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		<title><![CDATA[Le Podcast de l'Université dans la Nature]]></title>
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		<copyright>Emilia Tamko</copyright>
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		<itunes:author>Emilia Tamko</itunes:author>
		<itunes:subtitle>Vibrez avec la science qui nous reconnecte à la nature</itunes:subtitle>
		<itunes:summary><![CDATA[<p><strong><em>Le podcast de l’Université dans la nature</em></strong> vous fait découvrir des chercheuses et des chercheurs de multiples disciplines scientifiques qui ont à cœur de partager leurs découvertes sur l’impact de la nature sur notre santé et notre bien-être.</p><p>Je suis<strong> Emilia Tamko</strong> et j’inviterai tous les jeudis un membre de cette communauté scientifique internationale.</p><p>Alors rejoignez-nous et vibrez avec la science qui nous reconnecte à la nature.&nbsp;</p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></itunes:summary>
		<description><![CDATA[<p><strong><em>Le podcast de l’Université dans la nature</em></strong> vous fait découvrir des chercheuses et des chercheurs de multiples disciplines scientifiques qui ont à cœur de partager leurs découvertes sur l’impact de la nature sur notre santé et notre bien-être.</p><p>Je suis<strong> Emilia Tamko</strong> et j’inviterai tous les jeudis un membre de cette communauté scientifique internationale.</p><p>Alors rejoignez-nous et vibrez avec la science qui nous reconnecte à la nature.&nbsp;</p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></description>
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				<title><![CDATA[Le Podcast de l'Université dans la Nature]]></title>
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			<title>Le génie de la nature pour modeler notre société en transition</title>
			<itunes:title>Le génie de la nature pour modeler notre société en transition</itunes:title>
			<pubDate>Fri, 11 Dec 2020 03:47:08 GMT</pubDate>
			<itunes:duration>55:18</itunes:duration>
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			<itunes:subtitle><![CDATA[Avec Moana Lebel, fondatrice de l'Institut de Biomimétisme de Montréal]]></itunes:subtitle>
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			<itunes:episode>8</itunes:episode>
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			<description><![CDATA[<p>La nature est certainement le plus grand centre de recherche et développement qui ait existé : alors pourquoi ne pas puiser dans les solutions que les animaux, les insectes, les plantes et leurs écosystèmes ont façonnées depuis des millions d'années ?</p><p>Notre invitée, <strong>Moana Lebel</strong>,<strong> fondatrice de l'Institut de Biomimétisme de Montréal</strong> se consacre corps et âme depuis presque 10 ans à faire connaître l'ingéniosité de la nature : elle vient nous dire pourquoi nous n'avons plus le luxe d'ignorer aujourd'hui des méthodes qui ont prouvé leur efficacité, leur adaptabilité et leur durabilité à travers le temps.</p><p>Dans cette huitième émission, <strong>vous découvrirez ce qu'est le biomimétisme et quels sont les exemples d'application de cette méthodologie, </strong>vous serez surpris d'entendre <strong>pourquoi les grandes entreprises restent discrètes sur l'utilisation du biomimétisme dans leur organisation, </strong>et vous repartirez avec<strong> une nouvelle perspective de la connexion avec la nature.</strong></p><br><p><strong>Qui est Moana Lebel ?</strong></p><br><p><img 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Lebel </strong>est biologiste et s'est formée au biomimétisme auprès de la pionnière de ce mouvement, l'américaine<strong> Janine Benyus, fondatrice du Biomimicry Institute. </strong>Elle fonde<strong> l'Institut de Biomimétisme de Montréal </strong>qui intègre le réseau mondial du biomimétisme en 2010. Elle donne des ateliers de formation, des conférences à travers le monde afin de répandre cette philosophie auprès des leaders d'aujourd'hui ( milieu corporatif et institutionnel) et de demain ( étudiants et milieu scolaire).</p><br><p><strong>Quelques liens pour poursuivre la connexion :</strong> </p><br><p><a href=" https://biomimetisme.ca/" rel="noopener noreferrer" target="_blank">L'Institut de Biomimétisme de Montréal:</a>pour en savoir plus sur le biomimétisme au Québec, les ateliers et les prochains événements.</p><p>Le livre de Moana Lebel : <a href="https://biomimetisme.ca/ce-quest-le-biomimetisme/livre/" rel="noopener noreferrer" target="_blank">L'art d'imiter la nature</a></p><p>La base de données de solutions de la nature (en anglais) : <a href="https://asknature.org/" rel="noopener noreferrer" target="_blank">Ask.nature.org</a></p><p><br></p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></description>
			<itunes:summary><![CDATA[<p>La nature est certainement le plus grand centre de recherche et développement qui ait existé : alors pourquoi ne pas puiser dans les solutions que les animaux, les insectes, les plantes et leurs écosystèmes ont façonnées depuis des millions d'années ?</p><p>Notre invitée, <strong>Moana Lebel</strong>,<strong> fondatrice de l'Institut de Biomimétisme de Montréal</strong> se consacre corps et âme depuis presque 10 ans à faire connaître l'ingéniosité de la nature : elle vient nous dire pourquoi nous n'avons plus le luxe d'ignorer aujourd'hui des méthodes qui ont prouvé leur efficacité, leur adaptabilité et leur durabilité à travers le temps.</p><p>Dans cette huitième émission, <strong>vous découvrirez ce qu'est le biomimétisme et quels sont les exemples d'application de cette méthodologie, </strong>vous serez surpris d'entendre <strong>pourquoi les grandes entreprises restent discrètes sur l'utilisation du biomimétisme dans leur organisation, </strong>et vous repartirez avec<strong> une nouvelle perspective de la connexion avec la nature.</strong></p><br><p><strong>Qui est Moana Lebel ?</strong></p><br><p><img src="data:image/jpeg;base64,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"></p><br><p><strong>Moana Lebel </strong>est biologiste et s'est formée au biomimétisme auprès de la pionnière de ce mouvement, l'américaine<strong> Janine Benyus, fondatrice du Biomimicry Institute. </strong>Elle fonde<strong> l'Institut de Biomimétisme de Montréal </strong>qui intègre le réseau mondial du biomimétisme en 2010. Elle donne des ateliers de formation, des conférences à travers le monde afin de répandre cette philosophie auprès des leaders d'aujourd'hui ( milieu corporatif et institutionnel) et de demain ( étudiants et milieu scolaire).</p><br><p><strong>Quelques liens pour poursuivre la connexion :</strong> </p><br><p><a href=" https://biomimetisme.ca/" rel="noopener noreferrer" target="_blank">L'Institut de Biomimétisme de Montréal:</a>pour en savoir plus sur le biomimétisme au Québec, les ateliers et les prochains événements.</p><p>Le livre de Moana Lebel : <a href="https://biomimetisme.ca/ce-quest-le-biomimetisme/livre/" rel="noopener noreferrer" target="_blank">L'art d'imiter la nature</a></p><p>La base de données de solutions de la nature (en anglais) : <a href="https://asknature.org/" rel="noopener noreferrer" target="_blank">Ask.nature.org</a></p><p><br></p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></itunes:summary>
		</item>
		<item>
			<title>Les trésors cachés de notre dimension sensitive : et si les solutions aux défis de demain étaient logées dans notre corps et non uniquement dans notre cerveau ?</title>
			<itunes:title>Les trésors cachés de notre dimension sensitive : et si les solutions aux défis de demain étaient logées dans notre corps et non uniquement dans notre cerveau ?</itunes:title>
			<pubDate>Fri, 27 Nov 2020 21:41:51 GMT</pubDate>
			<itunes:duration>1:00:59</itunes:duration>
			<enclosure url="https://sphinx.acast.com/p/open/s/5f634a97a9212b5d1c2b165a/e/5fc15fd0a46f5664e996045e/media.mp3" length="58557794" type="audio/mpeg"/>
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			<link>https://shows.acast.com/le-podcast-de-luniversite-dans-la-nature/episodes/les-tresors-caches-de-notre-dimension-sensitive-et-si-les-so</link>
			<acast:episodeId>5fc15fd0a46f5664e996045e</acast:episodeId>
			<acast:showId>5f634a97a9212b5d1c2b165a</acast:showId>
			<acast:episodeUrl>les-tresors-caches-de-notre-dimension-sensitive-et-si-les-so</acast:episodeUrl>
			<acast:settings><![CDATA[FYjHyZbXWHZ7gmX8Pp1rmbKbhgrQiwYShz70Q9/ffXZMTtedvdcRQbP4eiLMjXzCKLPjEYLpGj+NMVKa+5C8pL4u/EOj1Vw4h5MMJYp0lCcFAe0fnxBJy/1ju4Qxy1fh8gO4DvlGA40yms2g0/hOkcrfHIopjTygHFqGwwOPKFIai4SuTvs86Lx3UYCyl6ZsRz3izQSgEhrXZSHQy+JYGnR+sYq+BJ0uoY/77NprkEUAo1P7OJ2fOCd9hFr25Wqj0PSOMzGhcf/8Pcffdk8QxbuKhnStVNNi94saoQGvn1idnHGIP3voajFsIEI8PFJx]]></acast:settings>
			<itunes:subtitle>avec Céline Verchère, sociologue et professionnelle de recherche</itunes:subtitle>
			<itunes:episodeType>full</itunes:episodeType>
			<itunes:season>1</itunes:season>
			<itunes:episode>7</itunes:episode>
			<itunes:image href="https://assets.pippa.io/shows/5f634a97a9212b5d1c2b165a/1606504854338-d55bf0b7fccd97b1ddead0c528d751c1.jpeg"/>
			<description><![CDATA[<p>Dans cette 7è émission, notre invitée Céline Verchère nous fera découvrir comment notre corps peut devenir un véritable vecteur pour enrichir notre lien avec la nature et le monde qui nous entoure.</p><p>Elle nous parlera de l'importance de nourrir notre dimension sensitive, notamment dans un monde post-COVID et nous offrira une perspective fascinante à considérer sur notre relation au corps, loin de l'idée du corps-machine.</p><br><p>Nous explorerons avec elle <strong>les différents niveaux de corps, les façons de se reconnecter avec ses sens...</strong> Nous nous demanderons aussi<strong> : comment la nature peut aider à cultiver notre intelligence kinésthésique ? Pourquoi la relation au corps pourrait aider à mieux vivre l'éco-anxiété ? Comment le fait de nourrir sa sensitivité - dans le milieu académique et celui de l'ingénierie- pourrait aboutir à des innovations plus durables, et plus respectueuses  du vivant ?...</strong></p><br><p><br></p><p><strong>Qui est Céline Verchère ?</strong></p><br><p><strong><span class="ql-cursor">﻿﻿</span></strong><img 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rH2XUvO/c+fLF5Uvm/cf/e/z/FVyaSG6ufJ86aCCWX91DLF86f7P+f8A7GuMvLW80O5+xXvkwTxS/uvNi+//AMC/hrp9BkvP9TND5/8A0x83Z8n+9/D/AOg1tCrznFKlOmd58MdSmtdS/wCEfvZv+Wvm2s3mt8jr/F838P3a+pbD4czXVt5/kzfva+cvCvhGG6toJvOm/dS/66KWPz0/2fl+9/n7tfY3wZ8QfatNgsr3/Xxfuv8AVbN+2oxGH9znN8LX9/kOGv8A4Q3n/LGHyK5K88B3lrc19dXk8N1XJal4H/ty5/c18bOvDnPsaVOUInz9o/hG8+016XoOm/2Z/rq7NPCP9mf66nv4fhurmCGvCnVhCfuHo80+Q7Dwl4g+y20FdsniquS0T4X/APPHzqoeKtNvNDr3cFmNL4D5HER55nYal4xh+zVzyeP9NrzfVdSvLq2/cQzV5jo/hzxVrni3zv30EFfS+9ye4cvLyHuvjCD+0/30P+vrBh8Xal/Zv2Kb/X16X4J8FzfZvJvf39aWq+A7P/njXj47AQxMOeZ24Wfv8h4D595/zxor3L/hC4f+fKivn/qlE972UP5jy7/hI7O1tqx7zxpDXj6alrF1/rqfYabeXVx++mr2qVKdYwq1+SHuHpc3iqH7NPXxVeXX2rW/Ed7N/wAtdX8r/gCtt/8Asq+vbbwj9qtq+MPH8f8Awh/jbXLL/pq0v/A1Zm3V6+Vx9jVkeJmfPUpQOH1rxT/ZtxB5H+v+WP8A4Ht+Zv8Ax7b/AL1dN4S1Ka6+wwzTfv8A/njF/wCgr/dVf87m215ReSTXOped283y/N/uf7v/AAHa1X7bxB/Zlz9j0z/lr+686X/0Gvb9r7/OeR7L3T2PxV8Sf7Dtv+Ef0b/X6hFLHdTfef8Ai3f8C/8Aidtdb+zf+zzeeJtS/tPWf+Wv7397/f8A4tv93+H/AL5WqHwQ+C39p/YdT1P9/PLF5v8A318y192/D3wrDoemweT+4ryK+PlOfJA97C5dHk55mbbfDmz0O586GH9x8n/2X/Al+9/31XqOj6bDa237mj7L9qtvJm/1FGlab/Yf+pm/cf8APGX7/wD31XLKrznbGl7P3DS8us280qukhg+1VMuhzVnKHOEZnl2reC4br/ljXlfif9k3TfGFzPN5P2GeWXzfOi+TZN/Ey/3d33q+t4fDNXP7Hs7W286aasY4aZcq8PgPgz4zfsvQ+JvDf2KaGH+3LWP91qHlKn2r/e/2mr4K8XeGde+GupT2c4/0HzPL/eRebH/u/NX7fa9puj6nbzwwzQ18zfFT4C6P4w+3Q3tlD+9/5bf+gtWkKs8NP3zGrShWgfnH4c+MmpaCYRDDDBCP+Wvlb/8Avn+7X0N8NPjpDa/8TOGb/Tv+uq/987mX/wAdWvnf4zfCLUvhX4jmgMEv2GSTEUv/ALLVX4a6pF9qns/33nzRPHF91vn2/L96vep1/aI+eqUPZzP0r+HvxNs/iZbf8Syb9/Fs82081d6bvut/tL/tV9LeD9Hh/s3/AKb1+X3wu1zWPDNz9t8Pzf8AFR6LKlzdaTFFH+/s/wDltt/2l2/733a/SPwH4qh8YeErHU7L/UXVskv/AH0tfM4rBx55zge3DFTnCHOHj/ybW2rzrwZdTanrcEP+v8qvSNY0f+0/9dWr4M+HP9mXXneTXzdXB8kJTO+WM5KXIei+Gv8Aj2qbWPA8OuW376GptN/0Wukhvoa6spwsPjmfMc/PM8rvPhfD9m8mGGjS/AENrXpd/fQ1j3N19ltq96pjPf5KJHNOt7kCGw02G1qzc2Nc9D4xh+0/vv3FP1jxN9qtv3NYYrGexh75hiqdagankQ0VxX9sXlFeL9ep/wApw+1rfzHzl/wjMNzc+TDDXYeGPhXD9p86aGuG03xH/ZmpV6jo/wARoa+xwEocnvn2dfn+wXNY8Kw6Zbfua/ND9qLSvsvxR8Rzf9Oz/wDjyr83/oVfov4n8cf6NX54/tSz/wDFf6rN/wA9bZK7Y8ntfcPOq8/sj5nguvs9vPj9/wD+PfxKq/8AoK1t/DXSobrxZYwzf881l/e/7X+VrmImKte2g6yHiuh+Gmq/2b420Sb/AKarHL/ufxVNT4TCl8cD9Fvhjo/9mabB+5/5ZJXvGg1574Mg/wCJbBXqnh61r5iPxn132DodNtftX/LbyK3rbQ4f8/O9P0mxrbe6+y161KJ5lSUitZ2MP/xqr7zw2tY82sQ3Vc3qWs/9NquUuQPZ85N46+LFn4Ztp5v9f+6/5618zeMP2kNeurmeaa9tNDsf+essu3Yn8P3mp/xa8SQ/v/33n+V+9/75/hr5F17TftXi2e88ZzatBBLbRXNjFa2yu+ySZo9y+Yu1Y9qyNu/iZailV9tLkgFeEaMOc+qPDHxw8K6n+5/4Sa08/wD6ZXKp/wDZV7H4Pk/tP/l9mvoP+msvm/O33V+b5tzN/DXg/wAHP2YfDfxM+G+lXs2mXelarFfN5WrfNE91Zrt8uRodzL83zL/wGvpzwH8IdH8M6b5Nlqc32GLf5UP+w38Ks38P+yvy1hiKHLP4i6VXnh78Txb9oH4EWfxC8N30Pkwzz/621mi/vr/tf3a/MfXvCt54G8WT2Uwu7GeKVv3VfuXrEEN1/wDbf7n+7XwB+3h8IIf3HizTIfIni/dXPlff/h2ttX7zfw0UKvsZchjXpc/vnmnwN8R/avG1jqemT+frkP7qXSbraiXSfNu8lm+VZtu35W+Vtq/NX238CtYs7Xw3qsNlN/oNrqVx9h835P3LNuVdv8O1mZdv+zXyR+z/ACaP9pg0bxZo1pPfRRf8ttq/aoW2+XJHJ975f975l/3a+vfD0FnqepQaZo0MNjYxf63yvkratVhThzzM40JnuXhK1/tz99XpcNrDpltXGeHp4dD02uS8SfGKG6ufsWmfv56+bjiOc4p0J1vhOt1jxNDa3NTWfiauM0HQ7zXLnzpq2NV0f7LbVc8dS+r8kDzoQnz8hNr3juG1rN03xNN4m/1P+orz3xDB9qufJ/5YV23gyCHTLaCGCubJYx+Ocj3qGFnhvfOntvB32r99NW8nhyG1tquJJ/o1Yl/rn2WuzFYyjRn758vj8VVrT98v/wBkw0Vz39v0V5/9q4Q8w+HtV1KH+0p5vOrS0HVf9J/11eb23h/UtTuf+W3kV22ieH7z/ltX0Xsp85+mRlDlN7UvGMNrbeT/AMt6+YP2rrH+0/7DvYf+WW+KXyvv/ejZf/Qa+mdb8Kw2tt51eD/E6x/tPw3qv/TrE8sX8fzx/N/wL7tdUOejP3zOrGE4HxneSfZtS/z/AHdq113wvtYNN8fW/wBsH+hQyeaf9zdtrm9asYVP+hyxeRj95zj+Jvl/8dqzpuqfZT++/wCun7r5tn95l/75WvW+OB858Ez9ZPh7B9q02xmh/wCeSV61oljNa/vq+dfgDqs1r4S0Pzv38F1bJ/33/FXT+JPjFrGmW09lpkPn+V+6i/if/eb+6tfOU4x5z6fm9w91v/FUOmWvnTTeR/11l2VzzfEqzuv9Tew1+f3xL/aA1i51r7HPef2pfeZ5YtLW5XyIX+9tkmZtq1N8PLrxr441y+0y31TRIZrW1a+/0W9adNqTeSytIrfe3Mn+z833q9Pkq8nuGPtaUfcmfoPpWq/25c+TDNXSTeAPtVrP51fIvwfj8YeGdbg1Oa9mnsf9bLD5TeRs/wB5m+9X354buodT02Cb/plWFOPP7ky6lX2PwHxPN8IdS1zxJfed508EVynmw/Lv+9975v4V2/8AjtehQ/D3R7q20Oy1PTIdc/sWLyrXzbFbjyPlVflZl/2f/Zq9p8YeDof7b86H/lrVnR/DNn/02op0/Z+5AUqkJ+/M4/TbHUtT/cwQ/YYJv+esu93r0XSvDM2mab/+zWrpWlQ2v/LGrN9fVv7L+cxlV5/cgcNrem/6N++h8+vFvjH4Zh1Pw3++svPg/wCWsP8A6F/47/6FXvepXcNee+JvJurbyf8AXwS/upa8irHkO37B8x/C74M2fibRP7M1OymsZ9PleLTNW81fPdPvLJHt/hZvmaNv723+GvQvhjrkOh+fB537+KXypf8AgNdJZ+NPDfw9uYP7Zhm/0XdFL5Um3yEb/ls3y/Mq/wAX+9XAaD4Rh8TW323RppvI1DfLFN/vNWGMw08TRM6WIhCUqUzpPiX8W5v3GmaZ+/nlre+GPhWb/XTf6+X/AFtVvAvwF/szUv7Tm/fz/wDTWveNE8OQ6ZbV+U5nmOI9tDA4T4ftGOIq+5yQLOlR/wBmW1UNSsZtTrpFta0rCGG1r7/K8HCOH98+a9r7GfOeRar4Omtf+WNc9baHqX2n/XV73rE8P2b99XnWq65ptrc104r2VP4DqlmdecDS03Upv7N/fVlX8c11UKax9qp6arDa18LiK88ZPkgeZVoe098oeXNRU39rQ0V5n1Osc3sYnl0Pw9021qhqXhma1/1MNdU9xefaf30NdVpulf2nb1+8168IH1sT548SSXl1beTDDWPZ/DKG602eG9/f+bE8Uv8AwL71fT7/AAnhuv31cx4z0eHQ7X9zD+/olXhy85jzz+A/HL4j+E5vB+uaro08Pkz6fcyx8/8ALRCy7ZP7vzLtauDmkMJ/7Z+XX1T+2Z4Rm0zx9pWtTQ/uNVtvs3mxfJ++Rvl3f8BZf++a+bdc0Q2sAnH+p+f/AMdbb/8AE11U5HPKPun6Ifsr+IIfGHwd0qHzv39rG9jL/sOvy7l/9Cq/488M3lr4bn0yyvYft0sXlfa4rmP5/wCHzP8A2avnL9hPxx/ZniS+8Pzf8vUXmRf76/8A2P8A6DX6I6bY2d15F5ND58//AD2l3Sun+7urxMVH2dY9jCy56R88fCL9lvTbb4XT+H9Zsop55bn7d9r/ANVPA/8Ae8xl/hVm+8tewfD34V+FfA3n2fhnRoZ766/4+rv/AFrv83/LSZvvf7q/LXs2m+GdN1O2/fQw/wCf96unsPCsNr/qYa7YVaszTkpQPOn8P/ZdN/fV1Xw08TfZf9Cmq/4h02H7NXnvhvxND/aXnfYvIgil8rzv7+2olzQqlxhzwPcvEOkzan5E1Yk19eWv/HlZ+f5X/TXZWlbeIIf7N/fTf8sv++K8l8efHSz8IalB5NlNfX0u+K1hi/8AIjN/dX7v/jtb1OX4zClSnP3DS1b4xQ6Zc/Yr2H7DPF/z1pn/AAsqzuv9Te+f/wBta5vw9/aXjm2/tm9hhgnl/wBbDF8+za397+KsfxJ4D0e68/zoYf8A0F68+U5noQjSgdJqXjH/AKbVjw3U11dedXlcOhzf2l/xT97N5FrKkUsMty0v+996vRbOObTP3NedVlM09z7BifEvwzeeJtN8mHU/sNjLFLFdRfZlld0ZdrbWb/VttZlrs/gtpVn+4hsof9BtYktov+A10nw0hs9T1ueG9h8+D7N/7MtenW3hyztf+PKb7D/2yV69qly1sLyHzeKpz9r7hfh02H7PWbeT/Zbmobm+1jTP+P2GGex/57Rf+zLUM11Z6n/rv/IUuyvCpcH0qk/be1PIq4qrT+OI99Sm/wCeNbFhPXNvH9l/1P8A6NqFL6b/AKbV9Dh+G/Yy5/ayPHnV5y54qgmuv3MNY+j+B/tX+uq+mpf9N6uW2q/Zf+XyGrq8P88+eMjT2vuchWv/AA/9ltv3NeD/ABF1K80y586Gave7zWIbr/ltXmnxI8OQ6npv7n9/Xy+Jy2vgK3tvZe6duDq+/wAkzxb/AIWNqX/PaiqH/CB3lFY/Wl/z7Ppvq9E+t9e8M2f+urBh1iHTLmsTxJ8TYbWvnj4qfFDUrX99ZV9jjIRrfAcFDngfZieJrP8As3/XV5d4n1KHXLn9zXzBonx+vLr9zNXp3hLx59q/fV5PNyThznbGlznYfEL4A+G/iZ4Jn0bWYf3Ev72KaL78D/wyL/tV+ePxu/Zj8SfDu6n028/06xljlubW7iib948a7pF/3vLVpP8AgNfpNpXj+GqHi21s/HOiT2V7ZQzwS/8APX+D/aX+63+1XuylzQ54HLGHvn5IfBt9S8I/EjSm8mWC/jkb9zINjum1X2/N/eVmr9QvA3i6HXNNsZoZv3EteFfGj9nv/hJdS0rU/D/+g+I7XbFFN93z/KVfL3f7S7V/3vu1N8K5te8M63PDqegahof/AD9Q/K9rv/56Qsrbtu7d95a8XGfvvfPYw8fY+4fZPhXUq7m21yGvBPD3iquhufGn2W28+s6FXkgenKhznQ/FTxxDoeiTzV5jeeLrzwf4A8n+zJr6f/W/6LKu9HZt38X+9XN/2rN8TPEnnf8AMK0+X/lr/HMv/wATXpC2Nn9m/ffv6JVZzHywgeY+HvjZr39m+TrNl9hn/wCWXmyq/wD498v/AKDRpWuf8JzrcHkw+fff6r+//F97/ZWu21iPwrof/ITmh/64/wD2K0zSvHmj6Hc+T4Z0yGCeX/pkqJv/AL21fmZqcIzmVeX2Ynrv9pab8PfCcH9p3kUH7v8A1X3nf/ZVa+Zv2gfGvjDxNos9l4Thm0P+0LmK2truWL/Sn81lXcq/dXbuVm/i2tXvGn/BDUtUuP7T8WTZvpYn8r95vSB/4d391q0vFmm2euXWlanNZfYZ4rZPK0+Xy98DruXzPlZv4W216fszxueLnyUf+3jz34dfD2z+Hvgmx0ay/wCWX+tm/jnm/iZm/ib/AGqfrn/IS/74rqvI+y1zHiSP7Lc14uJO2kdD8N9S+y63ff8AXJIq9Uh1ivGfh7H9qtp5v+esv/oNdbDfTVcKvJAw5eeZ6dZ6r9q/11cZ4q03/hGf9Nsv9RL/AOOVf0qSatW8/wCJnps8NexhcTyT5jy8VQjOHKcHbeJIbW5/fXsNX5tSh/10E37iWuAvJ/stzfQzQ/uP9V+6rS0XxNDa23k+TD9u/wCe0v8A8TX2Mo9T4ePxm9NHean/AMtvIg/57S/IiVW03TdNurnyfOu9Vn/6Zfcj/wCBVWhjh+zf2n4g1P8A7Y/cStjT/FWg/ZvJspv+mv7qNtlIUjV8yHTP3MP2T/0P/wAeqt/Zv2r99/y3qto+sabdal/y2nni/e+d5TbP++a1f7Y0fU/+PL9/fRReb5MX33Tdt3f7tG+44lD/AIR//pjFRVzzJv8Apt/36X/4qio9nDsb87PnLWPEEOp3P7n9/XnXjyOHU7nyK6e5+F2vaZpvnQ+dPXDQ+FdYudS/ffuIK+br1YU4e+fY4elOv8BDbeA/+eNdz4V8PzWv/TCuq8K+C/8ARq7C58IzWttXnU6tGsevLC1aMuQ5iwj+y10Om6rD/qa4a/S80u58mqF/fXlr++qfrVKVO0Dir4WeGleZ2HieP7Vbfuf9fFXN6t4j026/srztTu4PEdrfL/xKYo43TUYWVtzMzfd2+WzV3ng/Tf7c02DzqoeLfgXpvibUrG987ULHVbX/AI9dQ0qX7POn/Av++q7IYedT3jhljfsnkvhvxVD4mudV+xfuILW5eL/Yf5Vb/wBm/wDQa21km1P/AELzq9a8H/CHTbq5n0yyh8/78t1qEsu752+8zN/FI1cB488D3ngbxJPZed5/7391dxf99bW/utXmY7L54b3z1cDmMcT7hyuj+A/GGmab/ZmmXsMHlf6qaWJn3/7Vcrrfhn4zWut2P23Wft2h+b/pVppUX2d3Rl+8rfM25fvfer2Dw/48mtf9C1mH9x/z2irrWuobq286H9/B/wBMqzw8ofbO2UZHN/DXwd8Pf7EgvdThmnvrWVPtX9oRSO7o/wAq7l/vK38S/wB2vePAeq+Fbrw3Po2mQ+fBFK8X7q2ZP9pWX5V+7u+9/eWvE7+4m+zfub3/ALY/cpkPxC8SW1v9i+2zQQf8B/8AQq9GNWlAiWB+s/HVPo3xR4403TNN87U5ofP/AOWVrF87768rtvE02pefeXn+vupPN/8AiV/3a83hkm1O5/1M08//AE1r1Twf4LmtfImvf9fUSxXtvcgKVClhY8kC/YabNdefNXAfEW6+y/ua9mubeHTLavnvxzff2n4kn/54RVw4qJzRkdP8Pb7/AEbya9a0q1h1OvE/Dcn2WvRdB1z/AEmsKUiJHpH9lfZaZT7bVftVtTJpK9JGfvHgPiSP7L4/n/66pUOpeJofDNtffbbL7dP5qeV5VaXjmP7L4/8A+uuys25tbP7Tqs2p/wDHjDL/AK2WWvt8PLnowPgK8eTETgYkP/Fc3P8AbXiD9xpVr+9itPuVDpWrXnjnWvOhm/sPwrp/72W7/wBj/wCKrK1KO8+JmtQWVlN9h8OWv+tm/uItYPjnxH/wk2pQeE/D8PkaHaypF/Evnv8AxM1dUTlqfEenW0//AAk376yvZrHwra/6qGL5Hvn/AL0zfxLWlc3U2h6lBpn+ovrqJJb7yvk2Qr/q41/ur/8AZVj6Prmm/wCphh/0HSokiim/gnm/76/vfNWD4e1X/hJtS1zWfJ/vxed8vzpH935v++m/4FU6lnqP2iz/AOohRXnv9ueI/wDnyh/8iUUcpXvHv2q2NndabXhWvR2emalXVXnjj7VbeTXnvieGbU/9TXwWYyjWpclM/RMrlLCz52eheCdSs7qvbNN8Pw3VtXyj4PsdStdSg/czQV9deD5/+Jb++ryMjpVffhWPaz/FQ9ydGR4/8TvA8Nr+/rx/7L9qufJr6H+MU/8AxLZ/Jryv4aeB9S1O5/tPU4fIg8391D/fr26WWR+sc8D5vEZn7TC++d/4D0P+zNNg87/UV0KadNdf66HyLH/njF99/wD4mtKw0qHTP3003/xCV578Rfi3Da3P9jaN+/nl/wBbd/3P92vroQPjZ1Tp/FXjCHwf4b86yhhgn+S2tbT++7fd3ViPpVn/AMI3/Zl75N95v72683+N2+ZmrzTVfEH9ueJPDkPnefBFcvL/AMDVdq1215ffaq+azar+95D6jJqUZ0uc8u8Q+DptD8/7F/p1j/zx/wCW6f8AxVU9B1n7N/qf9R/zxr122037VXl3xF8Hf8Izrf7n/US/vIv9j+8tfKSjKHvn1HtfsHW22lw65bedZ/6//lrDVyz+Gv2r/XTV5Ro/irUvDN150P7+vTtK+L2m6nbfvpvIn/6a/LXbSnCYe+d/oOh6bof+ph/7bS1pXniaG2/zsryu++IUP/P7D/39rgPFXxQ+1fuYZvP/AOuVdXt4Qh7gez/nPUfHnxN/0byYf9fLXl3mTfafOn/18tYmiXX2r99N/r/8/LWxNPXmVavOYS5fsG3Z332Wt6w8QVx9tP8A6NU0N1WHMSe8eG9f/wBGroUvq8Z8N6r9lrsIfEFd1KqVKkcH8Tr7/iv4P+AVz39m/wDCYXM9l53kebc/vf7iJWlr0f8AbnjaD/pl/wAtqzde87TNEvvJ/wBfLK/76v0nC/7vA/NsV/vEzH+JHjWz8M6b/wAIzo3+o/5erv8Av1yvgySHTNNvtZ/ffutltF/vt/F/3zXDa3HeXVzPD503/TWuk1LUv7M0TQ9MvIf+Pr/SZf3uz733f/Za6Ynny+M29b1yHTPCXkw/v77ULl7n/W7P4lVf97+Jq6Gz/wBFtvCvhOy87z/N825m8pU+Rf8AWMzf7W2vN7+SG6+KOlaZD532HSokll/23jVdq/7u7/0KvTvBOpf2nbar4gmmh8/zXsbWb7/mIu3zGVv7u75aiRtSO/8AJ0f/AKCf/oVFeV/8I/ef8/uof+BNFHMdXs2ei6J4HvLq5g8+vVNH8K2dr5ENcr/wl1nplt/r64nxP8WLy1/1Nfnsq9HDR5z9Ajg61aR79D4c03/Xfua1U1KG1r5p0r44Tf8ALavXfhvqv/CYf6b/AMsIq7cLjKWJn+5OHG4Orhoc9Y7a+gs9T/11ZWua5Dplt/zw/wCeUMX8dQ+IZ7PTLnzr2bz/ACv+XSL/ANmrxDxz4gvNcuZ/33ked/yxi/uV9dSpch8VXqzmXPHnxN17xNc/2Npnkwf89Zv4E/4FXla6xDa3M/k3vnz2sqebd/33/wBmrnjbUv8AhD/CX2Oy/wCP66rK8K+HJtM8Jed+5/e/89a6DE3odY+y+JLGab/nr/6FXtPl182Xk032bzv8/LXuvg/XP7T0Sxm/6ZV8nnNL341j6rJKvxUTsLOf7LXB/EuT+0/+2Vb1zqVclrd9XyFWR9fGJwdZWpQVpXP+i3NULy6rA0MT+zYauQ2sNX4buG6qbMP/AD2rXUzkTabBWqkFY8N9D/yxq5/aVZEcpfeeqf26qc19UKT1BcYnW6bffZa7bQbr+0/3MNeV6XP9qua9j8DWP9mW3nTV0UfjNp+5A5K/uof+Etn/AOuvlf8AA6m1K6/4kfk+T+/l31yt/ff8VJ53/LCWWWXzas3nk6lbQTTTQwQRRf8APX+Ov1un/BhE/I6nv1pnmN/azXXiTyf33+tSL/Y+9WPc339p+NtVm/1/lf6N5P8AsL8v8VdC8kNr4t87zv3/AP45XH6VJDpmpX175Pn/AHf33+833a1OE6F76bTLrXL2yh/4mstyljFD/wBNm/ytb15dQ/25pXhOym8+x0+282Wbzdr7Fb5tu3+827/vqsfQZIbW5sZr39xPa3Nxq8v9zeu2OP8A9lqt4YvprrRL7Wf+YrrUryxQy/P+53bV2/N977zbazkdUT13/hLof+eMP/j1Fcr9km/6Cf8A6D/8TRR7p0+8VvFt9qVrc/8ATCoby+h/s3zq9I8SWNndW1eXeIbGb/Uww1+PxpTqH7PHFQ+2ZXh6SbXLrya+sfB9j/wg3hKxsv8AlvL+9l/4FXiHwf8ABc39t2M03+o/1steqeJNc+1alP8A88P+e1fXZFhfirHwufYv4aRQ+Jd1rH+u0z/Ueb+9m/jeuM0rxxD9p/fQxT31ehX+sQ/2b5MM0P8A21/uV454z0P/AF97Zw/9+q+yjLkPiZR5yh4k0qbXPEkE3+vg/wCeNU/iL40mtf7K0aHyfI/5a1W/4SCa1uf+m/8Az2/jrzrxVqs114k+2zTf6qWiXwkQ+M9Rto/9Gngm/wCWX/PKvRfgzPDdW09l53+q/wCWNeLf259q8i9/fefL+6/dV1Xwu8Qf2H4tgmmn/cXX7qvLxtL21LkPXwFX2OIPe7zTa56/0eu/huobqqGq6VXwE6R+jQkeP6xo9cZf2P8ApNewapHXDa3Y/aq886uU4/y6ynnrpLnTZrWsqbTftVLmDlKH9sVZsNSmpieH/wDSf9TWxYaHRzByh5/2mr9tps11Vy20eut0fTaPjNIRL/hXwrDa/vpq625uvsumz/8AXKsqzvv+WNU/EmpfZdEnm/6ZV34WPvwgceKlyU5zPLnjhurafyZv9Vvl/wCB7q2LzWLPU9Nnhmh8+CKJIvJ8quYtrr/iW/8AXWWrlv4g/tO586y/18Uv72Gv1Fy9xH5JT9+bOM1Cx/0mD9z5EEUv7rzfv1w39pQ6Hc30P76fzf8A4quz1XWLz+0r7zpv3Hm/98f7tedeKtS/4mX/AC28jzf3v3a1Mztte1Kb+xNV+xf6+WxtYovNi/56Mzf+hbavtH/xW0Fl/wAsLWJIv++f4ax7CT7Vc2P77/lla3P/AHwrf/E11Xg/ybXRP7T/AHM891ctLFD9/wA91+VVWokXE6T7Pef9Ay0oq/5fjz/nh/5FWimacpZ8SXU1rrfk16L4J8Bw6n++mo1j4Zal4m1v7bDD+4rufDHhnUvDNtX51QpfVp8kz9CqzjOHuE02hw+GdNnm8n/llXiesar9q8/yZv8Alq//AHxXrvjDVbz+xL6vmbUvGP2XW/Jm8meD/plX2eA5PZHxuN5/am9D4j+y23k+d5/lfvYv/Zlp+q3X9p/uZpv9b/qq8616+h0zUoL2H9/Y3X+Wrb1LVYf7Ng8mabyJf9VNF/BXocx50onN3l99luZ7L/lv/wBNa4nWJPtVzWr4h/4+fO/188Vc3eT/AGr99Ucwcp2cOsfZdDgh/wCev7qr+n3X+jf9cq4bUtS+1aJY/wDTKX/U12dhdQ2tz/z3gli/1NIZ9M+A/EH9uaJB/wA94v3UtdVDfV89/DTxBNoepf8ATC6/dV7Y91XwmPpfVqp+i5XX+s4cs38cN1WDNocN1U1zdVQfVq8GUj3oxKepaPDWI+m/9Ma6F7qGqc0f+k1xSOvlM2HQ6fNpsNaSab/03qykENHMIyrO1robWqfl0fbYauIGrDHXK/FG++y+G54f+W8v7qtVNVrgPG2pf2n4kgsvO/1UTf8Afbf3q+kyel7bEf4T5vO6/scLL+8ZSalDa21j53/XX91VC4tf7M8+9hhmnn/54/71PSSH/TvO/wCWUXledWVf+J7z7N5MNl5/lf6qb+/X3tQ/OMOcxr0839peT++rmPEMH2rTZ/8A0bWxeal/adz5037if/2es3Urr7VbTwzVZj9ss2GuQ2uiedD/AM+Mtt/wP/WL/wCzV373cPg/wlpXk/8AH9FY/wCi+VF/qPM+8y/7Tbq+dbPxH/Zlz5M3/LWVPNhl/ubvm/4FX0tbalpumeR9t86+1WX/AJYxRb/93/x35avmDlMfzPGH/PlN/wB/aK63/hJpv+gB/wCQmoqfdKvI+6vCf/INgrYuf+PeiivkMV8R9hE8i+IX/HvPXxh8Rf8AkZJ/+ur0UV7WC/gHhY7+OYN9/wAi3B/10erngf8A5FL/ALa0UV6KOAL/AP5b1wf/AC6/99/+hUUVUhRJrz/kC2P/AF1/9mrbT/kJT/8AXJKKKJiiehWH/HxY/wDXRa9+s/8Aj3goor5PO94n2fD/AMMineViXFFFfGH21Mpw1feiisJHSX7b/j2FR0UVmc5FeVj3XaiitIgMrz1/+Rt1X/r6f/0GiivtuHfimfGcSfw4lDXv+Rb/AO3msGb/AI9YKKK+wmfF0TnvE/8AyGp/+uSVjt/x8z0UVP2SZfGeY+JP+Ql/28pX1L8H/wDkZL7/ALZUUVcTSR6zRRRXQc5//9k="></p><br><p>Docteure en sociologie et diplômée en Sciences Politiques,<strong> Céline Verchère</strong>, originaire de France, travaille actuellement au Canada à Sherbrooke. Elle est ingénieure de recherche au sein de <strong>l'Unité Mixte Internationale LN2</strong> (Laboratoire Nanotechnologies et Nanosystèmes) et <strong>co-responsable de l'axe "Éthique, Usages et Société"</strong>. </p><p>En parallèle de ses activités académiques, Céline a fait depuis de nombreuses années toute une recherche personnelle sur le corps et notamment l'intégration du mouvement dans les processus d'innnovation et d'apprentissage. Elle a étudié la médecine chinoise, la danse-thérapie ( avec une formation au centre National de danse-thérapie aux Grands Ballets de Montréal) et donne aujourd'hui des ateliers de Dance-storming ("danser pour trouver des idées"), une méthode nouvelle qu'elle crée pour stimuler l'innovation chez les ingénieurs en utilisant le mouvement corporel. </p><p>&nbsp;</p><p><strong>Quelques liens pour poursuivre la connexion : </strong></p><br><p><strong>Les activités de Céline :</strong></p><p><a href=" https://www.facebook.com/lessublimatrices/" rel="noopener noreferrer" target="_blank">Les Sublimatrices</a> sur Facebook</p><p><a href="https://fr-ca.facebook.com/studiomouvance/posts/3319008874793953/" rel="noopener noreferrer" target="_blank">Studio Mouvance</a>, danse intégrale en ligne</p><p><a href="https://www.instagram.com/cieliforme/?hl=en" rel="noopener noreferrer" target="_blank">Instagram : @cieliforme</a></p><br><p><strong>Sur la collapsologie </strong>:&nbsp;</p><p>Pablo Servigne et Raphaël Stevens (postface&nbsp;<a href="https://fr.wikipedia.org/wiki/Yves_Cochet" rel="noopener noreferrer" target="_blank">Yves Cochet</a>),&nbsp;Comment tout peut s’effondrer&nbsp;: petit manuel de collapsologie à l’usage des générations présentes, Paris,&nbsp;<a href="https://fr.wikipedia.org/wiki/%C3%89ditions_du_Seuil" rel="noopener noreferrer" target="_blank">Seuil</a>,&nbsp;coll.&nbsp;«&nbsp;Anthropocène&nbsp;»,&nbsp;2015, 304&nbsp;p.&nbsp;(<a href="https://fr.wikipedia.org/wiki/International_Standard_Book_Number" rel="noopener noreferrer" target="_blank">ISBN</a>&nbsp;<a href="https://fr.wikipedia.org/wiki/Sp%C3%A9cial:Ouvrages_de_r%C3%A9f%C3%A9rence/978-2-02-122331-6" rel="noopener noreferrer" target="_blank">978-2-02-122331-6</a>).</p><p>Pablo Servigne, Raphaël Stevens et Gauthier Chapelle,&nbsp;Une autre fin du monde est possible&nbsp;: vivre l'effondrement, et pas seulement y survivre, Paris,&nbsp;<a href="https://fr.wikipedia.org/wiki/%C3%89ditions_du_Seuil" rel="noopener noreferrer" target="_blank">Seuil</a>,&nbsp;2018, 323&nbsp;p.&nbsp;(<a href="https://fr.wikipedia.org/wiki/International_Standard_Book_Number" rel="noopener noreferrer" target="_blank">ISBN</a>&nbsp;<a href="https://fr.wikipedia.org/wiki/Sp%C3%A9cial:Ouvrages_de_r%C3%A9f%C3%A9rence/978-2-02-133258-2" rel="noopener noreferrer" target="_blank">978-2-02-133258-2</a>).</p><br><p><strong>Sur l'éco-anxiété :</strong>&nbsp;</p><p>Glenn&nbsp;Albrecht,&nbsp;«&nbsp;'Solastalgia' A New Concept in Health and Identity&nbsp;»,&nbsp;<em>Philosophy, Activism, Nature</em>,‎&nbsp;2005,&nbsp;p.&nbsp;45&nbsp;</p><p>Petite définition :&nbsp;La&nbsp;<strong>solastalgie</strong>&nbsp;ou&nbsp;<strong>éco-anxiété</strong>&nbsp;est une forme de&nbsp;<a href="https://fr.wikipedia.org/wiki/Souffrance" rel="noopener noreferrer" target="_blank">souffrance</a>&nbsp;et de&nbsp;<a href="https://fr.wikipedia.org/wiki/D%C3%A9tresse_psychique" rel="noopener noreferrer" target="_blank">détresse psychique</a>&nbsp;ou&nbsp;<a href="https://fr.wikipedia.org/wiki/Crise_existentielle" rel="noopener noreferrer" target="_blank">existentielle</a>&nbsp;causée par exemple par les&nbsp;<a href="https://fr.wikipedia.org/wiki/Changement_environnemental" rel="noopener noreferrer" target="_blank">changements environnementaux</a>&nbsp;passés, actuels et&nbsp;<a href="https://fr.wikipedia.org/wiki/Prospective" rel="noopener noreferrer" target="_blank">attendus</a><a href="https://fr.wikipedia.org/wiki/Solastalgie#cite_note-Servigne-1" rel="noopener noreferrer" target="_blank">1</a>, en particulier concernant le&nbsp;<a href="https://fr.wikipedia.org/wiki/R%C3%A9chauffement_climatique" rel="noopener noreferrer" target="_blank">réchauffement climatique</a><a href="https://fr.wikipedia.org/wiki/Solastalgie#cite_note-2" rel="noopener noreferrer" target="_blank">2</a>&nbsp;et la&nbsp;<a href="https://fr.wikipedia.org/wiki/Biodiversit%C3%A9" rel="noopener noreferrer" target="_blank">biodiversité</a>.</p><p>La solastalgie expliquée dans <a href="https://fr.wikipedia.org/wiki/Solastalgie" rel="noopener noreferrer" target="_blank">Wikipédia&nbsp;</a></p><br><p>Un <a href="https://soundcloud.com/les-mouvements-zero/panu-pihkala-eco-anxiete?fbclid=IwAR1y5iCILFLhCYZXxeJDsVe3zorxub4RKU0HXToZdj-kEzl68dfw9Gi4Dp8" rel="noopener noreferrer" target="_blank">audio</a> de Panu Pihkala, chercheur sur l'éco-anxiété </p><br><p><a href="https://www.youtube.com/watch?v=uUbwWpp3Nmo" rel="noopener noreferrer" target="_blank">La vidéo Youtube citée en intro par Emilia </a></p><p><a href="https://fr.wikipedia.org/wiki/Th%C3%A9orie_des_intelligences_multiples" rel="noopener noreferrer" target="_blank">La théorie des intelligences multiples de Howard Gardner</a></p><br><p>&nbsp;</p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></description>
			<itunes:summary><![CDATA[<p>Dans cette 7è émission, notre invitée Céline Verchère nous fera découvrir comment notre corps peut devenir un véritable vecteur pour enrichir notre lien avec la nature et le monde qui nous entoure.</p><p>Elle nous parlera de l'importance de nourrir notre dimension sensitive, notamment dans un monde post-COVID et nous offrira une perspective fascinante à considérer sur notre relation au corps, loin de l'idée du corps-machine.</p><br><p>Nous explorerons avec elle <strong>les différents niveaux de corps, les façons de se reconnecter avec ses sens...</strong> Nous nous demanderons aussi<strong> : comment la nature peut aider à cultiver notre intelligence kinésthésique ? Pourquoi la relation au corps pourrait aider à mieux vivre l'éco-anxiété ? Comment le fait de nourrir sa sensitivité - dans le milieu académique et celui de l'ingénierie- pourrait aboutir à des innovations plus durables, et plus respectueuses  du vivant ?...</strong></p><br><p><br></p><p><strong>Qui est Céline Verchère ?</strong></p><br><p><strong><span class="ql-cursor">﻿﻿</span></strong><img 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"></p><br><p>Docteure en sociologie et diplômée en Sciences Politiques,<strong> Céline Verchère</strong>, originaire de France, travaille actuellement au Canada à Sherbrooke. Elle est ingénieure de recherche au sein de <strong>l'Unité Mixte Internationale LN2</strong> (Laboratoire Nanotechnologies et Nanosystèmes) et <strong>co-responsable de l'axe "Éthique, Usages et Société"</strong>. </p><p>En parallèle de ses activités académiques, Céline a fait depuis de nombreuses années toute une recherche personnelle sur le corps et notamment l'intégration du mouvement dans les processus d'innnovation et d'apprentissage. Elle a étudié la médecine chinoise, la danse-thérapie ( avec une formation au centre National de danse-thérapie aux Grands Ballets de Montréal) et donne aujourd'hui des ateliers de Dance-storming ("danser pour trouver des idées"), une méthode nouvelle qu'elle crée pour stimuler l'innovation chez les ingénieurs en utilisant le mouvement corporel. </p><p>&nbsp;</p><p><strong>Quelques liens pour poursuivre la connexion : </strong></p><br><p><strong>Les activités de Céline :</strong></p><p><a href=" https://www.facebook.com/lessublimatrices/" rel="noopener noreferrer" target="_blank">Les Sublimatrices</a> sur Facebook</p><p><a href="https://fr-ca.facebook.com/studiomouvance/posts/3319008874793953/" rel="noopener noreferrer" target="_blank">Studio Mouvance</a>, danse intégrale en ligne</p><p><a href="https://www.instagram.com/cieliforme/?hl=en" rel="noopener noreferrer" target="_blank">Instagram : @cieliforme</a></p><br><p><strong>Sur la collapsologie </strong>:&nbsp;</p><p>Pablo Servigne et Raphaël Stevens (postface&nbsp;<a href="https://fr.wikipedia.org/wiki/Yves_Cochet" rel="noopener noreferrer" target="_blank">Yves Cochet</a>),&nbsp;Comment tout peut s’effondrer&nbsp;: petit manuel de collapsologie à l’usage des générations présentes, Paris,&nbsp;<a href="https://fr.wikipedia.org/wiki/%C3%89ditions_du_Seuil" rel="noopener noreferrer" target="_blank">Seuil</a>,&nbsp;coll.&nbsp;«&nbsp;Anthropocène&nbsp;»,&nbsp;2015, 304&nbsp;p.&nbsp;(<a href="https://fr.wikipedia.org/wiki/International_Standard_Book_Number" rel="noopener noreferrer" target="_blank">ISBN</a>&nbsp;<a href="https://fr.wikipedia.org/wiki/Sp%C3%A9cial:Ouvrages_de_r%C3%A9f%C3%A9rence/978-2-02-122331-6" rel="noopener noreferrer" target="_blank">978-2-02-122331-6</a>).</p><p>Pablo Servigne, Raphaël Stevens et Gauthier Chapelle,&nbsp;Une autre fin du monde est possible&nbsp;: vivre l'effondrement, et pas seulement y survivre, Paris,&nbsp;<a href="https://fr.wikipedia.org/wiki/%C3%89ditions_du_Seuil" rel="noopener noreferrer" target="_blank">Seuil</a>,&nbsp;2018, 323&nbsp;p.&nbsp;(<a href="https://fr.wikipedia.org/wiki/International_Standard_Book_Number" rel="noopener noreferrer" target="_blank">ISBN</a>&nbsp;<a href="https://fr.wikipedia.org/wiki/Sp%C3%A9cial:Ouvrages_de_r%C3%A9f%C3%A9rence/978-2-02-133258-2" rel="noopener noreferrer" target="_blank">978-2-02-133258-2</a>).</p><br><p><strong>Sur l'éco-anxiété :</strong>&nbsp;</p><p>Glenn&nbsp;Albrecht,&nbsp;«&nbsp;'Solastalgia' A New Concept in Health and Identity&nbsp;»,&nbsp;<em>Philosophy, Activism, Nature</em>,‎&nbsp;2005,&nbsp;p.&nbsp;45&nbsp;</p><p>Petite définition :&nbsp;La&nbsp;<strong>solastalgie</strong>&nbsp;ou&nbsp;<strong>éco-anxiété</strong>&nbsp;est une forme de&nbsp;<a href="https://fr.wikipedia.org/wiki/Souffrance" rel="noopener noreferrer" target="_blank">souffrance</a>&nbsp;et de&nbsp;<a href="https://fr.wikipedia.org/wiki/D%C3%A9tresse_psychique" rel="noopener noreferrer" target="_blank">détresse psychique</a>&nbsp;ou&nbsp;<a href="https://fr.wikipedia.org/wiki/Crise_existentielle" rel="noopener noreferrer" target="_blank">existentielle</a>&nbsp;causée par exemple par les&nbsp;<a href="https://fr.wikipedia.org/wiki/Changement_environnemental" rel="noopener noreferrer" target="_blank">changements environnementaux</a>&nbsp;passés, actuels et&nbsp;<a href="https://fr.wikipedia.org/wiki/Prospective" rel="noopener noreferrer" target="_blank">attendus</a><a href="https://fr.wikipedia.org/wiki/Solastalgie#cite_note-Servigne-1" rel="noopener noreferrer" target="_blank">1</a>, en particulier concernant le&nbsp;<a href="https://fr.wikipedia.org/wiki/R%C3%A9chauffement_climatique" rel="noopener noreferrer" target="_blank">réchauffement climatique</a><a href="https://fr.wikipedia.org/wiki/Solastalgie#cite_note-2" rel="noopener noreferrer" target="_blank">2</a>&nbsp;et la&nbsp;<a href="https://fr.wikipedia.org/wiki/Biodiversit%C3%A9" rel="noopener noreferrer" target="_blank">biodiversité</a>.</p><p>La solastalgie expliquée dans <a href="https://fr.wikipedia.org/wiki/Solastalgie" rel="noopener noreferrer" target="_blank">Wikipédia&nbsp;</a></p><br><p>Un <a href="https://soundcloud.com/les-mouvements-zero/panu-pihkala-eco-anxiete?fbclid=IwAR1y5iCILFLhCYZXxeJDsVe3zorxub4RKU0HXToZdj-kEzl68dfw9Gi4Dp8" rel="noopener noreferrer" target="_blank">audio</a> de Panu Pihkala, chercheur sur l'éco-anxiété </p><br><p><a href="https://www.youtube.com/watch?v=uUbwWpp3Nmo" rel="noopener noreferrer" target="_blank">La vidéo Youtube citée en intro par Emilia </a></p><p><a href="https://fr.wikipedia.org/wiki/Th%C3%A9orie_des_intelligences_multiples" rel="noopener noreferrer" target="_blank">La théorie des intelligences multiples de Howard Gardner</a></p><br><p>&nbsp;</p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></itunes:summary>
		</item>
		<item>
			<title><![CDATA[La science au service du lien entre la végétation et l'humain : perspectives béninoises]]></title>
			<itunes:title><![CDATA[La science au service du lien entre la végétation et l'humain : perspectives béninoises]]></itunes:title>
			<pubDate>Fri, 13 Nov 2020 01:33:11 GMT</pubDate>
			<itunes:duration>1:00:00</itunes:duration>
			<enclosure url="https://sphinx.acast.com/p/open/s/5f634a97a9212b5d1c2b165a/e/5fad7caef648fd66c05b217a/media.mp3" length="57616132" type="audio/mpeg"/>
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			<link>https://shows.acast.com/le-podcast-de-luniversite-dans-la-nature/episodes/la-science-au-service-du-lien-entre-la-vegetation-et-lhumain</link>
			<acast:episodeId>5fad7caef648fd66c05b217a</acast:episodeId>
			<acast:showId>5f634a97a9212b5d1c2b165a</acast:showId>
			<acast:episodeUrl>la-science-au-service-du-lien-entre-la-vegetation-et-lhumain</acast:episodeUrl>
			<acast:settings><![CDATA[FYjHyZbXWHZ7gmX8Pp1rmbKbhgrQiwYShz70Q9/ffXZMTtedvdcRQbP4eiLMjXzCKLPjEYLpGj+NMVKa+5C8pL4u/EOj1Vw4h5MMJYp0lCcFAe0fnxBJy/1ju4Qxy1fh8gO4DvlGA40yms2g0/hOkcrfHIopjTygHFqGwwOPKFIai4SuTvs86Lx3UYCyl6ZsRz3izQSgEhrXZSHQy+JYGnR+sYq+BJ0uoY/77NprkEVvg12obx9JtVViKatdgXXI1S0ge9kNleeNN51V1VfUCnYBP6XtFhDZT94bFPSg/tyRW7NAqDYKolys4PXl4bAO]]></acast:settings>
			<itunes:subtitle>Avec Pr. Christine Ouinsavi Ph.D, ingénieure en agronomie, chercheure</itunes:subtitle>
			<itunes:episodeType>full</itunes:episodeType>
			<itunes:season>1</itunes:season>
			<itunes:episode>6</itunes:episode>
			<itunes:image href="https://assets.pippa.io/shows/5f634a97a9212b5d1c2b165a/1605205960570-cb82d9fc82eee84d22d83b5329b3ec19.jpeg"/>
			<description><![CDATA[<p>Nous recevons, dans ce podcast, une femme d'exception et ce, en raison de son engagement pour les sciences, pour la nature de son pays, le Bénin, mais surtout en raison de ses accomplissements pour la préservation du lien de ses compatriotes avec la nature. </p><p><strong>Pr. Christine Ouinsavi</strong>, <strong>ingénieure agronome de formation, enseignante-chercheure, directrice du laboratoire de la faculté d'Agronomie de l'Université de Parakou et ancienne ministre du Bénin</strong>, nous fait découvrir une toute autre perspective sur la façon dont la science et les chercheurs peuvent contribuer activement à préserver le lien des communautés avec la nature. Vous l'entendrez partager avec engouement l'approche pragmatique et inclusive de son laboratoire, développée dans le but de trouver un équilibre harmonieux entre la préservation de la luxuriante végétation béninoise et le respect les modes d'utilisation de cette végétation par les communautés, qu'ils soient traditionnels ou modernes. </p><p>Un exemple de résilience, de tolérance, bien inspirant pour nos modèles occidentaux.</p><p>&nbsp;</p><p><strong>Qui est Christine Ouinsavi ?</strong></p><br><p><img src="data:image/jpeg;base64,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"></p><br><p><strong>Christine Ouinsavi</strong> est <strong>Professeure Titulaire de Sylviculture et de Biologie Forestière</strong>, au <strong>Laboratoire d’Études et de Recherches Forestières</strong> (LERF) de l’Université de Parakou et au <strong>Centre Africain et Malgache de l'Enseignant Supérieur </strong>(CAMES). Elle est également Enseignant-Chercheur à la Faculté d’Agronomie dans cette même université.</p><p>Christine a été la <strong>lauréate des bourses internationales UNESCO-L'ORÉAL 2007</strong> pour les femmes de science et politicienne au Bénin en qualité de ministre en charge de l'Enseignement primaire, de l'Alphabétisation et des Langues nationales.</p><p><a href="https://fr.wikipedia.org/wiki/Christine_Ouinsavi" rel="noopener noreferrer" target="_blank">Wikipédia Christine Ouinsavi</a></p><br><p><strong>Quelques liens pour poursuivre la connexion : </strong></p><br><p><a href="https://www.lerf-up.com/etude/8" rel="noopener noreferrer" target="_blank">Laboratoire d'Études et de Recherches Forestières,</a>Université&nbsp;de Parakou</p><p><a href="https://www.lecames.org/" rel="noopener noreferrer" target="_blank">Centre africain et malgache pour l'Enseignement Supérieur (CAMES)</a></p><p><a href="https://www.researchgate.net/profile/Ouinsavi_Christine2" rel="noopener noreferrer" target="_blank">Les publications scientifiques de Christine Ouinsavi (Research gate)</a></p><p><a href="http://www.cef-cfr.ca/index.php?n=Cef.Accueil" rel="noopener noreferrer" target="_blank">Centre d'Études de la Forêt (CEF Laval)</a></p><p><a href="https://univ-lome.tg/formation/domaine-de-formation/sciences-agronomiques" rel="noopener noreferrer" target="_blank">Laboratoire de Recherches Forestières de l'Université de Lomé (Togo)&nbsp;</a></p><p><a href="https://agric.ui.edu.ng/welcomefor" rel="noopener noreferrer" target="_blank">Department of Forest Resource Management, University of Ibadan (Nigeria)</a></p><p><a href="https://csir-forig.org.gh/" rel="noopener noreferrer" target="_blank">Forestry Research Institute of Ghana</a></p><p><a href="http://www.univ-diffa.ne/" rel="noopener noreferrer" target="_blank">Université de Diffa, Niger</a></p><p><a href="http://www.univ-bobo.bf/spip.php?article7" rel="noopener noreferrer" target="_blank">Université de Ouagadougou, Burkina Faso</a></p><br><p><br></p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></description>
			<itunes:summary><![CDATA[<p>Nous recevons, dans ce podcast, une femme d'exception et ce, en raison de son engagement pour les sciences, pour la nature de son pays, le Bénin, mais surtout en raison de ses accomplissements pour la préservation du lien de ses compatriotes avec la nature. </p><p><strong>Pr. Christine Ouinsavi</strong>, <strong>ingénieure agronome de formation, enseignante-chercheure, directrice du laboratoire de la faculté d'Agronomie de l'Université de Parakou et ancienne ministre du Bénin</strong>, nous fait découvrir une toute autre perspective sur la façon dont la science et les chercheurs peuvent contribuer activement à préserver le lien des communautés avec la nature. Vous l'entendrez partager avec engouement l'approche pragmatique et inclusive de son laboratoire, développée dans le but de trouver un équilibre harmonieux entre la préservation de la luxuriante végétation béninoise et le respect les modes d'utilisation de cette végétation par les communautés, qu'ils soient traditionnels ou modernes. </p><p>Un exemple de résilience, de tolérance, bien inspirant pour nos modèles occidentaux.</p><p>&nbsp;</p><p><strong>Qui est Christine Ouinsavi ?</strong></p><br><p><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAICAgICAgICAgICAgICAwMDAgIDAwQDAwMDAwQFBAQEBAQEBQUGBgcGBgUHBwgIBwcKCgoKCgoKCgoKCgoKCgr/2wBDAQMDAwQDBAcFBQcLCQcJCwwLCwsLDAwKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgr/wAARCAEfAQYDAREAAhEBAxEB/8QAHgAAAQMFAQEAAAAAAAAAAAAABQQGBwABAgMICgn/xABQEAABAgQDBQUEBgcFBQYHAQABAgMABAURBhIhBxMiMUEUMlFhcSNCgZEIFVKhscEkM0NicoKSFlPR4fAlNKKy8RcmNWRzk0RVY4Ojs8Li/8QAHQEAAQUBAQEBAAAAAAAAAAAAAgABAwQFBgcJCP/EAEURAAIBAgQCBgYIBAUDBAMAAAABAgMRBBIhMQVBBhMiUWFxMoGRobHwBxRCUmJywdEjMzThCBUkgvFDkqIXJURTY7LS/9oADAMBAAIRAxEAPwDgMHxMZx2QrlVe0UD4dYTHG/jCwalCOjqxf+WGSHi7jISu0EG2P3BiytOJATcfVSiP5Vxbo+hLyMzGenT8zJTvtHQf3YrXLljejmotjrqD6QhGW6WU8NrdUHl/lBRlYjnExRMKaXkeSpHrrf4w+5Gm0O6XnnpekuSbAS2ZpzfGZbUpLqm8mXdLsbKTeygCNDAqCbJ+stE+vOFZVM1hPBE0W0sodw5RFpaQSUpCpNuwF4jVFX1M2piHdj5kZVCVpsm3hElrFdzchyNIBV5JtDgBlhB5ITmv0EJjMkbDG0DBGB6PUVYwxdh7DgMygoZnp1tmYUFJtwsXLivgmBzpE0MLXxLXVwcvJfrsJ6n9KvYHTGnV/wBv5apOtAkS9PkZyacWR7qCGQn/AIrQs6LceBcQn/07ebS/UjSZ+nNskbdyS9DxzNo/vuyybQ/pXM3hZ33FxdF8U95w9/7BWl/TU2O1F5pmbYxfR0r0VMzFPaeab/i7O+4r5JMD1j+6KfRfG20cH67fFE1Yb2ybKsXzLMlh/HeHp2oTF+z05yY7HNu2sCG2ZoNKUdRomCzoysRw3FYP+bTaXfuvdcklQINlApPgRYwW5R0saFCGQkzUoc4QV0xMsQgkJ1QghOsQwQEqI/V/GBkSxBloiuEZC0SJjF4cYuIQLLgQ4xmLQ6GZc+UEMeXJPLUaiIjoBTLK4zy5fnDSFEC4w1lWFW1D/wCKDDIewwUrFjDhMfuBF/pFfTzz0easPQpMXcNtLyMziH/T/MjNR9svzSk3ipc0BfKkZ3B6aQ4LCLfO1tYbcBpM0TTu47M/lCtzMNOKQeSkg3KT5GDirkb0YSlphTiph6yEFxbhygWSgq6AeESWygZs59pcGsE4A2ZqyqG9wlh9RCuYtIt6wzepmS9J+ZGGMPpH7PMHOzMhJuTGK6lKZkvJpy0CSZdSO45NqulVuu7CresR5jaw3AsRXjnn2I+O9vL9znSofTIx7PzLS8P0TD1Fp0yXENNONOVCaSALb1bzuRPPkAi3rCabLWG4Th245ryv6hiVfbbtQxGjs1RxpWuzG95eWdEk2QehEsG7/GBUTfpcPwlHWFKPx+IwTOvvvF515159Rut9xRccXfxWrUwVi6tNA6JogpBVorr5wwQrEwRkN+el4Q4eYc1A535Q5YUTbNuoHZM0r25xTuaXaylVlsoLhc0uRlCSSfDXlEkE5aIpY+cKEU5q93bXTU6k2N/STx3s7VKSNYnpvFuGxlTN0eemVPOtIJ70jNOlSm1JHIElCuoHOI8uXYo4rgdDHUlooVfvLb1rmvefU7B+MsO49w/J4lwvPpqFMm+E34H5Z9I45eZb/ZuI6j4gkaw6dzgcXgquCrOlVVpe5rvXehxHwhWKuxoUIdDxEyvS8MGJ1jp1hBASojVv0MAyWIMA1iEMyP4RIhioIYytDgszAhxi4EOMyiP9CH2GPLYDrEJ0Aol1e1I625QzECMYcUi35Pt/ekwkPEjsK053++CHJA2fHPVakjoukT4+5MXsJ9ryZl8T9GL/ABIo9/1aTFI0kghKq9ov+FEIjmE78usEgNhNUlDsx194WMHHcjmrBKW/WPJHVSTy0GZtBg52TGw0JVmlHc6Qxpt+xJifCmEMB0tTtDw9hyh02jz4YcPaaw7JMhtxyYdFiGiRwtDS3fueVd9pnU8P4PSwkusn2qnuj5ePj7CDm3y8XwoAZVaJHIC0OazTluOBrCWIzhVnH6JJp7Cj1UmqH21l3ePSc5JpbWszDAT7NtRdQkLJ7xA0zC9zqH1Wc5+lj6cuIvDP0uXz3idk2Jv84qbHQKISa76FG+nSEGlqHMt0gk36phBZBW2QRY9CFWPK4hgso4pVxKwm+ma1oRJGViR5apTezzDshtAYa3WJqlNvyuBEz1MampEIZS2J6o2edGcFtx2WRZpScxWCbxdorJHNzOS6S4qGI/0q5Wctdedo/B7iZTEg9JSVbojCWcP1YvpkJIOl1cg5LZe0U53NxZpfeoy3JzNKbUCbm0daN3mXM2+B4yOKwyjftwSUv0fk/iSnsd2sVrZPiVmqU9a5uhzpQ3iKiE+znZW/ug911vUtr6HTukxXa7ififDafE6OSXpfZf3X+3ej7EUqqU+u0unVqkTTc9S6tLtTdPmkcnWH05kHyPQjobiHvc8oq050JunNWlF2fmKVQiMTL6wg07idXpCDQEqXea9DASJog20AkEXAgxix9IcRkBCBMhbrBDGQ5QhmZdYQJ5Y0m/K58YjOgN8ur2+t9QYQgbi+/wBWJI6LYP4iBSCTI1BvfxEGHuSJs2IOIVoN/aU2oJt/9sRdwOs35MyeL/yf9yNeY5h/6I/CKb3NJXsL5RXtT/ANIfcjkwoFcXpDaka7TNU6FOMZEglRUkJSPPSDi7MLqnU0itTa9NramMjZyhSWgvxzIaSg/wDLDTlnZ03DsD9Rh2vSe/7BKTfu6gqVwg6mANaOobkJaZmphMrKNKmJqdfbZlZdFszrz6ghpCc1hxKIGukFFXdhStFNvYP4uxhUKBi8yuG6nLMSWGqPLYcWw0wibpS3Est/XCRLTLakPofn0OOqWtF1rsvkEWvTm07J7aHCVZZq8qnfLNfn+Hbw08gtIYhwHi+oyrM8f+zer1GZf7RMtfpmF/atJU057R1t2RTvQpKkjeJSlSbWCSIhkoz30NShxarRjaXbS/7v7+40zUhU6M7JN1Jlpv6wYRNyL7L7U3LTUs4pbYdYmGFLbWM7a0mx5pI6RBKDR0VCvCus0Ht6vcL0OaWB59BAFsWtqOW9uKHGHbhunTmIKnTqJIKlW6hU30S0o5MvCXYS6vkp10g5UjmdCfAE2EHTjnnYjrVo4alKrLaKu7bgfaJiWm4gxQ8MP7j+zFBaTR8JvNoeQt2lyjjjqH3TMkuqU64844Su3eACUABIu1bX02POpVKlZudT0pO78/VoGNnOI5eRmp2gVh9lNCr4yJmHQS3TKqBlkqkCnVKUH2b2Xm0pVwrKmzJ30LGBxk8DXjUW32l3x5r9V4kjTki/ITUzLPtFiYlnnGJuXNju32VFDiLjQ2I0I5xUlHI2melQnGrFTi7pq68mfQX6He0JU9S6rs3qDxU7Sd5U8OlR17K4v9Llx/AtQcH8SoDmcN0twGWUcVHn2Zef2X+nsO11CHOLE6h5codBxYmUITDAdS7zXofxgGTQBoHKGCL2hCKMOIytDgmVvUw4Jna3+UIYyGkIY8rSVWsYisdAb5c2eHnDiYgxcR9UA8uJg/fDDojL3wBbW2XXxgg2SLsvJ/tjJsq5rYnkK/8AZMX+HK9axjcZ/pn5r4mpZs4gHnu7cvCKMlZs0ou8ULZZVl9DdsawhTCoVzhyKLB0/PllxEu0qzgAW55A8hAtGzw2NpOb9Rq7SZmxtZaeZhG8p5g/JuhOdVweEa+cPYsRJDwKJByqPzdQYMzKYepdVra5YrWyy67SJVUxLtzTqONDLj6W21lJCjmCEkFQInw67V2UuJYh0MPJxdm9Pa7aeNiKJ6pTNTnZ2qTC95PVOYmJ2bKEhsKfmlqcWQlOg1UbD4QT1Zx6pqKsJElaRrwqX10KSfAjpDZR7W2JBwtj/ENAlnaOhyUrNBeTkdwnWC9MUkq3oeC2W0uNqZWFpzZ2VJOpvcEiHvlJqTdOamtJLmtGTl9T0bFUpV8RbOHKnOy9PmWVVLBLsm4usUaUmmnHN8hTS3u1yzK2lNqeTbLdvOOKE6SnrH2G/geMRm4069oyt6V+zJr2Wb7vMbjCiU5r3HMeh8IrWN4fstVn8CYRmsSy1QYksS4tDlOwWphkP1CRbkpxoVWoBxxBblrt/o6FJO+OYqTkTxG5Rjkjm7zlOP4nrWsPG+msu53Wi7339xCDRUEZQBlSbIh9zCcLIJMrtwr8bH484ZIiudLYfqYxNhiWn1LDlYoe7p+Ilk2dfZJIpk6pPXM2ns7ivtNpKtXLlVVmVzr+jeOzp4aT21h+XmvU9fJkn7HsVHBG0bC+ICVCWlZ1tqoa6Kk5q7EwP6Fk/CKjNji2F+t4OpS5taea1R9k1psSL5h0UOo8YM8eEyk84YITKhyRO4DqY4mvQwDJqYM8oEMvaEIq2vlDgmVj6QQJlY2taEI2fjDglvWHEeVS5/ziE3zcyfbI6/jyhwRLiyxoaiOY3Wby9pCDiRZfVXW0IkJE2Wq/780NNtVmYT/UyqNDhmuIRkca0wkn87mczpNK62LqfkoiKc122X6Xapxfgb5c8aefcgUNPULXPwPKHIorUbrsjUJw1StMtBynyL7UpNuJN1sKczFpSkdEKykZj10h3G6udFhZKDjDvRsZUEti2vj5xEjUWgZkXND52EOTxHqmaVTtn2M3H1pZlsSv0qkU7o49OyEy3U3tRybaZtnB0UpbXVOlqlpBmHxqavCK3V36np73+pGCHNLHXL4jkE/DlA2MHczaIdtmTl8Vi1iD43IghR3CDTiSogKDqUW7/wCAXDBykOmjVSepc9IVWmz78jUqXMNTFNnml5X5V9lYW2tKh0Ckjnz5HSCRG+0mnsdGUXse05ppWHWqXT9oqjUHq7hRpTsvK1dKSH01Gk77Oy2qynN/LF1ATlzNDLdIPquvatozdwPGeojlxDeRWtLu8Jc/J2fiNLaVXpeo4k+pKa60cNYOQKVSJaWZLbTbyEI+tHxnCXHVvzgdWp13iWMuiUhKQVR62XIwp1HiKkqst5fD7PlZchlNlRscyyRcWKTyHIwCQEnmCrWYDT3L28PuhyJqw/sAV9igYgl3J66KNUmzI15A1tJTCk+2TzsphaUPJ80eZgk+RNha88LWjVhvF/8AK9aJ0dk3pCpOyc4gJmJdSm30pN0508ykjQhQ1SeoIMVJRs7Hp6qRr01ODvF6o+xOyioP1XZlgWcm3+0zn1PKS87MXKt5MSI7K6q558TR1g7W0PGcXpXqfmfxH2odYGxXRoUP+sMGAqmNW/Q/jDSLEAX84jJDIJtBA5i5Gg8IcEqw56iEIyAtry8oQxlb/pBDFrX5wwjynXiJ6G5fQ3NH2zXLmNYSEtNxLik3ok3+6W/+cQyDiRUpWsOSkgbMFkY8wx0zTKk6fvMrEaPDP6iJkcb/AKKp5fqL6inJUJhPVD80n5OqirX/AJsvNlrCO9GHkvga5c8aDzOU/jERLNhXOEW+ykZrffD8gYK8rDWarM5QuzViQmAX3ZuYl52muAqlpuUW0lS2n0e+leYpPhzGsSU9jVx94ZLch1SsjJ16nTtbw1ozT299WsOuOFU5TUa5nWif18uMpVmBzIHfFuKE6d9UXcHj1O0anpcn3/szVLqIAt1tERsDixU63KYGwjItLDprlTq9Xm3D+wdp2Smty6PVF3Vq65kp9yLi0po5fis8+Laf2Yped9SOULSe55Apy35amBuZck3sLNcuVICladSpQv5DlDahw0CsuhaylpLRU4opCWkguKKjokIQOpJ+MJakjoTlsrks0rZnjCZSpdSkEYalGgN7O1976oYBJ4UAOJ3i1q+w2hR6mwF4lULb6Bxwsprs6vuWr+fNjvo2z+s0d+VqMttCwth+rMOFyRmJWrTDk20U3Sp1MzTW3gzcGwzLCiOkDmivtFn/ACt1N07fl/8A6aC7GzmgZsz20qhOo1XOP/VlWce3h1IZbVLo3xvyUpxHibQ+en3+4L/KqnJO/wDtt6+1p7xexs3oCitUvtIpraDpKIfo9TbfUvp2hLaHUNJ8VIcc9DCU6XeyGfB8Ytkn617u/wBiKm9mWJ5OXE3Iu0PFGUEvy1Bn01WdYa6Ouy7SA5lPilKsvvhOkFljL0ZXKVXB4inrODS7+Xz8oaD0s/KTL0tOyk1IzcsrdzUrMNKYfQrS6HWlhKgfUAwnFx3Kej1R0nhuof2jpOHJtYU5OoLNIqyyq7jr8rlbZcVbUFcqpoX6lCjEVRXsztej2KzYSVNvWne3hF6r33Pq39GauuYi2RU6dcKCqWrOJJNKUiwQ3LVN3dItYckKENL0meeYzWr6kTyofCAZWNBTrA3CuA6knjb9D+MMyeDBoT5QwTdzK3OEMWt46w4irGEItax5QhGVvGHEZGECeUhNoiNyOu5sSbOt69RCBvqJsTf+Bz3klH/OIRJEilZ47DwhiUfGzheXHOFTe159sf1JUIv8N/qYmZxnXBVPIcNeBarlRT1RPTo+Ty4ixWlafmSYB5sNTf4V8BAweNr0VpECZYnqFFC4KBpmTY/EQ7Q1N2kmR5WnFiQpzCkZRvpxwLFsxsGWyCfLLEkNjS4i7yj5GvDteqWG6vJVqkvmXnpNV0L0KXW1jK62tPvIcQShY6pJEGnYoKXIm6ekZKs057GuF0IVRVDe1+lNZt9h+c3TLs4lbbnF2QOvEMOi6bcJIUmFUpX7UTf4dxJVYqlV0qcvxLW3rstQJtJetXafSN2mWcw5RKPTpynJ7spUESyVzzY/eL61rcP94peukFPs6GFVqddUnK97ydn3q+n9vAalHptRq0yiQpMu7PzSkuL3LZCGwhpJW6t11RCUJQkXUVEADrAxVwoUpPYkCXwxRqdLJfxJVHFzbizajUhxhzcsp96YmznbzOE2ShGY2BUu2iSnKKNCGAs7vbxJUw65iKafaGEqXT8GyDSbSUyhhCZtpFspWJxaO1LdXzU5nTr3cqbAVqmLS2LadGCtbN8PZsSFS9lzL4D1Urk9Mvr57nKwOLVWvEo39YpPFSewbxVR+A+5HZPhdQGZE89bquadN/XWIXiagutn3jqltkuEgLmnq8gp906f1wP1ip3idWfeHWNleDv/AJQAPtB50EW/nhvrFRcwOuqLmFU7IKHZD1Mnq5Rplo3afYmyvIrooB3Nb4QccVUW4vrlWO+oFrez+sTDOXEdOl8fSzbW5YrcspcniqSZHdLS1LLczu+Ybezi3CnLfTSoY/lLYp16eHxW/Yl3rb1oZGBKPMUDFlJpPaU1yjYmmZf6sqksy8B2umvBx9mZkl2cbfbZ3iXGTrxJUlSkcUaUUqlmtithpT4ZVm56RcJLwenZs/M+lX0HZ7t2xioi90sYrrJQmwGVM03LTAFhp78QT9JnLYlWmvI7BUPnAFc0qHwhggJUhq16K/GBZNTBnjAh2Law4i/S2kIRUPYct93nCGMoQi9oQx5Qwf8ARgGa6NiTZbfqPxgQ7mrEgP1HUL9EJ+5QhBQd5ERE8ST+6Pwh7E+jHps/XlxrhVRvb6zlAT/Eu35xd4dpiIeZl8Z1wVVfhY8cWDLiWsDX/wASnfveWYbGr/UT8wOEv/R0vyoBsnjb69+KlkX5hrNbJqToDDkSIurqyZ1TX90pz/ic8IOmX8XK+V+ALbKBm00HdudPWDKm47sMV6r4drclU6It5mop9nu2tVTcu4ob2UdSO808OBaOo87QUbphxpSqaJfPeSjV6eqvYgxDizHs61T6vX6hMTc1QaK3Lu9mcdOZYcQXQhpDejYbK89+fIkvOavd7mnhOG5IruS5/OvwNzdcM029RcLSMpS6Q+GmXghtCnHmmlBY7XN5Q48StIcUkEIvayQEiK86vsLTqUqL7Osvd6h84dw3KSy0TEx+mTX94saD+AchFCrVvsB2pu7Jipo3ZTflbhPhFW4SjYkWmzAs3cFSvE9LdReIw7EkUoAoClJFut9NIS1GY85NGciyDdJ73MeFoLIROQ4peVFzoq6iTb11trD5AHMPyzHssqkm6dM9ucJwsA5G5TBSoWAt4CHSI3qRxjbDI3cxialjss2ytl+uNhreb9uUVmRPJbFrvywudLFxrO0e9Ghg8RKnJLkBpVj1M9U9vBnSv0D23JPZtjelPoSiYpuK1hzLo2pDlPli2pv9xSUhSfIiNGpucxjqcqVXKzt0iIymaVDXyhCAtTGrXoYCRPTBdgOcMSItCHL2hxFgIQxYiEIzt1hCMreEIHU8ngMRmymZg6pPmNfDWFYKWpeukmi1NHQsKv521hDQ1ZDSv2Z11QIS1LKHZgheTFuGCNbVSQt8XkiLmA/nw8zO4qr4Sr+V/AkfHiNzi2vI0FqjMfeq/WJOJLLiZ+ZU4J2sBSf4RrMn2jR/eVFA1Z7Bix4f4RDkJFuIdKpMjxUbfGDiXK2qj5G6gUOo1t5bcmhIYlsip+fdOSVkm1++6o210JCRqbaCDHw9B1nYkqVrdPwrLiUw8FibUreTVVeYY+sX3NN3lUQ52ZLdrpyLzXJVe9gGzOWkTXl9XwMf4mr7vncFSzczWZhLb68rJupxhKjY+GcnU/GAq2pxKMsdUxku6JMVEpsvLtt5UAKHIAC3wtGXUqNlmnSJKp8sRyNhbQ9fjELZZjAekg2lKRmsoHTTQ266wIdh0SMwkvIQVjQ2b+HMeUNYLK0TFQuJvJocw5W5waRDNEjSLNglJFrjUaW8okiVJIdLYACb9U6kaw+iAtcLsNKvzBA8fGCZGjatKTfTL584iCsJwLk3APlzGsJOxFNEu/ROlW6E9tTw2XEgS09Rp6npUeM09+XdZZPo3kDI/hEa1GpnRjcYWZ06nemn5o7CtFgxzWRA2EBKoOJr0MDJE1LmC/HSBsTFawhFQhFraQhFG3jCGMrfKEMZcocR5N0nlANGuZfZ9YQ5vqwCqXURprLOfhAsS3ITvwtfw/nCLcRx4TWEYkw+vompyBPjbtCItYPSvDzRS4nrhan5X8CX9pqQ3jbESRy+sFkfEAiLfGFbFTMro3LNw2l5fqMpvvo/9Q6RlmzINK0CP4dPnBogI8xFJOTmIJSVk2sjtQZaSjObIU4CpLjpV0TwXPpBIuU06tkEHai2xKsUWjFvskmrM7ObuynpkoCXX1X1KlW4b91Nh4w6jnZo1cXDAwyU/SECCM1gbJb9o+o6lVvG/jFjSxz85yqSvJ3Y+cLe0Sp4jV03t1A6Rk4ibbNjB0rImSj2ui5N08rRnyZs0oEkybSnEaAm/MpJvETlYsqkSHRaSXGhnNs2ik25RG6o+VDuGFVezdaOYAA25ZVX0J8YkjNtETcUSBhuzTgZWeJCu8OqbeHheJFoBPtLQlqUYSp4BJCuqSD9qJEyjPTcJ5eBw90jRB+6/wCULmAEZF0rSRqNbDz6QUdQGgg4lVx8yR1v6wI1jRu1jmD1J9IFMCSHjsqz0/apQ6uybMTdOqFLqjdiQtlQEzLrIH9262f6ov4aXasZfEY3oes7ouFC4N40DnjEw4gPU0/qv5vxgJImpcwVaxgScxt98MIowhirQ4i3rDDGYHSHGK5Q4x5NQdeQiO1zYRc/CGsOxXPDNITgvoZd7X+QwmDHcgsd1q/hAl3cOUJzdViluJOiJuVUD/C6kxZwv82PmVMdrh5+T+BPG11Ibx1XiOS5hC/6m0xocZ/qpGF0YduG0/X8SOUq40aftIyTfeodUQG2/NJH/FBkDGNXp51mbmGWzlmVtCWlXfsSz3tn/wCpXD6X8YJal6jJUaTlzBLQDSWkJtZPPzHUxMkZ05OTuyplzdy178c0tN0fuDXWHmsqFS7UiS8JXLLZ0sALRi13ZnR4WOhK8i+GltoaQt+aX3GUaqPmegHnFTLnNFTyktUemVB9KDOVVFOQoAdmlkXcHq8fyEEoQjuM5VZ7D1lcDSs9u93V6wp7QLcVML73O2ulvSJ4uPcValKfNhKd2fVVhsvUrEFVkpq105nHClXkVJOo9RE+aL5Fd02uY3ZLEOPsMTbTVSlnKuwHA2p7MHDxGw49CP5hEVSnTkr7EtKVSJ0lQMUuLdaKzbou5uUqA7sZjk0y9KCkiTZWfbeZTlcy3SMw8ftRPm0KUqdmEpWb7O4QS2W1i5Xc6+GkM6uUdU7gqt48pdASlU4H31uKs020ApSvPWwAgoXmBVjkG/K7VX6osqp+EalMMrJyKUu108riyLWPrFr6v4lGVXwJa2X4pYdxnQe1yM3TJhM4zvZGZAu4w8d0strGigM+vUQ8IOlUTKuK/iUZLwPoelpSL5lXIGUa6JHgPujWOXMiPSEOB6mP1XxtAMlpAnLzgSctl09IQ5a3KEMVaFYYrLrCsMzMCHSEY2hwfM8mPU6dTpEb3NeLLnl6QwTaF7ozS7yLXu0sfNJhr3BRA3uN28Tf4GEy+gnTF2npRX2XWlfJQibDaVEVsXrSl5HRO2RIGNKmsHhcEssfFluNTjS/1PqRzfRZ/wDt6838SMUmxFv7wRjo6Bhq/Ajrof8AmiRIiI6q93a5MqXY23TbWvdQkD8SYlppBTn2bFS6Qpai5bL4+UTRiVpMFTjwfmEp6ByyNekQV2WaEdSZcOy7m4l0N8KlWseYHnGLVd2dJQVoku0Jj6vC3SuyyLuOHvK8LnyivuXI2W45UYl3IWFLSlpvVS+lucFkClXSHVQtqcpIPN5y200Do9NPJlkW8bWWq3nlizTpMz62LivEmakbXMPT68jW5nQ2nM+9ITLdR3aU6ElpKUOWHXKk+MTSoziinHFQk9dPMNvmi1yWE3TpyWmGn+JDzZBzH7J/AgxWld7lmNTKxs0qd7JObouFtQXbUaJJ6XvFCcdTUhNSiTxQHXZhKDflzvy1h7EE2g3PurY5KAKxci2pvEXpMdNWGo8hlZHarTC/daUlKuZHjF+lCxTrVLsftInN000EEMi3D7osDytFi6Kj1HpT5thyekS4UFUtMsPNLy8SFtrBuk8x1hlKzI6kE4n0bUQsZhyXqPQ6xrHG7Gsp1hCBVRGrX80DImpgnL/lAE1y2WENcxKYQ9yyRre0OIsoDwhWEbLCwhwbmOW/Q/CGbsM2eSv316nvGBlubCWhRta8APYIoN2rc+D8RCtYC5Aquo+ytwffCLydxVJqs80rwN/lEtF2miLEa02dJbXzfEoeH7aSkHP6mG42ON/z0/BHLdFX/pJL8cviReOf86TGMdKFVPJalkuuHKhtLqlK/hN4MgaI3Q8ZybemVnVaioel+UWKaI5uwSl0pUNcpTdOU8iSo/5xYSK8pDfbaKq0hkgX3qiocx4xnYnS5qYRZrHR+FZPNu8wHIX9IwqjOooxJkVRUTEpZojeKFuekRQkTVKfcMqr4Pri2C1LzbbQ5qWAAbDyi7CtFFCeHm9xExs4n6pKSEswqmCck31uOVCYU6HH0uWAQ6hRKeEi4tFqniYlSrg5bp+on/Dmzvc0euPVjDVHq2Ip2nSknQcRNVg01ykzEq4pztoaRLnMtWgIHDlBBGsaFTEqqtXdmJHB1aU1lllgm7rfNcUU1vENNVvZxFMFSyWqlQknP0WoLTydcllhJQ7pYqRwnqBzjPqZZbmlC60WwpkX5mcqXaZhsha92CgaoF+WvyjMrNI2cPB5dTqjArm8ZQFpuqx922nhESdxVY2NuN5tuQaTMJBRlOXh639IPDQU5FatN04HOVTxpMzjrkpTZtxhWV67vtEtJLSSrK5NBtxKM3IBNzfqI14UUzJrV5xWZIauFKhirEMzIy0nU6LTqhNzgafZrigy0ls671T0ysKISOfL84vuhT6vTf1WM+decZvNe3he5OuyHG9QqeIJ2kTuQtSTj7Siw85MSalS9wJiUdcuVNry6C9vCM2vTUVdGlCcnoz7aS6g5LSy08nGWVJ9FIBEXlscnLdmw8+UOMCqiNWvRUCyamC7QNiUxtCEYkQ4irQwjEi8KwjLpaHGLQhvSPJHe99efWI2bK2NnQ9YYcJy6vZKv76U/jBMjtqQI+Mrz6eRDzo/4oEvbGTCuJJ8IKn6SArawZ0ntRWHqjSX7hW+o9NV8Q3l/wD5ja4z/Mh+VHK9GVajVXdUkRiSOp95JjGR0jB2JZ/cUttkK45pbiP5EkFRiREQ3ZEhEpvbGxzFFvLS5+Ji1TWhVq7hlkWZykIsHAkG3EbHWJtiKW4HkQP7RnMnQZtPAXjLxps4DkdJYWdSgNqve9tLRhVTqaJOVILbpRdQB6C9hFVSVy5l0JLkaNJzLaUuJavYa8zCzMCURzSeEacjKvcslIsbWv66RZjK25VnTvsHhIyyP1Uo0AdEcKQLDTpc2g/rJVeDu9RI5QETAWXWtFXz5eE68+VzEUq1SRNDDwgbpWjSkmkJUlKGgQbm1/G94qTcuZaikSVhipttOpQ0MqVGyb9M3XlEaquIp0cw96rT2KnLlK0BQKeJJHP0vE1KraVylUpXIzmcLFh/PvVot+rWlIKBfpl8PKNWniDOnhlyDMtQnJggzknSKkBb2ipdIUbcvI/KJXXb5kaoxg9h+U2kSzR3gkWWHLW3iQE28QLdNYgc2x3DmfSTCU4moYVw5NhWbfU6VzK/fQ2G1femNek80E/A5DERyVZrxY4LeMSkAJqI/VfGBZLTBPM/GBJi9oQjGEIq2vjCEVbraEMy0IjKtzhCPIy0q7bSjrdKfvEDLc24m9RISfugAtghL5sqDbmlMIFkGzwKZ2eTbuzLun8xgWW46o1NnXSChuKouydA4ze7QzQHTqTR5UFXopcbfF3mdN/hRzHAY5VXX/5GMVR0Nre5rGMjfZHeJZ0v1FTIN0y/s0DpfmqJkBYJ/q5BhANipbSL2+zqdYtxXZKT1mLEODmOFSl5jY34yo8Xlzh7jNCSXWRWy4bi7Yy6+n5Rn4w1sATnh2bIDeXkAIxKiOopPYmai1FYCbn4xRksrNKFmTPhqdOTKteruvK6oC4coomektKmkpzJGXTXncn/AFzizDtlKfZHvL0LeDRAy+8be8dNIljRRVnVSGnivFFHwwlqSZSJ2p8kNE6BdtSbffBPLFEcYVKjGbKs1auITOL4N4orUhPdSi/QRmyqZmaUaeRD9ww0+JkMEcTaxceVukRuDbCk+yT5J09TkvxJO8SOcS9W4Ge53G/PvyCX2JefT2Nx9W7YeP6txYFwnN4kXMXKTUkV5RktUKm6Q4wUuy/cIBvzCjyifI4EDmpBuXuU2WMp5Q9tCKx2FsTqip7CLsgtV3KNOOND/wBJ8b1H3lUamCleFu45ji1PLXv3ol+Lm5mAmpfsvjASQdME+P3wBOXhDFWhxyrQhroojSEA9zGEMWtCGPIlIrDkrKuacbLJ+aAYGRuIVnkdPhAhBGUPsEk6ezhwGyEatYVOpD/zLn3mIy9SvYRI+6FHViqbE4Vp7f06g/uUxlJ8ucbHE3mVL8pzfCFlnX/ONR9eVla9BlCSLRlI3CIC6ZmohRsrfLN/ME9YljuBLYek04UGRY6lWiR+cXXsUIayZvby8FwAbKCzm9cv4QrDg9ai1V0XNyoZbjQaxRxSuaWC3JYw7M5S3eMWojpaM9CYKRNWtc6eEU5q5o05kw4Zm1qcbOYaWKdfhrFd6FlO50lh6bQpDLQWLKsFefPSDozylerC4/KnWjIyCmmD7dYO7SPPx9ImlVb0RUjSV7s45xaZ8YqSp91am5m4Dyz+0J1F4eS7BPSavck6Ux4nCDDLM/LTU2gBsqWw1vgkEd1eU+nIRWhCUiSpOLHFhvaJIVWr9spS2llK7vsd1xAV9ptQBHyh55oa2Ai4TjY6UksaMpk1TEwtpptoHfurWlCbW5knlBuq6itYqSoqmwBWcUYXxfhGu/Vk5Lza5ZpTku+0blubYIU2pPUHNoPG8KPpWFrTkmytm+KxVqeJOZVncaGUEn7PQRPSqNdlkWKoL00ShwZzoAf9axNe5RasdKbAUKEnilf7MvyKU/xBDpP4iNLAbM5zjL7UPWdBERoGJcEVIaNfGAkSQBNoAnLwmrA3TK/1eCQxe0OMVbxvDiLWhrD3MYYY8gdFN6VTFfalJb/9aYikbdtQr4m/WGCuL5U3Zy8yEK+UORshivgprVTHTfH8LxGy9R1ggai/xh0FP0SYJleemUdV81qe0APSNTHP+HT8jn+GrLWrfmG1UFFMhOrt+rl1KHraMzU2GyJqYc082eZTe3yieG5HPYczqiufl9SQyni59PCLXpFZLKg9usqGQFJcsg3tpY/nEjRXT1AdRVkcl3gddFG3rFSutC/hpWkSLQpgeyUOtjGJVOlw8iYKa6F5TfoLW/OKTNGD1Jaw9M8Y4tRpa2sVZ6FyB0BhaorDSVZ8qkDU+FvWI0tRVHoOOdre90LgUtXNVuQ8Rb1i5GnbUznLO7IbE21JTza98y24km4JCSBrCuyaw036OyXLIs2k8tOkSxlcjkmPjD+ApHiq0nO9hnwjItTakFS0jxSpKoLKpLUgea5JshSm3WUMPznbHEXBQrKNTzORNoaUFHYG7vqOaQoEnKSDjMmwhlKtSnoo+JgIrW4VSTYyMONLoOIplhCigbzMEdClWo5w01rcljLPTsdDys3vEBSzzsed/vg46mdV0Oz9iNMMjghE6u5XWZt+ZCj1aR7Fv/kMbmDhlp+Zx3FamfEW7lb9SXiItmYCakNG/jAslgCevhAkrZUOCVCEUIQjIC/whCLZYcRjaGEePvDpzUKjm/8A8FL/AHNgRFI3EGbcMCOLZMcCP54cCREGJdK7UPNST80iAe5do+gB08vwhg3sSo24HaXR9LHsOU/ylP8AjGli9aVPyMLBaYit5gOqH/Zs8PGXXGemajIqpav0l5eYAgXAPMknkIkiBNBgL/SiM1lENgk/xXIiaLsyJodDa7ISb3yZiNOWa1/wize6KzVmBKqAUagAglJUnXQaiK1XUtUhzYZnBkZurlofKMivHU38NMm+jLulPM8oz5GrElqg2Utm3WxUREE43LUZE3ycyZamuO5kWbGhHMlUPTp8yGvPkjWxNuBDiln27wuV9G028D5RI9RlFRQ2HMSsreKUukqBtkTpw8gbwUYXJI6hqn1KRecQX20u21KXCojKdL2BH3xbpYeHMr1et+yT1huTw84jczEtJzCnE+wK2UsJ0TmuFtkHW1u9GnSw+Ge6MevLiEe0rkky+GqNLhK5CkScq08hte/AcWorKMx9qs3te+l4jqYSlyCp4nETgnPcUSj6WnFSiXELJBUhBOcEDnY8/hGZWodW7rYsKpmWowcQIKMS0p5sBszDas5tpwq6j4xE9iSnPKSvRGZypTtOpkqgmannW2GG063ceUEJHpcw9OF2U8RVUU2z6d0ilsUWk02jy1tzTJZmWbNrX3ScpV8TrHRwjljZHCVJupJyfMIwYAKqIBDd/OAkFEDW1IhiUyAEIRiR1hCMvuhCLiEMVCsOYkQQx47sML/2DRiTp2Rq3wuIrs3UOPmm518oG9ghXJK9kjlzUPxggbETYrFq7O+jZH9IiKRbo+iAE84ZaEz2JMkF56TRz/5V1P8ASW406/8AJgYOGVsVVXkI59GeTmE2vmZIigaTIfkRlm1p62P3QaGkFWVIM8mxsnmL8xrEq3ImtBzyzuvHa4zjLbTUA84sRaK8oiScSFpWlOvFcDwFrRDVJ6ZpocxunchNsx09Yz60bo1MPKxPWG55CgkK5DnGVNWNuk7omChTjbb6CtZFtExCy1DYmSSnEzdKmGEqtnWlSwD4EXPyiSJBU7zTiqVnDKoXIKO6CMrzaVZQq/MgjrFmnkjqyrKU5uxH9MoFHzJVZSH/AHW3lkAkm5GYKETZ4TLdJyp68ifMP4ewfVlyspPUxdPm3lNMg71aL3GpCtdIdU22adLFU4q+W5PVM2BUgBupyeLqjJ5yWFSa1b1BIB0AVYj4RcjheeYCXGcPF5VRuPCZ2ZNy0uzLTOIqtNNsfqEb1TbXDpyBH4wuqlHmQzx2ElqoLUhKt4exJRa/9YUasOPU6mON76UmAVqeDvPdup14RzzRBOKkrMx8XWhe8UPYNmq1ygTLzeVYkXlzLfuguOpsfuMUnCxDn0OvdgOFPrfF5rzzWaRw0zvErI0VPPgoZT6pGZfyi1g6d537jD4tXyUsnOXwO2zGsc0YmCEC6j3W/UwEw4Am3X4wJJcv1hDXMSIS1HuUeQ/OHGuWHrDsRloLffDbiMIcR46MKEqw1Rra/o9j8FqEQWOgjsOQXKLHQ+AgBC2R4EEkclGxglEaRFmMARXZgn32miPlaI5aFql6I3EwKJXsSJSVhVLpafstvj/k/wAI0K6/gQMWjG2Kqeo3KTvEEHllOkUkX2yIG291U30HhsXreiSTBoaWxsSQicaPqnytBrcEPNKsQdbgkEX8ABf4wadgGhWtJWhaQkXGU/vE21MNJ3FFAWVCkunS1lH5xUmaFIk/D1QyFAKrFPSM+rE06M+RMlPqPChQXz6iKb3LykSXhyulpzIpZVvBaxMOmF6SJPYmlrlst87PNQ5kpPLTyiS4yhYQLoiXwt6VIGc8TZ5GESJWHPSGK1JJQEM9oZBSpEtMILrQy68KuYg4VqkCN04PXbyJow9tCr8tLtU1+iOOsMEKQtubVwZdMtnATb4xcXEJJaxK0qCbup+4fjGNazXSGHpEyCRfiU8XNPHLYdIF4+cuRE8Moa3DQYbcZylIy2uQdSSeqvOIc7buV5RE+G6PP1Gut0+lyrk9UKg4iWk5ZPNZJ4U35JA1KjyAuYL+Y0kV51FTi29j6g7PsGMYFwzKUZtSH5xRMzVpwCwmJ1228Um/upsEp8hGvSp9XGxyGKxDxNRy9nkPIxOVjE/jDiBlQ7jf80BIOAIvc9YaxIVz169IQi17flCtcRY6eMEIo+npCEUCYawxjpDjnjhwUsnDdLtrlS8n5PLityN8dIVqev8ArpAhC+WvuSOtzBAMjDGYIrQv7zDf5wEtWWqHojWR08YBE7H1QzeUp4FrBMyD8/8AKNCp/TxMaH9TMJjl6hf3RSLzIqnk5as+s3tvFXt0uINEYlevvEKOvX/GDkOHRyYcy25KJ+1f/pDoAIIUd7bkrl8Sc35wnqJCDdETixrqq+b+KKtQvUGOSVCmVhQ5iKUu0XloSPR6jdAST84rSRdhK47pWoLlnkLSSpN9RfpEYdyb8N1neNt8W8AAulURSnlLUdUSlRX5Va0jPkJN1Cw8IJSCcSZqLJys0hsuJCk6X/HpFmGpVqxaHrK0SQWSSwQo9Aoj4mJbRKrzd45kUtmWQ1u0gE6FV9YjlZDXMcyFWbbJLhOXLzvApleo9DtvYxstOEpEVuqt7jFlUQDLhQuaZLkZ9wtP944LF3wHD0MbWFw/VrM9zkuIYzr5ZY+ivedDysyqYZQ6tAQdUuovq24k5Vg+hEWzMFFv84cRiYQwLqQ4EepgWHAC8zCJTO2gNrHxhhFimENctCEXtppbWENmMSPuhDpmMOI8bOCD/wB3ZRJ0yOTCf/yqMVuR0A8Wk8ajpbpDWHCDJukjnr+UOCRpjYf7VZP2pcfcoxHJalqg9BpNj5dYHmS3bHxQbdjkvtJcmU29Qr/CL8/6dGR/8qXkFuWp5WXFMukRz7ueoTRB9/n6aQ6GsZvoKmgfK/wP+cSAh0BPZ2Sg3UEgEW0ulZv8wYMjvdipAzFtYOYWA/pun84ZjmubSUzoPRYSU6c7eHwMVqpbw8h502WRONAe/wC6rp6GMybsbdKKlEKNy70k4ErQoD8vXrEV7hqOUdEqoOAcXpEciXcfFCqL0ktCHL7u+ivCIJ66ksJWJgo1YAcaUHNCRf1gMzRaiydcPVy27AdAv8j1h1XyjSjmJClcUKbdy5/U9CPSJPrBA6aHJ/adLrQCVZlHmE/5QvrFytUgonQ30dqDI1it1Gv1KTVPLoJlTLJc/wBybmX8xTvD1WkIulPK/pGvw6jneeXI5jjWIlCKhH7XwO8pd8BOYbyaeUtRQG7EXXa6lK5C4HM8hGycuE5VpxLR3uW7q1OLyiwuroL+nM84QwrPTX4w4jE/9IYYF1Hut+phmFEDj52EMSN2MgOUMC2W+EIYxtqfxhx7lenWEIxPgIcRb118ocK5418EoP1DbwmptPyXFc6BPUe7YskctRytA7DsUMclg6qvp4QgSPMcJtPyZHVhV/6ojqaMtUNhmo5awBMx30FR3cujl7V707q4vt/wDLtbEPyC8y+iXbdW4qwQly3wEUy0Q0HN6+pZ94k+mt4SuOORtG9lEq1HMeRyk8/nFhaxK7dpBORZU9JrtYqQFrPTW3/+YkjC8QJStIU5ShtITcAEeejllC0R7Bp3MqiABKgXNrqJIsbpNj90RV9ixhtx7YcSHMgvZXjGLVdmdDhndEnop+8QG5loLSofl0I5RVcy91dzWMNrz5pV1Av+zWbW+NrQ6qJgSp5Q1I0itot/s955I6osv8DDuGZEWaw9qXS6yMpFNnEC3vN2EA6DF10USLS2q83bLLkcgM3MffArCSY0sXFIkCmStScUlc9OBPi02reuH+nQfExYjgl9oqTx0vsjzbnJamoSFHdlWjaBxPuHwESqjCn6KAc5z3Y+KFtEx7gFiRr2GqzNUmRqc+qRnKfwPSMw81LiYaD7DgUhRSm4vz15xLCrOi9CpVw1HFPLNX+J0nTPptzOHKJ23EmBGas8w439YPUqdEkpbKiA46iWdQ4lTg55AtIV0sYu0+IX9JGbPgClPsTtfv1O4sNbQsPYmk5GZacepT1RQFy9NqAQxNapzWKAtWovyjJ4f0z4Rj5umquWSdu1p7JbW9ZmYrhWIwraazJc1qPfQgG2hjqVJSV1sZhidfhDjMGVHuo9VQLHiCIEIqEIsfWEIx18tekOIrS3pDiMfjy5wQ5gSOohCPG5gly1Im2/7moTqb35ag/nFY6ALzWI6TIpUp6YzbvQpaSXFQTiPfU0SGMqDOL3LU0Wn1H2aHkFvMfAHlAaCcWB8Yr3z8koa+zWCPiLRFMsYfQaDdteXLrygbE8pBCTcQ0lJfnAyApajZVgNDFj7BSes72A1TqqXkLQ07nHS17fM6xXuTbAWWtfOeV+XiIdAjpl1DsKU3sVL/G94sJ6ELXaDlNNkhpICM7LilED+74hl++JoMiqG5LeXfe/ulqFhfKbG4J+BgJqwUDKebUlmnqUk5itxJ/hUlP5mK1XYno+kObDSsi29dLiMisdDhdieaQoltOiVXtwnlb0jPnqzWhew8Waa0+MyAW1enWGirjsdMhSJrh3SmTbvHiSfvEW4wZUqyS5DwYpE+GwrtacqegCj+Nosxp95SlVXcOCn0hZN3lqfPPu6fiYmjFIqVJN7DtTJOIZCJcBke85a1vTpBzUUiKClc2SkixLKU5xPPr7zy+JenmeUV20ixa46doiHKNhHZTQX20tTNbdrWL3k2IdTKTG7pcjnB5BaWFrT5GArXUVfz8fWQ4RqpXqyXK0PDTV/EbOEqcrE+OcIYd3W/lzNfWlUa8ZKlp7QUq/jWlKPjHM9JuILhnCq1W9m1lXnLT4XNSlHVy7jvqsU+lV6lz1KqkozVGm1slSNUgPZbOZXUEFteYEhSTm66Xj89YPG1sDiI1aMrPv/dbWfjuSRcoPMnYY+DsQDZhW6dKOVPFQpleeVI4ery6xPO7qdS0XUSNQk5t5yVf3iL7l3dpN0lC9bKPpGC6VcZxFCdXCVLTp2lOmksrjtmircvtR9aIcXg6ePi7xjdbqy9qa1XitSd6v9I1OFZrDbFSkKdVZCuMvrTVH6nJ0Rbu4CVAyzkwvsj5Uk9zet+IJ5R3fRnpvi+IQmsbh5Xi7diDv5uPd4o5yp0ejUzOnKzXL0vhqvYzmzEv0wMc41xjU6bsnewzTaBTWpZdOkqzKkVWoJW0O0uuOKDrKd29mQEtkggBWY5hHqmAoLHu0Xrvrp8+J4p9KHSPiX0fujOdOXUzuusjFVI5lyd2re64olfpNbeZL2VR2f4crJSOCYkHWl7w9d4O0M5fHRPlGmuCyT7UX/ta/U8o/9c6rUerrUfxddRqRfq6uTXmKVfSn2xLIQnZcxLqFr2Qy5fx78/YQS4MucZ/+I1f6cMdl/h1sF55K/wAA4jbltWqsgh2ZYk8MOOXDrCGJR15A8Q4FPDX5iNGlwKglmcX5N/scXxT6c+k0nOlRxFHwnTpWfq6y+3kZ4f2r46oiqi47W/r0TqUZGKilUyJVxJ1daOcEZhpl7vlEtTgeFqu/o+Rm8J+m3pTwmFSDqKu5bSr3k4/ls4+zYd1H2+1yXnR9fSsrUpFYyral0JlnEH7SFDNf0MQ1uBYZwtTbUu96+43+C/T90gw+Mz8RpU62H5whFUpL8UZa7dz0fhudL0KvU3E1MZq9JeU7KulSVBScjjbie8hxPQi4/GOZxGHqYWp1dTc/UfRrpNw/pbw+OPwEm6bdtVaUZLeMl3r2NarQLHziA6A8W9BZm5kTzTUxkkDPPrWlF0lxS/Ma2taINjomh2qw/IbvK5LocdI53UD/AFX0hnLvHUSOKxTmVPKlZRLbzgtZ1CtEEdFG1j8IhlJF+lg6tXwFTjVamWpduYmWnFsNpabWb3yp0FyBz6XMBmLseEVPvIT/AFTM39tPISkalKQb/Mwykx5cOjT9OqjTMpkmOe8mVDTVXCDzsbQ0szIX9VpLTtMbzziXVANpDaeiUi2sIoyeZitu9kJT1tb1hDIcTY/R02I0WrKfQDr5RLfQie4cp2kzL68KMrRObUJUhQP4xLDciqLQcTbTgU8Dfe5mypVtcpSM1x1uYmkrEEZC8UhyoUt9MnmemqU2qcmpYDMexosHHUdTuz3vAcXK8VKm2hapTtJeIqoqLbsjyuIxastTpMKtCY8Pv6J15xRqM1qZLlMXmsSBfwENF2DauPuQmm0BIsBa+vWLcJ3KlSnmHLKzqXCE3Gp1VfiidTKkqA7JNXBn7oGl4briLqRYmaC+FBCvEk+MLPcfJlRKuzTB8jXpipYpxS52DZ1gsdqxXVHOFEytsZ0U1g+84579u6n1ienBS1lt86GVjsW6f8On/Mlt4fiZD+OsXzu0LGVbxtUGU0+XnN3L0amWCEU6i09O7k5ZKRyKUjMofaJitXqZpXL2Cw/1ekoL/lvdk2fRp2e1CceqW1eqrMvTquyul4Vp/J6Yl2n0l6aKvdQtTeVCRqux1Ajxz6QePUcS1w6nvCV5vle2kfVz9hbrVVRWRb7s6TnNtOwejszUlUcZ06mVOQUpqfpcxI1FNSafT3kuyi5fe5vD7jYxyuF6F8WxSjOFK8JaqWZZWu+9yr1ONm75br1W+JzPjnHMttZn6H/Zin1OibL8E1Buv4rx/V2fqyXmHJI3bbli8U694JTmzqUe6AnXtuDcHj0cpVVKaq46tHq406fbyp8527ubdlyNSlTeGTc325aKK1OXsef9nT7UnW8C4irU4/WZiaeq2FalT9yaTvll32M22EsuN5jlSkDNbnHpHBpcUjeljaUIqKSjOMr57aaxa0JlKpqprbn3+rcjqRrkxh2sUbEUuLu0qYStxHRxhXC6g+Vo6zCYl4WtGouXw5nAfSR0Yp9MOj2K4fLeUbx71OOsffp6zu+QqAqcrLzkjldlpptLrT6dUlKxcEfOPS4VOsjePM+W2JwssHVlSrK04txafJrRhRpbbaklabqESJ2Kck5LQLibQ+m1wByyxa6xSRU6pwZpKQDcRG1YO5p7Mc4IVoeQ5QOSwfWaEwbLcbzOGKs3IzK0qotUeabn0rOjJJyJmEnoUX4vFPoIocVwCxlHOvTitPFdx6j9E3Tyt0Q4vDDTl/osTOMaie0JPRVV3ON+13x8lbslYt15eHKOGWp+7DxeYVfl5GUqvanEtJanliyjc6JGgHPpFXY6mFOc3oaqriVyaCpaXCksqOqEnic8M6h+EQyZr4elTo8ryArDkykZghtF76k9fhDJXJ3XqU/AIMqmjZW94T3jfIkfzRMoGTWxtS/pCOafClKDed5we8gk+ts0E4lTrG9xvzCHiTmTlN+6Sb2iNoK4ly2VlAV6ddIiaCQtlRdaRfu639IYJB5pWYNIPEEKvp8zD5gLBqS4kuiwzXGvkpMHGQEkPCVzOtZ1KS4pbAOp690fK0Wb31Kr7gvIGbk5iXn5CZdkZ6U3TsjMo77a+R0OhBBIUlQIULgixjOr1MjNTDUFUjZ7MlWk4cpWMXEqpTtKwtiiYVb6gnHkyVFqbx60qfeIal1rPKVmVpF9GnVCyBQko1dty9GVTBeknKHetZLzXPzXrQVXhXFWE516SxHh6sUSZlCkTbE5KrbLWfVBXpoFX4VHRXukxQqwcHZmthcXTr2cJJokajHettlC21X71lcvlEF2X8w7Ahwd9Nr/ALwI9bxLGTIpMcVKYBKlzExLMNo1Lq3UoGnjmMSKUmV6kkh50qWr2KplqjYKoNdxZPTLm7ZTTpZbrdwLkl22QC3UmChRnUZTrYylQjebSOgaF9Huo4XZbrm3PEkls8oI40YclJlM9iOrgalhnclSW78iUZleaecacMKqetR2+LMGtxeeKfV4WDlLv+yht7T9of8AayTp+FMN0lvCezfD5/2Fhdg23ywb9qnlD9Y6TxWubHUknkNfEq1lsWMDw90W51HmqPd/sQ7RMPzOP8V0/BFOLrUm5+l4qqTfOTpTRG8yK+253EfvEdBHIdIuNw4Lgp4mXpbQXfLl7N2b9KGSOd8tvFn0qp7qaTQW22WZam02lsy0vSKc2ciG5OUVu0ISnkRb3jz9ef5vq1pYjE5223LVvvd9f+TPnHM/E5n2z0dFfozm1qkSi6LirZ22moSlTcSkoqEnKuXVKPK9/KNWlnl3e6rh7rodxaVLFf5TU7eHxHZa+439pd3j7TRwn8P+FLVSHhL7WMNVecozeOnsAzjlKpFPqDcviRiSC5NU9KofQpgzSsibhWqkoKrjzitHgXF6MZfUYVJQc5RThdp5ZNdqzXvZXeGSTy5lf7t/fY4q2lYr2V4wdxDXaVRq9R8XzU1u6VJ02VkKfhhMow5lD62m/arU4jUqsCSRom0ezcB4dxnh3V0qlSDoJXd80qrk1qszdkk/NFynCpTSi3deO5CkwQWcihfMNesdpEirRudXfR6xCmo4Rm6K6vNP4dmlM5VHi7K6M7B9OaY7zo9iFVwzh9qL93I+bv8AiA6NPgPS2pWjG1HErrF3Ztpr26+smWbbObOOGNiZ41SlyLyzhTDwkNUjcMNJLouAf84sxWYqSeUWBKrZVa+F+kTWIbm1pu3Ln4QcUBKQ/W/pPy2zpFPw/jHDVUq0mmU/2TW6fMN79wNLyFiYamCkcAIspK+VrjrHCccwiwuJvH0Za+vmfvn6BeMVOmXRdUp1b4nBy6qWbd02r0pX32vD/aeWp1BeW444QA4tSlI5ErUbkn1jlm7n6Y6qEPBG5nIlYTYFR5AfnBqF9yvWxdOmuzuKS422OAb1Vje+giWMUjGq151HqbGy4/bPmCRqGUnL+NoMrsUPICUZUJabUOWlySfhDsaIGek1uWSb7wGykgX59L+MRuNyRSsJHGkMXQo755WgZHT+I+URzViVal2myhKyRZS7X00HW0QbB7BNhsgc+JRAt0F+ZvDPUIOydkh4kkG1m7/IXgkyOSHZTrhlDeoNljL6qBHTxMS9ZoQOOo9KdLCZIWkZkdzl9mMfFVlc38DT0RKFDkEFjszjYcbdSQtpScySnqCDzjHnUsb8KWhLeDpms4PrkniShTtp+WlFSCUVCWarEsZB1IBlTLzyXU7uw4UiwT7toUMTKMr/AB1+JXxHD6OIjlkud9Oy7990T2xtGoU4yl/Eex/ZXX3/ANquUlZuhPKv1/Rnlt3/AJYtrERku1Tj6rx+DM6fCqsf5eIqLztL4oUS+ONjqnEh36OFOJF827xTOBF/IFBguuo//X/5Mglw3iHLFP2Iesrtj2fUJneYf+j5s+kppBuyqfm3qgQOmbM2qJo42EV2aav62VpcDxVd/wATEya8NBdN/SU2q1eSep1Jm6HgSnOC3Z8OU5Ei8lvwRNKzuJ9UAHzEDLiNZ7aeRPS6OYOk8zvN/id/cRhMVN1xXaJmZmJ+ZIsqbm33H3OI5jxvEq635xW6+XNmpHDKOiG3NTtUrM/K0HDkq9V69UTkk5Ru3TVS1EkJShA1UpRCUjUxRxnEaODoutXllgub+dX4EvUpK72On9mFIw1siwtMzuL5luWqzrzc3jitLW4Wm1hZTLIReXzdnZJAzKsM5uedo8T6QY/F9LMf1WGu4rSnHRac3+Z+3kgamao0oer5uSLPfSL2DIlHU1TFNNnZJCw4JKURM1Gam1t2WnRtCU2Ck8IXZN4jwHQTjk5WjQcO9yaW/wA9xW+p4tvsx/RECYu2lVXb3MN4Yw5SJrA2xOQdamsYYjnsjLszJS6w4tT8x+pQkW4GG1KJVZThsmw7fh/AcJ0OpyrJ9fxGScacY62b7l/+0nbuLlOnHBLNUearyXz8fYQ19ITDVJptek8XUbHGGsV0rF6h9TUuQWjtVPp0qwluXCm0vvq3aEJS3ndDalL5I526noVxDEVcK8LVws6PVbyltOTbzclrfXTSwWHnmWVqzW/n7Ec/3JUMoPnrHc7EzRv3l1W16D5RKmQ1SRNjlaNC2k0xhxzdyeJUKp7wPd3/AH5e/wDMLfGN7gOI6nFpcpafsfmb/En0a/zToz9fhHt4WWbxyS7MvZozvCcbKkmyARztHoFSJ8/6MrMHNNFKeFOsQxiWJTuw3JWAsQP9eEXKJTrBIoHO3+cWspWuXyjnCsK4yMfYIYxpT5KTU+ph2Tf3zbyTrkUgpWn48J+EZfFuHRx0Irmmen/RX9JWK+jbiGIxFNZoVqeRx5XUlKMvUsy/3HnJU/vVBGoPeUroB63Fo8ujE+mmIxbmrIxLyGrbu7mU6qvZHoB19YluZz1M0Tt9blfh0BhrjNaBWWeUUFa1JYSdAFXI/pT3j5QSZEzByoNg7pCXJhy11E2SDc9bQzmPksUHphSM28DKSMpaQSnQ8wesPnsNluI0tBSysJNr929/virJ3ZYjsbAkqc71+qh5wDDCbLYTk94rWLDyhrjcw9LsFaDpdKl/LyhIaTH9h6kTtRBRLtOrNyPZoKlaAaWHPXw9Yq4vF0cJTzVJWQ9ClKrPQk6i011kdmWwWH2bIdaWMqknwIjAniI1lmTumddhKGRWJPpFNLSs2UdLg8oqSq3NOMR+NqbCQhbZav74GZP3f4QyY9hfmYDWVC0qPlB5wWbWgEoJuAo9dNYLODlMETMq26FOuJWQblHeh7guNgsK4lKfYM2R9pZAt56f4w9yNinDtHxdtFqgpODZB6rOJWET9S1Zo1NubZ5yaCSLjohGZxXIJjM4rxzA8FpZ8TOz5R+3LyX6vQGWWms03Ze9+SPoXsw2N0PZpRlrDJrldqASa1X3kZJmeU2AvcNoRn7PLoV3UC/RSyV2y+BdIulGI47XvN5aa9GK1SXPzl3syK2Jdd2Wi+fazKsYZFQqTMk7JdrkXlEOSq0FTakTd2phC85WVIcSopVdWojLw/EZ05OSumrWe22xPTkowvc5Q+jpO4KlpTGuHqxhigVIUPELjVHrs3ISk1ObmZddl5dgOzLTl7CVUUp6x6r0+XEVUw2Ko1prNS7UFfKsqu5WT/EX8XTlUyvM9V3tfAmfahI7LMTMU/Bk5QMVVXFVcamf7O0oVsUxpD8sjeJcaM1My0nw3BPCsgckeOD0X4jxWjGWLhWUKNNrrHkz6PwSza990Z9KlXoSck1lW+mvwufNLEuEsRYFr83h7FVNcpNdlUoVOSS1IUr2ouheZskEKGoj9B8N4lhuLYeOIw8s1OWzs1t4PU04tVFmi7oGtOuFy/JIFzGjcQtatqb69YkuuZFNCWecmmQzOSTim5yQdbmJNxPNLzKgtCh6ERYpzytSW6Oa6QcNpcXwNbCVleFWEoSXhJWPpTgrFErjLCdBxHLcqpLIW+j+6mU8D6D/AAuBQj1TBYmOLw8Ki5r38z5PdJOBV+jfF8Tw+urSozcfNfZfrVmONUvY9et7RO6ZjKZtZG7I6eMSQ7IE+0EgeXhFq5XLLIF+oPzhpOwlqZcKkJOa3nD6NDbM8u5mNLIASjwtzPirxjxo+uxgt5xeW5snnb84TY4sZcSlBdduG+SNO8R4DrD3G3M+0qORaicib5E3uE5ucBcbLYIsNZrbpK9etrDWHAFZZAF1lTi+RHID4dYBsdG/IoJ0vxXAI628IjDN8rKk5iUhN/eJOgTA8wmw1LyynH0p66KzHTQnh0hZRrjhp8mt9aGG7ld+FITmNzpAVKipxuD6TO49h2AZJmUcrFUD7TTobYkwh1TC0uzCrdq3qCOZQbJ+yCTzjyDpp0gm6qw9Jrvl+xu8Ow7Sb5nSdY2R4ZrDTCn5iZYn2mlJkqrLHPvRoMyg4hO9Tm4eM8+So4PB9J8dw6q4wtl5we3qts/I2oVJc0RTiDZ/PYXlajVJeela3TKMwqZqa2UKbmJWXRzcW3xJUANTkWT5c47rhvSvD4+cKVWm6U5Oy5xb89/ai4nckvZfsKxftRwpL4wpNTw1S6NUVu/UxnnJhb08xLrLTkwlLLZCE50kJBNzz0ivxnpthODYyWFlTnJx9JqySe9td9NyCvi6WHeWV7+HIcs19FzaY24UMTWDp4clEz0xJLSR+5MS3xveKkfpF4ZtKFRPwtL4NEf1/Dv73s/Yb9Q+jbtQk96ZlGFW2Gu+6ispd0H2UIaKz8BFyPT7hb2U/wDt/uOsbRns37B0Ub6K9SdRLTNYxnTpeVe3anJam056Ym0BXeBVMqZQkg6ajztGZifpHpq6o0Hfk5PTzsl+pBUxijooskiZ2L7NaGy3SZKhLrtVmHJdM1PVl3th7O67kd3SBaXQrKlZ0buI5ut0t4riZynOtkpq9lHs68tN362R08RUn2np5fNyY6MKbg2jU+kSlPckZGTlxenyDbUnKoLg9o2Nyi/CbpukXIteONxOLrcUqyqzleT3u3mttzIpxdSV3v46jHxx9JDCeC5/JiiVxFJpnUHsyZGlLm5ao5ALpTOvltvMjS6CRbnltHScE6G4zjl5UZU0l6V5dpecbXt7hQwE5x7Nvb+gErO0PbZtFk5ikYH2fTOzGm1NjduYvxS+n61Eq82AXZCnSiFulRSq4VZQF9NdY16GA6O8GrKpicT9ZqR2hTVoXX3pP4bDwoUMNrUnm8I7ets55rOENm+zLAM9gbHDO1fDk+Ztuq0rF66d2ZFfq8kw4hlMky0X0tttFw5EzLqFHVw+A6/BcQ4px7ikcTg54ecVHLOm2704OWt7pOTf3o6ci5CtVqyU4ZXyt91eL7/I5DqeMcT1pUkqvV+s1l2nJyyD03OvPrlBpoyVqOTl7seo4fA4fDJqjTjFPdJJX87bk6ywbstzU0pcypb7zrsy86buOuLU64o+KlKuT6mLkYW2WhKtTfMewbR4uK4fhziZATVhTLtlwDU+RglqRWuhXkSBxAK8onSKVZI6W+jLiFIOKsGFYtKON1enNHQhuas1MJHkFpSfjHcdF8R2ZUfX+5+B/wDFB0bjg+M4fi1NdmvHJP8APT29sX7jrnLdIIsDa3rHZW0PyvfUTpRxEmAUdSRvQW8h0ibYhEqlk3t0ivKepKkbkL0tEkZaANHlt52PSPHGz65ozQNbkX/d6GGuSKIpRLuO8WW4+0TYelzDasd6DikKelGUudNbm1vQDrBJEUpDgLjbKMo4CB7QXHyES2RDuzQ01vitxXCgd5RHP91MQSQdxeJdRLfDlDY4E+HQXhhXCSGmm0OXHBrdA11Pnz8oAVwrLsrBW9u/br5/xK5AD90QE5ZVcLc6J2TbMnayJao1BYl5JbgQ3cnLNFIzr93RKBqVXt98cL0l4+sInSp61LXf4f7vkjQwlDNqz6QUHCXbUSqZD6vdpDCldlTnChdIyBasmYnKbkae7rblHgfEMY4ylmvn+WdBRaprxJTThaRYpEnIP1J1TkoDxMqUglDi89jyJ52vf4RgvEznUc4rV+sm67tbaEG7YZapTGG6xhTD7jX1jjNUnQqUy3lK0uVOaTLJ+AQ4snQdY6bo3OnSxlPEVl2aWao7/gi38bF2la1zvbCdCp2E8NYdwvR2M0hhunSVLlVJsksolmEoLtv/AKpTmJ8THHVMfLidarUn6c5Ob85HO4iTnNzfNh1hCnHHU8anFIK0qUnKLkcJ/esTr+NoCjShF3lr4eBE5uwx6rM5n5oSjlNfDbRQndspLinUXCEkoWbWVcqIGloLDRyS7a8Vry8u8tQjda6DZpia1T5eZ7RVJVS5ndlcu0xZLRBJV7Z7LmIUoi/2bRaqxp1JJwg/W9/0JakoSdu4R0tchOzomXJ1qcLYdUlLV3A68XAlxTjuoBSVhOXzNhobQYrPRpyja12t9/YS202A+KZt5ykPTzDi0ITNrs225ZW5HCVItY82rJ1sRoRrcXOFwj9ZyNfZHSsRpXcO0TFFLqGH6o2t6j4mHAcn+6zoyhqbYT+zUgqCrjwUNUm0dNgcdX4fiIV6TtOk9fxR5xffcOFRwd1yGlsG2m4i/s7U8M1yfcarGAKixS3J1aklc3JqW40ywpSrqK2lsKSgjUpsNY1enHR6hDGU8XhI9nExz2X2ZK0nJW2T5+JPiqcbp8pAfbTtPwzJ48k8MbWaQvHWEWaf9ZSlIotUSF06pTQW2lU2yh0NPO5LqQpbgyBX6vx3uiXR/iNThnXYKo8NXcrSlON3OG/ZdrpX5bMq0KXYbpaPvaOA5zs65ubck2Vy0m4+8uUllr3q2WFOEtNqXpmKU2BPXnHtVGMowipO7tq9rvm/WW3EvKTCmlhN9IsIUJWDFQXvBLKR6281Q4dXUKS53bSVKVb/ABiSEQL2Rk4+jKSDY84mRRru4Z2O19WGtreHKi4tSJCrLcpE8v3cs+nK1m9HQiNjguK6jGQfJ6e3+5+dfp+6Oy410SxFSMbzoNVV/tdpf+LZ9PQvmmPTlI+dLRsKdLj49YltcG5c93UevTWHlsJbiFXCetvwijN2ZOtSyHANCbQ0Z2E4nl+ZbJvysOf+UeStn10pU7i1uXUrup6cyYEOo1ENSzSG8hVZxQF0pOmX48h6xIiq3cWldtc6llQGVWvI62A6eXjzhNgvUVSrRWeL3tCs97zSgcr/AHQ1wZB+XaQgI3yTwd1oc7wSI3cUtDeLU4sZrXskcgToEj/WggJMdBZiSC8tz7FOpVlsFLPUenIRC5JB7k47NMAM1ual5usByWppKVMAJPtbLSnISOV8w166xxfSTpF9SpyhQs6nP8P9zWwWBlU7TO/8O4SmJR9unT1JXTZKWS2mUpqLBExKcK8y1Ek5XMuqEjlpyMeH8Q4mpQzRer587m3SpqOxIcgmo0aqIVSc7TbiZdiflyorlVtNuOOzCFoT3Qoqy3TY6ZYwq1aNam+sV9/O+iWpejCMoaj+nJlTzUtuNy7Kzl1vP5lNusug2DW7z6qXqEW5dRGfSlTjfNe628v7EahZ6ke4UZcqe0KmNzqpFun4TbVXK/MqFs8wwyJaWSFm5F5mYSRc6JR4xr4xqjgpuKblPsQXg9W/YveWpvLSduei+fI6aNbrr02h9Ms7LUxhSQ00qyXnXADZxTZtzSdLExzSwlCFLK59t9223PXUy2oLxYRqOIVTMqpV51L7SBvZewyLyC6SpRVmB6WULdYKnBuNs15d3eiKNOMHsRzPVZ0vSbTW9cR7XeFpSmHUgjUNrbNxcWFxrqdYeHZd/KxoU6Ucrubp5wvysuTLyTsnMy6Hpx5lCgtL2UktWcKlFI7pUpR1B8YPrVrlve/MhhTUZGmScmXZIrkWMzqmylkZBkBLxstWawsOHU+ER1Hmq99n+xJZR3HW1hFqbpQk5madacaS088UneJTl8Vr7v2lEp/OLGE6zrs0fT7rXKdXEWemxzhj3avs/wAMTjWFcGLe2nY2WrslKw3Rkmblm5k6JRNTzeYKyniUhnOedyjmPQOE9E8fiV9ZxslQo7yctJNeC5X8fUizRo1KizT7Ee9/sc2lrAmH5bFODdpOL6hLYtxdNS9RxlOYekWa1LUd2WfVMtU1ftUgu7xwqc3WbLYIuOZ76NPimNrUMZgKMepoxcKSqtwck0k56crLsp+ZfzOWWUI9lbX0v4nOEw1IJnJxNNmHZiRQ+8mTmHWRLOvshR3brjIUvIpQsSnMbeMehUnPIs6Wa2ttr+HgSWzGooUdMlvOJlKwnTMW5ZzehShw+ESRkROlZhuwRmuQoHoR4aRKM0XVMjKOekSKaIKmwgDj06stNcCb8SvGCUrlKSzDkbpSkyK90rJNt2dlXuqH2jnbV8FARJTbi7oocU4XS4jgq2Gqrs1ISi/KSsfSnCGIWsTYYw9iFq1q3T5aaWAe68tA3yf5VhQj1bDYjrqMKn3kfIrjvCqnBeJ4nA1PSo1JQ/7Xp7h4tLuPPxjTpS0MOSM3DBzY0Qa6bGM+puWI7CMrudPjEVyZI8zLSAy2CsXzdPEx5SfXHP1cbI3hYWu6gCNMqL8IPnBFdtsKJytDeKO8WrVAPECb6EjrboPGFdAbiplKUguP8bqz3PeJ8z+MNcQalihlPaHSkTLuiEW0Qn90ecDcZhNvi0UbrWoey5XSehPn18tIZ1BsoZkJd2ZeRJSjKph51QSltCLnMuyQAka+Voq1MTCnFyk7IONNs6i2Y7DZzEj7QqEyiUUi28BQHG0OJULtL8VnXRPK2pjzfpF00p4FZaXa93r8jWwuBfpNHeuDtlMrQGkOSapV6aTlKO1MZS0E2CEshAUEHlqBcddY8f4jxqrjpeD5LnfvvqzXp2irMlN5makmR9auSbkupSeMzbrr6TcZl8TZva/gPCMJRdfSC+CJoWv2RU7QVuzU26pvKw6vdSzaMzZKU6cSik5dbmwN76ExXVVUkla8vdf9SZVDOoGekEb91qYKGf1Uu2phbKNNBwjxFxreI6UVUl4ig0xVskpjNPka3idCmph+vzrim5soCrS0ldppGtxq5vr/AA8IHpBjJdbSpbZFt4v5QWK7XY8Pn9Ca3gmak+0qRLOyy0A78HgKACNRcW10MUEk/P3oyNYysR/PTFFVvGJWS7TMZSfYuOdnbsCtSd450P7gPOLqVRfxM1mvaW4xk9xI3IyjjrU8jJvRdhMmARJslkJQpAQhBLljyKj4wDlnzLvDc5QWU2zTobzrnX83NCQ0lLiwhYy2bACSb3tZIJ8tIeGGzvf1gKfcgdU6hOyeG5k0aa+qHmAA5NOy7E8qUJd3LTqGllaV6pubg2KvHSLeBpU6WKXWR6xX1Wqvby1Dtnlrt7DhLaC/tFl6vJ1ratX8S7SNmCJncVKXpE8KQy1vAUIQ5LS6UttkKI5iyrZMyCY9q4LiOG4jDyocLhDC4y3ZzRzXt3N7/FdzLlLq4/y0lL2nXOx1nYnTaMxPYFo0oJWrgMNz6UOdscUcu+lJyYcK3W8irJW2paRqDqggx5lx7GdI44mVLiM3ePLaPg4pK0l47lPF0qlR6yYm24YUwxj9mU2U4Ow9gyRxpOIlJ+nz03NS1GepMo0tSnnW2Q0ZibLgSWimXCki916iNjohxavwy/FsTUqyoK8XGKzKUn97W0bcrkeH6yjepUby+t3/AEXrPmJiXDNWwhiLEGFa220zV8PTbknPttOh5vfNfYWnmLEHx6EA3EfoTAYynxDDU8RTvkmsyurPXvRpwanHMtgGzMqTfNF5K4SqMLS0wHB1zDkIJRDU0ymZlKsyVGxvBEDqJ6FlsLeWOKyfKHIZRzDmkJRCG0mwv4xNFWCjTSFkxMFDS0+HwieKKWKlaJ1X9GTEX1ls/maK4cz+FarNSoT17NOfpTP3qWPhHc8ArdZhcn3X7nqfNX6f+B/5V0xq1kuziYqp/u9GXwR0uw6SPTpHR052PDZxFAcNjfkYnzkeUHvmKc9yeCEZt6RXbJjzMgkq4uatQnoBHmJ9abm5N7fu3+BMMMLWMoINybd1F4DMMFZdQZ9u5ZSibIHIG3UDygRWCLBVnEy9otV8g5gA+EQuqkEoXJCwthao4jfySrRtLrb7Yq+ZbSHORCBqYx+KcVp4GN5bvb/kt4bBTrM7l2TbBEtFMxNrCXD7qRmUrNdsjeIUk8jyHj6x5Jx7phOq3CPz6jYXD1RVzryn4Yl6T2OSlG2mmZF25lkICE3QhWRoW6AudY8yr8QnXcpy3f7/ANi/TjlRL8gw89IlyURZ1l4BKsyQG0AWQENpSM+W3F+N4yI1pKb9pHOEYvURTMpKstzc6G0zjgCEl9xO8dmXEkloIz8tSfTziZV6jtG9o/BDxvdIvSqVLzjcrKvy0m9OMtIDc26ELUp1Kcxt1/w8IGWOcM2un9ySpFrVbDOxYvsUhNz5D7LSyqWlZFG8SpTqd4VZ+IpCSEEpsTcHpe0bHD6sKrUY8tW/nzCpweaw+t8KBS8O4Ik0JanpGkBG5PClc0EJ3pURfXOsrPWxv4xgzorGVZ4qp6Lnr3/PcP6Tc+Q6m801SFUx+bSypwJWmYyPKZknUjKvcNrCQTa4GYGx115RDTjCnWzbx8/eyrKfaul/cDyf1f2ETjClzDCQlklaVgncqJeQLgXyhtSb25xfxVOeZxn3X09wSu5CnDKw9PsMTpLra0uLmG7J3bqnSlSulwBnCsw9DFLEt012efuQdWKcRS1KsJfcfKSpUuoFpSgUlpXdbQAeQ5K89DEka03HJpty5kMo22Bs0hh2aqLakewZlpgOJFwS2hlCUgp1BToV2I1NoaFSUVBp6toli8pEc1RWHVvuty7U7T6k0JaoyikKMnOodTultPI7qk5cyQe8kjQ8KRHZYXFyUcknlqR1T5xa1uu7XXuftE5WOZsGTD+xXbKMKF5TmC8adi3ImyVJ7DVrpkJlZH7WUfO7Uv3kBV+9Ho/FMNT6X9HvrEl/Ho3d1vmh6a8pLVJ+Ba/nU2+a+feINum12ex3OUyiTWGHMMVjA9QqDc3Pqqa5ye7a3aVcaYcQ1L7llJbzC11E2JPjtdDOjGH4JQdalV6yNaMdLWjl3Ty63l3sehh+qvLNdS8DnRBzqcWslanCpSlkkkqJuVEnUk8yY7tFm3IQuICc1r36xLEgeheUWUvgA6ak9INMiT1FDCc3ETqTBCy3YQSpxo3SfhBRWpHO6C8nUVE5V8Iv8NYnsCqveLZ0kt5h3bamCi7EGKjmjdEn/RixB9X4+xThtZsjENOTNywvp2mmLufjunVfKOm6P1slSUPvL4H4x/xN8F63CYPiKX8qbpy8qi0/8o+87wl3beMdZTlY/HFSIu3lyBFnOQ2E8wdYjqMOmJLgRDGxLY8y7ZTZV7gq+4R5gfWgySdeunyMC2IJMLHUGx5kHVRgGKw7cM0WZxLWadSGlMy7k/MIYRMvXSy0Fa5l5dTYDkOcUMdifqtGVWzair2W7LNHDSqs+j+CtgOyDBsn2/HFcaxLW2Kf292hom25VUpLN5S5OTOayJKXSrh38yeK4S3nUQhXkXEOkPHuMTUMLT6mk3ZSs3m8I85y71GyW7atc08Pg393Tv8And+CF0rTqjj+v0ed+jnsqmpg0J+ZYr2KZlpUrhuek3dEUoqnNxnbQbrDig24CfZtIGkHVpYThOGqU+NYy+ZJxhvUi1/1Oze0ntb0XzbNuMIYaP8AGkl3Ln56fPid1YMwvWcOU5h7ETVFpcw4WnJ2RbqBqTco9wtJbaeQ01vQu4F93m8T1jxzieIpYitL6u3KNuzJrJdLW7WvxIp1I1dIjkpeDUqzVOozqqg4VlXYEMlpCFhSVhSm8ysygqyhfr4Rny4jdZaatyvu/wDiwNSo49lKwc7MsOFQmJzOk2JWpeRvLrZICFBIAPS0Ve0+XqI8wIqDb89LTsul2XDjLrZfmkodSwonvFFspUrKNcptm84sUo5Ja923zt5EsbRaZoa3kiMsoyZpaCoJmnJncOk5ivhs0m1j5wXVOrpJ2Xdv8948pqQ31rXWcQUamzEuFNtuLn3G+1tzCV9kSp3jSmyrFRAOnMxPkeBwk6kZavs7d5NTasyZKfT2t49MyrbzKJx7O7NIMsN5fiSlQWVG9la31jLc8yTdmtufuKNWTWjD75l0y4VOTbeQ+zFw26okaZUtpTrpEOVOWisivG8noMmZWagl6TLhkpENPWmFstmZUpVk8ACiEgageMXqfZy21benq5FldjXmaJRlpthH1ciWW2+BeZPtHHQkCxzpuNQOeYCHlCc9J6P3ClN8wb2x36wUh0szDKW1E7neuWW2CoIK1BKdbHle2vKCeGyQXft7Qou+gkorD8886/3ph1kO5wVDKolK7E/Zvn0+EBiZ04OKTJZyypmb1AmpNuYYDZIXOSiUNWKS0l1aSpbY5cGXMfCNinVzSjJ/df8AZFHr4yOKvpISaRtB2U0iUQk1kU1orYRxOIRUKwpUihQGt+/YeGvWPW+g9Vw4Njq1T+W3O1/w07SZo4J3hJ8v7Ar6Q2xjHWF63i3aVUJSlO4YrldmXx2WdExMyCZ2YLcv2xvKAkum3cUqxUAY0+g/S7hvEadHhtNy66FPmrKWVLNbut42uHhMRCUVDml7fI5iJFg4nQx6Si9uJHl6qsYliQVEJJY6uK+yCc3gbGDRXQSk3LoHl/q0EhQd0Ksy1nL4QavfQaQsl2VKUm5sImuQuA4miA2Enl0EEJ6KwowmUYX2jYKxZKKKZdmqMSlVY5fo1RPZVqHpvNRGjw2t1GIg/H46Hi3019G/856I47J6UIdZ64dq/uPpMLoVkJ1BIPwjur6nzU0krikOEeMSqViLKUtRPMWtEjkJKwjz28FeEQk1rnmav08eUeZH1iFDfFwg/wAR/KI2SRWYcNMki+rMvup5RDORp4fBqW5JNCoz7kqHJVjfXebR3kps4+sNMJ4lDvKNr206xSrYmnS9N20b9SV2dDhcNGmj6EsbLpKobQcL/RZpSkUumYRZZrm3rErCQmexDXpZlM3MsJcPE4zJB9MrKA8IWpb3QGPLa/G54LhtXj9XtVKzyYaD1jSg9I+TlbPU5vSIUKtoPEPW+kF3L+/P2H0ukBT8G0SnUij06WpdGlOzSVFpcmndS8kk7wptfMV33aioq5/xG8eF4mtW4hVlOcr1H2pSerevyvIzcvWycpasBTB7W4042kbyZnG94FW/WFRUlZ/9odfuEBPsRafJfsWafibJWayTZ3ge3Sjd6yhwJOQqNup4x4xRblBXXzuSSgp6G2oSk4JxUutxtDDwGSwCZlY0vd5PdGU9PhaNCjVXVKVu0vZ7CssvIS1FYZnJSXaDaGEtJaSMt0hTwvfIdOFKNPMxVpSdnUeuvu+WTwjmjY1VGWRTd64ywyhcw57PIT+sUkNpLl7ZeaQct9Iu0ayqTyt6bgKLlEZ8i2zT8T1nEk+VLclqXJU9FiVjfTswpSsifduEZL/6FnEuWIw8MOvRcnL1JWLKVoJD8o03XJAT00/MS+7VxiXQnMW7KPGFqBuTvPsj5i5zcVRozlFRhtu+/wBRFOUZaDpl6xM1yXel08O84zMgAac1klWtglHdAit1PU9mW/L9CvOCpajaqr65aWn1IacUm62ggKBUQgOq5qUOZNjF2jCDqU03a2r87kkFczkmm36WlgPOsONFKHXBzKVIzhAIuolfio2v4QNbETlWei+eYpU1HUHOIyUR0yiQVuhaJdvklPa3kINuVuBa/wDrE3WR65dZst/VEaC7Q/8AD8g3RJRIecSt/I2ibcCbhB76QOt+MXI8h4xnV4dZLPa13dflK2Iq59ADtJ2n4Y2W4YViXFLE9MsKfVKUqny6Eqm6nOOs70S7bli2wnKrVxwjS/M6Hp+j3R/FdIq/V0ZJRXpzf2V5byfd77Fajhp155Ynzwkq9V5+cxR9KbHLcuVJqTlN2eUVlRcamMUol8lPl7DVuVpbNnipwpLi0gJuSqPa3g6LhT6P4PSEVF15d1Nu7X4p1XvbSK5m00qaWGh3Xf5efrZz5P41xfVaMxhmpYpxDUMPy8yZ1qiTM++9IibUVFT+4UopzXUT5X0jtaHD8Hhqjq0qMIzejkopNruuWFCGbNZXA28CEWPL0jRRPyE7x4Aq2hESIinsJEH2LxT7+h+MGVeQVk7IbHW3P1iWA8dEL2wVLC/G2kS2BazBVNkdLQQ1hXnNtD4fACCRBLQbeJKyafT3nEXDgKFNeS0KCwfuien2dTlukmWvw+vQltOEo+2LR9TpGaM/ISE+jlPystMjp/vDSXPzj0GLzRT70fJ6tS6irOm/sycfY2gkDZOsSFYuTcXMLcYE70IUtJUdCYG5by3R/9k="></p><br><p><strong>Christine Ouinsavi</strong> est <strong>Professeure Titulaire de Sylviculture et de Biologie Forestière</strong>, au <strong>Laboratoire d’Études et de Recherches Forestières</strong> (LERF) de l’Université de Parakou et au <strong>Centre Africain et Malgache de l'Enseignant Supérieur </strong>(CAMES). Elle est également Enseignant-Chercheur à la Faculté d’Agronomie dans cette même université.</p><p>Christine a été la <strong>lauréate des bourses internationales UNESCO-L'ORÉAL 2007</strong> pour les femmes de science et politicienne au Bénin en qualité de ministre en charge de l'Enseignement primaire, de l'Alphabétisation et des Langues nationales.</p><p><a href="https://fr.wikipedia.org/wiki/Christine_Ouinsavi" rel="noopener noreferrer" target="_blank">Wikipédia Christine Ouinsavi</a></p><br><p><strong>Quelques liens pour poursuivre la connexion : </strong></p><br><p><a href="https://www.lerf-up.com/etude/8" rel="noopener noreferrer" target="_blank">Laboratoire d'Études et de Recherches Forestières,</a>Université&nbsp;de Parakou</p><p><a href="https://www.lecames.org/" rel="noopener noreferrer" target="_blank">Centre africain et malgache pour l'Enseignement Supérieur (CAMES)</a></p><p><a href="https://www.researchgate.net/profile/Ouinsavi_Christine2" rel="noopener noreferrer" target="_blank">Les publications scientifiques de Christine Ouinsavi (Research gate)</a></p><p><a href="http://www.cef-cfr.ca/index.php?n=Cef.Accueil" rel="noopener noreferrer" target="_blank">Centre d'Études de la Forêt (CEF Laval)</a></p><p><a href="https://univ-lome.tg/formation/domaine-de-formation/sciences-agronomiques" rel="noopener noreferrer" target="_blank">Laboratoire de Recherches Forestières de l'Université de Lomé (Togo)&nbsp;</a></p><p><a href="https://agric.ui.edu.ng/welcomefor" rel="noopener noreferrer" target="_blank">Department of Forest Resource Management, University of Ibadan (Nigeria)</a></p><p><a href="https://csir-forig.org.gh/" rel="noopener noreferrer" target="_blank">Forestry Research Institute of Ghana</a></p><p><a href="http://www.univ-diffa.ne/" rel="noopener noreferrer" target="_blank">Université de Diffa, Niger</a></p><p><a href="http://www.univ-bobo.bf/spip.php?article7" rel="noopener noreferrer" target="_blank">Université de Ouagadougou, Burkina Faso</a></p><br><p><br></p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></itunes:summary>
		</item>
		<item>
			<title><![CDATA[Architecture + Nature : bâtir une architecture de l'anthropocène]]></title>
			<itunes:title><![CDATA[Architecture + Nature : bâtir une architecture de l'anthropocène]]></itunes:title>
			<pubDate>Fri, 30 Oct 2020 03:41:40 GMT</pubDate>
			<itunes:duration>1:01:39</itunes:duration>
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			<link>https://shows.acast.com/le-podcast-de-luniversite-dans-la-nature/episodes/architecture-nature-batir-une-architecture-de-lanthropocene</link>
			<acast:episodeId>5f9b79adfe5a762211f45bb1</acast:episodeId>
			<acast:showId>5f634a97a9212b5d1c2b165a</acast:showId>
			<acast:episodeUrl>architecture-nature-batir-une-architecture-de-lanthropocene</acast:episodeUrl>
			<acast:settings><![CDATA[FYjHyZbXWHZ7gmX8Pp1rmbKbhgrQiwYShz70Q9/ffXZMTtedvdcRQbP4eiLMjXzCKLPjEYLpGj+NMVKa+5C8pL4u/EOj1Vw4h5MMJYp0lCcFAe0fnxBJy/1ju4Qxy1fh8gO4DvlGA40yms2g0/hOkcrfHIopjTygHFqGwwOPKFIai4SuTvs86Lx3UYCyl6ZsRz3izQSgEhrXZSHQy+JYGnR+sYq+BJ0uoY/77NprkEUsY3eDv4lh1O8qjjxukFdzQG3OMDdzV2W3Y7N4qDDKb9/C1NaIbjZqqFg3W+m0JnlsJLqVdInV8SwvinpOqi+r]]></acast:settings>
			<itunes:subtitle>Avec Jean-Paul Boudreau, architecte</itunes:subtitle>
			<itunes:episodeType>full</itunes:episodeType>
			<itunes:season>1</itunes:season>
			<itunes:episode>5</itunes:episode>
			<itunes:image href="https://assets.pippa.io/shows/5f634a97a9212b5d1c2b165a/1604026563040-ce0473d8d44382eb88eb32187ada394b.jpeg"/>
			<description><![CDATA[<p><br></p><p>Nous vivons un moment de transition très perceptible avec des interrogations très fortes sur l’avenir et le constat de notre déconnexion du vivant dans notre environnement urbain immédiat.  </p><p>Notre invité, <strong>Jean-Paul Boudreau, </strong>y voit une transition entre deux mondes : le monde post-moderne et celui dans lequel nous entrons, l'anthropocène. Les changements climatiques poussent à une prise de conscience de notre nécessaire besoin d'évoluer en relation avec notre milieu de vie et commencent déjà à faire réfléchir quelques solides architectes, désireux de trouver des solutions aux défis qui nous attendent. </p><p><strong>Pourquoi est-il urgent de revoir la façon de bâtir nos habitations ? Qu'est-ce que l'architecture de l'anthropocène ? En quoi répond-elle aux défis de demain ? À quoi ressembleront nos infrastructures ? </strong></p><p>Jean-Paul Boudreau nous offre tout un périple philosophique et concret pour nous permettre de mieux saisir les enjeux de l'architecture de demain.</p><p>&nbsp;</p><p>&nbsp;</p><p><strong>Qui est Jean-Paul Boudreau ?</strong></p><br><p>Jean-Paul Boudreau est architecte practicien depuis plus de 25 ans. Il a son propre cabinet, est professeur à l’École d’architecture de l’Université de Montréal et membre de <strong>la Chaire de recherche Fayolle -Magil</strong>. Il a récemment fondé le workshop <strong>Architecture + Nature</strong>, dans le but de répandre grâce à l'éducation, la recherche et la pratique une nouvelle façon de concevoir les projets architecturaux. Il souhaite réintégrer au cœur de la conception de lieux de vie les relations humaines et la connexion avec la nature.</p><p>&nbsp;</p><br><p><strong>Quelques références listées par Jean-Paul pour poursuivre la connexion : </strong></p><br><p><em>- Les travaux de l’architecte </em><strong><em>Yann</em></strong><em> </em><strong><em>Nussaume</em></strong><em> et du géographe, orientaliste et philosophe français</em><strong><em> Augustin Berque</em></strong><em> sur l’architecture et le milieu, et particulièrement le livre de </em><strong><em>Tadao Ando </em></strong><em>et la question du milieu, " Réflexion sur l’architecture et le paysage&nbsp;"</em></p><p><em>-Les travaux de l’économiste français </em><strong><em>Serge Latouche </em></strong><em>et du sociologue de l’économie </em><strong><em>Yves-Marie Abraham</em></strong><em> sur l’a-croissance (ou décroissance) et particulièrement le livre&nbsp;"Guérir du mal de l’infini " par Yves-Marie Abraham</em></p><p><em>-Les&nbsp;travaux&nbsp;de l’enseignant-chercheur </em><strong><em>Batiste&nbsp;Morizot</em></strong><em>, qui portent essentiellement sur les relations entre l’humain et le reste du vivant.</em></p><p><em>et particulièrement le livre;&nbsp;" Manière d’être vivant " de Batiste Morizot avec la postface d’Alain Damasio.</em></p><br><p>À voir aussi :</p><p><em>- Les conférences (disponibles sur YouTube) de l’ingénieur </em><strong><em>Jean-Marc Jancovici</em></strong><em>, qui est&nbsp;connu et engagé pour son travail de sensibilisation et de vulgarisation sur les thèmes de l’énergie et du climat et notamment sur le sujet du réchauffement climatique&nbsp;dont il fait le diagnostic.</em></p><p><em>- Les travaux de la journaliste et réalisatrice&nbsp;</em><strong><em>Pascale&nbsp;d’Erm</em></strong><em> sur les questions de nature et&nbsp;d’environnement&nbsp;dont le documentaire et le livre&nbsp;«&nbsp;NATURA, pourquoi la nature nous soigne&nbsp;» </em></p><br><p><a href="http://www.copeh-canada.org/fr.html" rel="noopener noreferrer" target="_blank">&nbsp;</a></p><p>&nbsp;</p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></description>
			<itunes:summary><![CDATA[<p><br></p><p>Nous vivons un moment de transition très perceptible avec des interrogations très fortes sur l’avenir et le constat de notre déconnexion du vivant dans notre environnement urbain immédiat.  </p><p>Notre invité, <strong>Jean-Paul Boudreau, </strong>y voit une transition entre deux mondes : le monde post-moderne et celui dans lequel nous entrons, l'anthropocène. Les changements climatiques poussent à une prise de conscience de notre nécessaire besoin d'évoluer en relation avec notre milieu de vie et commencent déjà à faire réfléchir quelques solides architectes, désireux de trouver des solutions aux défis qui nous attendent. </p><p><strong>Pourquoi est-il urgent de revoir la façon de bâtir nos habitations ? Qu'est-ce que l'architecture de l'anthropocène ? En quoi répond-elle aux défis de demain ? À quoi ressembleront nos infrastructures ? </strong></p><p>Jean-Paul Boudreau nous offre tout un périple philosophique et concret pour nous permettre de mieux saisir les enjeux de l'architecture de demain.</p><p>&nbsp;</p><p>&nbsp;</p><p><strong>Qui est Jean-Paul Boudreau ?</strong></p><br><p>Jean-Paul Boudreau est architecte practicien depuis plus de 25 ans. Il a son propre cabinet, est professeur à l’École d’architecture de l’Université de Montréal et membre de <strong>la Chaire de recherche Fayolle -Magil</strong>. Il a récemment fondé le workshop <strong>Architecture + Nature</strong>, dans le but de répandre grâce à l'éducation, la recherche et la pratique une nouvelle façon de concevoir les projets architecturaux. Il souhaite réintégrer au cœur de la conception de lieux de vie les relations humaines et la connexion avec la nature.</p><p>&nbsp;</p><br><p><strong>Quelques références listées par Jean-Paul pour poursuivre la connexion : </strong></p><br><p><em>- Les travaux de l’architecte </em><strong><em>Yann</em></strong><em> </em><strong><em>Nussaume</em></strong><em> et du géographe, orientaliste et philosophe français</em><strong><em> Augustin Berque</em></strong><em> sur l’architecture et le milieu, et particulièrement le livre de </em><strong><em>Tadao Ando </em></strong><em>et la question du milieu, " Réflexion sur l’architecture et le paysage&nbsp;"</em></p><p><em>-Les travaux de l’économiste français </em><strong><em>Serge Latouche </em></strong><em>et du sociologue de l’économie </em><strong><em>Yves-Marie Abraham</em></strong><em> sur l’a-croissance (ou décroissance) et particulièrement le livre&nbsp;"Guérir du mal de l’infini " par Yves-Marie Abraham</em></p><p><em>-Les&nbsp;travaux&nbsp;de l’enseignant-chercheur </em><strong><em>Batiste&nbsp;Morizot</em></strong><em>, qui portent essentiellement sur les relations entre l’humain et le reste du vivant.</em></p><p><em>et particulièrement le livre;&nbsp;" Manière d’être vivant " de Batiste Morizot avec la postface d’Alain Damasio.</em></p><br><p>À voir aussi :</p><p><em>- Les conférences (disponibles sur YouTube) de l’ingénieur </em><strong><em>Jean-Marc Jancovici</em></strong><em>, qui est&nbsp;connu et engagé pour son travail de sensibilisation et de vulgarisation sur les thèmes de l’énergie et du climat et notamment sur le sujet du réchauffement climatique&nbsp;dont il fait le diagnostic.</em></p><p><em>- Les travaux de la journaliste et réalisatrice&nbsp;</em><strong><em>Pascale&nbsp;d’Erm</em></strong><em> sur les questions de nature et&nbsp;d’environnement&nbsp;dont le documentaire et le livre&nbsp;«&nbsp;NATURA, pourquoi la nature nous soigne&nbsp;» </em></p><br><p><a href="http://www.copeh-canada.org/fr.html" rel="noopener noreferrer" target="_blank">&nbsp;</a></p><p>&nbsp;</p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></itunes:summary>
		</item>
		<item>
			<title>La révolution Éco-santé : penser la santé comme un écosystème</title>
			<itunes:title>La révolution Éco-santé : penser la santé comme un écosystème</itunes:title>
			<pubDate>Fri, 16 Oct 2020 01:15:54 GMT</pubDate>
			<itunes:duration>1:16:07</itunes:duration>
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			<link>https://shows.acast.com/le-podcast-de-luniversite-dans-la-nature/episodes/la-revolution-eco-sante-penser-la-sante-comme-un-ecosysteme</link>
			<acast:episodeId>5f88f3f7479c70761a8b4569</acast:episodeId>
			<acast:showId>5f634a97a9212b5d1c2b165a</acast:showId>
			<acast:episodeUrl>la-revolution-eco-sante-penser-la-sante-comme-un-ecosysteme</acast:episodeUrl>
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			<itunes:subtitle>Avec Jena Webb, directrice des programmes à COPEH Canada</itunes:subtitle>
			<itunes:episodeType>full</itunes:episodeType>
			<itunes:season>1</itunes:season>
			<itunes:episode>4</itunes:episode>
			<itunes:image href="https://assets.pippa.io/shows/5f634a97a9212b5d1c2b165a/1602809937796-fb371b07e8fe3b48781ba078b72d463a.jpeg"/>
			<description><![CDATA[<p><strong>Qu'est-ce que l'Éco-Santé ? Que veut dire "penser la santé en écosystème" ? Quels avantages cette approche pourrait-elle nous apporter aujourd'hui et dans le futur ? </strong></p><p><strong>Jena Webb</strong> chercheuse et directrice des programmes de <strong>COPEH Canada</strong>, l'organisme précurseur de l'approche écosystémique de la santé, vient nous parler de cette méthodologie innovante qui, bien qu'ancrée au Canada depuis plus de 30 ans et répandue dans plusieurs régions du monde, reste un courant émergent peu connu du grand public et des décisionnaires du milieu de la santé.</p><p>Avec des résultats probants et axés sur la durabilité et l'harmonie sociale, l' Éco-Santé deviendra certainement une approche phare dans les prochaines décennies - qui ne pourront faire l'économie d'une réflexion plus poussée sur la manière dont notre société envisage de répondre aux défis de santé publique, engendrés par un mode de vie déconnecté du vivant.</p><p>&nbsp;</p><p>&nbsp;<img 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"></p><p><img src="//:0"></p><p><strong>Qui est Jena Webb ?</strong></p><p>&nbsp;</p><p>Jena est biologiste de formation et a obtenu un doctorat en géographie de l'Université de McGill ( Montréal, Canada).</p><p>Elle a travaillé avec les communautés indigènes de l'Amazonie équatorienne dans les années 2000 afin de mieux comprendre la contamination de l'eau et de l'une des plus importantes sources de nourriture de la région - le poisson - et d'y réagir.</p><p>Elle s'est spécialisée dans les approches écosystémiques de la santé et a rejoint en 2008 la communauté de pratique COPEH Canada au sein de laquelle elle occupe la fonction de directrice des programmes. Elle est également conseillère scientifique pour l'organisation Amazon Frontlines et rédige des articles scientifiques pour leur site internet.</p><p>&nbsp;</p><p><strong>Quelques liens pour poursuivre la connexion : </strong></p><p>&nbsp;</p><p><a href="http://www.copeh-canada.org/fr.html" rel="noopener noreferrer" target="_blank">COPEH Canada</a></p><p><a href="http://www.copeh-canada.org/fr/champs-d-action/formation-et-developpement-de-competences/cours.html" rel="noopener noreferrer" target="_blank">COPEH Canada : les formations</a></p><p>&nbsp;</p><p>Articles <em>Amazon Frontlines</em> :</p><p><a href="https://www.amazonfrontlines.org/chronicles/omnipresent-but-invisible-parallels-between-the-invisibility-of-women-and-ecosystems/" rel="noopener noreferrer" target="_blank">Women and Nature :Omnipresent But Ivisible </a></p><p><a href="https://www.amazonfrontlines.org/chronicles/covid-19-warning-nature/" rel="noopener noreferrer" target="_blank">Covid-19, A Stern Warning From Nature</a></p><p>&nbsp;</p><p>Mères au Front :</p><p><a href="https://www.facebook.com/MeresAuFront/" rel="noopener noreferrer" target="_blank">Page Facebook</a></p><p><a href="https://meresaufront.org/" rel="noopener noreferrer" target="_blank">Site internet</a></p><p>&nbsp;</p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></description>
			<itunes:summary><![CDATA[<p><strong>Qu'est-ce que l'Éco-Santé ? Que veut dire "penser la santé en écosystème" ? Quels avantages cette approche pourrait-elle nous apporter aujourd'hui et dans le futur ? </strong></p><p><strong>Jena Webb</strong> chercheuse et directrice des programmes de <strong>COPEH Canada</strong>, l'organisme précurseur de l'approche écosystémique de la santé, vient nous parler de cette méthodologie innovante qui, bien qu'ancrée au Canada depuis plus de 30 ans et répandue dans plusieurs régions du monde, reste un courant émergent peu connu du grand public et des décisionnaires du milieu de la santé.</p><p>Avec des résultats probants et axés sur la durabilité et l'harmonie sociale, l' Éco-Santé deviendra certainement une approche phare dans les prochaines décennies - qui ne pourront faire l'économie d'une réflexion plus poussée sur la manière dont notre société envisage de répondre aux défis de santé publique, engendrés par un mode de vie déconnecté du vivant.</p><p>&nbsp;</p><p>&nbsp;<img 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aDB0+J7u7JgZ5Y0ErzbM3Ml0DOF8aPhy+MAkdso7z5mTxofTTxBUBm7GE0UoSAZWglXbRWCLY3oWl1gPd7A4tmjGDu8F5XD/WicGcf86ROoHBxC09Qk3fYAXfAGTjx0nzSzJPO6YIiE4ChN0iRxsBcH0Npfh8MnlzC3PoCj59fRM9qMIkbYLRliNoc1Y5feCFXAT/dVRKtehLbVScyeO4gct4UBOYgMs1WS4m0cudv4XjFrlMHwvpP1VACbQTnOtjiZDwkIo485zloWY/QIMm7QTClsHtYnDgAyQEQG0fLYZATUyDypY4cIMHVWL7TMtxqyRs+ap+frWp0ThYwyPk8cEYb7spI6mLQODJZ24ea+a/jZ09/HXz7+Hf76xX/jv9/7D/zm5tf40d3v4v1TT+OVgw/iub3X8Py+67i5fq8E5mtk8CeXXsGPrr+Pnz7wMd46dhOn+/ahI9YCu4HO2sDv13OAUj0kI8eBuDNXgZ35+RhfmIeRps1H02NiGthBYmTz9WyWEAFuAQdEPn+rLpyAik5XwVyqpjLpkinGnASNUTHSA91oW5hC3+55TB/fj4XTx1Ha141EVwuSXe0SW9ump9AyOYbdF0/jyvOPY//VS5LTtqVLaKASKEyE0dzfjtmVcRw4NocnnrkTjz5xCdcevIj+sQ5s2SFnXeRozLbZIPdzpNKFGlnDauYGUVhfDE2SNayEOcvp3qyzfO9OslVMDe5inVV4/GQuJYjAy/iDxWPRjEV0ipTK2cNHKckEk7Imwr2YuRHTc0KSRVOQoRqCanAEYbQHYeC+jnVYy9dMBNpi9bGG+uB3s3bS5YZ9JRhvGsdzJx/Et6//GH//IZn5oz/jV69+g0/vegNvHHoCLx14DG+cfR7v3vUy3r/7VXxy92v46M5X8fa55/Ha6Wfw6MJduDp4HJc6D+D66Dm8c+wZfP+et/HqmWew1rSApDkFo9otmarsApamHDUduB/HLl1G1/gE/k9GNmo6e5Cqa8a2fA2NlWAtI5Fw9IK5HJBiOlPMDqmZUbXxYtbUBIxkmjmdQrC5HhVDfagZH8LQvnWcfPhB9KyuYOX8aRy4ehfaF2bRxpo7vncdj7z5Mp79+D3MHT8Kc7IYnooqhGrq4eBAGV8ZI7D92L2PctxdjYOn9mB5/wqiFUlsuY1ZMIdyKmdBznRxS2BViSCC3fUI9TTAwiLtpoQYo/HN+krpUVOKslgXBVur+gfQPDkODc1CgaOQuZAMpPTog3Rw/PK2iWnJoYp51RwalBzKW76JMYU1VMatmsZHy6ZjszBX6i0+Nrpcbi00OTZbkCYqgAjji8cSwszAIn73g98CP/87/vyD3+PHT3+Kj+9+GR9dfxNf3/wc3778U/zxk9/jb9//E/7J9rfP/5ts/i/85aPf4W9s//j8D/jHh7/D7ynNP3rgfTy97wGc7zuMA/VLuJ+Af3H1HTy+fg3dqR7o8ll7822orO1EsoKdyd/1/83IhYwRbrtcJc2vy8R8NqNhJqPS5kkKMXCF1wjAkmK0iQlgYzAWJ2GvqYCtqgz+pnrUToyTuf3SduncBfSurWHvXZdw5YWbuPTEQ1g4sh83XngaN999DU++/Rbmj56AyheGNZ5EkNGooqsPidpijCz048i5Q8znDpq2OFTM1flUzC23yZTIK7SjwEer73dCnQhBGQtCmfDBXleKQEs9cujsblNpJCnOo63PY33JK/RKs1P+6iqceuAa9lw6Q+kYhYEu28raYo2laJwMUDPe+NI1yBGOk/VLgFpAkyI3cwAxcmjJVAGqicZIMFbH1/V8XThXm431hFkz7KeVN4fQWdODP//+r/jnt3/HD578CG9efhY/fPoT/OGL/8Q/f/IX/I3s/cvn/4m/fvAr/Pm1b/CHl36E/37xa3z71Of4xeMf4ZuH38OPbryFr66/gZ8+8j5++8wX+MurP+V7f4HP7nkdF/oOYSExjLNdB/Hsvoew2rKEgDEGlyuBHJkeOczbKpYKUUIK6CdkzOciImUyS29TmJhvKd1axkDWWnOkFKW9Q4h3dTCyVMHXWIea6XGUDPXTOLUi1sk409wKZ00dDdQGxg8ewe4L53Dg7vN45csP8M4PP8PLH7+L17//Mb78za8xte8AzakdhezbQuZZDyXZmYijuLkRQ+sLVEtRAmPQhEqgjaRpnmgItus0UAbdMKQYfWJkUDG3SS+cDaUMzsWUX600iyROS8mYQZWBIjIyjmxm1VwOCrXPgx7Kx9jGGuQOB1RuLyOPXfqbDNbvDBqkHI7sHMprLg2SnPKqpuPVk6EGNwEVoIo6S6ZqJGD9sJOdnkLm1lAp3MYQ2lJt+MWXv8JvP/sl3r/3JXz9AkH5EU3SN3/D/3xBFr7zK/z97V/iH2//Cv949WfAiz8FnvwR/vH4V/jjI5/jtzc+xK/ufx+/evBD/Oz6u/jm2tv44vJL+Oj0U/jk/HP45sb7+PPLv8S3rM+n2/ehx1KLswOHcXjkANI+KhbrvI7xRsn6KWJRAVmbz/hTQF8h8u42Zt1ddP7ZYtaMv3MnvYQrXYm18+dpkg6icmQAdTRHu6/eDXd9HQopqZ66RjK5DPaKGsTbOlDc1oZ1mqcvfvVTvP7ZR2wf45GXnse569cRrq6Bwu2BykMfQi9kpQroi2j4aMr0sTAjTzm0kmlLQB9JYctWpYoSq4Cb+Sffw1hjVsNcFsX8xSNI9bUw9uQzn21ODxbQBMl9IY6KGOR0smJqMYfGKd9ux+SeDdT19RM4MzI0BmmCIkcYLK1FOtWVoWXuZYSQMZvKWTO1BNLoiUBHYE3MtTa6XSsf21hLzWSqk5kzLLKnpQgznbP4769/j/989cf4xdM/wJ9+9CdK8T/x98/+i7JKttIw/fOlb/DPp36Ivzz0Of58/xf4z8sf4GcnXsHXh57HV4eew6d7n8DHa4/iyz038dn+m/jk8DP4/NSL+OrONwjwa3jn9LO4ufd+vH7qJv7r+Z/go4uvYCTYib5AO44MHUZ9ogUqgqWm21fY6A2kRoNF1spEbqf/EJMYUgYWcYmKJspWvt1Ds5NmfUzRRDF31tdjF8lgpPkK1jfDGCslOcR5asYjepSOiUkcunAR3uISlDY1wxoKSydX1D4qnM+HBHOujf5lm0qF7EIa27A4L+tE5+wM/FW1NMAx6KLF2CJzuzm61DwIBbabVMjz2BiSK3Hs0StYOHcEu0xa3K7czLI5Nko1M5mS4IpJiu1ibphGSkhEsLwK+89cIlAB1h+NdKYkV/wNA7yYCNgpN2Bs9QDrQwPNBW07QRRN6wpJwNo50lzhYvj8KXjccXgCxfDb45hpnsKfv/wv/OLJT1k/f0KGAviccvz2r/HPt36Nv734Df7yxA/wxxuf4D+vvI+fnH0NXx57EV+efAWfnngJb+15HG+tPYbXlx7Gq3M38PLkNbwwdhVvzD6AdxcfxRsrzLv7buKj488zAr2EF+iir02fwUuHH8Nvn/0pLg2eRo2uEuudu1EarkEBB6o4VankoJZz8IqmILBZYvAzCooJjQKyWsyLiwUF+XY/+43yTSLkEMBMvjePYItTljlku3DQOWIgMAkY/Rzo4jwu1U5NoPXsZ1OQzxFcQ1GEf1OInqk5vP+DH+KuRx5lju2Eu6wEzWPDaKcapCjx4pSegYNli5iy0oR92KaVMdqYEetuQnF/K7r2zGLvvedhYvzZbmC84YeK00X6aIzh28s8K2aidNwaCbIZuyi536ND/Pc8FW6XM6+y/oq5YAvZbQnHsZNZL93cjbLmHnaGhy44BL2NciycMJvDl4CbzeksQhHrRNCTQmuiFb948Uf4zaNf4nfvfYt/fJ919M1v8ffnfoZ/kJ3/9ehn+PbhT/Dttffwi6tv4+c3PsA31z/AD699gC/vfQ/vknVvn3sJb59+mU75GTyx+jDuHb8Td/ecxtWOk7jafBx3NRzCjbaTeLz3PJ4YvROv738cH/NvbkxfxunOg/jBfR/hwYV70WSpw2LbCrzOJJRi3pudr2AqEKcXRcbN4+/NEQwl0DICKM5i5ZLRsu9OD+Zym8vyk0vXn82BLU5n5hJMMdMl5qnFiRK5OHcsTvyLZEFgZVQHFftQNC+JI5otmsLwwirG1vZi48Il9C6voGZgENWMUD2Lc3BXVFOa6YqDnS2wlCVgSoZQ1FGH4mE6wIFWpMc70bY2jZL+Tkq0i401mLpuiAlgPbhNoZaA3a7RI4PuOJsHlsMDFflWzD7p6IqNopHhVn6RLVYMs59GJFxKQFkXrATVQjdM95svN0FN42EyeGAvDCHkTaA2UI3PH/0A//3yL/CHt36H//nwz/jLK7/EH579If7jgQ/wG2bQb+mCf/vqT/DrZ7+Pb5/5Er+hSfr101/ilzd/gO/f/wE+ufomPr/vXXx451t46dizeP3YC3hu96O4f/oe3Dl8HucGTuFk6wEcTC9hX2wW+1NLOFPHCNR3Bq8euonH1q5hvXIWj61fx8Mr1zFaPI6+hgkoeKwqgqsm6xRGGwp0YsLFTCNlk2RZnBwRZ7VE6RLnnvMJVjalOYslKIvAZgq/QdDzWZbEOWkBsJDuHBoz0YdiRs8aT0kAKz0sW2LalI5XgG2OJFljqXSUXHUwStml6yZxjNGIxNgylkM1a++WOBka66pFtKuGTG1G2UgXqqb6EetrRs3kMANzG+2zgzVBfAjNk8+LbNbUO1Rq1ma9xFhxSk+sbZK7KCdFUanpQ0XSwZijCalJ520JrIg2wigJtorZnWw561KuHkq5BSaNEw6dFwGtH88ffRD/885v8ZcXfg68zi1Z+h+PfoHfPPMD/MfNL/HtQx/iv1/5Cf78wX/gb5/8Dn//kO954xeUz6/xs4c+w6+f+Aq/fuprfH3jI7x24mm8dvIZyuuTeHz1Bh5aug/X5q/iobUHcGHkAg40H8RK2SrmCO5C0Qz2pddwtGE/Hly8gvsX78JK7QLuJWv3dx5CT/kgkkUVyFYY6Y6tUHJQK/n7xVkqBVkoAcu+EFOtYrJGzMIVEKB8t09aPZLFQZ/D5/P5fB6BEmuk8sT6KxqyHEbAXA70PMqzMKo2kX/9QdbWAK4+8RS6J2aRabLDXl4NJ5u3pgEuRh/RfHX1sJam4W9ohq2iEltqxrvp2FpQO9mOhuletC+NYeLYbrK3Fpp4AGrKdAGLsyLg5T713+1ChsWKrRottpGtQoZFvciycZSKxWABmivWAzWB1bPIizVPOylVGQUaZOZrGfptMBFUNbNeTp4euQUG6FXslAIzt3bY8mzYaJzGX5//Mf763Df4nxd/if+4/zP85O536Wg/xa8f/z5+8+SX+BNf/+f7v8UfX/sZfn3zM/zsQdbXa+/gjUOP4uU9D+GNA4/jpfUH8fJe1tDTL+JT/v3n936A5w48gSsTl3Cm/xQujp7H/raDWKvfi5XqdUwlZjDkH0WfawhDviEsFM+S2edw58x5LFbN4/TgWQyXjqO9uBdKmY3gGqAhqAr6DRmNVQENoowdLxyziqApWLKkSRsvDSObjAAX0IPIyUCRLsSSHLGiRIArWJsnohSbOMWZR3OmFgvsPB6YIhE0DY/i1U+/4N+QGKkSFFKWxTlef30TonTUfpqyaEsb4h3d8NU3Ysvg3hkcvHYSk8fm0bM2ggNXT+PJD1/BzKm9/MM4a4MFqhBHmId2n4zNc7mw3WjE98TJAYuNDrlIGo25/CG53Mr8IUoBAY3E+X5Kb0m5dEYkM4+GqkCHvAI9VAzxcspvXq4WakaEdKIKVpMPRpUDJYYovr7yKsDo8cenf4RPjj2Nr0+/ip9f/RBf3f0mfv3Y5/jLSz/HX1/5Gf6TzP3m/nfwg6uv4MNTj+GdIw/hrUMP4dW9N/Dk7CXc13MYZxrXcbB6CRuVCzhQt4YL/SdwbeYu3Dd3BZcJ8GrDBqbLFzGanMZIfBI9/hG0FPah3dGLNmsnxosmcKjrAI70HMJkagobzfvRHe5HtDDNEsK+ESzl78snwHliayoksFQ4mhi11y81OUuXksAqCKbMJWbmxBqrTVDF401gWe4KhSw7aUgZD61UAfa13OUgsCQJY83qmdN49O23oYlFmX9ryM5GRFrbEKhrQNvMHOIt7SjtGUA5a+6WJ95/EZ98+308/t7TOPvIZTz/6Rt46Yu38Mi7z2Pi6DpBpZW3W8hUB4NvCJn8wm0GA3JcTlhLSll3E2RzEeWGbHbxwCkhykBUWj1nJLjBdBUKGAN25dCek7F5DPp53CoY6AvydSiQaVDI0eoSJirXgoPdq/j7y9/gl8ycD0+ew3tk3tdnX8bP+fhPL/4Ef3n+R/j2gffx8+vv4KtLz+HDEw/hozMP4/3TD5CtV/DU6jk8PHcK1yaP4HL/Hlwe2I/LQ0dwqms/9lQtYjzYj15XOybj49jbuIF9rLHzlSsYjIyhPzyKgaJxDEQm0OrqQbO9Ew3mVvSHBrG/4xCmy2Y5AKYwUzaPSk8DDOYg5DQ+YiYqm/VVnKrMNgtQ7KyfBIXSK6MDls72SI3STCBFU7L2inPTYh2YcMl5YtmtWAlqF1HJycccII5CMpbsFbGGimkrSSDd1w09vY67WshxBVSUajsZvHzytDTVWN4ziIr+IWx592efYOPSQVy+eRVXn3sQj739LD79zVc4duMiMmxqyjDrp9NKFgagiXKUeT3QkolamiiFyFgckWJVnowHWkBLL6PUKP1FzFNFqOaX2Fjkb9+ZjxyxlqhAAMuMK9Y0UYLlrFNKpR5GjRUatRUeuRtvnHwc//3cj3AfWfLuocfw2fkXWVN/ALz1LX770Cf4wdln8eXpJ/Hl2cfx0ysvkLEv4+tHXsUn15/GO3c9hhdP3sADs3S840dwbfY0TvXswcGWFbbdONy6gVPdB3C4ZQOzqUn0ejrR4WhnVh3EaHwK0+lFgkgpDo+gv2gMLZ5u1NnbUG9qQV9wGMtk90jxFKYqF9EY7IHPXkKHTwClOsk866QbJqACWMlzOMhIgiYW8uWSjfkSuGLNs3C8AlwCK7FUmC0y3mbjY3HSXjjrQso5ny80IViVRrKlkVk4BlNxDLIAzSnVUxnkZxCP+r4BnLx6H/OuGyUdfagdGceW9fMHkG1TYPeFw3ji3Rdx8/1X8NAbz8KRFnXSIwVgdSQAQ4JZKkmXm4jTTpOlYUpuuAiGCJlJV6Z00c5b+CMpLyZhmCIxxKrrUUCDkcn6msMolCPJMcFlyydr5QRYrTZCpzRDLTOhI9yA3z/+BZ5buAcvLV/Fj+95C9/y8R+e/jGl+B18cuRx/PDul/D7V77Cn978Gr978Qt8de0VvHnmUZqta3ju0H14ZuMq7h86SXe7isNk6EyoHwMEr7ewHT3cDgf7MBEZwmLpNPbwPWu1KxgqGkaduQHtnl6Mp2YwlphCd2AAPZER1BS2oMLQgGpTM4biE5ivXkEXGTxOcBOOShpB5np3GBpPWJJfPXOnYKpgrpKlSThZIbMC2Fy6XWmlpiPI/gox2gijRK/BkpbBSJnFEpdlZnyyWqCwF0JLtu40KDC0toCyrnaWPAcNUhzygIM+xgdXNcuBsxDjq2v47Z//iqk9+xGuaUS0sQVbOuZGkG3VwMq440rH4WL0MUQZQyJs0RBUZKqtNAF7WVxq5lSCr0XIUhoCj1c6+AKOSGl1os4iLYfRs5ZomMGylDpmVDrBfBUB1SD/O1BlMh1k3BbwOblCB63aAkOOASe71/CT8y/jkcGT+OG9b+O/nvka3159H19Sjr+581V8+9z38auXvsI7F5/Cg7NncXf3Ptzdvgd3tm3gSu9BXOT2XNNunKhdw+GKRawRoHF3H0ZcfRj1DqHfNYhuex+6HT0Y8BJwXy9Go0OYSI1jNDGGegulTF2BTm8PhinVXeEBdBUNosbRhhJ9LcqNdRgj00eTk2TuBNqSfXAHy6DzR2EQEYS/W+TYfDpjIc9inbHItCLSiKyaL2opY+EutQkZojH7ijoqzdU7KOc2K3LtNGEuO9RkpcxjRbihDDWDnXzOxlgj1hl7iImLqumlLLcj0VKPQGU5zly9gve+/D6uPnYTJ69cxRZtmNJhN9KpkfoBFxQ+4YB5IKKuMuZYCGqwvgL+2mJ4qpNwlqXgKC2BvTgJjU9MDzqlGaZdCg225ytwR3Y+I4wKOo7YXLkGNtYTA12eTKGFldktN09JtqoIrAZqukojnaRea0OUEefl3ffi1fl78OnRp/Dbx78kY5lDDz6Jb6+8w5r6Lp7fdz8eGD6Gx/qP4eHu43iw5wRuDJzGlZEzuGv0NM7S4JzrO4rj7ftwov0A9tXvxkrFEkYjBMnTjzpDC+oNbdw2o5G1s97YTKY2oifQxxo7hOniSbS72lCsKEWloZrAsh7HhtFRNIRKG2OhqhR1jmZMMNv2Rjkw0mOIxxqgE+uXxVQizZNYKpNHI5VPUyVm3GRseSb2kcmFTL0dlmAcbayB7YPD6JmehjtdSgNFY8okoaIKaplBVSECSJV0VJZg9OAa6sd7CaqH5IvAFA/S69AxR5zQEztXaQyp9gbEmmtw9yMP4dk33oD4t6XAbWTQtRPQQm6dkPvsNEq08AH+YSIIa5rOtjIBT2UM5oRPYnOGiXVSnL9lns1Qa7FTrsb2XDm25+RjV66MNZS1meBm5ylgoEsMhFjsaa5UjD0ymRpaslvLEWvUmOHiDw77E9jTMYfPjj+Jd/c+iF/f9z5+ff0j/Iim6afnX8NTg2fwUOcRvDhzN56apsFbu4ZH5+7E45Tsp9Zv4MXjN/GOOOd63zt47fRzeOHIE3hm3yN4gNnzrrGLONF9Aut1ezHB+NLu7UMjTVEVwa3UNyMlK0eJohKligo64Q6MREfQR/musdQhLk+h3tmCrsgg2kJ9KDZUIaZNoyMxgP6SIfQWD6M02oJCVxxqsjKTvy9fv+mOC4RbJktzCaY4GyTOamVo2RellfjN736Pb379G/z4N7/GnvPnSCo3PQxrpgC1KMraGYacRtVdX419V+9ESV8L04mJ3oX4eJmdA2Rv1AlzzAszmauPeOGpScFTlkTb8CDWTx7Blly3AcoQQSW98z00SuKcLJlrjLMwB3lABFoVdnOUeGGMBVDI4q31e/F/svOwVa7EDoK4i20n2bozX8YmZ75TI4Pb3AIV86oZGjI6j4BmE/wCblU0TCaOaj0ZazfREbPmXOzZjc8J0Gcnn2Ze/QS/uuc9vDZ9BVfr9uDF0bvwSPcpPDZ+CS/teRCvcwC8fel5fHz1dXyfDvlHT36OT2+8j7cvvoKbex/CjTnGmYkLON1xGKc7j+Jo22Hsbz6EjYZ9WKxcxWTJPPpojprcvagyNqJUVYmUvBThrCIk8hNosjWjl0A22psRyY+jVF+JzqJ+1LtbEVQkUWyqQneSYMd70Zjug82RgEbMKmmM0ty4aIK1YmXK5lrkQmQb7PQglGGdEdZwFNZgERzROKb27sf6hYvIdDoIKgENhIhHhKRKkrVhWNIpVAz3srYmpNipJOEUfhtBthBQF/2Ml47ZAQMxstMHeamorvIotmQ69PyQAN1WGDrSvICgyoIuSoNbqrsyr53ab2Y9dUJLFyZzisXieulEs2BqJuU2W65lTlVgW2Yu5PxxQoKzxAl8AptBBu/Mymfk0UOm0tNEKZFHOVYp9LAw1HttAQRsYTyzfCfe2f8gfnj5Vfz24c/wSD+dbcMePDN6CXc2H8BTS9fwwYVX8P6lV/HupRfx7l0v4rWzz+AVDobnDz+OVyjfz6zdwCOz9+CqmCpklNlbs4yNqmWMR0YxnZpjPaXj9XdjgLVzODGKXkpsV2gIze5uNND91lgakVSUwLvDi2heFC0Est7egGBuEcrN1eiJD6DEXAlffhEaA+1oiXShuYx11lMKk6tIOiEgLgsRwGZzMIulqWKlYxa3IptmmQguJVt4ESHd4qKvDAIvLtWQC9NFsJUEXU3ANSJ5JKJQUJJTfV1oW5mDqTRKoGN8jwuOcpq2ACORi8mCLFb7C5lIxNkeF42uG1vUZKEqGoCOjlfs5xN9IwHVUJ4dBDvbosP35DLs0OmwU6vHNqWGTFVvMpXsyyB4mflq3LY9C4WMPKmyGuzMliGH+TS7gMATxF05csjEKj+aqTyapVw65Hw2E2WqLFmNxkgt3jv4MF7afR3/8eCneHX5XtbPY3iEAF1s3I03Dz2J14/cxJWx07g+dQE391zDaxefxrsXKLuHHsG9MxdxvGsv5kuHmU9piMIdGArSCftb0eZsRIe7Ba3OVrQ62JztaHN30QH3SC64xdeN1gCZ5+5k60CTpx21jnpEZDEEskMoN1TwcQPCfFxqLEcTPzekiCGuL0VHrBs1kWaEI9UwuwksQbwFqrRQnilBXJAmzvSIS1HFSYFdjHb/nzsySAoOcpYiMeMk84kFbwSMCUMdTRIHpowIAY4Tk0QR9KVJJAc6YK8rhr4kTIyclN4SpLoa4KliKom5oAqKSOqQmjxowhZdivaZo0JOFyxWTpjpiq0lRRjePYvVE/sxvDzHfGTFHQo53ZwGO5QqNg12ikbDtIMSLOrr93bkIBRPS21XrlKKOFLMITNFy1PRoFGaZBoLcumKhTtWMO74gymsds7jvY0H8PbBR/Hjc6/g1cWruIuMO8s48u6xp/Ho1EXcPXAYr5+5iZ89+318du113D13BiuVo2RfE/riLRgp7cR4eQ/mG0cx3zyG6YZhDJd10/g0op3vafDUotZZizJTOZKaFFLqEpQRtKrCGrreOlTZ61DvakENB0KZtVJ6Pm0sgyfDi4Q6iTpXA7w5fjK2HM1FHfDmB9HoaURrcRcSqQZYvVEYmU3lZGW+mCe20zQx4ojJh3zGmnwxlegLYYfJioHldegpubexXIlToQrWVAWBVBFQDaOkOk7ZjcUkYDXCMJWVoHpqCOVjHTASGwuBznZRRclYR0URvNVR6GIOxlCyNUo2l/rpilMcIYLy0SA/IAlbVTHa5kfw9tcf48OffIFv/vCfWD5xBP+Wn0tXp+OI02IHAd6mYl2lcdqlIpMpvdvIzK3ZcunCqkwZpZktS4CqNCKfI1OaSyWoUlPzsYq1V8farrNjqXEC79E0vbv/EXx84ElcrlnF8RSfO/gYJfgqXj7yCH778o/wxUNv4ezYPgxFmjBT2o0Lk/txY/95XD9yDk+cvoInT96N+/adxrmFAzgxvYFDE2vYM7SIPYMr2N23hKWOWcw0jaE71YZabwVS5jgSpgQCqhBCqgjCqijdeRJltipUu+pQ7ailG65CIJ+vK6IoL6yGPdODSr5WVkgjpYqhq7SXzrhGWiRg9UVQIOZ5ydYCAajEVKYOMTHhIej+IDLtDpT192Pq0GHcplIhh7VVHaVpilFauVVGI8QjLj3WJAkYPY2xJIloVxPGj+9GoKWGj+MwJMMooOHNtuuQ79Iz0bA/Q5RisrVhtBlb8pmN5JFNUJ115fA1VeDmx6/is2+/xjPvvYqehWlsVSuwy0DATEZKsp77YqvFVoK7Q2OgRJvxPdbOO9huz+V7BahKA7JUBmllgbgcIotbseJfabRBZrBCRwmyOgLw+mJYa5jAS+v34t3drJFDZ3C5aQNvbFzHi2v34gfXPsCPn/iEBmgOU8lGnBpcwMvnr+PHz72OX7/1IX7w7Cv44LGn8PFjT+PFO6/hxsHTOL+wD0cnVnFsZgNHCfCBsVXsG1rCRt8C2yJWuucw2zaFkfohNCbIUG8ZYtY4QroQ/ATZXRCAXx5G2lqOOk89aj2UYjVfJ5BxQwmc2V40hVoQ1iZQF2hCeaIJhd4YVDYCyXoqamo+ZTjXRnDFTBOBzXN56Fd8ND1BZDOzqiMRZDC/5gd80CZj0CRi0KVowsR+iuaJZslII2Qsp/wS3GBrLfbdfydqpodh4GNzMWsyXXK+iyaqyAlfdRzuyiDsaSecFayxGr7BVB6Hr7kCgeZyLF88jO//4RfYd+dxqBiQtyrpci1mqW0Cq0OGuBDaYMD/KShgfQgg0tZJ11aGHGZasZj8ezIVtrOeZtD+33KJwlQIs6CkVKk5ivUM7t5AlC2GhepBfHTscTw7dg43ug7iheW78OziZbxz8kk8s/86FpOdONwygmeOn8cvX38T377/Ab558y188dwL+PCxJ/DZk8/g/Qcfw+OnLuCBQ8yz83twfGodZxcP4JgE7Ar2jSxhr2DvwDyWe6ax2D2N+e4pjLcOoa+mCw2JOhS7U4gXJhC3FSOgCcEn9yNpTiJujKMh0Ii4LokidQIxTQK+giCq/U2IGJKo4OAwWAkg87hwwWIZUZ5ZzPmKxfM+mhov+4lbr5exUlzbSukNBaU5X2t5KfQsh7pUjPUzQYZSjlNkKllppCM2pJMSuGK1aNvyFKqG+xg7I0wwVD3iY4wz8qQowXEa0ZogYh1xeOq82OJvr0VRVz3i3fWon+zGucev4srzD6F6uJX6r0eBRUxuE1SzSQJX3ILgNoUM27ndRaDdtXWI9vTC29TCAyyBq6qOGZiZzBtClnCGbDniIi4xIyOyHcO6wuqC2RNAKJJEIlGGE/2reO/Qg7i/Yx+en76AZ2fO4Vr/AVzoWMJcUQPO9s/g1fN34levvUqWvo7fffIhfv/DL/DHr76PP3/xffzh0y/w01fexJfPvIDX730IDx27gBuHz+Pe/adxYeUwWbsbh6fXcWB8hdK8gN1D81gdnMdi/yxmu8cx3j6E0fZh9Db2opoAxxxJhK1RhI1hBHVUFbUXPpUfpYVpJI2lSLE5slwodlYhaipGOkR5NHpZcoQj3gQ2V0zKODfP6qjELJ3fw+alyRGzRwFGGiqlYCtB0rCWqmIhAkuJJVOF/GoJ7q3HBtbUos5mDO1bg7c8LS1my3PSqzhMHCxmpplCWEocsKYdKGqPoXffELb42moJTDNqJugQZwbQPjuI4u5adC2PMQ+lsFW4XoMFO/UGSrIKeh6QaN8juPkuJ/z1NBV1jfDUN8HFbai5Hb5a7pdVS9fQijMe4qo8sZ9LtoqLh1VkqycSR3FZJZrrWvHI+nm8unYPnp0+j6dnL+JC+zqWS/sxHq/H/St78f2bN/Gnzz7Bnz7+EH/97DPgx9/gH19/hT9++hmBfg/ff+pFfPTITbx5/UE8eoKD4uBJ3L1xBPfsPkbW7sdBAnpweg37Rhl/BhexTjlfHljAQv8c5nqnMNk1hpGOEQy2j6CneQDNFW0oL6pA2MJcqPXAoXbCrffBrfIhYU2jwl7NWhyHUxlGCcEt8VUgFChBgbgaQFw/KxjLzCpWFSrE5EPQB404iVIUlKZpxQS+JiJObwbpgAkoQTSUxAjgJpDCMElumMCaKMfiCoJgYy1KulpZt9mfJJqBmVe6IiDNTFzmhy3tRmGFB7ZKN5pX+rClqK8F6RHmpIVRjO/jaD57EJeevIZ7nnkYKp8LtysUBNYorZIzxKLU8GI0jA8jUF+NRGcLipmxgi3N8LOFO1rha6xHoKEejrI0s5sA1iLdtyKbwVw0sXxE6/LCz+xWUs5s2NSFZ1cv4kPGlmeWL+NE/SwWGPpHUvV4/sKd+ONHH+Lv3/8cf/3yM/zzqx/gnz/4If788af4Ndn7w6efwXs3HsFrV67jlbuv45FjZ3Hn6j6ydD9OL9BVL+zBydndErDCSO0bXSKoc1jsnSFTZzDTM4dpbic6JzFOWR7tGsdQ5yi6CW57HbNtWQtKwuVwiSsS1HYUqj2wyj2IWItR5a+FTx2lbJPF7lJEQxV0/I5NxlroillX1VQtfSgKLaVXTzNkoeSKMzTi1gJ60QieliAaCKCFcmsikazciscaAq2nDGtjjEJuF8E0ojDJEsB+FcY1r9CBYE0Vynrb0Dw7gMrhdqR66sjYNDp2j2FLfKCdNroXu+88hTe++ggvfPw6Xvj0TTzy+vPMWCbpA50cGe7yMhjFCQAejHBkzdNj6FyaQinzVbCtgcA2IMIRFeK2uLuDFp5Gwm6VRlYtXeCJK1ekyzU1/MFW/mB/MIGiQAK9ySa64fvx7sEHMMHY0u8rQ7cvjtfuvBv/+PJT/P3zj/F3gvqP73+Kf3zxMf7y0bsE9UV8/sxTeP/RR/DCPVfw1KW78fjJ87hv4zDOzW/g1OxmjT06scRGtrLG7h9ZxurAHOb7ZjDZOYHxTjK1dx6jnbPobRpFRx2ZWtWFslQdIsFieF0RBLxx6dISVyHZYaZSKeni8xkzMnWwKOwoJ7hJexmSjlKEPaVQG8SaY9ZVJ2upxwddKMKMSYDodg0E0EagHGWsl6yjuniY/cmIlKYRqkjCyhpqZSJxVKfhqq2Aq1EsMq+Fv7KCKkcctIyI3KrtTsgsViYUAzReD8w0vvHGGrRMjWPq6D5cfvYBVE22Y0uCiFeNUfYO7sZbX3+Bt7/6FC9+8CYOXz7H+qiF2ulk7lpAuKEGNh6UrTzBAwsjTAfdNNWP4p5G+Boq4WmopqOu5ajpQFFTPfXfhqLmOtSM9KN3cQ4nrl2Bv7QUZm8QhZ4gnIU+xF1R7GmcxC9vvIfJohZEKHnFfP782l784YdfA7/4BfAf/wn81x/Y/hv41W/wp8+/wM9poN5/9CZevno/nr54Dx45cQH3HzqJy6v7cXR8GfsotfsoufvJzj1s65Tc3YNLmO2ZxVjXJEa6ptBa04dkUS08hexQPdmjZD3ML0RBLt17ng6yfAMK8ugx2PJzjVDIGCVUNuTmqNgUMDGq2bVulAeqkXbXIOBISffCyGC8K6CJNISZNwVDaYpsZJ+zgmyrLpVOomjCXrI2RKDjcFQm6VNKEGiqRLilGgECGmqm5+logbOkmH7EBgWlN4/A5rIVUP10xERls0LvdlP9XFCSvfZ4MRlcg/aFCaQHGXdirY2o7OtGbV8vTl29gk+/+TG+/vUv0DMxhkyVEgqzBT66tRS/LFRfhfK+NkweWMbSiX1YOLGHdbkf0Vb+sOZKBFqrUDXSLV1VLd7XtzqL7oVJdM6O4d6nH8U4B4g9EIArEERDPet6cSWu7b+Ajc45GG9TIqj3Yn50Aa89/So+f/19XKe03nf4NO4/dQkPnLsHj16+H0/c9RBu3v0InrzEaHT2XjzM/Hp1/1mcYi09PLWGtf5pthlJdldZP5d6pjDRSnmt7kVnXT/KGZmCZJdRF4S8gHkzj6Yumxk72wJZJp1mthF5OWSHaNnsyFwDX2dWzOU+AReTKrFYGtFICXQyA4ocMZT6a+A0FzGbW6GkMbRG47CnyM7SYmndr7+yFJ50AuawOPFuofnxwMVaGqwuQ6CKSsj6a6U0OzgQfBVplHd3ItnYwLJF06qk7Gp0yFFrWL8N0FKW9eK2RTaqB+OSirlYyaYVa6E4mHQhsUQ4hC1iQl9G9L1JygGjS7yiEun6OujtdHb8MDFa8nUafmAh0h1NWD97FE++8wIef+NZHL12GsP7ppHsqkWss4ay3ITacUYHtsHdMxhYm0GcuXj91EEcOH8c1e1NdMNOREtL0DcwgHo66sVxgio3QrVDiWJfCRI0IZXhNDrjJegKh9ATjWIwUYLuaAkaKZE1wVKUBdKsfZWoiNWivqQZzekWtJV3YLxtTDJDy4PT2Bidxxwd70B9D1rK2/DAPY+jqrQFNnMYaoUbudlWZGez43bqkLmduXu7Brk7tMjerkbOThUfK5G7i+zM4P5OGXKzVARbQybrYLcLxWH2V1vhMnpQzPoa8hZLS2hdkRQ8jH6+8nI4EuzToiIYfV6CZCAw/B6NkgyzwBmPwEM2qwlQllrNAUF55TaT9bOAcTKH7MxWa7/bapCt1eAOeT4KrGYoCKiWjlvjcktN62EJoESLS2vEgHKXlWPLNrkMBo4Aq9+PLIUKGTI5tufyA5Ra5Cs1KNAZoLKIxdBKhm0dpg6v4M2vP8LNt1/AxafuwenHL2H62Ar61ifQsTiE3tUJDK2zYy8ewYF7TqOothh3P3If7nr4XqwfO4ja9jZU1jaioaEJvT09aKpqRHNlE7xWDwwqEyUtjJDOiZFEHIda0thbX4Fluue+UALVHpoVewA+owsWDSMTm03ng8MQQKGeTcdIQsBH2kYwP0C1aOhBOlJBQBvR3TGKQisj2C4dmwE7tqqwi+CJtmOrAtvZdmzdfLxrmxwZ2+V8nwwZO/L4XD4yCG5OlpLgKmGzeBD0JclYM2xqRgxPAuFgCkazG55wCuGKWmkVv5DNnQVy7CjgwNCyP1kX5SYTQsUl0uMdBQXIV1P2tXooaDTVlN0CvbgLHftaS3DVeuRqOBjUCjI7zgjahNtkuxgZyVyXHSbGKD0HjZVMNYaKIK7I0IfCcJSUYkumRsO6oOSoUCNXpUGOoD5HSr5CLQGbTxlQWwyYXJ/H4PIETt64gDd/8B5e+egNXH/+YQzvnkbv8jiO3Hsax68zNz5yFw7ddRKPv/k83v3RpwiURMnQYjiDfvg4Ssvqa1FRU4euLjpxOujO2gZUMcta1GaYCKydrtLOzhsKB7Gc8mMk4EWt1YkEY4RTYYGxwAAdWaPM0bLpIM/SQZVjhEFeCL3cBh1byE1mk8FtzSNobxmGWm6l1GoIFB3+TjVB00gg7hQA7lBxS2DvIAAEV+xnbBfbAr5WwL8p4N/I2AqQkylHdkYBrGYXQjR4Kh6DRWlFmAbLSrCNzOhiwkVtsOF7O7ORkSdOfhi45aCQc1Cwf7MKFJCTLHns54x8Ps9tPoHNJlMzlSoy2AaZYKyGtV3PnMp9mVkPa8yNg/cdR8VwHTLN/DuyP89ED0AGq6mCvooyaSWjyueRjO4WIQM7ZTJsy8mFnF+wi2zN5wHk8gByZQScrXNoAE+99gIeeOFxPPzy4zhG4HrG+2FkSN6lyOOXqJBoKMUpAvvEm4/hnR+8g3d/+CHWWYPtAY5iP0evuJWf0QADZb93aAgHD+zF7OgAFinJcXcA2gIt9PnsKI5SI4+hlxlvNO5BqUEPt0wLA02LinIoy2TLkKMgix2UQ9kSjwmagp2sKaCkyy2snRa4XUmEyV61uMdEvonvp5xlKJG5ix26g7+ZAO7aQWB3kqE7BGMLsH0b++GOfImxO/l417Y8ApqPbDJXtLwsOXIy8umQaVaYx3W5Gjj1DvjsdMAaZktDIVRqmq8CkiWLgyFHLDqg6ilYH+UqiSxim5FDBcjlgCHgt2VkMdPHYGGcNFE5s7VqJgfWfQMzsQCWDC9gOdyqkENf5MXQ3gUUNVZgl0bBvKyGLRZAsrkG2oALERpcM+ORJR7FFqHnt2dlo6S6FpfvuRc7snKlUaVUUSKEFFMqDCzOhQGGYBZ/W5CZSpGD7VnbYOCXCvAdrIWnr17GA889hJc/ehYf/ugtdE90wBjQw+xm5DFZN0GlhNgcDtgoIx6XDYdWZnFxzxqiDjdlTQ+TXA8bR6qeo72f8tLpd8KWL4eOLlSZWQAZwZSxg2W78pHHx3mZ7Dg+l5ehIHA0euxolYwjPE8rtTwOBkU+ZY6AZxPAndvJwp1kpMRSuQTsTkruLWB3ENid2wnu7XkSsLcYm8eBJH2XOB25Kw9umxsuKohJpkOh1srHLCNaMkdlQG4+VYHHnMk+FKtJMvk4R4Cq4vEIBeRWMHgnwRXv256XD5nBCD2dbrSC0YZ9lEGyya121mWasUIbazVLUF0NwVTje/m52KlVIkPHzzVrabxc8FREkVuoRaC6BBFGn0BNJYHlh4o6UN7YjDc/+gS7+KViNCmp8XLKSB6BFQdxe1YWtsly6cBMsIXcsHjsMFhsyClgh+UXwJeI4ez1Szj3wCmk21PQuTVwx12UE4LBA1JoFVCzTnuZb5U8qBgt/wVGrJuXTqG3thZKjnCTUoewnQfKjqjnAGiinS/MJmCUUBWBU1IKFQJEdnQ+JbGAnZ3HbT63BZmbDNbSiCm4r+e+ldKtztVCnscSs0uwMI9yS8AotbsEoARyE0zK8K39rXz+dgKylSByEIhBk88BUsDBVcBjDDmDqEyWIy4u/VSyLzRMDU46Ur0FWrWBhKCEkqFZBSpks2+y85XIyqP6yclWPi/nwC0guLn8jdkEX3iaXVQzYZzyzRrYqFLmiBe7mEhk7F85pVlPeY1WV8IaCmCHkmxXc+CwP3PIWLnTAJlLD7XfAkOokIz1wBT3s8byC3JZU5UmCxq7e5Aj5EJGiSNjs2R8jQchY03IUNJM8IMsUS+KqlOI0cJrxbLJHHZUXgG2ZudAzhFkCVtowRWspz6YnTbWaCWMDit0hXrW2ghcZLzeokNXaz3uOroHj188hiOLszBw9Br5fXatAU6WgrhehzTVJMSOsWblQZddADVrr+K7JssWckxAbzWCqaJrVZHBKXsRjkysYqFjBBFxi1u+lpfJzhOACuAImlRHub+d0vu/oAqA76AE30amcj9nJ5mawc/m9+Xz++xkaVd9O1pp+MojpXBo6Ir5nIPSbDaIRXkmKGk65RygWbmUeR5zJlmekUV5zyQgfCykWCb6lC2Lv3lHXh7rq3C/BuxUFyDWkEa8vhK3kUgFBiYSqqKcpipH1GWx1ox9l2vkwNHxc6yMYVYVcizsGz8VMWSFucgOc9yNLWLEZMoVUNDBSftkbyaLfg5HWJY4CHHrWquFo0OLip5WbJw/isdfewb902OUaUqLWEXBmigOUq7TEdAg9IU0OLT3Kjq8PJUCIRooJ4t/ig5ZbzfC4bGhv7MBD146ikfOH8aZ9SW0lqZhyM6DhQPLwpFcRFNXy3rc7fOhyW5GgI5dSXAUrLMCPEU2GUSmylj3RJMTPKOIInl6HB1fwnPn7sWx0Rl0l9bClE+JzODvoXHK3EYZo1HKpFESLUMASnC3U35FE/viuUzKcDYlXwCqIFtVbLUllehpakdbdQNqU+WIsLbaNSb4HR5oCY6JzlZHAOTcz2P/yekXChQEmttdBHd7Ro6khoI0gsFCkrfnUkVEvaVMZ4s75JGpu9jvu/JVxIL9T0UVeVYhFg9KUccElYOZ22pCNtXQXewn0YoQq0vA4LNA4zYxz9qxReMslAp2rl4LFfPV1nx+EUHaRseWSeaIwl1goyEgIJX9rXj87edx56P30q5TXujitKwteXx/LgdEPh+rzKxnMnYKP0fEJCVZHE5HEUiFEa9KEXQdvKy7S2PdePrqKTx4Zj/2jvRiurkJSTGDQmC9tPhxgw5VHKH9QR86HYWo4HMeAqhjDVSyNiopxyqCqWTNVXMrjIyN9bXE6seTpy/j6+dfxeW5VUzXtCFpDfC9VKEskVPpbAUbWVez2QQzM8hSIb2iZRDYbDriHEYcMWCUuUoU7MxFwhfGYFsXeptaMdDazmxcjapIAklvEBEvO5eO1Gw2QcfBXMCUIWPfCakV0qskOYRR2k7/so2DVyz2EyVOLPjbkZ2PrVk52Ebm6ug9ckmgHTIeA9+TQ/bn8HdnM8vmMCopbDSGVg4cmxFqpxV5VNAMdS6sQQfzrLipKAeRiR7DpscWnd+NTMNm+M23GpFFgMUSGLEURpxzzWfxlolLPAKUnHQRI81FLB3dTekQjplgso7IKKEFCtZAGqR8Hc0BDyyP2Utm1tHh8YDMKvjjRQglIwhH/eikiztHd/fUXcdw37F17B3qQr3fg5X+Afj43e6CPJRyUJTqNGhz2jHgd2EmRkfosyKpVMBMedQxgmjZ9HTF5lwd3JpC+FhT55t78csPP8Xvv/gB7ls7iPm6DnQla+DXO6EREwysmXk7mCvJyFyaqVwOkhwOFrHNFYBvZYbn87Id+ZDTKOn5+9LBKIZaOtHf3IZBgjrW1YPO6jo0l5ZjY2YO/e3tSMVjiERCMFs40OUyaMQsEU2jqKXCgAqQBYjbWFZ2iPIl6i9rrlgftiOH7pu1M99EH+I24N/ztmOnnOWAg2OHjKoiJijIZnHDcJmNNZVNwWYNeuhhOBBIojxKcwG/U260EngTtuzSs45yBBQmimiXq9A6NoQMgna7mjJHg6Qi8CqfW1q7qos4UVRXQodG98YPESMuk85PRCTh8OSUc/HhMpNOup+wkc7X4qUDLvIjwM/3ibu+8ceXp4K4fHQNT1w+igeO78NabwfqAz7sGezHpY1VlPDvIxwcpZTzBqrIdCyIedaNpRIPVsuj6PZS1mlaQnS8HkpvUO1EgMC2eRO4eeEe/P33v8PvP/ocTx85j9XWPowT3I5ULWJGD+x03xoh5WS6ggDLOUhkdL4F2xn3tlNluG8gSwspl0mPF51VlRhtbsUQQR1q68RYZz/GO/rRkEqju7YeS+NjmBnsY24uQUNTHQKRCM2imAegTAbCKHT7pPwq8moG/cI2lo+tbHew7chlfWQ02kWPovfaEKyOoGdxEMnGcsabXNxeQJYTfLHGLEMrbvCih4xSXEBGqqmgahpZJQmQq6W3sBVC43RRqqnAJjW2iCm/fZdOYP7oBgZWp1E/2AFLxA1NyA6Zn4G/iME7GoBJ3Mir2EcXxppLjVeQyWIiI4v1IYsjUYCczYPPEVNiDM9q1kUtv9gZ8cEXCxF0NV20GSG/Hwvjfayvh3H95BoePXsIS52t6EjEsdbfh5+/9wZ+/MqzWGqoRTXNVw0PeKAohLlyvl6bxB6aiz2NtZgvrUGrPYjGwhBrcQhdgVJcmtmNn336BfD3v+FPH3+JD+95EBcmlzFT146R8hZ0xcrRHE6iwlOEuIW5j1nUr7MhZLQjzP2kzYcKut2WZBn6quow0tCEkcYmjDY1Y7i1FSMd3Rjv7sdwSxda0mU4srqKB+++jMn+TnS1NCAaFTf0TEChYaLgwBATPAbGljzKarZYg03vckdWgXS1xO1krWii7G3PpzpY2K8Ea5cmH65ECFaS4Db27U6FTlqNsp19u50Sn0NDKS80sxngTkWgIflyTIx0Thq4oggJGkcOibrl3mcexBtffYCb77yAe566X5pNuvLUDSyd3YeygSb4a1PQiv+AIeFF00wfg7CDo4bAMkRrxOgQVp0jToxIca9BNWuyioVd1AKl3YBIZTHfx4OhMnj8PjTWVuH4+iyun9qNh8/txZMXT2CmuQEjNdU4MDmB33z5Cf745Qf4zesv4r696zg+OoGZ6haMJCswHCnGYDiB/lAcfeEYNlq7cWFmGctNXTjcMYSbJ87jL99+i//53e/wX299iC+vP4YHNw5jpbkbwyV16Imm0ZcoxVh5LcYr6zAmWnUjxmuaMVXfism6Vkw3tmGupQOTjS2YaGrBZEsrptoov21tGO8isJ19GG3twggfzwz04drFszi2Z1kCtpl/U5yuhFKsrWbEyaPcikmJHHEvLUqyMKNbc8hYAnqHmJyg0t0uzJOMzCygY2YSyNIosE2RI9XaXSqxIlTc0l+URhXZS1NFWZZZaJ4ot+aiANReJ+RURiVVzBJPwpYqhjERwZY3vnwfr372Nl79/B188JPP8PKnb+L0jcu49PT92Hv1NJxV4pJJDyzpIIYOLMDPEJxLrZfT0GSLtcZiOpK1VVlopys2QkVXqCXwppAHqeZq+OmI7dwvrS5HcXkKPe0NOLY0gRsn9+AxOuJ7D29gqLoCSz297MhmfPnOW/jbz3+C37/3Ol6/5wKePn4SD+49ijtn1nF+ZBHHBmawv2sIByiHBzoHCW4PVho7cW50Eh8/8jDws5/ijx98iK8efRKvnbsTl6aXsNREoCobMZquQ2+sFAOREkwS3OnaBizSDC23dmCZMivaUnsnFgnkbGsbpsnS6fY2THI7TiAnGQfH2rswTGc82dmLheFhrE1P4dyRAxjsbkNpcQqVVbVIJEvpOwhm/ia4ItqIiZx8saqTJlPMxW9lXd1OQuygSd2eL5hJcrBOZupo4owscUYFbpNnYytr7zaNuEmpAJiOnmCLM25qu4Ox0o58ApzF/JtFxuvDjJPpCrjKy7Hl/R9/gpc/eQMvfvw6nvvgFdz37IO4i8y9m8z1NfAAAwzIzKQ6Nn3MxxERhS7opyTboXA5pCuuFR4nDMEAzG4PYxJNE0eeOEXlr0ww+ypQ09GI+bVFSlUAvW01OLk2jfuOrOHGiT04uTSNofpqLHR2YqalBT947238z7e/wD+++AA/f+lpPHnoMK6t7sZ9K7txZXE3Ls4u48TwFI6QoXsbu7FCNh8kuJ8//gTw85/i96+/ga8eeBAvnDyF+xaXcbRvEEuNrZT2NjK3C+PpWgwS3GHK7URZFeYI7nJLO8FtI6jtmOcxLLQ0Y761BTOiEdCJliZMEODp3j6M0DyN8P0TBHZxeBxrk1NYn5nCvuVFREIBOF0upMsq4PUGIBORhmYpk5KaR7YJSRZXSewimwWoAtBMAr6NZlFM7m/XZSPLRlAL85HjLIAxZsPtmmzsMqmQbRV3qFUii/VUuGTxX+rIGEN1Po906k/coFoj/j+kCIlE1hLY9/H+jz/Axz//Au/+5BO89fXH3H6GgY056VICI2urOurlvke6hM8YF7cvZ2ZiDdDxh4gm9kWLUk4VLOYFjCnWSIDSEJDuUV/RXofu4R6MTwzi0J55nNk3h3sOLeLakVUcmRqmOakhQ5qxNjCIb7/5Gn/7Gdun7+Mvn7yLly+cx9WlVVxZWsM9C6s4PTKNgx0D2EN5nScLF6oacHFyFl898xx+9sJLePPUedyYW8SdE5M40dePfQRiua4Jk2XVBLKGklyJoeJyDBeXYaSkHFOMLfN1ZC5r6WITP6+xHvOicX+msZExrBljTfUYl4DtpwyL04MElvV2gPK9Nj6FhZFh7J6bQU9HO4qKihAuiiIRL4Gt0MUMy8xK8FR6lidGH+nyF2Z/cWZnJ5PILjJ1hy4H2U668YCC6miAqZTGsNWPZFecvkZcieeANuSUphBzjCL6MCpp1FTFAMllhykaRLK1EdV9PTDSj8hpora8+sVreOz1J3CG8nvl6Ue5/xKm9q8ji4VcXG1nTIShYtRQ0BWraYT08TD0UTYCqaaTFU3HffG/SzlKU/DSHbpLk9AExBxmCoGaUgRpfPonB/HQY9fx6MN34srpDVzaO4MbR9axf7gTU62URebY5f4h/Pqn3+B//vNbmp/38Lt3X8MH16/h2vIa7pqZx8WJWRzvHSZYvViupUyW1WKjpRsnRqdwtH8UKzWN2M2aeZQ18ERPP/a3UWIJ2hgB7CliGRA1uriCrRwjlKyxskoCXoG56hos1NVisb4WC/V1mK3nQKN5m26owwSfG2P9HO9kne3oRC9jzgxBHW5oRWUwjqZUBQ5wIE0PDmCDrO0k89MlaVSUV0k3zS60u2G0FEoAa0wmGirKKd1uhpBerYxSqoQuZoIpbYQ2pYIuxYzry4a5RAd7mQVFTUwTVVGovBZkmYR50qCAspulVxNUC3yVSZjpfxzibuOVJeicm0JhMknGfvMJ9lw8gl0GOfU5AVdxHMawH9aSCKxpttKwdP9iS2kMppS4BYEXO+nCculYxb6e8UXLIi4uylUGvbCwpuqFi4744U7HEKAcNw+24b6Hr+Ctt57Fs4/dg/sI7IX1Sdx/eA0rXU00J2QIGTFFNvxKAPvnP+C/P3oP37z0FF6/6xKur6zi/PgkjvcNka09ZGsH5mh8lsiYgwT61OQcLrCWnhgYx17K7V7W1H3MnSt1jZitrMEIwRwqrsRwaRWGyFgB7LAAtqIK4+VlmKWhm69lOairxiy9wGxtJWbqqzDTUINJlomxxjpMd3dhoLEZdfEURlva0MXvj9kDcKgsaKdy7F1cxDgZMz82hsbqWhQnixGLpmC1OmG1OWF3euiQxa3xaTZplnbK8sg8OYlhhLXMDmulBeZyPfuaTjqpgiYig63UxL7UQuMzoKCQQDr0UDrNNK9i+Y0OmWY53BUhlPZVIdAQg6aIEZN+SFzquuXcQ1dQzLqnCzopscxdyZB0j3lvTTHsFRGaJ0pvmiPG76LOi/8bQEVn7IVWYq9gNIGNCtb6JYDNBNZRmoA3nZTy2OLhFTz16uN464MXcO3u47hx7gDuPbKMSwT26oFlzLY3YnmwB8vdnegvK8PXn38K/PXP+M07b+CLmw/jyeOHcXF6GsfIiP10pXtoblboPuer61kz23FsdBrnKNGXF9dxaXYVx0emsNHWg8XaJszRyEyX12CCbYzsHknXYKiUuZSyPEK2jpZXYLSiDJMEc6a2gk2AWobpKjrnihJM8bmJukpMkLnCGXcSsJJwGM0V5eiobkBrRSPS4RK4DA6019VhbngQY93dmBwcRqO4v38gAo87AI3GAI3WCIvdCT3BFbNKuyjFWWo5Wcds6mPt9ebBX+9FUbMfnppCGOIaaMJKEocZ1aVmxNRA76NpcrO22vUocOigLypkeSTYYS1S3cVIdZUgUE+zy+e3aANCo90E1Q8bc2phSRDu8hhcFXHYyorYIpSEFF2wnQ5YIbHZU8UfQ5l1liX4NxGYWYetzFSmZBjmVBh+vl5UXYb6gQ7cfPUmnnvnKTz8xBWcIaA3zu/DmdURXF6fwNWDS1joacbqUDdmO1pRyh/9wHlGll/9DF89+xS+ePQhXFtfw7GhIRzuH8T+7j7sJWPXyMYlsmZ3Vy/Ozi7i6sYBXFndK00hnmANXmMMmmeEmWP9naM0T1fWMzJRTisoq1X1mKylQ64guOWVBJDA0ZXPNpCh9dyvKcO4AJZtXAK1inmWg6OjAzXFpfA73EjHkuhuJND1behp6kRbNY89EsNobzd6aLhG+nsxPjyEatbvUKAILjfLmJ4sU6pg93jhpMnJEWmC7JWbmXeNjDGqbLriPOjclGyfuGmpHf46H70LM6uFtdeph9ppgNyuI9BmxhwTdBEzPZAVBkq5LmpEUXsC4Y5iyILMsVn8UH3QDluS8pv0SlsBbKCGtbIyDmeFuKI9BXM0hCyDGu6yOGmfhqee9bRG1NBiBKqL4aTsWliTC4uLpP9hIlZXjrreZhw8uYFHn7sPV+87gQfuPIqHLx3EockO3LNnBlf2LWB1oB27h3sxys5L01E2x+I4t7KETx97CD965nHcu5vOdmiQwA5gX1cPDnT3Yy+z5CqjybERDo71fbi+5zCurO0na3fjzNQi9nYPYpXgLlGyF8nqyZoGAtaAKYI8UV5HplZLwI7XiMhDmaUUzzVWS22ypkICdpLHP0E5nmjiAGisxSgdczIYhpUmqIo1tIOqMcDjmRwaweTwKCYHhjHWO4ghDr5usntydBwTw2NoYI0PM4YUMp5YbDYki4sRikagNxMwHdloMkItZo9UcuzKz0aGjC5YnkF2alHdU0mgGSUtKqhsGsitauZXDbReK8wRJwnloGJaYUkWwpQoJCYsmxUeeJroinfyA7MNKoZdL0xF1Ge6L/H/uIh7G3gJaKiujEALK+3g617EGiuQaKtGoqMK1YMtKOusRaS2hNs6xps4XXAUKY78NJ1u93g37rp6Ck89dy+efuwybpzdh6tk7dnFQdx3YJ5SvITdg11Y7e3ERHMDyjmaG+goL6+v4+aZ4/jpK8/g/gNk4Sjr6NgoDjDrHmcn7iFrd9PAnJ2ex7kZ1taxGbJ6EgeYb/e292GtiZ/ZSFDrWiS2jqZFbWWdZRPmqaMogVqPD9WMZx3RGMYqGX3I1JmGSkyRpTN1FZiqJ8DcH6E8C8b2NzTAb3PATEkt8vlZR6vRyVg03NeNqdFBzNMDLE3OY3FqDtMjk5ijU59lFBobHkEfj7s4mUIsEkFFRRpuD40mY6KRJkil00JtEBeFq5DD2itYnSsXS2lykKfKhZzeR2mmFFsIKs2TzKqiHNNoecwsn2YYIlZkm2VQ+02ItqVRPdlO1lZiSzZt83YZrbbFAF9pnDGF9dLngIf7vopimGMBZHFkyaxmhCvTCFWWIladRoryFWQ97ZroQ21PIyoIdPMIR3VjGUrZQdUtdRiZHsITT9yHF198AE/cdxqXd8/h/qM0QovDuH5gAVf3LeLo1CgG+WMnGC/ayYQSlxcLvQO4tGcN37zxIh49dgBnJ8dxbmpSkuQz4xNYp9tdYa0dpfNso/OcpMxO1dCEicbaOl3bzNZEma2RtiPcTjCvTjQ0Y6mnD5PcdqdYj2RyxJkJB9MpsjeNOQ7GmYZqfgbZylo71ViDUYI8TGA7q6rgL2TskNNjyBSo4N8319Sgt71FmpyYpvQuTkxhkX5gaXYWc1NTmOf+7MQE5qemMT02jmFKdFdHC+pqKglwKSrYl/6Ah0wWZ4WYTemWCxRy5t18qNT8Hj6nplFVGbVQmclYAptnlEHnYaQk2PmFKshdOtyWvxOZ2gIU2LUoaimjGQsJYBl4CW6GmjrudkinhHJNWui8DhZsK+6gexPTXdJiN46uTJVCqg950kyKEk19rZg/tIT++T70zPRgbHkClc3VqG6mmVidx31XzuLmAxdxibJ7cZ0R59g6zsz14779c5IUn16YQjdzcWdJCXqrqlEVjqLI4sQEc+1P3nwZN0+fwIWZKVycncFZgntqfByrlMUpmpMyqx1BGpGN/hEcnJnD/rl5rNKVHt+9jn0L81gmW06srWNxcAhrYxNYGhnF8ugopju60BJLoNhkRW+KLpeMnaRRWmytx1wTBwPBnKbqTFGCh2vooCnVHZWV8PH7dEoNzIwuYYdXYnBjeTkG6ejHeinLNHiiTVNhFnisoq0Q5JWZWexeWMT+tVXsW1vBgd1rOLCxhr3rK9hYW8L83CS6utoQZYw0mAimTgmtVg05PU0eFVUtgDWpKcfEhdIsWr6ZoNJQuemJdmnzsU2WiVw+l0dTpQ7asCVPz9BLRuYx+ApmikVSO9l28AN3UBJ2yb+7aUgeXZw4TSemtHQcXQRXrlMhwno8uWea7ncJU+vjmF2bRDXluowM6BnoxPW7TuDRi6yrM324tH8B9xxcoBQP4MbRZdxD1h6fG0NXSRI9FRWoDoUwyIgSM9lRzlz8/pMP4UXGnUvzs7hreQGXl/j+ceZVduRiazv29w+jnZFiqqULp1f34MLeg7hw8AgunzyF4/v2Yd/iCk7uOYC9MwsEdwzjrLvDNDwV3jBqfEVkbZqA1mK8WkhwFRbbyPx6OmMqjmDuJBk7VFmB3rJStJeVw8c8aiCofocLIeZTk1xNR2xBRYwZuakFE339mOPgmRkaZq4dkh6LJvan2ASrp+mcJ4cIPrczI0OY5SBYnpvG+soiNvasYoyyXsPvDIUCMJoNlGgZ5BpmXZsBRsqv0S9WJeql/CtzyOEocUETNCDHpoDSa2betUPuNmNLrkEnLWMUTW4X//+OCttUBdjOAL2TwIoVjNKCrHwylD9EqeboYStQiEVa+bB4bTh47jAOnj2AM3efxMreBQwOd6GStbazLon7Tu3GxQ2O3MEmXD+1Bw+c2sC5pUE8dHId9x0R1632oIEZeLSxEfHCQiz29qMtmYafSnL3gT147+EHcCd/9BWO7vsP7MOpqQns7e3Fvr5hnByfw5lpfsbQNA4MzWKxZQBrveM4Nr8bB6eX6bhHsDIwgbnOQbQXV6EpWIombwkafHGCWobhaubUWtGqyVBm2CaaKdbWGbZpGqcx5tl+gtqTLiGwZQiQoap81jwO8rDTi6DdBQuBLtQZ4bPZaa5CaKqsRldjE3pbWjEkJjSaW9BCJapOFaM8kUA6yZaIoyyVREVxCuXFSZTxuaY61vH+HizMzWBmYhzNTQ1IJGOwu+zQUJJVBrLVboCecUfnI7g+I0xxM6zFJkRaQ6garYM6bEOQXkGcZt2SS0DzrdTsQjOzkRWZlOF8u7jkcXPhslhtJ9bHZosJbbJXqVVBpqSeE3QF5SJHnova1josrc+hd7gTKbrmVubXtqoorh1bxUOn92DfWCvdbz3uJ6giw55fGaIMz+I6ZXnfaA+aKUGjDY1ojCfI2jCKmfdSbLMd7XjnkQdx4/A+3Lt3HQ8dOYRLS4s4xFp7fHyKTF7FnYsbuGt1P+7dOIYLsxvY6BzFQmMvo0wThtIN6EvRxCWq0Fdax7jTgvGyJgyUMMJU1mC8vk4CdoqdOtNQK7FUADvNGiv2R5hve0pT6JaALYfLaIHTYofLWggH94s8fgRdHjhMFpg1zJUKFaxizRYlXrA66g8i7PYhxBbxBlASJ4glpajiZ5VzmybYlaWl3CfobFXlZWjjAJ/g75ubnUZLcyM8VC5roR0WhwMuRk13zA9H3IdgHY1qlR8VQ+UoLLfBVumFmXFV5XHgdoUSW8S1JHmFJtK3EDJx+sdn59ZK9lqQJc4miFWLLOq7aLCyCKLcIIOMmi5jkZfzdSXlWE7ptth0cHmsbIVoqknizMYEHjl9AIem+rDS14C9oy10xEu4wnp8kTn2yv5ZXNqYxmo/syA7bpDRY5UStoc1tNLrR9zqQCld67Vjh8nuwzg1N4W7d6/ibtaoE5MTOMn6dc/KGu6lBN/DDHv38l4Cu4pzZOqhftbh1l7sbu7Hems/Fuo7MVVFUGmyJmvpkmmEhlkzxyW2CmAFU6sxRlM4SdMkGDsl2FpeTGDZeHzNjClioV0hAU0nUnCY+VsJsIeGykcQnRZ2rsEEi441kACrSAgZVe5W02vMCPqLUM/v76aj7+7soZHqRl93D9laj8p0GXNvBWqZqxt4fP09XZicGEMdB52Tg8cump/Jhf1ri7hRSQUs8FFBwwZoYzZYygPSyYKt+fnYye/fkmcVJ2kt0PrFhbo2yCmtgepSKOjUtuYwV5GZWSziWZo8GH16RGqCcCUc0FgNkoOTyQqg0MhhtumRYoatrUxgbbJbOol+bmkMC+3V2BhowYnZfty9d4aumLV1zxQeOLbG7QL2M8O2p+JkKwM+nfE9Rw4ibrEiaipEkc5CKazE05cu4zzr67n5GVzft5e1dhmXFhmXCPS1jd24f88+3LO0G6fH5nCgdwwb7ZTkVjGR0S2d0VlsbMdcPU1eUzuZ2EzwGjBGeZwUGbaeZomgiho7IdwwpUzI8Eh5KVmeRF+6GL3pNOrEom6lFtoC5n4atkKy0imYS4DdVhs83C80mmFhzjUxEpnEPSXVjCVqE2xWZksv2RuKIRpOoLS4HGWl5aitqkVXexcGmH0HWYI6W9rRVN+ERqpXR3sHellyhoeHUU33rTMYpIUKKkYkLeuoq1L8v7J2pPuqEGosxg5rAW5X74TKYcb3cvIIrEUHJYHVMOKoOBoKnGb4ypPIUMqwPTdnE1gCWKBXoMCQD3fcjUBxkIFarHJnYZfL6eQ08AUdlJIYVif78Mj5A2TrBhba6DTbq3B4vJMgj7AN4c7d43jwxDIePrmBC0uTWO1qQXMsjPqYuIjYikq/DylKT9RoQ8riouvV4cTMPK4dPIDTM5O4tncvHj58BPft2U1pPoAHD+7FjT17cZXsPU15Pjwwhj1dZCrZILLuSksHlthhK61isqKNxohRiAyZqBFgClAFYwkq49s4QZVmnijBQwS0nzGov6yErE2jJhyBSaaGjsBGPEGU0DDZCKKHoLrNFnjI2JDTg4DDQyY7CLgdfkY3nytIpsY46MtQUV5DY1SPcubqNh5XLwEd6BlAH3N5fzeN1vA4JsemCOYYRkfHMc5oNz/PbMzy09TcBKud+OjUMIg7vrssSLVXorDMjfRANRQRLWyUZH3IgtvpAbaoCKpgbC6Zm0fnJe47sYPSKtYR54p1OgWsrzRQOQRxR1YW7bcKBRpxx7UsyY6bzEY4xPJQL9nVWoH7T+7G0+cPYV+vWJmQwEFm2/ME9NxiH+7eM47L66OU4Uk8eHwNZ8RV9GRJNSWmKZnEsrgCryiMKq8XSYuDzYmomOlhfbq8ezc/Yw5XN9bx0l2X8cKlc/jw4evcnsEDZPF9u1cYi5h1R8ZwsH8Quzu7sNbWiVUBaps439qOheZmzLODZhvqvwNUgFst1deJmgpKdClBTWOUGXOAtXWwvITgCjlmXQyGockukID1ErioLygZpgjLhd9G08LBGGIdLA4VoYJSnRb1NFmMaDCGoC+GdGk1DWUtKstr0Vjfgoa6JubZejRU16OptlFq9WRwHR/X1TWjva2LEagHI3TZc4xuG7s3uD+CUIwDTJwDFxekxwOYPMRYd2k3SkY4+GYr4ajw4N9yM7FFQeoWEFAZwZVzP49N3FLV6PVQglV0xXLsYo3dwVGwM0eGbAF0fh7y+Zxaq4GBbs1KxlYXB+iA2elXjuL8wgDNSQz7KMGnKcGXVgZx98YQnji3RrYu4b5DM7hn7zRjDw+6pR5xswmnVtfx1Ztvoau0BNUEtpSOM0UXmrQVIsDa1sXOvbA8T6O0iNev3IWvX7iJn776NH76ytN499pVPHxoL87PTuDE2DiODI3SNQ+QuX0SuCtiQoOMXWKbZyyZo2udE+dbG4R5qsIkGStYOl5dJs0RD1CCBwnoEAHuJWu7aXQqaIT0uTSPBNes0sHBARdxuVEcCCLJ44273UgF/Ej5/SiPxlArTBKzeZEvAq8zDJ8nCpcjAIfNw/0gvDRUsUgc1WVVrKs1BLVOArmyvBqJeCkqK2rRQHXp4++YoJ9YZA5eX12TWFzPwRkStw2ym5Chp0NviKF9qQNNCw0ItIpbIXgILNkmZxPACilWB93SCfUcMnEHI812sQiL4O6kGchmjclT0yypFdAw8mh0elgsBo7OAC4eWMQbD57D9YNTmGsuxkpvPc7MDuAsQb73wCRev/8EvnnjYbxw5TDr6xzu2hjHiekBLHe0oNRhlxaNddM4VLNj6thBaQKbJLARkxlh1q4A488i33v3+jKeu3gG33/2Ufz4xSfxy9efx09ffBYfPHAfnjzODLuwjFPjswR3Ans6B7DeLuaVewgsa22zALYN842tkiTP1DO3EljB1hGCOFpZiqGylCTDI+VpDFCGResSUYWqYcznb8/Mh44JwaE3IkpDUxIIoCwURPq7bVU8jtpUCnWU7yoxL8za6rR5pVvje1whxCMpqcZWpCuRpjzXlAtgq1FHl15NP9FA5tZWN6KcgFdXEmzm+v7+fqzQVxw+wEy+Zw86xV0DSqIoY842+MR/LydDcWca0Y44ijpLkOytwRaRXeVONrcVmpD4Dx28BNZFd+xkCLZgq2ArWwYtdB7zms5qp/2mM7PSNPg8SBLU/XMDePvhC3iEtXPfYD3WuqvpWrtxjsBep1S8cO9xvPfYnfj4ybvxzKW9uP/QNC6tDuPoRDfmGZXSjkK0JJLoYlasDQZQQwakHU4p9hQxSkTYglotphrr8cJdF1ibp/DWtcv4yfM38c2LT+PnLz2Lb557itsX8CqN1j2LNG7j89jbPYK1jgEC24ul5k7ppMB8A01UA1krai0dqgB2sqacQJZguKyYMpzGGEEdZRsqS5O5zLGU1AqyzJyvhoqMVefK6JAZdxx0p5EIaqJFaKHS1MZiqCgqQjWlWORWAWyaES6dLEFFGcGrrkULy0B3Wxs6W1tZX3swymgzMjCIKSqNmIIcHRxGd3snuqgy7c2taK5v5N/VoJNmam52Bvv2buDcuTPo6OhAOB6BPxVCdXcDkh1p1lgvpTgEY7GDccdFpxWwwZTwQp/0QJtwb56uKxGXzkdprKwEVIMcMjSPVl5D2QwVhRCl2YlF/FgY7cAbj1zCUxf3Y723mq2W0aSf9XCEAK7gpfvO4tFzzJkH53Dj6BJuHFnAtf0zBGcE+wfbsUbzVMpoVR8Jo5WhvSbgY031SAYqwQEUJqhFZG3cbJYc6oePPYQnTh/BPczNr9x9Hh8+eA1fPP4wfvzsk/jRM0/gg/uv4draOk6NTODQwCTBHaYc90pNALvQ2IKFJrK1rg4TjBW3ABVb0cYI7CgBHWLEuQVsL4GtIvMc4v8vIGv14j7MeUq4WCKSTheakym0lqTQW1uNbrYm/k1rdSXaqqtRT0fdygHUWt9MwNoYYzrQ09GKDvG/Prc1o4cgdrNctNANd9APjA+PYIU1dc/aGvbtXsfa8hKmKL/dnYxGvT0EdwpLTASnTpzE5NQEfBFmV4sawfIiWCnBSp8VCr+FUiyYGhT/iZ4A1g0dwTUl/LAlQwiIkwABD/JYS/Mpu2KrZ8zxBlwI8flBurKnKK1v3DiN41NdWOmpxfGZPlxcm8SFlXGcWWKe7G/HWGMZDk92SvIrGHzfvmk63D7s6Sd7milBDNVpGoIqmqhGDpoSSnOMkSdMQENsAtgEFaIlEsLzdxLMR2/gyTNHcWF+Cjf278FzHMFipcVLF87gsUMHcWFqCod6+rC/axB7KMV72nuwm1K81NRKYFlfCepkVQWGaZCG2IRZkgClFIvtSFmp1ASoonWRdZUePzwqA6wE1iZTwZAr574CQdZacWlKNWW4lZm3q5oZtKkBvWwNBLU4SPkNFCHMgSEuv7To6VxVRuZcDdQyxie6fo1cy8dqaatj/S6kyw77AyihitWT5aNDI5idmmGuHcc0wVyYm+Vzw1iYn8PgSL+0+lNjE8tSlcgyKJFt1mCLVvy/3yEvjFEfase6pYtqs01a5Jp00qR/nljVzvqWx6Y06eEOOJFIBtHVUoV7WCvff/QMziz2Y6a1HIcov6cWRnBoogervU3orUiiriiAuc5mnFocYq2dwn2st1f2jOEEB8Jyhzj/yVrksqGc4NaHA9L0YpSOL0KGClD9RiNrrIkMtqHW78E9Gyt447678OzF07j/4AZOTY7jLN3wnfyRl2ZmcIKdcJAxYh+jzgad8AqB3N3SgvWWJiyJRWr1dZgiqOPMqaOsn4KlEzROY5WbbnhUPE8ZHhaTJt8B20mJLaPsBphN3QotAdZJ1xgVEli3QoOIwczj48AMBlFdFEFFuAg18RQaWDvLE6WMPX6YDXbomGk1BFNFSdcq9NArDRK4AmiroVBqdrMDXodPujRTbG1GO7yMTWWs2S00TWLaUQC8ML+A8Ykx9A50o6O3DUkmEL3bgCxNAbbm0xWr7DZo3A6o3Xa0TgwjxrC+UyUmJNTMTOLOpUbI1BqYXS44WP/ilOf66hQ2pjvx+oNncXlliA6zDBtDbVgdaMJkSzkWexqxMdKDAUaZ0eZa7J8cxL1HV/AAHfHVPaOU0QEcHWvk3wlmMLBbjSjhcbQl+NlBP4oMRoTYImYbfDoTvBo9WexEDRm93N2GJ84ex0NHD1Dq9+DOlQWcGB+j7DLisA6tEUQB5mpjI5bpepcZZVYb67DaVIc5mqQJAjdBQCcJ6KRgauUmuFKTmCrkuEzaHyLjBuhsO0UdZUaN6DnQNHTDJkYbHfM+pdktY4Yn2CEeZ5RZttzrR0WwCFEC4ySYVp0VEUYe4XRFnRUTE2KxW0mqhI2mTExWpMpYh9NsZagsrZRaRWmFJM+NNXXc5/NiGpLJoJblo1ss1Z2ZwjRTQN9AF8HtRG17LYprS1FINb0jZye27KQxEsw00QhZ6Ea1lERx9Z24yitXug2NDmZ2qouj0eS0oZgSPd5djxevncGdG9OMCsU0NeVkZ4x1xo++6ijOb8zh3G7a87F+7B7tw4nFcdw4tRsPnFzGdWbYK+v9ODLMjm4sYf0qQonVJElxMzNaDVkZ1hsQNVsRo1FzUv68agNSDheqObD6CcadG6uUdXFed0ZyyZeXl3GcdWgva5BYQrpIVi7V12K+tkJqC+LkORk5WVGCcQI5ScmdrEqTtcIsifq6WWMFS0Ubr2TskcAtwyCB7YgUoZZ5NWG0IEaw4iaqlsWOqMGKII8txMHvJYsDWr3k4qPMuUlvEVx6OxRZ4jYHOcjMyIFSroGW71XKVVArNdCxf80cEE7+Ti8VIeyjbIdjSEYSdMuV6GJNHuoTy2yGMdzPjF9VTZDTKGLEamGNXlyaY50dQWd3Kyrr6a7bmpDmb61sqSOwOfnS5X3iEg17ICRdj5khZ7QRt3XjFyspM3Yf85fXjXjMj/baFB6+cAh37V1Ed3ER82UUi30tuPPgMu45vIIrR1fx/jM3cGn/Mk6sTOHw7Agu7pnDw+f24EECe43AXt0YJBBNWGgpQ19xBKU2M8rcLtRShqsIbJD1XNStkMkKq0xNcHWIM/pU8/haEwnsHx3BhdUVnKAEn12YxUVGgROsQfv449foFldamrHMGrfQULO54pBMnabcTlaVSW2cg2NcqqcEUUxKEGQhw0Oskbfq6y1gh8iSNrrPSo+bA9COctbJMpsLxdwvtTlRIrK2yYaY0UqlMfHYDfCzz9wGG9xGBzxWDwrJcLPRJl3xriOwhWLAMs45+BsFmBHWYAFooigutU1w44iGwtyPkMnMxOkqtDKm9XeJqccONDY0oLm5GXNzMxgdG0KC2bupiwA318Hqd2KLuG9/LjtP3NZdLv4DQmbVLLFiXVyHwwNU0vnZGcS9rMV16RjzKsE7tI7OZBQjZMbayABunD1MMB/CV288jSfuOorvv/4kXnnoMk7vnsLp1UlcP74bT9A1P3Z2HffuHaMU9+PkJCNHEzNiIsRoY0WC0arC50Klz022WpCi23TRiVt4fC5KcayQUhyKoDGaxCSz6OmlFRxkjTnCGntydg4n5+axj4ZihcAuUY6XxCwT5VdM5t9qYgmMqKVSPWUbJ8gT3800idoqgBWAirZZZ9PoZyZtizMzOp0E0o5qtw+VrHnlIuowx4pWJfIsQY6bC+kPGM1YQhx6C3RyHUyUbrvJgaAnhCJ/BCFfEQKegARowOPjc+H/BVMAHPYF+Z6AtB8NRpGKFKM0UcbHMekzYqE4M289BvoGMcDyMzY2hoWlBbR1taOJOb+mtV66U8+WPNaJPMqdTGve/L9Quc0lyAZKjZEjy8zYESRT0hy1pzaWcPOu81ju7cLG8ABOM1acZ2C+9+h+PHD6EN568ho+eu5+vPbwZTx//SyevPuYdKnkU3eKdhCPnKKErg3h/Fw7Dg6KE9xRCdgySnyyUMwTs7MCbinmRG00E3IlLHI1PJSrpNNLYCn3iTR6Wav2jU1jH+V3z/Agzdo4jpCx+0fHsMpYsNgscmoDZuprvlucJgAVqw83t9IaJzHTVCUaGSpk+LvaKgAVjN3clmGAWbSVZqic7KrkABfTndVeH2oozfV0rjUePuZ+ldvP130sKR7EWI/N7FNVHk0SzZEiT5ztUcNIkN2FrNUErSRejOryKsprjTTzJGagRG0V7CymCw95QwQyKE1JJiMpPl/OAZDifjGC3jBcDi9KSsrQ3d2L5ZVVTM9NI8HYFilLorqzCVsK+GX5apokNjlDt5x1Q0WA3bTnFhqmKDNcMODFJGPLoxeOUf4mcGJhAceYtY7MzrJzycDDh3D3wT04MjeK1x68Ey9dO09GjeKBU3vxGGX76buO4P4Ti7hCV3zX6iBOT7VhX28NOzeO1ogL5QQ2ajLReLDjWPxLXIw7drt02wKTUgW3VscO86KWjG1JFKODZmKuowf7xyexzlG7xjq0MTCA3b39WO/qwVJbOxZbWiVwp2pq2Kql7Szr7lSNWHK6CeAmO8nM73LsLcAHxVmdZJzmiaUiVYp6MqiKoDYwutTShzSEQmhgnWuiVDayNYTDNH10wmRhpT+EYrJS3I4vP5vKJy60zlJwX0EHTMKoNh2wcL3JSBINPK7mekaj6rpN45SupOxW0FCVEvwUUtEEkkVJsja9Oe9M1oq/DbjI+kAEkXAcDXVUqJUVjExOoLSuClGq0RbxP2rICa5cR1DFXcApxxayw+5grYvHUMiYURr1456TB3BhzxL2U/5OrqxjdWQEy0NDWGFh3zM5iZOseUv9XTg0M4IHKc1HRW3dWMC9R9Zx595ZXFgbw/1HFnB+oZsuthn7e8nYqjgamaGrfE6E9DoCWogKvwN10SAizK1WmgwLgfWzdpXQPJURXAFsVzlZ2NhMF96P1b4e5mfW1e4urHb3YLmtAwvNbZtzwgR2tr4e07VimWktJqo2QRVNsFIYJXF6TmKrMFfVFd8BLyYoRNQpQ0+iRJJaAaQAsZlxprkoiibWvpZoHM2ikWGNkRjqRdTh+8R9q2TZzJO7VMjcqUROBlsmSx4BLhD3tBAMFmeKyGoRb2JUorrKWqaNGhTHEnwclSQ64i+S2J2MFSMVKyHo1UhGydpoMaU7gaBvk7lBSnxHB50yI98QieZl3t8SjZYiT2QrgqpikVfQ+VkJqpujz2ij6/PYsXdmGPcS2NUhhn5mxf1zi5jq6cZsXx+WhkewRJAXyJzlwQHM93bg3MYyztGtnlyew9m1OewZasW1gwt44OgijhHUoyMNWO8QMhgjC8TEhBtFJgMSDhMa4wG0iXvg6/VSzLEVyOGhiYtbC1HMOltfFENXWYV0Yn66rQWL3WRnZwuWuzqxQKbOEfCp2noyT1wDW0mwqqWtkNXBkmK2pFRLJVC/M0qijVeWE3gOmO+AHy0vR39xGm2sffWse600M01UjOZwFK1kUTNbKyNLCxVNtOZECnWRKGoJckD8f34786V7SUm3H5LuJyW2+dINwXIyCwiyDHnZMihyqUoaCwG2MxYVoYLyWizAozMWAEuSTIC9rMvi5EGh1QkTVdVj9yJOJns5iBz8vnK66D4q1vDIGLp6+7Clp3sYZrMTegsb9V/HWuJ0e6Gn0zPZragri+OeY/tweHEa6+Oj2Dc1jQ1K4GRHN2a6ejHHD5vr6cdERxfm+vv4nkEyeAjn9q7yfQS7vxV7R1rx6Kk1XFwZJLBNONBfRXOTwkhFBHW+QsQtRngYsVJuKybbayhnDkmaReSJs9b66TTFfHGFx486dq6Q4v6qWgwSvNk2slMATNO00NqO2YYmCdQRgi+Mj4grYttLN92XTPCxmG0SwN4yShxgBF6webJanJetkp4Tf9/Bzq1nZ3bEUtKiuVY+FqB2sA62Mnd2MGu2UzZbeTxNlMo6cSPP4kqWDxO23p6D7eK+UtvYtudutm25BHjzbm9Zu/KQk1UAeY4SGmGyWAa1coMk0+5CNyOQS5JcMbnhJHACPHEvKQObANZEL2RhySxOUaKLEvB4A6iurUONOGkwNIItfT1jiETSUGutZKgbZrsbdgJrE6xltpwb7MCFfcvYO0VjMjouLeVcEKvvaLmn23sw3twpXXkmLi2cY45cHR3GuT3rlOg+dFcWY7q1lo51EPcfncW5pV4cHhZsTWO+kZ2e5gh12xASp/4K8tCUivCzGNipEgmrhVnRhjpKXhXNW7lY4M2630JmdIuMJ66gK6vk57djprUNs6yp89zO0zhN1dXR6VaQdUJyhQmitJaW/D9cr8RSbicrKxiHWIcFqJVVfK6Crwm2sraSJW0Es7e4jCavFJ3xUrTHStGRKkcn40cnDU8njVwra2MjzU1HeQNqk1XIJph33JaN7QRyxw6CuVNssyVwpfsyivsz7pIhQ2KvDLJcFZQFTCXiPslksJiNMusEeFY4zC7Yxf94Qsk2sFzqCahoYiDoWUKNVFoHCekmc8WtDZPpcgSjMWzpbR9Dd8cILGY3DJQDA8O1nW+yclsaK8LZvUuU1nkcYxheGhyjBPdhnLI3zEw11sptcwf6CewMM+Q6a+25vQewwtjRV1OFAYblvcM9uLw+jQeO03BNtWJPTxUWGhOU4Sj6SiPMr3YECGyhokC6ALqa5qm+KECj5EdYp5PArfAJw8LMnKR7rakjWxhB2AZYk8bI0CkBLoGdaWrGbGMj3baY3P+XOirJ7ubkwy0ZFuZJApbbKTJ0gm2SwI5+B2o762gLZbdXOE8amS7W2k6ysjtVhS62DoLZU1FHgGsoyXxcVouBpnZEXCFs/bddlGACSlB3bM8hS3MJcra0FXK8k8CLrbi76q7vGCzL01Calf/b5Hl00wLsfC00SiPUCj2UBFxs1XI9tDRhRoIv1lKZ9DZKtEu6ZNNHOY8ze2/prO3D1PA8IkUl0JoK4WLRjsdL4LDasDJJx3tsPw7PjePg7AzWxiYxRXs9QtnrYYd2spa119RjfmQCx/fxfeu7MdHVJznDxlgck23N2D3UidPzA9LJ9Y3+GuwbqMN6ZzmGysLsJEYdAlsoy0M5gWwtiRFEminW3LYUHXOCoZvmpIcmpp/S2MOa1klA21PF3JZgsJLAUnqmxNV3BHeO4Ip1TGOUVTEV2J9KcEtlIJhCgkUbKE5KWwG6YO4EB8AojdJwKfMsTdkgO6WLx95KIySuFuii7IoB1UPWdhdTJUpq0JuuQ3dpNbrEDU6KCXRFI/oa2tBR2ww9ne+O2zMJHtnJlrE1R2rSvgB4axZfyyGguVLbvG1urmSsxK39crgV++I+kOKxAFYu/s9dRqd8ynYe3bV4TkXZFsAXCIYrDNAQaIu4QxwjaozyvKWLwE4MzKG+phVGAhukWYixDXa04dqZE7i4fwP7ycS14VHMsiiLK7r7m8lWAjzP3Hh0Yx8Ore/FSE8v6lhvqjmqSzk4UowHC73dGKe0Hp/pxuXdNFhtaSy0EJBSH7oTXoLDaGC3oMhsRIIRpy4akOqrAFbMQCUsViRpmlIM/o00EE10gYI5ffyeAcrwkABWLEyrbSSobZJ5mqqrxzBZKOZ5+2mW+opTZODmtpc1ti8R+3+AO0Igh0sEs2muWCv7RG4lqF0cQD0lzMyso/38PrGorrukAp0lVRxotegt56Dmtqu6GX2N4sZeXahKVSBrezbBymE9zcJ2AizAzCR4mZJxEiBSou/IJKOzuE/Q+Zpo4mac0i102TIyuBWNMp3FJm6nW5CrIbCMT1lKCcwccRvB/2W4iqw2QU1wNVoTXCxZW9qqu9HTMojR/kl4nQEWai86GBWWR0dwYnkeZzfWcXn/QRyZX2T9HJMuk9g7u4j1qVnsmVtAV0MzyliHqjiqy2nDS0JJRBnUeyiJY+Iy//o0Tsx1sb4OUCqLMV4TRUe0kPXKg07W1FJnIULirJFWhbbSOBlsQ0MkyAhBR0gpjhjNqHD4UV3oR3tQGB8ao8oGTNQ38vOYVVvaMVnfhHEyVZinmQZ+LxkrpHiAdVU0CVwBMhks8uktBgtZHuEAEDV1vLJacsHtjC0ddLa9BHyAtVwMHqEM/eVV0sRIDyW3t6Ke/qGJJagdg6296GntQT2fE6fgdt6RwdqZg63c3kEAhQTvINDbBYg0TDu38Tm+tmNrpgTyvzJXSLKQ610cABm7uH9LygXbpTuxypDNXJyTqeS+nDFKIT0nE7e0J3ulm3nmq8haJ7aMdU+jpaodHc3dKOPI7GUNHWLIb6OpODQ3hzUCuX96DocI5oGZeeyemGZdbaf7Izsp2QmODr/FgUoyqYJZq4Lmoq26HmUc9ZWhIOY763Fqvhun5zox25zATCNNSNSJnqSH8hZFyl4ILwEMMe60JCMothnQnihiLqTN12pRZDAjxmxd5SDLk5RNcUlkXbME6BKd+XJnj7SdIFMXWPNn2NmTdU0YEWuHCdog2SjaQLGQZgEoFYNNzAGP0SiNSyfbKyW2dgn3y0E6SBCHCeYoS81IdR2Gq+oIcC36WVMHaxoxyO8fburAOAEdIlM7+J1m1jkBWiZB3CnYujWD4O4isJnYRhC387ldBHzH9iw+zuDrZC33dwpTxdcyaLAyBfB8nJkhgBU1mp/FJv5OtP99XqgCARf3ehT3TxYtl9EpU9rKpdvrbpnonyC7uqX5zK72Pgz3jaDI5cWRZTHhMIjpDjrfli6apXa0c8R28kfW0SGWh1MoDSXI0DiKaMvT0SRKmKuq6A5L+VyIsak84MdKfwsuMOYcp3GaaUqw05NoDljpNL0M+T5ELGY4VCr49BqakChKCo0Sk8Va44Bag7A4kU0pFlN24rKMme/uw7RIMFe6+7DWO4DdA8NSjZ1t4mtNnfwOKgWNlZg5GiJgA5TUzUaARZYli4dFbRVRRyzOplnqZIwRkxH9dNtC5sfoHcZZv4XUC2BHCegIP3ekoQVjLZ1MAT0Ya+tFP4GNeCPfMVCASqAkqRWAEkACKwAUWwHaJtAEnU3afgf+LfBugX/rvWL/FqC3/lZ6v8R2Ua/ZhKzz/VmZ+RJjFXIttohrOqcHJ5AgUBWJapRH6A6ZbfdPzWOSDBCgjrKzuqsb0c0f1svOq6GRqCupRC1ZW8XOdpP6RQzSqTADs8UDP+25y0BAWDeX+5pwZqEXR8ZbyCwhjyG0hOwYro4x1hQiQKZa5DL46IwFY0vI2L4y1sPyEsRMZgJrJNhOVDPD9qcrCWAnljnYBKh7BkewQVD3DlJVmN2GOfBm6sSsUwemCMhIBV0um2DkEM3XSIXYipPqfI5snWDMmRDXudKgdcUSBLiMgFdjlCydIKgTlHjRBMATBHSSgE6wTbX3YpTADpKxFYly5GeI/0NgU1KFMdp+RxaBFfFmE1CxFYD8K5D/un+rCTAlBvP9t/72FoNF+1ewBZBiu/X2nRL7bw2KXPF/9RaosWX35BKBncJA5yASnjhaShqxLv4HjI4BTFKeZzoGMcLtUHMXTVMn2ihz5QznyUAcMX+UTLdDL86ZsjZHfBHY9XbYmb8KNQZUhLyYbqvEaQJ7cKSZxkmcUUkyjiQxXBtHqbsQHtZXk0KGoMVE+Q2iwmnFYBVrHRlbYndIjBXTiZXMsYJJc6yrq23ddNZ90oVZ+/qGpHZ4eEy6en2wpJrbTubkFtbdegmkcQFyVS2ZLK6mo4tmHZ6sb5Di0QAluYN1VUjxOOV2nGVEXD87zb8Xbltspxnt5tu6MMPvnW7vptsXwPaitaYZCrrVXXeQPSKzEtQddMCibedz/xe0/wvqLcb9a/vX524xU7xXACXAFFK+CfgmmLfe/6/74nXxfvH3+WTtlv0zuzE1NM26Ooyumg6k3UmcWztKUHsw2sA60tSDLhqFtrI6lJGRUTrTeCAGr80LB+XbytpiYpay6mxwMUybuV/I0Ow0GFHqc2CmvQrnlvux0VeDpVZmy/II+kpCGKpJ0jnzbwisWSlHOuBlNo2gjjm2rzwlLZGp8vnoim3S2uJSgtsWS5Jl9VhkXlwjYzY6+bkdfdjd0cvWIwE+ThMzXdMkLTEd53vHJGCZbdkm65sJ6iZookZPEHixUG1YTHQQ/DnmcalxgIjXZ0VjCpjjd82RpbP8nsk2oWLM7zRNYpZImKJd28T9jgWYQoqFQcqT9kVd3ayvm+DdQXYJwP7f4Pzr9pYUi9fFdnMwCGZvvl88Fp8jHov9zdc3X9usy6y/3G6ZHyM7xxfQVNGKbkafmmAllromcM/+0+gpb0BnWQNZXIem4hpURtIIWr2IeaNwWdwwqkzQMGOp8zVSfpP+Jw61CRaNHhalAjURP+Y7qnDPxhjWeyvJ2la00zh10BH3VXKQ2M0cCEpYVAo00aXWFXkJZiG6iuOsv0FpfXEpQU3Z7Chlza4PhDFAgzdFkAS4Yq3wCjt5kXV3iY+l1tyBySoCSvZNkH2CgRO1TRKoY+JqdwI+29wm1eDJmjrM8Lm5OgJdL87hioXlXZurGVnHRS2fI5AzBHWmox8zHEiTAlxufWa3VE930ZlKdym/nYzdSrYJQG81MnibMFJ8378CK9rtt+2QmgBkk5WbrL4FrHhevF+0TWA3wd16x63HYl98xnbpuVvA32LtlpnRWQx1j6C1tgtBWwRlgQpMNg3jiXPX6U7FrEo9WksbkGbUSPnilFjx35GECYgFRgIpgFXmiQuVDBJzDWojjAoNiv1+tJXEsNBRjQvLQwS1hTmzCnV+C9qTPnSWJ+A16mCgDNvUKn5vgDWX7tpn5+tRNBQF0BSNIO10o5iglrLOVjo9HBgJsp61lICINcICYAHsAvcFsAKYaWF0Kmoo++IanYbvmCoklfWXYIn6OSkmVhjrxN+Ley2K7TIHyQolVwArGLtABZin9M4xJcx09mKK5Wqii+ayMIRsZlSRT3cxhuzaXkDDJEClVBLcrbcRmO+AFaAK5t4C6f8N7C1Abz3/f+X3/0q3APKO23dI7Ra4tx6L/U2w/68kCxO1ZXJgCr0dYpHyMKpLmulmY2iM1aEn1cBOrCaLKlFRVIZwYRAhewh6uZEAWqFTGjZX2jEUi62YyBbzm+KxQ1zlLU5Ou+2sTdU4Mz9Is8MBEvOi1mvGVFMlWotj8OgJrEwBs1yFOKW21EPw/C60k7FiJUVTLE4GBxE3W6UVCmm2Opq0zghrdGklJirrMFXNWkkgZwXQZN0sDZ647Y8Af5TgjgrmCimmN5glYGJ/hiCLG2OKSz9WCdxKq2hdm4PkuzZPYOf53ALd93wXZbh7ANPdo4g4osgiO3N3iFvMU/q+q6kia95iqgB22+0Eh0BvpUMWcnzb97ZLQP4rsLfAEI83mZnxv7Xylhxvvn8TSAGw2L/te9skpt5i6yawu/i3jE3S+ioytrulHwM946iuakN/1ySi3lJ2cIphnsAWVZBFCf6YIriNdLomD1RiDjNXrIHVSWtjBahiK84xiolp8bzPYkes0M5MasZcaw2OT/exVlWjLRpAW8hDE1OBjlQCbrUWhnwFCtVi4TXNF6NPTciHjpIkYmaTBGxDhCbNZEWx1YESkZftHjSyzrcFo+iniRshwGN0w5MEWQAt3ctJAMo2RBc9UFqBYT4nsq+Q5FmCv0IwBbBrHV1Yp7QKpkpgCgVgrFum8xbACimeb+9ibR0gsCOIu4qQszUPOTuYGcnSLNZSYZw2pwjzJLZuu511UWIsmUt3LKR46+0Z+N6/b+PjTRcsQLwF8q3HAnixvSXD4jUBrHifeO0WeLcAFe1fGXsLeAHurp3Z2NJGCW6q6UG8qArN1d0ojlQgbA6gO1yJpiAjhzMEr9lHp+uixJKpMhNkWWqCaYAsW438TPF/wIlZkM3/B8coNyAsTjMxg4pJhsWOOhwe72KtqkZj0IXyQh1NSQ2a4lHYlBqocwtg05rgN9ukWxU08G/aKeFBvVZap9scj6HEKa68o4GyulDl8qPWE0AjmdvOvNzPTC1uejlCEIdKyyHuJDOcFrfUY+O+mDkSbZTgTpOtS6yv4m6n4iIt0daYfxfI4FnGmllK9hwBXqAczws5Zpvheyba+hG2+JB1WwZ/KwElW6UZI7J0c6qQUizqKAEU04ViK6YMt90mTgaIx2TkvxOI2wgCO1+AvAnWJntvsVkAe6vdek28V4C4basYDNv/l61iewvUW00AK5oEbHN1B2rK2uBxMOrU9aCtvgeOAgsa7TE601IEC/2wqm0o1DmhztNDW2AksKpNMHfKpK0ANz9L/Fcm+Yh7o7AotNJyltZElCBW4dgka1RzJdKFetT7bVjra0dlKMDaqoUsI4fAGuFkrCkym6XIIyYqfFoN0h4P2StMVZgMtiJlcaKCwNYIYMnalkAEXZTlgUQaA8Vi4VkJ+uhyxXawRKxXKpOkV9wKSIA/y3o7y/1FumJxVYDYLjL+zLHmznIrLtiaEasvCOY85XmGOXWwsQMufSGyyb7sHeK023fTfWSpaBl8LLYCzG0ERDRpyvC7Jvbv+B7rKYEVmVOw8P8N7CZ4m0bqFkPFVrR/+z93SKDdAvN7/75VarcYK5rY//8DtokSXFfZhkJzECXxagy2DKHEGEKZ3secGUHEXUSmmgmqjkaJwLLGFmQr+SPzpZYr7q1Pac7iCBb/Y1SSkUhJjRdSXOl1MitWSIwVa49LbTpUe8xY7m1lxvVDmZUDZXYeB42JiqBHQK9HK41Td0UpHHTV4kRCZ7oUzYkYEnTHQb0FpU6/BG6TvwitoRg6wnEJ3O5o6ruWRE+sWLoRZl9SXBJZITlkwWxxG9uxckYbRiABsNhOVdEdV9dihhlXxJwFgipc8wTluI+g2nSFyCD7xH/Tkk1F2kkgRcSRQKX8CuaKCYlNYNmx/9LEtKKYPLiNoP77/9kqASuA/Pd/2yqBdwtI8fgWS8X2FqjiebEVz98C9t//7Q5p+6/A3mLv/6+rM+tqY7misH9C1oqNDRhjbAsJJNDAIKF5RLPQiIRAEmBmY/AYnNjXSW5WsvKQh+QX7+xdUnFZ9+GsanU3Qq2vzjn7VJe6rLBS++i0d4qzwTXr0ir69SE+j25wFGmgG9xGJbaN+HoMWdas+lmClh3zr6xjWRfJ3ru4QKEwvWAGvlsauWrvY5GJP7YWRDudxW4ixjx1gP/dXeJjr0YgWzhnqfPXqyPsJKP01kWsM8fKYyO+AGrRKMNwg+VVCyl/gP8/jreNBk4YnpvJBNI8rx7Pop8p4ogee8I8e16q4ZJwJagM4KrgtnFb7+B9k0ZP1sCGOsD7Sh2fuO9Lq4uv9Ohvvb65uf6DZc+vZ+f4J9Xv3wj0F5Y3VxRkIeZ+XaPGZDVArxvjL1XS6F4rwWp0Sa0ZjFC9Ki+1oZdhV0LIeCQhyistPAtM3ivA1kPVap/Oezr13JxnoQqohWs99OFrC1itAXvVeYuz7ilGzSMcs6z51L/CRbKDg3gFBQLVmnNBH5VuJI1EOI1IMIEABZIGniWa+p0DfL/7iU511wB2vlkm2BA6etJ2KoJ/357iv3+6wFVjm2AVatPm+cTl6Jbx2LCfedblQZRtJ5PBdbeNy902yrEo0mvrZh7RGfNxN5dFyONDam0LnYQel1cYw82XcVqs4ILglHPfEazsmnDPWBqdaCpLexej7RJOaNcUYx8bHdyxHv7O3KvHFvx6esacem7C8I+LG5zsHmKNtfkSy4ZVdmLlVN0Yf00zU11MvToeNrwHK6i0VwQruLKHwkgmSGoVXgVSx2wY1jG9trAFdo7wtM8AnIRgC/L3UK3ptQF7QdF0tnOAy8E5hp2h2b7lvkG6QRWcY5jdgIdFuNvhxdpKEKlwDr3mAYb7x+amwbuLW6yzdp2fobBwMuc6PfCyh+8XpG7LBPuW4Y0quJkzHnvTqeLnxSHyWsLFQ6AUWZ5XDhOKa/RK/ZRyVCpSgEWpln1U5Tlz035AwFssi9ZdXmQ39COuMoaZEg4FOF/CsQAz58qDz+jJl5WGeUjXQbGKET21Gc9gj8pb573baVFkaYBCj+E7Mbf6tP11cMbSrms0hIsiSSlnWbfLqCVezUswjc3MjqBYEtR7sAzFgirAFq6gjMGMw6qAqRU048mEar1SncB66xSPzwo2BdPMzBimza02FD+EbLcFVjnWgH1HiBelPvYplPYafeayIj7WRhimmkhRCQecm1h65TXqb4G12RteoNaJ0538NwzHj//wzPRczZt1OV1wL61gkyVRK5XC+17V1K8W7IA17Jd+Hb9cj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src="//:0"></p><p><strong>Qui est Jena Webb ?</strong></p><p>&nbsp;</p><p>Jena est biologiste de formation et a obtenu un doctorat en géographie de l'Université de McGill ( Montréal, Canada).</p><p>Elle a travaillé avec les communautés indigènes de l'Amazonie équatorienne dans les années 2000 afin de mieux comprendre la contamination de l'eau et de l'une des plus importantes sources de nourriture de la région - le poisson - et d'y réagir.</p><p>Elle s'est spécialisée dans les approches écosystémiques de la santé et a rejoint en 2008 la communauté de pratique COPEH Canada au sein de laquelle elle occupe la fonction de directrice des programmes. Elle est également conseillère scientifique pour l'organisation Amazon Frontlines et rédige des articles scientifiques pour leur site internet.</p><p>&nbsp;</p><p><strong>Quelques liens pour poursuivre la connexion : </strong></p><p>&nbsp;</p><p><a href="http://www.copeh-canada.org/fr.html" rel="noopener noreferrer" target="_blank">COPEH Canada</a></p><p><a href="http://www.copeh-canada.org/fr/champs-d-action/formation-et-developpement-de-competences/cours.html" rel="noopener noreferrer" target="_blank">COPEH Canada : les formations</a></p><p>&nbsp;</p><p>Articles <em>Amazon Frontlines</em> :</p><p><a href="https://www.amazonfrontlines.org/chronicles/omnipresent-but-invisible-parallels-between-the-invisibility-of-women-and-ecosystems/" rel="noopener noreferrer" target="_blank">Women and Nature :Omnipresent But Ivisible </a></p><p><a href="https://www.amazonfrontlines.org/chronicles/covid-19-warning-nature/" rel="noopener noreferrer" target="_blank">Covid-19, A Stern Warning From Nature</a></p><p>&nbsp;</p><p>Mères au Front :</p><p><a href="https://www.facebook.com/MeresAuFront/" rel="noopener noreferrer" target="_blank">Page Facebook</a></p><p><a href="https://meresaufront.org/" rel="noopener noreferrer" target="_blank">Site internet</a></p><p>&nbsp;</p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></itunes:summary>
		</item>
		<item>
			<title>Reconnexion Nature x Biomusic</title>
			<itunes:title>Reconnexion Nature x Biomusic</itunes:title>
			<pubDate>Fri, 09 Oct 2020 03:59:22 GMT</pubDate>
			<itunes:duration>36:14</itunes:duration>
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			<acast:episodeUrl>reconnexion-nature-x-biomusic</acast:episodeUrl>
			<acast:settings><![CDATA[FYjHyZbXWHZ7gmX8Pp1rmbKbhgrQiwYShz70Q9/ffXZMTtedvdcRQbP4eiLMjXzCKLPjEYLpGj+NMVKa+5C8pL4u/EOj1Vw4h5MMJYp0lCcFAe0fnxBJy/1ju4Qxy1fh8gO4DvlGA40yms2g0/hOkcrfHIopjTygHFqGwwOPKFIai4SuTvs86Lx3UYCyl6ZsRz3izQSgEhrXZSHQy+JYGnR+sYq+BJ0uoY/77NprkEVYCei/3WHbcJo9VlNISk9EOPamHa7acMmBTLO384qimpJnf+A5ieA5wVitg1zVZWRIMjavnEhngVBAhMd/Je/S]]></acast:settings>
			<itunes:subtitle><![CDATA[Au cœur d'une étude hors du commun...]]></itunes:subtitle>
			<itunes:episodeType>full</itunes:episodeType>
			<itunes:season>1</itunes:season>
			<itunes:episode>3</itunes:episode>
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			<description><![CDATA[Vous avez été nombreux a nous poser des questions sur la recherche inédite que l'Université dans la Nature et la docteure Stefanie Blain- Moraes de l'Université McGill ont mené en septembre dernier. Pour cet épisode nous vous emmenons en reportage sur le site ou s'est réalisée la recherche Reconnexion Nature x Biomusic, en compagnie d'Hubert Mansion, le fondateur de l'Université dans la Nature qui nous expliquera pourquoi cette étude et l'activité qu'il a conçue sont révolutionnaires au niveau scientifique comme au niveau de notre expérience du contact avec la nature.<hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></description>
			<itunes:summary><![CDATA[Vous avez été nombreux a nous poser des questions sur la recherche inédite que l'Université dans la Nature et la docteure Stefanie Blain- Moraes de l'Université McGill ont mené en septembre dernier. Pour cet épisode nous vous emmenons en reportage sur le site ou s'est réalisée la recherche Reconnexion Nature x Biomusic, en compagnie d'Hubert Mansion, le fondateur de l'Université dans la Nature qui nous expliquera pourquoi cette étude et l'activité qu'il a conçue sont révolutionnaires au niveau scientifique comme au niveau de notre expérience du contact avec la nature.<hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></itunes:summary>
		</item>
		<item>
			<title><![CDATA[Nous sommes la nature : d'une identité humaine à une identité environnementale]]></title>
			<itunes:title><![CDATA[Nous sommes la nature : d'une identité humaine à une identité environnementale]]></itunes:title>
			<pubDate>Thu, 01 Oct 2020 20:51:23 GMT</pubDate>
			<itunes:duration>1:05:02</itunes:duration>
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			<acast:showId>5f634a97a9212b5d1c2b165a</acast:showId>
			<acast:episodeUrl>nous-sommes-la-nature-dune-identite-humaine-a-une-identite-e</acast:episodeUrl>
			<acast:settings><![CDATA[FYjHyZbXWHZ7gmX8Pp1rmbKbhgrQiwYShz70Q9/ffXZMTtedvdcRQbP4eiLMjXzCKLPjEYLpGj+NMVKa+5C8pL4u/EOj1Vw4h5MMJYp0lCcFAe0fnxBJy/1ju4Qxy1fh8gO4DvlGA40yms2g0/hOkcrfHIopjTygHFqGwwOPKFIai4SuTvs86Lx3UYCyl6ZsRz3izQSgEhrXZSHQy+JYGnR+sYq+BJ0uoY/77NprkEXTL2lfan+/pOSamRXtc12/CV/q20fPRs2wcREWGuq0LJ9ACfTFSLNxBFcUW9w3vhVSPNTHbS4VaFcSv87xliK8]]></acast:settings>
			<itunes:subtitle>Avec Mélusine Martin, sociologue environnementale et journaliste scientifique</itunes:subtitle>
			<itunes:episodeType>full</itunes:episodeType>
			<itunes:season>1</itunes:season>
			<itunes:episode>2</itunes:episode>
			<itunes:image href="https://assets.pippa.io/shows/5f634a97a9212b5d1c2b165a/1601589737253-09340f766eec582d73d20d798fdc54d4.jpeg"/>
			<description><![CDATA[<p>Parce qu'elle a elle-même vécu ce tiraillement entre la nature et le mode de vie urbain très digitalisé, la sociologue environnementale <strong>Mélusine Martin</strong> s'est intéressée de près au dualisme homme (modernité )/nature. </p><p>Et parce que nous vivons une réelle prise de conscience de la menace que fait peser notre mode de vie sur ce milieu naturel si nécessaire à notre existence, cette question semble avoir pris une toute autre dimension ces derniers mois. </p><p>Cette conversation avec Mélusine Martin se révèle riche en pistes de réflexions -et d'action- puisqu'elle nous conduira à contempler l'origine de ce dualisme et ses limites, ainsi que les transformations qu'elle observe en Occident quant à notre représentation de la nature à l'ère numérique.</p><p><strong>Est-il possible de sortir de l'engrenage "besoin de nature/besoin de techno" et trouver un mode de vie plus intégrateur ?</strong></p><p><strong>Quel rôle la technologie joue-t-elle dans notre connexion à la nature ? Est-elle négative, ou serait-elle positive ?</strong> </p><br><p><img 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"></p><br><p><strong>Qui est Mélusine Martin ?</strong></p><p>Mélusine Martin est doctorante à l'université Paris-Sorbonne (Paris IV), en co-tutelle avec la James Cook University (Queensland, Australie). Chercheuse associée au Cairns Institute Research in Tropical Societies, elle travaille dans le domaine des humanités environnementales, de la philosophie environnementale et de l'éco-féminisme. Inspirée par les relations entre l'emploi des technologies digitales et la relation de l'homme à la nature, Mélusine Martin souhaite, par sa thèse de doctorat, apporter une nouvelle définition de l'idée de nature fondée sur une critique de la culture occidentale et du dualisme homme/nature. Elle travaille actuellement comme assistante de recherche pour le Reef Restoration and Adaptation Program, une étude sur la Grande Barrière de Corail menée par CSIRO, AIMS et JCU.</p><br><p><br></p><p><strong>Quelques liens pour poursuivre la connexion&nbsp;</strong>:</p><br><p>Article dans <em>Académia</em> : <a href="https://www.academia.edu/39109262/Le_besoin_de_nature_%C3%A0_l_%C3%A8re_digitale_entre_science_et_philosophie" rel="noopener noreferrer" target="_blank">Le besoin de nature à l'ère digitale.</a></p><p>Article dans <em>The Conversation</em> : <a href="https://theconversation.com/la-nature-un-remede-au-mal-urbain-111570" rel="noopener noreferrer" target="_blank">La nature, un remède au mal urbain</a>, <a href="https://theconversation.com/internet-les-bienfaits-de-la-deconnexion-96591" rel="noopener noreferrer" target="_blank">les bienfaits de la déconnexion</a></p><p><a href="https://lettres.sorbonne-universite.fr/Portraits/melusine-martin" rel="noopener noreferrer" target="_blank">Les représentations de la nature à l'ère digitale, en Australie et aux États-Unis, au XXIè siècle</a></p><p><br></p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></description>
			<itunes:summary><![CDATA[<p>Parce qu'elle a elle-même vécu ce tiraillement entre la nature et le mode de vie urbain très digitalisé, la sociologue environnementale <strong>Mélusine Martin</strong> s'est intéressée de près au dualisme homme (modernité )/nature. </p><p>Et parce que nous vivons une réelle prise de conscience de la menace que fait peser notre mode de vie sur ce milieu naturel si nécessaire à notre existence, cette question semble avoir pris une toute autre dimension ces derniers mois. </p><p>Cette conversation avec Mélusine Martin se révèle riche en pistes de réflexions -et d'action- puisqu'elle nous conduira à contempler l'origine de ce dualisme et ses limites, ainsi que les transformations qu'elle observe en Occident quant à notre représentation de la nature à l'ère numérique.</p><p><strong>Est-il possible de sortir de l'engrenage "besoin de nature/besoin de techno" et trouver un mode de vie plus intégrateur ?</strong></p><p><strong>Quel rôle la technologie joue-t-elle dans notre connexion à la nature ? Est-elle négative, ou serait-elle positive ?</strong> </p><br><p><img 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"></p><br><p><strong>Qui est Mélusine Martin ?</strong></p><p>Mélusine Martin est doctorante à l'université Paris-Sorbonne (Paris IV), en co-tutelle avec la James Cook University (Queensland, Australie). Chercheuse associée au Cairns Institute Research in Tropical Societies, elle travaille dans le domaine des humanités environnementales, de la philosophie environnementale et de l'éco-féminisme. Inspirée par les relations entre l'emploi des technologies digitales et la relation de l'homme à la nature, Mélusine Martin souhaite, par sa thèse de doctorat, apporter une nouvelle définition de l'idée de nature fondée sur une critique de la culture occidentale et du dualisme homme/nature. Elle travaille actuellement comme assistante de recherche pour le Reef Restoration and Adaptation Program, une étude sur la Grande Barrière de Corail menée par CSIRO, AIMS et JCU.</p><br><p><br></p><p><strong>Quelques liens pour poursuivre la connexion&nbsp;</strong>:</p><br><p>Article dans <em>Académia</em> : <a href="https://www.academia.edu/39109262/Le_besoin_de_nature_%C3%A0_l_%C3%A8re_digitale_entre_science_et_philosophie" rel="noopener noreferrer" target="_blank">Le besoin de nature à l'ère digitale.</a></p><p>Article dans <em>The Conversation</em> : <a href="https://theconversation.com/la-nature-un-remede-au-mal-urbain-111570" rel="noopener noreferrer" target="_blank">La nature, un remède au mal urbain</a>, <a href="https://theconversation.com/internet-les-bienfaits-de-la-deconnexion-96591" rel="noopener noreferrer" target="_blank">les bienfaits de la déconnexion</a></p><p><a href="https://lettres.sorbonne-universite.fr/Portraits/melusine-martin" rel="noopener noreferrer" target="_blank">Les représentations de la nature à l'ère digitale, en Australie et aux États-Unis, au XXIè siècle</a></p><p><br></p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></itunes:summary>
		</item>
		<item>
			<title>La nature microscopique en nous</title>
			<itunes:title>La nature microscopique en nous</itunes:title>
			<pubDate>Mon, 21 Sep 2020 10:04:00 GMT</pubDate>
			<itunes:duration>1:12:36</itunes:duration>
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			<link>https://shows.acast.com/le-podcast-de-luniversite-dans-la-nature/episodes/la-nature-microscopique-en-nous</link>
			<acast:episodeId>5f67965e64176510c107bb21</acast:episodeId>
			<acast:showId>5f634a97a9212b5d1c2b165a</acast:showId>
			<acast:episodeUrl>la-nature-microscopique-en-nous</acast:episodeUrl>
			<acast:settings><![CDATA[FYjHyZbXWHZ7gmX8Pp1rmbKbhgrQiwYShz70Q9/ffXZMTtedvdcRQbP4eiLMjXzCKLPjEYLpGj+NMVKa+5C8pL4u/EOj1Vw4h5MMJYp0lCcFAe0fnxBJy/1ju4Qxy1fh8gO4DvlGA40yms2g0/hOkcrfHIopjTygHFqGwwOPKFIai4SuTvs86Lx3UYCyl6ZsRz3izQSgEhrXZSHQy+JYGnR+sYq+BJ0uoY/77NprkEW0SMxTYbEGr2aewWC2LFnrcdbitODVoo6R/QPlkdGjryqFReZS96hntYu/Psnv/MvU9nhsV9phRR2fZxU/H6iV]]></acast:settings>
			<itunes:subtitle>Avec Lia Rosso, docteure en biologie, auteure et conférencière</itunes:subtitle>
			<itunes:episodeType>full</itunes:episodeType>
			<itunes:season>1</itunes:season>
			<itunes:episode>1</itunes:episode>
			<itunes:image href="https://assets.pippa.io/shows/5f634a97a9212b5d1c2b165a/1601589804499-99efb631450da15ec5126fd609b67a6d.jpeg"/>
			<description><![CDATA[<p>Dans un climat d’attente d'une possible deuxième vague de Coronavirus, une attente qui vient avec son lot d’anxiété par rapport à notre environnement immédiat puisqu’on parle de cet <em>ennemi invisible</em>, le livre de <strong>Dre Lia Rosso</strong> <em>La Nature sauvage en nous</em> – s’est imposé comme une évidence pour commencer notre saison des Podcasts de l'Université dans la Nature.</p><p>Son message et son auteure nous transportent au cœur des échanges constants et intimes que nous faisons sur le plan microscopique avec ces bactéries et virus qui ont façonnés la nature. Qui nous ont façonné...</p><p>Cette discussion avec la brillante et attachante biologiste Lia Rosso vous amènera certainement à reconsidérer votre relation avec ce micromonde qui influence incroyablement notre santé physique et notre santé mentale.</p><p>Lia parlera de <strong>la complexité du microbiote</strong> et vous fera découvrir <strong>des utilisations avant-gardistes des bactéries et des virus qui ont cours dans le milieu médical</strong>, pratiques appuyant une conception du corps axée sur la recherche d'équilibre plutôt que sur le "corps machine".</p><p><img 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CVccceoGPyqaiujORc0iKZIQzW720U2VltWIDMO5Hfjnjr9c0VwVHJvmj1LjtZnAX0CxzsCSTnqfTtWfjBr0ZbjR6R4AvEvdIn02TJkgfcuem08jH0O78xXUvpCQ6umoRSXCwmNlmhidsZxw4Ud8jGPfNc7XvM7INuKsaDGxZ4h/byR7twZZGTfkHgDPIrOvFDRq1prktwWUNiAqxwWGDx2xQ1fYpSleziZkOjXk8hk1C7lfdgLCSPlHckjqfbt71pmKOF2IACxZP41nK1y4t9Tzbxte/aLuGEH7oLkfXpXPyoLeSPEsMm6NXPlMSBkZwfcd/et6eiRx1XeTHR44YYqwsqsBxk+x5rUzJWZHiJckntXQ+F794ILictEYYVVZEyQxBJwQMc46VM2oxuyJK6sW4J/7VhMcczb4ZWERPO1eoGetFc7cIpdCLcxzOowuq4kUbk5UAckfWslwAq/SuuW5qjY8P3x0e5/tBXG+JlDw95Iz97HPJHBH09q9mtLhLyyjurdw6OAyMOhBrGorO500ZdAlldsF7ZGYdGKA1FGZSNhXA9AAP5VLkzqburDZpVhy55Cjgep9K57Ur7bH5EZ3OeWx3NZPclbHmuvh/wC1ZA5y2Bk1l4xXTHY4Z/EyWNjnirO7YoY8571SJHq25GPY1o6BcG11QxMf3U6FHB6Edf5gU2rqzJZ1s3h5LWOSewuJFODIpLAjI529Pr+NFc846mDbOWjmutVYkQxrCp+aQ5G0ema2LXwPJc6a96xEUbKJF3ArsXjDgnr1HA4wRzmuyKc9WdNTlhojFh0C/uLkQQRsWRsrgjCj1Pvx+OK6/wAKap/wjanT79gsMj7oyT9wnGeOwz36ZzWc4e7cqEkpI7kataMgIZCMVn3uu2kSHBGcdq5mdxy17q1xeTfuVKqOFzU1jYnHmy5LHkk1HUT2Mi58Mpqd7LelwY+MKDk7ef54P+eKwr/RIEuRHED8o/eHPeuuSVOldmGFpPEYjkWw2HRt8EyxLul2kpnuRzj8cVhmUuMGsqU+ZO51ZjhVQceXZolQ/uGq3asSyOhxJEcgjriug8tnUaPq0to0FpcY8q4JaQMn3WPHT1zj86KxTS0Zg03sW7bTyWj+0+WIlcEwoOGAOSpxjr04rfur681aBbODpENxYnhR23nqRnoO5APbNCxEpS5YLc+jeU06NH2uIlt0Rdg0+GwtTbxTu8mSz5yCzYI6emenHbFcdrlsjIwcZwSBJu/Egnv6ZPp2rqkrRseCpc03I1PDDQ3OhQh1WRoi0TllBIIPH6EfnVyeyhJJWMD8K4JbnfB6DYbNf7uPwrQitXkTbs/dbeecFvpVUoc07Cqz5YEOu3qadAlvY/u5SCAUAGE/z07g1xBlDXAiHOTye9LFzvLlXQ9nJMPyUvbS3l+Rdtk2SK/TB61keJPDE9vJJqdknm2kmZJFQcwk8ngfw+/b9TjQlaVmdWbYV1aHNHeOpz0fMTUQyNFKrDsa7z5A6u2M0moqZbcPbXMJx1KgH/A4orFtp2ISTNKe6Zcqv5103g+Qf2PcuQWkNwwOFySNi45/P/Cs8J/EPrc8v9VfqjXmXLfvlUOSQCT78Dj0z0z279+Y1SItA6YDxA4yACcdMcf/AFjXpSWh8hHcyvBUwiu9SsM5wyzLn34P8lrrnVT6dK8+e5309ia0sxPGS27b2CgktS6ncPaoY1O1Rn5Qw+bgnqRyDwcDPTHciuqhFQhzM56rdSaijhdUuPKDyOd0srE89fYVlWYxLufvzmvLlLmk5H3NKmqcY019lGq0uIiynGOR71vaNMVtEDdwM571B2JXOe8VeFUt4pNT02MCHrNAo+56sPb1Hb6dOFz81ehSnzRPiczwv1fENLZ6o67w7dvLA1u2JI1Qhk74PdfcZ59qKqSVzyZJ3LcrEjkV0Hga6jF1qFk335Y1lUZADbScrz3+YH8O9c2FdqiPtM4i5YWS/rc6i6jYxTCRWaPbkKMED3wBj09fpWJeRNtkKt5oZWGW78njnnHOOcjivWZ8VHc5DSm+x+LJ5lOEdMP/AJ+oFOvPEt09wx4Cg9B2rya/xH0uURSUptDB4kmKbWYlfTPFV5NbmcbUO33XisNT21Uiloii8rTyKzEt6CtCKPaAXxnsO1DLpau5aYbkAA+tbdpj7Mo6YqGdkNzYtbgrjqa5DxH4GD773RQO7PaZ/PZ/8T+XYVrRqcr1POzXBfWaV4/EtjkrESw3DxNvikAIwflIb39OaK66lNyd0fEWs7M//9n/4VYMaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/Pg0KPHg6eG1wbWV0YSB4bWxuczp4PSJhZG9iZTpuczptZXRhLyIgeDp4bXB0az0iQWRvYmUgWE1QIENvcmUgNS42LWMxMzggNzkuMTU5ODI0LCAyMDE2LzA5LzE0LTAxOjA5OjAxICAgICAgICAiPg0KCTxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+DQoJCTxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiIHhtbG5zOnhtcD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLyIgeG1sbnM6YXV4PSJodHRwOi8vbnMuYWRvYmUuY29tL2V4aWYvMS4wL2F1eC8iIHhtbG5zOnBob3Rvc2hvcD0iaHR0cDovL25zLmFkb2JlLmNvbS9waG90b3Nob3AvMS4wLyIgeG1sbnM6eG1wTU09Imh0dHA6Ly9ucy5hZG9iZS5jb20veGFwLzEuMC9tbS8iIHhtbG5zOnN0RXZ0PSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VFdmVudCMiIHhtbG5zOnN0UmVmPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvc1R5cGUvUmVzb3VyY2VSZWYjIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iIHhtbG5zOmNycz0iaHR0cDovL25zLmFkb2JlLmNvbS9jYW1lcmEtcmF3LXNldHRpbmdzLzEuMC8iIHhtcDpDcmVhdG9yVG9vbD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTcgKFdpbmRvd3MpIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxOC0xMi0xN1QxOTowMDo1NiswMTowMCIgeG1wOkNyZWF0ZURhdGU9IjIwMTgtMDgtMDJUMTU6MjU6MzMiIHhtcDpNZXRhZGF0YURhdGU9IjIwMTgtMTItMTdUMTk6MDA6NTYrMDE6MDAiIGF1eDpTZXJpYWxOdW1iZXI9IjYwNTc0MjAiIGF1eDpMZW5zSW5mbz0iMjQwLzEwIDcwMC8xMCAyOC8xMCAyOC8xMCIgYXV4OkxlbnM9IjI0LjAtNzAuMCBtbSBmLzIuOCIgYXV4OkxlbnNJRD0iMTQ3IiBhdXg6SW1hZ2VOdW1iZXI9IjY2NTUyIiBhdXg6QXBwcm94aW1hdGVGb2N1c0Rpc3RhbmNlPSI0Mjk0OTY3Mjk1LzEiIGF1eDpJc01lcmdlZEhEUj0iVHJ1ZSIgYXV4OkRpc3RvcnRpb25Db3JyZWN0aW9uQWxyZWFkeUFwcGxpZWQ9IlRydWUiIGF1eDpMYXRlcmFsQ2hyb21hdGljQWJlcnJhdGlvbkNvcnJlY3Rpb25BbHJlYWR5QXBwbGllZD0iVHJ1ZSIgYXV4OlZpZ25ldHRlQ29ycmVjdGlvbkFscmVhZHlBcHBsaWVkPSJUcnVlIiBwaG90b3Nob3A6RGF0ZUNyZWF0ZWQ9IjIwMTgtMDgtMDJUMTU6MjU6MzIiIHBob3Rvc2hvcDpMZWdhY3lJUFRDRGlnZXN0PSJDMzRFQ0EwMTJCQjYwRURCNjFGMDczNzU2QjNCNTgwOSIgcGhvdG9zaG9wOkNvbG9yTW9kZT0iMyIgcGhvdG9zaG9wOklDQ1Byb2ZpbGU9InNSR0IgSUVDNjE5NjYtMi4xIiB4bXBNTTpEb2N1bWVudElEPSJhZG9iZTpkb2NpZDpwaG90b3Nob3A6YWVhY2VhZjMtMDIyNS0xMWU5LWE2YjMtODU2YmU2ZTBiMTQ3IiB4bXBNTTpPcmlnaW5hbERvY3VtZW50SUQ9IkQzOTk0NTNFRTI1RjEyOEI1NTBEOUEzOERCMjY3NTk2IiB4bXBNTTpJbnN0YW5jZUlEPSJ4bXAuaWlkOjI5Yzc0ZjE5LTQzODEtMDU0Ny04OTIxLTI2ZGM0NTQxNWI1ZiIgZGM6Zm9ybWF0PSJpbWFnZS9qcGVnIiBjcnM6UmF3RmlsZU5hbWU9IiIgY3JzOlZlcnNpb249IjEwLjMiIGNyczpQcm9jZXNzVmVyc2lvbj0iMTAuMCIgY3JzOldoaXRlQmFsYW5jZT0iQXMgU2hvdCIgY3JzOkluY3JlbWVudGFsVGVtcGVyYXR1cmU9IjAiIGNyczpJbmNyZW1lbnRhbFRpbnQ9IjAiIGNyczpTYXR1cmF0aW9uPSIwIiBjcnM6U2hhcnBuZXNzPSIwIiBjcnM6THVtaW5hbmNlU21vb3RoaW5nPSIwIiBjcnM6Q29sb3JOb2lzZVJlZHVjdGlvbj0iMCIgY3JzOlZpZ25ldHRlQW1vdW50PSIwIiBjcnM6U2hhZG93VGludD0iMCIgY3JzOlJlZEh1ZT0iMCIgY3JzOlJlZFNhdHVyYXRpb249IjAiIGNyczpHcmVlbkh1ZT0iMCIgY3JzOkdyZWVuU2F0dXJhdGlvbj0iMCIgY3JzOkJsdWVIdWU9IjAiIGNyczpCbHVlU2F0dXJhdGlvbj0iMCIgY3JzOlZpYnJhbmNlPSIwIiBjcnM6SHVlQWRqdXN0bWVudFJlZD0iMCIgY3JzOkh1ZUFkanVzdG1lbnRPcmFuZ2U9IjAiIGNyczpIdWVBZGp1c3RtZW50WWVsbG93PSIwIiBjcnM6SHVlQWRqdXN0bWVudEdyZWVuPSIwIiBjcnM6SHVlQWRqdXN0bWVudEFxdWE9IjAiIGNyczpIdWVBZGp1c3RtZW50Qmx1ZT0iLTgiIGNyczpIdWVBZGp1c3RtZW50UHVycGxlPSIwIiBjcnM6SHVlQWRqdXN0bWVudE1hZ2VudGE9IjAiIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudFJlZD0iMCIgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50T3JhbmdlPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRZZWxsb3c9IjAiIGNyczpTYXR1cmF0aW9uQWRqdXN0bWVudEdyZWVuPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRBcXVhPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRCbHVlPSItNyIgY3JzOlNhdHVyYXRpb25BZGp1c3RtZW50UHVycGxlPSIwIiBjcnM6U2F0dXJhdGlvbkFkanVzdG1lbnRNYWdlbnRhPSIwIiBjcnM6THVtaW5hbmNlQWRqdXN0bWVudFJlZD0iMCIgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRPcmFuZ2U9IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50WWVsbG93PSIwIiBjcnM6THVtaW5hbmNlQWRqdXN0bWVudEdyZWVuPSIwIiBjcnM6THVtaW5hbmNlQWRqdXN0bWVudEFxdWE9IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50Qmx1ZT0iMCIgY3JzOkx1bWluYW5jZUFkanVzdG1lbnRQdXJwbGU9IjAiIGNyczpMdW1pbmFuY2VBZGp1c3RtZW50TWFnZW50YT0iMCIgY3JzOlNwbGl0VG9uaW5nU2hhZG93SHVlPSIwIiBjcnM6U3BsaXRUb25pbmdTaGFkb3dTYXR1cmF0aW9uPSIwIiBjcnM6U3BsaXRUb25pbmdIaWdobGlnaHRIdWU9IjAiIGNyczpTcGxpdFRvbmluZ0hpZ2hsaWdodFNhdHVyYXRpb249IjAiIGNyczpTcGxpdFRvbmluZ0JhbGFuY2U9IjAiIGNyczpQYXJhbWV0cmljU2hhZG93cz0iMCIgY3JzOlBhcmFtZXRyaWNEYXJrcz0iMCIgY3JzOlBhcmFtZXRyaWNMaWdodHM9IjAiIGNyczpQYXJhbWV0cmljSGlnaGxpZ2h0cz0iMCIgY3JzOlBhcmFtZXRyaWNTaGFkb3dTcGxpdD0iMjUiIGNyczpQYXJhbWV0cmljTWlkdG9uZVNwbGl0PSI1MCIgY3JzOlBhcmFtZXRyaWNIaWdobGlnaHRTcGxpdD0iNzUiIGNyczpTaGFycGVuUmFkaXVzPSIrMS4wIiBjcnM6U2hhcnBlbkRldGFpbD0iMjUiIGNyczpTaGFycGVuRWRnZU1hc2tpbmc9IjAiIGNyczpQb3N0Q3JvcFZpZ25ldHRlQW1vdW50PSItMjAiIGNyczpQb3N0Q3JvcFZpZ25ldHRlTWlkcG9pbnQ9IjUwIiBjcnM6UG9zdENyb3BWaWduZXR0ZUZlYXRoZXI9IjUwIiBjcnM6UG9zdENyb3BWaWduZXR0ZVJvdW5kbmVzcz0iMCIgY3JzOlBvc3RDcm9wVmlnbmV0dGVTdHlsZT0iMSIgY3JzOlBvc3RDcm9wVmlnbmV0dGVIaWdobGlnaHRDb250cmFzdD0iMCIgY3JzOkdyYWluQW1vdW50PSIwIiBjcnM6TGVuc1Byb2ZpbGVFbmFibGU9IjAiIGNyczpMZW5zTWFudWFsRGlzdG9ydGlvbkFtb3VudD0iMCIgY3JzOlBlcnNwZWN0aXZlVmVydGljYWw9IjAiIGNyczpQZXJzcGVjdGl2ZUhvcml6b250YWw9IjAiIGNyczpQZXJzcGVjdGl2ZVJvdGF0ZT0iMC4wIiBjcnM6UGVyc3BlY3RpdmVTY2FsZT0iMTAwIiBjcnM6UGVyc3BlY3RpdmVBc3BlY3Q9IjAiIGNyczpQZXJzcGVjdGl2ZVVwcmlnaHQ9IjAiIGNyczpQZXJzcGVjdGl2ZVg9IjAuMDAiIGNyczpQZXJzcGVjdGl2ZVk9IjAuMDAiIGNyczpBdXRvTGF0ZXJhbENBPSIwIiBjcnM6RXhwb3N1cmUyMDEyPSIrMC4zMCIgY3JzOkNvbnRyYXN0MjAxMj0iMCIgY3JzOkhpZ2hsaWdodHMyMDEyPSIwIiBjcnM6U2hhZG93czIwMTI9IjAiIGNyczpXaGl0ZXMyMDEyPSIwIiBjcnM6QmxhY2tzMjAxMj0iMCIgY3JzOkNsYXJpdHkyMDEyPSIwIiBjcnM6RGVmcmluZ2VQdXJwbGVBbW91bnQ9IjAiIGNyczpEZWZyaW5nZVB1cnBsZUh1ZUxvPSIzMCIgY3JzOkRlZnJpbmdlUHVycGxlSHVlSGk9IjcwIiBjcnM6RGVmcmluZ2VHcmVlbkFtb3VudD0iMCIgY3JzOkRlZnJpbmdlR3JlZW5IdWVMbz0iNDAiIGNyczpEZWZyaW5nZUdyZWVuSHVlSGk9IjYwIiBjcnM6RGVoYXplPSIwIiBjcnM6VG9uZU1hcFN0cmVuZ3RoPSIwIiBjcnM6Q29udmVydFRvR3JheXNjYWxlPSJGYWxzZSIgY3JzOk92ZXJyaWRlTG9va1ZpZ25ldHRlPSJGYWxzZSIgY3JzOlRvbmVDdXJ2ZU5hbWU9IkxpbmVhciIgY3JzOlRvbmVDdXJ2ZU5hbWUyMDEyPSJMaW5lYXIiIGNyczpDYW1lcmFQcm9maWxlPSJFbWJlZGRlZCIgY3JzOkNhbWVyYVByb2ZpbGVEaWdlc3Q9IjU0NjUwQTM0MUI1QjVDQ0FFODQ0MkQwQjQzQTkyQkNFIiBjcnM6TGVuc1Byb2ZpbGVTZXR1cD0iTGVuc0RlZmF1bHRzIiBjcnM6VXByaWdodFZlcnNpb249IjE1MTM4ODE2MCIgY3JzOlVwcmlnaHRDZW50ZXJNb2RlPSIwIiBjcnM6VXByaWdodENlbnRlck5vcm1YPSIwLjUiIGNyczpVcHJpZ2h0Q2VudGVyTm9ybVk9IjAuNSIgY3JzOlVwcmlnaHRGb2NhbE1vZGU9IjAiIGNyczpVcHJpZ2h0Rm9jYWxMZW5ndGgzNW1tPSIzNSIgY3JzOlVwcmlnaHRQcmV2aWV3PSJGYWxzZSIgY3JzOlVwcmlnaHRUcmFuc2Zvcm1Db3VudD0iNiIgY3JzOlVwcmlnaHRGb3VyU2VnbWVudHNDb3VudD0iMCIgY3JzOkhhc1NldHRpbmdzPSJUcnVlIiBjcnM6Q3JvcFRvcD0iMC4wMTgwODUiIGNyczpDcm9wTGVmdD0iMC4wMTgwODUiIGNyczpDcm9wQm90dG9tPSIwLjk4MTkxNSIgY3JzOkNyb3BSaWdodD0iMC45ODE5MTUiIGNyczpDcm9wQW5nbGU9IjAiIGNyczpDcm9wQ29uc3RyYWluVG9XYXJwPSIwIiBjcnM6SGFzQ3JvcD0iVHJ1ZSIgY3JzOkFscmVhZHlBcHBsaWVkPSJUcnVlIj4NCgkJCTxwaG90b3Nob3A6RG9jdW1lbnRBbmNlc3RvcnM+DQoJCQkJPHJkZjpCYWc+DQoJCQkJCTxyZGY6bGk+MDBCRTg2OTg1QkM2NzQ2N0I2QkUxQkY1N0JFMkFFMzc8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT4wMEM5M0M1Q0UwOEJBQzFFMzg1QjE5MDU3QTBCMEM3MDwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjAyQTkxMjBBRUY1RTE0RTM1MTZCQzE5QUI1MDREODk0PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+MDJCNzcwQTE1OUUxMzExNjIxMkIwRDNDMzgxMkM0Rjc8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT4wNEMzMEE2Q0Q3MDM3QzU3MUY0MDdDQzE0ODcxRTNFNTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjA4NUEyRTE5NjcwRUM4ODJCNERFMDBBN0U1QURFNjk1PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+MDlDNzQwQjFGREE1Mzk0NDJCMEZEQUZCRDY2MzE5RDY8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT4wQ0MwNTRDRDEyNDNGQzU1NTc2Nzg0RDM5MDNCN0I1MzwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjE5QURBNjQyNzYzRkFCRTBGMUYyMDNBNjZCMjgzOEU4PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+MjJDRERBODNGODI3NkQzMDRBRkU4RTY3Rjc1Qzk0MTc8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT4yN0VCMzg0Q0M3MDUxMkE3MEREMjU2QjI1OUVCQTFCMTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjI4RjJEMkI3NDA1ODAzNjY1NDVFRjg0NDIwNjk4RDYwPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+MkIxRDc5QTA2QkY0RDQ2RDg3MEZDODlENzMxRUI5NUI8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT4yQzBBOTVDQThDRDI0NEJFQjdGM0YxQTJDNDZBNjMyRjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjJDMjkyNTAwNkE0QjRBRUFCOTRGNzhFMTAxNjJBNjg2PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+MkQ1MzE2OUIwNkYyMjVDOTZBRkNBMEQ1QzNBQUM1QTU8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT4yRTY3MDg1QzI2MjEyMEUyNEJENzg0RkY2QzUzOUM4RDwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjJGMTk2QzMyQkY3QTVGOTc5NjY1N0EwQkQ5Q0ZFMEY3PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+NDJFNUQ5MzM0MDBBRkYyN0FGN0RFNEE3QTgxRDU3Rjc8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT41MzJFRUUwRkVEQjQ0N0U1NEU1MTIyN0EzQ0Q2NzNGOTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjU0MzQzMjlBNjAyMDlCRkIwMkU3OTk3OEY4Q0QwQTg2PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+NTZCNkI5QkVDMjM1MDdFRUREMzYyQjg5RjhFODAyQUY8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT41N0M5MjVBMDQ0MzU1NEMwNUNDMzlDMjI1QkY2QzI3MzwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjU4NTY2OUYwNDIyODkzRDVEQjE5OTYyRTMxRThBOTM5PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+NTg5REU2Qjg3QzM3NjZBNkQ5MUE0QzZCRERCNjkyREM8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT41OEQzMzIzRENDN0U5OTRBNTcyQUQ1MDM2NzI1MEI2MDwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjVENjcwMzNGNEEzMEJCRDg3MDRFRkM5RTA4ODA0OTE1PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+NUQ2RjM1RDRFNzkxMUVEOEI4NjU3MEZGNzY2RDg4NjE8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT41RjdBQjhFRDcyMTQyQUY4OUJGODA0QUVBRUQxOEYxRjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjYxRkNDNDBGQzM4MDU1NTJCMUQ4MzlBMDEzM0EwNEI2PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+NjU3MDdDNUY2Nzc0ODFEREU4OTkyNzNGMDY5NjdEMzY8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT42QkU4MkZBRTcxQTYzMEQzNTVDOTg5MjhBM0RDMTFCNTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjdBNzUwODI4NzA3NDE0MjAwMDY3RDVFRURENDFFQURBPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+N0Q5OTI2QkI4RjVEMTk3RTM4RUIxOUVCQTNEQTkxQTM8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT44MDNCREQxRDYwRUI1RkY2MzMwMjc3MUMxOUYxRkQ0NzwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjgwODk1OThDOTc0Njc1RTQ0MEM4M0IyRTU5RkFFQkZDPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+ODExMUEzOEMzNzBBMUNDQ0QzQTlDRjY1M0E0MjQ4MEM8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT44MTQ1RTM1Qzc1OEZCRkZFMTc2MTBBNUI4NEIxODg3MjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjg4MkE3Mjc4MTczNjU2NzQ1Q0NBQjEwQkFBNzM0MjA3PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+OEUxREMwMTgyOEU2QjJCOUQ2NUMyOUE3OTY0OTlCRDk8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT44RjE2MkU1NEIwQ0VFMkZGQTI2MDNFMEZGRDIzQTM4RjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjhGRTY5RkFCNUMyNzNEOUVBMkI5M0UyNUM4NzI5MDMyPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+OEZGRkI5OENCQkFCOTVGQzkyMTczNTZCQkZFNzA2MUQ8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT45MDRGNDJEQTc5NDUyOUE2NDZDRDFEN0FGMUMzQTVENzwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjk0RDhFMTE0QjgwNjA4QkU3NTIyNEE2MUQ5MDdCMThBPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+OTU3ODcwRkRDQjQyQkZCQUE3QzkyMDlDM0Y4Mjk1OUI8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT45ODI5RTI2OTI5N0FERDk1Njc2RUM0MkI5QUQwNUYzRjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPjk4NzkzNTdCOUVGNTRDNEIwNUU3Q0ZEN0Y4ODU0Mzg4PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+OUNBNEJGOTY5RkEwODBGRjI0RUU2N0U0MDEwOEI1Qzg8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5BNzlDREQwMzI3RTRENkRDQzhGRDQ5QjY0RDhBREExQTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPkE5NjdDMzE0RjhDM0IyOUEwQUVCOTMyMDk5QUZFQzU2PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+QUI5MUVFMzA5OTkxMkE1NDZEMTNFMUFCMDczMDAzQzQ8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5BRDczQjNCNzNCRkIwMkExMEU4N0JCNDhGQzdDODVFNjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPkFGNjY2M0UwNjkzRDJBM0UxNERBOTE1RjNCQUQ5QkY1PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+QjMzQzc4NjM0ODY2M0ZGODUzRTY3OTQzRTVERDlCMjc8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5CNDBDM0NBMTA3NTExOTMxRjBGMTREQzk2OUY4QUJBQjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPkI0NDYzRjA1Mjg5NDA0MjczMEE1RjgwRkI2MEJGNERFPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+QjUwRUI5NjgwMURERUE3RjQxMTdERTk0ODZGOERBODU8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5CNTIwQ0U1OTE2RUFFNUI3OTE1RDcxN0UzRUYwNTMxNTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPkI1NENCQkY5RkM5NTRCN0YzMTI3NDExMTBGMUE1Q0E0PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+QjVBODZDODJEMjA4ODI4QjQyMDFFOEQzMjE2NkFGMUQ8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5CNUJFRjNBNjYyMjY4QzI5MDFFMDdENDQyMTRCNzVBRjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPkJCQUU4MjJERENBQUFDMDNBRDcwNjVGNjZBOTlEODQ2PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+QzFGNUFBMTQzOEZBN0Q4NjZFNUFBM0UwRkE0RkMzQzI8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5DMjVBMzcxRTdFRUJCNkFCOTZGMkE5QjM2MjBDRkFFNzwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPkMyNjQyOTBBQzhFMUVFNjFGRjE3QkYxRDZBNEE4RDU2PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+QzZBNzYwRkRFN0Y5MTEwQThBMDk4NUFGNzE0RDUxMEY8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5DNzY5N0U0NDI3QkU3RDlBNTNCNTAzRjdDNzRBNDg3QTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPkNCMDQxNDAxN0EzOUNDQjJDODAyQTEzRTA0QkIwRjU4PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+Q0M0MjI0QjEyRTFGOEM1OUJDQUIxRkY1NjA5MEJBMzc8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5EMDFCQjg0RTZCOUFBM0E3MjYzMzUzMkUzMzc4MkU5OTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPkQxQUI1Qzc2QzEyMzQ1OTYxRjgyNzM0MzQxRDFFODFEPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+RDJCNzcxMEQzOUIyQjc2MjU5QzM0NEQ5Qzc3NkIzMkM8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5ENzIxMEVEMEQ4OUJGRUExNDg5MjA2MTNDQTZCRTI5NTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPkRCMEM5QkZFNjMxMTc4RTgzNTQwOEExODVDQUU5M0MxPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+REIyODQwMTNCNDdDNkI0NENBMEMyM0M3NDM5NEVFRDA8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5FMTRDRkE1ODIxMDg0RDE4NkIzMzQ1QzNFNTg2Nzc3QTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPkU4OEE0RjM3MzgyNkFERUQyQzVCMTFEQjcyN0EyNzFEPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+RUFCOEJEQ0JGNEIzMjUzQTc3Qjg4MjBEQ0JGOTdBNDE8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5FRDYwNTQwRjU2RDlFREIxMzEyMjIxRjZFQkNDNDY2NTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPkYwMkE5MDkxM0NCQjU5NzBFQzI2QjUxRjI5OTQxMzUyPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+RkQwQkEyOUQ2QURENkQ2OTA1RDJFMTNFOTZFQjI2OUU8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5hZG9iZTpkb2NpZDpwaG90b3Nob3A6MzE5N2RhMTgtOWI3YS0xMTc4LTg3ZDEtOTVhZjM4MjY2MjhkPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+YWRvYmU6ZG9jaWQ6cGhvdG9zaG9wOjQxYzEwNmY5LTBjZDEtMTE3YS05MTIzLWM5Y2UyZmQ1ODFmYjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPmFkb2JlOmRvY2lkOnBob3Rvc2hvcDo0OWMxNWVlMy1kMWM1LTYyNDAtYTJlZC0wMzA3OTllN2U1MGY8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5hZG9iZTpkb2NpZDpwaG90b3Nob3A6NGUyN2E5MWYtMjAwZC01ZTQyLThhOWEtOGEyNzIwMWU4NTdmPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+YWRvYmU6ZG9jaWQ6cGhvdG9zaG9wOjViMTlmMTRiLWY4OWQtMTE3Yi05ZWVkLWM3YjEyNjZhNGQ1NTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPmFkb2JlOmRvY2lkOnBob3Rvc2hvcDo1ZjM2ZTY0MC0zM2U2LWViNGMtYjY4Mi04NDQ5MDhjZTQzZmU8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5hZG9iZTpkb2NpZDpwaG90b3Nob3A6NjM3MWQ1NzctMmFlNy1kZjQyLThmNGUtOWY1MTE2YTZmNzFiPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+YWRvYmU6ZG9jaWQ6cGhvdG9zaG9wOjcxNjhjMWMzLTNmMWUtMTE3YS1iZjZiLWRhNmVjYWVmMDEwMDwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPmFkb2JlOmRvY2lkOnBob3Rvc2hvcDo3YWZkOTUxMy1lYmE4LWM2NDctYjcwZS01ZWU3OGE2Y2NiZGU8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5hZG9iZTpkb2NpZDpwaG90b3Nob3A6N2NiZmY3NDctYjRlMy0xMTRiLWIwMGMtYWM1ZWUyN2NmM2NjPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+YWRvYmU6ZG9jaWQ6cGhvdG9zaG9wOjdmZDcxNTNhLWYxMDItMTFkOC1hM2E3LWM1MjNiOWU3YTc0NDwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPmFkb2JlOmRvY2lkOnBob3Rvc2hvcDo5NWFmMTc5Yy1lMzhkLTExZTgtYmRmNy1jNmRiMjIxNzIwYzc8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5hZG9iZTpkb2NpZDpwaG90b3Nob3A6OWViMTk3MDAtMTMxNS0xMTdhLTkwOGYtYzc4YjE2NmY0MWIzPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+YWRvYmU6ZG9jaWQ6cGhvdG9zaG9wOmE1MDE4N2M4LTVjNjctNTY0ZS1iODJlLTk0MDkxYTAyZDAwMTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPmFkb2JlOmRvY2lkOnBob3Rvc2hvcDphZmViYmQ2NS0yYWZjLTQ1NDItODBkYi1iZmYwZTgzOGQ0YTU8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5hZG9iZTpkb2NpZDpwaG90b3Nob3A6YzAyN2M5NzctYjQ0NS0wZDQyLWIwODctNTZmMzNhN2QzY2NhPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+YWRvYmU6ZG9jaWQ6cGhvdG9zaG9wOmMzNjA2Yjk3LTNmNDMtMTE3YS1iZjZiLWRhNmVjYWVmMDEwMDwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPmFkb2JlOmRvY2lkOnBob3Rvc2hvcDpkNjI5Y2Y1My1mYzk4LTExN2ItOTkxMC1hMDkxMWE5NTI3NDQ8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5hZG9iZTpkb2NpZDpwaG90b3Nob3A6ZDkxMWZiYjgtMGU1OC0xMTdhLTgxYWItYzViZjY3MGVmNGJhPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+YWRvYmU6ZG9jaWQ6cGhvdG9zaG9wOmRhMzYzYTJiLTNmMjUtMTE3YS1iZjZiLWRhNmVjYWVmMDEwMDwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPmFkb2JlOmRvY2lkOnBob3Rvc2hvcDpkZGU2ZmJmMy01OTAwLTExZTgtODYyOC1lY2QyZDA0OWIyMzQ8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT5hZG9iZTpkb2NpZDpwaG90b3Nob3A6ZWU0MTJmMzAtYzhjNi0xMWU4LTgzMzAtOTc0ZDU1NjE4ZjllPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+dXVpZDo4MEYzREMxQTRDMjNFMjExOUFDODg0NTREQkM1M0FERjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPnV1aWQ6QkY4MDcwNTg0MTg2MTFFM0FBNTBFNkU0Mjg0ODk0QUE8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT51dWlkOkQ0NTkzNTY5MzZFRkU4MTFCNUYzODlEMDJFQUVCNjcxPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDowMDRjYmZjNC04NmYxLTQ2YWEtYjAxNy1hZWJjZDdhMzlmMDE8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT54bXAuZGlkOjAxODAxMTc0MDcyMDY4MTE4MjJBRTUxMEE4M0IyMzY0PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDowMTgwMTE3NDA3MjA2ODExOTEwOUJFNDI5MzZGRTU4QjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPnhtcC5kaWQ6MDMwZDBmNmQtYWQzYy00ZjQwLWI5NzgtZmIwMmY4NDllMTRlPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDowODE5ZjdkYS0yMDNjLTQ0N2ItOGQ5Yi0xZmExMDMxY2VlNTc8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT54bXAuZGlkOjA4NjBGNjY1ODIyNEU0MTE4NTZBODc4OUVFNURCRjNCPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDowOTgwMTE3NDA3MjA2ODExODIyQTlCQzE0MzQ4RTZCNTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPnhtcC5kaWQ6MGYwNmZjZDYtMjJlNy00ZTdiLTk3NzQtZmQ3MjYzYWM3NTZiPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDoyMUQ2QTQyMzNEMjBFNzExOTVCMENCNUEwQUQ5MUZCMDwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPnhtcC5kaWQ6MmM5ZDllYjgtZDA5Mi00NDJiLTgzMjgtZjBhMTJjNTExODNjPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDozNDc5YjNmNC1kYjczLTQwYTAtOWMzNC02NjdlYjJmYTMxZTg8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT54bXAuZGlkOjNCOTIyMkI1MjNEOUU4MTE4MEE4RkVCNTYzMDgxNDAwPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDozYWE1NWZkNC0zOTEyLTQ3ZjgtYmU3Ni1iYzAzOTkwYmVlOTQ8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT54bXAuZGlkOjQxMzZjMjA5LTc1ZjUtNGIyNC1hODY0LTJjMGRkN2IyMmRhODwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPnhtcC5kaWQ6NDlkZTAyYmEtYTc4Zi00ZjU2LTgwYjEtOWNjMmI0ZjliOTAwPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDo1NjM2RjZBQTcxRDNFNjExODQ4QzlGQ0FGMzAwRjI2NzwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPnhtcC5kaWQ6NWY5OWUyZjEtYzYyMy00N2U1LWEwNmEtOTcwMTc3MjZlNzliPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDo2M2MyZGI5YS02MDkyLTRmMTItYmQzNi0zMDQ4MzAyMWI3YjM8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT54bXAuZGlkOjY0NjcxZmYyLWM2NmYtNDFlNS1hOWZjLWY5Mjk2YmU3ZGQwNDwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPnhtcC5kaWQ6NjgwZTllNDMtYzUzZC00MDljLWJlZWQtM2NkMGNjNjVjZDZmPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDo3OGYwNjQ5Yi0wOWZhLTQ4ZDUtODUxYS1kYjRjMzNkYWNiZjg8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT54bXAuZGlkOjhkMmRhNDc4LWZjZmEtNDgyZS1iYTQ4LTI4M2VhZDZhZmM5MjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPnhtcC5kaWQ6OWMwZTc1ZjMtNzRiMC00N2ZhLThhNmItNjcyYzI1MGEzMmZjPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDo5ZjYyZTIxYi01NmUzLTRkMzQtODBlZS01NTYyYTk3NjFiMmQ8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT54bXAuZGlkOkE1Mzc3MUQ4RUVGODExRTc4NkEyRUIxMDE5Rjc3MjY4PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDpCQ0JGNTYxRjY2M0VFNzExQTU1QkJBNEI4RjNDQzM2RTwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPnhtcC5kaWQ6RDEyQTQ4N0M1ODIwNjgxMThDMTRENEVBNkFGRjk4QzA8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT54bXAuZGlkOkRERjgxQzdEMDAxRjExRThBM0EwRTJCRTk0REM2NDM1PC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDphYmVmMjE2My05NDkzLTQyMzktOGFmYi1lMTBmYWU5MzY2YTk8L3JkZjpsaT4NCgkJCQkJPHJkZjpsaT54bXAuZGlkOmFkNjMzMTM1LWVhZjQtNDVmOC1iMGUzLTQzYWFhMmFjMWRiYjwvcmRmOmxpPg0KCQkJCQk8cmRmOmxpPnhtcC5kaWQ6YjliNTNhNjctNDE1Zi04NDRjLThkNzYtMDJlNmYwZjBiZmJhPC9yZGY6bGk+DQoJCQkJCTxyZGY6bGk+eG1wLmRpZDplOTcyZTA2MC1kYmNlLTQyMTYtOTUyMy1hZTRjNDFjYjFkMjM8L3JkZjpsaT4NCgkJCQk8L3JkZjpCYWc+DQoJCQk8L3Bob3Rvc2hvcDpEb2N1bWVudEFuY2VzdG9ycz4NCgkJCTx4bXBNTTpIaXN0b3J5Pg0KCQkJCTxyZGY6U2VxPg0KCQkJCQk8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iZGVyaXZlZCIgc3RFdnQ6cGFyYW1ldGVycz0ic2F2ZWQgdG8gbmV3IGxvY2F0aW9uIi8+DQoJCQkJCTxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDozOGFhOWYyYy04OTUwLTQzNGQtYTQyZS1mMjBiOGFjODdlNDYiIHN0RXZ0OndoZW49IjIwMTgtMDgtMDJUMTc6NDI6NTErMDI6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBMaWdodHJvb20gQ2xhc3NpYyA3LjMuMSAoV2luZG93cykiIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4NCgkJCQkJPHJkZjpsaSBzdEV2dDphY3Rpb249ImRlcml2ZWQiIHN0RXZ0OnBhcmFtZXRlcnM9ImNvbnZlcnRlZCBmcm9tIGltYWdlL2RuZyB0byBpbWFnZS90aWZmIi8+DQoJCQkJCTxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDo0NWM2OWY5MS0xOTMwLTdhNDItODI0My0zMzMyZDY2Mjk4NmEiIHN0RXZ0OndoZW49IjIwMTgtMDgtMDJUMTc6NTk6MzQrMDI6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDYW1lcmEgUmF3IDEwLjMgKFdpbmRvd3MpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+DQoJCQkJCTxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDoxNzQ0OGQ0OS02ZDhhLTI2NDctODU5My0zMjMzYmM4YzFjMzkiIHN0RXZ0OndoZW49IjIwMTgtMDgtMDJUMTg6MDA6MjgrMDI6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDQyAyMDE4IChXaW5kb3dzKSIgc3RFdnQ6Y2hhbmdlZD0iLyIvPg0KCQkJCQk8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iY29udmVydGVkIiBzdEV2dDpwYXJhbWV0ZXJzPSJmcm9tIGltYWdlL3RpZmYgdG8gYXBwbGljYXRpb24vdm5kLmFkb2JlLnBob3Rvc2hvcCIvPg0KCQkJCQk8cmRmOmxpIHN0RXZ0OmFjdGlvbj0iZGVyaXZlZCIgc3RFdnQ6cGFyYW1ldGVycz0iY29udmVydGVkIGZyb20gaW1hZ2UvdGlmZiB0byBhcHBsaWNhdGlvbi92bmQuYWRvYmUucGhvdG9zaG9wIi8+DQoJCQkJCTxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDpjZDY2MWVjYS1iNDhiLWU5NDQtYTliMi03MzA1YjgxYTBkZjUiIHN0RXZ0OndoZW49IjIwMTgtMDgtMDJUMTg6MDA6MjgrMDI6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDQyAyMDE4IChXaW5kb3dzKSIgc3RFdnQ6Y2hhbmdlZD0iLyIvPg0KCQkJCQk8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6OGVhOTNkZGEtMDE3NC01NzRlLWIzNGYtOGZkYjg1YWJlMjJlIiBzdEV2dDp3aGVuPSIyMDE4LTA4LTAyVDE4OjE4OjUwKzAyOjAwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxOCAoV2luZG93cykiIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4NCgkJCQkJPHJkZjpsaSBzdEV2dDphY3Rpb249ImNvbnZlcnRlZCIgc3RFdnQ6cGFyYW1ldGVycz0iZnJvbSBhcHBsaWNhdGlvbi92bmQuYWRvYmUucGhvdG9zaG9wIHRvIGltYWdlL3ZuZC5hZG9iZS5waG90b3Nob3AiLz4NCgkJCQkJPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOmE4OTc3NDc3LTBlMzgtYmE0My04MzJkLTA0ZTZkZTIyOWRiNCIgc3RFdnQ6d2hlbj0iMjAxOC0wOC0wMlQxODo1NjoyNyswMjowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIExpZ2h0cm9vbSBDbGFzc2ljIDcuMy4xIChXaW5kb3dzKSIgc3RFdnQ6Y2hhbmdlZD0iL21ldGFkYXRhIi8+DQoJCQkJCTxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJjb252ZXJ0ZWQiIHN0RXZ0OnBhcmFtZXRlcnM9ImZyb20gaW1hZ2Uvdm5kLmFkb2JlLnBob3Rvc2hvcCB0byBhcHBsaWNhdGlvbi92bmQuYWRvYmUucGhvdG9zaG9wIi8+DQoJCQkJCTxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDplZWRhOTFhMi02N2ZmLTY0NGUtYmQzNy0wMDZkZmFlZDgyY2EiIHN0RXZ0OndoZW49IjIwMTgtMDgtMDNUMTU6Mzk6MzMrMDI6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBDQyAyMDE4IChXaW5kb3dzKSIgc3RFdnQ6Y2hhbmdlZD0iLyIvPg0KCQkJCQk8cmRmOmxpIHN0RXZ0OmFjdGlvbj0ic2F2ZWQiIHN0RXZ0Omluc3RhbmNlSUQ9InhtcC5paWQ6Mzc0ODgyNGEtOTJmYi0zNzRhLTgyODAtNDQxZDk3Y2Y1ZGIyIiBzdEV2dDp3aGVuPSIyMDE4LTA4LTAzVDE1OjU2OjExKzAyOjAwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgQ0MgMjAxOCAoV2luZG93cykiIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4NCgkJCQkJPHJkZjpsaSBzdEV2dDphY3Rpb249ImNvbnZlcnRlZCIgc3RFdnQ6cGFyYW1ldGVycz0iZnJvbSBhcHBsaWNhdGlvbi92bmQuYWRvYmUucGhvdG9zaG9wIHRvIGltYWdlL3ZuZC5hZG9iZS5waG90b3Nob3AiLz4NCgkJCQkJPHJkZjpsaSBzdEV2dDphY3Rpb249ImRlcml2ZWQiIHN0RXZ0OnBhcmFtZXRlcnM9ImNvbnZlcnRlZCBmcm9tIGltYWdlL3ZuZC5hZG9iZS5waG90b3Nob3AgdG8gaW1hZ2UvanBlZywgc2F2ZWQgdG8gbmV3IGxvY2F0aW9uIi8+DQoJCQkJCTxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJzYXZlZCIgc3RFdnQ6aW5zdGFuY2VJRD0ieG1wLmlpZDowNmUyYWQyMi0yMmI5LTJjNDYtYWU1Zi1iM2QyMTNkZTM5MWIiIHN0RXZ0OndoZW49IjIwMTgtMDgtMDNUMTY6MDE6MjUrMDI6MDAiIHN0RXZ0OnNvZnR3YXJlQWdlbnQ9IkFkb2JlIFBob3Rvc2hvcCBMaWdodHJvb20gQ2xhc3NpYyA3LjMuMSAoV2luZG93cykiIHN0RXZ0OmNoYW5nZWQ9Ii8iLz4NCgkJCQkJPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOmY3YmQ4YjkyLWE1ZGUtMjI0YS04NjMyLTE3NjE2NzZhOTAzYSIgc3RFdnQ6d2hlbj0iMjAxOC0xMS0wOFQyMDozNjozOCswMTowMCIgc3RFdnQ6c29mdHdhcmVBZ2VudD0iQWRvYmUgUGhvdG9zaG9wIENDIDIwMTcgKFdpbmRvd3MpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+DQoJCQkJCTxyZGY6bGkgc3RFdnQ6YWN0aW9uPSJkZXJpdmVkIiBzdEV2dDpwYXJhbWV0ZXJzPSJjb252ZXJ0ZWQgZnJvbSBpbWFnZS9qcGVnIHRvIGFwcGxpY2F0aW9uL3ZuZC5hZG9iZS5waG90b3Nob3AiLz4NCgkJCQkJPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOmE3Y2RlODM1LWNmZjctYWU0NC1iMDFmLWE3OTY2YmRlNzIxYyIgc3RFdnQ6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"></p><br><p><strong>Qui est Lia Rosso ?</strong></p><br><p>Après l’obtention d’un Doctorat de recherche en Sciences de la Vie à l'Université de Nice Sophia-Antipolis, Lia a travaillé, pendant dix ans, en tant que chercheuse en biologie cellulaire et moléculaire à l’Université de Lausanne. Journaliste scientifique indépendante, elle se consacre actuellement à l’édition de textes de vulgarisation scientifique. En 2014 elle a créé Rosso Editions dans le but de stimuler la discussion autour des sciences de la vie.&nbsp;</p><p>Elle est l'auteure du roman <a href="http://www.rossoeditions.com/le-pituicyte.html" rel="noopener noreferrer" target="_blank">Le Pituicyte</a>&nbsp;et de la&nbsp;<a href="http://www.rossoeditions.com/la-nature-en-nous.html" rel="noopener noreferrer" target="_blank">Nature Sauvage en Nous</a>, paru au Québec sous le titre <a href="https://marcelbroquet.com/NOUS-SOMMES-LA-NATURE--Lia-Rosso-2?manufacturer_id=85" rel="noopener noreferrer" target="_blank">Nous sommes la Nature</a></p><p>Elle travaille également avec le Prix Nobel de Chimie, le Suisse Jacques Dubochet.</p><br><p><strong>Quelques liens pour poursuivre la connexion </strong>:</p><br><p><a href="http://www.rossoeditions.com/index.html" rel="noopener noreferrer" target="_blank">Rosso Éditions</a>, la maison d'édition fondée par Lia Rosso</p><p><a href="https://www.facebook.com/lia.rosso.3" rel="noopener noreferrer" target="_blank">Facebook</a> Lia Rosso</p><p><a href="https://www.youtube.com/watch?v=vSayufKwqjg&amp;ab_channel=Voixd%27Exils" rel="noopener noreferrer" target="_blank">Interview de Lia Rosso et Jacques Dubochet</a></p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></description>
			<itunes:summary><![CDATA[<p>Dans un climat d’attente d'une possible deuxième vague de Coronavirus, une attente qui vient avec son lot d’anxiété par rapport à notre environnement immédiat puisqu’on parle de cet <em>ennemi invisible</em>, le livre de <strong>Dre Lia Rosso</strong> <em>La Nature sauvage en nous</em> – s’est imposé comme une évidence pour commencer notre saison des Podcasts de l'Université dans la Nature.</p><p>Son message et son auteure nous transportent au cœur des échanges constants et intimes que nous faisons sur le plan microscopique avec ces bactéries et virus qui ont façonnés la nature. Qui nous ont façonné...</p><p>Cette discussion avec la brillante et attachante biologiste Lia Rosso vous amènera certainement à reconsidérer votre relation avec ce micromonde qui influence incroyablement notre santé physique et notre santé mentale.</p><p>Lia parlera de <strong>la complexité du microbiote</strong> et vous fera découvrir <strong>des utilisations avant-gardistes des bactéries et des virus qui ont cours dans le milieu médical</strong>, pratiques appuyant une conception du corps axée sur la recherche d'équilibre plutôt que sur le "corps machine".</p><p><img 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"></p><br><p><strong>Qui est Lia Rosso ?</strong></p><br><p>Après l’obtention d’un Doctorat de recherche en Sciences de la Vie à l'Université de Nice Sophia-Antipolis, Lia a travaillé, pendant dix ans, en tant que chercheuse en biologie cellulaire et moléculaire à l’Université de Lausanne. Journaliste scientifique indépendante, elle se consacre actuellement à l’édition de textes de vulgarisation scientifique. En 2014 elle a créé Rosso Editions dans le but de stimuler la discussion autour des sciences de la vie.&nbsp;</p><p>Elle est l'auteure du roman <a href="http://www.rossoeditions.com/le-pituicyte.html" rel="noopener noreferrer" target="_blank">Le Pituicyte</a>&nbsp;et de la&nbsp;<a href="http://www.rossoeditions.com/la-nature-en-nous.html" rel="noopener noreferrer" target="_blank">Nature Sauvage en Nous</a>, paru au Québec sous le titre <a href="https://marcelbroquet.com/NOUS-SOMMES-LA-NATURE--Lia-Rosso-2?manufacturer_id=85" rel="noopener noreferrer" target="_blank">Nous sommes la Nature</a></p><p>Elle travaille également avec le Prix Nobel de Chimie, le Suisse Jacques Dubochet.</p><br><p><strong>Quelques liens pour poursuivre la connexion </strong>:</p><br><p><a href="http://www.rossoeditions.com/index.html" rel="noopener noreferrer" target="_blank">Rosso Éditions</a>, la maison d'édition fondée par Lia Rosso</p><p><a href="https://www.facebook.com/lia.rosso.3" rel="noopener noreferrer" target="_blank">Facebook</a> Lia Rosso</p><p><a href="https://www.youtube.com/watch?v=vSayufKwqjg&amp;ab_channel=Voixd%27Exils" rel="noopener noreferrer" target="_blank">Interview de Lia Rosso et Jacques Dubochet</a></p><hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></itunes:summary>
		</item>
		<item>
			<title><![CDATA[La bande annonce du Podcast de l'Université dans la Nature]]></title>
			<itunes:title><![CDATA[La bande annonce du Podcast de l'Université dans la Nature]]></itunes:title>
			<pubDate>Fri, 18 Sep 2020 12:11:55 GMT</pubDate>
			<itunes:duration>0:35</itunes:duration>
			<enclosure url="https://sphinx.acast.com/p/open/s/5f634a97a9212b5d1c2b165a/e/5f64a3cf75108527a855f903/media.mp3" length="859043" type="audio/mpeg"/>
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			<acast:episodeId>5f64a3cf75108527a855f903</acast:episodeId>
			<acast:showId>5f634a97a9212b5d1c2b165a</acast:showId>
			<acast:episodeUrl>le-podcast-de-luniversite-dans-la-nature</acast:episodeUrl>
			<acast:settings><![CDATA[FYjHyZbXWHZ7gmX8Pp1rmbKbhgrQiwYShz70Q9/ffXZMTtedvdcRQbP4eiLMjXzCKLPjEYLpGj+NMVKa+5C8pL4u/EOj1Vw4h5MMJYp0lCcFAe0fnxBJy/1ju4Qxy1fh8gO4DvlGA40yms2g0/hOkcrfHIopjTygHFqGwwOPKFIai4SuTvs86Lx3UYCyl6ZsRz3izQSgEhrXZSHQy+JYGnR+sYq+BJ0uoY/77NprkEVeIQSmE50Ks9yQD+/JECrqgekpfugXmJobGNf9IEQAhjldkAcTeQME2DHLRhgU368OlJExfbdO3qnAs6PReLWh]]></acast:settings>
			<itunes:subtitle>Vibrez avec la science qui nous reconnecte à la nature</itunes:subtitle>
			<itunes:episodeType>trailer</itunes:episodeType>
			<itunes:season>1</itunes:season>
			<itunes:image href="https://assets.pippa.io/shows/5f634a97a9212b5d1c2b165a/1600609043501-c36592e20dc694d67ce708584ec1ce77.jpeg"/>
			<description><![CDATA[Rejoignez-nous tous les jeudis pour des échanges passionnants avec des scientifiques qui livrent leurs découvertes sur l'impact de la nature sur notre santé et notre bien être.<hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></description>
			<itunes:summary><![CDATA[Rejoignez-nous tous les jeudis pour des échanges passionnants avec des scientifiques qui livrent leurs découvertes sur l'impact de la nature sur notre santé et notre bien être.<hr><p style='color:grey; font-size:0.75em;'> Hébergé par Acast. Visitez <a style='color:grey;' target='_blank' rel='noopener noreferrer' href='https://acast.com/privacy'>acast.com/privacy</a> pour plus d'informations.</p>]]></itunes:summary>
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    	<itunes:category text="Education"/>
		<itunes:category text="Science">
			<itunes:category text="Nature"/>
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