc8Agtbp62jr7J6tdHcg4ssyddvY6fAOCtiqCR1jJjOzWBN6jpO3X9lYkevxUk+afpK2n/3OT3/wtKlctw2/06x3XW1sg3scqYN9fUDXj7ReV7frSRdv8pk2PYGoty3WvnFuo9dlbYPxbGNjTgY7xgM/7XWf6qe8NHCX11anU2eTL+62ut6cXOqsK+tP/iY79mn3ra64861rW6w8WBnK8LtM0lJWXWldD/5BIW1i1zr2KGd9zocyxp6xSdOW+ikjTZn0l/opl2X9Q9tPHtmUyTjSb5ZTXh/pfx2ty+xXT5/azPj200fWi8Kun7YpZz199Lamz9SR3m1J1+acjjIdI6te53V6t9v5Xf8o1c/5O8AOOjq9d7wDwztzDip3DPnqUecfkwd96QwYdTvNf23q3BkGl22wTebDdva87NImbYMzn5TddrE3J4ttYs5/t+nXdtguY0lb0NSBzmPPhIy1y9qulKesjZRHNiF9Jn3bsvr6Qk9/xmwd3P13eXLYIWnaUgZ76Vs6crxHhy7vJArqgwExcpTtI+XF0JWFphx6tkm+GDnLykDbBpRHH1/U2aizWcbWHA+6vlOGMqBdc4sPy/CxSV5tJ/UE6/oQqwuG5maM6snHPn6Q47godHvoQTMXvc+NvetpTwyfzXiUN66kd5719C0NTAxgNu3pd1uc7Ugb+jE+7VE3f/qGN6crf50P43cspI20aSzGIE+6MapvXT7yxqAuGLB/0TFey/DTJrLStK2vtD+ETuEHm9jDnzHp13j0D92yPDC6vCPLBGxjg66M9sACPGTTpzywfsTIMxaMUz/wtWPO0g5ldaSjA834qLshk3TLYMv60x4495ukH6XyOb0O8FVXXbV473vfOyZvcPLNAUEnMyigMZAcKGIHATI5UHLQKaMN62BoaWtOJuXPpjJtFCzbHuti5bbB2uiy2GJiDbN8mbWaa7x22W3rmXt0jNd+4GBi/0PzQJQHim6j17vd5Gc5Y8441FfWAxx1aam7XxnbXbf7s53KwddvxpP+s2wM2qWuLXnKGw+Yjdyac/WVZb1S1qhl9jYTd9TRpn7ArELALPh73/veK1980pY66SPLXU75TVh9MPraAPPlJsYsk5N44iQPe7QXUO93f/d3F895znNGG/oXn9BDji31pGEHmbTP/nKXu9xlTPphhnhCymHjnve85+Iv//Ivxwcx/FIWX9VjNQomFvEERl9gQZ8XX3zx4g//8A/HhFVXboFnnyovThvQss6Yo566jkNswnPTXrYHmnHJB6MjvY/1lNumrC1ksckfAmjW9TMI8aOMcsGa2oSubTdO6ui6qYdsAuOmlq1b1LKBY5JZ8rrsgx/84EUthbb4jd/4jZO+MJaylDNubFKHrhyY/ZQJy6xUwH4qD3niB9T7rd/6rTHe2E9Z9137qTMUtvxhzLHyC+dyVlLRHuppEzrr6LLqwoMe9KDFz/3czw2+8siyGa/62kg5ysryoQr2N+aupIzha5e2PvOZzxwf4yBeZMkbH8Mhb6z/C00bqU+ZD2FcdtllY4UkVrFAjjWFWcWDiaisSNHB2GnTU57ylLFxPCVn3Y+66MhTX95RwKwCcU5fAL/xjW9cXHPNNWOHoUN7J+cASH7KMaDcURgsDhgHSMpK0xZ6yq+TS52zrZwxZ/mgcW6ywcn3X//1X8fJ/L73ve9BXeyb77k+yX7Nvp6LFxrynUd9jpayjoXeOPU8Ec7Z6jq9rm1tdb50LzKynehaR0/ZtCEt2yMfnvyuD93Y8JF+Up8DPMsVMXubi0hOFJzotIcd7hxzscfXBDmpexGnbzE6+oTGZm7n/A8nW/xoExv6AnNi+tVf/dWxugyrMjCDW1COi5a73e1uiyc+8YmLJz/5ySd9zhk5Nn2opx2wMskjb7/+678+lpziy1Lkzyda6vIHnpMveePiO/P28z//84tat3RMDmalAPLegRM/F1DPeMYzFlxQ1fqvk4i56HFbnwRPFIzdcWibYCdtTk9deakLTZ/KUad8kD7vtrBPfNrsvuED6h2vHe8zacRBudvIunpi/dgm6Iw3+pMJ3Xwchk059Rhv7E+Mtyc96Unj4lfeHNa+sYCBtEuZjyww3vDJfsqqLT4p0AYXXcRX69mOSc6Ot/SrbNI2lYmHzzuzn3Hnlot/VoXwwzjqIsfF7wMf+MAFc0r4o4Av26McNPsD2twYyRg59rDkIjFw4c/E+rkLUT7DzAX/s571rPGHU3/mjePDuuNbzxsXvwKrOrACC+3mJgH7ecaHHH9kuTnwR3/0R+PCH3ubIPWzvEnnzsQ75z+EUSeajYtGV2eyl4+tBsBJsvBqx5gWuVYmcepbBiNTJ55pkevknY1l22TsthssDRnq4FNtg/4SY/Ov/uqv6li1HAuA1wlnlHf5QWeTXufXwXtlgX59IQdPecvyO1YOvA6wwQYon7LQ6qJvZSH95G8qo6vtOTn9gQFwnUhmF0NXFrmMmXoHZbXb+dZTTlkw7ZVHuS4el/VJ3uXe3t40xhhzbPUp5GU90RkL0hOXepb1lVgZ8KmCttKONGKvE9vyLW95y7SP5H5S67Aua7WT8eEJ9NWbiwtatknZ7jdlyFt9yW1ZJ8px3KmT37Sf1ol0edVVVy1rSaoVu9rjIxZ193pZd8xW9nX38frE6vThkW3ixS6xsQHGn7qU4TMGpXc568PIiR9p2fbkU1YGfDoBnzlesW8c+gKnjPyMAxnaDU/otqizJaQMPmo5z+XrX//60Weca+oiberzX/u1X1vWF+LGeOt2sAnNOPUBTdksdz48PszwsY99bMlHHxjneV6oC97lBz7wgbEv62vOnna3wanPxy1q2cElH7vAL2Md7HitT0CPD7YwrtWjreZbmrj7lw7u/VcXn8takmz5qEc9ava6oO78jg9e1MXxSf7wQ97q633Lupid4jV39UdzWesMz+6nxMLHTPiYRq2cNHTVo930AR+6ue2226YPaMy1q7fHtnbZo1DnQxi3v2xXWToXoTrypGbXYJn+hcNEZpNc8iijr94onLBRA3LwapANcg0u2Wc9zjYaLLRO73Vlt8Xkzvxry3yKpW9rc06O3Osr+fqQRt1+kwZOuSwbm7S5evfdZdJPlrGZW/L2KxtP962e/Kzb7s5TBiyvt4E6G3w2yt136iij7eRJIx4eH3IXg8X2uVuCHHSAO4/3uc99xie0qacNyikLHzD+47VT+7UN+tUadGLkTtcFF1wwlluUZ05Y75o7ctyxTX3LGadlsbbA2us88sYrDvWVrHEXF7vK8PiVu1J8ehx690leeUzMHWLuVKmnHI9S9/b2Zt/dJibku451+ELSLNu3yEDTpzpi41YvZaUp2+vSTwXjH7vddtaNnTYlfc5vl1FerC107XPK8rmrzx0/1lB/5StfCWsFuFt417vedXwIwtwhoD7lzH3nIZd6lKGpz93Je9zjHosXvehF0xrDxAlw95kPHOVrD9BtkzagbQvGg3z9ER53grnLyrraxqYtXnsgN/qDbuxJkw7uNqABPVY+ALNX+wKvA/FUBECXjXzy+gJPVOYAGfYvPlDx4he/eNzFVQ959lPy5h1z7cIjDj7rjO1HPvKRC57K2H+OD+6O88qFuUJf3VE4Ycdy5yX9qJR/iqvgn/7ldx+V9uzUjksuuWTx/ve//6RBjBEGh4PbgQLdwWMZDJ/BBk5ZeADv0XHA4USCPhfAc3LHpc/+354XvjbE4zbW6j1VII/YZ6c1R9T1ecUVV4z3n6wfxB92sa8v/WBrnd05GWgpT12adA/6Hozgr/Od/pHbVB/MHX/0TWyOV00Yr/XE+8UCn00bYPvPHGNvLheph4y+KGOHTZr24QHQU9+yOuoRQ8ZzXPv23273ds7uJX2Ksa19//hycQIgk2NBGnR1sixtKMdP+uo5DrGpWHe7hl8egWIzfSCkDXhzPtOf5d4O6mzaSDv6k6aNXicWaZQ7pB6+qK8bb8piY5PN7mNTHZvYAltG3nL3Ax1IurLQ5XcZ6h3MLXTLtH0d0OfY97F3+tUGGBsZR7eXscNDVnl48teNdfjGqa46c3a6/13rxMHGKwq2TX/GD4ZmPOlDWXiU2cy3vJS3jAyAT8roU0ZHW8qC9a2PTrMuX3kwAH1TXtUbwvWjvnTtyBfDP6rwfz96+uKcvwNs59rRDgTr8ClDB3PyYkA7qNWfw9rgnSgu3PhnKi3lsY09d5Dkna1l80F8TDjgpXwn2ZivXWN3ByYXQOZKWqcPwR1+7F992Q7pc6ZSJvtprp3a1Q4y2Q7K2c/y9C+Wjh3brm3j0ccuOG2ghx99djvphxh67KmnXW1QT33o0pTBHhu2kYXf7SCrH2SFOZr24BkvNOry1Jdu/XRgY8KWbc04etuIARoYUJ966skfQjM/8NGda2fSVcUnxzH94Cvj0F/Go21sJF3ftk1/yOWFPhch+lQn7SAPEAt046FsPMclbv+Vrgz1TtOmPH3ebuVgJeJkyzZhaZ19YwSjZ5zipNN25ddFpwx8c6UsuqlPOWXMsTkRo68eMvYZuvLkgwVjgQuyHN4AAEAASURBVCZfHWXwkTGoDw1fQMah3q44bWkz/+jRprlY9A1OQB7I2JNve6HZfsraka994mNz3CALyD9eu30caSdlsIkNeOZZmnV46Rt969oCA9JpK3b5s6BfeID1UTlCP+cvgKsz7eRt+lVZB5g60q3zuIEX7QFe+Pe72+j1wYQu2xxPe2cTZicB3Nl4dMqL9by8z0SZm2++ecx4P10xZ2577nb1kfrY/fd///fFZz7zmWlClfZ4hMSMfNqWOllG9vOf//zie9/73kn9x5+eC+pxd5dHRxqTkvhuvZ/3tZ08yuIxHZMq5kD9Od5+NHTxwwQN+okJGx3ud7/7jYks+gG7KctsY2J3LChL3oi950095fi6H3kTiAneb/7mby6Y5Gguul/p6nUsXz/yqcv71re+NT58Y10ZJsfQ55wAdoVuC/0ee49pzocyHStL3vh4T/fHayG8/qGe8tSV5RPv9BkTZBKYuU6fHTt2LMkn2eLTsX7SOQVZ4QJ9L3jh4TdjYbyxnzFJBzAmyhdddNF4/YOyOh3z+VZiB1KXR9n0GY/TO2ADWTCfuOfz6qmLPI/pyduugE3to0s58aic+PnGN74xPuOtvDGRN2I3b9pMO0zkYj91ZYC0y+sNTJzcBNycIG/Gpyyv3NBnPHLvwD5tjPB6zubq2pdnvdveVD+ITrenDfJ24403zp6HyBuvfwjqUDd+8kberSvDq0DkzdUXtDGH0UFf3G3N6Sgzx4Mm33i6nHzoyugfGnzp1IU8jqcN+UcW8wrEuQpMgquOXdlqcIwXxsHJkw6tLvxWXqqHJh9eHVSWNcN0Nq010CZ6lifinaBQ/xRXXuC3TnvqnavlQx/60DEhKfO3bZk81glh5LPrwHv5y19+WjJEzDWjffnud797Wa+mrPQ1futPy/LWW28dEwa6Q9rJhIO6gF3Wu15TrMRH/6NfM+LHpKeaDTxNHNEO+vVHYVknpuUv/uIvDn300EeXyVz1as7aCSraOQjGd50clnUxsKwL9Mln5ro+CT4mYzAxpAN5q3dvl+94xzvG5BL1jJ/JXEyuYTIIvhLMW33Lflkzz6ecmzdw/ZFawie/XR9bjjXtpgxl+NJSFlrNCB8Tb17ykpfMtpvJXLfVJBEmqOwCc36NQTtZt9z1pKNDOeuMI/JSs/ZnY7/00kvXjjfsMd7qgz8rkwfpO/qNyTUf+tCHxngzf+nbvNX7nKPP0GGz7x/ykIcs64/UlLfUpcx4qz87y7rQHLE7VtCnz1/96lePfmHiVwfiYT9929vetuJT3/Xe9PKrX/3qvuPt8Y9//GzemJTE5EQmRB0Ecoypb/vJGxMLn//8549c0VY22/2whz1sHC9rhZuVvtYOeasltZb1fvakZ7vBr33ta8d+uilvb33rW6d+Upfja134L7/2ta9NxzdiNm72e/d92mddfspm2biVo97L1lMvy9o4FUze/umf/mlZ79uutJ3cMyHub//2b2ePb8RBLpmIVl+HHbp9rNcf9OXXv/71kTf3FWO1HYmTl/LKwM9yH0/wBMppg3LvG/ldTz/Iy0ucky7n7BrDUcJc+57Ty6Bdf/31i3/5l3+p48JuUINgRaF2rOmfFXcinve85y0e+9jHjhftVwSrgqyQZWl3Bmzc4F7mPWfWgeSuBneMUmaubev4PcfqXnjhhYvf/u3ftnpgzHvLdSBcXH311eMzy+mPmHifmTttPD5jMkMdLKY+hv/Nb35zTMSqg+E0yYNgtFMnvjG2uKvI+9/oJLzvfe8bn+D+Sa2vWgefiYVcHYDG6yTcNWPSRB2EJz722bq9SWCLwqc+9anxSg7LyuEjAbu8z80dp5opvrIcFzzkX/e61y1qFvfIm7q2m7ySN+5icxe8xzmXN2TYsMHySehzd4y8Cdlu5eGlfenSOr6t1pGuP1DjzhB+EpDl6QX9iV/6bV2ebWvXT3+Wlck6ZW10esorB+YuIscV9imWOerA0mrkjbhd11QZfL3nPe9Z1AoUYy3tHG/I1ElxfAmTvmUynGBsjNHLL7983Elk4iFg/JS5o2zeXFYKulCrdixe9rKXjWUMGR+piwx3hVkjmfHCfAnA/a0uZhZ1obf44Ac/eNKatsg53pggxCRCY4YHEBcTJskb/ZuALE+tyBsT+bgrSmzdBjo9ZmWUz7qytRrA2M+48+3ycfKwyZMf4mPiEv0G2G7sXXfddYta9Wbxwx/+cLRzCMQPOeOuPnljYlkCffI3f/M3i/pjM9qYPGzT16xXS97YzwV4uXV61ikrK12adfhCyq4rK3tQTH7JW/2JH3f8WY5MMBYmxpE3jussW2afwCdvjLcPf/jDY7zJwwZ888ZkN8ab/GwPtKyrm7RNZeUTW57TW0dDB4Av7rKdvk52GDhiP+f8OsAHvQDu48BBxWsPD3/4wxePe9zjxixUB1eXPwp1dxTbaJ0LRg7oXABxouWAwolHfm/7OnqXs87jeR6Rnwrw+P6GG24YBzn+APUDFjGxfiQnZi5GuajnUSEnGU5QX/nKVxa1pNSilqsZKxH0WNCnzVxE8niZkwyzbwFOWjya+8hHPjLscPHRc0A8dbdvrGPJ43guCvqM6a7TY5ir0xc8QiduPv/N2srYSVuUuTjkgoo+5ATBY2bo5o2Tar6+kL7oc/PGWGDGMnmjneSNdbfxz8l/zjd5Q9+8sb5lQtdJ3lwZeeA73/nO4uMf//jiox/96PhzAS1tUSYf/1kfi6C/8c+FJG1QFuwJbxDjRz9BOnARW/ohb1/+8pen8ebrMhjP+OlbxpZ9Zt4Yg/Q1463ulI59MvUoM8Z5HYeTO+1lvDHe4fG6iHmbe12GONDjzwW+yRt/ILDDRR+vHtDfjPm8GEFPYKwx5sg7Y4Xxxn7GePvkJz859lMuUgHzYhv4o+p4Q59Xb7g4YRx+6UtfGuOtluOaXjNSD1uUM2/sp6zTKg+sv0FsP+gLWYb27W9/e8H5hfFGHwDdFuONvJEz88b+zp8M9lPi5vUFLvKFjJ+8IUuuzRtyXDDzp4M+508ukHrU6QviIqbMW8oab9ftbUXnbABywXgj57y+QN567MRJ3hibjFfGCq9tIcdrD+SNi19el+mADOPN/kTf8YZs+qJ8UNhFN31u42+d7bRjeZ3sNn7uDDLn1wGeeQWiOm48+liHa1BMfMvgOoiMR111wpoeaViuA8k5CXUxM9Ye5JFbvtZg3sgx5ayvy7t01wE+lYTyOFV7Yh51EaN1sI+/6qS4/MIXvjD6lUfRj370oyc54882oJd1HlvXCX1sdSGwZB1M/ejX/KDX9etu8dDl0RR2Dgp1YlzyCE/fYPzVSXclXmMgprrzN73u0h+nIuemLWLXPnm7tV4jIWYe8/7+7//+xNMHvtXp7eYVJcDcjcoBf5773OdOvo2P9uk74ye2+pM1Hk/jm7wDlNmnsx8OGlvqWda2vqDzOLeWNRp57vmh7rixTeD60tOIl5/6o7espdVW2j6nZ39gr56KTOOsPoyxomt/g82ZZeq8VlMXCEO//lwueUXB2NRNvdSF7v5NjnkMbR+lHOUcN9rf29sbr0PQbo49dTNi8q3Proctx8BTn/pUVFfGG3Fkf3f+UDjxYz9SrQ+xDLtz/YNPN2OvJ1vLevIyfH/3u98deSMuY1MOe2zWxflqmGv/ygPP6WGbOHgNi3Vzid+2UnY8UgayfYNwlv3w2kPdhFrJDW3cdHx71ateNe3f9WRrRdc+AptLyuQSu/WUallPZlbydpal5Hw4GzJwfh3gGtW7QuVz/NNDjzLA15L4tOEDHvCAiQe9dpKVOrRzCbij8hd/8Rfj7ufb3/72cVenDiAjb2DL5tR8nskcGQc+8U+fgd2kr4upx2ybkLecPtKOfG1kfY62zk7a3KWsvTrpTeNUv2A35OZAWXjKQKMsTx/iLqvvzLu+sFEn3WFP+/JOBRuLttf5zjZYVjb9wztIfKlHGduAvixTTxp0ZW2DsuBNsElvzk+3lXFkmynDM7di9edk5c1h7dG+BO3muOkyKW95k55t6u23PdhQxrjACfKlaavT4c/R1BPTppQzfmmOQ+vqdbxJL3UtZ7vSh3TkLHdfZ1vdOB0rxGc7wW7K9fiVhY6M8o436/K7/vn62Z+B3ac7n/1tOqMR8u4Ys5jrruDiWJtFfUYDOQud1T/vaWb6bfWor+5sjMeV/YDT62e6Kfj3oEY548mDHHGlXB4gM2bpaSf5We6yc7FoR5z6p1LWXo9Bm9KpZ7upw0M/ZSxrF7l1oCx85TtN+jobu9DTtj6hseEnfa2TTX/KqJ+8Xcra6TrEA2+O70WsfONXVjxnE1n6Ehn1lOt6Kdd5XQdb+4E2UpaysaiPX2VSB5ryXUfddXjOnhd4qaNd/SSPsvGItZty8pKWcp0vb90+Bl8ZdediT39ZRjdtawsZ7Skvr9N7XfmzGfe2WDfmbFPmBz485FNmk37aTL2uo9x5fHZk4PbZNWdHPHeKKNgp3DEe85jHLOrTitMXVhjwDnp2KuXuFA07pCBZaohJOLy7y4Hb/JAb62cqT5v8wKPPiK8ec52UDXj1WHDwjTv7uyts8oXsHL/TtL/LCa/HYb3blg6Gx0a78aksZYC7KMk3LvlD6MSPuknLcvLTV8pon3YDqZNy25Q36cKzzzPHtqtjZY3bOLeJI2XUMzbtIUNZbJk6ssRonOoO4fYDbxMfcdoCzI11dBnr8vFJLOA52M/XHB97uRFH+k0/yPGHGpizpSy83KQnlp+5lG881CkrSxmgbpn8UReSbm6huSkHhpY5pc4+pl7KKtf9pQxlY+106/Cxga+5PldOrCzytnNd/6tzR2JjnItBHmMo26Pstsc3dM2B+QRDT5CXtPPlsy8D5+8A79gnfedh8gIfuBDc0ah74JJ3LmLywSQNJnEx2SIP8OYyc3bYOeoHKvzpH17GJN2Y6E9P0vCUla+tTke220ody8qgL3jS63mTvwtOu+jZBulg/aVd6LRbvrxsl7HLSyxPLA970BLLg85mu+dklN0Po9vBWOBpW5qySfekpy0xsuhlXf1NWF/oqSsNvWy3fOmpo4/UhZY6KaNc2tCXcup7kZR89ZHJcupuy+v6+CEuL3TTJrJcpAD0hbpiZW2XWDpySaOMvzl92+vxW920RRkbQPL1oa78xJQB9YyBfDvOjkscl5G/qd3IG4+6YvWNjbqbMuraB9CliaGhl3VoZwv0uIwVujwvdDNmeNsc35DDJkDZPta2/PSbfs6Xz74MzP+dP/viPOsi4qKX5WeY8exO0bE7xlkX/BkKiHyYEw4WNdlicZe73GVcEBuCfOtnAjPLnLvSzHTPGO0vaJ4I6F+Wy/ErflzMs2QRmyeruTZgC1nay9JQAguo87EHllxCJn0qI+ZPwz3vec8x01gaeM5f8teVeSe71umdVqTQVsbhRQGzylkeiRU98EdbiZlc0AZ1uy9toZfLWkFnaTM2Tzbq9vaYN8bL6QJW4WDxe5c90mfmHxp1/PLxGv6wQXObi2UTb04+aejuB+Q985b+euzkjSUI8wMqjHE+ksGYB/SZuvY5M9r5YI8fMaGf9vb2xoo2/NFP/VGpH+y4kTf8Ewfw/7N3brHWXWX9XuZv4q0mxki82VUTPKAoIR5QyGcBoSAni0WEQoEWoRbwAMhRSuSMQEGQlqZUtNByFEqBcrIHKhDEqkVURPtpYmLChYYLL7xa//cZ7TP5rbHHWnvt/e29v/1t1pvMNcZ4z+OdY44515hzvpPxRszJSCFPI8SP/jDe+KgD71PQZ/gZb/juRwf0E3HoytLux5txGx2nyALqYz+zvzNujWHFDzqwkeC+gcZ4IysQmQJGkL6fVY/OMU/AiyxjlFgYN/1Ej75ri4wdHGf0XyB7CXOMcdNWyqKTNvHOdIfyqitLbSbuKNXJ6EDczOSBb/hsv2kbS8/fOb8RN2LpglYfC9uUyBk37VAC8qXduyib3yMXgc2HMFZnfWA891sN7HmdKOaVnqglza6Dqsb8t94S9+3Zhvw2/SEm9W+7vSFrCPhwROWPndfJuMWUONZJZNsb0X28s+1b4urcbYlfJNYnwXw9u91sp/6s4xsfZjh58mR7G9/+8LZ2vdQ3rxPVUt/pW11IzMngQL8F3ur/t3/7t/kFF1yw8IY3/Nq2zocZyNxQqZoU3/Ob2PSbDBZ8qGTZhyDSfp0I5pWKqX2gwH5XCq55pRObn11vrOe+U45SPB9muPPOOxc+jkDcyMBRFztT3O2rsrTJknH11VcvxG00nqag7FDBfz52UCmO2pvb6W/W9Z03wyu1Vvs4AnYF6hzblFmXvtsSHcY26+rRBnF729veNo239DnrfNCCD6gw3tDLxgdJGG/LPqChPGOdrAmVemzOfkYWIG6VV3VeF4crxzryxq1SkDVZxhsfyHjBC14wHefas/T4rz9W8/qqYptPEcZ+pbWaVxq2llkCPmX6kv3GBy1O1nFKthFk2U/ErXIfz+vCcqVsXfi0ecm4EXcBXcZi2T6SH5v2HV2VxmxeF7fTMTEa6/SlHqFr4w1ZdFVauRY3PqBhfPo+00Zf/UFoH56pNHLNT+NWeY+nD48sk0X3s571rPm///u/N5v2g75Tz7GO3qQbn6NS4lulPWtxe+5znzvNL6O+0+88f7t/GW+Vl3n+C7/wC0v3mePwkksuaccV+wp5PnpifCyPSmw2fowjsPkQxh4/hFETT1vVq3RD00peHWgTQBeyLu7bpaTv9r+GYMu5SK5GcnuS4H4vcKp5gPGD1SxWV1mhwj/yjYJPYMWsvvI2O/fcc9uqp7dlawJseVJZsSJ/JHlESaou2GdW0i666KL22cxckWC1iVU5fMA+SdnJo6ocJTznnXdeyyddk3HjVb8lfLsFfGdViBUmfCDXsAn6UxefZ6XvdaE7fWIWe/iMHPK0+TxtTfZNlDabcauUZy1urgZCY7WKjbiRz9a4KYuin/u5n5tdeOGF7TPixA2a+yb50t9VdWVZHaLvlRKs5fI8WS9l9sDqZX3Bb1ZfMpxWqnsefEjYi08pT12dlkkHx1gjbqzMZtyS7373u18bb3x+nVU9gbHEWGffsdXFzrZ8vIxDxhsf72G8IQNgm7ixIkbsyIGacYPORtz4FHp9Ea59UIJxBnDMEG/HW10UTvmfG8PdP/VHb9t4Y7/hl8cpbfK09sAdmkqX145TVu9YtQbwqx9v2O+B/j7taU9rGXxY1UMuwT4mzv4lrpczbo43cyjLR8mq8zOe8YwWN1b51UsfPE6R5zhhv/dAvDlOT5w40filGzfiTtw4Tnugr8StUuy1Dzo4vyWfvoqj3eOkHYWyj5vjrfeNuNWXKBfiRr+IG3Fn3wHEzfnDvhM3Yk7cWAE2btIzPlnvfdi0T38EyAO8eQZ4l/vBgT4SSxoHDhcHTGrfjgdC9plYsBkfY9LjaR806BcneU74nNxJFk/i/ASye9TqSDuhg1dOHm5ZvuhFL2oXE56ckodJtnLPbpNTngsVbrlxQeJFBXEhBkzAnJS5AGUMGTvLtKO+dUrk0MFFJreG+VrdSBcvdjLJy08pHxdRfOiFiws+TlCrH820dOJC3DihjwB6rQi2j07w0YvsE30lbrWC0/DQgOQZ6VyFsw/wcEv94osvbsekFyQpy58r9iknQkBZ/aAtLuX2q65u7aHXMUHc6lPE7c8SceuBi3bGG5Dy8nGRyXhjrPGnK4GLLMbbibqQwoceuMgkzSO+GLfkY5wSN8bGCPiaIY8X8NU1L1DTR8bTE57whAVR9bMv6jPG7U8A4y3lEOCRnspV3B5boW0MqQNcZLLxJ3P0BT3iVjl7m5w2/VOHPLjUaV1eeAT3FfLQTY8Jno91CPaBuL30pS+dHhmRrm7+1PBYCX9UvdCSh5K4EDtAna1RP1z81qr/FDfxljwqQL/Pujtzkf1SD21xyhz10rjxNUPG26q4McfZP+XoH382uThmDvbjK+DlIW6Mt62trYZzX+e4JobyI7uBoxuB72AZ+LvueeXR9fAAPavb0LO6ZbgrCw5sPsfL52Bd3XPi6JXJ3+O/HdqjieCmm25qF1d8tSrpy+LXx4lPg3LSOBXAlvZYka5bxFNbvZxAeHaXcgTKc0HBib0HLrZ8ho8xID98tjkh12MC04qcY4UTJic+VlvlRR48kPWGWPNHHyjr9mbrNyvYtLWNKiZ3/B+BOvhyF5967YF44TsnEH2XxzY6uPDPuEnLuMHHlv2Gj223oC7kWFHza06ph9VGTpyezKQhq3/iKBO3W5/QuQzUO9LJeMm4qYOLW+ci5JTVDiV3XXK8KcvFFWOd1a8RqINjNi/k5CVu7HPipu/SbLN6jO3+4h3dZ9VFmM8o67fylny9K8cbcvAyzthnXHwrawmPvnOc8odPOfVyce9X88RRyqd80qz3dmiz9TKr4obvjm/1qZ+SL1LS7z5u0LbqOP2+7/s+qs2u8tjXB45T5rceuNDDtn/2pCM36kPitKPMUSntMyVxc7zZJ/3M8SbOUh2MFeLW99W45Z89eZS1rc5NeTQj8H9fu2izAryXXeNAT1kGfeLXPQiUWcXPJ0z5ZO8qUM8qnhFNu6QoYzUlAZ3SE3+qdfTu1d9Ttd3L86lebi3rzzr9lZeSyZRNOXDUKZMv7YpnFZXbaLbVAa+rUOqizHrqG9XVCU29lOrloodVxd3o1A66uejhMQ91g8s6vOlD3yZmXDTJk7I9Dln9pL4KlIVHnfLb5qKHW5nLQB0jm9DAq2ukQ56kjXDQRzbEp7x1YsYmqJeSbQTiOXkz3gDlRvyJUxYcMWNLn63LZ6kO29xxYSUWAGf8qLupC56+zjHKJvQ6xKvXtiUx44Iv5aSNypEecegQrEsDT108bWLGarC4pIuDbwQZN+jyq8P2SBYcMeORI/nSz5HMTnRldtJ3qnTtLCvVD12fKZ3fMm7wyrNMX48nZmzKaS/b4Pzz0ssva6ce6mzoZLO+THaD3/8IbB6B2GVMHcAjMQ+OEW0ZTn0eAPJxy45/seD5Nnm9PDQdjPAsk1N+3RL9bK973eumkxv/bv2Hu+qg1AdsoUMQnzhpfSlvjz+sNjHmm/H6oc+sZrGa2a8G9n7lfoKGHnTwRjerK71e2vJoK+VG9ZxkU6ZeMppWj1OOi1tsw5v88NDWB3xnJVh/oAPILnt7/S6OWXtkBHn1q8O44bO45EE++yMPeOqA/NST1zqPXdTLTtPJTjno+J63i9Vlic6dQH3IUGfTNidY4k7cgOTFNifexMnT45rwkh94l/nreFNUXux6zErrS+LGKjB9UA4ebDHWfV67l1vWzj4ZK/VRQk872B6NN/zG/5TJeFPv45HtrDclgx+OcY719Ac2j9OBSOMFj8/E3f6qA7uON3wELw8026x+symHTurEe9kdJngA9pXHKe3Un3GDNoJV8xur58Y5ZbVBadyMMTjq7C9i575RBj32nbhxrPTjDR7Hm/rA9bBsfiNuxB3Qr14WvcvGG7Ydb73cqI2uVX6OZDxOe7k8TqERG+ZM68ZzpHOD2/8IbC6A9z+mQ40McMGDgoPXyYKTUw7+K664YsbjAkBlApj4aCPjxMUBtBfQrn792Z/92ayyWrQDkmfLeD5W0F/a1JXBB+uW8KD7qIJ+6uOXvvSl2Rvf+Mbpgka/t+r2Ip9xpjRW0KgrS/tP//RPZzfeeCPVBtJ4lpXnKt1P/f6FGV9Sn75BA2/bUt22eZmQ/SaAh4dnfPHdCyL55YOHW6r0m6/zKSedl/d4NjJ90DYlW71lPnvDG97Qxgty0rcqXjxbSAkO3WyObdvKOIbAC8rRBq9ueb7+9a83332JTjlO6PSbFHdCyovbqeztpT88tkK/77jjjuZXHn+8QMezttknZNWHXf1Rp32CJk4+cdm+6qqrZp/61KdANVAfL+XwUq7Q6wXPLV185+Ug5cCzMkzcSDkG6G+vw7YlfD1vtrVBya34yy67rMWNtscFdV4EI27U0z51x00jrPmjHtj1hw/xfPrTn17oN3Re1rygHoWDTzllLBlvxM1HT8RzB4e4kRoQEN8a0a7sI7N3v/vdCzbg4VlV5POPR/pAnUe0OE7zeVT18zz7Qx/6UJuT/yD05fOf/3yTn5jurvAOALZHK/rKwnrllVfOKjvHJC6NuPESnW1LGWn/y7/8y+xNb3pTe/QEvH3jmfOMmzLSkaX+oQ99qC3+JB3a/e9///a8e44hefSD8UbceL8DXeLh43l23sEAxGtbnG1L+HretM88QBt+6pdffvl0/k45vhjLM8bqVQYe6vI25zY/Bx6BzQXwgYd4bMADwAFvm5dMKhXLjEnzc5/73CQsHQR15SaGPVTUgT4mWCcLLpyY3Hl5hVvdy+ylT3swf1pE7AsXpMT5gx/84OyGG27YdgHMc4E8U/nLv/zL02MKxgvHeRYS+Q9XJhFOEOqFBh8v1fEMLy+y8HwmYLygW2+E+ulxPT3leenui1/8YjtB4HsPXOBwYuNEwW3fvEhjkiXrxc0339zGGBdyPfBYCGOA/c/FUfaNftHvD3zgA7OPfexj216CI/8pjxhwgrn3ve89qcYH+shmfSJ2lb7v2b799ttnH//4x2fXX399e8klRVnZYb+x8oTve4XcF9QBfCBut9xyS4vbV7/61YV9Bh9x42KGfW7c9CF1Ji5jkf2UR5zjrVKSTSdWeSw5Vuk3z4Uqh122Sl/X4safJl4OSsBX4sa+RV7Z5Bnh0AtAY7Od4w082Rv4M88+I27JSx1/WRnjkRrmnf0AbWTcGPM94DPH6Shu8H75y19u45zjbHQBTNxYZR2NNy7COE7ZZxwrAr4BPNfMsUImitFjLWQhIG6cC1gE6YHnphlv2Gbsq5c+4ZPH6WiOYF7gsYwHP/jBLVez8dIGL0o6vzHmAfcvdeaRjBu4BOPGeKOfgP5xAWzc+LMuTR+IG7aJ28h36MxvHGdn1aNUOd7wi1gZt1HmEN4z4C6RcWsOxI9+Bmqh74lP28hx/uZPh+dv+0TsqLPaS//pdz5ikTo39UOMwCYP8PY8vxV+ZqiVWz0z23Kq1qDeE9QFWMsZWQdQk7d8z3veM69JbV4H6LwOlpU+4GMdWDvyLOtLTRYLuWjVB76eD53X6uhCPkgc1U9K+mA766sC8pd/+Zfzmrz27POp5gHWz1oBnT/60Y9eGmPiyn6ot9tbd5BjA+hzTXDzmsiGeTqJH/uuTlDzulhr+TSRqwuMKU8oOowdNCBtZB0avHVh18p6HnxO3tRl4wPfGT/veMc7EJ306n+txDX6srGD3jopz2vla8EuusihTL5YeOhn6rDf0Mj9Sn/xG7t1C3ghfugS7KsxsZ89nXatLrf9knZzfGO77mBMsepjrM5VpX4kD7haBWz9xrb2KbPfdVKd14VL6ysydSEy7f9eL237St04aDfptRo2jbfsr3V8qAualrs5dVEHyPdKbPRbOUvGS2X+mHxwrCCb+mj3fspjaZ+RYwy89rWvbbZHY8b41Wpoy6uKDkG79kH8TmXK1R+1ed0Z2DbP2W98qj9t85tuumnbWEdPrbIOx7ryxK1WQpts+oUsOYzrvYomL7+l/cY+ucLtY8b29a9//cqxzj7nPFQvlC7sI3TVxfq8VtWHtvEB+8xvl156aXM77SL/3ve+d15/grcd4/qP33Xx2XIQ67v9p03c0N+Pt+x3xg0ZjwVyGNfz4it9J+7kvAb0nRJ4zWte02R72/qO7NmVy5yc6MpmH8ShK+u0AXkpHevg8f+aa66Z15+5Zp/9kz7Y962trXn9qZj0qBNb6ga3gYONwCYP8B7zANeBNKtB3G6f8W9uFdQubOQa/O0foG2Q4OogaXieV6pk9+1WGW/IC/DDxwZk3XYj7PJHfepQL/bYWEE4eXeuVFK/CMpZKp+lvKOSvvHPfpSSaMTf4041DzD66mQ3+8M//MO2OsNqqn2nZH8AxgE6K3+sbPKPvSapdnuLRx/urLfaaY8A+ZoQZ5WMvz3/x23StKMMOHiBnm5bX/CtTkyzN7/5zW3FnufzlNNvZICaSNvKC6t9vHzEChErw3/0R3/UVo5ZGVM/pfJNuH7QTb95zo88r/B8tla6X/GKV7THH8geAeh7a9zdBgedW+5bdZzwIg76tacMberiKQX4oUlnpZoMIPjASpx4/VYH/eZYqg+dtP3FSlPqVf+6JXaIFbfAGbfsTwG90AFKNp5b5K19VtB9ydC+j+T0Wx9tq49V2froSstWQzwdb6lTP+DFV543dbwRB+JWfzyntHfaMHb6zzHJIzGsLBI3+9b7Bn/i9DX7h2584TY0K7/ETX2U+qAMcWO8EbdModfzyb+qRAZ9vDdBlh+OU8aFuoydfnOcsnLHnGfcuNPw8pe/vM0V/QqmttGHDuIGP3FjVRWohYzZW9/61nZXDV/gHQHy6GfjJWT6T9zq4rfdXcpsOe4v+4EsxykrxTwTS+pGaDwiUx8lmdUFeDsO5adUh30nDzjjihVo7mDgK+chMhwxV8O3DIgXK8WMO1+uJA51Ud3uMJFJYRmgl7gxPombOb/rArLtN+4U4AuQflMH2J/oz7iR2YV3WRxvo34ja9xYHWZeJG72U/3Kwp842oI8lDzzS9zY7xm3Xi+yjDfjlnfJltnR3qbc3wiQB3i2WQFevdJbIWcG2LatuwJcB+r0r45/ePxLpAQPUNYBM2elgq/T1EHQbFHWZDXVE089t5F/O+HUB99Il7h6tnBeF4zzmmyav/ljH+yHtMSLszzdK8D4wdfIMj72lXi7ZXxYscZv+lUT3bye42oxgzf5ep3qcmUt40J9tBknabSpO2b4ypF2er9tp0/1GEQbX+jhq3L1idRt8vDrqzq08bKXvQzR5kOd0Bf6nXbkVx59rKzVbecm25Tcrce+ZZl0+5r9rluh87rluuC7PlNqVz8o60+Kanddahtf6vGgOV/G00ZfahO8PtXF00K/cSD7m3WdE0fbGNTFfLtTMbKR/ca2PPVMqyrndTHQVo6l6bt+qkM6ZT1X3nzVB2NBKehrXyadOxV1YdRiol3t2O5L7vBgN22rczcld3i4UzGyZ9+1Lc9Tn/rUZoI+1Z+deeUIH/ouP/LWKfnKpfF49rOfvUDreeEHZ/xZkawL3ybPVyrrE9KTvHzpt3Larz/0U3jqT8c22ZEOZevid/5Xf/VXzTZfQ6vn/xd8k8+y70u96zD1mzsVrLgv4wWPvP6wklzPRzd5OsCdipSVz/4qK8+DHvSgeb0L0PpeF9/z+vz0NvmRDuVf+cpXNtuONxS5D5vSaIu3THo9ljGv9z6m4x+b2tDnvqx3LfZlrOvHptxdBLj2vWu5q/bUBg4+AnUAtH/gdTC3f5W1u9qKzic/+clZfTq2/RvWC2h1oLUmdTYg67YbYY8/+MSmLtvi9C2fFR35kDhl9+jSgYoZR43gK/sDIN5s4GpinuIiL7L8e1dGXdlfaZRs8KBTXnRRV0aabfn0RV516QslOPyEJ/WoS17obuKUV6/yq/qNDugCstqyTtnHEznAEh7q2BSkUbpBU5d0cMjrh3GSF1pCyiV+pzp6cstjVp3aopSOXujGU15K+etkO5kH75Yy9jtjhJB2kJGmn5PSqqgzccmHrPL9PkcW0AfqqU86+tBB275JSxlw+q0Pya8MOPjkRYd81HcD6FQvctoFp899v9XP/oHHMZbyWU/9ymqn9xteab0O+6tddVlKxyc25aVbYmOZT/Aojx+jvkPv57f0GR20exvyUPYgrzR55cMP7OYxIQ1e6OiAh7KXB5ebspTyKg+u77ey8ALyUtqmhC6tEepHHtrGFpx23W/QlYcuD/SeB94NHF4ENi/BHVKsPVg8EDDL7RtumfDAfN4uSh7qPSS9p63b9iCE34PSugcleG7tcEuH2zu8dU+GiN6n3p/s67r+HBZf73tv177Yh57uhLyMDr80S3QS06RRX4ZHDpqbvJQAeAA+Jt5sN0L3ox75OnJryuOJRh774JhIOjTpyZ849SYO3pEv8IhXTr2W0vEDoN3rlld6tndTVzf63ZbJ9z6k/z3NsdD7pwyl0OPUJQ9t68r0ent8ryNj2cuiWxvW1Zd4cZS9fnDakI6u1KcuypE8crsB9Y9kpOVYhk/b7B+2pEsb6dsrTp3212Ms9WWMoMubPNbh3QnUMdKDfM5vPc86+neynzqpE2P0jvxKOnpTVjvI5ia+L/XdfWq7l8XGMl9GvPqEjDqxIajPtiV4NvuvrPRNeTgR2KwAH3CcHdgeKGmO5694ptO3bJPmwQZOHX19pDN1rFtPPWlLeZ4pJCXNJz7xiekkgcxILnHKH/VSn405bSexjAd1ThCAEym8ytvPES71yEcpHpm+bnvELy79HPHLt6pETtll+nbTb+OBzjwxpA/Skld6+rMMZ/yTV13K7FeJXrdlOnt6+pUy9lscbQD5ZTLyUtpv6smPvKBO21mmHfhou8+TL+vwsR8B5bOuPcvGWD+0xSHnJk4+S+mU+w3qTJ/sd+Kw65g11vo18mlZX+TtdYtPndrhGIM/fYVfurKU8iRuWV1efaWdfVcf9DzOxStvCX5Zv6AJ2rMUjx43/IDu+IIndaefvR717VSO9C2TkZcy+2t9mQ/Kqdf+JX/W4VOnMpvy8COwWQE+pJg72PNAoe7kRh0e6fJTWsdVeagrQ30voF71UNabu80nbklpC7xgHRq+M3H1Jwzbyhzlkn6w6bP7Q5/pL7RVkDFBFwBOvKU6+rZ45Sj1K3mt66+2cj/0/qfuvr5KTluU2LGdOhKnL9CNl3Ro6hCXerKeesArZ33Eiz346M9+gr7YH3Xbh9438NLktVyGTzr6Uie0lLMuH36xrbvP15GDR0Bv2uz9ka8v7YOylGzq1mfkqOuXdOXU0+vfS1vd2suxor30sbchD3j9UlfyaidLZFN3ryvlraNbPnSpb4RTZlQqiz7ANnV1SQM3AvmUzTb84ntZ8MlrXZnkVwc88oED2Ff4yLbuWF9HTv3Ys46cdX2xDS2hl4Om7/LhM/LqUCbb8NLuZdWxKQ8uAv/vJZfc59Lv/N5HHpyFI6yZHK47fWJ4mftbW7vLAoEeBjgbBzE5fkmOzocY/M57fwB4kIx86HlHPOvi9At+/dN22uFgJjE7+R95c1c5yuQXP7LP4xSnOwsE8Sd7B/kk6U9C9gM8uSLrJbaWt5F+0zfkKXnbf9mza8jyYQYSxtfLONNnYMH38RJHKYxiCA57vinO4yngRgD+nHPOmZ133nmzevGtycBHvtXM8NHLqo/8pE94whNaPt+tGuvgjRuP7vRxU4/y5Oh84hOfuBA3acTYunKW4JNmG5l6Kam9Oc6jOD1P7rd6EaZ9hISMIeZgVv86pbrg1Q5x4213xm+CdHHkJyVufKCAuAnwqbeXSZ4RTTk+yODYU4YSOnLk0D333HMXxhs040YWkAT1apNsIRdeeOFsFDd45FNH4vQhecAxVrmDdPLujDLKZokM2RMYL8TtrMrtmpA6E79T3f6R5cA6MtbVSx5kPlDAx1/M3AEPcwRzc//Bld4u2Rv46M2JEyfaeEMvxykZVMhMYLaWXs72wx/+8Hac1ouW0wIEWR3IgkDc0Mem38hRB0f2hD5ujBHGAscpWWwSlEMW4GMcyJODmf6Kh48PWaRN9cjDuHrsYx87e+QjH9nmN/DY/u7v/u4WN/NNj3Sgq170a+ONuHE+gQ954kaWBOKmLW1bgudjQ+w3MlAggzzjjbiR1WME6jNu5CvfiuMUGXjkU4dtSuzYli6Oso8buATig9/EjQw7PfS6e/qmvT8R2GSBqPyNFco9bXvJAlEHQnvDlEwQL33pS5vduuXU3hzFjxr4bUufwNnO+iqctFVl6tJuj1smz1viPdTEte3t2Z6H9lHIAoEflYJnXif7eSXhH8a8JtR5XTzNK50Q7FP2jtaon3o5sOVKrpPntH+MF3HkDXLegDffI/ucGAnU6yRpc4qdcZSQMuLI5lAJ7FtWhPpTss3/Su3TMjDk29XKoq++ijWvNFfzOsku+I7f6KsPKsxrcp7feeedzcf0nbfreVu+UpstyNJ35I0buTgB+tj3k7b9sr9Z6uuo/IM/+IN5JbJvuTZzvGIf3+tE2t4kx+e9Qu+zeuqrWFPcjJU+GDcyD9RFcutf9hMd9jHr4ihXAfmkKz3YvC5stu1v+l4XL/P6At68/lhPsVUfuplvGM/kQHWcus/AcRzwBn7uK+Ut01fr0KiP+iquvorVcn8z3owXpXXGUl24z+uiRVOtHOldYNihgTzZQyrNVYtb9tu+GzezINSfnIX4kQecMdXHDXn2OXF7znOesyCjW2RzqD8T87rgWYi5fnCc1oVYy7mrDDHzeCNbDRloMm7KUlbasnldgA7z0dfFb8vrXKkbt9km7nWhOK8/ufNKi9h8x2bue7KHkB0iMzqkbeY3shbVRx+29Z24v/CFL1waN855xI2c3gIy+lCp+OYPeMADWtyIcdqljk910Tp///vfP7Rd76u0uNLHlKXf6DNulWJO81OJHwL13MQ7rm3rOyX54fGN84LjW7v4wlggxzq5jhNSR+I39YOLAFkgNmnQalDmQbJufd0L4NHuY7BzIscWB4cHyrq2Tzff6AJ41M8R7qhcADPZVq7JOemqSNieMWWS5GLj6quvbheB9IN9xmadtHBcbHCh6ASX+5ETEycH0gqlbFNQP0yiecKBR5wTLLg8IWuf1Fgk2a9PyA4/aEHqMy7QK/eq5hZK0i0xUXPBlP3Gf070nJhIKfS///u/zSftogR/6ouBc9KjcSKz7+qpT6y29GNcPCOXstnu6/Zdfk+GOi6ej3NwQUWKtf7kyEmHC+/K77lgVx27KfXPEtlazZvXXaMWt942/SdunLxJlZdy1vtyN/443kxRZbwt69Pl8/rq2DTeet3ErfIJb/sIDf0gvVzlT21p8pTDV8E6ZY5N6H2f5E0aHxwgPRYp+Bgv/VafxZ3ipk3L1Cdu3RJZPghx2223tRRV2DVelo9//OPn9dWx9oEX+O2fNmo1b84FFReivTwXM3ysgg+fjIA/ixynpAnrZYn72ZX67DOf+cyUxgv7bugjbvWlyvbRm14e/3/v935vzkV2rZRuM193eVr6vpe85CXb+oxtPtDBH+STJ09O8w62hVq9nd96663zuovUfEdGHyjrLkcbb3wYZwTEjbSJ/Fk11pTIcgHKhTfHqZCxJ258hIk/2tpMHQ984APnN1VqTtKfpc/qIm6kFWUBIuXQxfz2vOc9r8WtVoqbiDrY98w7tPXHeUnd4pUBLz914saiR93JmGxjl/jhS622T3FLHeoZ2YMGaEc5SvkTJ99dUnfJKQ9/8orP+Vadyauu41RyAbx5BrhG5WFDHRDTLZQaUIdtfmOvIlATUrv9VF9Larc462Cf9gkB4pZs5Zhsn9wcBYyk8XzClFttfFrT/ci+pV6TdLv9TxuQri75ajJasCsdfraRPI9W8FgDtziRT0CGW4K1gjLdFlQHfNB5vIFbpHfWBwLgTTp1bgWDH9nnJRkeMeDxC25x9vaNGzaA1N0Q3Q82Emj3OpOHT7iy7/hYgJ+mRR4ebhvz2AeJ7U8F0p56wPF4A7d9iRu3q3vglqaJ7bPf1HudSe/1jNp8TITb1XXBMnysg0/achsbO71ucMQNPLfkyTiTPIwnHj3g9r+QdHDuE/GW8q8qGROMt1oZb+MW2dTHeDNuxkn9lqv0r6IRNzZuOTMme/186pzP0vZ42z/8wz/cYsUHKTjeBOg8OrFqvNHn+973vrPKpd7GbN8XjuFaSJkyL6ibEv0ZN/T0YNz0Nel1odeOUx6v8FGEtL9Vt/3rArw9epBy6uKjP7VK28Y6jwskwMN4Ybwtg/oj3EgcpzxqlraJi3HTHszyENf6c978ph89EAs+885c1AP6iBtjmmMFPeqFlzqPTvBxp8SnHsZm0qjrp2XyZ52YETseuyFuKUuduP3Mz/xMiky6tYmNtJN1BT1+bI94Epd1ZSgTT70/D8qjbyl7HOrfwVXwd93zyuPQl1334YILLmhfCtq1YAkwcfG1nH5yWFcXX8vhS0NnItQK8Oz888/fk+v1z73JckLZC/BVq7qduxfRSYYD3UnOCYrSg5xJAB4utMQ74YDrwYkDGhttQH202dSlvHLiUzfPm4LnBKC+1Ik/+sSJYGRLudSrDPy9T70/6pRX++oFr77eBrReLvsNDUBeXtrEno1+ZyyhwQc/9inpt3bBsWmTOjTtIL8uZJ/Uq250epLQtnrhAbSpzDK6+P0qe3voBZcxlkcfodEf+rIsXsjUClGj50WHuijZAPSqu6dnvJRJfuTxB5q+qAPabkC53o74Xteyfa7PxtB2r7fXl215lYVGzAHiaZ8zFsgAKdMQ8SOP8ZYEHp3K0k7d2AYHXVlKcMlrnVJ98BkLZbU7Knte2ujTt6SrGz3SRzrB6VvSwbEB9odSP7HVj3X5Uw9jHRkvvtWLPJDzLW3paUu94Ix3L4csoN7sc8ZFuvrRjc7UBw94cNqmTBls0RbkE49ONude8PKknPJnevl/X7totv3v1Zneq43/mwjsEAEO5pz8YefAB5hAciLywLeEx0mBuqA+ackvj2XyYE8QT1s8OHRRSqfNJg91JsCcFMGNQLwlOpnw7bc6kYUHek7G4tWtHtr6CE68OvDNGElLXfYtecDB258AwLmP4EG3OHVTWtfXdUvl9Eld4tM2OPj0VR5t6bv9Er+fpX6iM+3Rxh/91Td42DjRgWOfS7MfyAo9T9qwrrwlsllXF6X+Qu95elxPTz2r6sj1vml3JKcdefRDvDHM+Mgz0tfj1KN+9cE30jPCpU71gKOfyU+9H2/Ob3lxgyy86MpYgZNm2fvbGNb4UResxg6c+NQrfZVa+428PqtDnchbh4fN+U2adNraBUfdOVBbyoiXTzxlD/KgA//UZSk/fGw9iMN368rSxhfaxgCccUAXNOXUYVu6POCpI0/dtj6lnLjjUm4ugI/Lntz0Y1cR8CBnJfrLX/5yuwhEgZMIb0Rz+4xb3kwOwqiOrpzkktfJwzLl4RNPPWmJh9YDdN42rudxGwlZJjr84FY9t1dJaQeM9PKmNP32MQYnP/i5Hc0tc+RSFprArfS/+Zu/mSZg8X3c+n6oE7wbsmlHmSylgyMDBb7Xs9DNrCcB3gTn9iiPpCirX7spkdUecrbBkUGjnutsj1/QTjsZt8RrW50jmjzrlr1t5PRTHfKI51a0cSNmntDJcGHckFEOPdQBxsfXvva1WT03v4CDzqMFyKuvCdRP6lnVZ23AIx+4xKtz3VJZ+FPnMnl4lOn5jVs9E7/QJ8cbGQxWAXGr510n/djBBrfqiZv2Rj6kXuXAZX3Eoy6OU/a5xwj7EagXXZttHjdI0Bdw2Kh3AbZlVICn3pFoj1ikbF8nbhwrPC4F6DOZGug3jwsA2oSe7dZY40e9KYtN+s3jPs6L2uHxpbNWZBqRL02PcNBHPqc/6iDu4Ht+26krxxt4ZTlOOScZN3VT6h/6GGtsytl/7lbneEt56+pZ1hZ/bEoegfh2hScfQhaIZbHlJaIaRGfkdia/BFeTwfQSQK2KtDeJeZmlnktrmRt4M5utntNqL3vBzwsCyvUvpYnP/SwO/dah02YbAXwJy3hTHy+S6C8vgPFGO2WlPpt/85vfXOhn6kMHL5Dw7fqUUxdvnwPI9H6BB1cfcGnx4o1sNmTRxRvOvFwIj/LU1QOOF3Qo1dUqd//AZ7wTn7y8IMNLPNjENm+ks//IcsBb/6lbu72uVe30V7v4hF5eciFu9lkfsH/FFVcM+60PjB22/QB8UW/vrz4nD3Veyqznt1usGCv2gRe8brzxxsmt1Iecel772tc2GeTc6Dcv9vDiEnwCOpRLfdLVS3tEBw9PHm/g1oG0PeIf2etxtLGND7wkVynipmPNfb61tTX/9Kc/PTKxgCNuHBvGW/l6jGxeKeKaDcZXAvYTaBtP8CN6zwP/Nddc0/zmGGHDNhtZFngxspfRpvinP/3pjT/9p85L3DsBmTWIW/Yb28SNl/+w0e9fcGwJicu6POLoL0CbjCL1fPdwfrvqqqsmvlbpftCjLknoHEHyph/WU0acupC1/+CcY3j5kJew3VfEm60u2uef/exnm2/Iqgcb1PWlHhOc9hly6GEfXHDBBdPcmrL6qA9Jo55teY9DybXvJg/w3//9nv7M1EHccryy4rUXuPnmm4dfgNuLrsOW4aUOX1rZrW1ehDndeYDxmdykdcHSnuNmhYaVvZqM2lYTUctBia/cMiRXoysn/EP2X3LWa5Jo+MRlvSaMthJBqS78oC2oF1zKQpdGnRdLLrvsshZHXsLDXzb6wMbKKCsArPIwTgH1UdbJZ1Zvr88qa0BbTc2+EwNWWHnBjJfJauKcbOMXKyuVDqzlsGYFGllsGzvoJ+vlE1afM8cldrNf+tOcu9s/YwEtIdvXXXfdrLIZtPzdrMhpFz/Yp6xos7rNKo9ylqlzVV3+3p+62JnVn45ZXRC1GNUJp9k3fsaNl8mIG4Autr7vq+yvojHO1AWfPiqj77StU/LJ9cqeMbvjjjva+NBn9h1xI0ewcet1kZP1TW9606xSY7XVQGNuWSkF28owL4ZWdg7FJ/si9GdZO/tCPwGOFeR6WXUsK1Mm9WbstLGMFzxxY54gXzxjm31u7IgbOYIpfSlSW8gyf7zxjW9sn7rnOEWOeDtujBsv6VVawtZH5PURHUD6SVsblum/MswB7G/8J1+5PrvP6Mud9TInq4q+/Kgselk9ffWrXz27qd7ZYGwglzrqD3Y7ztnf7Pf0BR/rwrvFjfHmcWq/jRv68jhFR/aFNn1Pv9AtiM82OL5Y+oY3vGFWqcZmfG01/aYf4HihkX7XxaHiC31Qt+XEVBVx+tf3Xbolfci+gbft+FY/3waoNJXtODVu7jPiVpl92r7I8aYu5l36/bGPfay97KqcJWOiUmi2l0K5+6B/+o8P4lbV9fVML8kDvHkE4kzfixv/dx0BTlpMzFxM1SrFJO9EAoKLmUpB1E4Q3OLlYq5WitsEkRMG9dycQCyTV0PgpIuzVFdPV4ZJjj9PvIjICUw+5dDDyRY6J1b+oDHRc7uWkx4X+1zIcGJEBlA3dfRxgUcCfU7KZLrgJAeeybfSfLW41WriwslJPZxYiBu3OYkbtomburNsyMEPtvRNMrcFK93UrNIbtQuK1OMFAie6T33qU+0Cg7fQ2Wc73Z5W/6g0LpyIsE3cOLFrm5MXJ3UAXsYSJ9et+tPBB1TyYhCe/ONDe7eADeMyihH6pKubcYzv7JNaHZ/o8KED4MRaafNaX8h6wD7jNit0xlilLmzjiQvhHog9PGzI5HjTRu8TOpb5r35l4dNPaTuV6u7t9u2RHu0SN/5EMt7Y74AXK+rnQw21ct7ixiNDxg1eLjqJ27ve9a72UQdwALKOG+NG1oBaSW/jlT/cCfij39pNOnXp4nmsi0cXrr322vahJXnsG3p4NOB973tfy5zCI0P4zr7jAp1+cxFVK6Xt4lG92kdPpV9r84GZNXgkAuD4Z7xVjt6F8YYsG0DcuEhl7DjeiIH+wUOdbRX0dC7wmN8qxeOs7lBN8qkXH/gIFRfwHJ9kAGGe63XpA6V+r/JF2jLe1J881o0b4y2PU/Qqa9xoM95YoCBuAOONhQ3mfeZpQLnWqB8yU3D+4LzAH3TmRx+Tkwd/ejlpx7LcPAKxt8cQTiUPcA2w+cs2j0Awu+164/bOqQKPcNQ/4HZbqE5G23yoSWDKP8ltw3ruquUSrQl72+2g+nfdbmNKo0yoC6TpdtoynuSnvorvla98ZcutSe5i/MR/yowl7Xoes33Qgg8MkL8W4JZnpX2DHatoAABAAElEQVRb+gGN1FcrQ+2RglpRaLL81Mm8xS0/oIEdtt4+cSNRPreP14VV/ebWX305avqgAb72/cYH4sFtv3rerT3esq7t5NMPcXVSneJmP41x74MfAqkVU8X3pcSnujiZxgbjClwPOd6gcYue29Dsj2VjXTy3SeuioOVQRQ9Anmw+BMF4y773/aZNflfyEfN4jdDHUryldPuSbfsiTZl1S+WTX/3QRnV564/U9LiI/SZOjHX7bsktZsYbuY4F5veMm7yUqQPdxI18xDxeA6Rf6af7XxvyyiOeD7bwWAt+uW/tAyU+6A/jgseWasW3ifMoy1Oe8pT2oRt5KOvCfNIlnn7Un56WV1fbdWHbPjzCMagtbeNL+uNtfXJrC6O+j/Yj/D2e/OTkCOaRNuzop/Zpi+c4rYv3lqtY25b6QLkKer7eH2TdN5T1R7M98pA61VF/ONpjD8Qk/dR3YwmN43Rra6vlclfXi1/84mm8wcM2kgXHeCOPc110K95KfbFcIB7DBte+i383Kzob2ETguEeAlQIeI6hJYseu1glhus0Jc8rUnNDadSJoJW02Ad7kz3pNMo2tJmTZpxVV+NSlDXGsMPpJW3FpE2W00Q8vjzLU5NtscCuMRwT8POpITmdYTcUO/Qfg5ZYtq0vUsa19ZSzBw8tKBLfV5deebfgA2uL6tjZY/WCfoXcVoIcVW/Yx5akC+owFccMf/SbG0AXwxJg7DKww9X1KPuvrluh2rFBPu+igLU7/wBM39tmquClHvLhLwAbkGKKt3rQvDh2smjK+HG/IgE8e9Tj+pYEH1C1e3+6i7u5XXfhD7GiLsz7SiE1iwAtkjKPk7fc58vASZ+MGjrHCsTfyHx3qhG7cWH2lnT6iq2+DA+CV/y7MXb8ep8jtBBzfHOfcBUAXsWI1kjsu6kZP329w8LKSzDwjcLwz3ohbD+pjX1BnvBE3SmnK6LuleEp42YCke5xy7AHytEbX9nGCPE57vejOfaVO9Xo8qj99kSdpeZ6QlxJe5zdK7VDK15B3/zDOmFvlBU0/Mi86OGW1AQ5g37LfGG+CfVcGfN93eY9T+a2z73Hq1aYvmwisEQEPelnz4BdnOaIhzyTIxJYAHqBETtneXratU45AetJ6Xu3AM+JXtqelnLLyWvYy4JEDz0QpqIvSujRK+HsY6e55R3LqSTvLdMm7Tpn69CPtS09c6k26/mSZvLupo1fdlsqrP3mkUUoX18uLhw+AnvVer/KJl7/X1duGLk559Smb5Spa8vV1dWtLuvhsW6eUn1LQB3G21WW755cuXt22KcWpW1ov27eV6/HKS6e9jAd8wjIf+gtgdWapHm2p21LdtuHXR2m9Dtt9Cb92RrTUl/bgTZqyI9wyWs53yCmrP7Yt0QPNC2D17lSqz3Idfm0qQ5lgWz5KN/l6HvHHsdysAB/Hvbrp01oRGB3oI1wqY7KQx5UMJxDwrgp4wqAtv3rUAT5pySsNXkE6NPHqgkcc9eSh3UPSl+kA7zbyJ+2lfvD4yvOM2gFHHbx1ZKyrHxx1ABpxVE4e8ClHXYAn2+J3W6Ye444OdHsChGcEPFfnnyL9RMepQvZLvejUn97P3r/sU8qn3vRRn90H0uSHbh3dbMqAZ9OHvi4fOtVBXT3ikg/6uqA99PX7Apr69c8y5RJnjMXhB7z6B12d0ijhB69ecIC84tGjLnHJN6qju/cn29pWNvnTvnX40gflki5OXdCSTj3Hi3X9kp8SnP2mLk4blEDi3Q/IpU7rd0l8K+69PLoEZEZyicMOMvoALceTuizhw0f7BV6cei2lKWsbOhtyCfogH215rKvbuCvf4zN+8Ggz+eEB0q7041JuLoBPw550sJ4G0wdq0n554ByosVNQ7mSAvwl5oMMj3TJ5qSdenfL0bfCpcxldecuUEUc5woujZFsG0vV/xAtOeuph34KXZpk80qWpvy+REdfLg5dmCU+vM+WSTj3ler5VbW0s0yG91y+ekw/1nj6yuQ6felMe3ervy+SzD/JIW9ZOW/oGb+LV2ePUbZk2qNtWr3wHUWoL3dR7X3s6fPDom3TlLMUv0wteUIb2SC7pyqwqU4d8y3DgpWHHOnLaBWcdfPKM2uKUobQOzXbq7XUmvzLqzTZ1IXVYt4Qn67bBaWtEV3df9rzqSD557K82bUsfyYCDb8ST/NZ7+7Yt5aNUrzRLaL29pI3oy3DgjxOc+rLEcYrGAfYlB1zWGZj94DxANw5UNf1yO1BDp6i8XuJq2QHIjABk/HPfQONtWd6aJV1Q7qvsp/jUQ73/l62t5AMHgFNn78NdHHf91ksSLb0Zq4zqkZ+2OEre6iYVmhetrFyQsqhefGnK5Fcm9aCffmMP4KKuj5v80FMHdXjJ/mDc4FkH0OkGv3rRgz+mLRI/8oEMFGR/oDwV0AYr2d/zPd/TYgHOLW1TB0/c6Dd+Km/Z+2I/1WM7+RKnXUv5+jZ4cMgyxsnOwDgGJ026tsH3cYNGdgLi3mcnaIrqR520GVf03XGftGV15KC50Qb69l3Yvf+mPuuWqdV4MN54w55x3AM88lESY8Zb8hI3jj2OueRFF3YT4DVuiaeevNS1bYyTXzpjD9/xK+Xh1RfwbBzf7F/GLQAOX9h62WyjBx84LvAfYI4gbsZCW41YP7bRw8Z4Y2w6D8tHKU+WiU9e64xR+qI/vaz24cdP5sKcT+BPHvho9zjwgn92acvX75uRH/JKIxaON2nasIQXcB5GRnn6TH+0La+y6FTvqvEmD3JZV89xKzd5gA8xD7CDkvLmu/MAM2DPFMBvJvRHP/rRs5/8yZ9sB58TALTclvXp309zHmAOaiYKvqhDGiJf6tJf+iBQJ+dxvdE9qzfp24QNzj472chP6aSResTJN6LBA95NG8jID46vvJEChzRuvGiT40c+ZNBXSexnF1988eys+uoRJzhONPSDl1f4ipugHKX6SGtUGTdmD3nIQ6aTMxM0XxIinY4vERoD+4gO6o997GNnlSy/pdpxotZelvZbnL7QV0B9XFyRsoiXN0h1JMhvG3/uf//7t3yY+MoJvueRd1kJvzL4QdwY78SN/KgjgJ++ELdXvOIVs0rCP7yIUDb7py1jCI8469lWx04lMpzsGOu8nEbeZvVQGnv3OXEjby1fESRu4BlvW1tbLQ8uL9ogl/scHbQZX8985jPbRnopL5i1Z99s7+T7YdPdH/QFX/nzSCo74lbZUxbcyT5Qr4xAU9y8+CJuxIH8wb5ImnFDoXouueSSFjfScRm3BYPBm3LyZGzRyfzGeMVvXsgEpy3laSNXH82ZvehFL2pp0DhOsf+DP/iD7Q9Tpjrsb/sjz8UmsujAJjguiDNu+qavWf7SL/1SO07JaesfNHSw7QW4MKwPvbQX+kjTJqiPkn0AMA9ynD7oQQ9qPoPDVzb5wVEXP2q7T6UpaznSB6/jTf2MN1JOsr9IaSaoxzb2zj777JbH/T73uU+LGzTy+vKlN8YbL0FiV0gd1H/7t3979pu/+ZtNhv2adGRo931W13EqyQO8uQA+4AvgZQPxlltuWfgQRj8Ij+JA00cvgEc+evDI2/Oc7gtg/OFiipMTbwLzJi35Td1P+s9EzkXM4x73uNk555yzbTURPiajlMu+2n/pSbMuj23LxFPPNqtKrJqQbYC3gZkwe2AirHRns0qtNLvf/e43re6w6kHeTi5WeGOaC+g+OwC2Kn1Z+8gLfWdiBegrkzS6edObzbywyECnzLg99KEPneIGjVhQ9iDOWNlOPlZqtupCjItQ3/Zm/yUv/Ttx4kS7+P61X/u1hZWg1LXbOnqJA3HjzWneeh/FjQv0X/3VX21jhgugHtJX++oYsp08Kb8MnzyjOhcFjHXGC/Higo74Aerkwoe4ETP+uHARB42N8caFjuONjAHS3Ofsl0c84hGt34wd4jQC7VmOeE4nzn7hAxdk9Iv9Tdw4zoybPhI3LuIybtKIGX8YiRtZDszcAt3jwLhxnDJ2vMhUh2XGK32UTpk8HKeMV+c3slkksN/wjz+3HOPMc/QFwAfyAvMHiGONcZ5ZHtTDBTbnAeTJIQzgA3L0i1ixjeLGmOQizrgRa+VbZY8/Hqf0Adtk1yD2CfSdC3SPU+bDEdAX9xN06o53j1XwGXfqti2TJy96wScQg7NqocLjlCwP/XjLuOE/sRbYn/wJYbySgSPHG77gM39sHvWoR7XzQn3pdGG8jfxFN/ikae84lFwAzzZ5gHefi7Z2/nzdPMA1IFv+zhqAU35H6uSJRA9bDbApP6G4o1ySR7cO5m15SWvCbHhL+tlDJYdvOSr32r/9yAOsT/ShksG3fJm18tFyXVrWqsT8K1/5iqytzD5LYP/WpNX6DQ6eBOjEQ4AOf+KgqRv+1JF1+ZR93eteN69Jv+VorYuO5j9lTY7zmvwnG/C7oQMbtYI7rwvUJkufkWND31vf+lbYFvywrX98CrlOms0mMjWBt3atHrZPSMtPCdAPfBj1RzpxQb8Ar/bEUdYXnlquUfeVZZ0E2qeQexspu04deTf5bdeJZV4XDlPctE35tre9rbGnfeVGfVc3tL6fysGTdWXWKVMO/fUBgBa3HCvUyVdL/lYAmYQcN6961aumY6RWxVu+ZcYAuX/rQqP1wf2XttWXusQd1RL/3Wd80rc+2DD13X1eF4rtE9J9zLJP0GqlcUHWY4241R/waf9qb5m+ZXjsQTO+1Nk4nsjd7RyB3x7j9cd4XncEJleVmRB3V572tKdNviuLnlr5nWxgpwf0Md7qbtUkb9zIv+snpOET9CFx0nYqkaH/AGPwzjvvnNdF9nScGnNiUV9aG6pTh364P3rmxGfMez7a9oVy3fmtFsdanl/jZVl/qqdPSI9sae/SSy/dFnN08Mlyfdcv2jn3iF+m/zjhN3mA6yrsoIF/jT3UIGso/qlar4E1/dsS18udzrb/AvEzAV/P1H+J+M2K1dVXXz3tB/vGM3CsdvaQ/c99Jr6Pk/tfOvpc6VGe0rqxTH7r6qYk7g9/+MPbV4zQCQ847LH66KqK+wcewDYre7//+78/e/KTnzzJqZ9bkvIho2/U5SFufOUKPgC78BE37KdMY6gfZW3LQ8mWsZIXfA88AsInP/tV2DrJLXxatZdbt41tfUJGX6izuvb85z+/xS3x0LgliVyPhwZOfM+TNHh7UK7H79RGDlvuS74cxaecjZt266JgVh8ZmXxP/9QB7pGPfGRbpcKusuBZbeQxEceAY0JZ/aR9pkD6ylcF+RR0n9vWR2OSt+8fNFZKGbPGVX7iVhcmDY8ceGnygqc+AuIMzeMmZcXzWAvHqTq04Z0kx4b6bauLx6h4TAAQhy4/c+4+rwup5oc8lIw34parsMgSNx5VSADPhpw6kr5TXRn9Z/WdxzN4ZAocfsrDIz7y9XrhST+UgQ8ZaMZbvl5H4tWnnO3U28uzov7mN795Ia80PKzSE7eURS8gjpLVYWLfA3eCoMurXN9OnVnv9R2H9iYLxCHtRQfSIZk7FDN54GCwbx+KE7s04n7QV56740LX9k7qej7b6u3le3rfTn5o0ilHOhPPSYhNHPzKU7ctDlvq5CTEs4vi4FFP4hpD/SinLuLGhCpv2pJX2b5cRvdkmvzaSxy3+rj470EfxGtnpEOeZWUfC/jAcRI6UY8LAJ4IW6N+tGe7L3ei9/y0+z6NeHbCqSPjJs5+pm/i1Esb4LlJTsDyqgOaPNTz4iJ5oJ1JYBy4vfwrv/Ire3admGXcMlbEx3hiIOOVeI2L0zfayvR6kdmqxxHYlHPMKqfe1CeOklvlbIJ6bHvMss8FebgIJW69X/DqBzLyK38qJbqwxyNTPGYBiLOP4hpx8AM/mwsVy/jVm/Tsa6/aWPX4vs0jbvzZ7CHtQaM9Av7M3ute91qI+4gPnP4u07VM7rjgNxfAB7wnGVgOLg4ABpyDjn/NAG1o/sM8YJf2pN4+KJz9AJf9tH/ynumlfaNfOSlmP0fxyX4nL/hsU8+2ciOcstD0S35PKoyjfkVGHuSgs9EXx6S6KOFRl3Lwj/DSLZWnTV1AFtAObXHyUCaOOj4io/2kp9xB1ImB/hoP2tbTJnh9oy6Ioy0+ceJTr7oo6Tf2ehn171Qih7xzDfEEx4Z+N3Gpz5j3/VVWXtvqkF88fNTTB2W/nUpi0IMxc19nW15xtNkngnEWp375xbPKLA07AvLZhofxwX4Cr4wlODbHBbyActSTLo1SkFddtKkD9kfe3ZboQgf+sdlvbaTNkS19d+7Ufi+nv0nHXsZDHmwnZJs6MtqlnfSU29QPJgKbC+CDieuk9TgNaA9QDlgnCftHySQgiLd9VMrer9tvv31WzzS3lweSxssRPB6QL0nQb3mos9UzxLN6RnBb907UKuG555474eEFlKf+H//xH+32JLfpwMvDyw7nn39+uy0NnyCdNvypSx5pTKzSUw46k/8y+cQrB250wkBX8tBeZhOaAM9111034y3zHogbmTfSnjbk5UVKbuvyyVYBHuLGPmP1A9AXedYttbdMnnEOLelZH9lRJ9k3GG+24aXO7fALLrigvYCU8jvpTd6+rg10GM+RPnBs8LPZtlylFx7AMnmNE7jUmzxHuW78Tp482fYZn5BN4DGjJz3pSW1lPPF9/cYbb5x97GMfm2IsnUeNGK8eq+4jYwUfL6pec801LaMDeH0i3rxERuYA95M05MCpj/YycL+lLHK23/3ud8/qmfsmLg6ZBz/4wdtWKZ3/065jIO2gh7a49C1tJH6nunLwYX+kG9pOdlN25Gfa0QalMVOGuH3pS1+a4ohtgLjxwqiy4NQpjiwQzG/sewEeXt5mvOVLh9KzZKzVM/0LNqDz6AfjTTvg0KvPtimTh/Zxhc0F8AHvWQYSm4M8B1uPP2BX9kV9Hui9QvrjhNfTjlqbC3jSBDFR/Mmf/El7+zZ9rJde2vO1PEPH7f5+//FmNGml6mWw2Uc+8pFt+5iLWh4RQA/PxQrufy7i6oXA2VVXXTXjLe2MHW/3cvuQxxSQJ+aCftBGxjFEKYinLb92wSWdNtDrgb+XgU99KUM9faQ9AmR5M5s0ahk3fWfsEDfizXOXxK23R9w++9nPzupFlpaKLe0QN3KQGjf1Js9e6iM9xkb/Rjzagofxxont4x//+Kxellv4swgfz+wxXrig4ZGcdfSqf6cSXcv2zyq/+2NdXn1bphN/5NG3VT7Ic5RK/efi9zOf+czsyiuvnPFmfgLPgzPeePac8doDzwwzx3zoQx9q8sYPPvQ/8IEPbHLse257Q9cudVI0+gedUhry0HkcBx9IvUddunaW7R/p6FkGHKf4zh9VxmwCenmOnGf96TcXZgnoxxf9sdQubespt191dPf6+3ZvS59SFlz6brvnsc38xZ/yegGvxY1zi3qxB52UeCyqsM+Im/r1B9l6QbCNFzK2JPAI0z3ucY+2ss15oQf2CXMM4+2d73xnT27ZPrDLPuOxHvzWPnXBevou7diVmywQB5sFogbRBHUSbG9cguBNzZpIWgaIGlQsD7Z6Db5WF3eUSnzD5z//8z9feLu1Duypj9TdJmRUTncWCH2ryWJeuRDnNaFs2wfEnLeF60JkTqYFAVn2IWWdFOf3vve953UCmvYXsXGri7d55V+d33rrrYovlGSzqFW/eV2sLdjHNjp4w7zyg05viSus//oh3lK6viZfj5NXWUvxWUJDF28yj3QqOyq1S/nJT35yXiu085r8W7/pa4554lYpoea33XZbi3O+oYzul7/85S1uvNVNrFIWXbxhXnkupzebsblXsP/I24fsO3jabMtAHbWaM+eNejIupM8e34wDxlu9pDb1e5XeZfZ6fO9377/8+kk76/Czz8EJIx1JV54SXjflj2KZPma9clkvjLccc7Vy28bb7/7u7y7Ex/5VTtZ5rfjN64WzhTkCOcZA/WGbV2qqORlVsAkYM8rLL7+8ZQMgwwpjW9seM/UneV6rwPOTJ09O55VeR+prBuJnGQ38DTfc0DKGeJz2tunTAx7wgPkXvvCFYd8ZM5XGa+pPHsfapc/UhayL203Z66U90tnz9TZSDr/ZBGVHeukPcatncOfMY+xj95XHOXEjg1StDk+xSV1k1yDbA1kbjLmyjBto9fJyk9UX41h/kub1p2peF8rTeEsdld6wZeWoC+ShbfqoL+q2bf+PU8m17yYP8AHnAa4BuA3qwGg4/gHyLz/fyt7GfIQQ5H58xjOeMTtRt6nJFQnQF/tjuxHuplm3ZAXvL/7iL6Y+i1+3JO+mL2+tK9Pz8TGDd7zjHbO6GGuPIdRBvcBCf+rAb//WybXLai//vFmRrMlm9oEPfGD2nve8Z1YXadve1FUROTiR8w1o35pmVYXVy+uvv372T//0T81Ob582q0fIsiKKXeI9irO4Xod4yqzjn219tVyGTxn1Ja849YxK43bttde2R0aIa+pQhrhx6y/jBh9xYxWOuP3zP/9zixv4vt/EjY3VE9507+OmnVVl6tRHS+TqpNbE5YOWdHVL51ao483cyfJYEh9Wh8hLzQcnWCViv6NXPSMbyi8rlelL+MWpv9chndIteaSrK/VkXdnkTz1Hpa5/lHxshfH20Y9+dBpvvZ/0kbmbsUreVVboWBEGWP3jNvbN9cEjHp0wBqmjLhLbWGfMk/OVTBFk5GDs1iJDW8n727/924W7U/qIHo4h7DPPcPdja2trUp98o7r7J2kI48v73//+mccpbaDnIw8445RjjePB2/Lwohv+3FKHuqRD60GeHr+qrYxl8vY42uL0N/mpS09ecUmnznFL3Hy0i/YIiBvzG/uNuLEii07OBVdcccWsLqDbXKdP7id1Ief85nhDnlV6Hq1ivLF63wM85kZ2vLGKzHjLPiGXberZ7vWeye1NHuAnP3nhn1LtzLXb/Iurk1mNz9XAP6jRvyhwdSJvq101wJpdSuu78eWweH/jN36jrVQs69PqSNxFPd0rwHjx9re/fSHOfcxp88/duPKvG78B8nbWxwImmjyrynqet8nyUxPVtn/oyrr/9YeSlYC6nTWtEKHD8ZT7gborAfCsC8i5OqM+SsD2urpGfOqqk/W8nomexrl9XlXW825TX1lZqY9sTHE3Vilv3MBRrwuQkUs74uy3vqeAOMqd4i3vW97ylqnf+pj+W7esRyEW7hygR13py17rve/q7vG71U882ADKfuV4t/oOmz/7/+EPf3jOilk/vtx/jrGkc2dMeM5znrNNljlFefe1uLMrZ209YtHE6ytmbRVRnrSROGTdyDXsftSHLHPfwNfziuNORT2jupbvxuDCCy9s+tSBLfWLw5dldf2Urqz4UynRpT8j/dCc/7Qz4pNmKY/t+pMzr4wX03kj91Puv6xfdNFFU5xqUWVe7zBMcXdcJD86bXMHrC62NT//rd/6rWlswZO8thNXHz+Z1x+thX2CMvolZF3ccSo3eYBrZBw01KBbMFEDaPpHBc0N/CqAL3nqAGntxK2SH9H0LXUkLuspn3jr0NHDBi7xKXu66/qon/qtv+CXgTLyykdb2kgftJpMprikfNbVlz6knDa01/OLh4/xIaS+tCdeXtvqSV51rVOmzyMd2Onx4vQBO/CwJU778iddHDzUlUu8NEpl5aMtZF0cpXhK69K1aTxHdHWMbOpnL9e3tbfXUn2jEpz9kK6v+q5d/bWdcxKytNUhD2UvN9IvbiSfuvaz3tuizdb7q03x+io+S+XlTRp1jpVlkHrTF/GWymuLUoCHTZxt6eJtU4JjU7+lNHnhIdMCL/HJA87xP+JPWeuWyJ4K4EPqSJ/Qm215HbMpl/WRPzm/SUcGnf3+VL/29KGXs03Z21e3OuCh7ia/dPG9LvDilGmI+Em8dhMXrMeiunkJ7pB2Yw4+TDKouMXJp0d5aYfb6Rw8PR/tfgA6MNWjzEF1hZyKJEPnk5m9LyP/9KfnPSj/dqMXn9yUSz+t2y/7Iq8TnHzis531pINHn7ql9aWTJnj5e55RW7vI5CSt3aSnDz0d3fKO7KzCoXcdSPvwa89SHfbD9qjUf2gj+6mz339JU/cIJ21Zqd3dyPa82UZfH6NltveCT1spbz8S19f7fZK+qhecF0LSbaNPHfKnjfSB+ogn+fezjq20j+6039N2sp381lNf1qHLM9Lb07JtPfXlWBcPn/VlNtQFfRUvNHjll9f2TvIj+6eCS/v4YFs/bfd+JX4n+9m3Vbzal18blsp6HNjuS/ktpdu2FK8928tK+JI36+iU3utfpu9MxW8ugA9hzzGYGOh5AsAsb/7WCzvtbVCeAeLZoP6ZK2T7QUjbA0daDuB1u6RM6hCHDuqkliJF07Oe9az21nLPaxt+63VbqdVZGTiKgJ/sizxB6Cc08PSdun2CDi5loIFjU59y8lP2esRRqo86gJ7UpX5tUAK9Xw0ZePYBeuSzhA8d2GX/iLdUz15KfcPuKsAWvMkPDp8ok66fvT54AHSkTM+XbXjRl3GBrq7k3U3dvujHMlnt6LN8tAH8UpelPJTKJ24/69q0H7Stawec+ymP734/pa/qTX3w084xqA1K5JWznfSDrqdtbNHuQR97/KgtL6X7GT7x1I0J9QR4AHygnjLJl/X0P49Hdclrv9SpD9pSVrxy+sE8w5agTnC9veQ7qDr28TfH1n74Yb+MyTL/jWXyg8MnSunI66e6oInHTvKC73U25iU/6kKGurpouymqXtry9b7Je5zKzQXwAe9NB5qDGXPgcnCSDocX4vi861//9V9Pg1MeDxxdpa2eLKXvVKpXP/DNA0CcPKz6XnzxxTNegBM30q88PHliHPGebhy+GkN80fes0w9jkfGxb9Dc5LVfyq2Kl/s0ZbED5AkFHFuvq5dPOnX8xA/41Itu+50nB/iE9Cd1Sl9VJn/GBhnsGhdL8PJRB7Kd/QBvHKgnZFsfEpd61SFOPb2cbemrSnkpsctGnc14S0MPdUE/pdvWz+RV5iBLfe9t6Bd4jwF58HHVeILupoxjMvUedl/1pS/TV+Ohb7TxnTJ973X07eRVllK98GdM9CHl4Mm2PI4x6ID6pd+F3S6buuCBHx/YqENXN20gZTymwfe2wJ0O0N9V49E+2Kd1/Ux+dLCJ0y5t8dqxxA71bOOnbfc/fOqRBi5Be4mjjg5tLJOFD/3uZ9oJyEHPGCb9ONVXL9Ucp56exr4wmPoBzSBjEIMn/+c555zTHoe43/3u13C460BUdtSFVYN8xC9On2iPdNQLIC1pN98V5/EH8tL2vOjocbRTd2M4Qj/0lbdfefSEPJYCeDdx9IPPvz760Y+e3u7mmbdf/MVfnJEfmAlC6GNIm0dbTpw4Mau0XlOMebufD2SQ+1MZ42ipH+TDfdzjHjerVEnT+NEeJXxOhMpYQk998vf45IemPup7hV4neogVMWMjhj0gA1Bm3OyDceOt6QTpieN4evzjHz8766yzEt3q8qc9CPTbvsuzTXgFAhl1ymYbn9nn9KEH5LQHP5/M5TOo5oXt+Q+6bT+MBT7ZD22nz4mj3vPSXsWvvLLKY9968hxWnbtefGiiz+/rvko/tra2ZvWC8IxSuM997jN7yEMesi1HLvTsF3U+NXx2fbaXR83Qz6NxD3vYw2Y/9VM/pbpWjmwzLz/qUY+aPv6SAvJjww06dfev/NLJClDpzVo+ai+m4FFX8nN3kMWbn/3Zn12gw+sm/2GU9AHQV/skHlrfb3C7BfWmHHEjO1Gev/UDPn2gHMWN8Xbeeee1c1Pq1Zby0JjXOC9kvvD73ve+7RFFsoH0kH5A+/mf//kZ2ZTIHb0KerlVvGcsbZMHeP3MD7WTOcLatm4WiBq4DerAa2+j1upee9OSsn/7FFx99ae9+V+Dr73JSRaAmoiaTXGU+rHXcpUOaHXSnn/uc59ruRzpAP7bB+vg8ZltXTjdWSCMe77tPIoFuLpom7/gBS+Y+ki/AcpK5dbyeMKX8lknT2d9laftZ+waN+rPfvaz2z5k3yqDPfc1+7UmxCkPMLK8VZ+xpu6b9tAZT27a019t24bu5jiEh9yd4PcC2kCfOsRp94Mf/OCcvKbGzb7TX2NRF38tXzCyyukruZEd88hmvMTXyWHKQZr20aUeyvTTuDWDe/jBjroVT/8rQf68Lmqm4xhf8Z99bgwoX/jCFza/Urbvg/oPqmRMsQGjPqU/y+r6hnzfF2jKJa0fh7RPF+AXvlfax4X9MxpvT3jCExpv9gnZ+oJay6XruGT/5r62XmkRF2JkzF/96ldvG+vKqLM+nDKvD8ssxDNjqq5+rDtvuC+SjkyleZxnru08D2mbPObM5/BrU32Hvd+MvfbtN6Xjivp+zW/2t7dbX4Cbjunc38TM+a0WNuaVrmyKGTr09+lPf3qTN8ZZuu/ra26N332mfH2RtOX57WW0K/7qq69u8sZKecrE9fVGPEY/mzzAH/7wrJKV17jYPfBvn9VRvsSzCmpQtX9/NQgnthrI079U8TWu2i0JVl5ZPSAXJDlDwQPIJPTtpK1bTz+yTr+e+9znthWI/EepTUt8s38pv8xn/DoKeYDxlbizIkf/yLWJz/YLP1l9ff7zn99W43LlTh4+g1ofwmg5OOlT9h95Hh158Ytf3FZ32KfECZvykcMRveS0Ja9jAisEdaHXPofMambKKS9/tq1nKZ+lNNrWKYURTtpOpXpSh3XHBPEmbuRGzbgpy6pZJYNvn+0kbuIpiQNfMGLlPuPG6jJ04lbpgFrcWCUBtEs9dVF3k5ZtcLuBXjey4LSPj6zyMG74HLIAnY39XAnut403+dRv+yBK/GCcYssxh53eNnzgchvxiVNefvAAerBDCYz40lZjOuCf9AV/WGEllzTvaJib2n4wPuuP7OyJT3ximy/sg/1ghY3V/7pQafLiLVn5rQ/itBVXclaLRw9xqbR/TZ5PppMPXLwx47O2z3zmM9tdKlYge9/VR+mGDuq5f8XJgx6OU85DHKd5HtKHSvnVxis8xCEBPYwj57ykHXTdPmDHOmXfFtcIa/6kTOqmbuyJBTFhf/GFz7RL3bjxGWxirE5K9gnjje0f//EfW25hZMADPCZZ6fXa3S3OT/qAberMf4w33iPiK6XMOQB0NlZ+K11euwvneFNHY7ybt8dBA3fcgDzA2+9FHrdeHoH+OABxJQdS1nXzrDpxs/3Xf/1XO1mCJyn7KIE+8ujeD+BDDd5S4QKY22qA+vXVcj9snk4dfL6U20BMLifrc6dM1oAXAOyDX//1X59tbW1NMUh/uZjhNjufvuSWPnHK2PDYBLe0AGNoCV99Ja6dOJgk+RiKfNC4SOIWF7cW9Qs6NHRoi7a4pPd12kL6II4ydSZ+t/X0R1upgzFG3L7xjW+0JOxJo07cuPU8kgXHRQMnAi4K/DQtNgFuIRNzHjnRD2nQ7SP1hGX45Fmnrs2R71ygMN7gubM+dwrAJy+32okLJzZx69jcbx5s+4cC3cZPn+wjNHDSbVP2MOLrccikLo5Lxr52e50H0caWfmmX8caFCvMvczLgBQkXO4w3bj8D6T9t/uQyj3LhzAcMBG3wqEHlCG/xFgePMeZxGD6swfzAcSONEn4eq+EPI/6kvHT09D71fPAKybtV8x6PXrEQ039mGT6OU+wvA+ycDtBu9gU/7HeP362PKa+t1EHc2PgwCvNRD495zGPawtlIFhxzPnL+6QHneGOxjfHGBXaCPnHhjH7GGx/iEK8t5p/KrT6NL/DyUMqXuqnL0+OPQ/s7WAb+rnteeRz6sus+XHDBBe1rPbsWLAGe9+FrPU5Mq3QwsHKwOdAYWKPBBZ0Jk6/GAPU5zvaVGOrKeKFGW/3Q9wqvfe1rZ8QDXUz4XIQtAy/KPDCzP8tkxN90001t0veiT/y6JSsmL33pS9dl38ZXt5paDPXdL/P0ceUCmQstLgbon/ReIfuJLzK5P9TLJEYcMzae0P1nXrch29e/8AmQFx3Y5lnYBG3gyzJQBzy9PWjqwIa86Fqlc5mtVXh0p37jAo7+Mkmb8UQ/4WHcEbce1IefrKjx1TT0gKcN3n3Wxw1daQPe9G2/+44tAd3qx1/GmyuJ+OD+4AI5x5v7B7qxU4+6D6o0Nmmvx9Fmk4fSGDu+ods/+4PPyilLG7BNfYQDf1Cgr5TpPz453iihuz8oGavsO3HpH7xszA9sAG33KSt2XERnv5U3bvAz1vmKF8CcATDWkUVHD+4HfEI3OoSRLWjy9HRsM2b1Bzp1jlPsJziPGb+kHUbd2OIjfbdP2O77dar+oNtNe+gkNmyj+Y24ELfRuTV1jcYbdOxwEez8hh3wfbyxzV1F50XfueCPDHMMkPbQSxvIuu1GOIY///e1izYrwIe5X3OQrbLLIGRycXJkZYhbGwA0AF3WbTfCLn7SH15m4MWbhKRnPe3KD44DEqA+4pH3dJZOjPiKj0wmy144yj5kHf+JBzo4AbKf1Leqb+hgM5ZMTKwSCeIp5bMOjz4kTtm+lEcZ6bTVLW6/S2wD2qad8WEfMBEnXX54OZF68m6KQhdt4saLQvLAb7+go4MtcdqSThue/QT19ba0AZ4/RnkCNC7K6Dd4gD4C0lvjAH+0T5m+ad8+pk/SKK1L13/b6qetrpQBJ0/i4T9owNeRfS42OU57f20v80v/+4se+4ccMXYcpx5lKb1ogQ9+5I1r+pAy6tJW8kmjBC+PbenoY25jjqOufnX1cvqk/Oko9VMfD8IHdaetPFaIw7L5Db5V8xs6GW88otADdtFNqQ/G3DYyzDFs+gQPdQC+9Dtx8LDBD480StsNeYx+No9AHMLOdPDkINVs4uSTZslqM5vgIKaddenrlh4UeVClDyPdPY52Qk9P2lGo0z98TD+zz9LxVZ6k2wdoxA8a22gigidBPeL5p86tLldC4dUmtx99vlwc8tRtc3tytJLOxSHPlPYrA+h3X7OSxG1dVnjUBx3grga30/YC6BLsL23HWsYKfG+bduqAR7D/rG7w2Ap90AYy9Herbj8aN+W0oTxx8/EJeSiJG/Luy6Tttp5+aX+kN3HyYSvH1m5t7xd/+oNObuvmeHMs8ayqz6r3to0D+4pnvrljAi7HQ443bKbdrPe697Otn/qGXfunD/JgF5yQeHGW0JIXvPucGCzbz8qx8stYZ8wrhw508rgMz8Trn3hKff/v//7vNseAS+CinLHO6nVC+ooP7DOeA07b8PNoBu8wpO2Mg3oSl3YOqm6/iRtzK3FLH7Fr3Pbig/1CNvuW4zlj1dtGLnXQFtSXdHC2sw4OO8qgAxxtHtVhSxr+cZyeVY/2AdCSjiyb47ExfRv8bC6AD2knO+AYZP4DZAA74HIw4hLtHJC21aPbvZz4nUp097pSRjo46/rTH3jJs0pn6j9ddSeqnKT0Bd/po2BdPCVgPLy1lHzJI5/y6rXNs6CVZWLhBAWNFZd6A3x2olKo4af6LfX9hhtumL3pTW+a6Oo/u1Iq8UiLt0f1SbvwcSHyute9blZvDis2lZWJoL3YMyHWrOif7Nl/fZZGKd06JT72F+7qtR9cEPCiHCdnaciyWvWa17ymxU1edcoHnrhddtllC7Lwke6PuO2UHgjeHjyOxdu33H89jXb6JZ1yFK+kH1TduFHqgz5ef/31sze/+c2TaXig8cInceduiv2WyTYf+YHni1/84jS3yfOSl7ykPW9PG51utuU7rBL7y8D+yENb3EgGGiA/9cTlHCJP6iNur3/962df+tKXpj8N6njZy17W3hVQDrx1dXz+85+fcTxrEx7gJ37iJ9r+2KqL4ATlwSFz1VVXzT5cL4v38hdeeOHsd37ndxpeW+rxWECXcqlXvv0u097//M//zF71qle1vPq9nUsvvbS9Z9Djd2pnX6jbb+x6rKQO6crZXjW/wSMfuqxTJjivgKeOD8b4Qx/60Oztb397sjeehz/84bNXvvKVQ1+9i8Z4RKf2Uu+CwmPS2FwA79OOzAHTq3RAOUAdsMr0/Lbl70vpp1KqUx07tVfx2Y9ehzKWlRJsVunDFl4IUUYd8h5UqT3KtJn4kW3p0LKeOkZy4pDx4pv6pz/96RYLPnzCi3QCNC7A3vnOd7YvA/ISTU520FnB5GKkUoq1t4VHPnDSJJ9sn0sUO9j8yEc+Mrv55ptnX//61zXdSvS/973vbc+PIT+6FbcgMGigA0i/xCW7uOSDLj55rX/qU59qJ2TjZkyhE7dK8dPihu/ELYG4ffSjH21x++pXv5qk6QTCRRov+IzitiAQDfzHZ/22LYv4ndrJl3XlDqNM3/WB1STjRjaEBPiJM38ciDkZPnrgopfxdsstt8wqZdcUJ/kYb6wQP+IRj2irVOLRDeiH+IMu017W98MX+2Qfev1JJ25cfN56663txckc68hfd9117dlg4sbdiwSeOWafcTE0Guv8AX7LW97Sxjov46nbY4YsBOyzG2+8cdscg8/QuFhin/vipn2xtC+207+DrH/hC19o8yNx489yAr5Uirf2XDNzq4+XJM86dfTYP/hHfRQnb7bThnhxtEe4nexxd4bzAudY9l8C+5VHK1hcod/8AQK0A127aSd1HMv6Jg/wt3L71g5mxl1rq7c153WgzcknW5PHlMevBs+Uk5E6AL0eSJ/y/t2F/RYfdLajDCMf0+es248e97SnPW1bbOvAG+ZyXbYf6iU41R/pkr7Xv+oFH2nXLbl5PXowf8pTntJygtL/mni2xYX+V8qc+b/+67/O62Q1jaG6HTn/xCc+Mf+RH/mRSb6PFfrQWysg87p4mXK6kgOzbv3P66XKKSdlL6s/dQHYclXWSspwbNK/flvo7JqNXgftHsDV4yItbvWi5tTvUdzwvyb4lhuVuAnEjZzMxq3vN7rUVxfBU9yW+dP7rZ0zuaRP/TxVt9DntWLe8tkSW+KWsTKO4IwbOoB6tGdeJ+V5rdZPsU1+443eyrbQ8o4znwr4wzEz2gfynEllP2ZG/QJn3MhBvize4I3bbbfd1s5DxuKb3/zmvFLtzU+cODGcW3P/VVqt+X/+53+244tYs9Ufxflb3/rWlo/e/ZWl8ve4xz3mdRE+r5Rf28aNfdWnwyiNW6UTHM5v+E3MKBlvtTo+nb97//Q/y57nKLXJM15/duZnnXXWtmOtH0NvfOMb5/U4U9tnoz5kn62P+M503CYP8B7yANfBU+Np1t7yJJ8nzxvybwo8Ww2K6V9VY7z7R3riqCtTA23S0fMchTZ+JvT9kU7/BfsmjX+n5NwdgTwjWuJI5ZLPQyftKNXpj30yJrTpP4898OiBz6clPeW4jVcnt7bC4hep3vWud81qAmsrQqyapay31sSZKow0TfzzrxPd7NK6/cd+QDd82FOO+IljBYnxjRxpd9QJP2MV0FdK262yhx91YEdbqQZfyMvMLV1WrwD56qTWfFGW5x7rIy6zra2t6ctKrKjzqfGTtSLkG/Uphz77Q9xY9SRVnS+sQVO/vloqS3kmg/23D7S5Bc54I275zDU8jBtjQGyIG88JEzdewqHNeOORE8YbvMSczX2nPPuUfcyKHKvvSZdHv870MvuT/bTOoz083vDxj398VhezrbvScsyCYw758pe/3M5Drr6zOkumHFZ+SYcFpBxtfGBjf7FaeK973as91ws/q/lkODL3sLzICeDIMsAdAUq+jinIT3mYwCNlZEwibjw6QnzwwfmNtjjev+AuEudv4gYegP8g5reDjsMVV1zRHk/imOM4BZbtc8YX+5aUaz7uRb8zPsjn/ss6tOMAmzzAp7AXmZh4LotbQOuAAwzefjDR7nHr6DxsnuyDE4kTxypf5IVHHfY3aat0nOk0+8mFALfouEgDx7YMmKTYuHVvvLgQuf322xdEoI3iWqvHs1qlmV6y46L27/7u76Y8tMvkUM4FCSdWJtTeR22Jt40c9d0AOtaRIV7EjRMbMJLTj4ybvhA3/3z19pRDJycN4nbHHXdMaQi1p66RbWlnemks7DOPLIzilnz2mcdpyI/tHwzGG7LEPsH4UQKUvIzJBQkvZoqH1u8rcMcFsp9Z5+KMY5wLFUBaxsL4cx4ybo25frgVzuMTwkgOneCJNxeIxB/gYpYLYj40sxPw8u5XvvKVdrzoz04yB0nnz0DGDZ/0ixIwlp6/ycMuTt+UEW8bunrkPSolx6kf9ep97P3nIxk8tuJx2vfBsdHjj2N78SG549jDfe6TBwUlG4OIf83+a+QEKjDw3MApk3T15WqK9KNYejBlX7IOXQBPu26rtZUKSumU+Q/VOCh7XEr7RX/ZbDNerCcNnPhRDKClLDzIA45B2w254ke+neSwmT5mHfU7+bzMhZTLen8MaaPXk34g73jq+UZteLWZcuIskTVO1PUNOpB8DXEMfuxvPy7sa9Idi+Ls/qiNPPyp1zgip4w42+o800vjRz/so+MJnP2VZilt2ZiFvgzQuUrO/bdMHrx+oyt9VDb9lH+VvsOi6WuOt9523zfa9tN+ydPLHuX2aJ/bj+wXfaC/4hyPtpU5yn09Fd++dbV2Klq+zWTzAHnf+97X3kjnnzTARZ6Dpw+LchyQ8PFvGwAPnAmDDR/tx6ikH/aHOsBK+VOf+tT20pXylMQhddzFfeb/0i8nXXtDP92/xoDJpo9VxgM6f4zgd6yoTx15e09aX2q3x2cbHsA/YrbBpY/ZDydLeEZ9Ab8K0JU67LuxS7vq0a/stzh5soTmlnjr0LCHH2ypK+1bh1c/4bWuvuNUuk/te9+3xGfcej7aSU85eY2jpfjjVNq3HDerxrp995iEN+Mo3RLaTnTHr8ePsviGLPMM9dz3tBOkwwMgZz+ST/wqn5L/IOv6YCxt05fsH3XjbP/wy3gcpI971U1f7E+vAzz9wX+25Ov7jazjAxq8lMnX6z/T25ssEKe4B3kGilsv3FJ48IMf3J6lcsA4gDBh3QFIaf0UXTg08fTXPmI86/DQZmMy5fYcbyLzNrPPJkFTl7y2D60zh2DIPtHHBPucuJ3qyvS6Um4VLfn6ei+n38knDt5RPXn3Wk/d6khb4vpS/+Xt6aO2vMr2PImHN9vw0lZHL3umt0f9yv6O6Lvt8zo64Onjvls7R5XfeGYfjUn2GZx4+iItcTv1UV5l5RdvO0v9Sxz8vY6kU1dule5e5qDbvc8j38Qlr305aP8OQv+oP2kn+wlvtpPvuNc3K8CnsIcZNGwk1SeX5bXXXrvwT5GB1W+Y898YZYL6EndU6v0BZZvSf//WpfEJTfLU/vEf//G0skAfpdM36m5Hpa+n6gf7te+nOnMf229LePq6j430KzbwEnfogHpTvhGCZttSXmQdi/0dDGgAtuAHtGWdMum01wH0OXa0k3LQ7d8yvLFG3v4kr76mfvmkoQM/9EV5dS7rm3T0HRcwNpTGxLgYL/sKzwiXOuSllBe6II522pPHUv4zuTQu9FmwDm3ZOBO/7lhXN2XaxBY6wI2OK2jmgcVm+qZO9Vmqk1J+S2T0WfnDLHsfsd3Pb/pjjGmP+pJ0ZY5Kmf7qE30Xzz7Af7YE6PD1fVNOOjzHFf7fSy65z6Xf+b3rvch13ILAqqQPju+mbwwMIAcGg4gXh3iBJr9sBJ/81AUHWbatH+Uy/e7rxgM8ORhJRM6LS2YcoF/QOCCtUyrXkDv8nClZIOiG8aF/TLy0+TgFn7XmpRNeDjIW2W34ALI38FYzeTr5FCtjjLeWf+AHfqC9yGY2hJQ1lug4//zzZ09/+tNnP/qjP9q++MTJjS92AbzoAq+2lIMG7od+6Idmz33uc2cPe9jD2ot04NzkpU2dbS8nOvVhE6AtWJeHt5XpB3Hz5SB49cU6/JXiqL1Fz5vp5jEmTypfruL47ONmH5ClH0960pNmF1100axSprW46UPvG3LSKM90yDjYL+LGi5S84MadLsG+W2bcHG/kHWW8weNLVfJbqo8vHz7vec9r4439lPHMuvxnaklf6LtgHIw3JXE7q77YxfFO3JI/5aiTHYbsKOecc87s+7//+xuZzC3MMbwM941vfEORVqJLfeyzSrXYPmjx0z/90y3jCTg+Dc88xQuz+pdK3B+MjYsvvrh9VGJra2u6qJaOTNZTx37X8dO4cefRuGnfPuvTPe95zxa3hz70oS1u8LnJS5s6G3FR1377fqr68I99wdf5eMGNlygT7AP+0w8eR2RjjBAz+50y1JGTdlT73vu8mzZZIDYXwH//97uJ2cTbDwgGFm/rc+BxwuCzg3ymUr4cSDmwVAgdPKCMtKNW2hf90l/8Z9X3H/7hH2Yf+MAHZpdffnm72LBv8vXy6lmnPJMugOmPfXefk+aJlEO8hczJidJHQ+TnQvXHfuzHWsLyytPZPkvs2OAtex63IU0Xsvy56IFxx8UzF3EkyWeSA7yIpM7JkYnSNEngBE6qfN3rkksumXGiWAb2DTrjfy/gmLB/6hBvaboi40Y2iIwbcsTtx3/8x2ePecxjZsSNPw3qJW78MaXfXESP4sbnn40bF/79Z2J739yn+ij9TC2zH9TZiBt/uLjLRdzMwpG8XDARN/5sZdy4iOJPBHFCnj8ezA/q/v/tnUmrLUnZtvcLHxQ40T8gHEF4RWxAJ1UWQlEKNXAi2DfgJyoqoqIiWmKDKA5ERLFBrYnYg6hgr6hVoggOdOKoBDtw6B9wlG9ccc6Vde84mWuvtfbep87Z+QTkiognnvaOyFyRXaQ4Md4eeOCBPt74Ux7b05Yyd2JuHI4bY5BuHdzY/5kAs59z4gFuYwIrJnBvf/vb+3J/jnUmQpyEsMQZ4zw/tKMOl5vjJPm1r31tX7aONvYhTn6ZRPNeC8eHPPGxbzgG3XvvvSdvfetb+wkndO3nsWCMTfuXkYMb+z8XGxhva7hxTBM3TryWknEuxbTE/3jR8I+N/uDE0f3M/TT9YlywROGb3/zmvr/5v5A8lO0z9IrDyHMV6kyAT+pDGPt9+KJ1OLPTU1sbHHPdcrtVPbU/0und7353Gz+PfeyiV278tB10cXH3dua6ujh1yj9e5XZA7h9VIM9E3a0dNKc2AZnaCcApbMCnHRgn8BEr8KSc9RHjsX6nfggDfOh3+pgyC5e3OxBTOwD3+MHGWNsnfae2bu3ExxvgJSlP3lYe6R9qcKF85czbZGJ69NFH+0c3kMWuG/U2EZna1Z2pXVmebSpL/tGPfrQvlI4d7GlbHdRJSe+EI3/UQz7qFi/t8WGGts7pdO3atZt8b3/q01e/+tWOm/zpM/GwAPwabu1PseMGPqMf6Eka5aQdGfptKZaxEWObBPXx1q40dswZq45X9t32idX+wZY24ViMp02cp7ak3tSuyM/7eupon2ftH1/gQwZiar6o8A4mJrY5noh3HOvtZG9qLxBP99xzz01jnf20fS59aifRsxw6xI28LQc4tU9XL8r6oZs2UepoKie07eS4fyDj5S9/+SxPX9Nv5G3i2z9Mw9hAFt/JTcRmfNIuMxdXbDDe/vjHP05333337Hse3/hgCx/7aCfQ3Udl8V8c9N/6Zfp+Ht36Ts7+w4eP2ieqF+PmA0Ht7ln/X4CfZMwZ550S+3lwQ5a5b70E1/aM86R2MOhnYA3PrqYNpL52K5+65YMHJM7GX/GKV5xadLo33PhBlg1dbLdzagfAm9zjqhqfM+VKA1foWD82z0CNDcG2c82xpiJxTNqdXLYfHRfWjYk7BFw1a18tOnU1En6uPHL7Hh6T8uScuXM2zxrUXBkdE1fUuPWMnsQePup83OGpT31qv33JrdMxvfCFL+y3QaFrd+QZ4xrtjPxr9VEPfEnDvj6Qc6sP3Ni3xqu4XOHmqhS4pQ5tc3WLq5VruHFF7Vq7lettQeW0n75Rln5s7Oq/XXLiMBZiE8O77rqr48YnVHmkxDZ5wY2r62tXlLwl/7a3va3fclfOuHl52LtltGV7luW/U3NiITluhswGtgAAKb9JREFUKCct6ZTbiXC/gs4V3qX15rlqDm6mUZ47IPfff/9JmyjLMufcpeROlMePlIWJq6lsPA7E4xGk5OEjCtwZSJplY+pCt+gnbTPeuPMAbozZMYEbd3uUGduzLs/tOg71D5/9X+AOGMe5MXFXgf0UGeXM5c2+s+12jV2fz5P/D7Pgu/73ofPouGNl22dVT/iy1rFpHCA5eFInXy7jIMQBjTQOKOrS1Jnyt2PZWPGXLw49+OCD/ZnW0f/ks0w88hk3tGynToIv6R/72Mf6C4fXW2//X33PeI05acZKTnvKyXdWtOrdJc8JiAm9bMpJPyvXN/j0Db3qO0s+21NuSW/yrpWVM5as6x+0kZ71Nd1Jl1+a9qhrx7Y7MRcjY6FvOOGlnv1kbPCLgWXr8lgf26GbtIst7FD3RDvl5L9Tc2IhiYlxiIWxSl/KRx1ZTz0jPetLeqXJR52yOtNnacmbNOWkqftW5Iwf0ziGpJ+Vj3FRfzxjOstf2vWRMrizGce+/SA/OkjH6LgueWf8/vfRN53UFeCho+06B42DYqzDZ9tYVoc5X0PiuZulN/nlQZc2pN0pOV984lk1UmKS/o/0rGc5ZcADzDio+Qec7ceWsadNbIg7NMu7dCub/MolbZeOsW2UU9/I93jXjf0sP+TLOJZo2a7OJT7bHq9cn8iXfE6/5JVvrMM70qyrR1nrazly8JKrg/q+8qlXGXMnv/A4mdjFr5y5vNSTlmV4sh07xmSbeg7NlzBJ3WfpE0/59Dt1OOESH2Xk9bhlPXXBS7uyluHdJZc6Rr20QRvpY10d+DDGoz/Sl2RHOeom5PEf2qhLHtpJ8lpWr3Kd6Rb+ZBy7zMqX2KzR5LFdvdKtr+XIyUtZPdCkr8nuS1fnvvxXha8mwK0nxwGWnXsRA4yXR/hkZKWzEXCndockz/45W8NuDvXar+1Z2ZOf/exn8xvMSnOLjBd6yEkph6w+/epXv5pXElEn/Nw2vO++++YD1NIfmjrgVyflMaVt2qzzgZHf/e53I3t/vAHfvSUtP4z6yEkLceeKCiritin+yws9dciXdHjlH3mps9kOFuCW+4Qyz33ucztuazag86IHvi89AsEjHflii3qR0/4abjw6MuKmDDm6eCnoJz/5SX9BKHVS5gXN9mzlbIc4+SNXVl/UiQxJ+vXa9V9p8lrn0So+0zwmHgvhTpMJfmWl7ZOnTJbPkj2E91boEi/9+uUvf3lqvOkDLwWxyop8iRs06jzixXjj8S6SvDwiwMtUT2krNuxKfJb4D3/4w7wPqJdHR3wESbuj37v0XnSbtvUFP3/xi1/0O3z6bBu48ZiWWChrnfzf//73yc9//vNF3IjbFUKMY9Qhfd9c3+DnhUv6jE8dj4lHbp71rGfNvtOu7ZFXOvEYmzR5qbPZzn4Pbqy0Y1KGR0fALZNtyFMGt5/+9Kc3rVbDo2vipryy1LXPWGP1pTHxKCby8MkLT+oYZa58vV6Cu/5iWxsQ8wsajAk36O1PbLFNnsofw+u8WIB3e1bzFN7Q2nOIU3uuaWrrCrf99fjkw/7tIDXxQtVXvvKVqU0U5/7W/3awmH79619PvIhCUk7L7a3s/kJVe0Zuls2x8sY3vnFqf5z9BSJkeeGC3IR9tkzSkj7SqPMyFy+/fOADH5ht6zc5L3O15b4mXmQhYdeNOvQ2+ZzahGlRvj1m0l+g8SURZEY/1mjQsZUxUPcFnzbx7i/XvOY1r+l9PO5b7U7J/EIUukjapsxLOz/+8Y9XX4L7+te/PrWJMaxdzrjFjReD1nBrk9/pb3/72yncMg5e8mqTz1MvD2afg5sv12TM3Zkb/qQ+fcz4LCeG0MCtTfwncMu+tsxLSdjmRRj4U177W8kzfl7S4sXHV73qVYu4tWW8ejv7c8qJFfv/D3/4w6m9ZT/L0+ds7Rnb6Vvf+tY83pQxdz/l5UH46StyXwRuz/X2F8kYV/YXPrDd6qRdMeAYwQtVr3zlK2/aT4mhPV87j7clX9lPecm3PXM648a+ztaeW56+853vdNx8eU67x8auPL6A55/+9KfVlwc/+clPnjq+IZub8SzRaLOv5KPu8Q3c2qR7etnLXnYTbvT/O97xjn7sZj81aYc6uH3ve9+b2ooOM27u4/z/tS/Pdh54kcO2/jje3vOe99wkiw5eTm+T6358QzZ1pA+W5emMV/CHue+mV4FozwDPByYHGXkepKx7AEu+Kl/cxDexBGsPlpTZ2vI209e+9rU+QXHHPWaf9GDBhOJDH/rQ9MxnPrPbSvuU24sU/S3ihx56qJvxQKPN3//+91NbQ3Nqy0SdGkP6zh8mB5x29Wc+OHKQZCN5kFEfedrIMm3w6zuTtLbE2dReZFs80LEKSbv63CeKqRd5Uluirk/i2gtNi/JtmaCpLYHWD5Zptwu3n/Qty7ZnbMYMjfIjjzwytasQHbdx8gt27arQ9JKXvKSvGqC+tPH5z39+auv8Tk94whNu8p0Tp2c/+9nTxz/+8RkrZbHf1rKd3vCGN6zixh9Mu/o9tSu8p/DGD+T583n+85/fJz746pixz8GNCRUroWiXk4i1PkcnfORZNu6ktXW1+2oL7cWj2a72ycGNP13++FNOXVvKM/7f/va3fbwtTSjA7dq1a1N7QXlqj6l13Ogr5Enkn/nMZ6Z2db2Pt+xzZNtLplO7U9JXY1AmcW5LYk6vf/3rp7asWO8z5HNrL7JO7a7B1K72zTa1i74lnan/IsraSVuUf/Ob30xtKcQ+EUufxQDcOKlgNZkxIc+FCnBrV8lvin3EbbSd9VH3Wh0Z9iUSJyWsOJIrEeW+wsUNVmnihFG5tOk+iS73Y8omeN3G41u7QzO1l4g7bkvHt3a3oOPWvj+gulM2Pv3pT3fc2gu9N+3n4Pac5zxnYgJP0nf9be/iTG1ZuwkbGa/ltk50963dDZllM271GZt6Z0evWIEJ8KbXAW7LTJ20s6Z+i6t1dhsn128jtJ28l/MH2hI9eap8PgTEuO1nXVHize3pdvbcb2/Ld6w1HnvgIyjtKkS/nYw9dWqTccGtdsYFzyHzRjUvMbaDw0n7U+3rHLPW8XgbXp947IVbWbxB3yZrJ+0PY77V1A6Mss1jKmPGh/TJNoTaBOfkBz/4wUmbjJ3861//6npG33m8gTYegWAlCN74xg9u4XIL/bvf/W6/xcbtfNIo366Mn7BvII/vLLAvLqNvXcGNH3mkJa+4tasbJ2yuEpKxwY+P4Ibf3GJuE7uuDhqPHtBn7eSjrwEMf27YYG3ldhWm9xn9Rb/B4ye598EN2+AFbpTxiVvoyHJbVdwyTmyAmbjxJjryJH1MfsvZvtTn7Q+2jzcwY7yJmzrJSfjIrfrEzbbOsKEf4m4nHqf2U/AhLeHGfi5urKcKD7fO252GPt64nUw/jIljQ5tEnbC/sU+ztq4fXmnLcPVPwLOveRsevY53yozTf7SP4WCbFUxYx5WVSjLBdysTx71HHnlkPr7xKAEp/aYOniNu0Dnu/OhHP+qrAiVuxk7OfsoaxeDGsRXccsUb9BwTN8ctHj1gPyV3P0WXG7rZRzlugzWPFbCijvbIcz+E3yRP1uVlvD388MMdN/bVETdkkGf/XcNtHG/w58Z4AzfiStzg4TGb73//+z12jgPaU5464+2f//xnP7ZxfGMVDx+Tg880lrMuz1XIN78OcBu8E2dsnBm1Tu5bnrVJa509t1Ou7XIwAHu2EV9oXHn7+9//TpedO33xi188ZYN+1ra3J9MHrrpxRYTErdK121spQ1m9PCbRDvqn/KbeDmidlmWZoCkDn7zt62ynfMcOvuM3eY5Z2sCtHfS62vZM2tSesZ3l5U35MYaPfOQjXTZ9SN9o1P/013IXbj/cGnzpS186+zjasS5m5K973esU71ezxys68Bi3sauHnDWBTeNtQe0YO/WU5fEQruSS2odd+pU+ZUZe5aCz4RNrKY8YUJeWZX1MmnhzO5c7Cdog1wa+G3f6xFXHrSfWgmXdU3Gzb8RM3Gwnb1/HmmHj9n07gZr34eSznJhD4/Eb+5Bb3fKRJ6++mNPOlWBundvvjpPZoUssYEu7bXLY72zpsz6O/mds3FUx7jYJm9qkco59lEt9lOkHcONKKj6o55hw//znP/c7hfqmLWx4nLDNnDWoScZPefRBfMhJ+tkrN37ArX10aN4f1T/mxkzePhwzq+CunFfLlUm/x/HK3a5vf/vbs3xbYnDGHHntqIO6esm5us8V8IwbZcao4hEL6Vch5wrw6dPNhszWUuvIfsZHnqkNmE5vO04/2+IKQBsMyVLlC0bAPhB71FsWe/ur7dgXYh392kAh+qmjH5v6RBt1rwTZDj3lKUsjRz71jLzGNdLTrjqThm58UC71aJfcNMpCT720U2e8p7/QbUPGuvLUszzy6p9ytktHNnVYt3+5soJPmZClHTnjph06SX1ZThp8o/0lfcijv/1JnMIaespr11z8sCkt7asPPUnPcsol3T4f404eymzqwM7WUuJh7OCR9LU+p3/Al3GnjFimfJbThuXM4VWHOpWnji/2LXLypo7LKqet9CP9S5+kpz+pI+nyZnvStEduSl5px+TqwR4b9fH4hl7bLKd/Y3nkRSc0Nvd7aNLVSQ7NZLz8nzwexzd91ifr5PiW/suj71cpf2zUXaWoDoiFhcR5K9Q3xxkAJDrdjs/yAaqL9YIQaM/p9g8ccDv+vMn+TT3281Jb8lHeh2eUWaprc6lttOH4G+mj7Fr7Gl35sX3JN31QhnyUs22Jdxe/csfm+rHk95pOeZVd4zurXT275NVxFm/qkFfZbLNMm+3y21b5aQTEJzE7zbE+nkc+dKlvbLN+Vrt8t2s++j/W0+9dbfvwpXyWU/Y8ZfcRdSzZgDbSR7mUH3lpW+NXzjz5KGddnsxtX7KZfFmWV9lsG8vyQre8j9yo506sb34CzOTqC1/4wrwcjZ3IQODMjIHAc1Gc3Tk45Kn8YhEAX7bc+Sj///bBkg9/+MPz13s8ez7G+q4+pA3d2OQq0Jho95kp2uFzS15ojBc2knop02aSTg6dnGTZM/Hkh8dNO7QrK2/m8idtLCtvXGsy0PUrY0mfU7c8ytAmNrbJT91N/MFb3+CzbPuan+rcpx3f9En9yOMLbV41gkf/yDNRVwd09CA7Juh5xUd72kqcaBs37STfkg31jm1bqe+KX0ztz+TNfmCMyQOdbUzqGunWR93QkyZf6l9ql++ycm1mvGnL9sRAWvJZpi3blRtp0LWZbeq5qFzdV/X4ZnwjXtA5VoAxG3U3eJWTL49Zttl3o+6rUN/8IxD8GfGyTHujted8GY4HzR0sdD6bg+EqdPrtGsO4o3Fy0p4D7VfoeVmBJM9F9Qf67Gv0U860a6Ihn76gK/2Tbj7yWx9z+NWTbaMe2uSjzYOXtJRdKsN3lhztbKNOZdG71L5kT13yo0O90EjWd8nLY64sfSdtlJdH+tjnKXdon6sTG6OdbLO8lCOXPsmT+ijjJ5u80uSvfBkB+zf3EWjglxs0eUZN8JFSznpvuNGWNHmhKU/fWaedzTp5yvSGW/CjD8ZuPX0WJ9syt6yr1OVXhzzULSefZXWcN1ffGNOSXv2xTdn01ba1PONF3g3+EYMlHfiZ9vRJWcaNtCX5pHl8gKac/qkjbSlLm/akXeX85ksUVznaHbE973nP61caWcyeN4EZCDlwqDtwdqippnMgIMbsgCwSzyLzfEGvLYF26mByDhNdlFUN2lJa8xvb2a/pA8y8mc1HBjhJInGQwre25NWpK3m9cfjh6iWLj7flyvYaO+kHqsY6NMYmi7jn4yDpc5Z5rAfseOOXxKoKnFRcu3ZtPtDC74Ew7bGKAR91aMu8ddn8ST5ls91yHkjt00Nwa8tHdVXYe9KTntT7jL4jaTd9scxjTXfffff8ERP4WU1C3OCTlzbL+ituvJ1PAmtkXZFCvt4YP9AZJ3xEBNzUGyxnFkcZTtAZb2xpVz5p1PH36U9/+om4nWnsCjOAG2MN3NhnEy/K1oGA/TRxo43VHDhGsEIASZx7ZfhhvN1zzz0n5Cb2MfY19jkS8upI29DoL+y7n8KfPNQvM6UtVkZI3Ea7GcfSeBtxU97Ys85HhthPwc329EXefXMukrRlEPsxEn3oYsuyulh5wv1U27bt60PKMd6e9rSnnbBaUdLVmTn9zHE5H7sENz6S0ZZi7KxLPusXPOKmXsbbM57xjL6aiHHbppx1/o/4X/JupvRN5lv+EEYbGHNqt0b6YvO8+Z1v2reBeOabnW3gcApf2wVh0HbM6XOf+1xfiJ1+4Q1htnZCMvdXlmfinoW2hM/EOozt2e/et2Pf0eds0PkwQ1vapy+uji/YZWH9L3/5y4tr0SKjPAvlsxIBb9su+W8M5EvbUji8bcw6te1Pan7Td8n/9qc/8YYzH+NgLVoSi6/zpvkHP/jB1TGNHP63yW//EAgfC1lKu/y1TTnq+MDC+l/60pfmNVXFePQf3NqdmL5gPDrAvS0rNP3jH//oK0OI75I8/vM29l//+teJlQBM//nPf6a2PNOM22hTndA/8YlPdNxY8QPb4MYC8msf0EBG3FgX9uGHH57oJ8eLPiQuljOXL3PaGW+sXMLaoOlnxgCddWVZK5vxtvUE9ow31o3m7fqlsSKW4PaNb3yj48Y4BXNWLWG8rX14ROzR8eIXv7h/eCbHGx9cacsVTm2Sc8o2/I4Vym3i1Nd1bUtj9WME/Yb9cexcVn+OtsSN42+ON33OuNsyf9M3v/nNeT/FR1Yt+XtbrYc1gokv+am7ETfrfbOmOfu2CftsxyT2V/6/3/ve984Ya58c28bBWuLtK5qrHzEBl3HTJ+lZb49J9g/VfPazn+19apxp3zJrUvMhEMYIif8Gxg7jbenDI8qR4z+r6Yy4oYuVJNpE+BTuyqY/n/rUp7qv2F1Kxpf5Et+dTtv8OsBtcJxKnMU98YlP7Fd8WJeQ9fpY77ANnlN8Vbk8BDgrb1+16p+kfUr7xKjYk7ed/9SVEdsO9YYzcK4ocmUPnawL3Hb2U2q40sjjF+0g3a8UcLaMPTaujrJxJt4OXH2cKKxPnKG3j1WcPPDAA/NVVOXlbQeQWadtmcuXOVeUXDezTcxO2p9NNvcyZ/dvectbTl70ohf1K2CMaxI5Vyi5UsL6uDzqw9qZY+JzmcTO3RDXNR150k/L8mRc0uBJ3Niv2gRl7l/5uBPTlgc6hRttXG1in2S9VPqN9UZd51NZ2tpHDfrjTOihbhI34lnCDf/ErX3gZL5yCJ2rYmCOXeRZ+9X1nzN2PqMMbvfdd9+8rinjywQuJGXGXL7M4RE3rkaKW/JQvvfee/t444Ve1vdEbsuJ+BnnYAdurL/KeMsEj7i1ZaH63R5obIw3jhEcKxg7/2zrp7YJVheXh/HQJix9vHEFOK/g5nhjnLbJzU19wlVAj3VcOXSsoN+UZWkXnRsPeinneGOcc5ww6U9bXnEeb9wlky5uxM9G3OBmO3roF3BjXwU3ZDLBm/zZtqvsfop+jhX0t+tmp1w7QT5pS1P2T4fTx0tJHzKHj3147fjGsdXxBm4cJ8Y4+Ox2+0roSftYRh9v6IQnj28ctziuc5zKhG4e1QQ3rhYvjTeO64w3xmsmbHBHgvHG/wJXgR1vyUc5Y7Y88lyFOusAb/oZYP+Q7Ew6m8S3urk9wY7PIIOPcju7PTUBU67y/REAYw8gSnGw8vYhjz20K23zgQPecUcd5dVzSM4BhwMJE5v2BZ3+omPKcxuQD29wC5Xk2MA2Cfr73ve+frBhUkJKHg4ybe3ZmZbtnfnGzzGx8IfOoyHg0q543DQmmbi+//3vn2+/pj3K3NrlAMhHI0ZsaefPqX1RiOLBSXxSUFzIuU2IbyyCz8mDbcrx59S+0tTFpckDkfHBHy5/rEyCM/EH1NZy7RN3ZbOdkxpwQ98abow9J85ioy5OapiotKst8+Mv+gYPuLUrhl0/ddvSB8q72kZe60zO2cCNRfb1yXZwe9e73nWUbnVcxRzMeLyAY7cfJ8g42+eIO27S7DPx5aSGccN442MsJHmYPHGSy2RQ/tTDOG1fBuwkZJWT9wUveMHJgw8+2G9FS5PHXH2XlY929MPxBmZgR5IXnrbG8sk73/nO1fHG8Y/jVLtSOZ94qJtJGpNATj6kqdv8PPFy8uv/99Jt/le/+tX92H8eGymrz+Q8hsCJDZixr0IzRmTAjf8VknTloXHyPeIGncR/JOON+JS93nL9lxPfth5wv5jDxbuRh0l3+/rp4jE/9Wyp/D9cBr7rfx/aUsynYmWQcPWPP7sciJx9sfMykDmDbR8EOHmkfSGn0mEIOIkYr7CCtRuTBv8oeC4sn42if+TTsn0GXf22nZV7UECWMldA+XMb/ePqDs/mcRVDH7SbY4Uzbc70Seg0cRDzmVHk1JE86jsmDuxwhcOvTGmXnBMKMPTKr236QM76usTN5F26fPiN/4cmMERX4oMOaNowfmwzkTTRTuLraTznTIKW+6Y6+KIR+6ZX5Dpz+yFe4mZioh31WEcHuDmZUZYc3Ohz/NfWGBO4YXvppOfatWszbsiTtNsr7Qd9bPg6tsmzK2e8ceIyJiZpT37yk4/SOeq6CnX7j5yNkyXGm3RjZLyBW9LpH5LHFiaBXJFzvNlvXHFkvHDXcFdiMuIEWH/gZyKIPPqgY9d9J/3Zpfsi2rQ1+oBu4nY/xU99Fbdd9sXNK5noJzEpTdxGvPVnl+6lNuXIWbkJ3/FBujJPaXcW+Z85NOEnuuwj5aFJl4bt9tiV1d5OhZMixhsJmaU+H3HrzO0H3Di+cdHGMage6+jkS3CMuTE53kb6Vuv/ffRNJzUBvjF43bkdDAwkEztwe0bs5C9/+YukyvdEIHfMFAFfNiYC999//wlXsEjyU5bHvqFu+3jQhH/flHqRQSc0y70QP9pNOf2ATdkQmf20XR3aMk96yh9b3uXLUpt2Mh5ph+ZjnxgbueW0s+TP2J5yltf8Sn3yqo+6NOShyy9P6pVXOSdD8CiX/JRTzyiX+vJPb9RxTH3Jn/TlGJ13uswSJsZ0FjbjOEZuSZ96aGOjnjTkrC/pGNtSh2XkLjtpi9zy6Fv6sNQmbUkHtDHJD31JZuTfp75kR7m0J+3QfBwX2EPvmv9L/qQfo5z61vxKffJqHxlplJOeNmmrdB0BJsD1CETDIv/cHBwOGgY9Z/rtc4+nDmbyVb4bAXda8ZS7vejQz37BdmyTJ3P0pK6lPkv+XWV1YZdNvWsyyZN2kVMHsupNnlGnPNBTduQ7bx3djF3s5ZVgaLThI20XmTLujHPNhj6OOCArjVxdlNfSyEOcGXe2q3NNF3R5yNOuvilLXX5pmdtujq70K3mPLesTutmvRp+P1XsnyyUW+451+2gcx+CAPpN84g59bbyhC1l45R91UXdDl3yUb0XSP2yNsY9+4RsJOsnjiXVpjnH5jUk+6eonhyZfV37Ej/7s2+eHmBixMYZdOozHuOFN2r5xI8NmXDne0EHddm3s8qvariOw6QlwDgIGD8kBaZk6W6XjEBBPd2C0sBOzLeFqP2hNHuiUrdt+aJ561GWOLtvVmweW5JOXHLoHXspjDPJIh2fUBc+xKfWmDu3YTlsexNMHeLKeeo4pq0u9WU990sHPg7sy8sEDjcldjhtoJHWQWx7/gG2z3Rz50V72Oe0m+OTNMu3Ux4QN+bU/8hxb196o1/7V7rH672Q5sRELYsn+pj7i44lDysCXCRnlUh/lfcYbfMh7rEA3dVLqo76PP/CdN+VYTx+MVf3GPeJj3TjgBwt1mUOXJ2nQTdDxh008bTsrV7f+wJ929P8sPfu2q1u9WU8d0okJ3/Rz5IG+z/ENOXSKj/qgaUsebeij9cofQ+CxV5Qfo22m5IBxEK0FLt9ae9HXEVjDFkzzYIWGNV4P0mlljTd5dpXtU/Tkhox1yiNftmcbdBI06dcpj/2qN9uhHZuQBRtT6qK85Is02nNDB/UlrNW/T44OE7bUKS1zfZGmrHLWyS2PvNRtSz50mGxPvfLaZl0Z8qTJp47kS1tJR0Y8k0ddybtvWZ3yU1cfOXbSlnxbyxMLMcocP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