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		<title>Ad Astra: Eduardo Kac and Narratives of Progress</title>
		<link>https://broadlytextual.com/2025/02/03/ad-astra-eduardo-kac-and-narratives-of-progress/</link>
		
		<dc:creator><![CDATA[Finn Smith-Ruttan]]></dc:creator>
		<pubDate>Mon, 03 Feb 2025 15:31:30 +0000</pubDate>
				<category><![CDATA[Living]]></category>
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					<description><![CDATA[<p>On January 15th, 2025, the private aerospace company Firefly launched its first ever lunar lander aboard SpaceX’s Falcon 9 rocket. At my time of writing, the rocket is currently en route to the surface of the moon. This collaboration between Firefly and SpaceX is the latest example of NASA’s Commercial Lunar Payload Services (CLPS) initiative,</p>
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<p>The post <a href="https://broadlytextual.com/2025/02/03/ad-astra-eduardo-kac-and-narratives-of-progress/">Ad Astra: Eduardo Kac and Narratives of Progress</a> appeared first on <a href="https://broadlytextual.com">Broadly Textual Pub</a>.</p>
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<p class="wp-block-paragraph">On January 15th, 2025, the private aerospace company Firefly launched its first ever lunar lander aboard SpaceX’s Falcon 9 rocket. At my time of writing, the rocket is currently en route to the surface of the moon. This collaboration between Firefly and SpaceX is the latest example of NASA’s Commercial Lunar Payload Services (CLPS) initiative, in which NASA contracts private companies to make lunar deliveries on their behalf. The CLPS initiative speaks to the increasing privatization of space travel, a process reflecting the techno-futurist escapism of billionaires and refuting the frequently proffered conception of outer space as a “global commons” (Pic et al. 289). For NASA, the initiative serves not only to enable “U.S. scientific and technical studies on the surface of the Moon,” but also supports a “growing lunar economy with American companies” (Doyle). Demonstrably, U.S. involvement in space travel has become inextricably entangled with the interests of the private sector. It is notable, then, that this lunar lander contains not only scientific and technical equipment for NASA, but a piece of artwork as well: <em>Adsum</em> by Eduardo Kac, created specifically to live in a lunar environment.</p>



<figure class="wp-block-image"><img decoding="async" src="https://lh7-rt.googleusercontent.com/docsz/AD_4nXfEgzl-hOCbe1hAcEeFHmaodT_vuLPLJNqIjPBa19vTQRt6ROeGVNYE8H737ngAr5G5l8ASrNd8hynKhJJvbGEi8rD1Ng5bX4hc-tfKc6oMZU5HhVs7kPK7ji5QkK4pr3LtBS4K-A?key=JPXFOSQPUsZvLfjHcCfoOtgT" alt=""/></figure>



<p class="has-text-align-center wp-block-paragraph">Eduardo Kac, <em>Adsum</em>, 2019</p>



<p class="wp-block-paragraph"><em>Adsum</em> is a 1x1x1cm glass cube with a series of symbols laser-engraved inside. The symbols, described as a “spatial poem,” are designed to be interpreted in multiple directions, a response to the multiple gravitational paradigms the cube will experience (“Adsum” 20). The hourglass and infinity symbols can be read as representing human and cosmic time scales, respectively, indicating the role <em>Adsum</em> plays in bringing the two together as it occupies the lunar surface <em>ad infinitum</em>. On his website, Kac details the five phases of the project, from early proof-of-concept to final sculpture. Over the course of these five phases, various preliminary versions of <em>Adsum</em> traveled to the International Space Station, the lunar-orbiting Orion spacecraft, and the lunar surface itself. Through his detailed description of the years-long process, Kac demonstrates his deep knowledge and enthusiasm for his craft.&nbsp;</p>



<p class="wp-block-paragraph">While the project of creating artwork for the moon is undoubtedly fascinating, Kac seems far less interested in examining the ideologies which underpin his work or the systems making it possible. No phase of the project would have been possible without the vast amount of resources expended by both governmental and private space programs in the name of capital or national supremacy. However, rather than critiquing these systems, <em>Adsum</em> reinforces a kind of human exceptionalism under which expansion into outer space is imperative. The title of the work, <em>Adsum</em>, means “Here I am” in Latin, equivalent to the “Here!” of a roll call. Kac states that he considers the title a response to the phrase “ad astra” (“to the stars”) commonly used in reference to space travel (“Art on the Moon” 20). It remains unclear whether the responding “I” refers to a homogenized collective humanity or the artist himself.&nbsp;</p>



<p class="wp-block-paragraph">By anticipating a call to humanity from the stars, <em>Adsum</em> makes the need to respond by expanding beyond the planet Earth appear self-evident. Kac certainly believes in this inevitability, anticipating somewhat conceitedly that far-future “space archaeologists and astro-art historians” will be able to find and appreciate his work (“Art on the Moon” 23). Indeed, Kac’s space artwork contributes to the ideological projects of the Deleuzian “royal science,” defined by Braidotti as “institutionally implemented and well-funded” science which is “compatible with the economic imperatives of advanced capitalism” (47). He receives support from this royal science in the form of the space program, while producing work reinforcing its cultural or aesthetic necessity. In the process, his own brand is elevated. While Kac’s words frame expansion into outer space as humanity’s inevitable future, an attention to his collaboration with the royal sciences reveal his active role in making that future a reality.&nbsp;</p>



<p class="wp-block-paragraph">In a period of ecological and social upheaval like the one we live in, progressivist narratives of space exploration appear particularly troubling. Kac’s participation in narratives of outer space as the “final frontier,” in which <em>Adsum </em>stands in for the artist as a kind of pioneer for a “new cultural phase in humanity’s history,” suggest an evasion of the many entangled issues that lie inside the Earth’s biosphere. (“Art on the Moon” 21). Kac frames this evasion as a heroic break from tradition, pointing out that, “The entire history of art is predicated on this planet’s gravity, on this planet’s atmosphere and temperature variations, on this planet’s ability to partially shield itself from cosmic radiation” (“Art on the Moon” 21). In creating artwork for the moon, he seeks to transcend these previously implicit limitations and expand the possibilities of what forms art can take. However, the shared material conditions of Earthbound art and Earthbound life are part of what enables such far-reaching engagement between the two. Kac’s <em>Adsum</em>, despite being designed to live on the moon, does not bind itself to any location; rather, it imagines itself as part of a movement, one of humanity’s first steps on a new journey of cosmic discovery. The work’s placelessness untethers it from the conditions of the present and projects a future in which the work’s significance can be maximally realized.&nbsp;</p>



<p class="wp-block-paragraph">In the end, my purpose is not primarily to cast aspersions on Kac’s motivations for <em>Adsum</em>. Rather, I want to prompt a reexamination of some of the basic questions concerning art. What can this artwork do, and who is it for? The space travel industry and the CLPS initiative exemplify an ideology in which progress for progress’s sake is always justified, but that ideology is one of many. Artworks like <em>Adsum</em> that reinforce popular narratives in high-profile settings have the power to naturalize these ideologies unless they are properly examined. Through such a naturalization, <em>Adsum</em> compels its audience to subscribe to its ideology in order to comprehend its significance. That kind of transformative power can surely be put to a better use in the service of the present people of Earth in all their variation, rather than for the benefit of an imaginary, homogenized, spacefaring humanity inhabiting one of many possible futures.&nbsp;</p>



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<p class="wp-block-paragraph">Bibliography</p>



<div class="wp-block-group is-vertical is-layout-flex wp-container-core-group-is-layout-4fc3f8e1 wp-block-group-is-layout-flex">
<p class="wp-block-paragraph">Braidotti, Rosi. “A Theoretical Framework for the Critical Posthumanities.” <em>Theory, Culture &amp; Society</em>, vol. 36, no. 6, 2019, pp. 31–61.</p>



<p class="wp-block-paragraph">Doyle, Tiernan P. “More NASA Science, Tech Will Fly to Moon Aboard Future Firefly Flight.” <em>NASA</em>, NASA, 6 Jan. 2025, www.nasa.gov/news-release/more-nasa-science-tech-will-fly-to-moon-aboard-future-firefly-flight/.&nbsp;</p>



<p class="wp-block-paragraph">Kac, Eduardo. “Adsum.” <em>EKAC</em>, www.ekac.org/adsum-new.html. Accessed 15 Jan. 2025.&nbsp;</p>



<p class="wp-block-paragraph">Kac, Eduardo. “Art on the Moon, Poetry for <em>Homo spaciens</em>: An Interview with Eduardo Kac About His Artwork <em>Adsum.</em>” Interview by Simone Osthoff. <em>Journal of Posthuman Studies</em>, vol. 6. no. 1, 2022, pp. 19-25.Pic, P, et al.. “Outer Space as a Global Commons: An Empirical Study of Space Arrangements”. <em>International Journal of the Commons</em>, vol. 17, no. 1, 2023, p. 288–301.</p>
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<p class="wp-block-paragraph"></p>
<p>The post <a href="https://broadlytextual.com/2025/02/03/ad-astra-eduardo-kac-and-narratives-of-progress/">Ad Astra: Eduardo Kac and Narratives of Progress</a> appeared first on <a href="https://broadlytextual.com">Broadly Textual Pub</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">3895</post-id>	</item>
		<item>
		<title>Natural Hauntings: A Return to the Creaturely</title>
		<link>https://broadlytextual.com/2024/09/18/natural-hauntings-a-return-to-the-creaturely/</link>
		
		<dc:creator><![CDATA[Dominic Zaffino]]></dc:creator>
		<pubDate>Wed, 18 Sep 2024 12:03:45 +0000</pubDate>
				<category><![CDATA[Living]]></category>
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		<category><![CDATA[art]]></category>
		<category><![CDATA[climate change]]></category>
		<category><![CDATA[Cultural Studies]]></category>
		<category><![CDATA[Huma Bhabha]]></category>
		<category><![CDATA[sculpture]]></category>
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					<description><![CDATA[<p>“Humans,” art historian Glenn Peers contends, “have slipped into a modern faith in knowingness that thinks it exceeds the scale and complexity of our world…, blind[ing] us to other human possibilities.&#8221; The statement embodies the recent artworks of Pakistani multimedia artist Huma Bhabha in her 2024 exhibition entitled, “Welcome…to the one who came.” Primarily a</p>
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<p>The post <a href="https://broadlytextual.com/2024/09/18/natural-hauntings-a-return-to-the-creaturely/">Natural Hauntings: A Return to the Creaturely</a> appeared first on <a href="https://broadlytextual.com">Broadly Textual Pub</a>.</p>
]]></description>
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<p class="wp-block-paragraph">“Humans,” art historian Glenn Peers contends, “have slipped into a modern faith in knowingness that thinks it exceeds the scale and complexity of our world…, blind[ing] us to other human possibilities.&#8221;<sup data-fn="926fba4b-455d-42ec-808f-66942250dd89" class="fn"><a href="#926fba4b-455d-42ec-808f-66942250dd89" id="926fba4b-455d-42ec-808f-66942250dd89-link">1</a></sup> The statement embodies the recent artworks of Pakistani multimedia artist Huma Bhabha in her 2024 exhibition entitled, “Welcome…to the one who came.” Primarily a sculptor, Bhabha is known for her totemic figures of detritus whose gnarled bodies hint at struggle and to a world beyond, and carry familiar themes of colonialism, globalization, science-fiction, displacement, ruin, and place. New works, including <em>My Ancestor </em>(2023) along with several <em>Untitled</em> (creaturely portraits from 2022 and 2023), share similar themes with an emphasis on nature. The works not only challenge our way of seeing but ultimately how we see ourselves and the stakes involved in that limited understanding. They query the relations of power between man and nature and ask us to exchange our certainties, in part, with curiosity, wonder, and enchantment: a natural human proclivity. </p>


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<p class="has-text-align-center wp-block-paragraph">Huma Bhabha, <em>My Ancestor</em>, 2023 (photo: David Zwirner)</p>



<p class="has-text-align-left wp-block-paragraph"><em>My Ancestor</em> features two upright nubs of cork with white chalk lines depicting the amputated legs of a hooved animal affixed to a single wooden board, giving the impression that they presumably supported a once powerful anthropomorphized figure. In its ruinous state, however, the sculpture reads as a secular relic. Showcasing its durability, <em>My Ancestor</em> materially carries its history into the present, using its affective rhetoric to inspire reverence and belonging. Symbolically laden, the legs signal the destruction of the hidden yet living natural world, rendering unintelligible <em>My Ancestor</em>’s material composition—cork, chalk, and wood—to highlight the power of images and language, which, at once, give meaning to and conceal the world.</p>



<p class="has-text-align-left wp-block-paragraph">Language, particularly the politics of naming, has positives and negatives. Naming is a form of <a href="https://www.themarginalian.org/2015/07/23/robin-wall-kimmerer-gathering-moss-naming/" target="_blank" rel="noreferrer noopener">recognition</a> and sense-making. Negatively, it can constitute a violent act, distribute false identities accepted as natural and erase a subject’s complex history.&nbsp;</p>



<p class="wp-block-paragraph"><em>My Ancestor</em>’s material components, while signaling resource extraction and globalization, serve as instructional aids for a new way of knowing. <a href="https://doi.org/10.1007/s00468-023-02398-1" target="_blank" rel="noreferrer noopener">Cork oak trees</a>, or <em>Quercus suber</em>, are indigenous to the Mediterranean region. These trees produce cork valued for numerous industrial applications, most notably the familiar wine stopper. Devoid of its familiar uses, cork’s bare materiality discloses the work’s artistic nature and <em>thingly</em> character, properly casting <em>My Ancestor</em> as a disruptor of habits. Following Bill Brown’s definition, a <em>thing</em> is an “irresolvable enigma” that “hover[s] over the threshold between the nameable and unnameable;” it specifies “a particular subject-object relation” via the “work they perform” in behaving their subjects.<sup data-fn="14aa2c33-9d72-4ab7-b9b2-95d7b9e6f827" class="fn"><a id="14aa2c33-9d72-4ab7-b9b2-95d7b9e6f827-link" href="#14aa2c33-9d72-4ab7-b9b2-95d7b9e6f827">2</a></sup> Cork is a dead protective layer that replaces the tree’s epidermis. With the factual evocation of cork as skin, <em>My Ancestor</em>, whose “sensuous presence” defies its supposed inanimate character, inspires us as humans to alter our relationship with the world, enrich our relational capacities, and encourage an intercorporeality with nature that stimulates empathy, responsibility, and generosity.<sup data-fn="972211f8-e674-44fa-a373-84c47e968bff" class="fn"><a id="972211f8-e674-44fa-a373-84c47e968bff-link" href="#972211f8-e674-44fa-a373-84c47e968bff">3</a></sup> If one considers the “body [a] thing among things,” a permeable “dividual” or “quasi-object” deeply “entangled” in a relational world who shares an embodied kinship with “all things and everything,” then <em>My Ancestor</em> presents a point of origin, an oracle with regenerative powers offering renewal.<sup data-fn="a0596dab-f5bc-47e8-8094-b4ef3855bc1c" class="fn"><a id="a0596dab-f5bc-47e8-8094-b4ef3855bc1c-link" href="#a0596dab-f5bc-47e8-8094-b4ef3855bc1c">4</a></sup> <em>Quercus suber</em> can produce cork for centuries after multiple harvests. Hence, the<em> Ancestor</em> who emerges from the wood below produces not only an image of human impact but a lesson in how one should approach things. Chalk only furthers this notion. As a writing and educational tool that is “<a href="https://geokansas.ku.edu/chalk" target="_blank" rel="noreferrer noopener">powdery and brittle</a>,” ironically much like language, it plays a supporting role to <em>My Ancestor’s</em> raw charismatic power.&nbsp;</p>



<p class="has-text-align-left wp-block-paragraph">Along with Bhabha’s other living sculptures, <em>My Ancestor</em> presents nature as a haunting. According to religious scholar David Morgan, “haunting seems to happen where enchantment has been banned and suppressed.” Suppressed needs give rise to ghosts, defined as “nagging forms of memory” who “[object] to their mistreatment” and “refuse to let the past go away.”<sup data-fn="ab2f44e2-7df1-415d-ba3b-0f1ae2af9a01" class="fn"><a id="ab2f44e2-7df1-415d-ba3b-0f1ae2af9a01-link" href="#ab2f44e2-7df1-415d-ba3b-0f1ae2af9a01">5</a></sup> Monuments to Confederate generals and colonizers provide an all-too-relevant example. As ghosts who have been animated and granted a voice, their material traces evoke competing colonial memories. While a majority hear hate speech, others hear these<em> inanimate </em>statues enacting their freedom of expression, acknowledging their calls for <a href="https://apnews.com/article/kit-carson-monument-toppled-native-americans-new-mexico-73d05f399c413bd3bf7cdb61e7487f55" target="_blank" rel="noreferrer noopener">protection</a> from citizens who commit against them “<a href="https://trumpwhitehouse.archives.gov/presidential-actions/executive-order-protecting-american-monuments-memorials-statues-combating-recent-criminal-violence/" target="_blank" rel="noreferrer noopener">willful <em>injury</em></a>.” Nature, too, objects to its mistreatment and demands protection. Its voice comes through in <a href="https://www.gfdl.noaa.gov/global-warming-and-hurricanes/" target="_blank" rel="noreferrer noopener">rising sea levels and ever-stronger hurricanes</a>, which has only <a href="https://www.nationalreview.com/corner/harvard-law-to-teach-rights-of-nature/" target="_blank" rel="noreferrer noopener">accelerated</a> the “<a href="https://news.climate.columbia.edu/2021/04/22/rights-of-nature-lawsuits/" target="_blank" rel="noreferrer noopener">Rights of Nature</a>” movement.&nbsp;</p>



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alt="Huma Bhabha | What Should it Be (2024) | Available for Sale | Artsy">                    <img decoding="async" style="width: 300px;" 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SMQynocYPydc+vvXxw3h2Vhn7Ko77ioAPfP057Vah0G9dQsMKO/ZUAB6dcf401hodWZPgCC1U3+B9e3Hx0+Htv8A6zxPb+mFgmY/kEq3b/GDwPdKGh1+GQH+7DIT+Wz+lfIkZ1/SoyqxOkcbZbbGrgYA6jHp/WmHxRqaMds/lFuuxFX+Q/pQsPS7szXAcL6zf4H2MPih4T42ahPKev7nT7l+MdfljNY8/wC0J8ObWSWOXX5IpIyVZW066ByO2PK65z1r5s8N+OtVgkeIpFNE2NzupGOcDOD098V55rF7p8OvPKbGEW80pDKGfbgnGQd2eDn/AAq3hIbpnDiOD6VHdv8AA+xrr9qL4YWqk/8ACQSSbRn5NPuRn2GYxz9TioYf2rPhhIM/27MvoDYzc5Gf7vb+lfJd1puhzhSLS4VerLFdEA9OmVPqe9Nj8N6BcSD/AEWe1XGA0M29gRjk5HOTnoBXPLBz+zJFR4Rgrc0W15M+vR+1F8M/s80o12U+WAfL+wyhmycYX5ev1NUG/ay+HKhmF3fv2AWxbnpz16c9/Q18jzeD4L6YC31NEf7qi4jKAnOBkjjn3rK1nwfq3h1iLuzljTqJApK/X6VxVKNen0ujb/VXARdpuS+f/APsgftc/DRshry/U9ebJvQ8dafD+1p8NZgmb+9iLDP7yyf5fY4/pXwpJslyCMj6VWeEr908f3W/oa891prTYxnwvg46q9vU/QJP2oPhi1uZf+EiPXGz7FPu/LZ0qlcftZfDS3Un+07uTDbflspPz6dP8K+BxIFODwakeRZIyDznimq0upyf6t4FRbu7+p90TftgfDqL7smpy8Z+SzA/Dlqqv+2Z8PwvFprj9vltYv8A47XxJb2st5II4k3y9l4Gfp60ySB4ZGjkRkkUkMrcEEHBBHqDSdea2NqfDeDaUmn959tN+2h4AC5/s3xF9Bawev8A13ph/bW+H65/4lfiQ84BFrb4/wDSivigxs/HXFTLEo6DFNV5Wuaf6tYK+z+8+0T+2p8P+v8AZXiM8/8APrb/APx+l/4bT8A8f8SnxHtx/wA+tvn/ANKK+LN3zY2jAp0jLjIAqXXkaR4awO9n959pH9tX4fdtL8Sf+Atv/wDH6X/htLwB30vxEP8At1t//kiviRuG9e9KoIY+lHt57sX+rmAvs/vPtxP2zvAEg403xAPZrWD/AOP1ef8Aa6+H62MU6RaxLKzbWtVtU8xBzhiTJswcdmJ5HFfCMkxTj+VW9LuStwh3EDIPHUYPWto177oyXDuAlLl1+8/T7wrrFh428N2Gt6ZI0lleRiSMuMMOxVhnG5SCpweoNWLjTx05rF+D32ZfAlmlnbm2tlZisTKFI3fOeM46senvXV3HU12H5hi6So150o7Js+bv2qIfsfh/SmA5+1YHT+61FWv2uFz4Z0g9D9s/9kaivOqv32dmHaVNHjn7Nfy/FzRlxk5lPHvb/wD16+8Ie9fB37OCmP4zaJk53JIfygZR/wCgmvvGLvW9H4Tlr/Ekjm/iuV/4Vf4p3HA/su5BP/bJq/NK61B3YBWZFGQcMRnPUmv0r+LZRfhf4pMj+XH/AGXc7nwTgeU2Tj6V+YsmduSa58SrtH6ZwfWlTwtWKfX9B7N3FQ+ce3Jp3G0fSmyAEcDArijpc+0nJvYRpN31qNsduaUrtX2qFpf4R+NaqXRI4qkrLUdkNk45qSOMZG41Fbq80gRFLuxwqqMk+wHrXrPgP4Mz6nJFPeWv26VgGW1WXZEoOeXcHkDB6EYwOTmuqhh5137pyuqqa5mrnm1pbS3k3lWsElxLjJVFJwBjJPoBnvXo/hX9n7xL4qUSSeXZQN0+UySYxyQB8uPq1e/eF/AOk+H4VaWCGW4AU+TCgSBGA5OAo3N7n8zXXrdzzRiNW8mLGBFCNq889P8AH1r0Y4SnT+L3jojDE14p/CjyDRf2bdK0bm8gSd0O4vqFxjoOCI1AJGezA9avN4R0e41BIbPSLOQoMBltUijXqNwAGSfcnuOK7rxJMtnpczFthK8Z/X9M1j+GbSSzs3u5IcSTfMexxgkD64x+VRiasaNL3EkyMRh7RUXJ+myNCHy9N8y3TPkx7FVBjauMjCr0B5HQfw1qeJdQhksbdrXb5qKwIAACg8c++a5bXNWjjhedXIn81dsYUkNgjLA+wGeR64qnqGpYs3luJBEiqC3QDjII/Mjt3r0cJCToRlN6nVg8FCD0Xmcdr9ne6rrr3FxK88yHI3AFRyMEDPTgdu1efamJLW6lSfiUsSwHThiCc/UGuu1jUZJpJrv5rdFjZWRlVWlbIDKcZI4I4A6Z6Z44y6geN9knDKuCCckHGTk49Sfzrt501aJ9UlayS0Kz7tuVOOcY/U/zH502ZhHG55CrglvxOB+OKux6e8kSBDvcqzkD+EDPX8APzFYfiSN7F4rSGXzS43MY1I5BIIAx7dRWaUkcOLqRoU3UaHywq9rvYq3mk/LzkYAAOffJ6VteELqGOxlSYHELYAzjryPwzxXPSRzRRxBCpAGNxJxz2A9jVnRwI55ElDSeaCSuSqnHHIHbOeprS/LK5xYPEOFZSSOnk8SKsxihAHX7ikkc9Ccfzqvd6tqEkZVGNtFICspYhj36D357Vnx7FYxqNoHG0DH4VZktwyozYHfJ649q3UnJWR7UqlSprKWhYiUzLBbJczTyrtVYk4znJOPbOOoqxb2t1cviJPLdeBsLFk28cgHrkdx+tIdNlmES4wmON24A4xlccLnITv3Fdt4e0K6ksSkha3RlMjqmFCjjPBC8gg8jjB71tKai7M8501y7nFS6FeXG6S6u1jY8bZWUfeJJJHrnnp6VUu/DJZQx1F5PMO/NugC5ycgfLjjngV0XiLwg0lxLsaQMBuZpGXAAOAOSOMFTwWPPeuJkjuIVdvNGxlwY459pOByNp69e3tXNUxfI7KJjLBU6msmdnoPh2SRY41nZ2Zd3lzIRlAy4JABJySeo7/Wti80F7G3VRplqJ2PlFRdFyWLKoBGOD16HjHrivPf+Eq1jTLJLaO6miiVR+4miHGSWG3IPA4PPrUd14iv9RtrYP8jxcM8cxZW7qcZ4OS3T1NYfXE3YUaDpu1OTO+s73TdFupUl09rgjcW8m4BI2gHB+bpyOSe461oXnj63e3keHTrhDu+UPCNp4BIHPPPtXnWl2N/eRPJEylOjBpgpwc84znG4DoK7TTdL1OGEt9neWRoVZF8tsY2g4yQNx5HT1NaKXO7nsUV7lpPUk0/4gPeSFV08oqLlpWB4U8A52YAwe56KaurrFpcxM11JaxnOPKkVllGDg5+UcAgjp3H0qlo+pPbawkV0rI4ZQsaCTLY3Zzz0HPf1rc8caw03hh7ZdNeOMviZmZW24PGFBPBxyxAq+bldjFTrKdoSuYOt35tdjQsxibIX5n2jA/hJ9m/WsGSSC4fe+7eecqRz68Y61QaRTGQn7hOmPu9+4Ht61XWaRCFBE/OFPAbn/PYfnTnVjserSnOP8RWOn0VoYbpjFIS/kszBlHZScjntjvxxXB3GmzahLN5aiRyoXKcjg4Ax/wABH610sUy2LXIWRS4QxbC3z5YYYKPdWP61mX1wrXn2iF1iCN5e1ScnGQCPYYHPuKhcsrXR4uZSjWaUWJotrLqGmmSNcvESHiyNwweCPUdRx6GnqxVgOhq54b16Ky1iRL+Pz7S4bLfMVZW67lOeo56dOfeumuvB8eq28t3ZXCRhdzBJyFaTHOAQMFjz6f1qJw/lZ2YGo/Z3mtupx6t8wwMmtCO8lkh8mSSRo8YBDHcmBgFT2ODVcW7wvsdGRu6sMH8qmjCrnPIrGE5Qduh7X1aFaPvEl54Z0jUZrSOV1X90d1xGuG3c4DAdMHHY1zXiD4aahZxyXNk6X9kg3eYuARjqCM9gP5V0bA8FWwcdvSp49ckh8uKRvJcnCzKxBPcAjpnjvXROjQrRtUWp85i8talanoeSxxm2uALq2WTa2WgnDKDx0OCG6HsarXdtHHIHty4iPOx+SvtuxyPw716xfWttrkwTUMbm+VZ1HTrzj0+lcvefD3UfMI05DqMRYhPKBLMBzkD1x614WIwDoLmhqjwsRgpU4/vDk7S4NtMkoySpyecHjuDjqKt3kxuy9zJP50kjMX3sS+Sc5JPXJJ6e9Nu7Ux7lZGjkU4ZWBBGODn3BrN851bAPPT/P4Zrx99TjjVlRfJLYubfQ7aczeX0O4fl9RVWObPJ+tT8Oo5oi+jOhzUl7ovmAqGPpnmom78UbT7Y6d6buHQ1MtCHNtWDdzx1p/wA3rUQPJpx3YAqb9BxlbUSSIM5IOO9dD8P7azm8W2EV6AbZmIZSM54PGPU/1Fc8WPANdH4R026u57ia2iMnkREu4/g3EKMY5JOTwPet6erSKpxUp8x+ivwfuYrrwjHJFghn3fKMDlVIA9sEV1lwPvCvLP2ZIbu2+GkEN3GY3jkCrkEDaIo9uOewI6gcg16pN/rD+demj8SzaPLjqq82fPH7W3/Iq6WOSRedv9xqKk/azbZ4b0zAB/0wcH/ceivKxH8RlYaN6aZ4z+z7F5fxr0IA/KY5gM+yy5/nX3bFyTXwt8B2H/C7PD4XOC14P/IbEfzNfdMX3j+FdlD4LnJiVaWhyvxkkMHwp8VuDhl0u4YHAPIjYg/mK/Mj7vHpX6a/GMNN8LfFMSIZJJNNuI1UY7xsM/hn9K/Mo5X2rDEuzTP0XhNf7NUfn+gySTb+VQ+Yd3J4ombL1ApLSAE5FcNm1dn106nvcqCa4LZ2nFRwsZnCjAJOM1EQzSMFGRXTfD/QbrxB4ggtbOTyLjcAJRwynP8ADxw3HGO4BrqpUnUaiup5kXKrV5XsdX8Pfh1dazrkNkke+dtrXUmVKWsOcsG5PzkArsI6Mc+31JpllDo9rFZWaCONBhnGct9T6DsM8YFZ/hvR4fC2i21hbRKhRF8515+YKBjPoMdzWxA3msMHjrXvU4eyXKj6enh4w95o0bOERxkcHJyWNTQqVbD8RqP8mq6SHjNLq14Fs3wcFxj8+KUndomd7mB4gtX1PV7aEnMDnefmGNikZyPdiP8AIrbuVMVvhedoyOg7Z/PisqF/9IuLsMJAwWKMZA+Vckj8yfyFazPG1nvc5TBLL06gjGfTJr5XMMS5VuXojxak71NWed+OdYtvs258QFQ6gsRk5Gefrt/lXJ6ot9rtuki3JSALuEOMDvyfcgj6fXkp4qnW48VXyzsUtIZdoVTzkrgseecEj82pLPU0vZI4opCkQXY23gDafp079e44r7jB2nh4o+nw61jJbWMK51IX7SG75laQFmAUnAwOOPQdj6Vi3kgbU3d1KKz5deQRk5YD8SetdZeW9jueUDeWLs4VsbcMoJI7HiTp3IrjdYeRszrxJLvPmYG3qc4x754+ldXLyx91HfVqqEbsl/tqGG6lW23NwAFX+IAjBPPXIXqccCuMtLeSXWpxOS8cLFVUknHJOD7j6d66qx0+Ox0U3cg3vI+QxPOMkHj14b8hWFpqNh5WB3yMXf8A3icn+dY07zlY+ex16jp+0062NK42vBjIBzn079aZcRyR6XaTFgfnY/d46sOD9QelXfs8a2okmQ+YwBiiAPzckAn2z6VC6z3GgG7yzoH8tgE+VcsWAHGMYzwK0rrlRVOSnL0Q6AbY9ycEjJzyefStjw7NFb6hG08TXCY2mISFBJkY2k46fUc4rO0iJ7zS3kXkrk5xn5QOTn2yOlaHhqUx6/bpg8Oq/KoYnLAYAz1P0rKlJpo9+SiqXNc7uG4ihhd2hYBMnf5bEx9FGDkclT1I52jrWR/wnnmWs/8AZ3lwSmUjJ+XYmxc4PGfmz1Hbr3rpfHGgpD4fuL5GkEfkmOSRmJZtxDKSD/tDv6nrzXitjaiS8cPKI0HzfO7DPtwOv0FTXqNStE83Cr20FPodtc276pdS3N9cfaHYbiAuzkqAPmxyAM9T0x+N638Ls2kyXrcfIFhV26gMCTwTnknGQMY75Fc3d31urbY4VlKggybm2tkHkggHIJ7+lUJr55lKZSOP/nnGoC8ZxxjqOfzrBxXVnpuCVnE6BptP0zO6aK4DszKsahiOACM59AOoFc7qqwahePLGot1GQqxRqmcYAO1QFBIA/WoON3J5+lWo7dnUHHHapVPmNOVX1Lem3iafEQCTG2AyfKCcDJ+bHTjoB+JrrdH1pPI2WKyyeUyk/vBGrfKCQBkknII59B2rh/sM0gJCt8v3gAcjIz+ox+dQ8wsQwIcce47GuiNTk0ZUotqx6s/iSa3t7tr5knn25UOImOMsBjaMAZPueR65rHu9bt9at5ggWRx83lquG4OGZiFAxwOvdj7CuAm1KYqkQlkWNSMIGOBjpge1aFnpOqQ2r3cYYQsPlJlHvjAJ9Q3QdjUe2U3yoxhSUJcxa1y2khiRPNlG0sSrsDklsEAfgeR6CsfTbErKJJAZY1PPJAPBGM/j+lS6pqepXU8Et1AJEXHlsqhRtBBAGOMZPp3HtU11rEsGmxokSw7UzjqeBsyeMZOD+tcjSbudvOmrMg8ReXeaespJjmM6hY+COVYsVOc4AVc/UVQgjcKRKzSRFTtXIBVzgBjxyOPX05NOvrj7VdQEAiMJuVGycZPPPccH8qvxoJo2BxkjHAGfrXqUU3HU+bqU1WrSmU4VjuIwVGJo2zh+oxx/+rPFdf4fvJdUjWxkuEhRRlFbAG08kH6H+YrkryxazmVOhkhWWOTABCsAR6/zNMtbq6s5ELkSpu5YsVIB4JP0BP8AninbXc78NipYd6xO/wDENiumxRvETc2wGJGYgsOeTnHGOf8APXnJI90ZkjbKdx6cV1izNq2j/wCjL9pfOwrGwYHpkkZ45PcfxVy19pd1oskbTACJ+OCD6cH3OfXsactrM96Mo2VSBWiuOobrUkqpcwurAEEVXnhC4dD8jdP8DTFn2gDuRj2rNNxWpDqK9mPaYspUnJFdV8P9UNhqA/e+ScZD9QeCMMPQ8/kK4uRj1B6c1btZxlSrcj06/SsZVLpxZ5OKpxxEPZvqeua58K9G+KcNxNauum+IVXAuAB5MzA9JFA7j+IDuODwK+afEvhy+8Ma1c6Zqdq1peQNho5ByPcHuCO4Ne+eDfFj2bCQuSRGY5FLY3AYIOfUAeo6ml8eaDH8VPByXNuqv4g03/V84d42YkxHPXBbjP17181OlKUnyrQ+IlSqYWo4VNUvy7nzSV+UnHKnB/wAadHNyPSpJopLW6kilRo5VJjdHBBVgcEEeo561VmXy2z26VzrR6jqe770diyW70xmpkbdscUrdc1b2uNS5kgXtTt+PekHemSdRWaWhTkoqyJVxuGK734T+KR4d150kiaW3uk2OyKCUIOQ30Az09RivP0ztzV/TLx7K6injOJY2DK3cEEEEfiBTjJxkmdlBq+p+ifwFvGuvDF0PMaWM3TzJIRwQ5LAZz1HC9ewr0abOa8j/AGW9aTXvhybhYWgK3PllZCSTiKMkjPYnPSvXZutevF3Vz8Tzj/f6vqfPP7W2f+Ed0fb/AM/3PP8A0ykopP2uGVfDGls4JAvh93/rm/8AjRXn1/4jDC/wzyX4ERgfGXRDnO2a4UfjAx/kP1r7ijz/AFr4d+BbEfGrRkUEfvJHxjPBtmGfzNfcUbda3w/wHNjPjM/xZaJfeHNRgkYhJYWRiOoypBx71+Wd9Gbe4kizu2MVyO+DjNfqX4si8/w1qce/yy8DoH2g4ypGce2a/LW5IaRyx5zmsMXuj9D4Su8NV16mZcNtxzg1BDulkCr+JpbqcFj3qzDGLW3GR85OW/oPwGf1rm1UVbqe+l7as3fREsNqXZIIVLzynYqjrz/9f1r6G+EHgWPwrai6lU/b5eFc4O3PBYfUY/DPrXMfBv4eRzWz+I9TCiMqy2YyM5Ujc5HoM459R6ivY9JUtNEyDKdgOcDHH6Yr38DQ5KfNLc+lwOGhNuq1tsdFCNqBeo96mjQxr8px601cN2pGcxjHT3rpep2avQtwSA/KTzWN4q1BrWxkkDcxLuC+p5wuff8ArT7m6KOhXt6GsHxXMbhbSJgpSS4jLg5+6HBI/Qfma56nuQbMatOUISnHc37STydNgLNl405HqTyT/PrWL4u8RJHaC3tlJnkXlQwG1e5P1GR071pNujtwYpOAANp6EYrhPszzLJfSGRxcA7VYgfJ/CQOxI5+pNfnjleo5M+Sp+9OKZwOuZW9mmU5ywGG5Iwo4PvW34PuxDpc0k5BiGcN0Ixzjqckn0rK8ZQmxuyFYMJFB9egxn9B+dZ66kZtJ2hV2W4Cvt+U5YjAJ7ghW7dh75/S8qnGpTVn0PrqlSEKMXEmk1W61HKbWigfc27bywZiSB7ZLcj1rP1wmaQqiIFXCZjGBwACQMdyO471It6zABsKFUKNvHAFVZLpEuERlMiDPy7sDJHGfYEj8q9apOKjY05Yu0mw1K4P9lraELmJd7rgj7zYwfplabYQpbQpLMmSy/Ih6H3PtnP5VVnXzoDcybsTS5XDAhlGcA+5G38jUnnZkGefTr+QGKywy5dWePiJOtUuXJJJJJDLuzLgsWPJ5GCfqM/nVeBnliGmJEC7ymROx+YAEH2+Udfer/h+2GqatbWfnJBHJIFeZ+gHGcdeev6UxoJdJ1ggpie1lzt3EbsEgjPocH867KkVNEKThsWv7PTTYpLB43a7hfEkjEbduSSQMdASR0PY1YhmuH1a0u3kZzCAu5iu7buJIB9cluSat+ITb3Tm+jc/vo1Me5CGfk5LNnkgAL/wHtmqWpNLZ2FpKrYLOwYg88YP/ALN/OohTjyps9OjNSpe8dJ8QPElxrWnpClyEgCruhifjoTlscHJPrxiuNh0eVI1eWS3gRgGzJKucFdw+UHdyCO3pU8sgkt7sLJ5kZJkQkAE/MeSPUkZ/Ostl8sDnr3/pXFjKajNSWx24KUVSUYmjcaLPHIiwRyTblUoRGw8zLAAqMZwcjGRTbrQLzS8C7hkhkLbTG0ZGOM8nGM8/dzng5ptn4k1LS/NNreywGQKGMbYPByCD2I9vcV1cPjdptGia4srG9vyvlma63ySkFmbdhl24BPY9gOgxXLBQmzabrqS5VdHMefFZ7WgQklcMzqBgnGQOT0I7miXVLiaFlc/I/LLwfw/Op3ilZ8n7N02qm8DHPXg8jJPf1qM2bNMRM6ImfmdOR15IyeTjPU11ar4TrjTb1ZQMm0kNxznGAOvPSkY+Y2Rzmn6lpsvnFYwGXtsBxjnvj0qnNbzxMADnaeSDx/n/AArzqlSzsyuVvoWoY4lmHmx7wx/v7R19fpmtzT7+ONmiD5ttwGyQcEDsR6Z9RXLSzuu2NkaMnqQeDx0HH9auwLtUEj72MZ5z71VGactEG+ljc1a4sZA7RxrPM0u9sKAvBAxkdiAPzrF1S1cWcTuChLMW9Dz0AwOODWjZwxsyAnCOcvtwOB15A9Kp61dRNaOCuyLadmSSdxHXOO59R3runSVrsyqaQbMSzYPM7HnJwO+AAf8ACtIziNRg4PSqWnrttwWG3jOPSrK/Mc/hVU7pJHhx2uTanqDXENmrDc8CEB8AkqWJ5Ptk/l+UasGHqP8APIqvcKMrzjtTraQeX9OKipo7o6aVTmlyyOs8Nybbbckz28sThDKhAIVjhSfUAjByOhHvVrVNRlmxb3rIS/DyouVz34xnIx0x6+tc1a3Twh9vKSIY3Hqp6j/PpUiykwv5p3yg4bqCwIwT+P8AWmrtanv0ZxgtBnmqhkhLZG7AOOevBxn0PrVWRSpwTzRqVtHaXCTWbZiYYaPnqAP1IHY45pd3nqCDzik9dDznUc5NSVhkzBY+TzUEVxtkAJ4P86fcfNhehqLyBI2SSe46Zrire9LQwcmmrHQWd2Y7chcAMBkD29/rmt3w3rV3plxC9vIyAN5jbWIPGcZ57n0rmoVH2ZOccY/Kuh8K+V9pVJgMOy5BPGM8g/Tn9a56MlC7ZjjKUaseZrU1Piv8Ll8deHj4x8P2+NRt4fN1KzT/AJbIOsyD+8B97I5Az16/O8i7kr7K8C6xJoNwT9233siyt0Azna3+yQRz7CvCvj/4GtvC/iw3+lxrDpephplhXAEMgPzoOegJDdP4hXmVYX9+Ox8x7NpuKWh5CCVbPSrKyA4IqKRl5XvTIm+bBrHVanBF8rsTtls+lNX7uDSy5UZHSkj5x34zSt1NW7uxLU1uN0hIwMKSMjP4dOtQhsrTkPzYJolujqpy5Wj7n/YvhEPw5vzsYM1+wLZBBxGnA5zwSevrXv03WvAv2L7iST4cX6kII1v2weQxbyo8kjHQgDoe5r32brXqx2Vj8bzj/f6vqfO37X3y+E9MOCf9OXp/1zeipP2uh/xSml84/wBOXn/tm9FefX/iMMOn7NHk/wAFP3Xxu8OHGRJFKM+4ik7/AIV9vR47etfFnwdjB+LHhhgMFZJt3/AoHavtKD73HrWmFfuGWNVp7FDxZGz+Hr9U4cwttJ9cHHf196/Ky+kEcec81+sOoKHtXUjIPBH9K/K/4nGGXx7rcNnEkduL+ZIY4lwoUSEAAY6YA7VGIjdo+z4ZxHs8NWit7o5+xtvPkMzE7VOFHPJ/Lpj+YrqfBPhGTxx4tstLTIiZt07L1VB1P9OncViFRa24jBzjuB+Zr6D+AvhkeHvB9xrlxH/peqyeTD8uSI87c9OASev1owtN1Z8z2R9zTor3aPV7nosGj266f9kjiEFuqC3gRFClYUOAP+BHLf8AAsdqZpsi6deMnVi20ZOK1o5A2RjtjPTj/OfzrL1yz8maG6UZwea+kpdj6yilCPs+h0cCK0Yfpu5I9Kr3ELsDg5HX3p+nzGSzjb1Gev5U/crTEnOOtZvRs5tYyZjpIPMZH3ZUZwc564z+Nc1fb9S14OD+4iZAnvuGTz7FR+dd1deVHFJKTgKu4/hzmvOrPUGuLVb4kENfKrHp0xETz757etcuIXNTZ0fxYs3NVmddJTT0wZ7qZbaPJ5Ic/MPwUH8BVzXre3tbGLai+XbDaqADsMAfkB9awb5nm8ZaAnJSGOa5kHJIwFRDjHqzfl2rW1/F1vkBcHlVUAY9euO5/nX57Kymj4mtFwxLa2PK/EkK6lI8p52/iCpboOewH5ise4h0+38N3RQZvjMrdf4CDg9OmAO3G7qau61LLblLZMIZXA3Hrggnr+ffvWJrcUix4Dco2G25wVOMfgMfqa+vyqs6Lt0Z6fNzVOT7Jnw3Dzx4Iwf/AK9ZM80suUUgySnYoHucfyrSZlijLDuMDH5f41hyTD7Yn8OzgN7ngke+M/n+NfTVtZJMqtVcKVuuxpzXQdo4IlykPHbk55J96faqbg4zwTj6+1QRtHMzeVggHDH1PcfhxVyEtHyBx0rpgtb9Dkg7tXZ0Ph+OCK5kMu4OiiSFV6MyupIPH90N0NV9QmNzePJKzNKWyzMST+f41HaXB+0xnIHy459wammt/Md8NgDjj+dejFK10diS7C22+6kMJlVFgXfHhMk4ySvrzx69fflmuTosyRo/mKBx1PHY5+mP0quLiTT5ty7ueu3PzAjBX8QTwfWs5rjbdvboWkCbVjbHLLgYI59P8muCc3G8bHVCUae/U7vwb4cttRt5BLcLFPLGzR55G3GM4z1DZHbGD61mr4Xur7McKh33bRHnDn2CnqevT+6apeGbmSDVrcswIJ28kkAEdznsP5Gpf7Qe3viQ3lyxvkYPIIPXPrkV0VlHkSZvgG2pakGreF9W0CZo9QsZ7Yj+JkO09OQw4/iXoe4rV0WP7Taxwx/Y43VkbdLIyM7AkAZztAAYcnHTrWn4i+IF/wCJtFjsr3y3dHVzMqkNIQCAW5x0Pp2FcazfjXkxjGkz2I8/L725vapol1Zyb5lQPJukU+crFhk89epKmq7Qr5cZWV0m3fwk5HYAH8/0rOj/ALx/l3/+tU8cwh+fPzjgLzmuqKju9jWNSSVmPvvtNtsjEquB/exnnvnHXr1PeqNxekoMQgnofm98nP45ptxdyTSMQO+fem28D3DgfKAfUgfj+ledOnGc/d2KdZrSJqQw2VxpaFlkFwxwVAAJyQBj2wD39KivbNrPy8fPFIMpIBx0GRn8f1HSmidUvo0LyNBEwJ2/MQBySoz257j61eTXILi+muZkllK8w+bISq4ABGPoB36AVvGEYke0baRGQ8cI3AAOuUwDzkYPOf8AODWHrMhkKQA4y2Tz6dP1/lWxI6TTSSKAiE5VFzjp1/GucupvPvGfPC9Ovr/LOaUptkYy0aait2WmfsFpQxxgCoF+bJY/5zTlbBOBkdK7KcdFc+dnU10ElJkUkfUU214JUjg8+1SSKe3J6VEwaORfkIx8uSe/Xp2//XTklojFScZqVzSgwBg0+ZWUgr1HBOeq+n1BqvAwbDH/APXVuT96pB5//VXPbdH0lOSlC6Jre2N9bzxmXBjjaRF25DEEEjPb5d35VSjj2Z28EdR6/wD16k027a1mKls4GDznKnoCPqB+VJcfusyE/L3/ABpO0Xdl6VIc/VFO6fdMSPYH8hmpbcHa3YdP0/z+dV8ncSRnnP51LIwbAU4Q88VxVH9pHMkW7KQeW43AMBkZGexrqPCUZ1LUkdSwCx4G0nuMAficflXE+Ycs54PYDP0xXSeH9di0ebJi3jIG0e455z24x3ry6kZWbj1FV+Gx69p89ut41sFVw7A44PBABP0OD+tQfEDwjHr3h2TTZNoAO61mcn9zJyApP90j5fbI68Yx9L1YXWp290IuWXPlhwec5yRxzhh1Nei3zRXkio8avGysrKQCCDjIx9PWpwsbNwnseLyN7bx2/wAj4e1jS5LG6kikjaOSNyjIwIKsDgqR2IIP5VTVcCu8+KGmf2X4w1e2Ys484yeY4I3FwHJ6+pPWuEmbbkZwM4/KsnHlk4djwcZTUZKpHqPWQbcGgMF6HiqTTen/ANaljlZmIp2VmeV7eTkky+sg6EUNLtI9O9QRtniptpyDiua9pWPXg3KF0ffX7H6zJ8MczWrW264baxUjzMKBuB7jIPPqDXuM3WvG/wBlPWJdY+GoEgJS2nMMZwAAuxW2g5zwSeo7gdq9kmr11okfkeb3+vVb9z58/a6UP4T0sZ63ynn/AK5vRSftbN/xSmmAjP8Apy8f9s3orysR/EZeG/hI82+CyiT4o+H26He0h/78yIP/AEGvsyH71fF/wIkDfE/QQBy3nLnH91GP/s1faEf3sVthPhaMcd8SM7xdqyaH4d1DUJZBFFawvM7noqqpJP5A1+V0l0dQ12W5kJMjsz7vVic5+vJr9LPjwxX4P+MCCAV0u4YZOOkZP58V+aumweZGjEYJyc4PqRn9O3pSxDcWmfa8KU1VjKK3v+RLpekz+ItastPhJMlzMsQxk4yQCenYZPTtX2G1r/Z9npNjBgRWuFK9gqowwOem4ivnf4M6SL7xZ9uaIm3s1xn/AG3+UD6kFvyr6MmYNqUaBT8kbMc+7ADj/gJr1sJFRoqS6s/SMFS/fSlItwJ81T6lD59rsztNJafcIxzSSyb5GjboR711p2dz13fmTMjTNQaG4e0d8AcgY/rnvW7DhmLdCePwrntYT7HfW86qSBwT1rfsZUuoUYdDV1NdUVWiuVSSK+v3K22i3r8HZDIw9OFJ/n71wGlxiPwfbqwwWi+0nb03HLkfTJrpfiBcNZeEdWdWw5gcL3PIwOKz9LsVmtYrcf6tEVG9doGMf0rlavoaUY2i2VdBuTqfjvV7gjAs7G1hiHYiUs7Ecdtq/nV7WrltsrDdhcHauT7fz/yad4FsVjTWXY5kN+0XmFQTsjRUUE+gCn/vo8Vm/EK4NnpE4U7C4YM3B68GvzytB+3cD4tPnk2+7OHu9Wt7rWJLmZA8aFo9uQeCRgj6Y9e9Yer6hDcKSODu2++05x+H+NQ6Golhd2PErsW/PA5+lUtWtfs7LjJEhwCBx0I/ofyr6XCwUXynVSpqK5mUJJY5oZFXLBGyD0/OsPxAVg1yWCEgBMDI9cDI69iMdfer01x9jhLEZwefU9hWC7PLdedIWd2bcWJJJ7kk+uc19RCftIXe55OZV25xhA3rYCKNFUYGOKvW7Ffz+tZEdzuUNitG1uFY/Wu2OljSjVTaiaiHMyED8eK02ZoY8iPzM8EjqOPr0+lZmntH9qLOeMcVtwyI4IIB4xnk4x7/AOelelDWN7nqRmZVxGLhxl9vcLjj8T1Ofas28/canA+GdBzIqsCSvVsHHGADyfatOaT96APTvj86pXCrGwucBjGdxjblWwcgYz3P55Nc1WF1fqTJXWhb0/zY5onbG5Qu0rgjHBHPcjI78UzVI2XUpZDnk7h+I5P5itLQ1lbTR5EaOPtCzBlXLKFDEqvsR1HT5VrU+IFvafaLa7smZ7a4j3KzDB5ODkeu4N0PrWNV80DvwT5o3XmcyLgtHweO9IrfOi4zk4x9aiRtsg29D1q1H5Ybc/BHPFcFuZq57cJOSL72oWNTuHl5wGHfnk/59K0U0GNUM8swEG3IZiqnk8HBPPFZLXUbJtAzjp2quw3NXYpRWyuazb0SNhdIhuIfMjXKYzvkO0ZAyQOPf07Vl3ckCZW2Usg4Mhx24wOOuc1cs7uK3hSOVpXA52ZypPYkZ6fX09Kmks/OZZn8sRr8wjjwMYB4x69Pzq3FTS5dCOa27KOl2L+Y8sgIQLgdQOSBjP0NS3EcJ4hGc9eAOh/z1q2Y5Li1EdsjYzksCDwOpwOwBHOO4qu1rJbylCMuvykDnn0/D+lTJKMOVI3oR5pWBrVYdPklZiqdCcA+2PryO/eubswUkkKnKYI5AOVPH5/5Fb3iS4e30mKEMuZGOVxz7c46c/pXPKpit1OeWGcZ/SuflXMkjgzKqlVUV0JztZcDnn/P8xRvA3YycmiGIyEjuB9P89f0pWt3XnHHTj+ddqTavY+d6guWXHH4+/H86ffXL3E0s0i5aUEsOvPUsOOpIP5mi2K7zk+3+fzpdQXzFQqB8oxxx3J69+tS9Ubcnu3Irduh6VoJJleKyIZBnaT7j/P4/pVyGTH4VyvSzPQwtXTkH3GY5knU4KcH/dJGefXIH5VpX3kXKxbcB5FYyKMYHzHBH4Y6+lURibCEA7uMcd+MVCsf2W5kt924J8gJ5+UE4P8An0rlq1EtFuenQko1OV7Mf9nMZ2tyRxUfllWxjj07VoMwZMgZ7Gq7qGQntjv/APrrmlKyRvXpqnqiGCEeaC3Kg5/z+NStEVu40Rifmxx7np+f86jhudrYAy4OFOP0rWsbVfOiDHOGz+OeB+PvXPUl7NXexwSktztPC6yyRwMsgwkZAzz/ABKcY+nofSvWoFH2e0wON2MdT909/rXl3hu1aK2jZYfKDSYKty3CkluvQkfyr03T5MraoG+QkADv90159OpepdHnSkud2Pn39ouxWx8VQSrgfaYdx4/iGF/LAH514xfKVfOPvc/rzXvv7TzKdY0YdSsL5GfUrg4x3wfyrwS7bc3XOOK6q0b1fVHzmLa5JLzM/afSnqhBBp24c05fun/I6VztWXkeHFJyJFyrA1eiweao7Oo/GrduegzXJJbM9zCSafKfev7HwhX4XxCOLZI8rSSNnO87mUfiAo/Svcpq8O/ZB4+F1uSuPnYbvo78f59fpXuM2eK9lbI/I84/36r6nz5+1v8AN4X0rjP+nr/6KeirH7V3y+F9KP8A0/r/AOipKK8rEfxDTC/wzyX4Dnb8VtHXPKzXAH4xN/hX2pH1r4o+BP8AyVrSsD5fPmA/78vX2vFW2F2ZhjdZK3Y86/aRuLm3+CPi9rRS8rWLRsApb92zKshx7IW57YzX57wxi3toWbHmmBWK7cYyPl/8dIP4mv0S+PjKvwc8XlwxH9mzjC9clCAT7A4/I1+b1vcNcRRsW6YQ9D8owAMewFZ4roj9D4L9znl6/oe9/CHSTpnha2cownurlZGByDjcNp+hUj869KVR/bU5OCfs8YI/4E//ANeuP8FRu2l2SLEuA6qAGAG2NggYex2A9e9dwkIN1I2OdoG715Jx+tfS8ns6UIn6moxjL3eyNGFcQ5qJ87t2O3UCp7X7hGcDrU0ka46ZrPqY81pamb5K3B+Zc9iDyPpio9NdbGVrZm56rnHI9aurCdzEDAPNUdSh24kQfOv4fhnHetE+jNo+97rZifEeFrjw1eBQSSmML+v6VLosYW3c5YHaAf5moNdvhNpLhsMQDuUg+n0/pWjpcYtFVGKjcwP1PGf1/rWdrM6mvZ0mjO8KlIbe9bIQy3k0hK45y5Hp0yD+R61mfEbZ/wAI/PLnmEbm6cjnI/D29BUukjyPt6qSdt5MgBz0WQsP0cdqx/ifqizaHHbh1DXLLHyoztwS2fcgHtXwleP+3uPmfCzvGTR55omntBbwAsciMAqOeQB1GfY96ZrMiMCvGHClTzgHnOPy/Wpvmt9jNJkscD2zn+uKxL4SecsbOSqE4J9c9BXuRXvXiz1GkqaMHV5D53lMMBfvDv1OKy5I9yk85B7dOvXr0rpv7Na+cl0wWOCWBB46498VFqWnJpbRs4Dwz43EdV7bSfSvbo1FBcrPnK9H20nIxrNh8iHg9BV4K0LHuPaqepWiWbJLHkxtz1OBjqM+x/nV61b7REHBySMkf5+levSakjzW505cr3Rct5SzDnmtqzlaOP5uhPPftj9awo1CMMcVahvGVdrHj1rqi0j1sPW194u6grLtcEkZz+Y6VVjkV3G44Gc5H0xU0eoK6mOQrjoCf60y4t/JbKZAPIB7f5FKonfmiepCpF7F/SNUuNJwqtsjE67GY5WJsgjtkA88A84H92um1vVY9U0ho1ijdWdmjkiTaIyMB4wMYxnBwDxu9zXI2NzHJHPZSgHzQpQ98g9vfIXqfX1rV8OXS2c4iuyCWwRIckbQCPXgYH86wqLla13PVynlk5Lpcyo48e1CRsJNx6Hj68VY1KE213JGBiPOQR05P/1jVWRm2gDgV5XNyysz3alOK1iWm244NOSNZMl3MfvjI6gfl1/KqUc5Vjx2xTzIxbrtHYV0xmkzFyTWhaylu7FZVlwMhlB+uMEVHNdtP8rMQh6qpIH5Z9zVORjuwBxTdx7VUptaHL7XXU17TVntEKRYBPG4rkjkng+uT+tXrG4XzPMlcqMZBGf5VgQ/eJzk1ckk8u3JBxzgHOPxqfat7s9TCS5LzZF4qvv7U1KKJWLhQFHpgDGcepH6is28jGMHjHA/wp8b/wClPKF5Ixz09On0pqqXmyxLY9Tmuun72vc+WxknUqOTLNupSNPl5A5q39+Mg8/nVePPHX0qZ87AuOvFejHa1jibtYrLGd4UcN05IA568/jT5mXcQMgY5/wqw0RAGRjIzxx+NVZ05J6HoR2rnnDl1R1wl7tijMvly7+2f8/zqRJArcdOtJJhkI9agOVUDPK8fl/kVwPqZRk4STRsWZLSGQfwDIx9f/11TmmEN+kzDMSth19vX8P61c0wlIR3J+bH1HA/KmXCrHJPJIdgA79SSOABjpmvm51JSrOx6MaznecSxcSRtkRjA9Pw/lVZmJjyexx6HkVWtZTJCAScrx2HT/69TMhVhkEg12Km1HU9eVX2lNMZCvzBh/Dz7e9dBDIfMjlJyvynv0I5/wAisVY/Ly7cc7f8/h/Or2m3DSbYzlip2/UH/wDWfypzgqtN26Hmvc9YsRJdRxbHXIkyOckna3H5kfrXbXFv9l0y3miODAyE5PXDAN+hNctoDf8AFOxzkZfCMc4AJO0EfrXX20Q1SzeN0IjdSpX6g8ivnKErPQ8StU5Zux4X+0pcRy6xpwGN6xtubjJB24/Ln/Jrwa47kev9a9c+Nl+97rECyKEdIlDgEH5vLTcPwYN19DXkc3b/AD1r2q3xp+SPBqyc6fN3b/MrNxz071ZtDtmjY84bODz05qBlqSHlRXL0OOmvf1J2xuYA9OP/AK9SwE7unSocc5/CpY2IrmZ61GVp3Pvr9kuNV+FWnOrZMm9mHTGJZFH6KK9tk/1hrwv9kO68/wCFOnIuGSNXVnAOd/nSkrn2XYeB/FXukn3zXrrZXPyXNnfG1G+54B+1w2PCOmZ6C/X/ANFyf40Uz9rz/kT9NA5P29f/AEW9FeXif4hphV+7PJ/gR8vxa0gd/Of9YJD/AEr7bjxu6c18P/Axs/GLR1HTzZP0gkFfb6ferfDbMyxXxL0ON+N0zW/wl8WOkayH+zbgbWAI5jIJII7AnqO1fmlHA1mwiYbSVyR25Gf61+jv7Qs0EHwd8Tm4k8uJrbZuDbfmZlVRnpgsVz7Gvzv1/MeqCPbgIqqOBnGAQencH+VZYrdH6HwjCPspT63/AMj6U0q6guZ7JbNfLt5QrRLk4VDhlHX0xXakbbqLJwHDKBzgtgH+SmvOvA8BS60qMj7kEeByOiAdPxr0S6mS31KzEkeUwx3jJKsSqjj33HnttNfUVX7kPQ/V8TFUp2X9aGpbxtyD9KkkUg8cU5W2rjp71DzyScnrXP5nnat3GSsVJAFUp5vkYZ21pBA6n1rLvoSpyBgjntQdFJpuzOI8YyT2sPmRj5cEMCOOoz2ra0fU1vIUkfBKqAye5IwevT61S8QRG+tJEJwAp5JwPT8+P1rBE1xYXUW5WO7mRD0XnBGPQk+lUrM7a7fKkdDAkX9q3sMZRXklkuGCMON0ceCRnjJRuvvXn3jKRrrV7hN2EtYkxxwWdhnv1Gw/99V1E2uxJ4itlYqBcW2C3P3l38DtkAjv2FczJCNQt9RvcEm6uFZDkH5RhV4HYhQfxr47FU3DGSm12PjqqUa7i+5zUil5Yw3JUghecZJH/wBf9ai1K2WOB5NmW8zKjAIOcdf1/Khd76oTyAjZPpkHp/Ol17UEkZEj4O4sy46cetejRu6isjeo7xtcr2dwyTByQCCT0Hfv9f8AGrc2mf2hAgaMSIzABcjPXkjnpz3PeqMIyVAO0dyc4+ta2m3whk+6ZAZAQWIIyBjgevI5rau2tYnA/cVkjm9R8Ps0U6IGEIGBJjIz2UnHXAOMe+ay9N0PU/LlMNvI6RswbGNwxycrnPQ+n0r1yKE+TC06LHa+V8iAghsspO73AAPXjBNXo9R8rTJbLTYw8kzBY5h8pXbnDkdR6jA7V0YHHOL5ah5uJVOsl0keM+b8pBDBweR0I46UxZm28k17XpHgPRLXSw19Z/bbxgTJIVDLkgEAFePy9/auR8T/AApulvsaRZyAFdyxF8tjGTkdiARx7V9Cq8JOyZhGFWEdrnB+YrZz8pNWRfSCPDnIHHqf881Dq2h6j4dmRL6Bow4yueOD0PXofUHvVeEq/Vse1dMXf5maxDg97FkXH75HVsH0/GtKa684CXJEo6lePxz61gTSeXMAMdOv5Vfs7jc6KfuE4Pf/ADzWOIg2lY9fKsfHnlC+p1tncJe2JRuXXkEj8/w4/MVHNbWVxakb/s0sbfO24YZTkZAJ6gkcDqPpWVYTfZpGjDYPVT61NfKGUujZ4ztxzXnzlePmfovtFWoldk2sADnseMDP+FI3+t5yKSOTcOD/ADqKVys3PGahTS3PMknbQsyYVck8D1qvG7NkkfSpWxJ1/X+VV5BsjOP0+tE5a3Zny6bElvJ++wDnnHX/AD6VYumZwqe2f8/p+dUtJQtMzkbRnHPXpwavTNub5RkdP0/+tRT1jqbRlJ0isFC5JPP/AOqn25/f5J+XFR7TxnmtXwzpLa1r1lZI0aea/wAzSnCqoBZiTjoFB7GvWoxcUrnzuIn71zbtNJtG0y6eQs12qgqo6AnbnJz2w3GO9ZLw/OMEgY59q7XXNHNlqWpWtnB9nEsjvHGzc7FBbg46YB498da5T7OUBDEE+vXt1r0ItNaHPGUZdSHaVZAGz3xj/P6VRvsbiwGTnmrjPtz0yPw/XFZtw+5uD+OazqPSx1RVkU3wvzVUurgJkk9v8irUkg6de9Yl5cebIQDkKckV5U+pxYqt7KB0Gn3eEG48nn/PsB/KiaQzPISASRjnn2zWVpt1tyH69cf0rQMm4kg9f8K8mnQtLnZ14CqpUrMn023Zt7LyVZRsAzwc8/gQPzFW2b5dwHHTNVdN1D7HckFQyMu1we4yCB06kgYrfjuLO8V4iH2hfkkHB4GMEY6E13ckWj38LaceRMy9vmoT368f4VoaRZhcvIQuVYjOeoGcfofyrMtZRG5VuAeR+P8A+v8ASt+3udtjLtGSSuDgZGWC/wAmNc1OLTlHpYxxEnThddDvfD9xL/wjcEQKlAsZDZBIAOCD9Np/M16LpNwi6erE9Vx+fSvM/D+JPDYw2SSxJI9GYHPPqe/oK7i9mey8OwMgU3EmyOFT0aQ8KTz0Bxn6Gvm6dPmqqC6ny058jqTlsj5r+LUsb+KdSKMCnnyDg5xgn/GvOTzmut+Jc6r4o1CBOsLeU5JyS6qFdj7lgTx6muP/AB4r0KzTqNLoeXPSnFPf/MXb6mnqAuB60xVO4elSSZGCPWsvJmcY6cxMPu0J37HFRlvlx1pYnweeD79q5+p3wlsfef7HbRf8KrtFRdsis5fp94yyEEn124/Svd2bdXz5+xldRyfDWWFHJeO4ZnGeBnpgY9B619AyfKvNetHY/KM2VsbU9T5+/a6UP4T00N/z/r/6LkoqP9rzLeFNLx/z/r/6KkorycR/EZrhbezPJvgTn/hc2lD0kmPf/nnJX2+Dg5r4f+BLE/GnTB23T/8AoMg/ka+4K6cLs7mGJ+JHm/7RlxPF8FfFbWsRlk+ylWUdkZlV2+iqWb8K+AtQjM+uQBvnMiRHnvujU5/M19+/tDtcJ8GfFZtYRcSfY2UqTj5CQHb6qhZvwFfBtmiXPjXRLdPnjL2sRIJ+c5UE/iSe1TiNWkfo/B8lGnJPv/kfQ/hSNDrrMowqLhV9M4A/lXaSQLNcSEnkooHHTBbBHvz/ACrkPCMKLq1yXyJI22kZ46nIrrpWLzSKuRjrj6f45r6PEK8kvI/UsR71S5clkDQ7jnBGRVeOQvkhCD0z3pixtNDGH4A5xyPw/Cl8vyc4HXk/41kc0Yq1hzzmPOMk9McmqUz3F1ySAg4xjk8fWrCrljxwTnpTpMIhPQep+lBqrRZzmpBo7e5YJlh8qqe/BI/Dn9Kq67pm63hukkUJht64BDcDAJz9R07mto7r53tY0Z5ZDgAdueWJ7AACs3UL62163tFgKR27qFhuoSeSAF3OCSGUnsMYz376OKja5x1cZ+85Iq/p0PI/GV09qILpG2bS8KogKhS0eA3X1C9D6fh0E0J0jSWVS3lwgMp7HByOcdxisT4iaDdaSs9vuIcyoy/JkcuD19MY6ium1CY3fgWKfJJEXzkhcdOce2ffsPSvCzen7OpTknueFipr602utjjLEedbh8AHdjJ6gkd65+bc91PJj5s7fm68D/64/Or1jIyW7Ek4YEjt/nn+lU7yFrdjKrZ4APPsCf8AIqqHus1q3RNCwkjCttU8A9T1/GrVpDG08asCechckDtg4z9PzrAjvP3xAwSxU9PTmujsV86ZZIlP3cgMRkY7jjk8dveup0116nn1JqNzov7K8loYofKRpiV3fdwpIBzx1OO/oaveH/D97pd09y6mTau/yiwXopYA8cE/L0B/lWTexXlrcWxEuCV3q6uSASOO3U/4Va16S+/0dpbr7DZtxksCS2fmCrjJAPqO/QVwzpuC5Ivc+fnOUnY6K31LT7HUpkt3eIsceSy7V2kls5z1IPTnvyBVq3+J7Q3v2MwgBuE+ZYgGwAARypJ56eg9d1eXr4git9WtJ03TSght2fL759c9M9+4rW/tuPUJoGkuLdLj5UExkwEOQCRggggqf++ia1pRlSer0OmhG0lzM6zxS6+JYBb6jZDYiNKkquNyAHdjpw2B24OB2ry+5+Hl95k5tttwiHA2N8zZPAAx14PQ+tehNoyJpskj69p25hu3TTF2Qbi20c9TznJ7nrxXO/2pfQrFJa3u+P8AeRFmYuxVsgjBY4GD1AHQfh6sMTCnG6Z6jlRrw5XHU4Obw27HYysk6jIDAjpznp0qBtNvbNgRG+fU4wK757G7m1CC7CF0R9yiQnHygDHHv6kV1lr4XtdRYzEZhl+ZlYg7Sccfz6e1Opm1GEffZ40sPTpT56ej8jyNZGmhJfiRfTt6GpFvCzdeSMEenSuv8V+CxosnmwFTE/yqRjkjqPwx6Vyd1am1IJC5xnjHI6Zz+Vc8cRSrLmiz7fB1ZVKaakV3mJyoYJzkZGD3/mB2NXC0EyhlGD7NkfT881TkuMK+xR/T8qryXX2dgpUc8Z+n/wCupVaEX7yPS5nBeRoTyCIAbxzzyDj6VDHE88Y+XC7sfXB/lWTqVx5kiDd2zxyOn+fyrR0u+Y25579Px9fyq4zhVdrnJGs/a8r2NNY0tlJOPX9K1bT7H/ZNw0gk83AWM7Rt65JJz1OOw9enfBW7aa6EYXPPI6d66Gxs0uruOyuPMgDMM7n2/KQGOAR1xjtXp4anrobVcZTjBpuxkPH1wRjr/n/Par/huMrq6TbQ3k/vApUkEgEgEA5wSB0NdLrnw7h0+zSWK/BGSCZM446EHHQjHbms61s38M27rLC0tw5yzg4CqCCMfN3Geo7ivR1btbQ8l01JcydzorjWLi8aMnyvNEX2dZXKjC7ictx1JJya5LUb15LmR2VQWOMJwB7Ac8VTl1yGOYu7tFtGFXaSPcDjvWNqXinzZSLe3753tx+mf5mndRWjPMqVKVB6s15pv3ZA7nH+fzrOmbqfasltcuGzlEAz7/41G+sOVwUUZ46mspTUok/X6dtWTXkzeWdudx/yT+FU4bFvs4kP325Geu33FOt76Od9rjgnJ78Z6D6mr006zY2MuDycdOB0/CvK5pTny2PnKuJeIqvXQytxgkDdQOD0Jq/DcN5YPUngVDeWwMOSfmPQA+x4pbVfLVAxya6Zw00R6WCquE+W5dViDknvn9a0rNpGbb0DcjnA59/SspfmOTW9ouoJZgSkDeAw3Y9sbc+/9K5Vdux9vhZLm0ZBIwWYhTwGx+prV00SXPl28e4mWWNAFBJ5YD/OPSsx5PtMxfgByTwMD16elaGh3n2O+tGKbxG/mEHHOAf6n9KpK2priffg4xO/8KxtH4e8p5N7LP8ANyccsCce2T0+ldP4i8Q22lXmleYVdLSJ7hlzlgxUogx75fp3UVy9rdC0hBPRrpnGeDgEAEfn+prm/HeuRy+HtTvZ5/LL/Laxqx3F8gKRz0Cg9fX3rx8FBOU68uh4GIhB0+Xv+n/BPGfEGoPrGsXd5JjfcTNI2OmWOf61msOlSMwbrwaj8xc1wxlzXZ4Vf4rksI+YGpXG4frVdZANuO1TbwcGn9ouEo8lg+70qNjhj6YpzSHmj768cGsm0ndmsVz7H2z+xJeiTwHqdqGJeK88wr2AdeMc/wCwe1fSch7+1fPP7G+g3OieB7xru0mtpbmZZUMsbKHjK/KVOORy3T1r6Ff7pr1o7H5fnFvrs7f1ofPX7XGP+EV0rP8Az/r3x/yykopf2tOfDOkDGf8ATx/6KkoryMR/EY8L/DPJvgaAnxp0rB3Zaf8AlJX2/wBeK+H/AIGsG+NGmcc+bOM/hJkV9vp2rrw3wszxXxI4b45xj/hUfi3hmxpdycDg8Rsc/h/Svzq8M3xt/Emk3JyTBeRkBRk4V1Ix7/4Cv0X+O8scPwh8WmWRY0bTLiMM5AG5oyqjp3JA/EV+aNjIft+VwQGUgUq+59xwrJpa9ZH114Vt2lkv5fusXzk9uAfz+ldvYwjbIxxku3Q56Ej/AD+Nc14IVZLSdj0djw3ToOT+ddRZqwtYiyGN2XcytgkE8kHnrk9jX0NZ3kfqteblOwwRlkwOxP8AM0n2QjndU6xkZHaneXtHFc5hzNbFVbcrnBzVDWLg2OmzzEbyq5A/QD861AR8wP0rG8RIJLOOLO7dKpI65AOSDz7VvSV5K4qk3GDaLmhwnSfDst2B5l7MwSMsCu6RsAngdh6dADXnPgzwzHfeD9GuZbVLyVGBLSKHfapIBGR0BHQDjNerXy/ZW0jSyoBS3kuGI5G/IUH8nb8qxdBYiR4wVAjkKbeAODzj/wCtWFWTk3I5KNo+/wBzgvi9pTWmn6dd4Ekcs32ciTLOGVWdTk9QduOf7vftF4Ts47jwhdJLuwskkbbQOBnIPXkEEHkdCK7b4lWiarpOmWrqrPJdb0Utxny2G4jHK/Nt/wCBiuG8PxXOh67e6Y5MEEkYkjjOMHadp5x/CNo47Fa+dzOo52V9j5nE4hrF+9sji7rTbeNZo0kTdHKRsIIO3AP58fzrltWkZmmhxwrDnrnj1ro/F0iyaxc+X8527vMXIXhiMYx1OfTtXOz7XkbjO7DYznrkV6WEV4Kfkd9Sryx3My3j8uQErnvzXbaFrEt29laQf6M5bD3AXICgHqPXr1HeuXurF4IQ7skUbfxMwH+fyqrazSSTRrG4xHk8H5eM9/XHoK1lJ1NUc07OHqd5ruqw28lrJAC+BtZpGIIIGVI46gk9TngVyfiHxjca1eRJG7xBFCjBCHpkAHrjPv2rQ0zS7nxXdAllcYwqljk/e5zjnqfzqHxh4Qn8ONFcwskjAYlVWBHTkjjGMVFOD+0tTyKlCUFdanMw6deXUgaNGDOc/u1I9zz7c/nV9PDchjjLSGI5wwfnHIxnnv8A0NV49eliRUlk8vbnBOAR7n61BcXsjEzCclGP3m4z7gev4V0KlVqehyKq6fxGtJpcflbTd/vcZLAYHQn86rsJ4WUwSNIAMbWGOmSADnjr2rPXVIRgsGZunLYP+frVeTV3B+SMIPf/AAxVRwrv7xr9afQ6rSfGD2TCO5mcKeDwWGCMYI9M+xxitoeKLaHy54pJZIEDZ2nIUNgENg4yd3cd68zfUZZW3PhyOntznill1FZEQeXscHrx+BHHWqeW05a2F/aEY6TR6ZqGufbrQeRftLFndsLFhyRznJ4OB+tYd3DNjMhyD1bAI598+uPzrndOWTAkSQrGDlmU5x0xke9bVrrJuLgQ+Yd7AKEYEg4GMD24H51VOhTpe7yn0WBx0HZPQz2+XORjn/P6VnXzHbweRz7da6m+0NmQ3CRu8XQ8AdRkAn1IPc1UudPBU8bx2LLk9uuD/L/9fDiKCi9D6RT9tHluczbv5jYIx6kE4rYt1WPOBwRkDOe/9eKr/Y/Jl3DgdAPw6fy/OrtrbmTBbjJzwP61nRp2epNKM4uzLvh9ZftnmRoHdTu3NjjByD15wR3FemaU9pMyXF5bwmYfIMquccZ+bHQADGRXN+GvB815CJLSOSQu2AqjuOMDnryPzrt9N8Ky2aAzhncNjbGwyORyT+fT0rslOrT2ZyY32EafJU3MDx3Z2mn6at/BdfaIIpFU2bO/lyPnPAz0APY15jqHirULwLF5nlxLwkKrwuOBj3689eea9B+I0LSXkdoMWkCIJGiySzE5wCP72Mjgetedx2scjZSNp++GJXcAeePT6nvXo08Y/ZrnZ8i+aHuwnoUvNuZuWy316U5UEmVaNt3cDH6e1WLy6CgLFYW9vKBkMoYnt6seay5JrpsbzjHHygL/AEraNWElucVSdS97k8luvQFkPUZ571Vmt355yBVyHXC0bRXMfnjoGVQrrzyQccnr94dzVmPSLi8tZLmyiF2kaM8oizvRQMlimc4HqOODV6PY5qjbje5kMBt44NT2MohJ3nAxkdPX6VNp0LapceWkTOc4JxjH1/Or7eG7lVUpE8gPqpHfpWkafVHnS9pGPOokUtx9qUDgd8D6c/hnmmMNmB175oktZYVZJI2Uhvm+UjtnB/Efypkb9jz3HBx9KvrZlQxErJ7Msr67q1/Dsll9tC38rRQbg24LkdDnjHXp144NY6R7ucVbhjMfOOe3AP41m6d+h9ng8VOLjK5qXlxHNdh4+NoAIC4HTGRx3x3HrV3w+qSXjTv9yM7umckEYA46kkflWEmQ27GOMYrZ0LEcbMxYBVY9Mgtg4B/H+VYSjdNWPrqMnV0fU27BbvW77TrCEEtIT8rNjI5LDr6A/kK3/iV8LZNft9Ps7a6jt7uIEyqwcruYZ6E4BwOw5rT+E2npHqt3r1wo8qxj2x7mIBkboOnoB+dbrXFxfagkj7XkadmU8hhlScEehOf6V41apGnTVFLc+fjhJ1K9WfM+VOx8ueNvh/rPgaSL+0YlMExIjuIW3I2O3scY6iuW3fLivoz9ozUkl8I6fahQXkmMnzEbkwpJ7+xH4V83qwZc9a87lVk7Hg46PsazhF3RMje9OEjbqhjb5qk96z6nLGWiHxycmrCMGXg4PXNVB04+lSR8g84I57+o4/nUSXMdtGrb3T9DP2T9Ql1D4U6Uk8rSyQKY1ZsY2BmCgD2A28jqpPoa9mmbrivCf2P3J+FduxdTiWRVUKBsAkYY6c85Oc9z6V7rK3tXpQ+FH5zm/wDvtT1Pnz9rY48M6SSePtw/9FPRUf7XTY8M6R/1/j/0U9FebiP4heFf7s8o+B+3/hdGmYPzebNn/vmWvuFOor4e+BoDfGrTMY/1lwf0lr7hjzxXTh9mY4n4kcT8d/8Akkfi7nGNLuD+UbGvzO01d15ktjAyOPSv0u+PUxj+EPi0qAT/AGbMpz0wUIJ+uDX5nWj+XcITxlsfmR/SiqtT7LhqSik29pf5H2T4JmV/BjXGGMskZBCsdxYgBcH1JPUCu6WPaqrjHGPyFch8M7dpPBenu5wpSNuSc4IUjPtg128i7R05r2pbn6lUmnNtFYqMeg60rfMBikkH4VG285x6VIvMozv5MhAOD3qpGn2zXrC2Y5DE+mOw5/Wp9S3W9pI2zIAJJGWb/wCuaq+EHmuvEtvLKrKYfNwu3nG3jHXtntW8PI2rL9w5G7rVwbnxbOWI+WHCjOTwQD2+lcloF59h17V7aRB+7kWRecDDIOMY7HPQV1F5v/4SBJCfviVTkYbOVI/LB71w15dt4c8VajeyKzmRYxEqDczYD5AGOwK8j1rllseTUfJTjb+tDT8URyX2veGHEjRRfZ5JmVXJAYT2qqGHoQ79fU1y3xMguLG8stXtHV/Kk8uaKP721gVIPGPmIXqRyBzTpG1HxF42jhZ1tLeOzt4PLBJbl5pPvY9IsfLx1+bius1jQ0vPDtxFtZ5lXKbcArKOVYe4OD+ArxcZThCanM+OxHPKc5M8S8UaUbqK4vPtSjO9wkYBJIZQpznuCT+VcZHdCRgXwr9CcYHHXP5V1uqQyWFjFBcIqJIFaIrkZBQsARjry3U/wiuHuJma4SJVyFBCqo5xngfXJ/lXfgXzRskXRnKcFzsq3zS3FyZJGLofmUEkgjJGcemVP5VasYXXMaArCcMzjGSQDgZ/H0/Kq/ks11EobedqjO0gDAHGcdRkdq32aONwjlotrbW3A53E4JPHHPqPWvY5dbJHtUYxte5r6SswUi2JiG3DHc2OASAT65Hf3qo91cT3QWWV5TnCorHJIzyfoc/maja2uoR5OGQsSoRc8nO3IPc5/rXa+DfDcHhq3OsaosczqqtHE4yWcjKqPfpnHqK6Y4emnd6s5sXiHRV4bspSfCWC+0d7zUALSTaPJG5lYKBnO0jkDnqe579OLuvhf4iWR2gs3voF4EkCk59Bt9enQd69YvdWnSMazrkpjtmb9zBgAAnhVVc84z6cc/Ss1fiVrfiKJ7TRLP8AszTsY85iA7gj5vm/hHI6Dt1qK1WNLRHzUpe8uZ3keOyeDdQhkKzhbVudyyZDDHXK43enUVGtrp1mpS4a8u5TyBCFiUccjkHjjr7GvarHw9Faw3BnuY7ydfum3mUsOcsGbseD1OevWob/AMSW9mXH2pLd8sWXz5HVyRw2DxkH29K4/rRtKFGKvI8Yf+xnXgahE3rhGHX6f0qS10K01If6Fqlu8+0nyLgGJsjHAJ+Uk5HQ+tesaPN4f1S3k+1wpd3LNncsUDZBJJXGN3cdR2PNc3qNnotvqjpLo8T27/MqDMTAEfwkFhwAOo9auOKMqlOhJXZwb293o9y8E0TwP0YHj6/hV7w7cSw6nb3aWzTpC/UITjoc5Hccd69G0ePwpGDBNHNPAELJaXku8DgEqHTpkkdOOtepr4L0yxt/O8PiOyZD5+3I3QtyMt/fQ4KnrjB7ZrojVi5JM46lSOHSdLWxjeH9QHkySXWn2d3bzosm2ZCWfI+8QR1IPr/KsXxL4XMiRX8GneTbPuJjUE7VyBnPsMnnPT0zjdj1CeC3kge2CSZCzxquSWB+8DnOMDt+dbcVxd2C2QdNwG5ZImTbkELkkZxjB/Wta+HhU0Z9vhKiqxhXp9Twq80+Zroo8QiVm+V3xjaeM56Hj3HWr2naDDdTAZZY+g759B09P616l4i0+01CEO0X7pjuKBs8Y4A9AB6e9Z/hjw1JcaiI/JGEIJLYxz0GP6da4KmDjGF7n1CxMVSc5aHVaFoseh6DDEAxklXAVMA4IIPHft3/APrR6tqlv4X08zTuqZIQblDNk9MAnk9Ogrrbu6s9FsxKJUSUR4V5WwFUdWPOOSD09z714vrX2LxHrH264Fw8DEiFHm2heT8wAA5JJ6k4GK8v2rtyR2Pz2pXqVm5dDl/GGoNr2uyX0cDQoyhRHI25jgY3E5+8RjgHHArJhaSGcSSx+Ym3a23APTBYADr747fWvQtY02x0bT/tMkIjhU8CRst2AHUnqT0NcjdNEtkJoAJOflZ8knkngZ68H8jWMFUqvl5TH31qzMm0t7yVfKt8KwwAEJOcYwCQOfoO9RR+GA6vuicvuGCQFHI6dOvB/MV1/hfVoo4ZY57fcztlGVVUlQTx1557Cur082GsW7x21uDIpyqsrBuQvOCOmT/niqUMRSurGcpdUjzey8GmXgwRbN3+sJZjgdeAMZIz37V0Wn/C+K3kN4GjmONySJJ5bJn0yMdCeo9K7a10a2+0Tq8KAs3zBVKkNkEjkDqD6+taml6KtrCx03UANq5a3Zi4OT/vY69wfX3raFavFcxnKu0rWOTvtL07Vo1tLqOOw1GNQI7i3URNt5zuXJXGc/NkqeM461z9xbXNldQWNwsMchBiV4UCq65Y4xjKuBn5SO/cV6Bp2ly6o88urxqVjYgMVU7MgEBW65AB5H94/ji32jQ30M52tc2cC/Z451ySvCsCGA4KsBhwRgqV9a9PDY1TJliatvd+45LVrmPUdHe2uYIvtdvjdIy4c9QT06ZI6+tcVdab5Dbivynnd/Sun1+zmgWeNrvzJdoVXPSSMRlgwOeGJQggjqpHWubt9QS4jMbc8da96ny1I3COMp15xjJWZAtqGYbf1p20RsQOR0q5bQxNbXDMSsq5KnPBHYAfX3pn2U+SHYcGsKjsrRPr8DhYt8z1sVcb2wDk+laWn5MaQpl3LY2qMlsHOOtZsbnziEGB1z37D+tdF4J8iPXo3uBuigHnbf7zD7q49yf0rmj8LZ7qqKn766fmeq23k+EvDMVjcSBJVX7VO2RwxGdp/wCA4/MVX0O8uJ7y0vbiDylkfMUeeUXAwrH+8R6ep64yaDWj+KtS3EmS2Rle4YAfNJkkDPopx0749K63Q/D7WcNqvlsSr7laTkZLbRuB9Sw7dSK+Xm/aVW2VWq0qWGnOL23831PPf2nNDmjudHubWBxbeRO8jMpAVSFRSeeQWDduhNfMrRGF3RwVdThl6YIOCD+NfoH8TvC8OvG0tJlaW3KwqshwQ2wli4OepJxyOdp9a+EvE1m1p4m1eFo/K8u6l/d8cfOSBxxwPSt6sEoJn5XQqTxHvS8zJUbeeakHzLzRty360n/6q47K1zqSlezH4CqPfmlXjpTeoFMZyMisDo5rSR95fsavHJ8OyUKMd21sckMJJTgnHoV49z619Cydvzr5x/YqaUfDWXIxH9pYhSCDu5JP4jb09DX0a7blr0IfCj4HNrvFzPnb9r75fC+kkdf7QHX/AK5SUU39sJseFdI/6/x/6LkorzsRG9RmuF/hnlnwLYH416XhsjfcfoJf6V9wr90V8M/AP5vjRpP+/P8Aqkh/rX3OnQV1YbZnPid0ef8A7Qknl/Bnxa2wP/oEowTjqMZ+oz+mK/M9pCOR/nH/AOqv0q/aNWVvgv4rWJlRvsLH5842ggsOo5IB79x16V+aEhwMfjTq7n0+Rt+xdu/+R9sfDHUo28J6WgYfNb2r8dP9TGT265BruWu1LYIGDxnpivnf4A61NdaHFZlji2Yj72RgkkDGO2fXtXsY1QruD9vz4HWvWvzJSWx+t4Wn7elGp1Oj2j0zTfusTWfZ3h2hJeM8qafdajCjCEPulP8ABHgsM9z7fWhXb2NJLkdmS3WyaNl6mqujzR2fiCyDEAMzL1wTlD0/I1g/2lNG0rSSi32kDoWY56Y/EjtWf4f1r7Lr6Gc7niuElJZiTsPHqeMZ711QhvcqpCcqMoxXQ7HWizagrxgxxx3GBIf9vKDAx0JYHp/SsnVrJLXXhJvR3mh5DAZO1s8DHT5h37Cuo8SWMksdxHDJslmh+SRhnaxGFYj1BweRWBq7LeHTdQhDbXbBDYB2sOF+u7HHt7Vzyemh5ujpxkzn3WOT4iPIQHVRbRsuP4hHdMAe+CHHWuj1OOLStLaWSUxwuoVT0J44P1GB+v489a4XxxeGQYZbmBlx/e+zSZx+GPyrotZ0m51+xe1/5ZqPl64BJxk/TH86+ex0/wB4qaV7nzOPqK0rHzh8S5ixluY5tqWk37kMcblLDA+nPp61w7MWEd5uzJJlduBhec/54712fj+yudNujBcbJ4pFMccgBARh/DjPOR/F7n2xxO/FqgJwV4I/H+fFe/gaLp07Pc8SiujloTWtw3nPKZWAzgh225BHoB6Ad+1dNplj/ZunRXb3PlyvyvyEsM9CDnplf0P0rkYXXbwecgcH+X+fSugkvGuI4oVOIIuF3df84A79utepDc+mwqu99C5arPq2sRxxtv8Am3ZYcdck498fpXpWuwweE9Ei1e9kNxJjMAf1IGWx6kk9PWuT+HkKSXTs8W6NpFDSEE7VAyRj0OBnI6Cr3jvUl1xpb6Vmk0y0/dxRBhlmPQjn3J47UVpuENNzxswk3JtdDAvb2716SLUbyXZGSEhhkIJUY6Yz1P1HQ/Sujt5IbeyQtIrRg+ZyFABwR1685PVu5rj7G4XVLoyLEDGvywxZwOPvMxx0yepNS32pT6bqEqIIriOE7WQAgRsQDxnv78f0r5DFVJVHyRZ4SmoK6RvzzNdRPJFA6IFyVbKqoJHUcdCfpzXNrKW1oPd28ZEiKvyjn0II9cH1rU0/X9S1u3itba2NtcS53KGznHOFPU5GPfr9a0tP+H9wm++ZoVlt5VkeGSRd23kHjBI6nr6GsoVKlGHvGlSMZRUpT+Rkv4GS8xKrSweYxIU4VevTHPY9/es6z8C3b6o9tDdWkeGYJv5LckkEr+HJr3Oy0m2mhQyXNvszhiZMgYBzkY9RXH+JvBtza61ca1Y4uxBEJBHZMzs+FOV2gZwVOMnpnnpWVDFTlJqSOadOlJKzPNtZmTw7MvnCR7y2be0cTfJt6ZzjKk8cEZ4B4rrvAfxHa+8iHzXjiiYCPeQSG2kBcd+SfmPYY61Q1jwc0cn2m4uMTSOSpYYXJHQrjk5xx9KwotNgs7wpEMC8jYswOQrK+PM/MN9MnrXbTxa+J7oy5HCemp7ZeX1rrEhm0ySOW5thmWONgd6buWUe3HHtVS8vLyVozLBJlm/iOSMEd/TgHrXM+F47jRtSF3DO3mI2SzY2nBOc8dDz09TXrkP2TX9FF3bx5JO0dM9Punj0I5PpzXv4PGxrq3Y+hyrFujV9nNaM5W1uHiWd5bVTIxAXPJ24Ax9OT27D3rodB1BtNs7m5khOxV+UKMliQflA9Oneuf1qYHxJHvDIhAQgc/Kc9f0/Su2nt4o9NCiPZjbhTjO7HY//AFu1dtZ+7qfQYqVqNu55nqGuS+K7+K1ui1vFMxZ48YCxj+DOc4OAv51meNPEkGmgC1tzNcxDdGu1sDtkgHocAda3L6TTUudVDXbQXIbG45GEQheOPmJct0/pXkXiO4ea+kstLa4uLyWTbiPa3UcLxnL4B78YyfbzFTV79DwMTNUocylYxtS8bXWJEmhacsMKZGJMeQAR06Z9T2qjNNqzeVLeTyWEH3xGu5iASSMjsAcdT3zg11//AAha+H7aB7ueNLgopxFnzmA6FBn5QMj5icnnAxycv+wdZt7iOG2tpLKRz5UTiMrLhgcsCw3Y5HIHQmuyEF0Plp4mdR6yui74T1K10nzXNq1yW+8bvzGPzAZ4A7HHUeldpoPiC1t1SY2UM5RjJ/ot0ylSAxwUdxzyOx69+lN8J+Dp9NkP9oaui3IG4/aszlAwwW2kfzHfitWHwfZ3UxeTxJO77vlG1oEHPILAevc+prOrUgla5axDjHluSt4ttb68ijS21iz84/M7RRyxoP4g3IBUDb27YxWk0Aj015LG5t7swFhJ5cjbhgcHbjqTnkcc+3GJdeBorMyT6xcXZjmj2LdWUsQQDoSzKOQe+V7isbW9Pkt4ze6XqAvXhOXJLNMOmGG19uBkduN1c6imrQejIhi2pJTO80PxNJb28curNujUFUXAYmQgDBGOuD+pqE+KLHQllt7VGlt7g7pPmyseWP8Aqxnrwcooz8xxXKWurR6lpbpP/ot7na7E7BIQNxYg/wAeBkfTjkc8pqkkdvfRXVnJHBGpwAFDd8EBs7Sp6cDs1XSwtOLvHc9eNZPdHW/Ejw9cWsNvqlqGOmXR2O65AjZiAyHJ+6dqEEjtj0rirjw2dP1aS2gnSe3fLxS8liuQACADzgjoPX0r1iPxXZa74FvLCSVXEkO54nwGyrDIx7gnqO1eP6DrUjSG0nV7j7MSsDs3IAOMkepA/T8uqjUlCVme3Qw9O3tGtehq2tiZLd4mCmQcDaQ3cjn6VFcKY7dYpOSvIxj0/wA/nXUaLpXlaXHeXKiBJpcL83Rcnjr0zmuV1xlk1CfydpCjGVPB46/ifr1r03KMo6Hu4GtUbehn2/liQt1zwKux27SMkdqpM7fNweeo4H0FUrWExgb/AK/mc12vgDRodYvGQhfPJwrsAQPQ4x/XtWNROFJtI9BVHzKMtjvvBOtWGn2tnp8sZS4IIZdpyuMEkjsOR27E12PiTUJ9K08TQ7BGv7xlZODtHHbqCQfwq/4f8I2WiK7Rp5l1NjzZnJLMcEdc9Oex7mqXjSwmuvC17Og4DRqo6k/OuT+OT+VfJxlF1FZanxuZYiE6nLT2NiGaXWXsbksCJE8wqO2AQQOfcdPQ18WfGG2W3+I3iIqQQLgYPHQxqRnjr+tfZPg2ZmsdODoVIgmAJOejKDx757V8e/Gw7viFrsgwUeYAHp0GOnqBjr6UVZaSiceEk5Tlfpf9Dzw4/E0b+34dqi3epo3c5rkUtNS3LqiZmwOuKYmGbmo2Y0sbHI5rMuErySP0A/ZGaD/hXMSxbS+5Wk2rjnaFAJx1G39RXvB6V8//ALHaxL8OSAGWXzFZy3GcjIPX0/DkV9AN0r0KesUz4nN/99qep87ftgfN4W0jnH+nD/0XJRS/tef8ivo5x/y/j/0VJRXBWlabDDfw0eQ/ANiPjNomf4nk9e8Lmvuxe1fCXwFIb4zaCPSWT68QSivu2ujD7NmOJ+JHnP7Ri7vgv4szJ5X+gud34g7eh69Pxr8zGJOTX6h/HK3W4+EXi8MiuBpV0+GxjKxMwP1BA/IV+XzKVyKmtKzSPpcmjL2Da7npPwR1qSx1p4dx8oupIycZYbeR64J+vavoibUzcXSKlu4DDdliA2WbHQdhjv6Cvln4V3Qh8QyxeYYnkiJVgehUg5P0TefwFfVnhe23WoLR855PfAwCDz2YV7eF5XRUpH6llNac8O4x6fqaXkXV1GDJJ5Cf3VADfz7/AOc1ctY41gAjjC+oAA/P/Pc1ZWPMfT2NMmtzFgoPeplJvRHrxjFO73OY1/S457eVGiE42kglQShx1Ax2x6V5baa1JpeqC3uG/fs4iZHXDKucg47ck/pXtd5udSi8A8jn9P1rz7WvBKXGsJqTYHlsC6bs9B1HHXAHX39K6qcrI6eWUvhPbbq5F5p+nXII2S26sPy7/XmuZmhuWhv4IeTayrcqvUsrsSAT6bg4x6LWppJMngzTGABEbvGGU56HPI9ankCrbwO0fyzSm2eTcBhWHykjv8+0f8CNcc92j5qqnGi4x3Tt+JxELx23jbWGeLJ/0OYMQSPnWWMHPqMdvU9uK6HxBqtxo9lbpAoFxebgwI3AJtypYZ6H39aztO03+2PF+uxzuUjtYbF3Zc8eXLK5XHfIC9P7xHatbxP4s/sffJbxqhKEruUA4xySSemMd+/41hGgqleMrH53nOIfs5RT1PKPi/4Wl1Szt3t1NzctGZZTkjcy9SBtxu3Mw6jnNeAFZF8xJFIOeeMHg9x69etfWln40N1a3E+oagZPtYMFvE0mU+RQHIHu7bST/cNeL/GLwvDpeqf2lbrGIbogN5ZGSxzkkD3HXHevZdqbUGfO5TiZVqb55X7eh5cQYe+TjIrdt4iltFuJO8dT/nr0rHkUEgntxWlZXTzeQjc7fkX6ZPv7/wAqpRsz9Dy+tHY9K0ezktfBnmw8yXbCFNoGeMl2Jz2GF6fxCub1qPNzZ27hfscC4UtjBJ4JPucHp612ei6nBDZ7cZtrMMo6AEuxck8dgF/M1natdaGNRlS4aOKCQooGcjlSctj7pIPcdjXjZhWm6ll0PDxNOcuacnpc5ieb7AVeLmPKooGCWYAjjntgnr/jTJNHhuL57jVmkSB0EtusbBTOzAvuLH7qqWPzAcHI9avW+jx6t4ktoHuMWVsMyNIpXC7dxyccAAH19OM1qa9HBr+rRXi2EqWUNqUiEKKR8oChm9FIxjjHHrxXmYe3tVc8WrJuLS2LXhe5tYbO7MNxBBJGpDQxiRDtJwRneGccA/MCowPpV/RZv7W1owWNtPe37LlvMmOyNB3YcDAweCM8H3qjHpsEatZ22ive2RADOZ2jiU5BCuwC+bIMjgZ+U59Mdtpum2vh7RILKJfKlnbMmSQZDgAKfaurGVIxhbqcfM+a25TtfD91asWGp281wzE+XDZh9o7nOQuCeuPWqusafqOlxyTS3UU8j4VZPs5gaMhgwIkjfggjuD0Fb1j4wksQIo9OiIX7zAYxg44OP61Ffa9BqBeNhhJDgNwRnqBnHcmvnY4yUZXSOr2MrWbOYnvbzVL+Ow8R6fGbKVh5OrqoM6Z+6TJkB1DH7rjPzY4OMceul3Gl+MItLuVhkljtsLIrBw2S7g59G68e3XFejaTHFMz2F3tltpchVySoJyB+WT+tcpqmlHw/qQjEg+0CZTbeceGwW/dFieMlzjjgt6EkenGcasNFuZU+anU1ZVs7safDd2zklhcb1bcCxAbaVU46qR3Hcdq9Y+Gviy3lsbxZWd5N2WZlIGcAZz0yc+teJa7qHy2l88beY0jDydoBTcDlOvUvjPPr6V6J4PT7D4dMRcmeZU3HaFbLDk46ZByOCeh9zXo5WrXi0fR4CKrVUuxq31x53iyMthxIwweg5PBrrPFmrRafZeeAzyyyiGJFY4aQocAnsBjJ9ga5PSYXuxNsCyvDuYHoRgZBHHXgdu9WfEVmda8A6hL5gS8spTPG20HIAzt6cMwDL75I719DWScUfUYuPNGOuiPLvGFzHFpFtFMHMu3zHaTKtuc7s8ndkn26CodJlbwzpwtLebyvENwpZo0w3lK4GAUZT8zAL1/h9SSKl0mxkit9P1nUo/t1tNELmOJHBO4NsJ68YKhBnB3OvXqcL7PqFu0lyqxvO1xvmmRwWL5ySQOxOOCeCRXPNWhZHw+PnGpOy2R1Oi2L21q95cwvdXrEgys7NKWI5JOSOOevv9ag1ZrvRdK+1bhbXt6fMaVyzNBHyF2nP3j68kDGMGtK40nUrDS9kupR2cGwSzCP5XyxVSvTOQT3PaiGS81DVI5YkiQIxk825UuUBdsFVztHA7Akc15cqzoUnd6nlpc8fdRyum6fcTWZBkutQkdyQ0IITJAIDEDOTyetbk3h/UdNhS4v7mCx+XILSklsYP3VJOTn0ruNWvLPwPaxSalMXmKjZ+7b52bJ2qo6446ngEVl6Vqmi+OruXTNSsm069XgoQ6PGCcruUjoQQcg/wAVeTKSmrykTGM72SMfwx4wuLe9HlXFxc4fZJbyRIiu2MgYLnhuf4ff3rU1fw8mnzDWdHsmJkQPuaQloI2BLiNVZVBUkcH0POax/EngKPwz4geSCSSfeqsMuuM9ME4weM9R2rrvDepGTwvev3tbsqo3EH5lBPP/AAI1rRquLcU9jOpGStJo4nXr260/TP7QgR0WMbWkkjKnYxBSaPjGA2PuscEdcGo2hj8Q6aH04FI9u5NjEmIZAYdONz4OMdx3Jzp3EcN5eSCKGxiWUNGu4+WH3KxYbw2xm2gfeXqV5rmPEMV14T025spWeNTIJ4IzjEgbIyD04Kjoexr2aeJcEm0d2Fr2ny1DsPDukw+H5bFdozdrIjKqg7twCkkdDgAjn0Fea6fMkN4/ljGCodnPJBONpH1559qsp4kuNS1LTYmZgkc8cYi8w4GGUE/U45rR8O6PbtcCU4Lt8u8NgcYyPrkHk1vGoqrbsfb5fiaWIlGjDSxv6jr002mxWrQsSck4UgHIGSPY+3Fck1ysKyMw5KgLXpOqaXBeaTEqDBgXaxGMKuOT/Tj9a86vrRHYoNqEyDB7cZP9K7qdWKagj2o3pKU10bLmi6XJrl6kSo2zI3bfQ4AGfU+9dj4b8jQdeIhY4iYAkjceQCOcY5UgjH94Vd+Dugw6zBdwJcbJ7hNuEYK4Vcscc9COPrj8b3jHTY7HxPrJt4wkcU1vF5aqQB+4XBAxjAx29a3nUamqb6nlxx8az5U9b6nsmnzNJZpKDvIXOePTrVXWJlbw/wCSY+ZWH3c47sT06nH6iq/hucNoYXuq4I/AcfXFNuboPqFgmMksxIO7A7A49fmPX0NfGuXJVcT5vFRTquxa03bY21o0v7sQWzlhwBwAefcY/nXxN8TpHm8S6m0i7X+1yjbzkYbAB468H8q+4fHOqW/hrwXf3E23dHb7YssR8zFsc+mcV8B+Ir17y7Lu7SMeWYnJZiSck+uT+lQ7qN+5tl8W/aVH6GEV29ab9KkkHQ0i9+M1iU467EZXPSnRg59KeE3KfyoVfm9qCqcfeR94/sbyLJ8N5mAbm525YY+7Gi4HPI47epr6EbpXzJ+xKjJ4R1VsYR5oyP3mSWHmAnbngY2joM4PWvpxuhNd9P4T4rN/98qHzn+2CxXwro+P+ggP/RUlFH7YTbPCmjn/AKiA/wDRUlFcNf42GF/hI8h+AX/JaND/AOu05H4RP/jX3fXwf8AWLfGbw+Sf+Ws4P4wMf6GvvCt8P8Jz1/iSOX+K1nJqnw38SWUQJkudPniXHXLRsMfrX5ZyEbj2r9P/AI1TrD8KPFbNvCjTLjJj4b/Vt+tfl8zbjnr+tRX+JH1uS6Yafr+hr+BbqOy8Z6TLMwS3a5SOYnH+rZgrf+Ok19d+B9U+2WbbuZEyr4GORkHjr1B/Kvir7rg/jX1J8NfEUR1FXw3l38KzHIOASgLN9C+/8xXqYKXNTlE+6yWpyVHS/mPXLWbeCpxnOD+HfHuMH8ateWJIz61l28wjkxxyck8ckAAfpj8q1o2+XjjNbyXU+omnF3OeukaO4G5tsYOcfpjOen+Ipl1ZiaF1b5xID1wQQc8Y9Kv6nAZOQAAvf/P+eaq24eGFhsAXGfu5P061aex1weiaNT4f30epaTqekJ+8+zMXQ5wdwyDgY7kfzrRuoTdaHDDvaNpBJhx1U5wCB6g88964PwPrBsPF2ot5kj7ZSHcqFX7o+UZ/ujPOOcCvR9QMXlxPGPk3kjgAYY5/rUVF71z5+tF08S4dHqclp97FH4ylid/JbXrJVhTbx50PmCSMt2YrJ3H/ACyb05wfiBC7yXKSjbstvJTcuR9w4P5gdR61peMtAkvtJvRZnOoWcy6jZ/IcB8klc5/iIkU88b6n1HWp/FXhTTNZs4Irud7b5oZlznIztbjgg5HXqK3oXVRNHwGfYLlc59GjzC6muLyfFvDL9nhNxAI2jVwq+YXXBLcZyBuBH3faszxlp5vvCs0bRyIVi81Q/IGGyMehKjHBx0qbS/Flr4Zjl0++0a4j2qymVZSTu5wegIABIxn+I1n6/wCOLPVrF4FMiM0bIXlXGRg7RwTwAemf4jXq1ruOsep+b5ZhZQqxkpHlCt5lrHJn1B/AY/kBT4pWjKMpxhlP5EVBGNqyRgH72R+ZH+FW7OP7VAQRkZ25xnGQTnHoAD29K43o02fo+B1b72Oyu737C09s7bYZ9u7JHRVAyDjp/wDWrmdPRtS1S5DSDeG+XcoOSM4PTryaseKs+cVSMv5qxmULy3zIDke+PQ84rAt9Qa21KC3DnzGkG6feSe2Cef4Rg/hXj4uDnUaR5WKxPu8i7/qehaTazaPMdLZfNS4h8yYxsWAiDNsGT0BIyc9ePWurhtvtE1hYaawnu5JROu1shdpwWc46Y9PQCuBs7wSSf2g1sDHP80bXThU+U7FjU5AJAO3g969s8A6GthY/aJIFt3uAoUkgPgDklz0Oc+g4+teZXj7KCqLRo4acrxtYmbTRFqkFkl+PtJZVmjVFLouQCTID1Iz8oUUy9u7VpHmeJpblhiI4ZUjbsB/+r3qLWtaFnqUMen2rxm0YF5JpQzSDeSQTgZ5B6diKlmsItR1y/gSWLZHKJY85JSLcCuD6EEY9a5a375JLrucsPdk2XbPRmvIyZEaQ7txWM4PJ7n6Ed65nxV4Lu7WYSW0s1ssisY45CGQkddrAjkD+RrkPjz4g1jw1qHh4OLgaAVJmFrOYWeTcwZS+Dg7cY47Hg4rC+Buvah4g1DxBZy3VzJpky7oY55S5jlLqUYH1ChskDnArenhY01dIU8Q5S5JHaaS3k26edP8AvVb7vlkDBIJIOepznn1FWfG0P9qalslsZZ45I0k81FICNuDZzjqFB69OD2q1rcMX9sHTrb5LmNBIw27iDnIPTtx19u1bl9G0m1ZmkMcaqgbaxX5QBntgc9RTVNwTSQKd5Js8v163k1A2N3KgluTdrb3jHu6srK+R2dGzx3Vq6y8hTUNYlFus8dvDwryAKJMDncSclQB6Z5P4ct4m1SFdUeziMZW8tmiLIxO2ZSGgYnPA3Bl4P8R4NP0W31fxlcS2ehWbkTEedOymOOJAxARMjB6Dnk8nHXj2svi4pzke5lNflruKPavDlrp+r6HLNpyF2wyox2jJAIz+JH6H1qhqun3en6VLCmXjlCswK5+YEED/AL6POB3au08G+E18M6bHbPKskzL+8dcBRkAYUegH48Vcu7EXFrdxMjZKlhwCdp6gfTryexrpWI95x6H1FeqppxWx4f4JtrLUBruhT21vbGxvjFbtG7K0hcFmAJfqQin5QBwMelVZLbTdNkFwLa+s7u3lImiuVWZArEjdgqOgAPPXke9bvim3s31Cyh1CKT7fFIWWe3ys0bHYqOCPvg5PXJAU4xV/VjpXjqAxSXCz65pjKomtYhm4jyMrJEGDZA53K3Y5PaoxKlONonxmJvRqNS2kT6hoOl3nh+SddSju90ZRp9iqu1STxGm75Synv69+KwYxa6T4yu7i4kjFpNCssIdliWRio3Mo9N5boOorS1a9tP7IluLa6i+02aql5bTKsJQMcZkMjbsDIwyuwOD2xVG68Ft4y0OKxvbaayudOZo4Zt2d8bYIVXx84AK9K4p0VVjydjhp1PZptFP4waDP8S9Hsxp21Li2maVDECXBzknAIypGO3YVX+DXw71HwnqOo6rru64vbxcyTXETF5MtuPLHJZiOSR2zXS23huPSfD4tpojJIigGQ9SBxz75z+VZt14d03WoblPLdSqYVlbJXkjOPU8V4VatRg/Zu5106NWfv6XO68QaDH4nsUkih2Twr50e4EKWzkqeOhA9f61xK2kel+HZ4QkqGaXz5WVQ/wAxwAQCeuEPP+1XG+B5PEvhXxI8SvcS6cG/eLKxI6rhgf72fQ9h712fiTx3cybLWFliu7lsfZ7y1llUx4LbuB04C5I/iP1HZh6PvOS2ZwYqs4pLqjz/AFfxALWO7IjYn7bHJBLKyoWUDEm0gcElkONvQ96xPFVv9sbUEgkjeSx8udo3jVTtk2hxhTtwrlOwOGbgHivV7zxRp+tafG19YaTqMYLkaijCOFSRgEDgnoODjOB6iuK8Fx6BqGta5Zx2dlblbWYtcRzTFSoIJkILkYCndjA+6PpXqRo8qOSlXcnzWOXm8NrY+ILK3huftjRxpes4XAIaISnPXgA469j610WhaC8dvavvkLyDc0YAHQ5457n19ab4burfUr7UdRZkgtpkSC3imXMqxxhRGC394okY467z64roNNV5PtH2d2NwzLEBJGSFJAJReeoVhzg9elawjU+FbH1GAVPnjOTszckurbT7MQCPAeNlkyPmIAHPXqT715frS+XeAhwgkDmFnXk7gVBx64J7dh9K7DxJo11o+mtJcX1xJKI5MMqoB8xBOfk68AcV53odzL4w1y2gEhlj02RUWSQhiFOSD/d+XDN37V6mDoOPvSPYzPGywsHRl11Pcf2ZNBaHxbeidfmgiWPyyoAVfmJ4x1JI79uetaHj5XT4gavZhNkb3HnE5OCBDCFz+O7pXY/APwnNoen6jrNyGD3sjG3DHJEIAAJPqWUtwejDvzXJ65NHeePvEd+G8wS3QtYW24GII0V+o7SBxz/d61WMqReJuuh8tkMpyanLqzt/DcQbTYxsUBvQk9AO/vg1cs7NW1p3MfMcaAE4B5Yn07fWmaCoj022UjYSuSO+f8ahk1KHRdB1HVpmVEeZ5DI2ABlgi5yegAXvXxc7zqtLue5iJJSbPGP2lvGUsk8Wg2cu1JszTKxO0bQFVgPc7v8Avn8/me5jczmGQfvV4BHOQB0z7YrrPF3jBvF3iu91GYlBhVhVnYhVAIxyTychjz1LVxV5deZNuHGOM/1qqsve5F0Pdw8aeHwUZSfvN6jG+7g5X1pEwOveiSQNlick1G8hC4FQvM4ZSinoTbl5Apkeefypmdq5p0PP5UxRtzI+2v2IJZ5vBeqmRkMMN15EY8oBgMbyN+eRmRvlI4yfWvpxulfMf7DMxk8B65FsbCamWDnod0UfA9xtH5ivp1s5/Cu6l8J8DmjbxU7nzn+2EN3hTSB0/wCJgv8A6Kkop37YWP8AhE9JJH/MQH/oqSiuLEfxGVhW/ZnkHwDj2/GHQD6ySH/yDKP6V93CvhH4BsR8ZtDHbzJR+UUv+Ir7urbDfCzPEfEjhvjhJHH8JPFplKhDplwvzMAMtGygZ9SSPzFfl9I23FfqL8asf8Kp8V7lZ1/sy4yFAJ/1bc/h/Svy7mwx6dOn51Nf40fU5Ov9mk13/Qbuyea9V8BawbfRLO6QEm2kaB8ZJHO9X69gT+Q9K8mY7cV13w81BluL2yOPLuowBkZPmKdykD6grx2YmuzL5qFWz66H0eArOGIi1ufUej6ybu3tzFkvKQ3PZiucfgua7bT5iYgrckYG714615T8Mb+O4shCeZY/mX5s8ljk9fXH516bZybW4HGcfpXrVY20P02o41YqUepduAJB06cis9l+bBOB121em3E/KdtV2i8tSev6GsY6GMNEcfeLLY6xczylfI+Vl+YjGABtHuSc/lXoEOoEaaPPyNy7lHfoSQB7H+leea7Kz3csHKBjujJwTjHIA9AQa7rTY3u/CqyciS2/eH12gruB/A5/A1to2jix8Vywq9mSfblle0mVd0O4Rs3UBWxz/wB9BevvXMap5ngq4uGVjHpN7KqsykAW0pddsmc8K5yp99p9TV+21OO3+02c+fKeLarjg/NgMR6Yzngd6va3JBqHhe3+2BZx/qrqMKSJMAhlA4zk8jjnI9axqpw1Wx85mkeaFkrnkvi6+S81I2d/Zx3MsKqjT42NzkhgQecj24wa8+1zT9MWQrCtwA43KrEds5/UH/Oa6rxo3/CP6hC9in27Rol80nIE0SvhmUjHzhSQeTkBiO1c34iu4pGRbZlNtJHujdMEHOcEH8T19a6qOJlJ8l9D5HA4GjTvCa97VnEan5duS8K4AO3P1GaueG3EeWP8RJG1sYxgk49Su4fiPeodVtPJtxG3VmyfToah0eb7OwzjKMG554BII/HNXWfU7fZfV6t1sa/iCQTS3hBV3WFGXbxl0UL/ACUn8awNF0Z212WS7t5lto7dZdsbLu2yhERuTt2nzB1IxkV0OjWjXlxdtEFcN83BHysp5X8QTXTMs+oaZBa2iW8dzarhT9njLGMclc7c8Ek9e5zXmSqJNy6nysqfNOfM7dTl4LfTo9as/NeN3hUFszEtjBxy3AB6YI4z9M/Q2k3tpDbwLbPbCNVwsiy7365ODnjJHYDtXgF74akhb7a0caWhKmTy4wuz5RllVR2wP1rttNuLhts2o2NjJp8a4SeK1EssoxwH+bpgDkfjXl4pQxCVnoc8XKneLR3msXC3jCW1t2kEHyzzTTlgmScAuTye+AD1qhrmgX7acupaUVi1y3CqYWf5JIxwYmPTkHuewxVzwz4ijWxv9RNvp0wjfEFtFaRlsHOSRnv7jnB+lbEljJqVjFdpf3Ns93GF8u3byhgnggKduCAOg71FLkjHQwqKUn2ZyPi7xFB4j0E2V34evpZXx5ls8QJXHOTyOMjse3SsjwlY6jocCHQvBq2pPBmuG8kcYySGY5IHv3rrNU8OzaTci807UdQ8xVxcxyXBKFSQDIVz95SQcjsDVS+0vU57u2EuoSXCbl8wzMSDnbkA56H29K6PrUYacp0UctniVz89g8F6TK2uahfX9zHcX91JgsilY1xkhVJG44HoOvrXXeI9NurPTY/sVy0meJLXzWUsAeQeO/HYDrniuT8M6VYKkRiM32MSOqXG5gwwxA43Y5AH1qrr0lnpHxM8ONIZJIpZdoBnKM7EMgbrjgv9fmNdVNqeqPJnF0nyN3MH4geD5rrRSbdIjq8UKzloichgdxQKB0znj2PrXpPwt8PJNoGlXpjnt7yaBZbpCgQpIwBIAx6mux8J29uwvNYMR8q+w0KSMDtj24VMZ4B5P41etrddLWGC3gL7m2lVYAIoBJb6cfjmtKlTlfJE+pymk6b9rfdGtHg+Z97hcfNwMnjHT6/lUbRvwMBM8ZCnJGCeuf8AOal3GODawJ3HPIPbgHP1J/KpbOT98mTgZ5/LvXLzdT3ujZ5T4q8L6prGtPe2FvEiWc2VYk8lIwVUYH95z3/hPI7+b/ESR7jUrDVVsxazHdbzGB8ncpLA8YYEEHJx3XHWvqvasSuWdIsnaSxwOg4614/8T/hVPdXaaxYmA2zxss0pGGjHBVif7pAwWAz8q9BnFyqylC3U8bERVSHLJHilv8WriS5kh1jTYtRCZRbiZcTqvqQw2txg9Of71b9t8S7YKjWOrW0KKqqILy0kR2RRtA/dBlzjHQDpXnni6wudDkuLa9WOOWN8K2QcqT1Bz9e/Nc9b7I90rSJGm3eoVsHGeFB9T7iuylUdSPNI+clH2cveZ9J6L8Tv7YgdXg5CnzPnjkCgEAYJPTB4z+VNj8XWLXUifZLnft3N5aIhxyQcYHJGe3avn22i1K5s5ZtIEhlVlU2+4ZfcCeOOg2n8xWxoHiQ6fcaRqDz3ieXEDdQfMQrLK6tGpJ/iQI3I43isJ07yvyjlVoWspO57J4m8R6M1iI3kNuZhu3OqOwwM4wzgAkHIJPbFcbqmo6TNa2zw35spV+9JFZQmZsjklvMyM+xzwelWtb8cWOl6DBdm4W5B/wCellGA2fmBBKDoGHT0rndG+IkmvW8jNZ6W1pDw8clgjMmc4CMAOSc9CK6F7q2OL91N3bZh6xJNfaoFsrqM2kQZI/OYoFBGSVUDCgknoM8nrXZW/l+DdHFpPbRxanfqpuJ42b5LcuuFYHnLANxxwcYogmtfCSvcatpaT6ruUQWs6DbFuQMrOoPLcj5WHrwMVh6ldRXCSzJDPFcTOJZppLjzWdhuB4I5zuHXnj3p0pXfLI74YWnK1rou+B9eiudZhs7lI7O2VVLKUJLMqkYJzjOcHI/u/n2F1p6Wd7drZzRwROiTbPmYMVYbieeCFCflXJw6eltZ2huESIYBM6MSCxwck9VJJPt781oaffH+0CJbgGCFsSpsLEqcKcHPQAr0ruiua9j6ONFYWCZN8RjeXX2LTNKt31Od1WV441OBk4wR0yQM8+3qK6v4M/s/XWk6lLqusvseUYW3jB2jO3uenAH5V03hnxDp9por29rbwwarHPG1wZACyMyqULeoCMvQ/wAI5zmtSb4qXtxGYE0qczrI0RWApt68NuJGQQfTIya6PrEo0uWET5+pTr5lirTnaL6HUeOvFsfg3w6LewaNtUnX7PaR8bVcjhivZVA3cHopryXQ7Hy9QtbSJWEFnCVXnlmJyWY+pJ3EkdSaaYL+51+W+1aYTXL/ALtETJigRiPkUkdznkjPA9K1LOJrbUpJGOxDFksOAOT+uB6968SblCMm9z7yOBp4GipR7HXQ3jWti6ngiMnAxnJBwPrnH51w/wAffEj+H/AKWauy/adsQw2DyCTnnoQG6k9a25tVt5Ps8PnZeSRQUxwyj5mB46bR614j+074kW41az0xWyYk81tvTBGAD9CG/P8AL56lNxqNs8aMfbVEpbHi1tbvcPJIegJ5A6k+lVL2ERyrg845HIpI7p4SWVipPBxUaq0zHGSf1qra8zZ7k6sZ01RitRkjHgdqaxzRICrEHjtSquSM1fQ8yzvawvVKdD9aUKKeI8Ln14oOiMGmpH3N+xC0TfC++WNCjjVJDKTn5m8qLBHtjA/DNfRrZ/Svmn9heYN8O9Xj5yNTZiNxPWKMA4/4CelfS78Yr0Kfwo+AzL/eps+cv2xmx4Q0jH/QRH/oqSim/tlYXwfpBz/zEV/9FSUVwYj+Iy8Mv3Z5H8A8n41aMM9HnP8A5Df/ABr7v52ivhD4AsB8aNGOeWebj6xuf5CvvBc1vhtmZ4j4kzifjVv/AOFT+LNu0/8AEsuCdzYG0RsW7dcZ6j0r8v5FKzMCO/8AWv0++OGR8JPF+FyTpVyOuOsTDP4f0r8v5WxIKmuveTPqsmf+zST7/oVWzkg881c0m8exvIpUJBU7uMdu35E9RVSY9x9KSN8YY9M4P5VMZONmjvpzdKrzH0P8PNYMWrxNGd8EwVg20j5SACM56A9vXNe82MatAGzxnJ6f56/zr5R+GOsbozBvAltW86PJPzIcBl69ATn/AIEa+odB1FbzTYXGdjruzjP4Hjr+FfScyrUo1V1/M/ScDW9pR5L7bej/AOCbbYkUFRz71FP+7iLP0HPHWnwXCsGUdaJ88DGQeK5paM7FdOxx+qLHNq8aBSrEZDsDngZ56cZz3rs/CsxhkezlC7Z0wFJ4LADB/Qe1cTrVq9nqUUsZVBuz8xAAxkZx9K2Jp7i3MF3bgssXzFWwDjBwc59SPyrVrmSsy6tP2sHT7i63oY+x3kLEvJasQozgEAEDjuQCR+ArDHiGPVtJKtP5SsjMV3kFJI+RxnuuD0/hruby7XVFt9RiIjSb5XPTDdCQPc46jvXAeMPDN3pdwL2wKhHZSFZRgHOdpPcZA4B6Zrpjy1EozPCqLnp8st0YHiXTbfTdQiWMySWN0doLZJUsACSSOcgtjI6ge9eUXWmz6PeS6ZJkpGzSwHttLHcOnUMSef71ema5r0eoaXbQGJnCAkDeAMjgA8dAM9D2PNcB4ukmDRTs2+dcsPmy3JG5enQgjnOMmlHD+yaaR4eIw3s7VY9DG1SDfBb7uvmAAj0zgj/PvXPzZtr5+CNrcj271t3knn28ZVshmBXkemc1Br1oq3XmjnzEBP4j/D+VdFaF4s8jFT9pT5olzwPqYsNcnV1MsMu1mjHVlyASD6gdMeteh3ejto+rRXlu8kiM3mRvEcB1JBDD3/PkGvH9H3w6haYIQl2i3tjHOMdfQE9q9Q8I+K49P08aPqMby2kjNsZeCgB+8voRivlatTkk7dT5+eH9tSVSL2OsNrFepJd2du1zFCjSXFpEAWXBADbf7mT26d643w7q0t413aRxG0jkczR2u3K/MQCBz2KngcfP0pfEllqXhXVIrlZnxL89newsACoJBB5wHUnaynoc9RgnW0Px1aSXVldeKLBHuzLgapBtiYoxG8uAMMThc5x0Fc06PLFxW7POp4hzlqtirq2l3WlwveopiYEuZEYEHAwAwxzznAwe9aVr8RPP1dLz7QkcQ8p5rUOYsbWQFAhPJO1VDZ5Bye5Hf33hS21y3ItNQtXt5l80RyOFZAxJXOeMjjv2Neba98IdeSUwWFqJJ5AzLKV3rkEddgOABnqMVxUJVFNwmtDprKDimtzstF+J2meItZubSG0uYJwRuU7WG0gjBIb+8B3qTxNeQ2FrPc3LXdlF5LRxxtMscUbfMoYbW3Y2+pxwOK8p0D4TeMPCupSXVxeJBc+UZQfMdjt3bQxBXpwcfQV2WpfC7xt4oVorzU1lgki8llVBGApZc/NnuF28nHJr05WUVoc8eem3yyC3+IOm6Bp+lSIyXsM0fmGK1IYrhQB34wSOOOhrLsLO48a+JLLW7+5jsNItd89rK6ODcPGpkYIOTtUKNxzgcDOTXTfD34NaNoum2V3dRxXty0Su9vHIGhyVGcup5BP908561A1ulrqPjnVb0l47XTJY4Y1XasKFBGiKP4UBfoB2HXqLp1FTqJM5KtN1acmj234XRxah4H0h0RYlhtYwV6nO3jB/ugfyPpV42Ob2WcEFy2BlOce3Pf8AoKw/hTFJD4RtbJ8JJYhbJnRiyybI0BI54BJPHbBrrJIR9q+YhOfmI4wO56+gNa1E1UZ9PgWuRNdircbomjQKrKqhepB55PH1J71PbyYmUuCMsBzjHWoLqbzJCwILMcnGcdelOgL+YMNv/wD19P8APpTPWSaiSapAupRPCAU2tk4PUjI/wo0nzLe2jtZZThQVG8D5uMYPsaZJOfOfKKdzZB/E/rVmZVTS5Z8hGj3N8xABUDPJ9Kzk2jlrW9nys+Uf2hPBP9o68IfD9wtxclm3aJuAmXbtUeSP+WoJ6IuW5Xj0+f5re5gLpKkiSQtlopAykY6g5Havcfiprej32j2Ekdp9o1q30+01Ce+Dfd+0kM0LAj5lAdCMnI346dMrwx478RX2k3KQ61dXVmIS0drdEXEe8EjaEkB656EYPORXfGUYUuc+QVOeJquC1OBXUr3R7ORInZEAwoQZLk+px0AH6ipobibUNCeaZpBKs2wqcKuGTIOMdipr2bRtauNek03S30bRhcXM0duk6aLaNE0jYBjddgIVgBhlKlcn73GI4fhoniCx8Z2OjIbSCDUg0Kykl0RVlUIOepBAyW70o4pNN9Dmq4LkqKDVmfPyaa+oMUMrHac55bI7Ee3Tn6V6jb3Wn/CfT4pEmj1bxRKu6ACQTQ6duCgyNg7WmOBhRwmAT8/C8DH4V1a11aeCK3d0WXym2gk8cMfw9K67xV4dm1C+lidgJY7VHkbfz5u0l1J7kFW/P8Kz+sRclG510MA5RcktivoGuS6prVwsshu7mZTKZ5G3fNkknJ6nqc/WuourWISRKm4up3AkYwSeuM9hXmmh2/2XV4NjkQqwEi7uBgnpz1wf0Nei6bevHYiJuTGWUE98YIJ49KqVOUZqUTow9RS0l0O+8Lxpcaf/AKRGZoSGTa3QqAeCM9R7jFaHh/wdp9xNc28KuAI/MdC5KjaQVBH1UdscVX0u4Nn4ftFUNtY73O3I28sQeOoOeBXbfDjR0bSru9ZXSS6bBzkELjOSD3PI4Genpx0SrypySb0Z9LiI3hFHlOuXL6T8VpEkkHleIrW3CLGuMSFRGqkZ4O5WXnua7jRLkXeoW06yrtILMMgbuCCT+OO3rxXI/tBeFbqO1fVrVzFLpLRzo6hVIhkfaQDnkpKA3/bf2q94A1NPE1vbXrExy3SMFZANok/iUc9Ay9/Q16OGq+0hKB49anSw+Jp1mvL5ne3SrNdHG44OM46YBB/kcVatS9xCVWPOOFznJBAP4jp0/wAai0/T4laKJZZGGCem3PTk/Xjr6CtqOzSztHuUDARru4By2AeB79O9ebXtblZ9lUqKpTV9jNtraFbi4nmRUjtYwMrzlieccdcY6epr45+KGuHXvGur3IYtH53lIeMbVG0Y9iQT+Jr6e+Ivi+Pwn4Nv76dj9oyVhRsjzJn4BH+6uTg/3e1fHLHcOTknnNePOkqd/M8OCtJyRDuO7FXdPyZnGM5X8fwqmo+fHWp4WMbhx/D/AJx+Vc0leNjqw0lTqKbHXyrJIgXrjmmquBT7pgZyw5Bx/KkjU5yeaiOkbHTUXNWbQ0KWbHSpJADFzQwG7/PpS4zGRTvezBK10z7X/YVmaT4d6qjLhY9SYK2euY4yRjPXPt6V9MPXyx+wfcFvDHiSDPCXscmP95ME/jt/Svqdq9Sn8KPzbMlbEyTPnD9srjwdpP8A2EV/9FS0Uftmf8ibpHr/AGiv/oqSiuDEfxGKj8CPHvgCuPjRoTNwTJIB6f6mavviPpXwZ8B5F/4XR4fXHJuJwPoIZCf5194q1dGH2IxF20cr8VLdLr4fa7DInmRNZyB0wTuXaSRj3AP+FflhdfLIQOxx+tfrR4hgF1ot3E3KtEyt+IIP6V+T2qIsd3KgO4K5AP0PWpr/ABI+syd3ws15/oUXUMMVHs2kr2PNTbSaNhK+61gmehKHNqi94S159F1e3uCeEbDD1U8MOvcE+lfWPgvWo2tYkjl3wyRrLFu6fdBYDnoQc/8AAq+OJlAbcOM/zr2n4T+K/N0MwGbF5ZvvVCxJZMcDOehBK8YxxXu5fNN+xez/ADPYyrGeyfLLeO3muq+4+l7Jyp3ZJB6nqfbnHpitC4/1IZDke3Nc/wCHNUTUNLSVcbHUFWzn0/8ArdPWt+zmXbtIxx936dq6akHF2kffc6mlUhsULiBbpTuQOM5+bGOCM/lj9KWWN7fT87fMOMkc55PGPwz+dWZFLO6rztPP4023vEVQsnPz7M8AbsdBWbFKV7NdCXQoY5oRCD+6lGMEjG7OMnjof5Grk1r50Nxp1znDDKybQDweD16qcfmKisYxZmVgMo3zDGB7H+nWrFxeprQKwTKNQgGRwCDgcAj1x/OnGVzwsdeMvaRPH9c0+bTdXuLdkTz3kzGH+63BOVzxgkfqa4XxZZvdzoZyokxtAHOAMDGfTGOor3jWbK31CSKS8spH3KA7QgtggEhgccEH1Fef+I/CNmyCe3a9lDbiPOiIK9MAkDgcenavYpSU0lI4fbxmuRo8atrExzFG4SAtjsOTgD6AGnapCP7NsJCeZIWHPqrkH+VaviCEWMz2gGyU4eTORhsY249v8azNWSSHw3FI3VLhlX/dYZ4/4EG/KtaiUdF1Pm5NxpzVtmYE0Ykt3CNtkUiReP4hjj8RxXWXVu99o9nqUBWdvJJlWNgSp25JI64xzwMDaPSuDjuTDIWJOPrj8a6LQdYl02PEUjBM/IqjkZyCV75BPbs1fLYygk+ZHi0Zys7Lc9BuvEFvZWdmuoWRvdE1GGOV4S5DpMqtG0qNjAckE9OdwB4xSXGgxTWcVxbk6npUigpcxjLR5/gkX+Ej16cViaH4i1DWPCNwrSx3N1pMqyJFcqrhoiAoUHGQFKjof4lqTS/G1zpk3m29jb2ayLmZrZdg+uBxjIHTuM1xyjDl9nJ+h4OIjUpVXUivU9M8ETaxZWLxqFvorIqBBIQZPLYAo6nP3SuV5/iRx2q3qGv2T3kTpJIhiYq6zYVhlSMEADv6Vy+m+K4JtShumiNpdW8ZYXFrwWUkZDJnac4PcZ4ru9Ujg8UW6amsVnqJRUBkt1wwGQAWjYntxkZ69a6aNOnWaTtf8TzsRVq0Y80U2u26+8t6XqlxdtDHFfyJA0e0oshAChRxx68fmap+IdcbUNHuWkuvtLyxyRhsEkMARgEnjDA9R2FP0OxFpMpt7uFHO5VSaMDaSoA3DAOBnoK57XNefR9PvkeXTCZJFWInZkIxUM+CvHO7n3qp4ZRSSZpSxjmryVi8vi1WiskjRYodgAeNSByOCPQE/wBaxPibqVvD4He0gm2PqWoQi5WOLLNbxgs5yD6uPyFc5qXjG+1SxH2axW22qrm6uGVEwQCGCgdxnoK5q18VarcN/YFvrkj287CSUK+5doBBGPViSOMZ4z0FcqpqnO8jeVZ1o2h/kfSfwj+IXhy+0XTtNtryODUZg0nkspTfIWJZVyAGIyOh/Diu/wBY1O00iCe9vJY7aCIANNIQFXJwMnPcGvlCx1S9t7WSGTyEt4ghbyLVEJdXXY5ZFDbtzDkn+dfRy6lDb6fFaaxe2xuCMTCRlXc5xkbc9MFTgHHzd+9Rl7WXOj6fL73VKS2Lem6zp+s2f2mxuUuIG4V0zg4OP8/4VbtZka4ijyA7LuC55wMAkD0BI/Oq0MVpboI4I0SIcqqgAfgB9T2qe3t4PtS3RSMTIm0Sso3Kp5xn0zWjtY9+okloI25lcrw55GRgev8AnFPvrpLjwbqEzjyl+xzFm4OzCENyfTA6+lVdQvIoctNcx2UPALkqCCT2LHHI7EZrZWCK5tZLaWMmKdWR1wTkMTkfQg+lYy2OHExbhsfEHxqhnsLGNZHVQul6PAkauwIHkSMwIxydybuP745zWX8G/Lmurmzlk8uWWI4+XcDnoMeobZ09TW5+1o8ui+I/D3h9yZTpumxotzk5mjBKJuHTIaOQ8f3zXCeAbowahBKQpATzN3XGxdx5yB1A7/w1tUS9ifL4Ot7LEs9h+H8PiCbxdp08Hh+6+xfbYGmkcrGojRgd43nlgAeAOcHp29I8A6PqVrdeM5Elgi26q4ZHdgyqhkBBOOpBX8zVn4c32myWNlcteHfOqu0IYBQ+0JtzjrkdM55FPsb7fF8RCJAgGryQKefvOSoyfdmHQ96mjShNNI2xMuavGTZzvgXwLN4gt9Yl1NJdMu2vGubZ5Ylw+5vM3Id5yPm64Hp1zjk/ijos+jadNaadcQPfu7iYqp3m3dSWY8nBy238RzXvy6hbaXpZhvQscVtHvZshRtGQSD6gKeD6GvG/it4dbVvGENvaxLPFc2aud2CpPnOQeeM529DxgelebiIwpPnXRnoxcuXkT0Z4HZ2D6Vb75WVw65AwQc+5rpLO7VVhkZ2CSKjN1wMopYcehJ/KnatpUlteSJHB5kXB+YBsjGc/5Hao9F0k3kaRkHCttwuSxGeCOOoGOnSvUw+IU43Z47pqnU909Z0Ox+26VY+Uz75vl+YgbYwQSRx1OQOfU17QscemaLBFFCEWTkAEnjoBnHsPzNeYfCPw3/akN1EkbRIJPLgbcTtVTyufQHn05Ne1XlmjKICfkVSq569Bgj9OlTiG5w0Pr6f76MJs838aCBraCa/VpNMmLafeDHIt5wI2IPYhjG2f9mvDfhzLceC/FV74Vu5GMlrdeZCSAFJX7+BnoybWGP7pNfUGqeGUvNPubWVQ0cqNH6n5gQcn157fhXy78YvDd94dfT/EttmJo5hZSSNzmRVLRsQeoaIcgjqjZ610ZfPljeT1OfGUoyj7y3Pf2u4o5gpcAYJDMD1JHGM9eP0NReJfFlpa6WySTpHGq+ZPIxAVVBHHTkkg8AHPSvKvCvxi07XNPjGsl7e7iXAkRkCdeGBLA5Ax+RPrXmXxG8fR6uxtLDcLPd5jsRgyvz8zDPQZwP8A9QHVU5I+9JnoylzQS6FP4r/EKbxtrQILJYW42W8BAAXPViAfvNjlvp6VwW40shLMT3PvTeRXhVJOUrnnykpfDsGcNxUitioxHuyc05c9KyFG6Jou+asx4AHHtVTYVbg+9WIxms3Y9PDtx3GyMPMP1pQflNQs3J+vFOUnaaLaIXPds+xP2D2b+xvFYzx9ogIH1V+en079q+r2r5K/YMU/YPF7bsgy2o249BKc5x7+vavrR+a9Ol8KPznNP96l8j5x/bJ/5FHSP+wiv/oqSik/bKbb4T0f/sID/wBFSUVw4j+IysNG9M8f+AbZ+NXhwdzNcH8oGz/OvvdRkV8C/AMbvjZ4aP8A00uv/RLV99rXTh9jnxN00ilro/4lNyRn/Vn7o56emf61+S2oLsu50PBDEEelfrfq0ZfTbhQ2w7D83XHHWvyo+Imkt4f8ba/pzqyG1vZosN1wHIBzgdRjoB19KVdXaZ9PksksPUXmvyObaTjFOVgVHNVzJu4qWI/LXM1oelCfMxZEBX9D/jUui6xc+H9SivLaTy5I24J5BHcEehHrUbYqCUYXpWtObi1qTO8JqpDdH1H8JvHUN80sc37u1mHmxIQSVYgBkHHX5s4A/ir1yOUQ/MrE7euPw5/Ig/jXxF4M8USaPcCHftQkbW7g9AD7AE/ma+iPBvjR5Fj+2v5ESrt3AkKqgE4575x1Pc19hGKxdFVY79T63I8wVRSoTfmvTt8j0e5uGmmEQlID8K+f0znOcA9B/Srdno4+zR5Lblwe4zjscdiB/WuH8RaksckFnbgsspDFsH5cg8npyCO/pXReFdWvLq4liuiywqVEYyApXkAAA5yAM9MVyVKbSPp5STXuHTfM1qA7nCkj5eODkY69elY9z5uiXD3VsSABkgYxxxzz0Ht6mt6ZooYzubBcYBznvwRz/nFVb5hNbpJGuTjIxnuOefbJrni+WWuxxzXOtgt9cS+jO7bFIxyRjAPbn0JGfb8etDxRq1joumyzTFLi525MMTbgO3zHPX2z3rntQ0+XdIY18liTuUHj6H3yPSo9K0tFs5YZcSyNkhZDu98k+h47etdkYx0kmeZUpTg+VbHkvii2/wBIfUWcgTNkJ3G4sTx6kjP5Vj/bEn0a6tnQLBhW9W3A4z+GT+Z9a7rXNAWbS7+V/nlR1IKZOFVMEkeuQ1cvaaaG027kZN4eJo1HcHbuDfp/nrXowkpNKRx1MKpU5TieZ3ihXwOgPBrU8NzwyLsI2XcbmSFyAQTwNpHoQD+YqvdBPOKMvHTHFMgjCsFRmJx1Hb9a86tT57xZ8LFShJ8uzOw+F9wLjxw2lEGNL2KVF4PLKjMFK4yG3Lt49elRwwOt4QYnARirIMEqePbkH9cgirfhm3XUNWj1eGfy9VtImZQVIV2WJtrE/wALYA5A611OvaPN4wu7e6t3igup18xW2BD97BV0ztK7w2ceoxivmcRRk1ZnDJy52Ylza/2fdyDT5A8YJyVBZSM/KQAMgYx09TV7SfE2o6DHLZf2fKJ4RhdigLGAxGGB5A28cL2qtq3ia08NWb6beWn2TVIsqsyMTDI2RkoccHpww9QM9ag+IWuzzeKPMOYbZ4YGiCkD5HhQnBxyASDnHY1nRjKM1JmNblcHFdUelS6x/wAJksTBktLmE5kMbFnOerA7lzjHQg9q4Px14T13TbO7v7a9k1Czk/fF7VUBWMOHAYY3ZAz0yORUGiyfZ44pA28gNnC8jjAOc89u1Z3xD8Q31vYxXmnyyWU7LCWaA7QeIweO43A98da9irKm1Zs8ynGSV1FC2sM/hmFNSubS4ur2aFY7H7YxcpGAC0jAjIGMKvHOTiun+Hv9j6xYyS+I7TTo3YMJZPs6QyLJvCkDywOUwQWI+6T16Vg6X4vnu4bD+0lXUEJUJIQFlgAUEbT0wB/CwI5NbviK+0PxBKW0qSCwv/8AWtL5otp5GU4CsW/dtjP8RPUdMc+VKpzO0UelTo2fNI9K0PwV4YbVS6XE04ZVlSJUAj2rKkhkB6g/IFAJHUH0qfxb4H/4WRGBNqU1k75Mn2c8N8wJDDuBhevrXkmrQeJfh9ouqaot7IXu2jtLc3UKhZdykuwZQF+6ijIHcV1/w7+L2ialMLeW2ksNRSPDQMdzSfKWJTH3gCH6DgEZxmuiElbQ93L60KdVrZnp3gnwaPBuipp5vpL2ONiVecDIzzgfjnv3NdZChjikw2E2kZz7dvzrDsdQhv7GCeDcY5Iwys2c4I4J98eta9jKuxz83TB/Ppj0+taPXU+hqXkrs8d1j4D6v4i8Wz3o10W9mW8yENuLr0+QjHTA7mrPxI+K2peA9NuLK3vFK2cW2e8ZQHL8DCLu6n6nqPevZ42WztpbmRwiBSfm4xjqM+vTv3r4S+MXjCXxZdHyypF1Oz21vD/dBKiQjGcuSdoP8OT/ABDGV+dpHg5pjJqHKjJ1bxxYfEvWreLxXNJb7WEMOt28KtMitIOJwWAkRQznPDdO3AyV8K6z4e1V9O1KI24VVYyROsqSRyJ8siOp2ujKfvA460yPwrH4Wj8/XoVn1DlI9EEzJMkmRtNwAvCEbvkDBzgfd616f8M9J8SeMNahfU7Vd7R+UEaOOFY4UBCIiKAEUc/KB6564qsRLlp2jufI4SDqVbyPQPCeoRweGrPTZJg6xSMrSDlWw7AsPUEZ6+hNOuvEBTSdYs4hIr3mvRSK28ldpnAbJx2bHfsam8TeAL7RbNnmSL7I8sciyW+VCKxVdhyezAcj1H4ec+KpJrjT9RszNJbxG8mTK8nieRsk5H989R/DTwLajKUjuxN41IW8z3Lxt4uhs7h9PuLQzxXcZEdzG2VZg6J5RGMbj5oxz/C3FcndS2nmaXFcKt9AOTC0hdeSWyS2S3Pqew6V5z4i1zxBcW2h2sl3L9jeMXDyYA8yQE5B78Enj/aNXbH7UbPEjl3DE7m5+h/Ku5ZdPF3jE5v7RhSknUV0evXOl6drRQOsQBTy4woIwOSMHPUZPbtXmmv+DZfB97E813Eba8lWKJ0dlKEtnJ44UgH5icDI+lZ95r1zGn2eeeV4uvRSVPqDjoee/c1yLeKZ9c8RWUNzcSeQhEbTTk/OMY5HdgGI4HOBXiVMHXy6bT2Z6nt6GNgpQPoDwV4o03wXp8r2yvOAWgjnkfhmIyxJzzgAdB3r1HQdQj1/S4LiN1KHHtjngjjuD6V4n4m8M6T4b8N6Vp+mXTSyRhp7hpnLyeY/VduMKVI28f3SOua6X4ceMtttLYCXMqtnyUYEqSoGMAdOCevc131JR+rxqW1PucJCEsGpU1qepSM0TOVbKEcdO2cd+4xXmPxC8GzeKLC+0eWZT/a8G2GR22osyM0ivnuSAeB2B9s9tM91JbktIYwSNzYA7g4z+HeuAe+vPD/7kXq3cklwsxkDErB5YLLk9gSANpPO40sG1Ub0OLErmjZdD4+vLG50q+ubK6Vori3kaKSNuMMpIIP0IqCRSVDbhjOOfavcP2gfB8Ml9Z+M9NhI07VVVLldvMVwFzhv95SMY/unPWvI9Ws7XzAbR2MDhXCsMmPP3lPrg5GeMgDgdK56sXCTUgjRcqfNEw3ZQ33hmk3bjj3qa8t1hk2Y+ccN35Bwf1Hp6U1Isiuc4HGXNZjlj+Xd05xTsAMOKdyqgH605AnmL5mdmcHH86jY7VT5rRQ1m24zzTvM9PpRcW5t5DET7g/jUaDbS0krml5U5crI2qX+D6VGe9Sfwmn2M47u59k/sH2pXw14lucriS9jjx3+VM889Pn447GvqqTivl/9g+Mf8IX4hfrnUQO/aJef17V9Qzd69Gn8KPz3MnfEzZ80ftnsV8IaLg4/08f+inoo/bQx/wAInomTj/Tv/ab0VyVfjZthf4aPJf2f1/4vT4c/66XP/olq+9l+9ivgn9n3J+NPh4+ktwP/ACA9fe6fe/Grw+kTDEayVyvrlylno15PJnZHEzttGTgAk4HrivzB+Ot8NQ+LPiicMGRr2RAVORhDsGD6YUV+nXiYK3h/UA5ITyHDEAEgbTkgetflT45uDdeJtUlPV7iRuck8sTz70q7s0j6jJqaeFqy80c2wHHFPjHtQPenoetYHdGKTuR1HJIOlTsN30qJlHXFXHVmVS9tGXfDui3GsakIYUzgbnPYLwM/mRXu/hm0ubW4torjTWuLfICrIeG4BIz0J57muc+DvhPdYm+nBEdzMicjkxgksB9Rjp7V77bW9s9vHCiK0BVT1AGdoGenU4/nX2eFX1XDq28j0sqy+VaTr3asYNxJa3F0t0Umt9y7I0nUoB8vRT0OPY9vy7LQ1ha1RoZBIOW3KRznOCDjvn19axre2eSFLSNldCu4wyA4KkZ4PYE/yNWI9NTT7hHlt/nfjzCA3JPJJx04B5rjqSu9T9Eo03FWkjS1KVmkADhHQ52449cgZ6A+9P8P6jPdWcsRj27Cyq2R0ycZ/DPeoo9Gt7zy58ucc7lYgliOowQM0XHhxXJhEtxF5+CzRzOG4I7571zNrY0a0aIbhDfYMbDzM4bbyPX8yQOvqfatKPSxHG8gwHIwWIwBjjp6f41JpvgaxtlB824dV5w0zdfUnPWp5Y4I9tuGnfZ82AWYdAcZJ68+p6VUamljzq0ubQ4aSNYoNaiCvcAuQkjAAhdqkjp0DFj07GvP7VIY454pDHGY3w7Sbi+0YzGAD1wB1HrzXoircLBePBbKPtVw0odgpZdrbQCMdQF7Dt3rznVNPuWvJIIfOllZtxAXaM9SD9MnqK74PW48LQ9pBt6Hlmuae+naxfWkjAtDMyEr0yCRkflVCGRoZOOtdP8RbGWx1oXEkZjN1EtwV9CSVYfgyt37Vxxk75/L+dOa11PgMXCNGo4pHWeGtTNrqXyFkRlYNjAGCCCfz/nXe+GdUNvefYrhfMSRt0EkuCI3xztPYkAdD2FeUeHbvbfRK/DZIVvqCB+ef1NdbYas8cjrIiyQIQWVRhh23DnqKxqUlOJ47pqWoeJLO5vryYzxz4yVP2hS4445LfMeB3PrUfifT5T/Yh8tNr2UcOFIABjZowFxnjaoHXtXsGkatZ+KoIjfWrXaQxrukQEuY8YDhcZPIwcc8DIrgPH2kyWUenxQuZAplEbDO0gOCCp7ggjv0I/HwVTnTdmYYjCKPvo5rQ1uLW4eElj5bAMCSe5xjnpjH5Grvi1Y38O6cJAzkxruUg5yJWY5+igVc0+5gW+Vrp1WeYrDKrKxVs8qRg9c+vqaq+N7B7XT7O7YqURznHIPKngemM9fWtKkeaZzYen+5Zxtz4kjjLmNjheQpIGSAAAPyNVtN1aWS/jdjldw+UD3yRjGew/Kq17pbx3Eq5zsZhxwOOv607T40huoi5KoCASBnAz6VyypqJK5pNXPYZ75brQWSZ3mju1jC2rMV2SIp+bae+GB6chuMHked/wDCNSyTRXlpNLAbdiyThirptGd+Qd0bjjDAbcn71eq+D/DtzeeC7m9uZY53up40tykZJ2kqC2cdQACce+cV4rrV3c3mobNx3xyEBVbowOOPfislzRaR14qmuWM1oz3r4X/GhtJjTw/4vJiuI1/0XUI4xsmQAfKQB94D0OMc17DpnjXS5Fllt7xZFVQThSV4I5Bx2z2NfMng6HT/ABvpL6RqzvHJEwNtfRqd0MnJHQdOScgdv9o1sWCz+G9WfR9cdbS8YAwXqHEN0h+6wP8AAxBI2k9TxnNKVdxWiO/D4uooKE9u5758RviRa6L4M1KeBoZ73YY4YXbh5D/CRx29D2NfKXhnxRb2HhbUdXg0Czm8Q28Vra2csyPK8a+WY5JFIwqFQI8Fs8ua7Px29v4ys4tD025imvYlZ7h1clLYE4JY5wG2jaFBzwM4ANcX4a0S5s5tftImMqXGnzRFk+XZs2zA9O5iC8f3qdKqpbnk43nqy02MXT/CHjTU9QGunTUmac+aZHmjZtrHDMVLlskkcnmvaYvIt/E1lcjUMIvZAwiGGYZAzgg7eMe1c1oOqP4wt4dNezMVvb7gsKsAiqTnG3G3K47DjnFZutR3VqtwbSU3Nhp8u0RyMfNRjuIGe+OR1/h64FU2puyHTh7GN1semfEXxbNY6Dd+be74pEBEW4sAwdQB/ulscg8ZH0HOeKvDcbQTxxrslgia6xHnGWcgAD0yTznuK8iu9al13RrtHLAqqqhUYHmCQN83vjdx719Ca3Gz+HdM8uUm51FhatKWJO2ORi3Hu7A8nsK78PBqDT6nDWqe0rRRxupaJPdaPpERjkJtQU2bQcbipBJ+pb8vz3ofDsrWCBJ4xKq/Op4wfQH0zn8q358W8MaKPn2KByT0AGM+3HT1qKS4ubiOYTRko7ZG1AMZ4x06AAV61OtUw7vBn2uH4fweJoP20bs4HUNHZb9LWWMyNI2P3ZBP3SScZ6AA9+1bvgT4G22m6lDqOq35v4LdQxhaJIlbJICEluhGepxjNdP4P8LTa9eDUZuBklHYYGBjLHjp8vb0GK6nWrg2OtaYkEQ8mG1mYtwMkPEHbGPvFSMZ9/euWvXeLqXmT/Z+Ey+m6dON5fkZHifw7puuazdaiE1G5u7lwXYzOERQAcozsFxnByC5HTtUOl+B7rTJDIggtpC/mrItxcOxPAwxRo/U9SevfrXH+P8A45an4T8Y6pp0FrZzwWsnlp5ibyVA65znJIPt0rmP+GlNZuPll02zlO3aqgEDPYnjrnHQ9qy5oU48jRpT9rKKjB+72R7K9nqS25E2pYQPnEMHmNyclQZHfgc9P/rVhah4butYgGXvb8biHlmmcp05LKu1MjB/h7V5xN+0d4hjj+zpb6XbT4C+dDbncM+hLHpnuPWuI1z4ga14i8z+0NXub0OVJikY7M5wDsHy5BPp+NaRzClh0uWN2cssjq4qo5Sq8q7H0JrN94d0H4Z3Om6xMJNLuIWUx2y+bJ5gOUKkfKjBh/EQOD618qTTRRw7lYk7iF/AZB/CpNUvnvLky3d3NcT52lnJJ45ABz2JrFuG+YBSdvXB/wA/5xXm1q3tpOdj03y4OHJF3Fb945JOTj/61LHnkVCGytPhfnmuFnDCScrvqTcED1yanht0k+/KE9sDP86hhkRpAJAxTp8pAPI+nrj8qum1gKs0Vzvwu7aRz06Gs5baHr4eKm+bR2GXjK+zB3gDH6VVaMxrnqh4Df0+tKwPr1qWBvlkRuUI5/xH+ewpL3UXUtXm7q1yj9DTtx2UYOR2owdh4zV32ueWk02fcX7CZb/hW+rqVIH9qOynHBBijHB9iD/k19KzV85fsKxhfhbqJHVtUkJ5z/yzjH59O/pX0dNXpU/hR+eY/XETZ8z/ALZ//Iq6IB/z/wD/ALTeij9s9gvhXRcnH+m/+02orhr352dOF/ho8n+AK7fjPoHtPOD/AN+Hr70XtXwb8A/+SzaHxz9omP5wSD+lfeQya2w3wmWIXvIp+JyV8N6mVAL/AGaTaCcZO04Gfrivyd15zJqE7OcuzZY8dSMnj61+rPjpzH4H19xwVsJmGAD0jY9Pwr8pNYXfeOR13c/kKjEfFE+qyWP+x1rd0ZrelA4U05l29qb9KyOrqAOelaGh6NNrmq2tlApeWaQIoUZP1x7DPftVKNfavdv2ZfCMF94gn1i9jElnYRGeReDlFBPQn+Jwq8j+9XVh4c9VI1jTTi5Poen2Xg1vDfgyzsUk8ueOMF9w3bXJGV69Bnt6Vi6fdXdvdSwyy+XEM7Q2AOwzn6Z6+ldlr1yy2EUckm+fG52LAktj5jn3JPavONSvheSOM8cj0PPY19M6r67H7PkOWpYKMJLVr8T0TR72B5PLSRS6YA+YbmzyOPXk1rrfEw7vLd4mwAVGQQcf415f4buhp9yr5CR7tv1/T2H5V6xZyHzIUcDO3KgDG7pnAz71zVGrXNMfhvqrsPsLeO1jfYNnfaeO+eBjgc1ZmfzCkqjJRwOh9efyHNXpY0ZduAQBjOB2/wDr0ttbRqn3Bs6DHqep/KuN6nz/AD2Vy+vMRX2z/wDWqq+y3Dvjnb14GMDPJqxYxkxBm5I+U/hxWX4rdYdFvpVbyz5DfMvUfKRnp1/Cpjdux5c1KUmjn9KVZtDtp8bBKGny2GP7xmfGQB3bt7da4bxFaosjuyl5VfATb1XOeRjnIr1HSdPa30mOBS0jRwrGpkYnOFHJPvg9K5/xFY+UR5gUmQMpQgjp3GfbP9a7ISsztp1FF+zPHPFfh9dc8KhIE2XNndMAxXGUKkhR7biOp4zXibjynwT8h6f4V9MeHb6Cx1S8hlm8yJ+WbOBgcHAPsT09K8Q+JXhv/hG/F1/ZjmJn86M9Bscb1I56YP6V1ylezPl84w8eb2kTm7VvJuo3Bbg54ruWtmVVuoipJX5tvzBsnBP449O9cRaR7pkVgWXqexwMn+nau18FsmsW/wDZ7XDRz48yCNVB83JAKjjkjk4+o78b07Sjys+apqKupHT+FfFH9j6pbiInzI2DxB8YO4fMhGf4unXqAa7vxFpNv4u023vbIlIXlYkjkDJG4EHuGDDkDpmvCPEFo2l3m3cHTpkDjuODnkEAdD3rrvBfjqXQzAkr+fZXRG+QEho5F4AbJ6EE8/rXFiMO73F7aM7XRuR+F7i38QRRXEGwNx5ig+W6jBbB9cEH8Kd480O4/sd7ZlGLU7X+bHzEKcY9+v4816la6tFa3UUckQMbElhjJORwQT2yOOPWuX8ZaedtzLblprS4IJVcnaRxnPpjI59/asJU043R5UeanUnTkt2eff8ACP20khjSEZltYyNykne4jLEcdQC57cCuY0/wtPDrFsfLR4vOClWP3gTj9eelej6dGGhE8TcpEUXLAZYHac+3Hcjp71b8N28Nsr3Nw3lPlf3MmBtVVHIB7knn3IrznTajc+hp4WLpxbR0sFhDceF/D1vJFH5Ed9MiwyLkIuGUEjPXOPvGvEBo4PjwwpGr2sl5mV2UkrGXySO+dp/yK9usb37R4ZivAvzLeyhlXqcjcT9Sprkta8NjxFHcTaYhN4fk2qT8xCq2QMZHJ9O4rVwUrOxy4mi3C8ejOOh1PT9G8VSaZbRxWlo3zrMkhkl+82C/zY4I5wOgHrmvStJ1KG4j+xaxbm9tHZo5EmAKxkY3EDHy8k9uec9s+T6P4B1izi1ObUtMubOU3XlxSzoV37V7ZHRgXO4HHyn8JtW8V6j4btrS0JZ5WXhWYEdR8wGPRcfnXnYnDty91Hm0qsVF+02PXNV8IadpgSC0EcemQbrd/s6hDHJjADL7kDDAnNY2m6Xp2lalHPpsyXF40LkgZ2IBnB92wPTHT8I/F3ijUG1y8g0xpoJ40iW6jkiVt8axq20/w5Yjj6EetYS6hHb6tLewK1q/lszRkEDJUggc989/Q1rh8Il763N6M4VLK+hkXniCfwnHqXkr5b3T4ViASE53ED3GP1rA0y++1WOofvHeVgkuSRlvnwfx+Y/kak8TPLcKCy7yygnauRkqCO3U5PQ45pfhh4WutY1yOAKCjL5TM2QFLAhSR6Drz6V3UsOt5I58RfmVtix4f8J/a/BDySLi5S/kKOoyzEogIPH3Rn9K98u9PkXwnpjXUJIsIUCy2+CASuWyCc9fTPSsDSfBr29mkX7sJb3DBWib5XURKHduPvGTHX0Fdv4lmC6B9mVd5Krtyfujucfl+td1KPu28zz4008VC3Y4eTUpLriOQSRnjcoz04wPy/SrELTXoXTk3Azt342rzubPsO2c88etVbXRI2aS5+0taiFTK8ij5SFGSpXoQcj8M10XhCG48m71bU7SSCO7KrHPCAUS1TJUlN24FiScc9uRmiq43sj9Hw1f2bVN7Hcr9n0bSYBEgAmXCqOiKMADr39x2965e+nN60s0SK8sLgwBiAW25DLnBxnJXdjjOfquua3HdQJqEMsb20qZQQsGUBWKAA5/2e3vWVFK/wBmTa2SAdzL68szH36965VT5ZXMHFOXqeZfGvwwPEAg8SaWGkkuB5c0arlmZQSwIx975S2D6NjkYrxZ4Ht5jHMhVxyR+GQc+hBHT1FfS2gqU8ZGK3RpE8ljcQgEo5OACwz1wR0Hb245H48aL4c0d7YW5VL+TdJLDAynaCG2lj2IYn7vB5zg4pY+nGUE76nBgFyV5Q6Hht4uJUZZB8xJ9+vf3/wprM4UCNMDOcLzyOnOKqXT723Ke9MjmdGHzE89M14HK2k7m08VGNRp9SxJ5siO8nHzYOev4e1V2bqO9amueJJNXW3HkR26Qp5apEMDuScevNYzMW5JrfToebiKkL2g7i/Q4pytmo808fLxiiRzU5O9mShu1SpIyA8dRg1AM/jTu1SrdTrUnGzTLkc6bRujB6chj/j3olkzkqNobnA/z0/GqqnHeplPyn1rNo9GnXlKPKJg9aX+EjFGadGuVP8AOnoKK1Z92/sOsjfCm5AGGGoS7uADkqn9AK+hbivFP2OJtPl+C9gLESBo7iZbnzVAJl3FmwR1XkY9gK9ruOn+fWvQp/Cj82zD/eJ+p8z/ALaC7vCuijOP9N/9pvRTf20T/wAUvof/AF/f+02orjr/ABnThf4aPJ/gH/yWzQzngyzcf9spP8f1r71U/LXwX8A/m+NOiHt5kv8A6Kf/ABr70Xha0w3wsyxPxKxi/EWaW3+H3iSaBxHLHptw6segIjY8/lX5U37brqQg554x+lfqv8RjEPh14n86V4IjpdwGljUFlBibJA9QPWvyluW/fP35/wDrUsRrJH1WSSthqi81+RXkbp69Kr7vmpz7mb5RkZxQsJZvSstLXZ1SUpytFF3SbF9RvY4EIBc4yeg7k/kK+1PBvhGHwT4Ij0kZee6UNOcAHYSdq4yQAc84PVSe9eE/s3+DV1jXrvWLuAvp2lKsjsVyHfJKx49SQp45+XB+9X0m0jyB5pW+djvbpgeg/ACvVwUWo+0PqcvwiqzjTa0Wr/RHI+Jl86aTIOV6Y+h/xrz24jeKR1PHOM49h/j+lei6pbtLIWPG7j16kZH6CsK60VftAZh95Sf1P9K9G3MtWfs+BrxpRSZneF7M319CG5RWyfzFe4aTbARb3XjbgVxPhPQ0iXIXBJ/OvREAhgCcDjJH41hV3SR83nOKVaolEpR2flybVY7Sc46985/H/wCvWiIVVQOnfikWMcyHgkUCQnkEZrL1PmZOUtENMvkF1PRxnnse/wCmPyNc140aWbR3jjyWlljj47ZdQT06YzWy25pCTJmsTxXMkOnxllLu11bqqqAfmMyfyGT7AE44og9TZQUVdmrHefZ1CHnIwQDWPq1tDfSFvJVtjbtxxg44Izj/ADir0fyjcTknn/638qbeWq3Fm4+b1zkjHFUpal+zjzJ9Txvx5pkul6q95bwb432ghVGDu3AjPtgfmPw5/wAUaW/j3w6hjTz9Y0xdodm+eSIjcqg55OCeo7ivU9Y0u2vLfyymWTJSRjznkA5+hPAFcNo9wfDd9Bcrb7FjGJIexhIILDJ6oST0/iau2Erqxw4zD+1izwuzQLJP5vy7InPQ9dpABz6kjt3FFnNJZm2uYjiSF+OfcEf1rs/if4VPh7xBf3VsofTNRjF1byZyMF13D6hj+orj7dRNazAcFcN09Mg/zFbxbsfCVKXLKzWxp6mZPEEYmQ7XBwYRkhMkfN7hm9Ocn6Vj2OoSWMwjcB035aNuh4Iz9CCc1Y027ks5N6MQcYyDjgjBz7EE1Y1HTYb+CKfz/Luy2FXaCcjAIPPcnv6H3reDVVWbODFUHGPtqfzPZfCmvW2s+H4IIrkyT2rKVXP70x9BkZ7ZAz3/AANabas8+j3EYbACNkE4HAyPzwK8D0nVLvQZoL2B/LuIDuAYZHXBBHvg/rXptn42tNYVmJ+zSXCsdrYCAZ5Gc9QD3A6H8cKkHBWSPOjP2m++h21heeHdU06xMsH2MyBonK9C5IbOMdCSB+dXbDwtDJ4hvY1vGubMRxzJGWCHkEFQcYyMD8686t5JVshBNhsrFOuwjI45IOfRc8e9dH4Q1AN4pQ3ZJCEDfnHOSBj2IJ/KvN5u57dKFT2aak+p6F4W0mOPw9d2IgXfbSkAMGYjCAdQTyQew7DFclaXWpWsksIFs9vbSRqEDiHKfKhYfQHdz6Z967vSNFaxur9/NyJ23LsLDGeM4z1AUcg//X881mxlm8TG1S68priFxNDdRh0O053AgDcGBHUZ4INEJxb2NJUp+9HmumavgqPxFZeGbg3GowTvLO115RmyqbiG2FWBGcgjj1NaU/h3RPGjb/EOiaXstk3POheMmMnIwyHOQSevvVG40827QSNBbSgMYmZtqEEkY52EkZxWjoPhmWSa8tzChimj8shZlBCkFcbfL7bj+GPpWkqkbao8l4F8rizS/sPwjNcXd1pNrY/2hdKrtcPO7K6FQFB3PjoOgGTgk89cZdK0nTZzHFZWs8oyW3rvIHBwMjkAenoam1Lwve+F4bOPTxbxRCGMBZJjIu5TtCkiNeCFKkn1H1rJ1j7e0Md7LeQ21zcYjVY4Tn5iBwxJ4ChugHarhJW0ClgZRSUXoZPxA1LSWJWzhiQSLtCxw4CsRkr+APbHUVP8P76y8HXP22WwjzcwbhJ5asyFcZAyO+M5z3FcfrWnzW/m2bMwnjm3KzYJJJyozjoQR0Hr7US3P2i1s1Ds77cAHGAo4JPHQg/5xW3MrHsVcG3Q9kfRGg69o72csDWiPImxSPL2geYyjAGOeV7eprkvit450aCG5Sziaa6X7wOFUBSVBz6BhjnrkevGBpbTR2kl4kn7ya6jVNxB+VUYkHnp8x6jtXm/xb1xLjUookT978ys7ZBOHPy46cex749hcUkeFhcCoydbsyW++KC6lGNMjhzaZJndW2My5LKgwflyAucGvcm1iK28N29kXh+0iNd/kkMFUAFRjtkHd06FeK+UdKtVt2LsC4UeZK2SCcHOScdScfmK9M8F69bf2fPdSXEL3d5IWYMyghFwqr16AKcfUVTo+0XMtz6rD140qi9q0dvrFrBcxWd5F+6uA7K0sJCswUKUDcfMMs3DZHA+tdDLpd/ex/arW2iuYUBO5cI79cgKF2sx9Bt61xWmaxbtp17J5qOnnRsq5GdoDg457kqPyrVb4tWWm2nkafdxGSSPBtodznccEAfLwQT2GPlFcc6M3NXOevWgk5wlqc9qNrrmpeH9Vi0PeNTmlMz2yEedcQKqqBGP4ihByo/vA9eK+c766uIpJ4buNhPuZW3ghgc4II9c19UeFtJ1aS2F/fOtlYW0wupGuFUOoUkghs/KCCwJbGBuGDnI8T+Pvi7SPF3jBrnSZI54o4hA00aAeYVZhvLZ+YkY/wCA7R2rz8ctdGRhqso02eVue2M0ictmlbvSD7wHavNWx5sn712L5ec4pmw7uam6cDrRt69zRexXIpEIXBp2akK5qPoxovcXLy6okznml9utNXpSjO4VBstVoSLUlR7eKev5Ckzpp+69SQ4pYx8pqKpYs4NTLbQ7aesj71/YikD/AAhkQdY9QmVuuOin164Ne+3HT/PrXgX7Ern/AIVLLHhsC9kYZGByQDj8hXvtxXpUvgR+cZppi6i8z5l/bQz/AMIzoWOv24/+i3opP20c/wDCMaCQcf6cf/RbUVw4j4zTC/w0eUfAF8/GbQzjAMk3/ot6+9V+7XwB8A2I+NegDr/pEyn/AL9yGvv9fu4rbC7MyxO8TO8bGMeCtfM0TTxf2fPujUZLr5bZUDPUj371+TcnzOx9/wCtfq98Qbqax8AeI7m3AM8Wm3Dxg/3hExA/PFfk/wA7iMc5+tOstUz6LJr+yn6joYiy5/H/AAqylsuC2KYqybB8pAx34r0b4OeD4vFfjXTormET2Fpm9vEYAho0IwhGejOUX/gea4pRc5xhE+3w9FKLqNbI+iPAHhdfBfw90jRAmy5lK6hqBxgmZlBWM8/wjHbstazyHyGJ/i4Hpjqf0q7czGRnkc5dmLE4x1P06c/pWfJ8zgdNoyf6/wBPzr6iEUkorofXZbhvYUryXvPVlC4XzpAew5qpeW4aYegG2tSOMZbPOO9VpMM345rVH0cJ66Gtor4jjwMHOB+FdJGd2WJyetYWkwbY1JGOM/jWv5nzAA9u1Yve54WJtKbLG/qAOSMVGylQOMj2poJ696mXA5P/ANeolG5yW5diu0ZZa53WlN34k0e0xmONZr1vqgWNV+hMpP8AwCunklEadj7mue0+FbnxTq94AcLDb2oyQRld8hIHuJV/IfjCja7JldpI0duFGOvQ0pkHk7WP1/wp8m1umML1qlIxfOB8obH9PzqUrO5Si073MfUVMc6E/wCrb7uF9c9eOmfeuR1jwzFqUhJQM6neu7BAbjn8xXoVxZ/bo9uMHGRJ2XHI/Af41m6kn9m2i70MsjfdK8bjjkD/AD61tBu+gXb06nkfiCBLrwvJpl3GplidioyWeLPB5x0J29uoHvXkmn2LW+oy2k37v5GUk9OmQfyr3zxJ4f8A7WkkIjeS7Thm3FUQEgsM9yBk8CuF8ReDxGkFyjMXi+VuSRt2k5B/u47H09jXqU/eSR8tj6Kbc4a2PLQpjWQlgAOPU5I4wKja63WrjJ3YJBHXPrWjqUK2dqIsfOZWYj6YArLwGBHSs3FwlofPVJ+7ZHSWjQ+IIRHMnlXjIYop02gMSOFcE4ySeGHP6FclWeyXy7hdpjbbIOQQc4zjtggjGO3rVbTrk28abwHRuqk+3P481oaXHFe3DWsrKhlUojsBgknIBOe57n1HaupyUlZni1sK5WqQZseF9Zkjura0km3+ajRQgHgYJbn8j+ddpb6lLpviG0uArMkZXzYwCMqGbI+oBNeNrNc6ZdxqwaO4s5tw29flPIHt1/WvVfDOoDxHPbyq/wC/EWJRjpycNn0IIPPrXiYi8ZcyPWy+ftFyyZ7Xb67EzJHDc/aIJiBE6t2PIU/hmo9T0yOS1Lxyl5lVY/MkOehBJz1//UK89tfPh1D7PNHtjRVIIIBDEnBUg9MgHk8Y+ldzazSWtiyTgy3MC4ORkkEZDcnODz9OfSuCUlpynsKMUkix4et5bzT0+0IRKwIYbQPvYJ6+4/lXTaLdNbSGGZNhVcCQgAPySD19B+YPrWXpMirIEbbiRARggHggcjOeSw7dq0rrSZrq1ka3la0ul+aOXBI3Y4yO4J7Z75GDzVt6amVSmupX8bXTjTbdELCUSdFz0OScnGep7egrmNQt5LjWI5rmJI7GyGyFlJwWOCGAx0A9+9do1gb+OCS5g+zyAYZdxba2McHuMjjgHkcdqw72Gz0RjcBFVXAUuxB5BAG0eucduwpU6ltLmlHkhGyR5d42ulXUGkRZdj8iRlwTjdwAe3P6GsFZFtLDz2XdPtX5Rjtjgfj6V0+tWL+IPEvkl1jQLt2tg7AQSAcHGSPSs7xpptpYpbxRXEjyKm5uM8IoAOPXJX8vwr0YybSZ1yacDQbxkuleEbW5nzFbW0ZO0tgs7FcAe+M/ma8g1bVZtevIru4TyztwkQwRGoJ+Uce4q/4q1I6xehSqpbW5byYwQcZJOSRwTjHQdqybC3+3XyQlgiYyzZ6L1J/IH9K717zWh5EqahBro2T6p/o+guoYiS4Tceudo6D8Tn8hW5fa9H4D0LQlGi2ep215bLO00rSK+4MwMY2sBleOoP3q5/VrkajfMqqfL+WOOPcB8oGFUH1wBXQeKre3T4bXDXTgzi5jFmz4BLYbzQo9ACmcf7Oa2nNwpylF2seRUw7qO8titYfFrw5G0pPhq5tmlUCQQ3cZU4YNx+6yOncnvUlx8fJLOERaD4e0/TDtwZ5189+ucgYC5z6qa8lC5bPfNOz1zXztTH1qmjZy08LGHvI6DxR4+8QeMJAdZ1W6v0DblikciJO2VQfKOB2FYPmdwOtJR+PNebKbk7s7o3WgrNnHFN9aOtG7nFFyXuSKcinVGjc4FP3VLNou4p6U3ZnFKCeaFoRT2E2hacuN1I1CtVS2Ii9bEu75QKDyo49qROoqRl4rJnXHUTHepYgdpqLPFSpwo+tKWx3UV7yPvn9iicTfCCSPaoaDUZUyOpBRHGfoXNe8XHavCf2Kbcw/CG4Y8CTU5SPfEUQz+YP5V7rcN1r0KP8ADTPzzOEljaqXc+Zf20uPC+g/9fv/ALTain/tljd4Z0Pv/pv/ALTaiuWu/fDC/wANHjnwGx/wuzQ8cD7VMf8AyE9ffsfPFfn98Ast8atCP/TxN+sTV+gkS8fj/Wrw+zMsTq0VfEZjHhzVDKhkiW1kLoMZKhCSBz1Iz1r8rLrTUg1CcQnzFDlVfBGQCRnHbIFfqp4gKroOoeYquhgcMrDIYFTkEehr8vNUl8y+nlI5kkZj07kn0/kKjE6yR97wrRjUpVnJbWMyaMblUHOeQO/XH9K+lPgL4TfQ/DJvZo2S41Bt7BgQQikhRj8Sf+BV5R8I/A7eKfEH22eJXsLd9v7xdweQqSBjuABu5BHTPWvqW2hEEIUDgDA9fx9668LRt+9fXY+5w8eepa2i/MbcKFQfr+FUCpZS5GGxjFX5+y92/wAk/wAqgKBmAJr1FofQU3ZFTyfLgJP1qlEpaQdxnFal8wRQpqCziBfJHvWidldnZGVo8zNW1XbGBmrtupbnP51VhjGQo6YrQtlCj0FQeRVe7HgfhRISWAz9ajeTHtVbzJJA5U47L+NJswUepLNIGZVHriqmjrHDDe3Hy77i4ZiwPGFAjB+pVBUMn3XZSZHXI9vf8cVi+FZpb3RbV2XyyV5XkDdkg8Z7nPU96i17mvsue13sbNzcBeF+7nNJDcbwdq8A4zznP/6qFs/lyeTnhcdT7/if0qwn2fTbLzpfl8teeO/4d8+nrU/E7IK9WnRpucugxzHaxPcTybI1Pcdz0GPUnFYkofUGNy7Mny5jjGRsUHqW9TjNaP2aTULhHmXBHKQ/wpnuT/eIzk/XHvqrZpbwEIn7zggYHOec4+pNehCEYJNnwtTNKuIm4Q0Ryd4HkhEURVAo2hQg3YI6YzwMgcYrkZNEbTrqMSO13GAzTNKuQcY4I/wHevQ9S0545PtI3HYeUUj5uO/6Vnalpv2m3cqMyMmFGBweoH0BHr611KaijSHuw95niHif4UzagRc6a2bZ5fKRnBBGSACwx0BI7d/xPmviDw/f+F782moQGCUDI5BVh6qe4r6PtriXRbq5szbqls0isu4HDEqGPfp8p6+g6Yrwv4pfEePxFeGzjj82O3by4pnAyFJJJA7ZyuOO59qipON7tnhYmmqUeaJyMTKYx83OPpQt0qyDa2cc8AmsqFnZj/y0HUeo6n+X+eKuotzM6BUzu5Bbn15q4xU1zJnhrFTvyKJalki1KYszGKduVkZcBmGQASe5JHzE9jXReDVvdH1AXEMUkgZtksOQAygruK5PBXK9f7x6YNc/9glW0MTtkt1YKP5VpeEvEU3hjWYp5m8wRjgMQFbgjBOPu8nnBxk9umM4qpFxtqdSjPDVFOS0f4HuB1Oy1ayCRStFcQtiSNlKzQtwwDKeQckda6rR9QF1DELlQl2qY3OoVLhcAHnPDZx1xgkdjXB6lrHhvx7bJLHa3FhfwFgrxgiWNjjG11Bwp49jx9Kfp/jC60q8S2iurPV0jVTHukWG4XORgj7rEcZBCfnivmJQdOfKz1VWclfdHpmk6Kv22C+tLhhaEbivI5AIwfrk9R2rrYEkxsIZ8rgMBxx0z7/4GvO4vGOiafNdsLmXQHL5uEu/3Sxy4PALfu2BJP3c9vwmh+Jk+twyS6XeW9taIMrdX7LEr/LkFFzlhkDsvXgmtVqrM6Y1FJJI7zWr220jTnubuUQJt43EkkkfdAAyScdAK4OPTTLeT6xrUU0UEe029ltAfJJ2lufvkheM9+uKsaXr1pHI99dXC6xqahv34lLxRqWyqoAAqg5HQcleTVe/15tQuiYWe9vfvJaW8Qyjcje2/hcDHXoAe5IGOz0R0OjOlaVTRGZqVna6bZ3Gp3MyWklwBIyK4J5ztXOR3I6e3vXlWtfatWvxeSN9ntpG2/OCFjUEfMuR1wB0GflH4epR+HJ939pawVuJkJEcLMZViJIIVVxySSOc1598Srn7RrD213cRwCHhoIiSUYgErjPXgD5vT0xXsYSLqNN7E4yvGEOWOrOHuFN7eMIlB3HhV/P+VMmH2RWjjdWdhhmHQgHOAfQf4VYmvoYLd4rZCgPDMTlmGOhPp9B2FQxwxRw/arl/Kgzxxkt7AV6UpRgtDPDU6mJt7TRIEZND0t9QeMzzu3lxqThVOOp46Hnv2ri9W1a51WYNPKz7eFXPCjPQDsPpWl4i8RzXsYhUlLcNlY+PTGc+tc9u3EH3rwcVXdR8sXZEY6tCLVGk9B+0L1oOOcims26nFfl5615ljzL6DdwpuN3XmjcN2M80H+tO1tTLmv1DYFHFHT3NJn1p2fmFTrsPTQUL8vpTlzRVhpoPsYjERE4bO/PXk0Pa5tbVFf1pKWmse2KI7hJ6OwM26lX71No7itDnW9ydeuamqupqZXrFnoU30Y3GGIHSrdmBJMgbpmoMd6t2Cjzk55Jx+tTJ6M9XCxvNI/RT9lmys7L4P6Z9iOfOkeSb5gf3hAB7DqAOvrXqdz3rw39jG6874U3MLH95DqUikc/884yOPxNe5XJ616FHWmmfm2cQcMfVT7nzX+2Yhbwrovte/wDtNqKd+2V8vhXRBj/l+/8Aab0VyVn77Kwv8M8S+ALbfjRoZ/6eZP8A0W9foMh+XIr8/PgKoHxp0QdD9pkH/kOSv0EjX92Aa0odTLEr4TP8WM6+F9V8tPMl+yybEJAy2w4Gfc4r8umWS6uhHGrO7NgKoJJJOAAPUn0r9P8AxtdW9j4R1i4u5PKtIbOZ5n9ECEsfyBr4L+Bvgn/hK/FZu3UvBZOsueP9YxYoTz0UKT+AqqlN1KkUfd8K1OShWv5HsPwl8Fv4Z8LW8U4j818ykp0JYAlvqBhc/wCzXbyRhF9hV1LVLSNYo1CRxrtCjpxwKpXnQIOrH+lexotEfoeHXKrFQKGcsTkDgVEoBkJIqzt2rt/CoLhhFC3qao9OL6IzLom4ueCevHpWrbW4jhyRzVO0gLvuPfpWskZbGOgptl1p2SighjCjNWsj8MVHt7GmvKBlR1HWkcL95jJmxgKOvpUNwxVNikgkckdc0+MFpcnooz/n8altrd7iTgZxyfSlqXdR3IYrUrCF6Y4x3+h571h+G28nwzYbsZwy7RjqGOR+GP0rrGtXjzkY7gn6dKx/Ddis2kae23CiJWGOmWAJPXvn9aEtGc7qa8xoQx7o1YD58ZGe3bNZ14Gubh5Xh3QW2GVc/fcn6/wj+fsK1ryVLRJpW4SNc4x2AJOPwrEV5ZY1iI2EDn5shpDy2D6Ak9u9a0ad5XZ85mFban3L1hMksnm7gUPAwBj1wOOg9vetBtQgZiAeeT8vbIwOfqK5v7Bc2bCW3XMbNiSFiBnrkgnv9a3LPZ5Jkb5z1yRggjsRnr9fWuuSWljzFhYR96Oo9lLROUGSRxuyF59KxVt9rssjBBu3NtUkdex/pW80w24x29+/asHxJq0OiaTPfSBiIx8qp1diQFUZ7kkfrURvexcopR1djyn9o7Wl0nw/DBayeXd3S7QYiNzRgENnnIGA3OOx9a+U5JCXLFi7sclu5yckk+pJNdh8SPGFx4n1+6meQyJvYR/NuCqSTx25z27AVx6Yz8w4rxsTV5pWTPBxFT2kuW+xJCxbHY9jW7Y6ouAlwCD1Mq5ySTnJH+Fc/wDKnRzntgVPHcdAxwa5VVnC3KysNUVKWqO5EbPAskbrcRnpjGaoTxwTAofkcHO1un51jWOpS2bboZCM9R2P1Hetr+0LbUkAkTyp+mM5B9wf6H9a9Whi1PSe57tT2WIh7u/Y6r4eatb2F9HbX0Ujx8rFNDjzF4OABkbwD0UEHkhT/CfWF0q11K50i7t5Uu7YzKnmQ4cGM4OWQr94EDOVznJxXz9bwyqwMLEODwe3H9frzWvH4pvbcojgRMqBS6jBZVGVDDOCABjJGR613VKVPEK7djwlRrYeV4L3T0nVdJtNL1+e8jgt/wBy5V43tFYOucbiuNpYA9SO5rbs/G2kx2/2C0kudTkRAwt9NsYdwwWGcmPZgEHuO9eTWXxC1CHKzxw3Jb+KYFj1JBz/AIk1tQfFbV7dt9ssFo+d26GFdxOc8nGf1zwK8eWEqxbs7o9p04VUnRlZ+aPVdP8ADniHxtElxO40y1YAmC3YzXA65y+AkRIB5Re55rtNJ0vTPC1mllDFBbIw+ZYWyzscDLtnOSR3PavnxvihrtwoMmp3EhK4KEnjBzwMVDF441aTeq7pUYDmfgDAIz65xWMcLXk9S5YWrb95NP01PZPH3i2y0LS0u4ZY2nibdFGrbiW2cE8eoHHt0r5la8ke6knlJm+bcxZupPTnHPP8utdFqGoS6lMZrmc3kvzcKTsHXgDPQ57k9Ky0tQjeddN+7j+ZlxwWPQfkPwz6V7lOk6NNKT1OWjgZSqOXQgZEs7X7Rc8lslYyTk+5HpmuY1HWJLyQvI3C8Io6Aeg9qn13V/tUjMz57AD27Vg+YW+Zq8jEVnUfLHYeLxUab9nTHTMZGyelM3Acdqa0hNGelcDWtzwHLmdyRcfhSOeaVSAvPrTGb5qRTloM2fPupwNBNG30OKG+5jbV2G9afik20ZqVY0tYXcfajzPamnrSinYOZt2JN9Iw4zTafnjBplX7jKTGWwKGHenR/rSFHV2Hrjj8qeOKh/jqbGSPepa6nTTd9CZeg9xVyxwt1Fn+8KpDHAq5asfMjK9c1zyWlj3MHpNH3P8AsWh18C6qBuMX28kMSMbtiggDPYBeoHWvoC47kV86/sbXR/sLXbYAIqTQyhe/zKwJJx0+Qfka+ipsn8q9HDv90j8/4hVsyq37/ofNf7ZWf+EZ0L/r+6f9snopf2yV/wCKZ0M/9P3/ALTeiuav8ZyYd/u0eMfAtf8Ai92jEf8AP3IP/HJK/QKP7gr8/fgW3/F7tIA7Xso/8ckr9Ao/uitaHUWI3iYnxClFt4H12Yym3EdjM/nKASmI2O4A9x7+leDfA/wa/hPwLC8sZju7gmR1IIILYz3x0AHAH3RX0Xrtul5o93BMiyRSxsjqwyCpBBBHoQTXFajCkSbI1UAdBivRo25vM+v4b2kulzm9u52B6gZ/pWeymSRpO3Rf8a0rncsxx1YYOPSqkilRnjH+eK67W1P0+m+pU2biaqzRmaYIBnua0D/qyxHHpimQwlcseCeT69KLW3OtTtqJBaiFdzcAVMqiNc/jTmO7CdR1PP5D/PpTfbqehFZmbk5asjmlYr8vp0qupKg+tT3DABe2OtV2XzXCA45yas1jtqSrlVGep5P9K19LjEduTjljz+VZUIWaUAHI/kBW7Z/Lbn/e/pQcmIdo2J1TKMMZHesPSVVdFsnRcboUIXpj5Qcfr+la2pXH2PTbqZjhYoWkYjqAAT6e3pVGSD7Pa28AG3YqgdsYwMdf84p20uefHV2uY2s3Bi8tEJ3SNu+XrtUbmwPcAD8am0+2CrEWGSvzNwO5yRnPT8PSquoqZL9HkUjZtiTDAjLEEkc9Rgfnir9vdFnKxqcbsbupzgc5+oPQ9hXavdhc+axU3VxPLH7JckUyyeUevXg9OvP1zmkuNNWTDo2yX+/zg46AjuKW0b97k8n/APV/nr6VdVTIxYkAZ4FZ8z3OeVSpT+FmYqhWQTKEk6AsMqT7H1+vr9K8A+M/jyC+uJk+1KllbjFqoUkSMAweTrz/AHV57Mfr7P8AEzWDpuh/YVcxPeBlklU4MUIBLuPfGFHuy18TePvESa/rU7W0fkWMTeXBHz8sYJ2rjscZOB0LGorVfY03Lq9jmqV3WdtrficzdXBup5HI2gnOB/n2qHmnBcA45or5tu550rt8zGevak5X3pxpMigwZJDMUWrEdx2z/SqZYg4FNOQ3oavlNIV5U9Eblpq9xasCj8emQR9MGtgeKklhCXNrHITwXBYN1znr1+gri9565pyzMONxx+lXTq1Kfws9SnmUox5Trmu7F+YjKg64Yhv1py3VuORI34Lj+tcmt03QHNSLeOOnH412LGTW4LFwk72O2jurQr82pMn+8jEj2BxTvM05c/8AEyMg7ja4/pXGreHHJJph1A9gD9K0WOkdX12CXw/md/Fq1jEgVLlWI6cN/hXN+IPEwvAsFtu8lTkswwWPrjPQVzf2iRiTnk/5xTSSc1z1MXOorGdbNJTp+zgrDpG8zLN1Pem7vemtnbjvSqexrlTZ4EpOTdxducEUZ5pc+lJUhtqOU5prHrTlxg+tIVwxpbGnS6E96ctFOCgis2yoRu9RKAueRSsOKaMr0pJdTV26isPxoFJ9aWtPUx66ITJpelFMHegTv0EzuapYxTcDipF+7gUhw3Bh81SpnaD0pMDvxUi8qMVMuh6FGOoelXdPKeZ87YA57eoqljrU1unmPtzg9uM9uB+J/nWUj1KMnCaZ9t/sasG0nXWEu8loAydxgyjJ+ox+VfSc1fM/7FyLD4Z1PDs8kxjlkByAPmlUAD1wp6egr6YbkV3YdWppHwnELcswm/T8j5r/AGzB/wAUrohzwL7/ANpvRR+2g2zwpop/6ff/AGm1Fc1X42cWGf7s8Z+BoC/HDRwP+f2Yf+OSH+tfoFH90V+fnwS+X46aQBz/AKdMf/HJK/QOMFlHtW1HqRX+yyHUx/ocg9RXnuuXDWiucZ74Xkn6CvRNSOLOQ+1eWaxDq2o+JIo0tvL0+NfMkduSzHICj2GM9fSu6k/eZ9twva0+Z6EVrBJcQ+bKhBbnHceg/L+tNex3nArohbyLHgjAxzVG4jSPsR79vz/z0rtUr6H3McRq7GLJblphEF4A3Nz+X5kH8jUcmIeWwMVsWsYkh8yTrJ83IxgHoPrgCqF9GpbhP97jt6fnRfW1jop1nJ2ZQjjdl3Ekbjk5Ht0/KnY2rxUzndxjH+elRTZWMluMdOtI7UylM26Tbj3/AFpHBXIHBb5Qfb1pbeFzmRurc/8A1qfNHxyOfuj056/oDT6G/MtEJYAKzN6/yHauitiOVA4xk/rWRbW6ouOBxn9a0LNjyM8570WPPxElIi1+YR6fIpRpBKywkJnOHcKT+AY89sGquvap9ltp5GGFkXYG79PT8fWptXXzrrTYwww1zuZQRjaqOTxn1A6eorB8ZOVjgQsqp5ozjHAA6nn1x271vTjzWicFSoqMJT6orNcL9rtUfJwFldsjG4g/yOP0rb02FFi2lii/wo2MjnJB59vXoK5OzuFk1Cd1YoTkM2T2BGPwyPyrpbHJWCKMh+MFVySFwMZOep/PmvRrU+VJHweGx0ZSnUk9WzTs5EV3Ax1IyQeeScdPT+lWJrxYo22ZBwTkjPT2qnaymOI5C7zyF6nkd65/xl4ibRtHvbshWES42qQDuPAyc9MkdBXPCnzM1qYum3zHhn7QnjqRJbqOB5BLM32eNum2NCCWHfJcEdccfXHz3cTKIUjC4f7ztnqT0GPQDHr3ra8XatNqmqSySOro7sylccqCQpOO5AJ4/vcVgsoPUV4WMqqpUsuhnJ6adSJc80nOOlTLGcZFIY/zrzjDllylY5zT9vTjNOVPm5FPdRxin2MVDuQ7WByaekPmNzTlbdSFtrde+acr2si4qMXqPa128Dmo2j21ILg5JqN5Nzc1nFPZm9SVK14obtC+9Bb/AAooOWFVy9zlctNEIzZB7UzkfSnbPehkOKuyMXKT3FX3pTxSLjbTvSpsaLa4xvug460oyvFK3ahl561Vr6E6q7EBz7U7Gabtp6qfXFOxUb9SWG1ZkL7lAHdmA6AnA568enpSSL8x5/zirVjI4Eqi5MQKMMAcHjGD9aqyrluPT+lEo7M6tOXQjxxUqrheKYV/Cnj7tZtdyY6MRgaZUjHjikWMMjszYIGQO5yegoBjKKOfSlThuemaCNbiso44poQ7j6VM+0t8oOMd+vSkoNeTqiLb/hT1Xbz3pCpqSgSjZ7CE96khb5fYVHt7YqSBS2c8VEtjtpX5h2489hU1vIYZkkXqORnn9Ki2inxj/wCtWT20O+F+ZM+yf2JdQN5pmvROMNAtuinGAVHmnA46gn9a+pW+6K+Vf2H8Lpuvjc2WaElccdZBnPr+HSvqpvuivQofw0fEZ+msbK/ZfkfNn7aH/Ip6Lj/n+9cf8s2op37Z2f8AhE9F7f6b/wC02orkq/Gzjwz/AHZ4v8FcD46aV2/06X/0F6/QNPlUH3xXwB8GVA+PGmY6f2hNj8pP8RX36jblHNbUd2ZV38KG6iP9FeseRupByOla2pf8ernPbNZMalc5HHaum9m2z6TJNITMu4vgjbZFx7gcVkakxkUIoV1mYIytwNpPzD67d35Vv6ha+Y3C5zxWdNZpuRTklW3D8iP612Qasfb0pQSuY2pXxt1TZHmRycKo9v8A69ZljK1xln/jbIHbAGf1P86377TdsG8DOW2n15PJ6+5/KqslikLbk6Yz6fhW0bS2Z6NKvTUXFFSS13IXXtzVO4jcKF6gHNbK7QoX+9wf8ajW2XzcAE9s/hRrctV+VmfDa/3hzjOD2qtNGAxBx97P/wBat1rd1O4DZx3Ayfb/APVVd7WMqC/A/XrVvY2p17spyWqxqHZ8BeWx19gPxqF5gZAVBwBin6pdL5uFbPbBGOgx/n61TLllA3YB/Oqj6HXTg5LmkQzbm1a1fc2Y4ZcJngklBn6gDHT+I1keIGdpHXgvjdkH7qk4ycjpjH8+lXZLoJrSLgFvs2QM43fMPbtgfn71Sh3XeqzKV8r9yqoMZAyzEnH1AHT0ruouMZJs8zMsLUq4abh2ZjaNHHfXTsisu6QhdvA4JGfoM9vaursbNovMd280EFs7sjjnIHpjP5VLp+kx2sThnTduJUfU55OeeSe1WBdWtirA/KvQDcMAeg9ua6K1Vzeh+T0qSwsVGq9SWztZ/s4GDgdmGOABjHHWvBf2jvG0NjMdCiYeekPmTbWAKMQCCT/CwQ5HPPmD0r2fxF4xsPDug3GpXFxsitkLtt5JwM4x6k4/MV8M+M/GF94s1q+1G+naSW6ODzwEByqD/ZHBx7CvKxFWVKNurO+iqM4+0izGmvGvZTKyhC38IJOMDHUnsMVDtpqMF78VJkHmvn5d2dafNa4L83FDdqQEDpTGk96zKlJWsxcd80jY6nilz0pJPu9aZnpa4xcdR1pBy3PNNGRT0U9fxq77GOrYrKO1RMDVnYfSk8vPb9KY5U3IrqOpxQfpUzRHtTdrDqKnXoR7O2hH/CaGHA5xUgX2oMZ6AcVNyvZtkW0jtSrn8KeI29KesZFP1F7OWwzIoCE08xnctP2t2FNOxUab7EfljHAp1O2t6U7afSjmZsqb6oI16/1psqknPap41IydtMkJ3HAwOtOz3NZRXLZoh+tOo4brwaTpwfypNdTDRIG+6eKi3nGKlPPHrSeSTjt3qfUXLKWyIxIe1SxgtyRThbhalWMUX7GsaT+0Mop8i7qZz7UjW1tAoowe4xRQSFPhXkgmo+akhPvzUS2N6LXOrkm3qKVR2xQI2Y1Pb2/mNgkgdOKwsepBc0lY+s/2HEmVfEmT+4byAu7Odw3Zx7DcPzWvrRvlUV8rfsT3ESjxDaKo3oI5EYjJwRhsH32r+lfVT4xXo0L8h8FxD/v0l6fkfOX7Zv8AyKei5/5/f/abUUn7Zi7/AAjo3tfY/wDIbf4UVzVvjZ59C/Ijxr4Oxhfjpp7f9P8AN/N6+9oj8lfBnwkOPjlp4PX+0ZR/6FX3jCGwPlrShuyK32RbrdJbuMZ4rng2pT5EMIx03Pmuo8tmHTipEt/QV1FUcVVw6apu1zl49N1YtvIg3emT/jSNpmpx/OY7dh1KrkE+uDnqa6zyTSeSaLeZ0/2liv5zjLizvZZAfsJ2A5K7/wCtVZtFurlifsjIDwArDArvfJPpS+QfSrUmtmaRzbFraZ5zJ4evbVBviyMclD/n+VRWul3MLBhbynvySR/KvSGjznK03yMjp/Oq9pLa5os4xiVuc8/k0y+nU/6MwX9ap3Hh25kYF4ZRj+6D/PBr0vyD6UnkOeNuaPaT7lxzzHQfuz/I8evPBwmlD/vxgdMnH1zio/8AhE5BGRukB6jCn+vtXsn2U90pPshz/qh+X/1qftqnc7VxPmSVub8EeH3Xgy4mnEyuysqbVJjGQT15x0JA7etSr4PuPOt5A7eZHGyM3lkk5Knj2yvcd69rNmWGPLB/Cl+xlf8AlkB+AH9Kr6xU7ilxNmM48jkvuR4ffeF9SuJgTJiIY4KsrYyMjOfTPb0qjb+BbyQ7by5aVOQfKUjPoenB6frXvrWe/wC9GD+FMWyTPEa/98it44ytFWTPDxONq4r+JY+ePF3wZn8UeGbqx86VFmGclQy/KdyA8dNwXP0PSvCn/Y51qXUbYNqtqto+3z2VXLxkrltq4wwB9WHav0AFsFGNgA9gKhbTY9wIiUfhWFWtUrfEzhp1pUVaB8W+Gf2K7a4bUDqt9fOnnsLVbGRARDk7WkLRnLEEcADGD1zxdtf2JLBtVvPO1LUjp3yi2hjMYmHHzb3KbTz6L3r7JW0WMkrHj6Cj7OqnO3H4Vy8q6m31ystmfHN1+xPpy61D5eoagmm+QwljLoZvMBG0q2zbtIJyCMjA654uad+xDoCxt9putWuX3kgxyRxDb2UjYcn3zX115KHnHNOCjsKfKgeNrSVrnyeP2LfCyfe/tgt0/wCPlP8A43TJv2MvCzLt/wCJyoznK3EeT04/1fb+tfWnl5/ho8k+n6mjlRn9brfzHyM37F/hbydofWwR1b7RFk89/wB3/IVzGrfsZxLqB+wa7cWtltBEd1aCaUEYBBYMoOfm/h4469a+3/JH90/rTHskdsmMfiKOVFwxtaDumfEFj+xvtnja68STTQfxxQ6eEY+oDGRh+a1NqP7HFtu3Wmv3UCbmO24tlc7cDAyCOQc847jivtf7Cg6IP++RSNYRt96MH/gNOxo8fXbvzHx3Y/sb6E0IFzqGsTy45aFokX8AYz/M1uQ/sg+GIc4i1R8oUy0yHr/FjZ1FfVi2ax8KmPwqRrfHamlbUj67X/mPlK2/Y/8ACaO5ki1W5z/DJMgA57bUFXo/2TvCFuqbNOvEcNnc1wzEr3Ujpg/TNfTvkY6Kaa0I7rj60mrg8biL/Ez5pl/ZP8GTtvOi3IJ6lbl1/TP8h2p7/sq+CvJWP+wZgF53faJA3Tud1fSXlLSeSOf8KnlQvrlf+Zny7dfso+DPJdRpt7CSDiRbpyVyCAQD6E9x2rnf+GRdAQy+ZqN84P3NiqpXjkHrnLZ6Y4IHvX2C1uGGCoP4VAdMibrGp/AVPs4m9PMsTTVlI+Obr9kfSCQbfWbuMbssssIckYGRkMMZOefccVUX9kWzEkROv3Gwf6xRaqC3P8J3fLx6g/0r7NbR4D1hWnf2TB2gUflT9miv7UxPWX5HxrcfslWbXcH2fXZ47YKvmrLbhnZgTkqQRgEY6g4wetblr+yb4aNiI5vt1zc7TuukkKHkYAC424B55z75r6s/seFuTAP0qdLFUXARfyp8q7inmWJqLlcj5A/4Yy8O+T/yENZMuMbsxbc9jjZ0/GnWP7GegosBuL/Vp2XmTb5aKx9htJA69+fWvr8WqgfcH5Cn/ZgP4QD9KfKjn+uV/wCY+T5/2QvDVx5QQ6jb7QwJjZMtnGM5U9MemeTnNX2/ZC8KzRqgttQjIAHmLOAxwMEnK4yT7D+lfUPkD0o8k+35UuVD+vYjpI+frH9lHwhDpqWzaItyVXa1xNO4mbBzklSOc+gqza/ss+DbW8SdPDkDOqBAsk0jpwAMlScZwBya98WMBeRS7V9KOREPGV39pnh3/DNPhJpopW8N2LSRliC24hsjB3DPzf8AAgatx/s5eFF4HhjScZJ+a3U8k817MFUfw07bnoKfKiHiKr3kzxxf2d/CwYsfDOj89c2aEHPqMe1Pj/Z58KRqqjw1omF4GbCMnj329frXsGw9cUuw9MU+WJHtqj0cjyVf2ffC+f8AkXtEH00+L/4mpR8BfDSspXQ9IBU5BWxiH4/dr1XafSl2n0o5V2JVapf4jyz/AIUroiSBk0nTA68hvscYIx0wdvaoX+D+iIxZvD2kTHqSbKIn89terlD3U/lTHhz0FHLEr21XdSZyPg/wrp3hvzvsGk2emvMR5htbdIi+M4yVHOMnr6muoY4FOaFh2qKVW29KpdkZynKbvJ3Z88ftjKD4N0dv7t+P/Rb0U79r5d3gvS8/9BFf/RUlFcNT4melh/gPnjSPEc3gv4mS6zDbpcy2N/M/kyMVVvnYYJx717hF+2lrEajPhexOP+np/wA/u14F4m/5GbW/+v2b/wBGGsntJXN7SUW+U6lTjNLmPpf/AIbc1hf+ZWsMf9fT/wDxNDftxaqD/wAitY/X7TIP/Za+bF/1Y/z3pZPvx/Wl7ep3L+rw7H0a37dGrKf+RVsT/wBvMn/xNCft06q3H/CJWf1+0P8A/E14Av8AqaqWH+tH+8aHiJ9x/V4H0YP26NTxz4Us/wDwIfH/AKDT/wDhubUuAPCln/4EuP8A2WvAY/8Aj+f6f0FI3+ul/D+VCrTvuV9Vp2PoBf24dW7eEbP14umP/stP/wCG3tV7+FbP/wACW/wrwdf+PSq69vp/jU+3n3KWFppH0D/w25qnbwlbk+onY/0oP7bmrDgeEICe/wC+b/CvA5P9W3+7UC/e/E/zp+3nfcX1en2PoM/ttatx/wAUhb5Pbzn/APiaj/4be1bkL4RtT/22f/4mvnxetSJ/q/xqPrFTuWsJStex76P24dXPH/CJWvHXFw35dKcv7bmrt/zKFuf+27H/ANlrwKPoPp/Wpf4f8+tH1ioNYWm+h7x/w25q/wD0KNt68zuP/ZaQ/tvamevhOzHb/j5b/wCJrwdqb/yx/CksTU7ieEpdj3n/AIbi1IZ/4pO1/G6b/wCIp3/DcV/znwvZg+n2pv8A4ivn/ufoP5U/+E1p7efczeEpLoe+j9uDUG6eFbRvpdN/8RT/APht+/H/ADKMP4XDn/2Svn6PofpT/wCP8Kh4idxrB0ux9Aj9t+/7+EIvxncf+yU5f23btlz/AMIhHn/r4f8A+Ir58HUfj/Oo2/w/pTWImP6nS7H0UP23Ljjd4RX14uW/+Ipf+G3pcZ/4RAEe103/AMbr5suPuj6ipo+/+6Kf1ia6kvCUr7H0Y37cUm3jwcp9vtpB/wDRdJ/w29cNjPg1R/2+H/43XzJJ/wAfQ+tMk+8af1ifcz+q077H0/8A8Nu3O7H/AAhgwO/24c/h5dH/AA25O3/Mmj/wOH/xuvln+L8KVfvGn9Yn3F9Vp9j6l/4beuO/gtcf9f2f/adP/wCG3ps/8icB9b4f/G6+XV+/+VaUP+r/ABqfrNTuV9Vp72Po9v23pVz/AMUaD/2/DH/oum/8NxSAf8icoH/X+P8A4ivm9+lJ/jR9ZqdweFpdj6SH7cDsOPCMY+t/j/2nTv8Ahtu4bp4Rt/x1E/8AxqvnD/lnSfw/jVKvU01F9Wp9j6S/4bZnXr4Rg9f+QkP/AI3Sf8NuSc58IRjt/wAhEH/2nXzdJVWX7rfSj29S+5H1en2Pphv23JSP+RPj/wDBkP8A43Sf8NvOvH/CHxk/9hD/AO1V8sD/AFg+lTx9q09rPuR7Cn2Pp/8A4bem/wChOjH/AHEP/tdM/wCG3rjOR4Pix/2ECf8A2nXy83X8/wCVHp9KPbTQewh2PqH/AIben/6FKHH/AGECfw/1dSr+25cMOfCEX4Xx/wDjdfLC9/pUkP3T/nvT9tPuHsKfY+o/+G3pR18IL68Xp/8AjdMP7ckg4/4Q4Z/6/D/8ar5df71VnqfbT7k+xp32Pqr/AIbimP3fB6HtzfEf+06if9ue6Vsf8IbF/wCDD/7XXym33z+NSr9/8KI1pvqX9XptbH1E37dF5/0KFuP+4h/9rpjft03pOf8AhELXH/YQP9I6+a7b7p+tWo/u/iP50KvMSw9PsfQ//DdN+f8AmT7TPtfOf/aVSL+3JqLL8vg+2P0u5D/7Sr55Xt9f60sv3T9P60/bT7mjw9O2x9Bt+3Hqq8jwZbke10//AMRR/wANwat1/wCEPtQP9q6IP8q+bLnof8+lYk33pP8APeqVWfcx9jTXQ+p5v25tWjX/AJFGxB/2r4j/ANlqNv27NW7eFtMz6NeSZ/8AQK+V5fuH6VHH92rVSXczlTh2PqU/t5axnDeFtO554uZD/wCy1FN+3hrD5A8K6eR7zyf4V8vH7g+tSR/dq1KRPs49j1b4rftI3vxY0y10690W302KGf7R5lvIzEkKygcjp8x/IUV5JL940VD953Lj7qsj/9k=" alt="Huma Bhabha at David Zwirner Gallery NYC - GothamToGo"></p>



<p class="has-text-align-center wp-block-paragraph">Huma Bhabha,<em> Untitled</em>, 2023<br>(photo: David Zwirner)</p>



<p class="wp-block-paragraph">Extending the “right to life” concept, in addition to complicating our way of seeing, are Bhabha’s enigmatic, <em>Untitled </em>visages, whose aggressive liminal qualities evoke discomfort and sympathy. One rarely sees a picture in its entirety. A beholder discerns different aspects by alternating between the image and the medium. In these works,<em> </em>canines, gorillas, and humpback whales, among other animals, form pupils and supernatural eye colors; silent cries howl through agape mouths fashioned by dog hair; and a photograph of a brick wall forming the creature’s nose deceptively appears as tree bark from a distance. Viewed as a defense mechanism, the latter’s employment of mimicry marks an attempt to gauge a beholder’s relationship as parasitic or mutualistic before revealing itself. In these portraits, Bhabha toys with the psychological phenomenon of <a href="https://www.merriam-webster.com/dictionary/pareidolia" target="_blank" rel="noreferrer noopener">pareidolia</a> to lend nature an ambiguous face. With these creatures’ true nature obscured, they blur the distinctions between culture/nature and human/animal, stressing relatedness and a deeper engagement with the sensible world.&nbsp;</p>


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</div>


<p class="has-text-align-center wp-block-paragraph">Huma Bhabha, <em>Untitled</em>, 2022<br>(photo: David Zwirner)</p>



<p class="wp-block-paragraph">The medium of collage, a historic form of cultural critique, presents further challenges. Subordinate to the overall composition, pasted photographs signal reality and emphasize the picture’s surface, allowing Bhabha’s subject matter—nature’s destruction—and the <a href="https://science.nasa.gov/climate-change/effects/" target="_blank" rel="noreferrer noopener">reality of climate change</a> to directly confront believers and <a href="https://www.pewresearch.org/science/2023/08/09/why-some-americans-do-not-see-urgency-on-climate-change/" target="_blank" rel="noreferrer noopener">deniers</a> alike with a sense of immediacy.</p>



<p class="wp-block-paragraph">The mediums of Bhabha’s works are the message. She highlights the symbolic veil that confines nature’s “resources” to secondary agents unable to tell their (his)stories to return this human-centered privilege to the natural world. Her humanoid yet alien creatures aid her effort by placing us face to face with our culpability, calling attention to our indirect relations to and unconscious <a href="https://friendsoftheearth.uk/sites/default/files/downloads/overconsumption.pdf" target="_blank" rel="noreferrer noopener">consumption</a> of nature. As actors in the world, their agency provokes reflection. If one truly <em>sees</em> these creatures, their once menacing and monstrous demeanor can appear quite sweet, relatable, and innocent. Perhaps, blinded by our “knowingness,” we are the monsters, who, selfish and ignorant, possess a ghoulish greed in our Darwinian “struggle for existence,” thus, committing violence.&nbsp;&nbsp;</p>



<p class="wp-block-paragraph">The misinterpreting of an artwork can of course be read as another form of violence, a “roving arbitrariness” as Martin Heidegger names it.<sup data-fn="5bfacd68-e38c-4ba7-84ff-0a4cc4e0c5f8" class="fn"><a id="5bfacd68-e38c-4ba7-84ff-0a4cc4e0c5f8-link" href="#5bfacd68-e38c-4ba7-84ff-0a4cc4e0c5f8">6</a></sup> But in attempting to understand one’s environment and things’ mysterious nature, one does justice. If receptive, Bhabha’s convincing works can attune us to nature’s aliveness and direct us toward a “democracy of things,” as Peers and others have argued.<sup data-fn="60e409b9-6581-448f-8ecc-877822be8d37" class="fn"><a id="60e409b9-6581-448f-8ecc-877822be8d37-link" href="#60e409b9-6581-448f-8ecc-877822be8d37">7</a></sup>&nbsp;</p>



<p class="wp-block-paragraph">Unfortunately, this is easier said than done. According to art critic Ben Davis, ecological disaster art no longer “shocks” or provokes action; it is one crisis of many that proves too overwhelming.<sup data-fn="c0374f05-0a31-4e1f-ad9a-234c4c35be31" class="fn"><a href="#c0374f05-0a31-4e1f-ad9a-234c4c35be31" id="c0374f05-0a31-4e1f-ad9a-234c4c35be31-link">8</a></sup> The public, as well as governments, have grown tired, resorting to imposing <a href="https://www.thecollector.com/french-culture-minister-climate-activism-penalties/" target="_blank" rel="noreferrer noopener">penalties</a> and labeling climate activists “eco-clowns” and “<a href="https://www.euronews.com/green/2024/04/29/if-we-dont-act-who-will-meet-the-french-activists-who-stormed-a-forever-chemical-plant" target="_blank" rel="noreferrer noopener">eco-terrorists</a>” no matter how informative and clever their actions. One of <a href="https://juststopoil.org/2024/06/19/its-time-for-megalithic-action-just-stop-oil-decorate-stonehenge/" target="_blank" rel="noreferrer noopener">Just Stop Oil</a>’s latest at Stonehenge, whose generous dusting of orange corn flour transformed the iconic structure into a series of glowing embers, served to mimic the fire within activists and nature. Fittingly accompanying such passions is the widely accepted interpretation of the megaliths as “ancestors,” who, standing over crematory remains, produce an enduring image of a triumphant Nature.<sup data-fn="07b14d19-d301-4091-9bf3-f10e5f14f3fd" class="fn"><a href="#07b14d19-d301-4091-9bf3-f10e5f14f3fd" id="07b14d19-d301-4091-9bf3-f10e5f14f3fd-link">9</a></sup>&nbsp;&nbsp;</p>



<p class="wp-block-paragraph">While Bhabha’s works are often described as apocalyptic or antitheses of progress, revelatory appears better suited. Built from an assemblage of pasts, her works confront the limitations of language while making present an image that brings the unknown closer to us, gifting beholders a glimpse into a potential future. Let us hope they are not cast as Cassandras. Despite their alien appearance, her creatures are very much of this world; it is their message that appears foreign, strange because we begrudgingly acknowledge that they teeter on the edge of a new way of knowing. Just as <a href="https://www.scientificamerican.com/article/humans-are-driving-a-new-kind-of-evolution-in-animals/" target="_blank" rel="noreferrer noopener">anthropogenic evolution</a> has altered animals’ environments, behaviors, and genetic compositions, so too will humans be forced to adjust to sub-optimal habitats. Huma Bhabha’s haunting project urges us to reassess our role within a larger ecosystem, to acknowledge nature’s mute scream, and to see ourselves as “living beings [among others] … not just in the world,” but as Hannah Arendt argued, “<em>of</em> the world.”<sup data-fn="a8fb1a15-f1a4-4bbf-beeb-66a939b5740c" class="fn"><a href="#a8fb1a15-f1a4-4bbf-beeb-66a939b5740c" id="a8fb1a15-f1a4-4bbf-beeb-66a939b5740c-link">10</a></sup>&nbsp;&nbsp;</p>



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<p class="wp-block-paragraph"><strong>Notes</strong>:</p>


<ol class="wp-block-footnotes"><li id="926fba4b-455d-42ec-808f-66942250dd89">Glenn Peers, <em>Animism, Materiality, and Museums: How Do Byzantine Things Feel?</em> (Leeds: Arc Humanities Press, 2021), 1. <a href="#926fba4b-455d-42ec-808f-66942250dd89-link" aria-label="Jump to footnote reference 1"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/21a9.png" alt="↩" class="wp-smiley" style="height: 1em; max-height: 1em;" />︎</a></li><li id="14aa2c33-9d72-4ab7-b9b2-95d7b9e6f827">Bill Brown, “Thing Theory.” <em>Critical Inquiry</em> 28, no. 1 (2001): 4-5, 7, http://www.jstor.org/stable/1344258. <a href="#14aa2c33-9d72-4ab7-b9b2-95d7b9e6f827-link" aria-label="Jump to footnote reference 2"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/21a9.png" alt="↩" class="wp-smiley" style="height: 1em; max-height: 1em;" />︎</a></li><li id="972211f8-e674-44fa-a373-84c47e968bff">Brown, “Thing Theory,” 5. <a href="#972211f8-e674-44fa-a373-84c47e968bff-link" aria-label="Jump to footnote reference 3"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/21a9.png" alt="↩" class="wp-smiley" style="height: 1em; max-height: 1em;" />︎</a></li><li id="a0596dab-f5bc-47e8-8094-b4ef3855bc1c">Brown, 5; <em>Peers, Animism, Materiality, and Museums</em>, 1, 14. <a href="#a0596dab-f5bc-47e8-8094-b4ef3855bc1c-link" aria-label="Jump to footnote reference 4"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/21a9.png" alt="↩" class="wp-smiley" style="height: 1em; max-height: 1em;" />︎</a></li><li id="ab2f44e2-7df1-415d-ba3b-0f1ae2af9a01">David Morgan, “Enchantment, Disenchantment, Re-Enchantment,” in <em>Re-Enchantment</em> ed. James Elkins and David Morgan (Hoboken: Taylor &amp; Francis, 2011), 5, 9. <a href="#ab2f44e2-7df1-415d-ba3b-0f1ae2af9a01-link" aria-label="Jump to footnote reference 5"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/21a9.png" alt="↩" class="wp-smiley" style="height: 1em; max-height: 1em;" />︎</a></li><li id="5bfacd68-e38c-4ba7-84ff-0a4cc4e0c5f8">Erwin Panofsky, “On the Problem of Describing and Interpreting Works of the Visual Arts” trans. Jaś Elsner and Katharina Lorenz, <em>Critical Inquiry </em>38, no. 3 (2012): 477, https://doi.org/10.1086/664547. <a href="#5bfacd68-e38c-4ba7-84ff-0a4cc4e0c5f8-link" aria-label="Jump to footnote reference 6"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/21a9.png" alt="↩" class="wp-smiley" style="height: 1em; max-height: 1em;" />︎</a></li><li id="60e409b9-6581-448f-8ecc-877822be8d37">Peers, <em>Animism, Materiality, and Museums</em>, 5, 26. <a href="#60e409b9-6581-448f-8ecc-877822be8d37-link" aria-label="Jump to footnote reference 7"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/21a9.png" alt="↩" class="wp-smiley" style="height: 1em; max-height: 1em;" />︎</a></li><li id="c0374f05-0a31-4e1f-ad9a-234c4c35be31">Ben Davis, “The Shocks Are Not Shocking,” <em>Spike Art Magazine 79: The Pessimist Issue</em> (Spring 2024): 106-109. <a href="#c0374f05-0a31-4e1f-ad9a-234c4c35be31-link" aria-label="Jump to footnote reference 8"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/21a9.png" alt="↩" class="wp-smiley" style="height: 1em; max-height: 1em;" />︎</a></li><li id="07b14d19-d301-4091-9bf3-f10e5f14f3fd">Oliver J. T. Harris and Rachel J. Crellin, “Assembling new ontologies from old materials,” in <em>Rethinking Relations and Animism: Personhood and Materiality</em> ed. Miguel Astor-Aguilera and Graham Harvey (United Kingdom: Taylor &amp; Francis, 2018), 62-66. <a href="#07b14d19-d301-4091-9bf3-f10e5f14f3fd-link" aria-label="Jump to footnote reference 9"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/21a9.png" alt="↩" class="wp-smiley" style="height: 1em; max-height: 1em;" />︎</a></li><li id="a8fb1a15-f1a4-4bbf-beeb-66a939b5740c">Veronica Vasterling, “Arendt’s Post-Dualist Approach to Nature: The Plurality of Animals,” <em>HannahArendt.Net</em> 11 no. 1 (2022): 115, https://doi.org/10.57773/hanet.v11i1.461. <a href="#a8fb1a15-f1a4-4bbf-beeb-66a939b5740c-link" aria-label="Jump to footnote reference 10"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/21a9.png" alt="↩" class="wp-smiley" style="height: 1em; max-height: 1em;" />︎</a></li></ol>


<p class="wp-block-paragraph"><strong>Further Reading</strong>:</p>



<p class="wp-block-paragraph">Nancy, Jean-Luc, and Federico Ferrari. <em>Being Nude: The Skin of Images</em>. Translated by Anne E. O’Byrne and Carlie Anglemire. New York: Fordham University Press, 2014.</p>
<p>The post <a href="https://broadlytextual.com/2024/09/18/natural-hauntings-a-return-to-the-creaturely/">Natural Hauntings: A Return to the Creaturely</a> appeared first on <a href="https://broadlytextual.com">Broadly Textual Pub</a>.</p>
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