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Grade 11 · One Week · A Research Lab

A week in the lab. A lifetime in STEM.

Every year, the Verna J. Kirkness Education Foundation brings Indigenous students from communities across Canada into university research labs — hands-on, mentored, and one step closer to a degree in science, engineering, or math.

See How It Works
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Our Mission

Increasing the number of Indigenous students graduating in STEM.

The mission of the Verna J. Kirkness Education Foundation is to increase the number of Indigenous students — First Nations, Métis, and Inuit — graduating from pure and applied science, engineering, and mathematics programs in Canada.

Students arrive Sunday and spend the week living in residence, working directly alongside faculty mentors in real research labs. The week closes with a traditional feast and a Friday research presentation — theirs, start to finish.

VK

Dr. Verna J. Kirkness founded the program that bears her name and continues to serve as Honourary Board Chair.

A Kirkness Scholar carefully using a pipette in a university research lab
Real Lab. Real Research.
How We Work

One week, three things that stay with them.

01

Hands-On Experience

Students work directly in research labs, engaging in real-world projects that spark their passion for STEM — not a tour, an actual bench seat.

02

A Week on Campus

Living in residence, exploring the facilities, and learning about the support systems in place — students start to picture themselves at university.

03

Lasting Connections

Fellow participants, dedicated mentors, and university allies become a support network that carries students through their academic and career goals.

Powell River — 24 scholars Abbotsford — 12 scholars Chilliwack — 11 scholars Vancouver — 8 scholars Smithers — 7 scholars Delta — 6 scholars Campbell River — 5 scholars Victoria — 6 scholars Salt Spring Island — 4 scholars Lake Country — 5 scholars Maple Ridge — 4 scholars Kelowna — 3 scholars Salmon Arm — 3 scholars Revelstoke — 3 scholars Nelson — 2 scholars Port Hardy — 2 scholars Port Coquitlam — 2 scholars Penticton — 2 scholars Prince Rupert — 2 scholars Telkwa — 2 scholars Terrace — 2 scholars Mount Currie — 2 scholars Tumbler Ridge — 2 scholars Langley — 2 scholars Enderby — 2 scholars Invermere — 2 scholars Port Renfrew — 1 scholar Ucluelet — 1 scholar Galiano Island — 2 scholars Houston — 1 scholar Ladysmith — 1 scholar Hartley Bay — 1 scholar Hazelton — 1 scholar Van Anda — 1 scholar Oliver — 1 scholar Sooke — 1 scholar New Aiyansh — 1 scholar Gabriola — 1 scholar Chemainus — 1 scholar Fort Nelson — 1 scholar North Vancouver — 1 scholar Golden — 1 scholar Sayward — 1 scholar Merritt — 1 scholar Duncan — 1 scholar Parksville — 3 scholars West Vancouver — 1 scholar Agassiz — 1 scholar Greenwood — 1 scholar Logan Lake — 1 scholar Nanaimo — 1 scholar Summerland — 2 scholars Prince George — 1 scholar Armstrong — 1 scholar Skidegate — 1 scholar Brentwood Bay — 1 scholar Kaleden — 1 scholar Kamloops — 1 scholar Vernon — 1 scholar Falkland — 1 scholar Quesnel — 1 scholar Burnaby — 1 scholar Daajing Giids (Queen Charlotte City) — 1 scholar Lake Cowichan — 1 scholar Grindrod — 1 scholar Courtenay — 1 scholar Port Alberni — 1 scholar Mill Bay — 1 scholar Tachet Band — 1 scholar Coquitlam — 1 scholar New Westminster — 1 scholar Airdrie — 1 scholar Athabasca — 3 scholars Barrhead — 1 scholar Beaverlodge — 3 scholars Boyle — 1 scholar Brooks — 2 scholars Calgary — 14 scholars Canmore — 1 scholar Chard — 1 scholar Cochrane — 3 scholars Cold Lake — 1 scholar Driftpile — 3 scholars Drumheller — 1 scholar Edmonton — 22 scholars Enilda — 1 scholar Enoch Cree 135 — 1 scholar Falher — 2 scholars Falun — 1 scholar Faust — 3 scholars Fort Saskatchewan — 1 scholar Gift Lake — 3 scholars Grande Prairie — 1 scholar Gunn — 1 scholar Guy — 1 scholar High Prairie — 16 scholars Hythe — 1 scholar Kinuso — 4 scholars Lac la Biche — 1 scholar Lethbridge — 1 scholar Ma-Me-O Beach — 1 scholar Mannville — 1 scholar Maskwacis — 5 scholars McLennan — 2 scholars Medicine Hat — 7 scholars Millet — 1 scholar Morley — 3 scholars Nampa — 1 scholar Oyen — 2 scholars Parkland County — 1 scholar Pincher Creek — 1 scholar Radway — 1 scholar Red Deer — 5 scholars Rocky Mountain House — 2 scholars Slave Lake — 11 scholars Smoky Lake — 1 scholar Spruce Grove — 1 scholar St. Albert — 5 scholars Sturgeon County — 1 scholar Thorhild — 1 scholar Wetaskiwin — 1 scholar Whitecourt — 1 scholar Widewater — 1 scholar Surrey — 24 scholars Birtle — 1 scholar Boissevain — 1 scholar Brandon — 6 scholars Camperville — 8 scholars Churchill — 7 scholars Cranberry Portage — 3 scholars Crane River — 5 scholars Dauphin — 1 scholar Duck Bay — 2 scholars Duck Lake — 1 scholar East St. Paul — 1 scholar Fisher Branch — 1 scholar Fisher River Cree Nation — 22 scholars Gillam — 3 scholars Gods River — 2 scholars Grand Rapids — 4 scholars Headingley — 1 scholar Hodgson — 1 scholar Justice — 1 scholar Leaf Rapids — 4 scholars Lorette — 1 scholar Lynn Lake — 2 scholars MacGregor — 1 scholar Mallard — 2 scholars Minnedosa — 2 scholars Mitchell — 1 scholar Moose Lake — 4 scholars Nelson House — 2 scholars Nisichawayasihk Cree Nation — 1 scholar Norway House — 57 scholars Oakbank — 1 scholar Opaskwayak — 13 scholars Peguis — 11 scholars Powerview-Pine Falls — 1 scholar Portage la Prairie — 1 scholar Rivers — 1 scholar Riverton — 3 scholars Roblin — 2 scholars Rorketon — 4 scholars San Clara — 1 scholar Skownan — 2 scholars Split Lake — 1 scholar Saint Pierre-Jolys — 1 scholar Saint François Xavier — 1 scholar Saint Theresa Point — 6 scholars Ste Anne — 1 scholar Steinbach — 1 scholar Taché — 1 scholar The Pas — 5 scholars Thompson — 17 scholars Wabowden — 6 scholars Wanipigow — 4 scholars Waterhen — 1 scholar West St. Paul — 1 scholar Winnipeg — 14 scholars Nisichawayasihk Cree Nation — 1 scholar Behchokǫ̀ — 1 scholar Fort Providence — 1 scholar Hay River — 1 scholar Sambaa K'e]]&gt; &mdash; 1 scholar</title></g></g> <g transform="translate(198.64,31.65)"><g class="pin pin-home" style="--d:2.483s"><circle class="pin-home-dot" r="1.05"></circle><title>Aklavik &mdash; 1 scholar</title></g></g> <g transform="translate(211.24,42.17)"><g class="pin pin-home" style="--d:2.496s"><circle class="pin-home-dot" r="1.05"></circle><title>Norman Wells &mdash; 1 scholar</title></g></g> <g transform="translate(233.95,52.01)"><g class="pin pin-home" style="--d:2.51s"><circle class="pin-home-dot" r="1.05"></circle><title>Yellowknife &mdash; 1 scholar</title></g></g> <g transform="translate(182.57,59.81)"><g class="pin pin-home" style="--d:2.523s"><circle class="pin-home-dot" r="1.27"></circle><title>Whitehorse &mdash; 3 scholars</title></g></g> <g transform="translate(289.76,27.68)"><g class="pin pin-home" style="--d:2.537s"><circle class="pin-home-dot" r="1.05"></circle><title>Gjoa Haven &mdash; 1 scholar</title></g></g> <g transform="translate(342.46,44.29)"><g class="pin pin-home" style="--d:2.55s"><circle class="pin-home-dot" r="1.05"></circle><title>Iqaluit &mdash; 1 scholar</title></g></g> <g transform="translate(354.06,35.1)"><g class="pin pin-home" style="--d:2.563s"><circle class="pin-home-dot" r="1.05"></circle><title>Pangnirtung &mdash; 1 scholar</title></g></g> <g transform="translate(277.93,55.8)"><g class="pin pin-home" style="--d:2.577s"><circle class="pin-home-dot" r="1.17"></circle><title>Arviat &mdash; 2 scholars</title></g></g> <g transform="translate(280.24,43.87)"><g class="pin pin-home" style="--d:2.59s"><circle class="pin-home-dot" r="1.27"></circle><title>Baker Lake &mdash; 3 scholars</title></g></g> <g transform="translate(308.92,110.95)"><g class="pin pin-home" style="--d:2.604s"><circle class="pin-home-dot" r="1.65"></circle><title>Fredericton &mdash; 9 scholars</title></g></g> <g transform="translate(313.36,110.5)"><g class="pin pin-home" style="--d:2.617s"><circle class="pin-home-dot" r="1.05"></circle><title>Riverview &mdash; 1 scholar</title></g></g> <g transform="translate(342.84,101.89)"><g class="pin pin-home" style="--d:2.631s"><circle class="pin-home-dot" r="1.05"></circle><title>Clarenville &mdash; 1 scholar</title></g></g> <g transform="translate(339.01,82.98)"><g class="pin pin-home" style="--d:2.644s"><circle class="pin-home-dot" r="1.17"></circle><title>Happy Valley-Goose Bay &mdash; 2 scholars</title></g></g> <g transform="translate(335.21,99.03)"><g class="pin pin-home" style="--d:2.658s"><circle class="pin-home-dot" r="1.17"></circle><title>Meadows &mdash; 2 scholars</title></g></g> <g transform="translate(340.01,82.14)"><g class="pin pin-home" style="--d:2.671s"><circle class="pin-home-dot" r="1.05"></circle><title>North West River &mdash; 1 scholar</title></g></g> <g transform="translate(336.26,98.94)"><g class="pin pin-home" style="--d:2.685s"><circle class="pin-home-dot" r="1.05"></circle><title>Pasadena &mdash; 1 scholar</title></g></g> <g transform="translate(339.99,82.18)"><g class="pin pin-home" style="--d:2.698s"><circle class="pin-home-dot" r="1.05"></circle><title>Sheshatshiu &mdash; 1 scholar</title></g></g> <g transform="translate(313.09,115.42)"><g class="pin pin-home" style="--d:2.712s"><circle class="pin-home-dot" r="1.05"></circle><title>Bedford &mdash; 1 scholar</title></g></g> <g transform="translate(322.83,110.63)"><g class="pin pin-home" style="--d:2.725s"><circle class="pin-home-dot" r="1.48"></circle><title>Eskasoni &mdash; 6 scholars</title></g></g> <g transform="translate(316.74,108.35)"><g class="pin pin-home" style="--d:2.739s"><circle class="pin-home-dot" r="1.42"></circle><title>Lennox Island &mdash; 5 scholars</title></g></g> <g transform="translate(275.48,117.68)"><g class="pin pin-home" style="--d:2.752s"><circle class="pin-home-dot" r="1.05"></circle><title>Barrie &mdash; 1 scholar</title></g></g> <g transform="translate(271.78,111.14)"><g class="pin pin-home" style="--d:2.766s"><circle class="pin-home-dot" r="1.05"></circle><title>Blind River &mdash; 1 scholar</title></g></g> <g transform="translate(271.5,122.41)"><g class="pin pin-home" style="--d:2.779s"><circle class="pin-home-dot" r="1.17"></circle><title>Brantford &mdash; 2 scholars</title></g></g> <g transform="translate(278.08,119.2)"><g class="pin pin-home" style="--d:2.793s"><circle class="pin-home-dot" r="1.05"></circle><title>Cobourg &mdash; 1 scholar</title></g></g> <g transform="translate(272.4,120.88)"><g class="pin pin-home" style="--d:2.806s"><circle class="pin-home-dot" r="1.05"></circle><title>Guelph &mdash; 1 scholar</title></g></g> <g transform="translate(268.91,123.05)"><g class="pin pin-home" style="--d:2.82s"><circle class="pin-home-dot" r="1.05"></circle><title>London &mdash; 1 scholar</title></g></g> <g transform="translate(272.85,112.43)"><g class="pin pin-home" style="--d:2.833s"><circle class="pin-home-dot" r="1.05"></circle><title><![CDATA[M'Chigeeng]]&gt; &mdash; 1 scholar</title></g></g> <g transform="translate(273.58,119.37)"><g class="pin pin-home" style="--d:2.847s"><circle class="pin-home-dot" r="1.05"></circle><title>Mono &mdash; 1 scholar</title></g></g> <g transform="translate(274.79,120.02)"><g class="pin pin-home" style="--d:2.86s"><circle class="pin-home-dot" r="1.05"></circle><title>North York &mdash; 1 scholar</title></g></g> <g transform="translate(273.53,121.14)"><g class="pin pin-home" style="--d:2.874s"><circle class="pin-home-dot" r="1.17"></circle><title>Oakville &mdash; 2 scholars</title></g></g> <g transform="translate(276.57,116.84)"><g class="pin pin-home" style="--d:2.887s"><circle class="pin-home-dot" r="1.17"></circle><title>Orillia &mdash; 2 scholars</title></g></g> <g transform="translate(286.88,113.56)"><g class="pin pin-home" style="--d:2.901s"><circle class="pin-home-dot" r="1.6"></circle><title>Ottawa &mdash; 8 scholars</title></g></g> <g transform="translate(276.96,116.48)"><g class="pin pin-home" style="--d:2.914s"><circle class="pin-home-dot" r="1.05"></circle><title>Rama &mdash; 1 scholar</title></g></g> <g transform="translate(269.29,109.99)"><g class="pin pin-home" style="--d:2.928s"><circle class="pin-home-dot" r="1.05"></circle><title>Sault Ste. Marie &mdash; 1 scholar</title></g></g> <g transform="translate(276.65,116.31)"><g class="pin pin-home" style="--d:2.941s"><circle class="pin-home-dot" r="1.05"></circle><title>Severn &mdash; 1 scholar</title></g></g> <g transform="translate(276.95,109.86)"><g class="pin pin-home" style="--d:2.955s"><circle class="pin-home-dot" r="1.05"></circle><title>Sudbury &mdash; 1 scholar</title></g></g> <g transform="translate(261.94,103.29)"><g class="pin pin-home" style="--d:2.968s"><circle class="pin-home-dot" r="1.05"></circle><title>Thunder Bay &mdash; 1 scholar</title></g></g> <g transform="translate(265.43,124.59)"><g class="pin pin-home" style="--d:2.982s"><circle class="pin-home-dot" r="1.05"></circle><title>Wallaceburg &mdash; 1 scholar</title></g></g> <g transform="translate(278.42,110.01)"><g class="pin pin-home" style="--d:2.995s"><circle class="pin-home-dot" r="1.05"></circle><title>Warren &mdash; 1 scholar</title></g></g> <g transform="translate(263.35,125.68)"><g class="pin pin-home" style="--d:3.009s"><circle class="pin-home-dot" r="1.05"></circle><title>Windsor &mdash; 1 scholar</title></g></g> <g transform="translate(286.49,113.66)"><g class="pin pin-home" style="--d:3.022s"><circle class="pin-home-dot" r="1.05"></circle><title>Aylmer &mdash; 1 scholar</title></g></g> <g transform="translate(291.51,113.47)"><g class="pin pin-home" style="--d:3.036s"><circle class="pin-home-dot" r="1.05"></circle><title>Kahnawake &mdash; 1 scholar</title></g></g> <g transform="translate(282.77,105.63)"><g class="pin pin-home" style="--d:3.049s"><circle class="pin-home-dot" r="1.05"></circle><title>Notre-Dame-du-Nord &mdash; 1 scholar</title></g></g> <g transform="translate(295.38,97.51)"><g class="pin pin-home" style="--d:3.063s"><circle class="pin-home-dot" r="1.05"></circle><title>Waswanipi &mdash; 1 scholar</title></g></g> <g transform="translate(246.33,80.14)"><g class="pin pin-home" style="--d:3.076s"><circle class="pin-home-dot" r="1.27"></circle><title>Creighton &mdash; 3 scholars</title></g></g> <g transform="translate(243.78,83.16)"><g class="pin pin-home" style="--d:3.09s"><circle class="pin-home-dot" r="1.65"></circle><title>Cumberland House &mdash; 9 scholars</title></g></g> <g transform="translate(232.21,87.71)"><g class="pin pin-home" style="--d:3.103s"><circle class="pin-home-dot" r="1.17"></circle><title>Duck Lake &mdash; 2 scholars</title></g></g> <g transform="translate(243.88,63.3)"><g class="pin pin-home" style="--d:3.117s"><circle class="pin-home-dot" r="1.05"></circle><title>Fond-du-Lac &mdash; 1 scholar</title></g></g> <g transform="translate(233.5,95.23)"><g class="pin pin-home" style="--d:3.13s"><circle class="pin-home-dot" r="1.05"></circle><title><![CDATA[Fort Qu'Appelle]]&gt; &mdash; 1 scholar</title></g></g> <g transform="translate(227.55,87.01)"><g class="pin pin-home" style="--d:3.144s"><circle class="pin-home-dot" r="1.05"></circle><title>Rural Municipality of Meota #468 &mdash; 1 scholar</title></g></g> <g transform="translate(228.37,92.98)"><g class="pin pin-home" style="--d:3.157s"><circle class="pin-home-dot" r="1.05"></circle><title>Hawarden &mdash; 1 scholar</title></g></g> <g transform="translate(234.65,93.37)"><g class="pin pin-home" style="--d:3.171s"><circle class="pin-home-dot" r="1.05"></circle><title>Kelliher &mdash; 1 scholar</title></g></g> <g transform="translate(239.27,79.03)"><g class="pin pin-home" style="--d:3.184s"><circle class="pin-home-dot" r="1.17"></circle><title>La Ronge &mdash; 2 scholars</title></g></g> <g transform="translate(230.11,89.68)"><g class="pin pin-home" style="--d:3.198s"><circle class="pin-home-dot" r="1.05"></circle><title>Martensville &mdash; 1 scholar</title></g></g> <g transform="translate(238.49,85.5)"><g class="pin pin-home" style="--d:3.211s"><circle class="pin-home-dot" r="1.05"></circle><title>Nipawin &mdash; 1 scholar</title></g></g> <g transform="translate(227.36,87.97)"><g class="pin pin-home" style="--d:3.225s"><circle class="pin-home-dot" r="1.17"></circle><title>North Battleford &mdash; 2 scholars</title></g></g> <g transform="translate(228.98,96.81)"><g class="pin pin-home" style="--d:3.238s"><circle class="pin-home-dot" r="1.05"></circle><title>Pasqua &mdash; 1 scholar</title></g></g> <g transform="translate(236.87,77.95)"><g class="pin pin-home" style="--d:3.252s"><circle class="pin-home-dot" r="1.17"></circle><title>Pinehouse Lake &mdash; 2 scholars</title></g></g> <g transform="translate(234.14,86.21)"><g class="pin pin-home" style="--d:3.265s"><circle class="pin-home-dot" r="1.05"></circle><title>Prince Albert &mdash; 1 scholar</title></g></g> <g transform="translate(233.59,93.0)"><g class="pin pin-home" style="--d:3.279s"><circle class="pin-home-dot" r="1.65"></circle><title>Punnichy &mdash; 9 scholars</title></g></g> <g transform="translate(233.14,92.87)"><g class="pin pin-home" style="--d:3.292s"><circle class="pin-home-dot" r="1.05"></circle><title>Raymore &mdash; 1 scholar</title></g></g> <g transform="translate(230.88,96.49)"><g class="pin pin-home" style="--d:3.306s"><circle class="pin-home-dot" r="1.35"></circle><title>Regina &mdash; 4 scholars</title></g></g> <g transform="translate(233.65,96.3)"><g class="pin pin-home" style="--d:3.319s"><circle class="pin-home-dot" r="1.83"></circle><title>Sintaluta &mdash; 13 scholars</title></g></g> <g transform="translate(229.8,90.19)"><g class="pin pin-home" style="--d:3.333s"><circle class="pin-home-dot" r="1.65"></circle><title>Saskatoon &mdash; 9 scholars</title></g></g> <g transform="translate(230.41,85.71)"><g class="pin pin-home" style="--d:3.346s"><circle class="pin-home-dot" r="1.27"></circle><title>Spiritwood &mdash; 3 scholars</title></g></g> <g transform="translate(234.32,74.1)"><g class="pin pin-home" style="--d:3.36s"><circle class="pin-home-dot" r="1.54"></circle><title>Turnor Lake &mdash; 7 scholars</title></g></g> <g transform="translate(234.71,91.51)"><g class="pin pin-home" style="--d:3.373s"><circle class="pin-home-dot" r="1.05"></circle><title>Wynyard &mdash; 1 scholar</title></g></g> <g transform="translate(233.48,95.6)"><g class="pin pin-home" style="--d:3.387s"><circle class="pin-home-dot" r="1.05"></circle><title>Carry The Kettle Nakoda First Nation 76-23 &mdash; 1 scholar</title></g></g> </svg> </div> <div class="map-copy"> <div class="eyebrow">Where They Come From</div> <h2>One map. 175+ hometowns.</h2> <p>Every dot on this map is a real Kirkness Scholar hometown &mdash; more than 175 communities across all 13 provinces and territories, many of them hours from the nearest university.</p> <div class="map-legend"> <div class="map-legend-item"><span class="legend-dot home"></span> A Kirkness Scholar&rsquo;s home community</div> </div> <div class="map-stats"> <div class="map-stat"><b>175+</b><span>Communities</span></div> <div class="map-stat"><b>13</b><span>Provinces &amp; Territories</span></div> <div class="map-stat"><b>840+</b><span>Alumni</span></div> </div> </div> </div> </section> <section class="testimonials" id="stories"> <div class="wrap"> <div class="section-head" style="margin-bottom:36px;"> <div class="eyebrow" style="color:var(--cream);">Words From Our Kirkness Scholars</div> </div> <div class="quote-mark">&ldquo;</div> <div class="quote-slide active" data-slide="0"> <p class="quote-text">This was a really good week for me. Definitely a lot of once-in-a-lifetime experiences.</p> <div class="quote-who"><div class="quote-avatar">S</div><div><div class="quote-name">Savannah</div><div class="quote-loc">Kirkness Scholar &middot; St. Theresa Point, Manitoba</div></div></div> </div> <div class="quote-slide" data-slide="1"> <p class="quote-text">I now have more options to become what I want to become in life.</p> <div class="quote-who"><div class="quote-avatar">H</div><div><div class="quote-name">Harley</div><div class="quote-loc">Kirkness Scholar &middot; St. Theresa Point, Manitoba</div></div></div> </div> <div class="quote-slide" data-slide="2"> <p class="quote-text">There is constantly something to learn, something new in science &mdash; and you can help people in many ways with science, even yourself.</p> <div class="quote-who"><div class="quote-avatar">G</div><div><div class="quote-name">Georgina</div><div class="quote-loc">Kirkness Scholar &middot; Norway House, Manitoba</div></div></div> </div> <div class="quote-slide" data-slide="3"> <p class="quote-text">I know I wouldn&rsquo;t want to work in a lab, but I am still interested in science &mdash; and I know I&rsquo;m capable of graduating and going on to post-secondary school.</p> <div class="quote-who"><div class="quote-avatar">T</div><div><div class="quote-name">Trina</div><div class="quote-loc">Kirkness Scholar &middot; Baker Lake, Nunavut</div></div></div> </div> <div class="quote-slide" data-slide="4"> <p class="quote-text">This was a once-in-a-lifetime experience and I am honoured to have participated in it. It made me feel special &mdash; the interviews, with all the TV people, were awesome!</p> <div class="quote-who"><div class="quote-avatar">D</div><div><div class="quote-name">Dana</div><div class="quote-loc">Kirkness Scholar &middot; Arviat, Nunavut</div></div></div> </div> <div class="quote-dots"> <button class="active" data-goto="0" aria-label="Show quote 1"></button> <button data-goto="1" aria-label="Show quote 2"></button> <button data-goto="2" aria-label="Show quote 3"></button> <button data-goto="3" aria-label="Show quote 4"></button> <button data-goto="4" aria-label="Show quote 5"></button> </div> </div> </section> <div class="partners"> <div class="wrap"> <span class="eyebrow">In Partnership With</span> <div class="partner-row"> <img decoding="async" 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alt="University of British Columbia"> <img decoding="async" 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alt="University of Saskatchewan"> <img decoding="async" 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M5dly34c2fPs5Lrr77qZs1MOXNmz0uvvvu86qewK6qf/AHIsXPuRYuVMiw0oVyU4keqa05W0JCi8mSyboYZyQ4oDrQyLDWn3IsXPuRYuJjnFNkhecWGmjVNKWEC6qLt20x0ABkXTMA27LLbOYq2UyYbcF111lt/B9D01Mm2srcg4vFythApVJfov2484o+LfzEeusoNOEExa4wglla1s576/N1vjpXl1fdaebf8ADNhrrqJdVPce9iJXnDEGYxkBuCCZ7k4GdfGWMFLbcPL6W0yatuOnhsfD8hzBtBcSO0CCZXgAG4wcD86cgAbDjERPqqlPU0tvYoAEvcGd0dbbs65fKDaLd8EPqZDZI3cuPLbapIkLiZZJYANiJi88filQ0BqebIeGFz/NBnwl9UdMqWFZTDQsFgmpQ4i/DcueicMdBgJpRQtwJ3y4RCnhLAb583FTDTn0mbn0menNTYF9Cu5tjQhT6XPXn0mbhRKuH3+wRsq038myD7Gnk+i59FzWB9jcyAhVpoZPYebBh2LMpYCst2IrhWOuHBg17P0wf//aAAgBAQABBQD9IExWRSj/ACaGKJFGSeCgkRCQmUJ/DYnnNmHVM9LWKEUiDqCEfhsTzn4bE84VIrW/nu78Niec/DYnnIdf3EIr9vOSg+uB2OUOXgxn6El+iOsdUjnYeTVdx9qEW7pCDFC5ksGctnYtzWEFwJuY2wRXgeMpyaPLGlrgUy5Fz6unguc48aTb3WcfNIW06OBM2dvNbw/VEfGWbsCNMiMUxv65J65pD/8ASfv2b2Ix9PM09vWENT+mUH1wOwGjJsUJk4+BNnT3NouAeYRdfUNTWJK4ej1mRPT3yutLkUXKMVy8M/cczI7kApkTZTpXVVTEAgWe+20O0YufV08JsP5RPO616bvUm9GBKJFGOLmtqoz/AEPaOqYmCpJstZCmlbZBMuClZnMsHZK0htbsm1vFJDjHSN3aKQG4Oobs74hu/l+jbYgPM4lPj9f7srQtaTt1TEvSRMNNTd2evZbK/dKnLzkxSNGPLSn9s1fYCSUNX64igPxcu7ZsjLyJCvPMtSgSokmQtkykt9bFIAyt6AorqvpegSbNffUz96tsoPrgO91FcEmvWFnWa1sOxYrrNeb9E6yhdmbt6X4pnRmj18TCBAutM64TIVlIjfZWiWrLfJLiaynZUhEuuAxNVhPTi59XTwmw/lE87rXpu9SelaQvlRJV4cDOy9LqIR+lxkPSbdQf8Cwd3v8A9PG1muo/vru9LB128Q3F91d1G8alIcgehPrxddXrvRfRquIQafppzUYrnQSnLkGu363UGkda7zQhC/Mrtg8gZ6zLYoX3T7bBIqGURn7vaU9eiQSOVr0mKRdfmPltcg8lrWIrWbs4afCsYTfDr2I+5Q6u1JI5urGyy5pUUUwykp6kMx10lkdN9pZxdeooEUxFGC0fYmBSMRwgAJoH2CDQVlEdyCluxOaa5iK5nTdTEqsG5xXpETJBy2xX2fLTEKx1MoeVJTtWJS/DtdJ2cmwTRtncYlDtkH7r7vU6FC316W6D7Y4gYzf5ZKx/9RdLH1Me73/6ejK9Ol8hGrDJ2i2lku6ZbtS9xVJzcokTEFcAsccszQs3Sej8uulZbmVGhdc7o/Y7KIeKBoYMhkknTybAsuPp5yQOhPC9dpT16MtK1wdUYXDCXORzuSM+HEYcZJQ4nD2F5YiyWwMmlvtrJpoLC5n8VCc8/FQnXKRTp1dUzNdIW4sa2N3EmfKAlbO1gc2DlFuCb2q9WKdOra/ioTnn4qE551LEyC0jVfwllidb5LY3gvdY2fRp2/Hb1Dxcvrjjx48WNofXFeOgE259Ads0kXr69fJ3MUDvexNBK6aXJYmgJCYm/NS7EUJx4l5TfrywwG+IVFVUS1PluTZb+pM9ltS5keC/sjq6eZQmsn968fnXWh8cREWnUoLTlbfCyEUhr7WwgQIK4Ek8h/AZl+ui8WRKS2n+1JGep88MTerC81Z7DPGbdoUdbWHQ69LuPzf3DNztR0J9XgXUY/ZaeC+kTkhY0dauutjGWyNraO3TsaExCAYbiqTNDQwjDDOmuPXSXb6ppcLRvLxaSRtRqt/+Hr7eq39pUXXzGW3JfiOEMU38y0gDaW5JG0ZB+dmXRO9j1vt18exxjqkYgeJrfuoYCuo2gZrDV2Mi+rxsbPGBuj4IkiTBe/UVHxbWAQF7ARub0F9C++7Vt6y2kcsjjP6ZkpGg+LhhjLUa7I84YQkgAZyolXYOnQkJiQdQ0Jwxfdo1p+LowVlDNuuzNFIBLosIJK3PTtdgHxck8hqbPC8lqmElaUz/AKZ8nIPOapGx1lHgP/eWyPx7XKefMaDaQ2hVzaaml1G18aObAY9s2VkEANshTqpwQM7ZIsQTUtIKLhocH1fUbNYiMnkRVFLjElN5GaDiu6oac/SMi8Jip5muxEA+12upaQ0jw+TlNfl7KPbhkiWFXz91+Zw3HN0SLncEaFau8Z/Tudd+9cZXdDdremLI+rSzSjTYnQ7soHXembWxbEqbilC79ylRD4rULM4D4pC3UdjWTBYJB1+hc7ATpj6Kyry/NXiTSbB2uZZlJKUNPY0bZK8ZJv5SzTEa1F2/bqJ6GNLVmaBREYgsgylYHJdWtycdgJ1LXXibvbRkEamrDcnCpM7BDJE2mBL6GQRyKcva7tjlnATomMkEWUkbP09ieXyXRxLrFLWmO1/AQ31IGFPbW9PEwlvfzGOd5MZh2FrjEexZT1KdPJlJMpK/ok2KPpqoOyFk/gjgGEStdoMTK5aGi033R/Fx2eu7DSn48Op9/wAoTuORQ4puab71P1gNbMZgZxt4fln7HRVLAESSuAfy++7Y5E8FZHetAxBGWnRg/KxfN7xlKUUmKy238Y0xe8KyG9lshp6SEvIkxSfBsVHYR7k9+LciY6gMdDcsbMO1xoaAXCH0p/TRlD7JjEYzVRnAlne1I0xbp5m4bMcQXJfWu3R0yLzbNmULC9zCg7kcWBoqzPMbwFJ+8d8EgSii74HURgKE9N6bsVsDBNA3Cbm1Cc3Q36j3oeWt6kiEiPi/Qjq9At2DjT2TIdS43SDhAFrl9nL7sPp4dTz0TvCeYAH4muw71MkSG3iSWcAP5ffcIj5UNzLROvP2Umkoe0dpswEdj51w7xKemfNyCqbSP5emsdl9rq4R7TCIz2Uoh1ObcSAdT+x9Px3Nv+MU3Uo9Fvtjeif0tabdYw4iFvQxqc8naNmaY6vTHempksvia44tvKROvRED2FFh2W2uibacuDTRfRRW/EBXsKctrS9IM1oYZ7OU0TbXg3tKFMeuTeW/pK1dE/FzTTm3vKTLQ6oUKGiZEIb6iDYE0eqwBpkh6fNQaS39kKK+D4Iv2NSOVZew1qMeyZ814VY1NV3d9lmWxxfWwh1cud2HwnxyxuHtz7U29POSBpfXViyZS4JZETSFw6dDHVDhRFzI1hm7XWSp08xjDXZA0raW0FvTGkYdg0hvz30VZWwhqMeSbPhggjFkJUdJoI4rEWbwy5hjVo9k08HZtGb4+BD1pRmQSFgRRFVUPckS/tbX59ra/FtVNEG3EtFEbkAmrEWnNGb2yBEvYObDh2cLsOuwxpdz1fFPPclO9SKqfJVd1p/XWY8hR8x48eHH+l//2gAIAQICBj8A/og5f6eY+ARudtMWsYWHVhDNGXDEBW6kZDgIaVQEA1rXKmI7XcLondY2ageutoqjQwLemBXSWFTkNWZqcXj7Zc9OeNS5HAyIoJaMOPFGWAydcxwyrXG4WO4TGON5AbdXZ3411xrLISWINGCli2Zpll7l1Dtt2IL5l8D0rQ+TzV4ahmtagVGL6z3ORodvdAF6kkkirOpCkdSQnSZBXIkLUCgBPwDu+2w/n5YTp87CjKPlIA+XDXW23HXhRRqgZlSaxmQUrGraSEDDKnheMlHFcWy7zcPYhW0ORCHgmYD+7lIrGT9YEOv4LDEkeqsUqEVHkYUr8xxFsFnOjXNnqilsZCqLNGGYrNDqoGLKc2UiRWAdTnQDbd3kmtngIrcCIXC6CaBZ6ZCWmWtCQTmy88Qz284liIHiH1vKeA+agp5MX/b+23yw3a3UkqQy6VhvIZiGp4vA7p6JRjmpopDLm+z7hbTQItWSREFwYEHFJlz1RrmEbWJAoFdWIZre9FwKZvTTU86rQafipl933/kM8bZdXLrO9gEe7ljDJVZrglY6ijHpxEVqahBU0rjb7qw7ivf2DNKEI1CUwM5ohIkDa4WYgVOa1FScjhEmmMkoGbEAFj5aDIfEMJZxOk1/JPJPEFB1Q28MNCpemqrvSlMjIaDG1dwdubzera9GKSaBZC506QXeISavGueqM5GhpQ1GIfWL9rl2AYOVVCQQCMkAH3OeHs1kjka7lgito9NWjZCzzSlqVUacmK5BQK5nG2Xvb+7XcO7QxlZYeo2mV42KuKOTokqMqeE5AjgcWl1cblLciWNWUyIiOoIzVtAFWByNRxHv/jh10LpatchnXI18tRlnyxpoNOOOC4A1kUrzoOArxpjSigL5BkPmwAKADAeg1gUrzoeIr5+eDpAFTU0yqfKfP58UFAPf3bNvvm2Ne7U05EkCxtK0i9N8hGnifOhoueVeWP5UXP7su/ox/Ke5/dl39GKD2T3Vf8su/oxPbbf7OI77dY2KvH0HhWNhykkkbLPKiqxByNMW239x+yOw221mcKs4ZpY0JyBlBCFUrxZdWniRQEia07d9jVje2EbEdaR2i6lDTUiKHIQ/VLEEjiBwxDb7l7OI7HdZGCpH0HmWQnlHJG2eeVGVSeVcUPsnuq/5Zd/Rj+U9z+7Lv6Mfyouf3Zd/Rjue32bbWs9rW5IjhaNojGulfCY38SZ1NDnn797S/Zjwrf8ArDaDKGaMHpP6QQqxFK8CDWmCzX2zBQKn7G64fpsezb2VW3eu3nu3fbxngbb+pVfV4pJSJGeWQGIhaNQEF2SPPxhXsNy7ol9TYUZYlSDWDydolRiDzFaHyYz9EcAOA+Iff441PWtRx55Hn97GZOgCg+rQgU+MmnyHOlaYoPR8nI/J/U4Xb7DfjJZKKIs6LPoHkRn8YA5KWKjyY9pfsr3Lu2wh7v2W7SSU7gHBZLiCGZDEY5I1WDS2lKiiurIaEpqDC92Ygiv5i6/XY7t/aLRNfetHWYwyxk6V9EOWYD4yT797cfdHkWwE51lDKHAKMPCYfta1I9DPlwrijXm56T/xN2x7LPaRtcc1zt0u6WlvMGL0iWslq+kN6CrC6yFBSrO7EVLHDgcKn/X7jkccuFfu8vl8uCUpxP4RNB5zlTzcRl7iqBUk478vuq0llHe7lG5UvToxrHaxhgM3CnQApr4gCBUDAUXO40H4+7Y7kbbGc2HrJCFzIWoAB4jN9rWoPp+L37su7Q6epb3UcgqSF8LgkMQCQCMiQDlXLCsu37YRkR/ibj4x/wDXxvVzdW6G4t9zaRgjEmNzLXXExUHwasmIBoOAxJIy0Zzqp5NXip933GFKpp8vPOn+zn8uG6mRqef+79/nn7kDKPEGB+Y1+9jvL2mX9j0Vvr+dYoZtSn/FbiLqNnYBilFt8xQsFcEiuWGdtv2ygqTW5uPjNf8AD43jdpqdS4uZJDQkjxOTkSASM8iQCeY9/bbNundt7BuSL05EN5IuaZBgvJWWhHkzHLG9mwvmuLR3VhIXMjNqjUklzmx1Egk+TDvuO728IVAx6kiggUFTprqNOdAcXO6QWY9UjWrXN4xs7cDkUDr1pCfq1SJJKeCQkrqsdh7u2a3Pad3IsXrtvDNA9vIzFA0sD3F31oDUVeN4nUHV0mppxfbP7L+07G+7ftJmja7vGmrcMp0s8EcbRmOIEEI0pdnFH6aDwkyrJBbb5GdMkUcksig6VNaTQW8oUkkKTHpah0s1MlaK6UqQaFWFeBpTmDXhUDGzWsVw9tZdZ5JZuoUfVpdg2sZhtRAB+TG5S7X3dez7lIvTjQXjvUvkzFeaqtSRwOQ5+/5VukZ9quQFdRSoYeg41EDIkhqkeEnPIYe/t9iu0jkgj4xhqkAitYjItCAKeKvmwsx2G4Mo4HovX5DpriT9r7TfMXQqCtsutBSgCu8MrAHgzRNBKVy6lKYk792f2Xb/AL77QITI1jF0Zri0s7mgMM9wihhHHCxDRGTqu5B0Vejoe8bDsvfuzfaY7Ib1WsXO231035ySCKTpdTqMGaTpSQyJqrKrN9o9o112N0r2NyzzWrXDrKRSgMd1DJLGCfS6NwBpAUswrXUdmutfM9F/ycR352OVhFBKftKwqKrprrdSuVa04/NiNVjEe32wKIoYMC1fG+oABtVAFNPRA8p+AItk3juK6t41AWFw0YQAcEcujEfisTT6pplj+Opv01v+rx/HU36a3/V4X9od0ienDW1qxHxEx1GNW39zCF6UqjWqmnkqI6081cZd9Tfpbf8AV4/jqb9Nb/q8S7Js/cV1cRMCszs0ZQg8Y0KIpP4zA0+qK5/AS2W7WCXNmo8LaU6i+apHjXzMajkaZYFxYdvrLEeam3y8xGqoPmIGP4WP/T/lY/hY/wDT/lYa4v8At9YohzY2+fmA1VJ8wBw1ltNgltZsKM2lOo/mqB4F8wNTzNMvgQT2dw8Uo5qSD9zASSSOYDm65/OpXBSOSKEHmi5/OxbBnvLh5ZjzYkn7v9GH/9oACAEDAgY/AP6INWNB7tTwwCpqPdqrAjzfAMvYm/bakXde5xN+ztxeCC+S1aFTJND6jdo9qz3EakJcOkjRldAQBywve4OzNgEfs9vYYC0luENtb7gVZbmBkiJFq0jIJlhdY1q7iIaV0rjtm0792IXu03s6WsbsBIlpc3DrHBdvbP8AZXiQuwLW8vgYHVRioU9nd2dmbWl3e2tnLFvctrBbW5OhlNvfT2NoESBWUvE80UKxEKhkIbM47f3Tvjt1t17UiuFNxbCQxl0OWqo9PpkiTosVSYL0nZVYkdqdzdiWMO595Wlw0kptLOzspptpmiaVSLGzWMTJZMIwJEjkmEcjmR2VSR8Aezfvnc2ptVhucZuDx028oaGZ6c9EcjP/AOHEHb/fGxnad0up26G7wwXF1tfde23Upk6d5NB1UlupInAYSAXFreJHd2kmjSMb9c+zHZbTuw3EBurSN9za03XbLdm0/wCN25X0XqL/AHDI9vMTlLC9DizvOiybjYXaSaGyKywSh9LDkQ6UIxuHtg7l2q4h2Tufpbht/dtjHLcz7ZdtBHHNtW5dLW0UcMkZCwTRvZ3EDy20qhlJaTvr2a2e275b7rGxi2SXcJNmnF0sfUlm2ouS0tgW1N6rcxxMiALDcAADG47VvO0tYbijtqgav2VakKCWYlQCArFmLDPUeOO0vbJ3x2rPunb8+wWO33e52Iml3PtjctsRoi1ID6xbW9xUTpcwqQkygyq8UqlbT2mdm75t273U6pDdWVxcSbJHu905IS62ybSDBeTUV7iE2z2ckrSFDFWo3LbN67UbZZuoSlqZDMI46kKFnLydYZZy6iHNSABkPfwV2IQnMjiBzI89OFcq4777e2S0k2m07xa5tu29uvXiuQs217Kqz3nTk1wp65uKPp0x6JLp+moJUgd5bB3h7E+1v/1/bbB7uNxE+3Ju1vbKZLpUeyaBrbcooVeQIn2VxpbSiksourrbdsWysHcmOBZJJViXkgklJken4TGuLnubcLe42zs+y2ez2jcXnkUw7rvG47l1FmW31dIi0tNQdmUulpHqkIrn7QfYz7b/AGX9rTdwHc76023dprOO2UT9aRLa23B7QQt6vN4BDeIVkiDLrLLpddyGy9oRbHbRSPE1pHcT3KJJG7K5ElwzycRSmogADmSTa9zz2N7Zxdu2G7X++XvVCxXkNzHFa7ZtyQhgszifxQpKC7SvIU8KkjvvtX2x+zntzdPZzud8s9huXqNv1bG3voY57aUyW6RtdWJWUdWrGWLxMjmjJjuLYdl7IsNkbb7uWCVbO6ubq3nZW8M0LXMkhWJ1o8YRiNDjyAD3/bS+tSdWAKIzqasYU6lEZrVArEsumlGJYZmuDMJG6pJOqprU1qa8ampr5amvuJbPKxtlYsEJJQMwAZgtdIZgACQKkAAmgwZrid5JjSrMxZjQACrEkmgAAzyAA5YZ3Ys7Ekk5kk5kk8yTmTzw9sJnFszBmSp0sy1CsVrQlQzaSQSKmlKnESzzO4RAi6iW0oK0Rak0UVNFFAKmgzwWdizeUmpyyGZ82Xv7ue42PdFst1WAGOdpFiEbdRMzI/hXKoqfLTnj+bdt+87T6cfzbtv3nafTip9rdtT/ADO0+nEFzuHtKlsdqkUMknWSZpAeccca5imdWZQRwri53Dtv2vX+5XUKFmgKrFI4GZERBcM9K0RtOo5A1oDBddx+2e/sr+RQ3RjRZenUVCu7FAXHNVBFeBPHE1ztvtKlvtqjUs0nWSFo1HOSORcss6ozADjTFR7W7an+Z2n04/m3bfvO0+nH827b952n047Yn3rclvN0a2rJMJFlEjam8QkTwtlQVXLL373aNySZrH1ddYiKrIR1E9EuGUGtOIOVcBRY7yWJoPtrXif/AGsd2997n2lfrstlb9Iw35i8XVdF1oiRoQ4PoVbVpDuKeEsl/tva0IvVNVaVpJ9B5FVld1BHI6ag8DjIeI8SeJ/r5OHmxpU1FD8lCOX38eEDqE1P1jQmvxAVPxjnSuM/S5HmPiP9Rhtwv+3xHes1XeB2g1n8dUIQk82ChjzOO0e99n7Yv5dkurcQiOwKEgxySKXcSRyM8lR9oQ1SCrZgMVINlvNQf/Otf1WO0f2csq2Pqo0CQq0gGpvSKBVJr5AB797ij2xI2vzANAkERQkOpOoTfZUoD6eXy0xVbLbNQ/4e047o7ZvGjgu0s5JkYaPGSiyitPSJkBUNwCqoBppwpPGg9xK8M+NPuefzeTFHrmB+CBU+YZ18/A5+4xrTLGxxrGEn9WgZQdNeo1ZiQTkpbxknLw1BNCcFjbbdU5+htOO3E3NUF/6sNYQRhakk+EQ/ZUoR6Hh9+7xtU1encW0iGgBPiUgEAkAkHMAkCvPDK1/uQbgR6tBx5j/5GNiFtM/Rk29FVnVRrQR6dMihiPFpzAJAJ44jVTUKKV8tMvve4vJtXk5Zf1ry+TA6YyoOX+9X7nLL3JQ3olSPnyxY9rx3Jf1ayq8kdD+atTCwRSVDH7XLMKWBFcsKiX+5ajkP8NBxOQ/v8bRtUIPTt7aOMVAB8KAZgVAOWYBIHl9/bhFtna1nNt7t1I2FojZPmQW5srVBPPjzxtC31ksFyqMpjCBFXS7AUQZKKUNBhUtbKR/EQAqkitTTOmkV45kYjtHlPWY0EUIE0h/taToXz0Z2WviXjSfcdnvZP2vEC3QkdJA6gA0WQRw6JMjkyupNBrANcW973Tu81vuEyBhFCE+zBFQJGYNVs/EF0hTlqbjgI8cstgwqrsqKSKkfUkkWuQJGqoqKgVwytCdVRUEZUJFa8iKHG7yrbJcXhiREi6YdaFkBUociKVNOGNvj3Ptazh26NupI5tEXJM1AbkzNQA8RmeXv+Nrdwm425LIxrQqfTQ0BOdARQHMcM8JY3G8WzOk0n19ORNaUkCNxJ5U8+Cg3eDQeXVSnzasJ6rutooDajWbJjWtSqyIKjkHEiA56K4TY7ru/brLtpwoncOkcs8VSJEibizOAQ4UKFBz8PhY7Tcb/AGG8dqKG6LddRcwQj0VkYBtOlSAutHDU8BUeFZjB3RG8LKFVJekCoPGjRSKjUyprjOdTpBpgD9q2+n/1U/KxJZDd416k0f5ukrZHVTQjVoSKV4YctIZL64IZ2K6SFp4U0kkrpqaivpE+b4Ak3XbdktppGJMqkPqJP11CuoP4wArzHPH8JQ/o5/y8ZdpQ/o5/y8E2Ow9EnjoW5WvyCSmKX2xmZfI4uWHzGSmM+0of0c/5eP4Rh/Rz/l4j3bctkt4JAQYlAfUD+GwZ2A/FFK8zTL4CNzYXTQ3BPiGptDeegPhPxZHyc8GK63VkfzibP4jShHxY/wC9/wDO+jH/AHv/AJ30YEVrurO/mE2XxmlB8uBc39001yD4RqbQvnoT4j8eQ5Dn8CGOeJXTyEVwWVGT+ycvmNcBmR3/ALRy+YUwI4IlRPIAB/q/ow//2gAIAQEBBj8A/wAUD2PeLUByK5P4Pk3JGe5/MNlZ8ZOQGlYBO3dvm2QZBdKQWam86nIhaS/D04mqLYXJFjIIvXREhT9QoYX9ktvuOe7PV67FJAvJz9j91PknCQscgJypgs/lJK7NWLNIVDlL4lDlDxCAfWPUfP1z3FPdusEFLNk3sVNQnum8l5WJk2awd0ncfJMLouzeNlQ/gqJnMQ32D1/T894L+0+5Rfyu6cPHnuCe720aNEFXLp0590Pk8g2bNkEzKruHC6twIkigikQTHOYQKUoCIj26/EFC9yv3WrvA+rcMPndQ913kZZYj1zQSg7ZfMoa9PWfq2onAFE/H4yCIdwDv1/T894L+0+5Rfyu6/p+e8F/afcov5XdTBKP7mfup3I9df/KrAWqe7FyJsRoKUADiMbMFiL28GMf9kzfkV/Ap90fh8Ov6fnvBf2n3KL+V3X9Pz3gv7T7lF/K7r3m+Ndg5Ccmd3zTjtqvFSvZEXkzvukb7YqfFXDGp642RrFTuiTcsuwJKzkiJ1vTkRFZNBAqoqCiQ3+G/3cn+Nfub/wBXTJ+sXlrhuT+Y42avPOaRnOcqU2ryNcxnWK9UJK0vHkzU5hB3XNRcaNXYWSFjLzKLp1X1m52zdEqTkVQ0bhvuF4VzzC9juVBnuMljlCJBj2f7LZI+Sg9UyCWnWq6sXj5tAmY6JmoOOepsIdaRfPyNzkVWKkboNFq20SFe460yTq8Jv2LMomNRStrW83eAqFX0aSmhOm/t0PQLJPMlHtPeGLDyjUTuVQUWapIKxkvo9ml4vjJr+bPqVyTl6nU2KNZp+jQUxFPsp5C3LLs+apoViITjnEtATM3FxRkyNV2yr3uRDzSQNxp09D2qp2mHjrBWbNXpJnMQNggZdok/ipmGlo9ZwxkouSYrkWQXROdNVM4GKIgID1qNkw/XJuhQmX1a26Btef11BGNmNuyWAgHL62UiPvbdRKwU92ziWzh6RFmoknOeWMa6VSbuDqFwvkpHyE7PZ3MObRU+TzLL6JAQsxb+Pl2rUpKQNmcZHQ0o38cr4rfW8NJIuWzZ5Nt4xR+BRXA5kj03ZcUvdc0zLtBhm9gpt3qcgnJwc7FuBMQFmzgnY6LhuumdFw3WKm4auEzorETVIchev7wT+nDhd/VyffSbhPsG7zdZ5IFtFApv4FQxvZ55qaw6e2gHdLZp22AoMlUFU5VCzshMsV8KLcVRKqYhiHAvVX1/l/oz/M8/uV5aZxX5phRb5flHlvewM9Zm0apGZ/W7NKM01IasvFfULIptwFICCfxnIU0TyK4u3V5oGRzk5Ya7GWV9UrfSl3MtVn5oybb/ACK7wdenkyNHpRICpmwJqdu5DGD4/uMwxvXc/wBf1jStHqQ6ItXsrYVgqFRoKk5I1yOm5uWt9hrzFzITsvCSCbNi1FZTwsVDuTtiHbCvkvIbJ5F3K5rtOfVXS6Q+kGSkbJK123w7WZjU5SNVMZWNlWyDsEnTcwiZBwQ5BEfD3/4NXhpp1L225WKqKU9LYNDoMDXXtPyxe5sY+aatXLKVsUbZrY8hKzLNZKRJGM1QTQcFSbi6dlVbJtX7JZNyzetkHbRwkPiSXbOUirILJm+1NVI4GAf3h/df3cn+Nfub/wBXTJ+qxrNOi5Gdd8TN4ovIi1QsQ2VeSjzLoqGtdC1J6yZtyKOHZ6tS766m1E0ymOZCMP2AR7dI1/SK2hR3FmduyROnRcLN2HMuTFBtT9SRUjLXMwpZRjMTsg0fAKib7wyDCTRSfsF/L8PURndE9wLlbO424Wikwl4Hkto8zrPHnK3LpGNeyTjH2l3iiaw1q0cUTw7VKUh3ywkBJcixSiA8heG/AjkZeOT93ovH5KITsuqqaQ/1Oa2GpvGWhVhtrFo0CIj3H4zumgVtIrtAFzA0K4EqSZG6ZClmNf0apzlTRvr5CwwvIaAhJZ/aslvrCNZ12y5TqKMek8k61+GZaJVaqMJBsrEOkjuGLpMihR8bdnw05dbOnl8yzcOKhxhrPJ+/YrEViZVTXmJh9isYnLmQZUV47dLuFYJ00YkQHuDVwl4vD1qfAGu83Nr5Kcu9izLXC7svyOjddX0quWTRKO5rUik0jbcpaImn5lSmblBpENm826RclQFcV13LpQ51nHJPKrCrZ80iInDdftcCzmnemcatcxYzmuvHYIwag2Os1awmKSWZy0cmZMBOi4WBVq5TOQts4Yc0NQqtYtLgzi0Y3Ud4unHyi6tf5XwEVvOfNYx0i0qmh2NRsmeVIEQpFSLg5lBBE5vGDvG9v5r8hNb9wfeJ+PlbRjfIR5sVqNnrSOaOU4mg425l3d3qslTINNVdaQsyUkl85dKCuuVskmi2Q/vBP6cOF39XJ99Lb9pLgj/sXEPo44ftqVT9SW39ZH+mHev9/XXVn43ZDygyPQd2palwRteWVuzIvbdBK0CU+S3QkhHeWQUTVuV/IuvvD5ZwH7AEej5JdudGTfjFtKLQsoNUQt1/q8HKtnBmjtjO3miVux0uJXYuiGTcAs/L5BymKp4RKIBWdTyC+VHTs3uccSXqd6os/GWiq2GNOc6Xq4mch3LuPeJprpHTP4DiKapDEOAHKYAxSU91nSaFlGtwlSkks3mH+sTuU2215qlPncPoCSVhFClsVUYWNdc7fzSeoYOHTkWqqPqF/Mwe8OtbyXDOHalVzqhYJbHMuqyzdxVXlMVks3iK7MKldmcNpGmwR12iqxxO4TSExjmObuaV0ni7tVA3OiQdneUuZtGeTiE5FRdrYRkTNPIB+skBTNZNCJnmTkUjlAfJdJnDuBgHpHVOTWxUPEc8c2COqjW26DON4KId2WWbvncdBtFl+53Um7aRjlYqSZTH8luocQAhDCD3UOMmvUzbM8j7I/qDy40ORGWgkbNFsYySkYX13lJJqPWTGZaqKFL4gKCxQEe/cAcU/lByyzWgX1mg0dPc3jFJq/6THNX6YLMXMtQs8ibTaoZB6gYFETu2qBVkx8RBMX49O4ribygznVLVHxykw+oKbiTqektIdFQiLiXUzu7R1cuakS1VVIRZ0myO3RMoQDnKJygNr2fcb9XMvyqjNmLy3Xu2vixtdr7aTlo+Bj1pJ6YpgQI8mZVs2T+A+JVYpft6uXLWv8sMTkuNmf2BxUrjsyd0jkaNB2xs3hnJqs5lXRkAVsjhKxMAbsEiqOnR3iJEUznUKUX+28UNMb6tmMbdZ7PXdnbV+1VpJO2VpvFvJeNLH3CEgJVUiLOaaqkXKgLdZNcpkzmDv2lMy3DmfmENoUBIqQ9kptRRtGoz1WlkD+W6i7UzzGAt34ZlGZ/gs1fCg4RH+GQOp6e4k8iM23FtVCxR7bHVCZH8TVIk4DwYVS01GUQjrRXUZYY5yVso8ZokXO2VKQTGSOBYzSfcC0LIKXy3Ys89d22g2DXrBR2eksmyDUufuNNo8Y5SjbEVzFIINfM7oHfx6STd2ZZBMhCw1+5ObPn+D0WbnkaZW7BfJROEh5GzKQ8pMs69GmBI4KvzQ8G6XIiQvcUm5+wfDqW0L3M+fslGcfmeM7TFVZvep1vQMUb2iTsNLWrCSNMqMXC1E0uaIjHIsXL5oo4TKChSKgoqIKX7lZQOSuX3Hjnlss/g9F2GuzZ5Sl0yVimcDIyjOfkmrZQY88bH2iPcLmOTwIoO01DiBBEwW2E4q8l8n3eYojCLlbfGZ5Zm80+r8bNOHbSLfyDYpU1k2jx0xVTKoACUDl7GEBMXvbdh2i91rM8vocaWXuF6t8khEV2vRx3Tdik5kX7gQTSBd88SQSKHc6qypCEAxzFAbubihyHzPey5qNbLfDZzPEnAqprgE8NYCYEiaYNhmwq8h6f6/H6RT/6ev7uT/Gv3N/6umT9b1C4NSYvRdjsWWXGr53T5yxxlThJSzWeGdQDFSYn5gBj2EZGDIi7XA/xWTQFIv3jgPXIjipaCQFUuz64XLKcvz1vbIfSa+2u+QYnFMbi/jnAorVxUZbTmrlsoVugLVWwnVbE8xQinVBuWm4Th+u1fc8MqW0YPvtPqg5fVNmbL0WPvlqzSyK0dYiubbzT4dV24SaJrKsJ5k2O4aAUyb1q1JI7FydunJO0WilxDyj5TFPW8FheR1lOP+awNIy9pKNWctMyj8qySLuxzipVVigQiaDVIqnnblY+XNXpuKW7T0U7/AKvU6rpsJoFbkdL5PbnaLfBNJBrCeTCJSdVpnmqKmMmdyFfTI6cCUqpQGqcttHzHDdlyPUrvsmbWfR43Ooivz/GvVYHX7nQqrQ92WqRG67zNrszj4xSOt7czdVg5kEm78hSrNXSuZcprRyHtVXxPQKzNvso4PZtLP1cnorkZqYrkxYNQtdiZnuGg3Ns+jnKbZiRZGJjjflBF4r4DpaLyt5N0SsYi31X89+uSP4Z1SCuUpZ8Sp1foOEYdE2it1lQiCc1OuIpF5HpO/McOZU8gk3AQanMG9c3z0DHuQWKUDdp+t6fCQuXwS+rYDmMvRaVd6PtbKTgWxXenZE8h7Wc04mXwSkI3bqPUjuGqboreY5OQO/yWCcbKjtmkU8vE/A52Vf13YLzQZkY1xb9OvlqQeyyefPjKovWEDDKgm9ROn6h0CJRbKf3gn9OHC7+rk++lt+0lwR/2LiH0ccP21Kp+pLb+sj7gId9g3oQ7gIdw/HrsO4fvh3DrkrxP47arM4zZOVHMjlpx8ut3gllEF2WJ2vVr5IbEg5Qbrs3ElGhn1eerLR6bhqMiVD0grJkWMPWmueMbzZYHk5lOWWW6VDRbjoilmaapaabXXs0Nb0Cqni2dTi2FyMxO1K4gmUUpHOFklwBdJI7ZflhwwlJyQksxlc1jeQ9PgXbpRWPqd1rdpgaHcXUI1EglbHu0NbYwX33gKY0IgIF8Rjibg1+gbS/1gx/Wb8XgbIr2e9cAcNlM1WWMVMGWsUfNKhdszcCsJTGRbLXKAaN3Ql7GOzXWJ3ADCPXKzgxbl3DBtqFNjtopcRJd2h4zQMnkC1S+RKTJZEi/zaeqtmaLLkMYDJp10fufwhDhzwIpqzmTdQzCX5CXivxySrxy/s9xdu80yBgi3aqnUUlW7BhZRBAUhVMSTQEg9j9jUWm5ytFRXIuvZvUcrrMkJmz1BPk7uj17Z9TvDBN82WRmC0eVl7DMRiLlFVJRKLaoLFMj4i9WHnp7nGo5NuOx7NpN8Go5vtu7tmPyCPg559E2TQNLhpG3wtguWiaBbwkXInm1HzUI8rZ2QhnLkyqfEPmp7SWx1CgSE9ZrPLu6NlOuMtASyrTc2c1qXibNXyjY7LMtKZf4qyOWcjDvVVIrwtFGxExavDtk935HsI5OMZ7twjzPZCwxlfOLCu7WfPri5iBVKJwUWhJFY6HfuICoj9f29PuG1w2uZyPgPxRvrrkNo6FSjGLi0WLXdkiW1KhGUCnJlVh3Nqd1XPnqTeUfIPG8CxI4AGyx3wEPz3zfgHedttU5FVu+6rE3O+S9bk9Jpo35GhUnSbPX5jPKfn7WKSoGeRD2bZuwaC5YOG51xWEpCATaqb7jDmp2fk5KWuIj8SzvWdMtOaU6doryHKaRfUl5A2mnNbfpTyyqOU3TJ07cu27NFsszQATuVA2l5w5ziTztjvUnUJW3xkjcbFeG7RKlMZhrX4qvzFvfTVoQg0FLE+cg3dSDwCuHahkxIQQIEf8AxF4r/wDOL1WcY5XV202Wi0y8ttMgWVTuk3SHyFsj63Y6w0duJCDWSWeNUou0Ow8hUDpCoJDiURIHVk4z8mIKz2PJ4XIdguTWKrltk6jJrTdPsNVh4NR3Nw3kyB2yDaaWOdNMyQKKgQTCJQEhtb4VYtR55Dj7t77QZDRKnc7hOXheYV06kQ2e25uSTn3Dl00j31YgGyRUEhKmmoB1QDzFDmF/xC1SSOwgLhoN84T3KSlCKskrBHXmRj5vj9dGbIp/TpnvFwiam4aKHAQTjptXwiHj6zzjPEyCKVk5ZbPDN5hgKhyrr5fivo9BsLlIEzh8U9CNU0xA4CQ6aqn2h1l9zsEZ6HRuXUu95KWgyoAZwlU7QzZxGPx5FhTTU9AtmcQwlypGDsi6mXAAI9+4/wB3j0XVbxU83oFctPuTmsF1vE/GVeqwZJXCcZg408tPTLlpGRyb6Yk27ZMyyhCmWWIXv3MHRiDzv4gABiiURLyQyMpgAwdhEpi28DFN8fgIfEOtBziBu3tot6nqwO/zjNnmuYpMy9wM8lF51RWatU1bpC1uHCM+6UkG6oPSqNZA5nSJk1x8zq2+3SfmTxq/mzzaEuFPr01zEoVynshePpRSwQ7zL7bcb1OWSvBT7Eqd3FJHdLkaAoo2L/oqhkOoaBZ87+H/AKSEio+Ia/8AiMyAn+jRrRFmh9wltAhPySIfAPgH2daLux9c9uWY2HWVpFbQtDtWx4ncrLY/m8M3rco3VfWy2TXy9hI1xolHrNmhW7dRgmVuYgogBOt6y7KOTfD2Cxbkm7kJDVMLkeWFDs+PPpCbhjV2xuq5RrNoEtHUxKywhUmz1rFC0YqEbIiVEhkimDKuMuYc9+LDvP8AHq8rV6o4sPJnH304pFGlZGVS+aviWpIHz0h5ExTrCUDKiHjN94R6/nP3PcPb2ue+JxUDCM9MuO4Y7a52KjauV8FdQgkrBcZGLr6kOMm5Mgqybt1iKOVTgfxqnMbXdmwblFw7yuZ3qHaxOv0qp8qc7aY/djsHLtxHzLnIl705oELOsiyLtEriLYsRUbvFk1QUKoIdWTHsG5tcSYDO53WdN1phXF+SuQrtKy/1CxrWSRrUEP4sA6FYgVlgaxqBxOZsySTS8RgIAj7+F6y2+U7SKTYdm4aPYG30SyRFsrE00bYDNRLlxFTsE7fRkgi2lY1w1UMkqcpHDdRMRAxDAH0UXlDCwy5GWl0LENppsy8ROaHlLxjconVJiIIsmIAdxEDTIlZ0kAgoRGQRMPwUKI5byMxG0x1vzTWqfD2+uSjByiuo2Tk2iaz2CmUEjnUirLXH4qsJNisBHLF+3VQWIVRMxQ4p8Ia1Y46b0SCus3yD02GjHbV4rS41KsyFHzxnYARWOpHStmJY5hyi1OUFQaNSrHAqayBlOGlDtsW8hLdaKJJ7BYomQQXav45xsVmmdCiWT9m6SQcspBpWJ1gm4QUIB0VynIPxL0T9v3nf/srkh1qn6OLx/uxKdbv+xndf1vYx1wa/QNpf6wY/rgr+yTx9/VbWOsl36KO0qeK65u1L5Ct5V4dRvDxOU8lJebzXkigu4FL0yCdfkZq3KIolAStmYtBHt90eti3l+sS38f8AizrM7pzaQScqyFdd0njM+jc0wVtCPUl3TL0dw0iLi7ACRTCi8ai+MUoAYe0Vbq00UdxWIcn8q0q8eSmqqq1q8pXb/lSLsxUkzeFsjZ9JjvNOYQIQBAR/fA2rW3lBvlb5FUW42Oq7bk9CmMwZM6ameWeuc8m4+KsVEm7ErXrbTvIVI/UWUbLSaL1skIGaKFDujyi5eok7AHhM/wAeVHv9o+P82BPr/e7dck+MFEmJ6wVDCOItXzKvTtnUZKWKZjKvP06NRkpo8Y0YR3zB8CYqKggikkBjCBSgXsHXPZUCF8w2q44mZTwh4xISo20xSCbt4hKUxxEA+oBEepCHmmDGUh5Zi6jJWMk2yD2Oko5+gdo9YP2boijZ2yeNlTJqpKFMRQhhKYBARDrQda4FX2Q4zaY8bytjjsSshDWbj5NTvhfSCkLBuznLcsnYzD1YpCHRWmYqMTKCbaNSQACp637eWw36yajkNZwyb1vKjXGYc2SXySWoN3o9Nl6jWpt4o5fhQ7JHXsihY9Rwqyj3MYkLFNAHTrzo/wDiLxX/AOcXpQA+IikcA/ziQerFW7O9bQ81YMg5K0qGYPVSN15C0R07X7C7hmqapiGWfIw9VkFxTKAn8tsce3Yo9uuLPua5MR3XXl3Vi8n0CyxBUGh4PZ8n8y641bRcAHqFrDYaayfNSKD3KkjUUA+Am+Pto8f8anlJSg2HHMKq9wawCxXX5vLXoKamrcspFI7hBqipL5vTGHpXRQ7pKLVwClHubqv1CrxjOErVVhIqt12Gj0SN2ERBwbBvGRMYxbpgVNBmwYNU0kiFAAKQgAHwDr2X8zkzU4jC3WHnHHOjX+wxtUpwJpQnFx8Hz6wzDlpGxbTxtA8J1lClFXwl79zAHX+scIP/ADLZX/Kfr/WOEHwDuP8A4lsr+oPrH/tP9XQADjhAIj9QByVysRH/AJPxP0PHbjnxnhuaO2Js0nr+s8TQNtNcrqKwrl72e9Uw8rXosWpkDepEFFEmv1LKJmAShR6Bzo4Em4vr6U1cu6XPTcpFWqAepMXKLKR9bJV6SeR7RaIdOkSP0AXM8jwXTM4RIQ5TC+vPEf2xrXt+SM5d5AMtVXRJSalbpePXO2eMaPI2NywYWp2kumYgt2K7p2UweE6RDj4QR4+8huNMVwx2dy2WcR9b5Yt3GKV6cBA6SZiQV0u4Q8I5O4UVArfzjIpOR+6koocQKIgLjhAAh9YDyVysB/8AZ+J+v9Y4QfH4/wBJbK/q/f8A+0/X+scIP/Mtlf8AKfr3cqDGEp4o1TVuOUGi4oc7HWiqHaI1jVnaaUFYYlw6jpWOIq8OJVEVDl8ZjB37gP0o43sKr6nXmmSLuz4ptFcaNnNqzG2O2qbV+ANXIpoWGmWhsgkhNQ6yiaTxNFFZNRB41aOkLDTOHPO6nVzL5yYVcmVzTkxu2FJy5jt0G34gs9BiqwaJYTJkSAn42z2TXKmmAAr9RQjeS3up7zA8jbLG2f8AGjrG6XJWy4VrQ7a2kBeNZbZtT0KPh7Te4VysQjh5EkjWvzBUATdu1mortlyJJEImkmQqaaaZQImmmQAKQhCFACkIQodgAPgAdJ+5RbNT4+SeMhye5KbSaqQU5e1tDCsbGx1pvXGIMHtEZwIzLFS9tPVk+YeSQE1RIop2KBrpWGCqCL6x1OxwLJZ0JwbJO5eHeR7dVwKRFFAQTWcAJxKUxvCA9gEetH3/AHrTMGuVSuXH6w5WxjMvm7tJzzewy96z6zt3bpKyUmtMixSTGqOCHOVY6gqqJgBO3iEOOWhcftFxKlRGQZlcKbYGuqTFxjH76UnrS0m2a0USs06zoKsitUTFUMqdI5T/AFFMA9w43YXbn0TKWnHsOy/M7FJQKjpWEfzdJpsPXZN5EKvmzN4pGuHkec6JlUklBTEPEUo9wDjy8wy051Rt0wu6WZuSd0t7PxtclspvsMge0QyjmtQFjkFplla6xCuGJVG/kkRO9++UygAfc2W0WXPLxve56HEPpuy5svOva8wzKjwxmlErCT2xwsBIqv0p2enH7oStiJD61FPucUfEN6x/V6pE3jNdLq01SrxUJxAXEVYazYGK0dKxjshTJqkK4armAqiZiKpH7HTMU5SmCS2H2jOcSWcxD91IGiIi+aBo2N6fTYBwoi9LUR0rLoSxs9GiTPEikAr5lFEOimT1ALHKKh6U/wCUPu1M6tSazOQ9hO3r26bnorpV7XZWNmY9tJZ/HVjMKnYWqztkTv6uVOUDJ/eIICHfk9xUzSYq0HoO15ySoVyZuLiSYVVlJfP4OUUcS7iKj5qTbsxbxqgAKTdc4GEodhDuPXJmn8gbxk12fbLdqFZKy4yqTtEm1YsqvAzUZIJzBrNV6wqi4WcSRBSKkRUolKImMA9g62jjBiO1IcftA05tVUI/TVoyZkvljOu3KAtkhEkPX5mDmIn8SN4P0Cj1uoqo2RcHMCKv8EZLjw+9zfP5nIJmFdVuSfyPJTWHTp9XXhBTdRT61vcMW1cxHbU4orJg5OQ5DGSFQyRh8V8v1l0FDa+UetwjKrW7QI+FPAVGm0VnIIzQ0LP414q6mFGkpNtW7qVkHipTyKrBp4GzUqAlUQ5lZBqPH6rZwhW8Vhywd/nL0ytxnOdCHztQWcHRZyK8lft3bj6sBP37GAn19AH+TrQOW3tq7zndRitD0+f2SKrtrvl3yHTsZvdrlT2KaTz660uszTV7ANrHIvVo1YrmJfRjM6LXs6MmZwY2S8+tvS37eF9Xu1vC7pabf9b9LTJ1jW0oGunt+jxcPPKKRjuPeHFsmgDRDz/yZjCYxh5HQvImbbRclZnFOacfGSBmJ7VNchIqws56jM6q1eGBRUhGMa/NOqIh5iFY+ZGAe/YDbl7kN+gDpQ8PHOuPvH10/bGAshMySjOW2K4RZXCBQ8EPHt42DbPUDmKod7KNhEBSOA9eyMF/a2Z5ThtXOX561pz6HjLMs0/DnGLwFiH8+ykYds4Bz4BEy6KhPABgAO4gIGOeq8qikIUxzmNoeJAUhCFExzmEaJ2ApSgIiP2B1VQ4qDv8LjWP6vizjlRsrq853KJNYXT9Pp2aVzOMtlavUG0W/vpkrg4mZErkXbRoyZpFWSEVQKaZseq85dUueMsGr6VUrzeYwDAaq5YxslCpKwmg71DLWSbTh1Gr9yk8dsqkkJjMFS+BuZVuY09Ss3zvJs8491fQ8fs9Umdy0K7cdOKM2+cVN86RXq35ozPuTnPW4lkXDZVY9wFWNnZBVD5b6cseduCLvNGfByv25lyA0BWcisBxHlHhm3ykXbEHsx63QE9iScZbqca0dt0zvZyurpKlknRAKmLdX8nxipzOk8bz3CrZnhakxH3/ABDZfcS5FQKbivQ9oSQvel0dRLj3wyM4dyAvoqsR3nLQDZw2VfGB8s5KJch3DF8q1nKLTbbk7mEM4QmG1arcsu0YtySTqn6Gsz1PBLoK4LmIvV3KIsHpOzk5gcHKYCY77hG4VHGxemUQzjQ8uz7XLNAxZ3RlPk9b0iSfV5w3QbNDAi3M8jXgJeEDGKp8QG8k5TON2suK6ts25MOMW0w90zeFY+RkGpXTLrNmunSNip7iEjLks2pKE3FA09IzdMnSxEUvEkIAU5atyqMU5SnIYuh4kJTFMAGKYohROwlMUe4D9ode8R+BG1jaVD88/Hb5C2tz2JkbIiy/CWn9iS76CZx8Q5d+b4vvIIpk8Pb4d+/+EqkSU8lUyZypqiQFPKUMUQIp5ZhAFPAYQHsIgA9u3V2V59Xe90/j3imtaBmzHcNKhYul1gucV63O2Ir8ZMNivlzSUPfomNaOEJdNqlGPSeUs9k3ajciR8v43YTV29OynIqowqVRhUTAs4Fs18az6YmHwkIrLWSxSrheQk3yvdZ9IOVl1BE6hh+j2M7BQ2UK7nWWpcxK7FfiVnUH1dGdtVV4+Fi2ko3vxT05QjpvEOhID8PJ8Sff4GAo9GbKVDj0cjgp26hBrHBsAORcpkjk7gkHbxFOId+/XKjA5hKFgbnjVh3WciPRjAJmkbRnOlBoTJR2diqZJ47CcgPSpOe6gAi2RKkcUyJgDCfj00z2WWrUnKsZiu8XELJflDzUBLyjJWtWCUKbPFBOSHQI2VdomaviotyK9jOUTdaySmE1CN2+dx3KpayDisTnFw5uvo+GnWtfMz0vkZqxHfEbA4NVuq58mJgyIOUUzSUy0MVdA5OtDk3i3LywU2uzWIaHJMZbmpxp5Y4fWXslC1iFGSt2XQCCOv4Y7QPZ3DdlNwqi8DOPVTGVDyHaJyccWcnK3SJpTbjzVpaiMHvIyq8EcScRjfOxdvH+G8T6akrqGmUxaXBUz7QdAV9TYJA7qabE9J6YgZ+NmJYnEvHVuYdsFtPThrpc2jZ28cJgSs7XSBJXbFEHalR85g881+5bC3dLG84hw6m516um2ZwsRJSztyqIFSbto5ms8XXUE3wBNJJETCI/DsHWI1Z2yj1rTs9z49KJoyCMMJl7PrmwqXyRdNl3pSMmLt983WEzgpkxKisoBzgQxxEjUIDCQBqQjUofIuDxuxWxCoFDxCkIm7AT6+49+veim7yhEo2NXkni1dnAgG1UaQhJ6uVC/pSbeORo5CVEiSAO0gEGAen7j3D4iI/utR5QoxMVZdEI8hc6xWpTayiUVZNYuqjhGBJKEQXauncNWopi/nH7dFVJdywilkk1EznKcuk8rc2546VmdCi7I8qLScsnIrUuPud22zRSJJd9U87znDoN1DqxtbSmEUnD1aLbsgUX8j1C66TkiWZ1e7zTmy3St59TYG3WJ49Uknc/Z4iuRsfPzTqRWTRVfuJSVbqrnWMQplTHEwgAj26zjP8gzbj9asK2LI2t0otl0Oo3eRsBLhATslA6HWnUhC3qvxzwIgqkS8IUjcp00JRMDGMPx6498mauRNvC7rj9B05BgmqmsMO6ttcYSspArmSVXKV7X5VddkuQTiZNduchvvFHrknyrnE2TpHD8ktt2iYuRWFu0sFtax52lHq51SmIYp7VcnjCOJ2MURUdAACH1hu6e6Z9glPwfC88glZSczio3WIsExqd6nPKp8K0kJ+8WCMCLb1ytzjp8mRE6yZ/SAJilVATBxpeUa4fmdHkwtnrzjGOXRaeZMuMxbEtEfnRLo34ZCeMRDPyjZyWj5v6Vw+ACAmLUxY/9wxtHKPkJkuEQ8snIKQR9KusJWpCyfKgbDJJVaEeuizdncsvWogolHt3KpBWIAl7nL3zzYc0myWXOtVpFW0ah2JNo+YJz1NusGxsdZmU2Mm2ZSTMknDSKKwJOEUliAfwnIUwCAfudX2DgrByz7Zouw0uLk7NXqihfLDm+eS8sLe3X+GqTuKnGUk4ikwQbqrrs3KEa2dqvVCAVuKhL7fOeiFknZSu684reO6tcKWzoti0qh/heDkZBRaPj4SvMLHHVmddqNm84i27PTKKIHUVWZqnH6eJ3JNRByMNxc5wZDZ7+/YsEHzyJzK/t5ekWN6kDhdqiHisDqGRKmdQiayyqZTCUPvAVVG/b+q2MoRVFUMhzH8q3MIKJKgH50BDsokIGD4/b1y0yCPlp5Suu9M2WPjCykZGtJB/BTTmXkmKkpGISjhigs4RfHIu3SWVTL2DscwB1xZnXMtBvo+ycfsNWdLT/ACFt8M3fupjKqvHPfmNJi0hFM7x7YzFLFkUFA5zNzEEDeSJYuAszXPlcwlMevUZFVzSa1dazxjWkqxPL21RvQ/b8qblDauSsqm3jiOHL6SfAmowRBxHiKjxwiK0jP1TB65Yn/HuCeZ7K6v7ZWocA7Yd/QiHbOYnEeRVbnl62FyWr9WArLHL4kq3dxBkSMFReGZh0eSq8M8kpRDH6/F3uZoPHJryPuDq6pVetwziL3TmxojxSvbLsMOycEK9otESQqlIaJBCJnVFmcToNoZKvs2bGtxybhlUY2WzmKScPjDJh8zxCYO4/AsisZ4dYqyKgqOBUUBbsJSlDl5cna52yFZ4y7pMCun2BRNRlmVmWQMmIiUAU88pQD4h8evbM4btZ148ZRu48XCXKZrTRjJOi17OaY3h7D8sjHb5izkHTc0oRVMqiySCqqJi+YBfvdKOnV935Jsl5jlyobI8xAqTdIBVXUMJtQAoFTSKIiIj2AA65KcjCprKRfKvnBt9+ocm8bJNJKTy+nFgs8rakiggq4QRdo2aBnSnTTUUSIYRAph+Ij9EFVLTESO28mLvCnsNLwCpTLSEdtK0ZZ4ya3TSLW4ZSrei1J9JsVWzM3pHshILJK+maqJIOVkUOR0l7S8Wz4runCMi20Z1UeRbSpr1p25TUZrJbOvHfgdQHTNciScmEf6JVcwGKiPfyurAxoUZKZByHz2IZzWl8frfKs5eWYQjpdFgNxoVnatYxvf6IlKuE2i7wrNi9YOVUSPWbYHLQ7iw+3dPcaZOjZHx25EUfQapyKcyNnWjtYmV8EdKDCMY59UoyttVIkNXfkOZrKP1B9EH3SeI/bht7e9N9v2f0vKrXyQY59K8mmM9oCETFMdx3NAllsLmNjszm62KufoW9TzSGmEklCtC+aKHcw/RFch4OOK4ufD7UYK5OnKLT1D5bLdJWa53eY5IxC+ak3bz8jASqxxESEbxagiHx8RbDx6mZBBa08Q9jstUYMvUnXfhmGrKONPp8k8KqYVEkz3CUtEegUoeWVvGkAv1CAYTxIgZIzae5Q604tttaplKoV1lmEt42ZdMHfw8bU0hpdprblufuHmBFrlABADCXKLXNRvotA5Yy0hyUtKipSi5CvW1mxicrZFU8sixWI5tCx8gREwmBNxJrmDsJzB0f2th4hUxKKDlXI8aB20NblTzxoZhLu2JLONR/N8Vt6lT04LCy+ZeUBh8Pm/8Az9XvcdvvEHm+U5pAO7NdbpY3Bm8XCxLQSE8RipEWdPXz10qm2aNGyazt67WTbt01FlCEM4zD24uBcnsTFJ9IIwdh01e5T11vbFj6gikjCYzlDI0tBMRKmRymo4mXjgzc/hXatlAEAuvGHldwNbca1atiM9tJb0DTU6MqLSHt1LpjGCGj6bCuXUmadkLYoqR4jJJFRIyUL5Kg9zFzesapxZkeNzXi/O7/AJ7TJORkbW/PrMPJXmCi1LU2LZqdUSNWbdOioCUjX1ifjdn7q/Aode3b7f8AKe3DZK/lIUXHOPpeSvz/AEhSHWq1HzdnXY3R045fJ0q6Dacb1xJx4PnBmpfPHwuBKAG6hr1uzuYtmhX08izyPD6QZirfNDeRYNglJHxP10GFapsEd6j8wl3Y+UkKpEkE3LlRJuexb1iftKR8pxqiFXzk96JU+RWlVyGjIwVkZQZjXKvF1amPDRLlkv6tynHtUmvh8KpCiURFxh87S3fG7lS0h38/G5XO2hraaxpMPEJqOZp1ltzGMry81LwccQXj6HdMGz9JmRVwgDpu2dLIUfkrVsUhd1WtG7VfIJKrTl3fUJvFR1jo+i2kLEjKsK1aVXThu/pSDUGwoEKYjsx/MAUwKbindMywap33lxySydvrVuy9xoD5/l3HuAeT8zCRDe4WCLio+w2yz2T5Iqs1hkSRazdoPqXS6RTNUneSe7NYMPpF5v8Ae6jkExYMiirTN1Clke6Ze2dKfli5t5HXGZbNI5N355EliOTGMHgMp2+91o3ICdw+CwVXPd1m8YZ1Kv3V3eGUgyhc/wA7uac4aQeViqGYqqq3g7b0xUDkKVsBwP3OJS33gnwv9s3VuUev55DUicnLqs3uM/V3EdfK/EWSDlK/R8prVhn5SurJPnLA7+QlYXypFiuQqSpCCYavWPcc9rRxkFOsomXKxj4vV8h0RWGQdMglJynN9cTla3e/lDV2Up2hFo9My6qZVHiHfsOYcjcLtLe55Pr1Uj7hTJ9BJRsqvHvQOm4YSbBcCuoifg5FBZjIsVwK4Yv2yyCpSqJmAOTXFCVFii42bKLHXqtJSSJV2UDoTJEk9mtlcJD2EyVcv8TGvjAUSmEqAgBiiPcKzHpcY82n9EwJ+6457WykMGrUnaq7p2UJpVyRYXRRUxHQWZ7GtW7l0ZUoKKOFFRN94DdchwstSb59ZXthrFrXrDCARq8awLZqJWZcpWcC2EW7Jo5B4J/AXuUxjGH7euF9k1Dk/UKtcaxh1egZ/MaPVYi96q1mqI/NDOIxvWoSAs9nbu5hrXCAmZdummii7SEFUvAkoVTMOBDeT45wLpxNwh92eM69yN543qMkZBN3MNYqyOpSfz3jzSl00S+OPiH8/JxpSEP6ZiJTIl2Gw55zd5EbPcrvSLWw1LjLy21htyNxzaqtKRrh1IxLMljr9Th6LoEa6OLuGkEmgKMZJsgdu9aGKCxc2v3JHnlyT4sTsBTatF5Fxc4T2xtjWM8cqRDRTBGsUoYSIUdxFqsbVq1SVlXJiCdZ6ot5rp2cxlhiKJzwhrJzf4zvwTj4XkA1rFIpPKKkwyT5UPMnUoCzSOd7PHMWxwOqis9iJ4BHzVFVREEx5sy+Eck84sF7tHHa1VuEy2yvj03T1JO6N2dcUjFc7tqUPZHDxk3mlDqAgguiIInEpzlKYeuLsfBVFjoDijTtiloWpu663szCVSq9Am3Ky72Ecm8iSZNjxoKlKcQKUA8fbv8ADqegA4yZrX9J5FTEdxtxRkxwqrw1osGjaqJoBuyp7kFBWLYWcU5XWbnIH5NwKX2mDvxl4pw5WRhxXI6rVrC+jiCmzm74q0+c6PZkSD8S/ii/SklIj3+10P0rQXJQAudDv/NHYjTVclmx3kZM5hxrhr5L0HNpOMVM5BStydUyOMhH6AfkzNFlhN4SiYwP6ZMV6ElahKwrmtydWkIpi8rshXXjI8a7gnsK4QUjXMO6jlDIKNjpiidEwkEolHt1B5bi7qQi6BUeejnCYuBYvXi6auK7rZCVJjTJQTuV1ZlCv1O+tSgLkypvWxyTkQ85Mol4w/APjzMhBH4B3EQxPYwAf84APXHbxfe8vQ+QoJ+L4+AB2q5HECd/4ICcwj8PtER+jbOO96SFWn7dll6y2w+HxAqhGXetyNfXetjEMQ6byP8AXguicpimIqmUwCAgA9bhwa1RUa/JbHV9PxOx1wxvMRT3njXPzViYIqOExFHvGQMHcGqZhHwqHdFKURExQHPuEdJdvHVXoVqyDiG1exK3qixccydLaLyDuiTNQqSSD6kqWmdTd/EwqJV0g+LsBQCuUyrxzeHrVSgYis16JaEBNrGQcDHt4uJj2yZewEQZsGqaZAD6ilDpT/1RLB/vHJdcNOK8G7extJ1636PrV5MzfKN0rGtkbWqwdWgJNuiYgu4ti/0NaQFJXxomeINlQL5jchi8edWrFVhF9o5V5/Bbjq+mKMGq1omW10TWmKRTk5c5DvWdXpdSeNW6LBNQrcHx3bkSec5VEfP8tPzgTFIFvAXzfKEwHFPzO3j8sTh37d+3f49e3OAAAf8A6RyYH4AAfEZ7FO49e3YPhL3/AJjvFP4+EO//APDKN9vbpxx00CalFM8R5I8eeIMOzI7K0c1jMGb+oMb62gVTB5Td0+sVlsUm3HsHicvQ7j9vVVzHParB07PaPW4uoVKnwEc3joCArMKxSjIuFjo5AhW6DBoxQKmUgB2EofHuIiPTrQ+M7dpRIeB1nCuVVEq9bItGxdcc3A8LYbzT0WTFZFNKrT9oazSYxqIJNCQ8iDEqYIFAo567Ag9j8v8AInKPjD7yfn5xsQAP+Q3lqiUf8/UzzrvuZ1HQN21HVLtT6barhCRtjUzrO89VYwJI6mtpZu7Qr8vPWckivIP25U3TluVsiJgTS7H3qPjGTSOYNdF48pNWLBsi0Ztk/wA81SN5aDZuRNFEncRHsUoB3HrkR+2/dv1F4D1YsQj6raeS/KJg1apXCg5MMDEwtPkwbEWgq5qGnSnqE42bVbuwEsfHMZx+wIf/AElBuKiYKIQG4ezjqHFfF4DVaLeqxyQ0NDVZlpU5sEJSFZx8LY7NjGYQBT3ZjOKsfN8wUnCanhImdTyzkRhZV6s6YUHk7tVVrSCp/EnGwr5lSby4ZNg7B5aJ7FcX7gQ+P5RwYft+iO5vQJ0Krwj9wmyQtJ5PTQoSRKlgPKAhBTg9csaUIzeOY6rag1BV0/dJtljDJFlFFz+NZmkd1LZpBTO0VuzZNnE0N2yiq3q1VVaRK0kYlxHlllawyOo+at4tE5wAgl8pZMxTCBuhYhi+5hHqmDz2KOe31JusHfv2MiEKZERH/KQemkNmPE3cpB0gokoEcnQ9RNESC6KvjTO7ZN1YqHWVRN+UKaRYSqBFfvFRL3EeprhzyJ1jHeC2YxvyBDeYe8WCNzjfNIz58X1ExTaD88VilXf4tiimbvXLL0rdBBcBE/lG9MrUOL1b0HG/ccxG1yq9ZwStUXTGklyqzyplOJK/V7KrW0bOKhIGOUI2ZOH7V81cem/JrIJFFBKYh18V5XwbV4yUYhUtF45yyYRwD4w8DW45lKtIqeQII901XUOUBOIm8v6hBcyeD7O3bGcLLEZ/m4viyKR1VDHUMQFYTuUTmHuPwDqPsOx17QccpdXyrTJdW6WjMrcEY3kV4lvDNGYi5ShUiKrIyiqnjFcAIRExhDsAiExz7kFn9r4OcD5maz3iFKzsE7h4vd+Rbpmm3uOyx8HJuXwq13Nklv8AQFzeL/8AJDHKIqlXZvUU/pj+Wa9JnZnJ5jkPauTeVyjdsm1jNKxzXn8yhtOd1qZOklDtrXVYfQJiuqIKG81iKjF2sn6d23OstyJacuqlZ0zV4ZWMxeAYyq/IGTnTNhM2phsqdNGs5DTK8h2aGeSHpYNEw+co/K1D1HVl9wa4Ux1FZFnHIC1ctNZnDpquq1AWuQmpWwYxjcJMqskm0vNtZ1SP8CRiEV+Rwzlc/gUFIFOMP7ZcL+pPYuuPP6ROQv66Lh9OZ876DXFnNV0Oy5Ty9jYZoQsZHz0tFvwpG9UdCUEi6RZS4Oa2+fPFTEMKA2chxIJRKBub/uiaXDoKHqDu7va6q6bmWTbbZyrttjsdhkIF6oBgBepZ6zl49wUBAxW9jR+w3b6FP/VEsH+8cl1kvK/IqxJ3Cz8P5y2q6RAwyDp9Kp4foDKKPZrcxjWwLKvUqNY6tGuX5U0hMhFOHTxQxUWag9Z9wi57XGUxqcwxB7Wck2VzWbLbKJcc7dSrqTgKxZlKfEzs1UrNTvmKjBFZwzCKXi2zcTOU3AHTPO8eOJ3IuK2jTqznEnq04wr9N0SMg2VNibFWqs9dp2uz1KCrki/Tl7ayKLRq5XcAmoJzEApRHr28dWQi3K1Mjf5xGeys0RMxmcdZ5v8ANNY6/FuVQL4EnMzFQEmqgUR7qEYKiAfcN24DcK47YF6/y8gMMoGCucRnKRfEpWStOH5X6CblYq0s6y6oTiAmq5RHEu1WGVKJUFCoKlTdgKAVP3JKJWF3mYbDpGSbxnNvGPXVqETvGQt6uraMztDlqoJm0nNPKOlPFSXFH5mwk3INhU9G8BCM5A2vldSchlUKy2lLviV4JMl2aqWQjFNeXqcXRIyKezugqtHomRbvYBGQZPC+E5VC9zFI91am0SyxeDv9VoNuuy8omIIZTxOxoYGHYpWeRZnex8Rc9DhK0KLdoks5IazTZypGO1SUWTzQpful/nmZUXwl+BfCGX7Z2L2D4dg7fV1jn6Xt/wD1kSnXIL9JHHr9ctR65KAwEhXw81b8DMVe3lg7HBcD9OKnf4eAFu3f/J1ZNG90sGEJMwGp8i4my3jQoxeTgcy5SyNpl0kNAuLcWr0zZu3sJZNqjJHQURin8g3kDnQSbGdIv+FHFfYKryX0bRrvn90u1jyKR/Fud5jQaDYG9jCRmL1EpuazJzs7YmrJigwZuVzN0lFVXRm5vSpubmQpgEyXMLXCqB9pRNQceOUB/wA5TAP0aTx33insL3k+r1h7VbhW5ADE89k7AqjaRjHqQldw9gg5FFF9Gv25k3TB+3RcInIqmQwQXt4c0abTNMxm2Sj8vA/mreGdoQY6RTDO0iR+J6hLw1kiYWC0ijkdIM0yKpph4TpABhaLMVDdh4j17/uZrYh2H4gICFn7CAh12PxErZg/eNStaEP/AH2bpshqvt14ro5GRfAyPdMZvthcM0+/iFJo8kJlZ42SE3xEhFClEfj26WdZV7buF508ckMkvIU/FL3CSSqRwADonk2kyWQFE4B94nm+E32h12JxDrRf/tpWtB/8LN12DiPXv+5mtgAAHxERH8T9gAA6l/bv4aUqn5thdVl2CfPDmpQmlmXaUWmoujhLYjlczN2OYgpq/wBxIgozWFNJYnYDlHu0SdnNmvHjCqfH0TJslq0fUaXWY/xqFaRrEpjrPJB6uZR5MT00/VWeyUg5Oo7kJBws5XUUWVOc30vsd5Q43R9rzl64B8WvXWJI+GKlSN12qM7W5ZA7acqthbNnKiaUhGuWr1IihgIqAGEBTnzceL+/ZpPivSVV/v2wq1vsRUVSslCo21CcXY9+xRId8Yxih2MYe494LHePOVUbG8wrYLmh6Vn1ej65BoOXZ/NfyThuwRTPIzMo47qu3zkyzx2sIqLKHOImGr5Z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alt="University of Victoria"> <img decoding="async" 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v5Osvwjg2tH+XUBdCHPCIkafYyonFvR+vPHGXDdny0K5aYnRyTZrlmSQDLB/YjdF2SLS2ocW5J67XFFoV7dmGnWlVJ1qferTJs8ueMeEi1Kv1bduvRrSK0y5OtXJG5PjlxninWJlWapWnQp+Hpsy1+bXRBpVJViVbh5sWJ9WaVYlW6t27Wn1JVSdboVrUqHHghZ+diZWnWaljihb/Fa1Mh1+yvQ6XBMmUbFHDCDMY2qekTFrybUKjHb7Dp+KPGX+EESTSva2pxUpFbP/AKXd/lCX4XVpdK1KyOWXDQ3aNmhKQ/wFtc8cm/xco4TmDH8hcs83q3hgXM7g2uidV/phj8N84Y85afxpxjjx45t2h1QsapY7Y+0sRJ1+jja+IOELZlq3ey8IFW/dkscd2CVPgkTPHCrJO6tWh4SMKZwStqrLZimGkypExebmhV/MHj5p3qWdMoc0zfj8Xw7067+aeEKxuefNShx07UKXPVuW87fpB7QpSMnmlOu4KvQeSrkqj7SX/9oACAEDAAEFAPs2akqrf5wzPHPG1Iq0fsONgRwkw4B6SRMPahuOYwZEsuy43wyy43ILVamNZ02SS/PMdx8QYE1RIFL9VgoCXQW6+kc1skWUx1PSqcd+clRgXROQ+keR4TyeT7KJyxjy61AfhvHPHjDP2IyrHKcnp32uUERZzrRUv2KWKpkKSczSZHT9FZj5XOvXM3qZ3h9TCxtFMJnMxrC6nLFHcUeRbV2TZSbrCVyYYRDfWoifnfYQ/k50j1XGZw7aB25G7ToZMt7bvaqf6NKeSzo6dY5I49lBWLIL5Ny5OMeiFwXtamvpguJIfuTGf86Rn6UeDUI8LmjqqYQx1dnJ9cvYqRXFuIktrbAKoualKlStUeRVJT5FJncUwFDeQ/Ihm40hZxkqSiiViiJ390GpIslx7oO8pATvaKVb88f0P60xw4yn47FwkiZoYbYdcmkrCRY4RuwbWoRIhOKQAEWFzaMuo3EI5BpQm7AM8eBf1NSJxjaEmV2ZjQamqOt8WSQxs64heip8QD8/yJh8yO/AGODGTXsghCHop2sNRojk4XcYqJGSVGVnQsTVNJhuO5T9kPByw+d5hihfDpGJZ/LKrIce+EfKYZ/DPF9+P6D9aiOmlqn20lk9snLocmQphgoNraRswxiTlL+YkNZLSNpUzWXssultdCcyEMLl11T4bPWr1ssl5R12ozJn3oO3ejP+YgqpTC3JSeKCFwKrGG2v5oQ3IFbq4YsTPWCAV69a6LYxl86iJzhYtdpDs9s+Z8pT8f1PkTRU2SbsbqNPLym20PdkKWUI5AI9TVQlfTJQZdvnnmb2DL4H2xfHxQr5TjL4Z7vvx/t/6gj7qGTN6GsGU3n6ozHF8frIqkBsEBVk1kpNYuriWFBtcEFrYOeSP+79Hrb9PymhWJT5VGUhKNDOWj08MbfX+HIMz+XMhNr42DNcUyJVOdq29S5wH6A5NvDDFpdETw22AAVEcyv6ULXrcJEu3vUaoR86/wD+G3a/ve1ZfA52F4+KFvKfZfDP19sf9uvYJ1uzboiuVGiYBOcOBub2N/ZNkDzOGm4xJIpYAHdp/ak8ecapUMCHYWFPon1Zbt942RbhF/lK5L5LY7sRIP5kyzDWCjOWlyf6xDswI45M45kATm0AmaqR6AO43Dcplq4oHHIQIamWTbhxJPcGM02jRzHpjHDz5QkVc+Hq7y5EmhfygGvZw03fSKdE0sWGWx7mNnXvsTc8c8c1Bw25z/exsWLIp9iOstZEmFJTkyOE0PQiR2TdZKGyoSNhuZprh1HuXKt65aQvacO9Q6ZoVjvcqvg7uOiSzyNTNEIm5SCLuPd7w2yYDG2HN+jb4iG1YYe8iEilceEDffSRU6Q/tjMZ8m555558jqxErxjp4vFpfWzZNtdPql94yZG3G8hmcjuowrH0D+1XMwC2wmtygkNti6ZhCLkf/PeQfmyxLY9KOIVZsLi1MovYQOaaQSIUKH71wzz1Zl+nA+Y6OSQFCbvpG2HB7szCMpaH8NGdZCuLSTaUvXqhFCFyZEaTevVPLM6Dzm3MTu7p9evLbsfB55GliJGpcVb4xO406D449lTnt1Z6Nrmwu7NoZGR1I3PZHpfrV+IwwlXszywPQ8o8SMLmsTvLE8jytvQK3Ra8szoPObIOvJHu5i09xSPDI6MCxgEyIp4ZB94I1fP+Hsi5M4ibw6NSdr5kyyciy0yx4QyUp1FhI27UXsBvHH5N+SF+O4ofXAYMzUUZ3tiPOeeXhB/rpz/vMxvC8eeZEE9OZ0WOSVxeYt590mFgdu1FHg62ZusCSN94jrB43MQFJ46djBaHObN/F5j/ALt4792Gpfxx/wAfc9mzZwGlbiEkskMw8DbfaHiJ3F3LlDHBNkRmGtag9kDJmZtQa2AUQb3l03vbuCZM2pzCTRzA3yS3UXei1l1pdrtLzsykMk+Nxyz8Rh5HK9saj14aw51J93Onnc3OY5+TGZIwlYB4sahJe3kTzoWoR7FHk+Sk5NL3Ifi51HM4W9JSdxx4a/tJf//aAAgBAQABBQD7Nip2akPnJsGccpHdpX/sOzU+DtX4JnXvLt5IymS7IWmOXSoNPSG6hrl0vQ+0NlmKGJ60AIbYuwkebov7h7/w6p67+wdjvoJ+lkezKt1U5Hcu8CiaHRWS00P24jr0sZYuLqsxan776jbMRHuRAJNz07Mtun2LRdpFUKtOIB2TX5tdgpe+7RM3HvbveGrhpV+yIDbCGfOyXsX4oq10GuU13cg62l4oHpgzw/3Pnljrb+Wt7VKuVRI+ursnPryzT69xC/FD1118q2KWJaLPQWJrpG6YUSxcd6kJOgLe41wWuVaIFgUUslG9iatNMqP/AECEjI4Sr6Pw6PlLb2IQ8wxlcjpas9+SVoPTvYmh9kSU4UEmk/mgSEhkDGfY7gOykljp26k+vJotSVtjW2sjd5bOsYJbWE+mKG5aguuXlxKMQldodrLWWK6lxZbiPhSTq0dZuznm93nelFoM91N/T7Z+6dPXuy356evaBpRm6NjW65LcsZLomm6VYKeRKZ+zWYI5lq2Fg58ZoiJZOEpKuHI97Ytcv09GjZlK3rCEcDdmbymwgbQnJtIbIoLW1nOjNhjoKigDf5E69q47vpbG+WCspDFXgePL0XLtokP+4S39W5VG7Zxoc1ONzJ/PCukkNo4Dql7MyTrEdfg6mVtx+50ay9o+pifrSz+G83ndhq+ZQX9Pxl7p/wDXuHFlpX18dVvWelq8xXOpjFd1YrhHqKsye2hi+KgCGY77QOqwliYz6xushjqGxXgpdHd2If6QK+yXAJb69Yrti9dj3fFWD+U5J6LrQflxOHb0fEbrFlt45HYn62YO3/TTiRkDOJD2w9Mu07sJYGFlFWO0dOYHuEMXaiEQrn1Zp+dH1LZ8n7t8t1bInq+nI++IJCnVJ38iD+61WspYWxbn231JWVimro0xxxoxIOvjcBdbefwXf87otXzOv39Pzn7rEes+gKuUYUCpM3G8H9fPcAdWnsIy2ur4UTBK5xvjOMOt/tRdbuyaxzpEJLJXPv8AdWj3EC716b3Dh0u5byvrVaGujavNIikOgZ2R9ht0L4afqKWRlv8ApZO7K3J6a6HdTJG2C/YF6TrGCGa4YLBZ8DSTrysE3WSqR6d/4+x764dGqJvV3p8/UMfiXo2/6Ller54t1z5fLu553Ka/mde/6fzP3WU9iMGRMhcbXVSMKcS5RbKS6MHcfnCa/FKpnguT6zyx18TmIdfBYusbmsqlDMcp4jij0cFWpCg6JDlk3Wo87vKx8RDY/rhrv/xnqJdPc36Khsjj9zvWjfGllIUslXqXKN2DpV22V+sKHSZdGqMQsUVyUMTHHXbt1lkslvHX/fA1ozKEEWLhmywX5+oDlcXyCui9ie3O7nn6hdSnyLeit2bV1JD3dqTg1LzJgArd45Y549x29Lp69uhInZWW23sWU1qY5cZXqnWKyLpcq8kcdZwnWaSYrl2EJKpXSC5juiYm1AxMMdA7lM/rM9KLvWPStXQQHDq+sUA2ahN6mCDIqnxi545+GausqwVmt2H6fSDeNcd9TM11/wAZkrfEtjI7IugCtzg7V66i6XV8c8ccccfLJdcNSrSLMuiVcBFCajfZJ91j3RHF7wSQXXSFK1icps8hkEfFfSnum0ni/p9f65klq6UTJap55/T8125S1GqBItVds39XU22scm/oRjsXdK7xxLUWAHrv0aFWiIFW+vZ53q1qm6Ww9dJJ9uCOsK8VVXCPZmk9XHjFEEZJInCPV9luORg5eHdAwNQWaisijBIeB4e4qN+tKnA5EC5OZXt6bRxoBD0Ok4WkSSgWJhdIq0Lkoufh5ovODkTjYWT2LhtS0+PM1xiwGoVIQRIzf47yALMriFnoZIzQQkDQKsgUaisijBxIwVG6PG1lftjsGnArILPIMuRvFWRzIQbGrRxz7+PYlWLxqXw0XKXEmxrD1n1vqMcWLjus7etiCMiVG9+xNHPPF0PK6f2CtsAjkpQpB8smQOeQHhhrDSDnnhhod/0pOQwfkYLrhLizRA0RDToOBdrceM6vxFMyNVFfkkE+oU7Aa24jkjyF4RnlgKtSNAcoxDMwwZ888B9MP8ahbUKPeqH+ef8A6H6kydPlNUSjc5RhWk0kWdkntSLGwfKoz982UjDCNIY3sT/7M+xgaEz+pkGWX5AFiyAGD581GisXnGERefwOsInKoVEBsodEojTsRNo6rL4RwQY5Wl8skwFBdX8NKpnE4sRYrMUZGLSVzdjTGZ9ElhPGYsl1gIY3ClzG+yLsecASqg0XA9cvGETknTdvzn/DiqgfJIaU/aS//9oACAECAgY/AP8ARs8cij2kDH/xEf8AKH7+PBIp9hB/6Dvd3uImeKBalVpU1IUAVIGZIzPAZ4ZNuSKzg7NI5kn8pxpr7E+ftxIm47teNICQVeSRdJBzGgFQpBqCKZYuoEvFi5SqSzhnJLtpAABHaKk1r3AnFi0+8zESlwxFsFoUApRHq9K9pPiHClRg39ruwmhEoTKKSFvEaA+JjXiOHhIOTGmAbTd7uMj7Msn4CxH1YjFzcLcRFQQs0dCVOYYOgRiCMwx1A9lcXjCyaC6tyoddQZTrBKlWoCR4TUFQR6/SbHcluFloCGETFDXPwsaBqdtK0NRxBGAVluGPqiP7pH1Vx8dtkpaIMVYMNLKwzow9hBBFQQcj6Zdy3GUrApAAAqzMeCqO0n6gCTQAnGdpdg/kp/t4/wDDentyuBqAqkQIqe86qD6fbQZ4BIp8l7ea4M16vGOIaiD3MahVPqJr6sM3TnSqi1rQSSudP0nlqT3hS1O3BYW21E9wMlfrYLX56YW16h6diVzwoWXUBxKN40alc6HLtpi33SyqInqCp4qwyZT6we3gRQjI+iyjhtBNeT6iAxIVVWlSaAkklgABTtJOQB+PFvyp0kKOtagMAGqpyqCrA5ioNR2VML7nI/MkroVVLFtNK5+6KVHvEequNr2yy25IrCWXSxclpCKE1FKKpy4eP2+iWyld5txSlY0Hu1AI1MaKKg1pUmnZjcbeSxjhtIogy0Ys1S1PEcgajuApTtr8jef4XKH0zR42q8s5YohCwW4BEkrmVXBRtBOgRSppAAYUlZl0sCunceqdw5fwM0ZkMFWVxM6qY4laMlZCXIMj1UGNiyglhp3tA76zDDmmTV5p93uJ7K9+IZGhvRM6yDTJKrOPuwPuyCVQiteOZAPHLEBeOVSJIh95TWaStmSMjX/r3mW2gdIt1ilDMzFyWt2U5xxjwlo3yepSqFKMDqrtl7NcwRWNnCkE2pWQPDBUGVWQsVLrXlREAqQQW7+qFt4jHbsIWRSSSq6pgoJOZIUip7TX0mKeJXjPEMAQfmNRjfLewtitlFIpooOlNaIaZZKCzEKMhwUY/Z8z0tLyieoSCpjPz1Ke1l7vTb7NaqzQ2kfNloCQrPkC3cFUjM5feAY220mJ5MtxGjU46XdVNPmOIra1hWO3RQFVRQADgAB8l+ntnnKXGn76RTRlqKiND2MRm7DNQQAak0k3PckLbVC1AvZLJxoe3QuRb7RIXhqGEiiQLGooABQADgABkAO70XG23aipFUbtRwPC49h4jtFQcjjcLTc7V4phevQMCKgJGupe9SwNCMjxHogi3DmLJESUdCAwrTUMwwINBUEcQCKYTbtuRhCCWJY1ZmPFmNBUmgGQAAAAAAxuttcwq8Zgc0IrQhSVYdxBoQRmCMbCf+/H5rehdwaBfjIpkCvQatLEqy146TWtO8A43gf7uv5/yL7uMsA/9qmFTaCTdzkIECLJrYnwgKwIrXgcqcSQBj9j9R6VdKOAqRqrVFAyuirrUcONFYUIBAw823XPLkYAHwqwOk1FQwIyNSD2Vxd79bytJaWROpxDDlqFH0ry/HpWhkNDpWmBHuN9zY6g5JGtaZipRVqAcwOAOeLZ9rDG/LaUUKHLFsgukghq+sZEasqVEux786JrRSQkcYDL/BkVQSASVbSRQ6lORz39qZCGH62k/e+R5kbbc/zM0ap7CPCGHrVgGHrGJ7WaqXlvKVNOIZG4g+0alPdQjFjuQI5xXTIO6RcnHqBPiH8Eg4uby4bTBFGzse5VBJ+oY626qvVPxe4iRlr2RITpA9Wqo/JRcbQf97h/Sr6DebpdCOLgBxZj3KozY+wZcTQZ4e46b6djTbswstzJpDkfZRAT84LL3kGox8B1D0/CHFD4HZdSngyN41YcfnFDQ1o/UdsSbMQPJQ5EaAdSkd4IKnOnaCRQ4uLy5ctPI7OxPaWNT9ZxtNgFo6wqW9bsNTn+UT8p7zc7tIoFHacz6lXixPYACTifcLa2eO3Wdo11EEsFCnUQOFa0pU0pxxfr3wv+acbB+sL+afRd+qaL88Y3f9WX88fI3RUUs6tEwAFSSJkyAGZJ7Bhd23SMHfJFyXiIFP4oPAyEe+w/IXIEsbO8GmdamKUDxRt3jvU8GU5MO4gES7RuELQ2cBBkmHush93kk+8zgZf+rzLioCtb7fYwLHaRLpVR3evvJNSScySSczj9p9P2jyWEzgNEgqYnY0GhR/RuxoBwjY0yQjSNx3FVffZFzPFYVPGNDwLH8dx73ur4Rm1ncUS6SrRS0qY3p9atwdeDDuIUjqm33GDl3KSwx94OlXbUp7VYOCp7RxoagenrlxwMjfVM4/cxa7/An3U45cn9Yo8JP5SAj+J68T7JO/8AZrsVSvZKg4fx0BHrKqOJxt/Tdk39u3KdY/ZGCCxPqqVB/glsbrt9stIIbFkX2KlK+3tPecbY3dcxfpFxLcTOFhjUsxPYFFSfmAxZpdswtppqKlf5uBasVHcxRSWPa5rwAAjggjCQooVVAoAAKAAdgAxHBukBYoSUZTpda8aMOw9oNQaA0qARum3bbGVtooNIFamjONZJ7SasT7e7A1e7UV9nbhKcKD0Wxg2K7vOZWphXUEpT3qAkE1yyoaHPBiu+nruKaldL6VOfDJqH6sJFa9PXEkzGgUOtSe4BVYk+oDFym49NTWNsEqru+ZJyppKqwNM60oKZ50xayC/muIbhGYGVtbqVIDKW7R4lpkOJHZUr+syf9nF0O+NvzTjp/wDWF/AfRf8Aqki/SLjdv1UfpF+Rf2cf87JEwU9z0qh+ZgD82INxij1M8AcLWlW0108DTPI5Gndj9m7jZwxRSRsyMpKlWWhKHUx11BNGGk1U1QDh+yba/jlvwpZlQ6tIH22WqqSSAATUngMXt6sJkMMTPoBoW0qTQE9ppli62+4sFikWHmqysSCtQCpDAGoLChFQwqaLlWXboLyN75F1MinUUFaeOlQpJ4BiCaGgND6N5v8AsnvHCmtarCFgHzFo2I9Rr8jq9/tMx+mZzi/2uSgaRPCfsuuaN8zAV7xUduEdSY72CWvrV0b8IYUOJ+qbq35dtZ26xRLWoEjgl2ByzALVyyDqOzHUA/3SX8w4sm7p0P8ArjG/NCPGbdh8xoGPzKTjZmkICszr87RuB9JoPn9O4bc5os8LpXu1AgH5jnie1uEKzxuysO5lNGHzEHG3XYcGdUEcg7RIgCtX8rJx6mHp224MY563WkN26WjckV7iVUkd4GAXUEraykV7DVBUeuhI9hPo2D8ib8MWE/WZP+zicd6N+A46fr/8yno3P1NF+lTG6D/dP/eL8nethkJCBmdKZHlXGo+H8mTmr6gF7xiTaruRJCqhkZSDqQ1CkjijZZqfmJUg4k3q/wCjbyeIR/duI3XlE11MAV0nUMtRoVFaGjHE0kbpEt5byKCjmTRrUqKnSnjWvjWmTArU8cTbZfIFvIqDwNUEMMipXOjDgpAbOhXF7ue79P3xcpRHCMqKPxqhwi6mNKOSSBUACpJ/bMUS65IgYlDq4ZpMol1L4SXZlHhJArkTTFnYq1eVGFJ+0QPE3tZqk+s+l3JoACfoxvKvIBLNDqUfapJU076A19le70JusKUtLwVNOAlXJ/5S0b1nWcbfaOlLp15knfrfMg/kiifxcb8ZGAT4SXM5D3DT68RSUrpYH6DXB0sJdvuoSMjkUdaH2Ghp3g+sYNrKWWWJw8Ug4MoNUdfWKCo/FYEH1wxbjcx2u6AAMHOlHP2o2OVD9knUDlmBqJmu94t1UDgHDMfYq1Y/MDi2v7XV8PKgZdSlSQeB0sARXiO8UPDD9QbLCXuaffRKM2oKCRB2tTJlGbAAr4qhmYo0m3yGksfblkGWtAJF7jQMPCaZFVu9su1liPED3lPc68VPqI9YqPRtW1rKDdc0yFQcwoUqCe0VLZd9D3YaRFPLS2k1HsAJUCvrJ4d9D3ejYFqNXLmP+tH+9gorAutzICO0V0kV9oIIxdEtQcts60pkc69mNkupm0wLdISTkAC1Kn1CtT3DFRwxugYgEtFT1nmpkPmri8hkcB5LRgo7yHRiB66VPsB+Ta75GCfh6rKBnWB6cw0GZMZVZR20VgPexHdbltsNw4jKqzDVRWzOnOgrkajP142uxg2tnjZCsaqwRFSMAadRDmuahRppnmwpi33mxgENvdLzTUBTqIoxemRYUoWzrStaUwN1urRLiRk0rIsjgUVjmpRwKhq+IZ5UrQYWClYwoXMlqgCmZNSfWTUntriHbrG3SPbLJuc6qKKZ3BMaAcBoDGZgAAGaJqVr8iaC/wCrVisnqDHDBpBXuLGTUcsiCSD21wksHUM6Tqahgigg94IYEH2HDjcepGvbLRRVeIK4aooeYGJYUqCCDWoNRTOGDcbZZYo5VkUGuToag5fOCOBBIIIJHokTd+sJntS9RGkSogzqAQHIanYWBOVeOM94ua/kx/7OANj6yuIErXSYw6H+JrC19enC2W72yzoBxIoQ1KFlIzQn+CfVmMFodzukj7job6yoP01wk4tGuLlcw0xDUPeEACV7jpJHYfS815Y6Ls/0kZ0OfWaeFv46tgXGzdSzW8g4Er4qd2uN48vmxyW69fl0pXkgt/K1Bvr+fBud33q5uZ2NWOSlj/CZjIx/lV9ePhdrs0hiJqaZsx72Y1Zj6yTTgMsXEW3XSw3rLRXZNYU9+mq1yrSpoDQkECha837qW5uLw8WCIoA7lB1hQO4UGZyzx8TsXVFzbyGmoFEdWA7GXwhu2lRUVy44mil6llh2h1A5McaiuWep9VWBOekinZQ4p+1brV3/AHdPo0fu4eJuoJ7mw0USORQdBqKENUtQDLSKLnwyGAd96rkkhViVSOFY0X5tbVNMqtU07cJPab/dR3CGqsAtQRwIK6SD7Dj4bc92N5MGNJCgRtOVFNCdRGfi4muff8gqwqpwNjnb+yPU2rGvuDNoCeGqL+jFatDSlTG5xt25WMbS21qJOYi5lQ2k8wL+MFCkNSrAGoFK4Fib6X4LOkZkfl55+5XTxz4U7cbV03tjXUt6kXiDgeGlNRLFgoVSaKsdaLSi5E4RII9d/M2iJO9yOLUzCIPFI3YoNKsQCkHMLzElncihkkY1dz7TwHBVooyA+Rb2M1wFu5a6FNatTjpyzp+NT3cq0qMPLIaIoqcicvYKnEd1aSh7dxVWHAjvHePX24gjuJlRpW0pXIM3YoPCp7BWp7K4LHgB7fqGeDNaTB4gxWorTUpowzAzU1B7iCDmCMPNK1I1FSczQD2Z4jurOYSWziqsOBHeD2j1jI4a6vpxHbLxY+6Paewes5VoOJwrL7pFcXEcEoZ4n0uM/C1AdJqONCDTuIPAisl1dyhLdBVmPADvPcO88B24jmFz9y2mjaXCnUaL4itKE5A1ofR8DJP/AGzRq0AMWK8NQABJUE0LDIHKtcsPJaTrIqsVNDmrDirDirDtBAI7vQ0ZYmQCpCqzkA8KhQaV7K8ezBmtJ1kjDFSQa0YcVPaGHaDQjtGJJ5mpEoqTmaAcTlXIduI7q1lD27iqsODDvB7QewjI8RiN7qYIHbSuRJJoTQAAk5AnhwBODCL5ecFqVo2oA5AldNQCcgaUJyxzraQNHUiuYoRkQQaEEesYg+NuVj5jhVrXxMeCjvY9i8T2A4Wa7lCRFgtSDSrGijIHMkgDvJAGZA+U9tMWGYKspo6OM1dD2MpzB4dhBBIM2wb/ABqbto2Aag5dzHShdAagOAfvIjUofENUZBx8XthnEhj0MGkLK+dQzKRTUOzTpHqxbbheWStuKSDkmNQJ2k7EjYUY6hXUCdGjUXogY4l3LcWB3GUUoDVIkrURJwrnQyPSsj55KqKvyOlvyLv8yP0bX+rx/mjDWdwDyZJoFNCQRWePNSMwRxBGYPDA6f3mSt8FJhl4C5jXie4TRiglTtykUaSQtx+tXP8AeJMS/kn8GOnv1OH8xcXFncLqglRkYd4YUP1HEw3GQm8sS8Ux7SYhUPT/AL2PRIKfbphTOP7VIS7/AJb5kV7Qgoi/wVGN7/VJv0bY2W3fbrikscaVZPCv3dasakAHTQd7FR2+jbnMUj122ceBSxH30BrQZ0yp7SBjc9+tjpguAkemlGrAZFZpF4q9W0aT4gqLqzOlcbg52aW92qeXmB4SrTRkqqlHiYqXA0+BkJotFIqBWa920+F5DzAVZHWRQFKujAMrgBQQQMqHMEHFx/Vt+A42D9Sh/RrhXKjUK0PdXjjcP8Mg/T3GCQACTU+s8MXFhcVEcgyINGVgaq6nsZGAZT2EDBi3JQJrCYxSEU0yzIBSQAcE0MsgUjJ2HDlgn5TW9ylUrUEEhlYcGVhQqw7GUgjHwptfjQco5dSxn/6gcBTP7yJW1cOWrEVN/fzc7dGWmqlFjU5lIlz0Lwqal3oC7Gihfk7buNgEN9aSMwViVV0dSkiagDpJBDKaEalAORJBjg2qSOdhQNI0WhT3nRI7NTiABmciVrUW9rGSY40VRXjRQAK+vLEC2lm0z8+JiAyrRUkVyfERU0WgA4k9gzwIJiySqweORcnikHuuh7GXtGYYEq1VJBSHdWRr/mys5QUVtUrsGAzpqUg07CSOzE5ihMkmk0UEAk91WIA+c42uxvbcx3MECRsKqwJRQKgqTkaZVoe8ej4yAqNsuIkNwDxMkDVhK5/jhqSEggpEq9vo3O2tYeZcSwOirUDN1KipYgACtT6hkCcsWdsmzOblIkTOSIICAASWDltIpWqoWI4LXC6yC9M6cK9tOOLTcEsmaxSzkiL6k96SSJwQpYNpAjIJpWpFARniW8sIg+3XdDNHUApKKATIDRSHUaZVqGJVXUMdQOLiG4sWkiDkxujIaocwHVihVlzXIMCAG1VJAvruVQstxIGKjsCoqLU9rELUngMlBIUMbjkwmSUoQFBAJJFOLEAesk/TwxtdndwGO5hgSNhVWFUUKSCpIINMuB7wPReX7WTCwezjhD6kzZHkcnSGLaSJAASK1BqKUPp383dm0aT3rTISyNVWSNKHSxIbwEkUpQjOtQP9JL//2gAIAQMCBj8A/wBGwcm2kf8AJUn8AxqG1XOn+qf/AGcffW0iflKR+Ef9B9PdC7VeQW99uErIsk2rloEjeV2bQrMaIjUAFWagqK1EU3VU95v+5AVbmObS1B7dMMDc4r/WXGdKlRwxbXHSvRGwxWsiK6Sw2ttLrRgCrrOyytIrLQhxIwYZgnGzblPsMt2LyaaNI4Hitwq28QlkZmKMBVSqooWhNSzKBjqKDb+gtvHwa27Rq+7NMHSZmqHng0wCTSANCKOW+rXqVWonTG7dEPt169m89WvbW+jPLXUy/dxqVBAYAOeaGFJI1Brhk3zoTZbsHiZbG2J/lrErg+sNi6k2jaZdrvFkeNpNvui6JKhpJG8E5uIw8beGSMGJkORCmlNjhbqCLctm3NJmt5BG0Mq8ho1kSaIl0VhzUIaOV1YE+6RT0/5l6Sn2mSz1upje8QTqyHSRJCodotXFObo1LRx4WUkpJY7ZEK8WvEI/1A5+kDA6b6vs0jvGiEsbxuJIpomJUPG4pUBlZWBCsrKQVGVfRadJ9J2iy7nKrOWdtEUUaCryyvQ6UWoFaEszKihnZVP3e+bIwpx50w+bODBPVvmp0ltThC+m5vHjYqBWqoYg7fMtT+KGJph1DhgCRUVofWKgGh7KgH1fJt90sdrTb+nZBVbq8JiR1+1FGA00q9zonL/h4jh81/OqU7xpq1pZwDnZgEVjX4mVAa+F5VhDjMYELbx1rHHX+cZLYp7SFjMlPYtcS7x5W+at5LEtA2tIpjE7e6s8NLeeKtDTWBqoShYDG59G9Q6Gu4NLJIleXNDINUcqVoaMvFTmjBkbNT6OoLrcN9aw2DbhGrtGgkmklmDlEQMQqqqxszu1T7qKp1FkHTLbmLzbri1S5t5tOh2iZnjKyICQrpJG6mhKsoVxTUVW/t+kLa3+GtCnPmmmSNIhJq01Wpleulv5uNqUoSKivWXWHUPVdxe9TWVlzY1gRYrZJNaLRuYHlmXxEavue/TlQ4seoLG3t7DpW4LaLq5kAEgRmRzFDHrmfS6lalFUkEBjQ06T3O16iur/AH28vZIpS6JFDoWLXWOMF3UhsqtI2oNwFPkdAEf0ZvH/AJNhdH8OOtdh3+zvL838TSbU6vbWUCWclvIs8ZuVQzm7sp+czlomDWUUMnNjdZTL0t5M9LrejqXb50tE3IrDPbPYW88guryaC5RJbVBbrJHa2+iZ1u4ljeRFjdZPLmeSKBoBf7j4Z6mEg2cYpMAKlFBq2kVNDQdmL+2iv+n5LGCW0YyW1nJFbkfFlyLlSiTXCMEAAIqis6CikMb5YLuymRra7kraBhANdnESqq4DLpOTAjI5ZGqi23jc4Lm96Mu7ExwxRJbIkO5xyKdF1cuOckN1b0a30LOVnS5BiZTGE6v6fsNp3G96j3/cLncbExyx3Bgv9zVJI7CSO5WJZVtZdHxt6rsk8ciSRw51Tyal3S+W63WBr6GaZUVFllMVi0siIoCojSKxjUAUTSDU1J9CXm2X01vdqah4naNx7GQgj5jjy53Tqfdll6gvLaVA0rjnXBt5po9XiOqWQRRq0rDUxoZHOZOG6o2+31b5sBacUHie0fSLpP4gCXGfBYpKZt6d18wd5mihv97u/gbISMqtJFBV5Fi1EF2mmVqotWpaFqUBI6t36xC/H2W13dxHUVXmQwSSJUdo1KKjtGL3eN4vpbndLmRpJZZGLO7salmY5kk/RwGXyYPNLr3bln2zmH9n2sgBjlKEq11OhyeNXBSGJvDIyu7qUCB7To7o65EfWu4QljMPes7UkoHQcBNMQyw5fdIrSABjE2J7u8uHlu5XLO7sWd2Y1ZmZiSzEmpJJJOZ9G19WbLK2iNgtxCDRbm3YjmwuOFGAqhIJSQJIviUY6X3vpDd4L2wbp621PEwbS7T3Ugjkp7kqRyJzI2o8ZOlgCKejcr3pY20treIqz29wjPDIU1ct/A8ciumtwrK4qGIYMMhcdWdWXEbX7RrGiRqUihiSpWKJSWIQFmYlmZmZmZmLEnHRW7bRfSQXSbnbqSrEao3lRZI3p70ciEo6moZSQRjzNA//ABx+qWL0SdMQ7jL+wb3b7h5ICxMZkhUSRyhK6RIukrqAqUZlORx0C3dus312/wD6PkdNk8VstwI9vwU/7+JbjrpEXZbBXnedp5bYQRqhEjvLC6Ny9BIKHUGJoqlmAP8Anvyp5k1tcBrd3luLmWWIq2poZIbiWQW8hyeoUNJE+pXZHcYt7DqraRd2sTOUHMliKmRQkgDwvG+mRQA66qMAAcbJ5abrZR2m+dQBWigN9uPjETarfmy/F/2fnS6ltAWQTSggCmkmS96V6c+EvCHUkz3MxGsBZCBcTSBWZRoZgAxXwnLG7W/WLxJ0ykRluJJJWhSKOPxGUzIyvGFFQSrAsGMYDa9JsPMfy1hnuORPLGrTXV27wTDIiW2mnZVdkCzRGRW1Jy5Fo6eDyxir4zuF8R7Fitgfzh8j/lM6s2g0v7C5muAOAdX8ckTUz0Sxu0b96ucbbvVhpuNh3OzSRQwBDwzoCUcZiuljHIp4NrU8CMdR9Isrfs+OXm2rn8e1m8cDV7SqnlyEZCVHHZjadh2uEyble3MUESj8aSVwiD52YY/5d/JXp+YHZOlXtY5aZB7y4Qcx27C3LKOTxEk8w4kjHXaUGeyX4+m0m9CbD0bsz3V5QF2yWKFK05k0rUSNOwajVj4UDMQph2vzb81bmbqsqrSWO0WomaENmOZPOyqKih0ssUlMxGykNgdS+VnmhfPAxKVnhjkEcqgExTxjkSxOKgnj4WEicxSuq38p92RF319ygtdSHVGwuHQRzI1ATG6SLIKgMAaOqsGUbXsW0wiPbbOCOCFR+LHGoRB7QoBJ7TU8TjrjqWSUvBNuEqQ17LeFuTAo7qRIlfXU9vyoNj6R2K4vtwcgUjXwoCaa5ZDRIox2vIyqO0423pbdd3gu9zl26K5lMSsEiaVpF5QZ6GTSIwdeldWr3RTPpmT7O4W5+iZMeZ47f2bJ+kT0bGPtWN6P+Hc/uY6FP/m8n93b5HRctzMkdvLHexM7sERQ9jc+J2YgKoIGpiQAMzwxL0P0ZdOnl3azVeQVVtxmQmkzjIi2jOdtCwqT9/KNZRIo9+2F+dt0ulLuzdiIbqEGulqV0SJUtDMo1xPmNSM6PYdd9MX0e4b5uKslpt7kCaK4UDmfHoprFFbFl1EEC6qgt2KM8kW59U9SbnJdb7eTGSWVjmW7AoFAioAFjRQFjQKqAKoGP8neaG/Q2vVG32zPFe3MgSO8toELvzpGyF3BGpJJq11GtQGuFImk6U6UlltvLW2lqoNUkv5EPhubheKxqc7a3OUY+8krMfBFv21Vn2ecLHe2hakdzBWtO5JoiS9vLQmN68Y3kRvJbdelNzFzs9xZ390p4MvNlgh5cyf0c0T28iSIeBFVLIys3p/5cYGFGW0iJ9r2MDn6S2N58sdyuK3m2sbm0qczayuBMg9UM7B++lwaZJlt/mJt1vq3XZG5c9B4msp2Aqe0/DzsrADgk0rHJcuqPNrqJP8A+c6R2yW6PDx3Lo6wxivF9AlZO3miPvx0X1Ru0urcr/qSK4kPZrkn1lR3KK6VHYoAHDHV8X2tovB9NtKMWO17fAZb+5mSKNBxeSRgiKPWzEAe3G/3Gywxvu9jY8yWYgE3O4y6YUkeo8USzyKI0OSwKF94sxu9y3G6ee/uJGkkkclnd3JZmZjmWYkkk8Ti73Lozc1jW5QLPDKglgmCklC8bfjISdEiFZFDMobS7BujOrOrrpZt3vNxMjsFCqGjt3ECIoyVU0Rog4gKKkmpMnJ/ndDafbTL68XHM9/W1fbU19G8JuHmTsmwfChNIv5RE02vVnFrKIwTT4/HqBZfAQagX2yeamx3lgSQJYVkljJHEB4y6EjtGqoxPfbx5pbZa2MSlpJGgkEaKOLO8kkSqoHEsQB2nG0XHSvm5t/Um7tcES28EB0Roo1BzKsssTqWAQpqDNqqtQGpvFq3TO37XuG1TxxvHYxCC2kSVGMcqxAnQ/3TiQamBIDAjUVWap4bTZgfRJjZX7ruE/RIuPNEf+Vy/Uyn0dMDvtb0f8JKf3MdEnu3lh/w0n73yOmN+uBWztr2JphSuqDUFnSnaHiLqR2g43DpO9ujFbwbk1u0unVpjEugTAEoHHLpIPEoYEeIA1wvV/SW/bjfXlrdxQ3EciJIskUusLcx8mNDBpdQHiczIBIoW4LDxnrvdumLmz6XMyRJLcLyTM7gkCCKTTLMqqrM8kaGNFHicEqD0/07LuCWiX97Db851LJFzpFjDsoIJVSwJoRl2jGy9U7T1RNfWk16bSaKaFEdJNMjxyI8buhjkSNtSMFeJqKGlzIs+rty6fubbpu5m5UM8qGNJ30lyIA+lpgqirvGrIlVDMC6g46C6ZqRJt+w27SqRSk1+8m4tUcdQiu4Uav4yEdnyPIq3pTlxxJTu07fAP3MdM9ZW+ow2twBMg/pLeQGOeP2tEzaa8HCtxAxPbS6Lvp/c7MqaZrNb3EXEHueN6g9lQRwxtvkxsu6/E7tv25y3t5Np0M1rAyiCNlq1FLrEBnQvBMQAHpjyvav/wB9sh9M6D93HUMNPe2+5X6YHGPLSK+YCEbpGwrwMiBniHzyKoHrx19FaIWlijt5iB9iG6geQ+xUDMfUp9PS/VlupMu3X8FxQZahFIrMv8ZQVPqONu3narhZduuoY54XHB45FDxsPapU/Vxx1bsbQFNtmuWurQ0IVra4YyR6SePLJaFj9uJh2enq7a0uXG3S7MZHjqdBkjubdUcrw1KskihuIV2HA4ZIZWWOTeLRXAJAZNE76WpxXWqNQ5alU8QPR5o/19h+ZeYn/wAJs/wPjbn7p4z9DjHmj3/smc/gPo6PHfDej/gp8dHN3b3+G1m+T5e+ZVqiyTtFHb3GqrD43a+UgElePOtPg5TX32eXiQ2LXrjYLa5tlmleOaKVSGiuFCtNGknuzxAuNEqZEHS6pIGUQeXvTH/MBsO23b3Q+Kga5gl+MVSvLid0lEq8mQaxEupJXI1rqjjIsrK5t7i9k2DdLaZlubcWvxPJkjmrHHzLgfDzAVt5ix5kbLIUWukbf1l07K0vT94GYC4i0MjRseYkqyjQWhcENIheKoLJIRUjYejuhPNLptIFnMlxBJcRTTzlacoxyWzXEvLjzLQLGqswWQs+lFQ+X13eSfDWl60d3M8Elu0UNsDJeymGYCRBDFHMwEgViEBKrqoN/wCo5IuWLy6kkVK15cZY8qIHuijCxr6lHpghRSzu4UACpJJAAAGZJ7AMeX81raO1jYXwjlYAkRarYRx6/shmjKgnLVQcWFcT9Fbhc6t72Fwiajm9lMS0BBJqeTIJIT2JHyBXPHU+928+vZ4JPhLTOo+HtyUV19Uz65/bKceWotoWkmG+WRCqCTQXEZJoOwAEk9gBJyGLy0DBebDIlewa1K19grhebE9n1Rs9+rAMPFHPbyBlNDkRqUEcVdSCKqcJvFkkclpdwNBe2jGphkkQpPbSjI6WBbltlzIiHFDUC+vek9oud46Ldy0UkCGW4gQ58u5hQGQGMZc5FMTgByY2YxrHt+xdBbpLMzAFmgeKJK9sk0oSKMet3GN36Y3nlDdbGZopRFIkyCRfeUSRlkYqfC1D4WBU0IIFr5XeYO4LBtAc/AXkhpHBrJJtp2OSRFyWilbwxMzLIRGVaOGFLiO16ptFL2V1Sq+IVMMumpa2lyOpdRiakqBgXjkl2PrHY5rO8BOlmFYplBpzIZRVJUP2kJpwajAgY6260ls3XaPg0s45CCFklaVJpFQ8G5axLrp7vMUHM4S0nmUXVzu9sIlJ8TFFldyBxIVR4iOBZQfeFceZ8xQ8o3FiAaZEiO7JAPeAwqOyo78JcSwssE20WpRiMmCmVGoeB0spB7jjZkSIu5uogFALFiZFooUVJJ4AAEnhjzD2fb4TJuU2z3KogBLO4iLBFAzLMV0qBxYgduCCKEY6LMcbMqx3pYgV0r8FcCp7hUgVPaQO3GxX9tAXt7Te42lIz0K8E8ase5S5Va97KO0fJ3vy0unUNu/LksWYgBN0g1/CrUkALeJJLZNWi8yeCRzSHF5s3SXVu4bTA10sssULmImaIFBzBTUSgqpRvDWtVrjrLqXcutIra4huUe6mkiaeeSa7Z25pjVoY+WdEjSuJDJUAJC+rLdOgOpdza+3XZpfg4ysjypy1OqJYNfjEbB9SRUBUuV0hqjDdFbNvlztNtBcGd7SW1gLcyaNKiZLmF3KPHoPIf7vPVo1Eky7i0gW8eUyFo1WMB2YsSixhVjAY1VUCquQUAADF91T1Juc111h1DALG3llcvMNstmVbmZ3NXczyRx2MTuWZoYbyInSFB9NhuXTPkbLedRQBWW63DcucySgCrpEtqIVIapRlRXXIgqeFxY7l5W7ZcbbKpV4pJ5HV1PFXV4mRge0MpB7sW8nSvlJH091AJw0ksF7JLBJHpYNGLVoUSM6yrK0bKAAVKnUCt9uXSe7yWd7c2c1rIyUJaCddLr4gQDkGRhRo5FWRCrqCBXhi2m6E8h7G23pYQjXU97JczsdIVyHa3VoxIalljKAg6aUyx4egtp0+uS5J+nmAfVjV5j+QO1blNo0iVLp4JwBwAnEDzBR2LzKDsxN1D0Ju022zsxGhW5kbRFiRFMkgKToooPvEOY1CjUIWLcOkNnuLsD+cX4iKvrKCZhXv0lR3AYm26Te49r2mQUaKxVoSynIhp2d7ggg0ZRKqMMipwSTn6IbDp/qMzbGnC0ul+It1HdGGPMhHaRBJGCczXDbV1/5Q7fudq1CyLMOST38m5t7oV7jrqOw4+Pj/AOWaA3Na6Tfusdf6sRGOnq5dPVhNo6D8vNn2fbo0KxKdcwiXP3I4xbQChNaGIrXMqc6jeetN/nvr1QQmshY4lJqVhiQLFEpOZEaKCczU542y86p2ebcNgjkrNbxTfDvKtDRRNokKDVQtRdRUFVZCQ6xbB5aeUO07VsMZJWN5ppmLGgZ5HQQNI7UALyF2oACxAGF2nzL8mto3S0QOYylxPBLEzChaKUiaSMmilgjANpGoGgpYXtn5RWV/1zBIzDcLm6lfTViU5VuI9ELotFEiNrqCwYE0Gr/JOy8nurdV/lc/9zFvex+V227P1L8RzJ7u0kdTcKVYMjw6RGWZiHMza5arQsQTVk8tvJK2tL+WNUmubm/lup5aUJBkEERVCw1FI9CEgHQCBS527ffLHZrva5kKSRM8xSRDxV1k5qMCOIZCPVj9rdIdEpsG3vEoe2S4e4jMtWLSIXRDGrAgcoVVdNVpWg9KSRuVkUggg0IIzBBGYIOYIw/mZtqD9uw6I96hUAETsQke6KoNTDfGgumACxbhq1aUu7dcdWdI9R3UVnvO9Pa/CXElFjkaLnKbRpDlG0rSo8WsiN3TQWDmMGXqJOnLJeoDpD3YtofiqAaRW4MfNDBRpBLg0AWtBTHW3m31lDsdj09NeUhNtI1JtZbkqsSxtMZ5VBeaa60apS5eWpVTc3G5XLW3TFhFz724AFY4QQAkYbJ7mdyIbaP8eVwWpGsjpNuRthb2KIkNtbqSUtrWIaIIEJpUIgGpyA0sheV/HIxPp3PqSw2t5djsiouJlK6IS5ogk8VUMhyjqBzCCE1EECCztVDXErBVBZVBJ4DUxCivrIxd7NvVk9tukDaZInoHRqA6WAJowBFVOYORAIIxud1te3yTw2cPNn0DUY4gQDIyg6uWpI1uAVQGrEDPCRJTWxAFSAKnLMkgAd5JAHEmmE2/fbBra9aJJQjFS3LlUPG/hJ8MiEOh/HjZXWqMpNvY2ceu6lcKi1A1McgKsQKk5Cp44utl36wktd2gIEkT0DxsRXS61JVgDmrUYcCAcRbN07t0l3u0gJSGOhkemZCKSC7AZ6Vq2kFqUBIkhkFJEYqRUHMGhzFQc+0Ejuxtdzudk0UF7BzoGJUiWLUycxKE1TWrpq4a0dPeRgLTZdks2uN1nbTHEpGuRuxUBI1MeCqKsxyUEmmLqwbaP/EIBIXiEsBlXlKWlBjEpfVGoJZdOpQKkegdRW2212HniE3DSRJCJiCwhaR3VVlKguI2IcoC4GnPENtve2S20ssSyR61oskTV0yxMKrJG1DpkQsjUNCaeiO8jhSO0diqPLLFCjstNQRpnQOVqNWknTUaqVGFsd722W1umjWRVkUjXG+aSIfdeNxmkiFkYZqSMW23WEXMvZnCItVBZjkFBYgVJyArUkgDMjF3s29WbW+627aZYnprjccUcAnS68GQ0ZTUMAQRi6g2axad4IuZJmqqkepU1MzsqqC7ooqc2YAVJwl+3Tsg29pDGspeHlNIoBaNZeZoLqpDMgYsAQSACMCw3e0MN0UVwCVYFHFVZWUsrKRwIJHEcQcbien9pku/hIWmm0aaxQqCXlcEgrEgFXkPgQU1EVFZLHZLI3F4sTyFFKg8uNS8j+JhVY0Vncj3EVnaiqxFPkw7xtojdgrRyxSrrguIJAUmt546jmQzISjrUEVDIySKrrYeaPljcTLscF1E7wmRjdbTdatSQTuhR3t3YEWl8ulZ1+7kMd0rx4bYur4tra1W8+IiaG0WGWA6dLRQyI2rlOKaxJzHagq9ABjeelen+pJYulLm1cbglzIX22O1NA891HIHiURsVaJ1Tn88Rrb6pzGptOkOk0ePpC0k163ULNfXOko15cgE0OksltBUrawsVBaWSeWX5HnSaZ/EbJ/eLr0dZf4nc/pnxBv+1Mgv7Tb9xkQOiyRsV266JSSNqrJG4qrowKspIIIwfNDy/teX028qx7hZAl32m7krRM/E1hckM1lOa6fFazHmxq0u2kmp/Y20/VtloB9AFB6sWX9an5wx5qf4/ff3iTG1b9tUxj3KyuI54m+zJE4dT6xUCoORGRyxt7dK2oGx9RpDe7egPhRLxirW+o9lpdCe0YnhyCxyNcSptzE7PaoltbVyrBANCyFfxWnIa4kAy5srntx5eEcf25Y/3qLHmFudv1VteuyubqcLFcappP7To5cKBVZnXman4BY45HqQorjquBLy2hZerdtas8qxKf7DuS6QzkDV4tVKiiqzE0GOj/LPdxzNx2pri6MoYPFy9yS2miitZBVZbcJGLgTIeVJJcScuqrzJcdL2ydf2XT3Wu3WYtHt9wWSOxuVWWWRLiC8iSRIHcSffxzqgaasiuQ7abHp3q1BzILRTbMkkc8ElrK8kscltPEzRywO7yMrIxAYupoylRtX6zF+euPM7/H7/APvUuJYElYQuRqAOTaa6ajtpU0x0saZ/5w3P/wDX7ViNXkLKi0WpJoKk0HcKkmgyqSe3G09TbWqPc20lWjkAaKaJwUmglU1DwzxM8UqnijsMLedIzM+39TbfHeWYcHm2O33DuJLZ2I8VxzopLVpEahtoXrqF2VT5Sbps1zy7gKUdWVXilibJ4Z4nBjmhkGUkUisjjiMhj9sDef8AL5TxXVmY5rlTnQnbGBJfWSoFtdyRmGpY3UsasUXpnpqxO39GxyBxDq1TXMiggXF9MAvPmoToQBYLcMywRKWkeT5PV/SvUxnXp3erSONpYVDyW1xbzLPa3AiZkEqKweKaMOrGGaRkJkVQY7rcetbS725GBaK1iuxPKAfcT4i1hijL8DI7nlglwkpURtum83SqLm7uJJmC+6GkcuQK50BNBXsxuU+9b5HYw/s28iQtHNLrluLWa3jWkKOVUNKGd2oAoNAzUUvuW3rFc2Usb291bSgtb3trJQS286GhaOQAFTk8ThJYykqKwuL7ouG4j6Z+Dso4Y5zqmiEVlbxPE7gAOYpEeMSAAOqhgM8bcl7fpa2nOUvK6uyooNSxWNXdshkFUkmnAZjrPqTp/cxdbRuW4T3UbcuSNlWeVpBHIkqqQ6Vo2nUh4qx7MHY9yErdXbXdzLtjADQLXcomW/WUlTlA0Qe2CsrLNeSSCuk+jo7d95vxbbVZ7lb3EshR3okEqysFSNWZnYJpQUA1EamVasN/3efzBtk2me8nmAjtr17h43kZwscbQJFzWB0hZbiNA3vSac8Sm3VhBqOkMQWC1yDEAAkClSAATwA4Y33pifqGKPqSffba+SAxXBBitrW7gZTKsRjEkjXKsi6tOlTrdSQuLLYOprxrfqzZNS7fclGdLiycs77fOUDSI0EzGSykKtGFlmhkaNBEy42zcdq6mhtb4wotza3EVwCkyjS0kEkUc8csMgAk8TRyI7tHyyqq7dN7LZzPLZ7ZbPEJHBGtpZ5J5NCnNIVaTTGpozUaVlRpTGm0ncNwS1slnRnlZZHCKrBidMSu7GgoAqmpIqQKkdZb9se5LdbTuG5XF1E4SSMhJ5nkVHSVVZZFDAOBqSvuuwz9GxdMxdQRv1JBvt1fPAIpxSK5trS3VeaYxEZUa2Z3UNp0OulywK+nyyj2Lf47u42zp+KwuEEU8ZWWO4uZyymWNFeMi4CAghtSMSgUqT/pJf/aAAgBAQEGPwD/ACbF97Z18Pt/pe6mxo/T+X1iM6eO1dbmEd9Xat9VIvX7uiy+vhqwbSumo7+isSbGkd3+j6JX9f8AYPkbnnV0t5o6LjqoiWUuiziQVubQ1jcVtDXQ4brOXBgB9WztgoQpCo0Qe9/RytRjpkPiiDi/j7mXveOKtRXR+Rd88D1RrFl6TVQEzcWU77GxaXq1XdEI/p3LZ13LPOvPdvawJkyutqHU7/bUK1VhFkEBPrJuUgTKCDUSYkpjxkiuhicJyK1WIqdPGzy8De0+QdjabNW1jc6yov8AbSJ8nYaE+eqIsWBGs4ckrRyopSySvkdyDRrRsI93RON5+i5/5GJ/GMna115MrvjtBzhKuzy8WIgC1eQ1azdWSjfNkK9ZUkpElxWsUKjeUfWRyhkuc4HI9HG2dXlfSg8YbniK6A24luhwJifnV3JSYYL3gIR8VHQSCKrgSCKxWeBGwfPvNuQeNFQbKLlXchjNTz/AtfLvJlWQf2K1wFaqfZ4qwa3XVfK1MetrbiJSc0YIFdZ2dBbRvcVNvXarKxsfdya22iO9WJOIyeGS38bVIzr13ksfHdrxrtOLpeYhbGmNcwtHnpia2JbyaeyzF6ENdPlRCrQymlFLgxSgc1qJ6qO7vpfxjy/E5XqrlsKssA3MDjW4k5GwjWkdJI3UukllgQL9YjV7JHsVkNCdHBcvqjIxjTRrvk+3eqKqx6/jazGVn4Vcnc60lVoV7nJ2/he7oq9V8uqo7kvhu6m2NNFtpNBd1dzXFp9FnLyKGPKJWXVWV5UCUkKYE4iCIUBhFRWPVUcjfouOXeXLeRWZiqkwq2NFroi2N7f3lk9w62hz9Y0gnWFpM9N7+1XsGIAiGK9ghke1VkYTnGM9HORGJmsudFYi/hf3D1/RO5PPp9aeGJxB8T/l9ywEk8FY2ZiONay3rxTTGaH0JtlG0Ja6ArVenVSla1nmpFG1Fd4EV4iAcQQyOAbs9ULntRyiL6TyD9Qar0d2uc3qnkqp5/o2OUvdVM5C5IrHuDN4+42BHvrSqlM6d0XRW5JMXO52UzuTujyJSS29f+J6dVSTO+JXwhqQ41TOjxOROTdXKbmnqIxQmeG3mfwNQ2kkLh9po9dIsnx3p0eq9U8PmMxnwgsToLvSphWW8Dbud29fSHIn3Uak9wn1KrzILu/V4iYv5WfEzG1cuSpJER9ZZ3+bBoq2M5g5cvKaZkra5W9bHeYfqKAhPRVzWFaNzk6ZfmjjpZsenvlmQbKltWiZcZnR1B1h3eetWheQDpMCS3qwo3KORHeMzF7CN+jjyqzuDi7/AJA5IfdTq+Jc2cmozlJnc2SsBZ2NgeDHkz50+bMtwgixxem1EQpSERBsEZ/J4cuTF6TP6mxxG1zbZbrKuh39fBrLcUqksyBjGm1NlTXUUzfUGwoSuIF3f6aEJQWHMVlovzTXstVyGbzGbsbq00BKZsX8wYKYg49BWpHfPCirMmAc5CdWNejXdOFuGuOeJM7iOMNvt/yC8n6+xmaHdWNStZZzPdRfyk9ZQ5qWz2bXel0tE6orfU/F1b4vePL6x0e95Yzw4a2vH2JqClPUFsoUayrxXujtlrs5WvlV0thkGyRIkMG5quE1HN68uZi043y+AwWMw9Tos9GgWtleaZs+ZoXVijubc4q+umjkw3K7tDCAgniREV6OVU+n5BNcv/nFvGdWifa733LmDG5qL9iqxF8cH7/j+5x+CbgbSFSfIWtsKvc8o6qy5MotlUyspdBwsycDKxuOeUcolYGIwU8BA6ewmRliyQkjNi8rfNflQmIdxpyHSWfI1twcOdpMrt6/l3bZGlkcf8aZfWYWxsM/v7U+1lwpmgunSKuLIzs58oEcpJInxvkbXglXwZxsDwmxlhkXBi6UcoXJlyb1c4WQ728WzkFD6cf1XINqkRHKidV8UNlLz/yHgX13VcjxRU+55Oor7ZhMvHQ6xhMHYRbOzzmMsYhLJ5XFYT05JwgOqOK1RMz5p9RuKc0TR8f1Xo8iEhH1MhtfyXowimzpdcaRDljliRHCI1yq8aIvV7ehH2mNzFhl8XzXj9yy61WhvZ+3tLbScD3FNLC2wweGqzuzNnqMJtO4Vykk1U0tTIrXMlDKkhTcPchX2u43xPG/x+47w/CXKor7PXOLj6niTgqVZ1Nty1UXOEnXs6jnbzO+4TLZc8YEiqnRDR5M1FRWG+aUXK0cjLZK7icUaXL5ibYSrafQZ0F/ytDoamytZxpEyztYNNOAyXIe93qyvUcnRqtan0HptPRU+jqJTVZJqr2shW9bIY5Fa5h4NgCRGK1zV6KjmqnTx8lMvxdkDVHHeL0ucsSQaKrkrmsYPa5nM3CQXEiAWvoKmRobsoYIXqILFe2OFPwNb4ZxXobBI2D+QgIeQIhyoyJXciVrpUnA2P4l6NdalkyqZUaiKQ0+Orl6CTp9GT+O+Lh21zn+DMk7ljlN9PDlz4dPe61QVFNK0SxQFFVxc5m5oVSSZWi7tExncjlRF4gwN86Q2h3HKXHmOu3RSKGU2o02up6S09sVqooTrCmkRj0VFa5UVF6+KPG4yiq8xlc1WxaehoKWGGBV1VbCE0MaJDiR2MEIYxt+xOrl6qqqqqv6M/4p/H7RyqDUpXhdzHyFSSCRrnOitYw5MLBZWxCrTVt5Lq5DJNnOC5pogDhCB7TvMoLbmjmWtNO4Q48uhwYmdMrhxeUN4xgbE1VZFa5JB8tnAHCayaitSfIkCjq5w2yxrBp6avg1NRVxI8Csq6yICBXV0GIJoIsKDCijFGiRIwWNYMY2tYxqIiIiJ9Gq4i28OKhbCKafjtI+M09hidrFjHbQ6irf1YVhIcgvZIE1zWy4ZCx39WFcnjlTC8w4++xWgi/IrarArb2HIhtnV0HJ4OjkXNG6QxiWOdsLuplrEmi7o8tjfUE5zFRV8Zmm5Xbpai2xc2dLymxxdjBrdJUCtmxG3NX3WtZdVM6ptvy+O4opEUitIBjxOG5FVa7iTiOunxqCNPmXVpaXUxljotNobFoBz7+/nijwwSLCQCIELWhCAAQBGMQ2MYieOcMjsaKuv6qZxjtZQI9hFDJWDb1+dsZtNdVzisc6Fb01kAciLIH2kCYbXNVOnj4ukd9buRo/VfvUudvev87/AKIvKczN1bt/huQsZX0usHDAO8FSaSZJp7aiPYsYkqRTSvdDP7d7nDbIAMjURydV+QI/6/E2cf8A+L2HT/pf0OTGtXokjb8NR3/rY7lTKPVF/aNPEWBwLIlydxyBKqsfWZaJkqDcH1dtLsAFpK2uz2jrrKGtwtgJqjkDaIgWMV7yNENXMTgT5afllTaZwsDY1dXn8Zhc9n9JFlwmxYGlpNPkM/Uu2FJFeqxXNcVwYc+N2ECwwAqljoOJ9gbI2luCtj2Zm0+evo04dLMNPpyHrdJU29c6TUTZJCxi+l6gXkcrV6qipufk5krmw1mD+PJZMbQbCNxLwurq8miiNh7F1BRM43VNs/OZ9Am0RGikPq657HOXqj2NjUvKvJC6+mGaulijgymDzTDpXHJPqmnk4/N0ZJsGFMOskAnucFhl9RqdfPxkLHhcVnM5Rm2os/jaanoYOqsNFcXn9kj0MbM20OfV3b5hUa9ozicMDxJIVwvR9Vl98avk7Noc8l9Q0VxKg5jAcbVtVrswZGyI0nPbfNZeBLsK2unyZFdYNhmCoZKSYxUUJ+p/lJKRF9IXHnE8d7v81CyNHvCDT6kTqrIzv9r9D/F14k2DVfn+Qczm8ZIkNawxK2TVKlTTXkNhEcP8xztvWgmRnKiow8dq/Z402I0HuM9yBxfsrCknHhvKCRWaTK2zxhtaqR0GX00lxWTIJ29EeJwisVUci+ONOYBEjJobGq/It/Xx1Y1KnkHOdtZqovoNVVjRpk4XvYjXdHLBlgf/AJyeNdyBqZjK/NYjM3msv5xF6MiU+erJNtYnXoiqqjiRHqiIiqq+SIq+P8R75vchwiM3Pywh767omSV9QlTxribWSynrYb3fvQw2XIpMRjevaSFVQ3J1ajVXgCQvl7fnXiMi9P8AvfIuccv8yfQbkDmnaQcnSqR8Wqhqws/Q6WzaNStqMxn4TDWd1YOYnc5BDUYB9SGeMTXPSbqfiB8TMvS8TCPNiVHKvyS3sjNxtTIidGEbSZbIw7CeT0pDHjUoDz4XeitfIERjxovGPyv+K+FgTo441iQeR09vVHuc7LMYAdBkbmSTU56+gEeAiMVHD/fhfHMscqP9Ox+XOQNMkYGHxprOQXQrMDIVxBNj6+0LdZu0jNKUQbevtqg0MiDIQJCNR4nkE9j3avf62aSz0+wv7nWaKcTqr5lzeTpFraGRFVejHy5D0Y1F6NYiNROjU8cF8YR4g4s+m4+orHTdiJ1k7LSxm6TXyiOREcRTaK1k9qr1VBo1v1In6U/d8w7zP4bOQQkI09vMY2fZnGxz211DTh9W2v7aR29BRYYTHIv1NXxpuVsnj7zH5eq5H0WFoR6KZBkWt9X0VfRzWaCTFr+8NQ+a+3cxYnqnUSi/413Xy5PjdOvr8e7MPT7/AFM5ZM6fz+Piw7r9fJdS3/XpbZnT/hfRun/8hvOLDfyddnXB6/8AO+OeWf1uHqd3T/Q2sJP2/wBP9Dm2NWQptlY1djxbewq2tiSJ9jYHruWMSvs6+DEGWVNmyBlc0Qhtc8j+jWoqqniJzpzVVRJvyO1VQ4ddUm9CdE4SzFqBiyM3VmZ6wD7y3jqjbyyE5zRN/sEVygaYss+A34FqdHULKs+N+SKuIE+m480xgoNJ9d6rhtsaOyRjBWtWV6RrGM3ovYYYTBveBuUaOx49wnHEqvs+RuY62MYuY0OQsDmdSLw9azo6R9DoNxGhmaFj2udn0GZ9ixphBjysvxTxpl63K4LHU4qOhz8AarGjwmI5TvkvN6hrKfYnI88yVIcQ8yQUhSue97lX++j4sYK51PFnIWlg119xTiaeRa2/Ge61FmCBXOy1LBY4peN9XdzWDYJiNFQTTdjlHXkYsSNyzyxGqtL8m9NVPBJlBcKxpeHqOyF/a8Vi5adwZl3MCqMvLoaI6W5PbRlbDZ+/lcf6z0qLY0T5V3xZyNHiNk22C1jo6DQzGdWFsczeME2NcVyvaObFRFRWHFHML5uZXlvMEzOzzey4jwUsPVT189tJntZpmXWcsu1jbfMXtfs4cmHJaid43o0jRmYUbPp/xKrBiooz668ENU+r067lnWVrGovX+ixkVET7k8Yr5S5mv7KXk0EfCciPCNEFH3mdrnkzFrIVF6+ppslCfFVena11MzqveXz0fxw0tj6OT5wjOt8gwxFSNX8o5evOZwBdeggO2ORilERzl/eSauIJidxOjuK/iFxxIROSvmDydn+PQNZ6rn1+HrbWsm6a2keiveyvZZHrwy1X8KwCSeq/hVfHNvFmQiJHzOB+NF7j6QC9qESuosqlaKVIc1qIWWVgFOZ3RFKVznKvVyr44Zk9ent+YOM5HX7vR3VETqi/73xe6rQzg1lBmqazv7uykO7Y9fUU8I9jZTTu+wUWHHe9y/c3xx/XbeZZRcbut7+T57LMkkYPD8L55J2ls6av9MnZFvbDJ0sgs6Wz8RrU6kT92wQ2U+ZzdVBo8/n6yFTUlNVxhQ66qqq2OOJAr4MQDWBjxYkYTWMY1ERrWoniozXNWXkWRc3Lkzctp6KxNRa3NHnDGKxHVXMZr1WBZjANJMOQM8Q7hCI4SkEJ7OauIuHqo1Lj8dxuKngRDzZE+cSvuNnVSNVY2Vgdynm2Ft+aTZMkjujXEM7o1rOjUi+76e291F911+r2/rMWR1+5PS7uvTxX+37Vj+xiegrenb6Ptx+l29PLt7OnT6MabO/GbnD5BJqy2rJcjiTPGvIOXSsbEVjL99fFtbGJJsvdqsbuitA9oidTI5qMcSh3HxN51xl+II5BaPUSaPPW4gGVyBOStvBVs9gCq1e16iRHdF6dfFfRYz4p8n6i8tpQ4FTSQ9XTyLi1nnVWx4VbWUtJeTp8sz/JogjeR32IvjYV/K/w/wCQvjPj4+eHJzmw1WsAttbWM0zYpKkWemUOf0FdPDFK6SOUgHhEou1/a9zEdjrYfJ/IXKme5YoLy4qbflXQF1W3pbLPWUONeUUrQmGL8xqWtvIpYbkEJ7GkeN6OViEfFVGoiv5e5Kc9UREVzkPUsRzl+1exiJ1+5PG3CqdULkNKNU+9H001vT+fx8VXffynnW/68Cez7/1/Ryi7p19HVcVF/k/6xc6Lr/znjnJnn+PhWC/zXr/Q3NKn/S/ocpYGtcgrrTYi/g5ySr1H7HVMgFlZWyaRFRRkrdHHiyGuRUVrhovjPctUNWlpYX3G0Xaw8/7l8H3VybOLalzppI41kWvM24a+ERUCZ4Htd+7ere1X8O8u4LjvD0+oyF7p8Xd0NpZVMulvM6tfInYe5bpbmfH1vuq6aR0WfGbWS3lhlc+vYNy+gzgbI8oZnacpDp7C/tc7jpf8ThzFXXljRyF1l5StmZ7NS5s2YIEWHKlDmyyv6DE5GEczkLkWNnZutNgsVpti3MVkoEKwv25mnm3JamDKkiNHDLnChOYNXMd+JURGqqoi7XirXcV02Et6bER+RsxeZbSWNrV2lIk6mq7mitK+8rq6xj29RYXQ/RlR3GjzwNcRwoyo1jrjh3M8hZjSclZukdotNk89YMvbHLVKThVwi6klUkuDmpMyYXsjRpxgSpPplcIb2iIrPJPP7vr6L0/n8fIHlBEG+NyJz9sYVFKGdJCHzXEddR8IxHDexVGkWRe8d2csHb5OFKRyKqO6/ofPWx7kf+ZWF/Yep/X91zNrz9/2p0d63X6/HKHC1l6Apmpz5i5ayO3q2l2tM9lvkLfuTo9god9DB66NVFJGcQar0eviFZxfe5LkPjDaBlBaRnp2Gc2WLve5wTDVF/tFXd1qsIxfJ3a5q+S+NN82Ntk/4XyPx/4woeKuM826Y61gwd/q4U+Rq7eDOcCKwkuPV2E9xU9JHsj20Nquc4XXx8qBonVf7heTyon6wZKzOi/sUfjjiWi9EjciYiT1+5BamqMi/s7fHyelUIyEmF4suIEhRKqPDT2pYtbfSEVOq9AUkuQ533NRV+zx8fZdsYUaNaWOyzIDFVrWNtNJx/q6qnCir5ISZaHFHYn2vKiJ9f08qcR2JGBi8j4HU49ZJGIRsKReU8uDCnoxUVFfXzCjM3/dDTxpMVrK81TpMtd3GY0lXI/Cevu6WcequIT0ReiujTo5G9U8nInVPJfHEW6HYCmaenzkDBchR0KN8qDu8ZDjU906aJnnHddjCG0A1U6rFnCd5ovX6eHtUasgv0lXzQGjrrlwB/mUamucPsJtrVildEL7CdNpYhiC69jixhu6dWp4GWdEiyT1vDPI06pJICMpINktjkq90yE57VdHlLVz5Ie9nR3omI3r2uVF8fFb/wBBcwf+seNvEP8A+7vJf/lNV40oOnX1qC5F0+/1K6Szp+3r4+Ki/wD1cyY/u/peuJP+y+jmRf8Akrnisv8AJ05SyDOv/D8c0j/rcGNd0/8AB77MN/7f+f8AR+RXxmtjSq+vjWd3sca+E4UOSnFPyBboLRxaZ43dROy/JH8TVwkRP7OKPF6oiEZ1tOCuQbPM6gtNV1tzm9DQy48qLfY6c+ZFzttZU73un5bQGBXv9zAkN7hkRXgIaO8ZXTvkTyj/AIenP/JlPDyZxcf6yBh9Tnv7tpc4clLrRVVdY0Bc7KTSUp0iksDIGVAjI/0H+nJkNddXdXZZ/FxfkJxZu8vClYfZF3y4j+KKi3zLQ21uOlyD02OYPIVlxWsCP2cwJYyGf2+quh4Y5IiRqvkPFvhQjvxt+lrDsoV1FG6ns8/YUZx2Y4GlriseKFJHGntYRBHjtcqI7fczc9/FT5LTp0ihHUYzX1OMvcxl8pFmIZdKG4ptrEyGffeXioNgbY0s5gx3FjsGH1TEOP5D09LXJZa7EQLnjfNVepptrEvNPupEel4poo2mzDzUVqbUaK5rAvdCIcAXSHNaQqDV7uPuNAS/zF2MylPST7bscN93cx4rHXt+ZjnOc2RfXRJEwvVV/eHd9M6acowAhw5MoxjEYIIRRwvKQpSkVrBjGxiq5zlREROq+PkJDs7eHHvN/gSXFBEOdgy3b4G5LbW7a/vc33UiNFuGHcNvV/oo9/TtY5U8QecM7WpGw/yAgnsrRYge2PXcoZwAIupE5gxoILtNUPh2TFVe+RMWc9U/D1XizDWEFIWxv6z+8PkJrxoyS3Y7UYLSXXS+ir3GzdYsWqReq9WQUX7fHycfaTIkCE7gnlIJZU0w48dj5ONuI8cbilVrfUPJKwbG/W8jkaiKqoniluPTcb8ot6q1UTFRHlSsnR5yiY5eqI8nt+1FXqiKvh/tZcHZ8VczcfyoJJEGR3RrnK7ClLBmhaYSoSNJ9pMeN7fwmjmarXI17FRD4y7NZVlxkb+LreK+RIQHRo+npqi1DYZXa0J1aQDZ8GRGCsyOivWFPG8T0c1GOfRUfLuwzPDHN0OHGg6Kl11jHz+Q1NkFjAku8NpbQoaksa2J+8SskHHYRSOcJGnGxsgkjQ775AcW1UMICHFEha6pv72wQbe5w6jOZ6RaX1ubp0/BGjkVOvVeiefjH8pYtbd2T3VJE0WdLe0dpnLSRUTkc+FLkU1zGiWMQcwKIUSkGiFC9hGK5j2uWz+VXx3zx77YEgiXl/jWnjuPcakdZFZGjbrIQR9SWWijVoGR7GuEimnhAIsZjpLSjkzppa6x1HFGuPGreUuPGH9tP74BXABps4OY4UaDtc6xxGekZRCnx1dFO4aoGRGi7vhjd0uypTMCk+LEkMFfZyaUaEdU6igOrLXP2oUXzDJExXp0eNXjc16+ODuEodxDk7D+M7Lkq6pY5xlmVFDAztlmaeVaBY5Xw23UzQyPao9EUqRCqnk3we4r4UgtVm+Ht1J0M1giOiwgW07O1tUCTIRFEKRPsHdQjcqOI0BVaioN3Tx8WYjTidKFnOW5JYyEapxx5Frx4MB3i697RGJGI1rlTo5RuRPqXxIrYk2OefScx78FtDGVrpEAs8VFZwmyQoveJJUGUwg1VOjmr5L5L02hzShQggyeiKWaeQyICIMdPMe+SaUR4xxhAaivcRzmoxE6qqInj457PQzg1uapeZ8RLtLQ72R4ddVyb0EEtjKMVRjjwYI5iFM9ytRgWuVfJPDXsc17HtRzHtVHNc1ydWua5OqOa5F6oqfX45sZJkACSTY8XghsKVg3ypf96mNOkeO1yopj+3CQna3qvYxy/Uiqm+obOcGHZa/hC7hZ8BntYtnPqNfkrmZCjdzkUkodWAx0YnVVEEjvqav6OH+TtUCQUXEH5tT8txIQCSJFr8f9e+vdvZ7Y0cJTypfGdrUV2qEjUcT2dVOjiar5i+KbZcv8Q8d8tWETJzM5nrzS17b4UfLX5g2chlKVJSwxDsCMGZkoDUP29qsKjenjhbjPM8KWulrbnN2dXgM5TaKFkcnRZbjqLVV60ALubE1Nulu1tnCDBjEgthqN6uNNCjOi5f5B8Z5cGEyvM1WnJ1vHm1FXnbBtxKB7G+n638vX8sk3cItQ4Emf6j2SWR2k9V7O13gfNu1wua5dsb7NByVVyHnN5qgRC1GburJoj5u1w+qrawFpXXDZAktYirNVB+l66jY1rYWbYEkqlg1UalFEtpUu6eetiRGQRR7GVbnnzLd74wkQpZRDlOvVxHOcrnLQ8U8bZWlynDnx1u5HLOwoM9XirsufnfcxZc7EZitqo7WVlc3LU93N11jEisCANpaU8lGeq56p9OgzPJ/zwq8dxtfGsIc3AcO8Ifw5Csc+c5mgrbS+mcgk0swMiE9rJUc0o8Y6dzHtexV6195mflXyjntLUSRTqm+p8pT1lhV2APMM6umVt7CsoMkLvNpBSGkb9jvt8T43LHzAs/kXx66gfApM/rOLqmh1tPdtmwyRbYm/h6WztLiKyvGcJY8sRnleVhEKz01a+hzXLeOrtnSZnZ5vf0kGxdJYyDqcrLWXUz2vimAQgVaQseTHero8yIcoDMeIj2KqMVGu7VRqq3ua1en4VVqK3qiL9nVPFnB59+fu70mJlXR7SBx7kOKqXFZKCFs4kqqjSKmHsJcK5JUMVjQmnDkla8aPR3f+Lx0f8gOXlMreivHS4UYlXp9aCdTkejf1ep+3x6fxr/xBuWOM4KynTCZ+2wdXq8kaQ93Usg2TNqoGYJLN/wB0KsJXk6dHKqfVC4658yNPyXAix4xG2cyI+nt4N6OIyPJ0Wbs6iRHtMpYy3tcqrCkD/duUTleNVapZWd5j5nztQYiv/JpP8FX7wMV3X0Y9nJzcSSo2p5NUzTv8vNzl8QtJGws7lLX15RyIWh5ZmxdOGBKGo3jkwMrFr6rGAkgMNHiM+vLJC7zYRF8/CNaiNa1Ea1rURGtaidERETyRET6Jl/yFxuGn3U1q+vyJgJj8fr5JejWtkW0iAN9TpTsYxGtfaRJrmNTo1UTwLW/Hv5jcicY28ZXpDsZWWe7RxwOcjmxk02H2GCM8C9E72LGUZET8TenhaGT/AIoN4OscxQulA4grZN20KoqdWXBtAC59Tp0TuSY1/Revf5eZthz58jOZOZNHZS2T9BOGldm5Ghlt7GudbXVyfc6mQx4hoNXNnsK1iIjXt6N6LiuEuPqPB0ZyikWS1wzybe9mBGohz9HoLI0y80E4Y3K1hZcgzhsXtZ2t8vGppeKNnT8e8hWNasbMbS+y6bSrzs55w+rPNmXWlOKzM2GhGhQh/SEdzCEGZjHBJJ5A+TnzF5b5Y308I48q5q8tl8zEjQgOK+NV1NdZl1cSoqYrzPcyNEHGjo973oNHPcqk1vxj+anL/FtxMJXsuI9tkMpraHQwIElxhQNDn48jNVF0ITDFaF0gJHgUr1Gre93W/o7r5h7fj7gi8roEE3DmDwGfrnS/SiDDaM0G1fb/AJrpK+2lI8rokkPtWteg1G9GIq+n/fjzf7zt6LJUXHqgVfv9ouQ7u39Xq/t8WNIf5Vcm8ycY/wAPNqMtx3yLTVEoOPnhlRiRbKp0bZci6FBiQQvjDrQujwWsL1RiOYzoI/yZ+cun12fq7OVY5rE4TiCiweSoXn9UYyx6l+u0AZtgCIVRMlTPdy2Dc5qGVHO7qzR4P5R8z5HV0ksNjSaOFU5kNlUWUZe6POrZtJ+QWUKQF69WvFIY9Ov1+EyXMXOMz5A6CLayi1m5tMXV4u4HQPBFHCprYFTZWQLqZDMIr1nEVhyoVGvRys7l+k0aSEUiNIEQEiOcbCgOArFGUJhERwyiKNytc1yKjkXovgPxg0pipgbhLO3+LGjlFkFCXJwxmsrzgGfOkNVrdPxLHa8tAJ5XFsscg0H6pqiwJ44j5f41qrPaYvhSDyCvI2Ope+Tc1ELRtzUsHJEClZ+9u4NBEz8iNYpHQkuJFkIZg3BbIVgOOC8k7g/Hw/cyKrjmVu9Q7j9DSHvmkUGNZbLREjGlFUz2MjOYj3qRGo5yqvBvxC4Vmc67nkWlxrDaaPuamM42XStjxX6idP0M28g5mNks9JksjVlbQpJ9CvaFgIqtYUjayvzFWDUco7yzTJ8V4wpCtFe6g8YsktldkjI6TXYfH1wiWl9ORF9rXR3NH3ySxwlhZhtkbRXsuZY6TcbGbHHGs9xvNFJfZavXWQRvK2OW2syu9CM17xQITARAqgACa36ctxpf6qDV7vcMlEx+ZlBnNsdMOvE49mSka2K4NiyojohJqie5IY3Meb02vYqz7q0KQFbWRSzZxwxZc0gYwG95SpFgAkyzINiKqoMbndE69PFRtMReQtLlL+O6XSX1a55K61htMQCTIB3sGkmIUgnemVqKMjejmKrVRVy9VqdBX0EzaXLM7lktCPiRrm/KEh41HFnlY2AlvOGJ3tozytNJc1Wia93l4PJN6iijhIcqBAaSb0xMUj/SjxhlkHJ2t/CwbXPcvkiKq9PB9Fg7+LpaOPbWtCazgilsjMuaKYSuu6zvlR46umU1mEkSWxEVY8sJQE7SiIxtje3MhYdVUxDT7GWgJMlIsOMxSHkPDECeQ4YRtVzu1i9Goq/Uniq2+B0EDVZG8E89LoqlxDVVvFYV4feVkt4xjnQSEGvpnF3CIidWOcnn4l7XkfSQMhka4gR2Wjt0kDp6v3DlGAtpOEEoKyKU3QaGOoxKV7Gd3e9jXRpsZyvjS44ZUd7hkE54JA2lE5wjMGYSuG9FVr2tc36lRF8aurzF3Ht7DDXiZrXRQBliLQaBYMW0SnsUkxwIKwWrnx5XpdVd7WSA3T0zCc+3225uo2cydBH95d300cl1fUwmuRpZ9iWMA6xIEdF7jHejRBYive5rUVUqtALYKmevCU46nQlzuqj5+cmglAhUZw3sijFVLDtpckY451MgSveiNcv0O43s9OjN+lEbUMxsOnv7TSSczHOCLI0cKnq6qZNn0MabKHHJMCwkccl6Bc9Cr2eJ1nh9PUaaJVWkqjuPyyU0kqkvYKMWdR3te/059HdwkK31oksQZAu5O5idU+iTTyJk6fbwY0eZYVeeor7U2NZFl+osM9nDzdZayK1k1oXqD12j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alt="McGill University"> <img decoding="async" 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alt="Queen's University"> <img decoding="async" 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alt="University of Manitoba"> <img decoding="async" 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" alt="University of Calgary"> </div> <div class="partner-divider"></div> <span class="eyebrow">Corporate &amp; Foundation Sponsors</span> <div class="corporate-row" style="margin-top:20px;"> <img decoding="async" src="https://www.vernajkirkness.org/wp-content/uploads/2025/08/stemcell_logo.png.webp" alt="STEMCELL Technologies"> <img decoding="async" src="https://www.vernajkirkness.org/wp-content/uploads/2025/08/Screenshot-2024-08-19-at-11.47.07-AM.png" alt="The Actuarial Foundation of Canada"> <img decoding="async" src="https://www.vernajkirkness.org/wp-content/uploads/2025/08/egm_logo_RGB_-_white_border-e1754894633988.jpg" alt="Engineers Geoscientists Manitoba"> <img decoding="async" src="https://www.vernajkirkness.org/wp-content/uploads/2025/08/logo-for-print.webp" alt="Engineers &amp; Geoscientists British Columbia"> <img decoding="async" src="https://www.vernajkirkness.org/wp-content/uploads/2025/08/babcock.jpg" alt="Babcock"> <img decoding="async" src="https://www.vernajkirkness.org/wp-content/uploads/2025/08/PCC_Sponsor_ENG_Align_3lines_Colour-1024x258-1-e1754894598220.png" alt="Power Corporation of Canada"> <img decoding="async" src="https://www.vernajkirkness.org/wp-content/uploads/2025/08/images-3.png" alt="TC Energy"> <img decoding="async" src="https://www.vernajkirkness.org/wp-content/uploads/2025/08/images-2.png" alt="Stantec"> <img decoding="async" src="https://www.vernajkirkness.org/wp-content/uploads/2025/08/NFF-Horizontal-logo-Colour.png" alt="North Family Foundation"> <img decoding="async" src="https://www.vernajkirkness.org/wp-content/uploads/2026/08/images-3.jpeg" alt="Frontier School Division"> <img decoding="async" src="https://b4137464.assetcdn.net/4137464/wp-content/uploads/2024/11/Screen-Shot-2022-06-21-at-10.23.23-AM-2.png?lossy=2&#038;strip=1&#038;webp=1" alt="First Nations and Inuit Youth Employment Strategy (FNIYES), Government of Canada"> </div> <p class="donor-line">With thanks to our individual donors, including Ron Woznow &amp; Susan O&rsquo;Brien.</p> </div> </div> <div class="cta-band" id="support"> <div class="wrap"> <div> <h2>Give a student their week in the lab.</h2> <p>Every donation goes directly to travel, housing, and mentorship for a student who&rsquo;s never set foot in a university &mdash; yet.</p> </div> <a href="https://www.vernajkirkness.org/support-the-verna-j-kirkness-education-foundation/" class="btn btn-navy">Donate Now</a> </div> </div> <div class="modal-overlay" id="applyModal" aria-hidden="true"> <div class="modal-card" role="dialog" aria-modal="true" aria-labelledby="applyModalTitle"> <button class="modal-close" data-modal-close aria-label="Close">&times;</button> <div class="eyebrow">2027 VJKF Program</div> <h3 id="applyModalTitle">Applications open this fall.</h3> <p>We&rsquo;re not accepting applications for the 2027 program just yet &mdash; they&rsquo;ll open this fall (2026). 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