<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-5086439715785014441</id><updated>2012-01-30T09:34:10.628+01:00</updated><category term='csata'/><category term='tövében'/><category term='informatika'/><category term='földrengés'/><category term='programok'/><category term='dino'/><category term='kapcsolat'/><category term='űrkutatás'/><category term='galaktika'/><category term='Batman'/><category term='tudomány'/><category term='meteor'/><category term='pályázat'/><category term='Tutanhamon kiállítás VAM Design'/><category term='e-book'/><category term='Origami'/><category term='vernor'/><category term='Oren'/><category term='e-könyv'/><category 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rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://www.galaktika.hu/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default?start-index=101&amp;max-results=100'/><author><name>Galaktika</name><uri>http://www.blogger.com/profile/00443726777621838397</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>624</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5086439715785014441.post-429792665445032167</id><published>2012-01-30T09:07:00.003+01:00</published><updated>2012-01-30T09:34:10.653+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tudomány'/><category scheme='http://www.blogger.com/atom/ns#' term='űrkutatás'/><title type='text'>Űrprogramok börzéje - ki, mit, hogyan?</title><content type='html'>&lt;p style="text-align: justify;"&gt;Az űrkutatásban senki nem tervez rövid távra. A nagy  projektek ütemterve gyakran  évtizedeket ölel fel, és sokszor így sem  sikerül tartani a céldátumokat. Bár az &lt;a href="http://galaktikabolt.hu/termek/urkorszak.html"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;űrkorszak&lt;/span&gt;&lt;/a&gt; aranykora kétségkívül  véget értnek tűnik, könnyen lehet, hogy még csak most következik: a kutatások, az űreszközök fejlesztése és a kísérleti  eljárások továbbra is zajlanak. Az űrversenyben Kína és az Egyesült  Államok fej-fej mellett halad; előbbi a mennyiséget, utóbbi a minőséget  helyezi előtérbe. Európa és Oroszország részvétele a gigászok csatájában egyelőre legfeljebb  jelképesnek mondható.&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/termek/stephen_baxter_idohajok.html"&gt;&lt;img style="width: 314px; height: 528px;" src="http://sf.blog.hu/media/image/02_riseoftheplanetoftheapes/id%C5%91hajjjjj.JPG" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/termek/stephen_baxter_idohajok.html"&gt;&lt;span style="font-style: italic; color: rgb(0, 0, 153);"&gt;Az időhajók már előrendelhető!&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;/p&gt;                                              &lt;p style="text-align: justify;"&gt;Kína a közelmúltban hozta nyilvánosságra az űrkutatásra vonatkozó terveit. &lt;a href="http://china.org.cn/government/whitepaper/node_7145648.htm"&gt;Az ötéves ütemterv&lt;/a&gt;  szerint javítanának a gyártókapacitásukon, felgyorsítanák a kutatások  ütemét, és új technológiákat dolgoznának ki. Az űrkutatásra és az egyéb  űrprogramokra egyaránt nagy hangsúlyt fektetnek. Hosszabb távú céljaik  közt szerepel az emberi űrrepülés, a holdkutatás, a nagyfelbontású  Föld-figyelő rendszer kiépítése, valamint a navigációs- és  helymeghatározó rendszerek bővítése. Nemcsak az űrbeli  infrastruktúrájukat kívánják fejleszteni: az újgenerációs  kilövőszerkezetek fejlesztésére is komoly erőforrásokat fordítanak.&lt;/p&gt;                       &lt;br /&gt;                       &lt;p style="text-align: justify;"&gt;A tervek szerint a &lt;a href="http://en.wikipedia.org/wiki/Long_March_%28rocket_family%29"&gt;Long March rakétacsaládnak&lt;/a&gt;  a jövőben háromféle variánsát is elkészítenék. A Long March-5 előnye,  hogy szennyezésmentes, nem mérgező hajtóanyagot használna, és elképesztő  szállítókapacitással rendelkezne: 25 tonnát tud az űrbe juttatni,  illetve 14 tonnát &lt;a href="http://www.sulinet.hu/tart/cikk/ac/0/16956/2"&gt;napszinkron pályára&lt;/a&gt;  állítani. A Long March-6 nagysebességű rakéta, ami 1 tonnát tud 700  kilométeres magasságba juttatni; nagyon hasonló a Long March-7-hez, csak  annak nagyobb - 5,5 tonna - a teherbíró kapacitása. A két utóbbi rakéta  egyaránt képes a napszinkron pályán történő mozgásra.&lt;/p&gt;                         &lt;h3 style="color: rgb(0, 0, 153);"&gt;&lt;a href="http://www.booker.hu/konyv/kis_testver_cory_doctorow/"&gt;A mindent figyelő szem&lt;/a&gt;&lt;/h3&gt;                         &lt;div id="szerkfoto_image_2611904" class="miniapp szerkfotoimage"&gt;                             &lt;div id="szerkfoto_image_2611904_1441814" class="kep kep_balra keret" style="width: 302px"&gt;                                 &lt;img id="kep_2611904" src="http://kep.index.hu/1/0/261/2611/26119/2611904_f3152659a4bcf3a766f57e1e8c7d26c7_wm.gif" alt="Geostat.gif" border="0" height="300" width="300" /&gt;        &lt;div class="kepala" style="width: 292px"&gt;Geostacionárius pálya (a világos pötty a földi megfigyelő) Fotó: wikipedia.org&lt;/div&gt;                             &lt;/div&gt;                         &lt;/div&gt;                         &lt;p style="text-align: justify;"&gt;Kína űrprojektjének aktivitása leginkább a felbocsátott műholdak számán mérhető - ezen a téren tavaly még &lt;a href="http://index.hu/tudomany/urkutatas/2011/12/27/kina_lenyomja_amerikat/"&gt;az Egyesült Államokat is lekörözték&lt;/a&gt;. A jövőben nem kívánnak mérsékelni a tempón. Beindítják az újgenerációs &lt;a href="http://hu.wikipedia.org/wiki/Geostacion%C3%A1rius_p%C3%A1lya"&gt;geostacinárius&lt;/a&gt; (&lt;a href="http://www.stevenswater.com/telemetry_com/geo_info.aspx"&gt;GEO&lt;/a&gt;)  műholdakat, a sztereó térképészeti műholdakat, illetve az  elektromágneses térképezésre alkalmas szateliteket is. A különböző  rendszerek együttműködésével egy, a Földet 24 órában figyelő rendszer  megalkotása a céljuk, amit tudományos és technikai projektek során  szeretnének hasznosítani.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;&lt;/em&gt; &lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/termek/robert_charles_wilson_orveny.html"&gt;&lt;img style="width: 465px; height: 62px;" 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" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;A kommunikációs műholdak tévé- és  rádióműsorok sugárzására, illetve adatátvitelre lesznek alkalmasak, a  nagy kapacitású GEO szatelitek pedig a mobilkommunikáció és a távközlés  területén teljesítenek majd szolgálatot. Az űrbeli navigációs rendszer  kiépítése háromlépcsős projekt, de egyes régiókban már most is működik -  igaz, egyelőre csupán kísérleti jelleggel. A tervek szerint Kína saját  helymeghatározó és navigációs rendszere, ha csak regionális szinten is,  de még 2012 vége előtt működőképes lesz. A komplett navigációs rendszer  kiépítésére 2020 végéig várni kell, de addigra öt GEO műhold és harminc  másik szatelit is csatlakozni fog hozzá.&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;A műholdakat a tudományos kutatásban is egyre nagyobb arányban hasznosítják. A &lt;a href="http://en.wikipedia.org/wiki/Hard_X-ray_Modulation_Telescope"&gt;Hard X-ray Modulation Telescope&lt;/a&gt;  (HXMT) és a Shinjian-9 technológiára épülő tesztműholdak, illetve a  Földre visszatérő műholdak - többek között - a kvantumcsend és a sötét  anyag vizsgálatában fogják segíteni a kutatókat.&lt;/p&gt;                         &lt;h3&gt;Az emberi tényező&lt;/h3&gt;                         &lt;div id="szerkfoto_image_2611918" class="miniapp szerkfotoimage"&gt;                             &lt;div id="szerkfoto_image_2611918_1441814" class="kep kep_balra keret popup" style="width: 302px"&gt;                                 &lt;img id="kep_2611918" src="http://kep.index.hu/1/0/261/2611/26119/2611918_33ee2ed6c436afeb5bfbc76d02577f0f_wm.jpg" alt="000 Hkg5539312" border="0" height="427" width="300" /&gt;                                     &lt;/div&gt;                         &lt;/div&gt;                         &lt;p style="text-align: justify;"&gt;A műhold- és rakétaprojektek nem szorítják  háttérbe az emberi űrutazást sem. Kína eltökéltnek mutatkozik abban,  hogy embert küldjön a Holdra, éppen ezért is tervezik a &lt;a href="http://en.wikipedia.org/wiki/Shenzhou_9"&gt;Shenzhou-9&lt;/a&gt; és a &lt;a href="http://en.wikipedia.org/wiki/Shenzhou_10"&gt;Shenzhou-10&lt;/a&gt;  űrhajók mielőbbi pályára állítását. Ezek az űrhajók - több, személyzet  nélküli modellhez hasonlóan - a Tiangong-1 űrállomáshoz való  csatlakozást is gyakorolni fogják; ezeknek a manővereknek a  holdraszállás során is sorsdöntő szerepe lehet.&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;A kínai kormány űrlaboratóriumokat, illetve az ellátásukra alkalmas űrjárművek beindítását is tervezi. Mivel a &lt;a href="http://hu.wikipedia.org/wiki/Tiangong%E2%80%931"&gt;Tiangong-1&lt;/a&gt; egyelőre csupán &lt;a href="http://index.hu/tudomany/urkutatas/2011/12/27/kina_lenyomja_amerikat/"&gt;kísérleti űrállomásként működik&lt;/a&gt;,  a kínai kormány a létfenntartó berendezések kiépítését, és a középtávú  tartózkodást biztosító technológia fejlesztését is célul tűzte ki.&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;A kínaiak ugyancsak felismerték az űrszemét jelentette &lt;a href="http://index.hu/tudomany/2011/06/29/majdnem_urszemettel_utkozott_az_iss/" title="Majdnem űrszeméttel ütközött az ISS"&gt;kockázatot&lt;/a&gt;. A &lt;a href="http://hu.wikipedia.org/wiki/%C5%B0rszem%C3%A9t"&gt;kozmikus hulladék&lt;/a&gt; megbéníthatja a műholdas kommunikációt, illetve az űrben tartózkodók számára is &lt;a href="http://index.hu/tudomany/urkutatas/2010/09/02/az_urszemet_miatt_panikol_a_pentagon/"&gt;komoly veszélyt jelenthet&lt;/a&gt;.  Kína emiatt igyekszik minimalizálni az ebből fakadó veszély mértékét. A  hajóikat egy újonnan kifejlesztett, az űrszemét figyelésére alkalmas  technológiával szerelik fel, ami még a becsapódás előtt vészjelzést ad.&lt;/p&gt;                         &lt;h3&gt;Mennyiség a minőség felett&lt;br /&gt;&lt;/h3&gt;                         &lt;p style="text-align: justify;"&gt;Ahogy azt korábban is &lt;a href="http://index.hu/tudomany/urkutatas/2011/12/27/kina_lenyomja_amerikat/" title="Kína lenyomja Amerikát az űrversenyben"&gt;megírtuk&lt;/a&gt;,  Kínának minden esélye megvan arra, hogy az űrversenyben lekörözze az  Egyesült Államokat. A nyilvánosságra hozott projektek azonban inkább a  számosságukat tekintve jelenthetnek fölényt. Több elemző szerint Kína  alacsony költségvetésű projekteket futtat, az általuk használt  technológia pedig elmaradott; ezt pedig az sem kompenzálja, hogy a  fellőtt műholdak számát tekintve képesek megelőzni a világ első számú  szuperhatalmát.&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;a href="http://www.booker.hu/konyv/2012__Ehseg_whitley_strieber/"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 499px; height: 149px;" src="http://1.bp.blogspot.com/-K0rqZ0zsh-E/TwVhP6nadXI/AAAAAAAABLo/GWm8Qm3pNe0/s400/500x150_streiber.jpg" alt="" id="BLOGGER_PHOTO_ID_5694064229940360562" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;                         &lt;h3&gt;&lt;a href="http://galaktikabolt.hu/termek/robert_a_heinlein_a_hold_bortoneben.html"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;Hold volt&lt;/span&gt;&lt;/a&gt;, hold nem volt&lt;/h3&gt;                         &lt;p style="text-align: justify;"&gt;Az amerikaiak év elején &lt;a href="http://index.hu/tudomany/urkutatas/2012/01/02/palyara_allt_a_holdszonda/"&gt;pályára állították&lt;/a&gt; a &lt;a href="https://moonkam.ucsd.edu/about/grail_fact_sheet"&gt;GRAIL szateliteket&lt;/a&gt;,  amelyek márciusban kezdik meg a Hold gravitációs mezejének  feltérképezését. A kapott adatokból a kutatók a felszín alatti  tevékenységre következtethetnek; a jelenleg rendelkezésre álló  információk arról tanúskodnak, hogy a Földnek valaha &lt;a href="http://www.wired.co.uk/news/archive/2011-08/04/asymmetric-two-moons"&gt;lehetett egy másik holdja is&lt;/a&gt;.&lt;/p&gt;                         &lt;div id="szerkfoto_gallery_2591184" class="miniapp szerkfotogallery"&gt;                             &lt;div id="szerkfoto_gallery_2591184_1441814" class="kep kep_szeles keret"&gt;                                 &lt;div style="text-align: center;"&gt;&lt;a href="http://galeria.index.hu/tudomany/2012/01/02/grail/" target="galesz2591184" title="Képek a GRAIL misszióról"&gt;                                     &lt;img id="kep2591184" src="http://kep.index.hu/1/0/261/2611/26119/2611922_2c76f8701067be5d78d7a3c025994237_wm.jpg" alt="grail-A-LOI-full" border="0" height="354" width="640" /&gt;                                                                      &lt;/a&gt;&lt;/div&gt;                                 &lt;div id="kepala_2591184" class="kepala" style="width: 632px"&gt;Képek a GRAIL misszióról&lt;/div&gt;                             &lt;/div&gt;                         &lt;/div&gt;                         &lt;h3 style="color: rgb(0, 0, 153);"&gt;&lt;a href="http://www.booker.hu/konyv/marsbeli_kronikak_ray_bradbury/"&gt;Marsbéli krónikák&lt;/a&gt;&lt;/h3&gt;                         &lt;p style="text-align: justify;"&gt;A NASA projektjeinek sorsát nagy mértékben  befolyásolja az űrprogram finanszírozása. A Hubble leváltására tervezett  James Webb űrteleszkóp sorsa például kérdéses, mert már most is &lt;a href="http://www.wired.com/wiredscience/2011/09/astronomers-plead/"&gt;jóval többe kerül a tervezettnél&lt;/a&gt;. A költségvetés ugyancsak befolyásolhatja a jövőbeli Mars-missziók sorsát is. Az &lt;a href="http://www.esa.int/esaCP/index.html"&gt;Európai Űrügynökséggel&lt;/a&gt;  (ESA) aláírt szerződés értelmében az amerikaiaknak két közös küldetésük  is lesz a Marsra (2016-ban, illetve 2018-ban), de finanszírozási  problémái támadnak, az meghiúsíthatja mindkét missziót. Ebben az esetben  az ESA az oroszokhoz is fordulhatna, de az ő &lt;a href="http://www.booker.hu/konyv/a_mars_titka_arthur_c_clarke/"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;Mars-kutatás&lt;/span&gt;&lt;/a&gt;ra irányuló  terveik eddig kudarcba fulladtak - elég csak a Phobosz-Grunt fiaskójára gondolni.&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;Komoly projektnek ígérkezik a &lt;a href="http://www.wired.com/wiredscience/2011/11/msl-launched/"&gt;Mars Science Laboratory&lt;/a&gt;  beindítása. A Mars felszínére ledobott kis laboratórium valójában egy  egytonnás holdjáró, ami a víz és az élet jeleit keresné a vörös bolygón.  A dolog pikantériáját a leszállás adja, ugyanis egy &lt;a href="http://www.wired.com/wiredscience/2012/01/nasa-2012/?pid=2853"&gt;ufószerű űrjárműről engednék le&lt;/a&gt; a felszínre a hatkerekű laboratóriumot. Ugyancsak nagy reményeket fűznek a Mars-járó &lt;a href="http://marsrover.nasa.gov/home/index.html"&gt;Opportunityhez&lt;/a&gt;, illetve a &lt;a href="http://www.nasa.gov/mission_pages/messenger/main/index.html"&gt;MESSENGER&lt;/a&gt;  űrjárműhöz is. Előbbi a Mars alapos vizsgálatára alkalmas, utóbbi pedig  a Merkúr körüli pályán fényképezné a bolygó sarkvidéki területeit. A  NASA szakemberei ugyanis abban reménykednek, hogy a kráterek mélyén  esetleg jeget találhatnak.&lt;/p&gt;                         &lt;h3&gt;Jó mulatság, férfimunka&lt;/h3&gt;                         &lt;p style="text-align: justify;"&gt;A március 16-án induló &lt;a href="http://hu.wikipedia.org/wiki/Nuclear_Spectroscopic_Telescope_Array"&gt;Nuclear Spectroscopic Telescope Array&lt;/a&gt; (NuSTAR) feladata a &lt;a href="http://hu.wikipedia.org/wiki/Szupermassz%C3%ADv_fekete_lyuk"&gt;szupermasszív fekete lyukak&lt;/a&gt;,  illetve az elemi részecskék tanulmányozása lesz. A Wolter típusú  visszaverő optika nagy energiájú röntgensugarakat fog szkennelni az  éjszakai égbolton. (A korábban beüzemelt &lt;a href="http://chandra.si.edu/"&gt;Chandra teleszkóp&lt;/a&gt;  is hasonló eszköz.) A kapott eredmények segíteni fogják az űrkutatók  munkáját, mivel sok kérdésre választ adhatnak a  szupernóva-maradványokról, a fekete lyukakról, illetve a közel  fénysebességgel haladó szubatomi részecskékről.&lt;/p&gt;                         &lt;div id="szerkfoto_image_2611936" class="miniapp szerkfotoimage"&gt;                             &lt;div id="szerkfoto_image_2611936_1441814" class="kep kep_szeles keret popup" style="width: 642px"&gt;                                 &lt;div style="text-align: center;"&gt;&lt;img id="kep_2611936" src="http://kep.index.hu/1/0/261/2611/26119/2611936_9cd9ab6dcccaae292b90602832dc6abb_wm.jpg" alt="000 SAWH990714680910" border="0" height="426" width="640" /&gt;                                         &lt;/div&gt;&lt;div class="kepala" style="width: 632px"&gt;Chandra teleszkóp&lt;span class="photographer"&gt; Kép: NASA&lt;/span&gt;&lt;/div&gt;                             &lt;/div&gt;                         &lt;/div&gt;                         &lt;p style="text-align: justify;"&gt;A &lt;a href="http://rbsp.jhuapl.edu/"&gt;Radiation Belt Storm Probes&lt;/a&gt; küldetés során a Földet érő besugárzást fogják &lt;a href="http://en.wikipedia.org/wiki/Radiation_Belt_Storm_Probes"&gt;tanulmányozni&lt;/a&gt;, az &lt;a href="http://iris.lmsal.com/"&gt;Interface Region Imaging Spectrograph&lt;/a&gt; (IRIS) feladata pedig a napszél és a napkorona vizsgálata lesz. A &lt;a href="http://discovery.nasa.gov/index.cfml"&gt;Discovery Class Program&lt;/a&gt;  a jövő bolygófelderítéseire irányul. Bár komoly tudományos jelentőségük  is lehet, ezek viszonylag kis költségvetésű küldetések. Nem csoda, hogy  a NASA &lt;a href="http://discovery.nasa.gov/news/index.cfml?ID=1034"&gt;hármat is tervez&lt;/a&gt; belőlük – igaz, ezek legkorábban 2016-ban indulhatnak.&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;A &lt;a href="http://adsabs.harvard.edu/abs/2010AGUFMDI43A1938B"&gt;Geophysical Monitoring Station&lt;/a&gt;  (GEMS) a Mars-kutatásra irányul: a bolygófelszínre dobott  szeizmométerrel a planéta struktúráját lehetne vizsgálni. Hasonló  jellegű a &lt;a href="http://en.wikipedia.org/wiki/Titan_Mare_Explorer"&gt;Titan Mare Explorer&lt;/a&gt;  (TiME) is - ebben az esetben a Szaturnusz holdjára dobnának egy  csónakot, hogy a képlékeny bolygófelszín összetételét vizsgálják. A  felszíni vizsgálatok a jelek szerint igencsak izgatják a NASA  fantáziáját; erre a &lt;a href="http://en.wikipedia.org/wiki/Comet_Hopper"&gt;Comet Hopper&lt;/a&gt;  nevű eszköz a legjobb bizonyíték. A modul ugyanis egy üstökös felszínén  pattogna, azt vizsgálva, hogy az égitest állaga miként változik, amint  egyre közelebb ér a Naphoz.&lt;/p&gt;&lt;p&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/kategoria/konyvek.html" target="_blank"&gt;&lt;img src="http://m.blog.hu/sf/sf/image/bannerek,%20akic%C3%B3k/980x300_ujak.jpg" style="width: 502px; height: 155px;" class="imgnotext" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;                         &lt;h3&gt;Szabad kezdeményezések hálózata&lt;/h3&gt;                         &lt;p style="text-align: justify;"&gt;Érdemes megemlíteni, hogy a civil űrhajózás  szintén jelentős lökést adhat az amerikai űrkutatásnak, függetlenül  attól, hogy a jelenlegi kezdeményezések még csak gyerekcipőben járnak.  Emblematikus pillanat lesz február hetedike: a Dragon űrkapszula ezen a  napon fog csatlakozni a Nemzetközi Űrállomáshoz. Ez önmagában nem  számítana jelentős eseménynek, viszont ez az első alkalom, hogy egy &lt;a href="http://index.hu/tudomany/urkutatas/2011/12/09/indulhat_az_elso_privatgep_az_urallomasra/"&gt;privát cég vállalkozik&lt;/a&gt; arra, hogy szállítmányt juttasson el az űrállomás legénységének. Ha a kalifornai &lt;a href="http://www.spacex.com/"&gt;SpaceX&lt;/a&gt;  projektje sikerrel jár, az a NASA számára is örvendetes esemény lehet,  mivel a magánvállalatok potenciáljából ők is hasznot húzhatnának, és nem  kéne a dollármilliókat fizetni a Szojuz helybérletéért.&lt;/p&gt;                         &lt;h3&gt;&lt;a href="http://www.booker.hu/konyv/europa_atlantisza_a_minoszi_civilizacio_tundoklese_es_hanyatlasa_dr_moczar_istvan/"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;Európa&lt;/span&gt;&lt;/a&gt; csendes&lt;/h3&gt;                         &lt;p style="text-align: justify;"&gt;A kínai és amerikai űrprogramnál kevésbé mozgalmas ütemtervvel &lt;a href="http://www.esa.int/esaCP/SEMK3RGXTWG_index_0.html"&gt;büszkélkedhet&lt;/a&gt; az Európai Űrügynökség (ESA). A &lt;a href="http://en.wikipedia.org/wiki/Vega_%28rocket%29"&gt;Vega&lt;/a&gt;  első indítása mindenképpen ide tartozik; ez lesz az első bemutatkozása  az első generációs európai hordozórakétáknak, melyek közül a Vega a  legkisebb. A február 9-én esedékes kilövés helyszíne a &lt;a href="http://hu.wikipedia.org/wiki/Guyana_%C5%B0rk%C3%B6zpont"&gt;Guayana Űrközpont&lt;/a&gt; lesz.&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;A &lt;a href="http://www.esa.int/esaLP/ESA3QZJE43D_LPswarm_0.html"&gt;Swarm-misszió&lt;/a&gt;  európai kezdeményezés. A három műhold együttműködésével végzett  kísérlet során a Föld mágneses mezejét és hőmérsékletét fogják  vizsgálni. A bolygó geofizikai felépítésének és klímájának vizsgálata  több szempontból is fontos eredményeket szülhet. A Swarm-rendszer  műholdjai 400-550 kilométeres magasságból fogják vizsgálni a Földet,  miközben nagy pontosságú méréseket végeznek a mágneses mező erejéről.&lt;/p&gt;                         &lt;div id="szerkfoto_image_2611952" class="miniapp szerkfotoimage"&gt;                             &lt;div id="szerkfoto_image_2611952_1441814" class="kep kep_szeles keret" style="width: 642px; text-align: center;"&gt;                                 &lt;img id="kep_2611952" src="http://kep.index.hu/1/0/261/2611/26119/2611952_ce2f7f14521e1ddb80f23b7ec7203b0e_wm.jpg" alt="sat" border="0" height="300" width="640" /&gt;                             &lt;/div&gt;                         &lt;/div&gt;                         &lt;p style="text-align: justify;"&gt;Szintén említésre méltó az &lt;a href="http://hu.wikipedia.org/wiki/Ariane%E2%80%935"&gt;Ariane-5&lt;/a&gt;  következő küldetése; a hordozórakéta fogja az űrbe juttatni azt az  ATV-3 modult, ami a Nemzetközi Űrállomás személyzetének ellátásáért  felelős. A hét tonnás szállítóeszköz ételt, vizet, nyersanyagokat és  felszerelést szállít az ISS-re, miközben három tonnányi üzemanyagot éget  el. A sokoldalú jármű fejlett eszköznek számít, az automatikus  manőverezés segítségével még az űrszemét elkerülésére is képes. Európa  az ATV-3 fellövésével kíván hozzájárulni a Nemzetközi Űrállomás  működtetéséhez.&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;A &lt;a href="http://www.booker.hu/konyv/galileo_galilei_philip_steele/"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;Galileo&lt;/span&gt;&lt;/a&gt;-műholdak tesztelése véget ért, a  szatellitek azóta pályára álltak. Az európai navigációs és  helymeghatározó rendszer kiépítésére az Európai Unió &lt;a href="http://index.hu/tech/2011/11/30/hetmilliard_eurot_szannanak_a_galileo-projektre/" title="Hétmilliárd eurót kap a Galileo-projekt"&gt;hétmilliárd eurót szán&lt;/a&gt;;  a kezdeményezéshez nagy reményeket fűznek. A jelenleg üzemben négy  műholdhoz augusztus-szeptember körül csatlakozhat az új műholdpár; a hat  szatelit és a földfelszíni hálózat együttese teszi teljessé az eredeti  koncepciót.&lt;/p&gt;                         &lt;h3 style="color: rgb(51, 51, 255);"&gt;&lt;a href="http://www.booker.hu/konyv/barmi_aron_jeffery_deaver/"&gt;Oroszországból szeretettel&lt;/a&gt;&lt;/h3&gt;                         &lt;p style="text-align: justify;"&gt;Európához hasonlóan Oroszország sem fordít  túl sok figyelmet az innovációra. A hidegháborús nyomás már nem  fenyegeti az egykori pionírt, így megteheti, hogy a 2012-es űrprogramja  jóformán semmi másból ne álljon, mint más országok műholdjainak &lt;a href="http://www.russianspaceweb.com/2012.html"&gt;világűrbe juttatásából&lt;/a&gt;.  Úgy tűnik, Oroszország beéri azzal, hogy űrtaxisként segíti az egész  világot: Az űrbe juttatott műholdak száma az ütemterv szerint 2012-ben a  negyvenet is meghaladhatja, de ezen kívül csak néhány, az ISS-re induló  szállítmány célba juttatását, valamint az &lt;a href="http://www.booker.hu/konyv/limit_1-2_frank_schatzing/"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;amerikai űrturisták&lt;/span&gt;&lt;/a&gt;  dollármilliókkal honorált fuvarjait vállalja magára.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;index.hu/tudomány nyomán&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5086439715785014441-429792665445032167?l=www.galaktika.hu' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/429792665445032167'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/429792665445032167'/><link rel='alternate' type='text/html' href='http://www.galaktika.hu/2012/01/urprogramok-borzeje-ki-mit-hogyan.html' title='Űrprogramok börzéje - ki, mit, hogyan?'/><author><name>Galaktika</name><uri>http://www.blogger.com/profile/00443726777621838397</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-K0rqZ0zsh-E/TwVhP6nadXI/AAAAAAAABLo/GWm8Qm3pNe0/s72-c/500x150_streiber.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5086439715785014441.post-1367863493799170650</id><published>2012-01-27T09:27:00.003+01:00</published><updated>2012-01-27T09:59:06.731+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Föld'/><category scheme='http://www.blogger.com/atom/ns#' term='tudomány'/><title type='text'>Az eddigi legrészletesebb totál-fotó a Földről</title><content type='html'>&lt;div id="leades"&gt;&lt;p style="text-align: justify;"&gt;Még a felhők árnyékai is láthatók azon a  képen, amelyet a &lt;a href="http://galaktikabolt.hu/termek/urkorszak.html"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;NASA&lt;/span&gt;&lt;/a&gt; most közölt bolygónkról. A rendkívül részletes  felvétel szabadon letölthető, és nagy felbontása révén  számtalan látnivalót lehet megkeresni rajta.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://www.galaktikabolt.hu/"&gt;&lt;img style="width: 499px; height: 62px;" 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XZRd2zo1VcW6YRWNXyqdxl808NzcDMzdafptM5KQ8g0ST5cZC+4UL2kKt2o4oE3td7GUYT71zjxpF8K8BjR7Pw3/AEV9JkZmXoc3MHvbrZSRGSSWeBg8UMQU3SPkSxvY3AqYFW6sbnxfFUY3YxwhGtEk82+bph2j3jePi5MML/8AMOVL5n5BG8MDx8MhkxbhAk0rBmgfgpZiGBC9KiRn3kpRbXhRW2surrVVlnVL7lXBYZjOTsva8pzNpi6yaXU7rHOh8bz8cqPbWHjjySID1C9CQen9tNUojZrYjblNK5bl4lyL417yTMN5k8OJsptBrdhNnaHVzMMASkEK7ge7awF/nuL0G6HX2MXOCuzio3ZrvU9nsM7Q1Gyh4EdqItTAzY8my8jGPFcPl5AjUj05Nx/sruQei1V8EfI9y/G3Mv8AFP4mwOFHk73Y7aVQ3Od0xVI6COP+mjA/5VFc+5dcYKCzpidzyryxX7stxNf7Sl3V+5/Je8fx3jhV5Cg5kgK1/m+5R3o7WPdbMf5RebvRjXJV7f6DGHm7DEfJCyCFdjC2PkoVRg0RtdDyDFfwtV8jzsJAZMjM1+BtsYwxyRbWJIZJQziRUjkEie2ytbiXUcvlN/sqvVUsgxiXcpmavaZeblsM/M1qabZ5nL3JIyskbwZPC4J91YvYlC9bgN1LWoVHTEPGtp4frsyDDTYTTZBw81xuc2P24INrNEIsVo0bkyRxKGHuN/E1+lqZDIzy+L7HY6bLys3ImXY4+TEmLFPMskTxyK75GQxJZgkKR8nkBIN6lAF/qfGcTY67XY2nzvpYY8qfH2WfHK7NPAcf6j3zCePAlYZVRCB6XJ60OoJkR5Br5JpDjwz4zM3yZhELTuDdQXCxxLyIc9L97dajZC33GBstJv58XMmhSDAb2TnBBjLkSBWZuESlGd7y8XZT0K9xRIPT6fKnnjIxo82fIxIsxIcrnOGxOJf3gIzkyxi79eci9r9uwIZh2xZ8RiEA4yfIoFuN+wHU9Kt2kdV6K9MCm46RZFRYV7FHMZ4iiQ93oUIesB37/CoQ/W6uCBXzo+lUJqy36rcfC9qlSUI+4eJSwsTepUlCcbdKgGEDVABLBuIQEm1mH2/ZRKzh6D7qJAU04iUn1PYUGWQiJXZ7seppWy2h1Y+tzRJUYA+yhQFTpXp2qUJU5wNQlRd9lrotjDrJMhE2GRG80GMTZ3SMgOyj1tepp4iu4k6VxKLyTZ+XRybTF0mDj88HCXMhyskySCZ39wLCkSBPmvCbkv0uvQ3p4xXEpu3J4qKyRiBLvPIv0tzPKdbssnJ2ORrJoc7DPH21dGHu+ykax+2yqj8e5Knrc2NWUSlShl1ynZc03VxNL4b/AKL5X+mmvgCrJhy4K4OXCLfJJHGI5F+wgi6/garmnGRr2843LKXClDGeFa3eY/6aY2Vj4H+r7LU7CZtLHz9rnFzMLsrN/AQ8nT1p7lHLlUo2muNhNLVKMu77vmfSXxXaNWkThIwBdAeViR1F+l7VlaO7C6yvnwBzDcFaxvxI6G3xpMjZC7gZHyXEwI1ZpLI5BsF/Na/YD4ffWvYK+ridmuop8yntZWGt1TTzMc/t8vk7W6/C/wBl+tvvr6ZY16F4lNXGh8Y3Hh634ddFcKnAKuM5L0qEBs1qrbGSNTB4LNN+nWV5Ysp9/GyIwcMW/wDk3LRe+R36zrxH+VqwS3lLyt9Ht5dhpVitvV6UM1rdftdnO0Gtw586dVLtFjRvK4UEAsVQMbde9aJ3oxVW6FcbbeSJ4er3GdmSYWHg5GTmxBjLjQxPJKoQ2bkigsOJ6HpUd+MVVtJEVtt0SDxeOeTTZk+FDqc2TMxbHJxkx5WliDfl9xAvJb+l6D3MEq6lR9IValWlGQ2Wh8h1kXu7HV5eFETYSZEEsS3+F3VRUjuISyafrI7Ulmg2F4t5dlwR5GJpM/Ixpl5RTRYszo6k2urKpBH3UHu7adHJdoysyeSZXTY2ZHl/SPBImWHEZxmRhJzPQLwI5X+yrldTVa4CaHkW3/Jnmq35aDZKB3vhzi1v9iqlu7f7o9qGdmfJ9hVpNatGoqoWcck+PMYZ42ilW3KNwVYXFxcH7Kr1prAWUC8wtft8vGbKxcLInx47+5NFE7otu92UECqpXop0bVRfCk1VIimR0qORXpNlsNX4th+LanfCDOk/1R5ozjnKhX2zAxUnn9M3Ll9wrnxv3HclCse70P5myVm2oKVHj0/oU22fSj6J9Q0xXIh5ZEE7rJJHMJHThyRIwQVVWHT1q63OeOoouQjhpPT4O3xREcnByIBOeMBlidOZPonIDl+FFX4vJoSVmSzTGm0Xk0al5NRmoi3LM2PKALd7krQW5h+5do38af7X2Fc2SCtXKZXpB5BliYJKjRsVVwHBUlWHJW6+hBuKaNxMLhQHBhbDPdo8HFmynUXZII2kIv8AEKDRd6Mc3QeFtvJVEZdLvJM58CLXZT5yKXfFWGQyhR3YxheVvwpv5EEq1VOstjalWlHUHFofI2zZMJdVmNmRKJJcYY8pkVG/KzJx5AG/Qmi9zCldSp1jeDKtKMk8OViztjZUL4+TGbSQyqUdTa9mVgCKshcUlVYoqlFrBj2I9mFMypov8f5kFVMqYy63VW/CgRgwvWiAIoqACWoACqLrShQB1+amIBkSiiCsq9adEIcaJCSr1qEJ8fnFKEtMcfKKqYkhkLSlbOhagDki/LUQwoy9asQp7jRAEZfloFnAGV61CI6q9ajCHRetIyHskWShHMdFY471chxVx1pwgmFEh1V60ABuHQClqAgmRkRSS+zK8QlQxScGK8kburW7qbdqjinmh4yayFszJyJIo4pJXeKAFYY2YlUDEsQoPRbk36U0YpNtLMareBX5Wz2cs88rZczS5S+3lSGRy0qdPlkN7svyjofhTRtxSSosMugbXLOuYxgvk/S/S+6/0vP3fY5H2/ctx58e3K3S9CSVa0xFcnSnAvVy8+T3WlyZZGyCrTs7sxkZPyl7n5ivpeqNEVSiWAkrknm8x9tzu5AiybDJcJfgGmkPG4Km1z06EiqlYtrKK7Au9N/c+0Hj5ebjC2PPJD8yv/Tdl+ZL8W6EdVubGmlCMs1UWM5LJ0DZW222XGY8vOyMiM2uksruOnboxNLGzCLrGKXqGlenLBtv1isubmex7Hvyexx4e1zbhw5e5x43tbn81vj1p1CNa0xF1ypSuAnNn5xBByJSDEMcgu1jCCCI+/5AQDx7U8bceSzr6+YdcufR6hZs/OWL2RkSiERmERh24+2z+4Ute3Ev81vj1p/DjWtFUKm6UqK5ey2EuKuLLlSyY0dvbgaRjGvG/Gyk2FubW+80Y24p1SVRtcmqN4CieRb/ABQVxdnlwKUWEiKeRB7aFiqfKw+VebWH2mi9vblnFP1IsjdmsmxPB2+5wnlbBzsjFM3++MErxl/83Ejl+NPOzCX1JOnNBjOSybR3F8h32tEg12yysP3jym+nnki5kercGFz19aE7EJ/VFPrQY3ZRybQnLuNu5JfOyGukkRvK5+SZi8qd/wAsjMSw9SetFWocl/TIGuXMAdnsvq/q/q5vq+HtfUe4/ue37ftcOd+XH2/kt/L07UfDjSlFT0fvDrda1DQ7Pbf6f/pozZxri3I4Xuv7Ba97+3fhe/2UHajq1UWrnxBrlSlcCPHiKYrYGfohoSyIjM7NTLkJCP8AxHC/tNq4u+uaYt8jr+XWHduwh+6SXazTAAAAdh0FeCZ+h4pJURovDdjh4Oc5kzBr58uNsT/UGjMgx4phxkkUDry49B99FNHP8yszuQVI61F6tNaamsl1Gj0sXlE2d/rGn3ce7y9BkprtLjTi5nSZSpaNGYcECk9T6Dv0plXM5e5lt4w8K7bdqN2OubX205vi/n0lplYWp0OVN5HHiRNkePwR4Zkj6x5W9nAZioHTjj8iT9v3UMjLbuXNxFWHJ0vScumNmP8Aq9xR+ET76bMyMPcTSRaTU5I3W5jnXjI+QhAijYydeUsvEBT99BG/zSFmMVK0k7tyPhwplpebw5KuJZ+S6XP+qfG2sMGd5d5jmRtCkDCVcXARhYxSEHiX/Ly9FU0WjJstzDSpW247fbQda4apvmujOnNink3i/hCYHkW21L5WAmpyIsPBFyYciYj5wjsS7X6np0Ci/rUdB9lvN052rdxRn4kXKXOK4V4frhwMzmReUa3Qa2fKzGgxJxJ/puC0jCVYXPJpljt8kbsOhv19KCeB04eBcvTjGNZKmqVMK8q8Wioy9VtMWKKbKw54Ip0EsMkkbKHjJsHBI/KT60rkaI3YSbUZJtYPHjyEW++pFizVBHaZyYWBPkN3RTxHxY9AP21os23OSRzfMN2rFmU3wXtKD9P4pp999WQT9Chn5WvZ+yfsJv8AhXR381CFOZ898n2kr1+q4e94L5+o18zIX/prwiUWRb3sBXIq3i8z6DatRhFQj9EMF6dI1gY8EcLZUqf1Cf6bk36enH4Gurt40gqnzDz294m7nThh2DRxuaNO5HuSXjMRH5R0IB/xW607OYmUU+M3uD2W6Bm9tH6gWsS1/vqovTKjKiyMBJ5eQcTKYZo2B4usnflYjsQGH2gGpQdMp50KwGwHX0pA1PYuFHLHHII1OVxKiwsWPorW/vppMKHdRtcnX/Ww42UUkljWWHKW1xlYziWNlv6Ec4/tDUFgGolDs0TZYhOuxpFSdMmfGiDQiT2G5gXJkCKxHUKv3WqPDEiLPb7ibyjOmxtyypuhLJNqMxr2eCeRpWwXbuQpcmBv5rr/ABCxT1IOZqNxscLBXyzYqyxR5Otw9D49HJZZZYh7Mc7LHfkoSKFuR7Xa1BkPnULxzfPyZZENvZ6cLfEH/rrpeUwrcb5Izbl0iNW6V6ZHPPAXqAPEhe3eoQgaDCfrASfgK+cVPp1CQf0oi0OmQsFBtZRYdKlQ0JoSbAd6gGgpuDY9xRK2gkZ49fWjUDCe6gUs3W3e9BsCiVc0xkk5Ht6CgXxiTReTA+lAIYDrTCshmZuBhIJMzJixo2PFXmdY1JPoCxFRIEppZme2HnaYPmOp8bbAkU7cucfYzOi47pGvJvb4GVmbpYKwXuKdQqqmWe4pNRpnxKjI8i3eB+suFpttsRNqdlhyPq8eILCkeTc/LKFPJ/kQ8eZIuRbrTaU41RR4ko3lFvBrAV/Vfx7M22+xG065Q8nwcZMnTTYoAVXExEgmdykaowI/Mfuv1BNt0WOQu6g5SVK6lkaH9Ov1DwvJsP6PO44HlGGTDs9U54SCWPozxo3UobX6X49j8Ss4U6i7b7lTVHhJZoqf010fkeg3/kmBFrmTxXLz3yddkzMISnMf1FWFh7hX8qqSAOnrejOjS5le2jKEpKndrgX+P+mXiWJmZOVhYsuGMvrlYuNkZEGNKfi8EbrGfha1rfjQ1suViCdVhXpL8YMMUaxQRJDDGoSOGNQqIqiwVVHQAD0qtmmEklgLTYpvSl8ZFdscDPOHO+EqnJVSIud+HP0vbrQUVxLVeofEdzLsn2Eq7DkMhWIdXABFj26dOlfRvK7NiNpO1k+0+ZebbjcXLr8bNcOHqEwK6RyiYqAPNQZDuDgZWx2ONr8VeeTlypBCnxeRgq/vNZ7s1FNvJFsI1dEfXPEtj4VL5jk+PLtsiXX7bB/5ejxHxFSEcFCJIswnY8mlDOD7f5n9K4l+Nzw1OirF6s/0OjalDVprg1Q+ceL4OdqP1L1OBPeLMwtxjwTWuLMmSqNb7DW69JSstrJxfuM9tabiXSfRtVhw+c7zT+ZaZFh8m1WxxF8n18YA92NZlAzol+0D+oP+jYJydmLty+iSel/A0xXiNSX1J4/MzH6JySf/AMrYb8jyK5pLX63+mlN71o8w/wCB+r3lW1/5O09+heXlzedRaea+RptpBkxbbDkN4XiELvydT8twyjr3/bQ8wS8PV9ypQm1ffpwZYaLTw7P9KJ9Zj7ODBjfyxI8PLyjKIyTi8U+aJJOLN3ubL8SKquXHG9qar/t/EeMa26V+4pv1n2M2X5xLiz48kORqseHXzTTW9zJaFb/UtYn/AHga69fy2+6tPl8aW6p5uvV0Fe5dZdRqPMIMaHa+L7f/AFyHX7DX+L4uTi4jLL7ssuPjyyxry9v2OMjjiVaS5Fxa5F89htxnHTVO4/a+0tuJVi60aifPfBtONp5JjQzKrYuNyyswSOsaGLHHMozuVVfcIEYJPdq6G5u6YOmbwMtqFZGy/VzAyMhNJ5cyxCbbYy4+1GM8csa52KoRrPCzp86WsAfSsmxnTVb/AGvDqZbuo1pLnn1mg0Euq36eP4eNsZvHPMdLBFjYeJkI302Q4JlR1ZfyNLzu1/zXtY1Tc1Q1NrXbk8ea/oNFKWlJ6ZxMDmQZOLn5OLkKEyIJXjmRewdGKsBb4EV0IyTSayOdJUbTPoGbm4eL+l3ixytfFsA0+bxWZ5kC2mN7ey8Z6/bXNUW786OmRslJKzGqrmV2BvMdPNMXybG1Uh1OL7XLFjW4j9jFRJAhJP8Auj8ykn4E2pp234bg33n8xI3F4imlgvkN7vSY7eM5+z8b3LbPS+/FLscLJVlyceRmZY3a/Rr8ypYWv9tJbuPWlONJcOTGuW1obg6x48zRnN1OJvfBszOzciDJTU4giSOMNE5bkqiWXnzVSxs1o26VRSTjcSS+pl+qKlBt/ajKZXjmdN+oGVqtiI4n+pefOMTBIlhP9dyjPxCgofl5W9K1xvJWlJcsPcZXZbutPmWn6j4c2x0Wp8laKGLJS+v2MWNJHLGjIS0BBiZ16x/3VXs56ZOHDNfEt3UdUVPjk/gIfqNGdbrvHtVgf09VJrosxinQT5ExPuSPb8zAAWv2FXbN6pSk/q1U6kLuVpUYrKlSm8Y2O1zPMfERmM7xYuXBj4sz8rmMZHMpyP5uJkt9g6VZfjFW504r4EsybnGpp/E9dro/1vkyk3kE2U2wzycJY8oSkss10LtEsfy+vz26dKy35y/jU04UXLo6TVbivGrXi+ZhdJusLCg3GPla2HPmz0MWPlSn58ZwxJkj6Hqb/Z2+8HqO3KTi1KlPaYdaVU1WvsI43pWxGRmhwDdAKrkVMsFXlGR8KUAErY0QBFFQAQCgQLGOhoMCByrY0UEC69KJBWZKeJAXGmISVetBsgQr8wpQlnjL8oqpiSGQvSlK2d41AHpF+WohhNl61YhToXqKICbjoKVFjBkdaJESRetBhDovWlYQeX2tUiOiukHerUOKstOiAiKJAkaXNBsAUiwJ+ApQIXC9L04yEco96KGRXBeUlWBLjBg6CqZMSTLWOOqmxA4TpQAd40KkPFelQgrN606CJy06ILSUwyK/JbvToZFfJ1NOOjgWy3ohF36m9AgBxUCcVCTUANRRgC9BgqSIvUALZnRDVdx4DQM9jr725iHol3P4Dp++vL+c3aWn04HtPw/beJvof4ay7F8zQ15Cp9sPUSEkkkjcPGzI6/ldSVYfcR1qOQJJNUZcaTzHyHSxxw4GUBjxTHJjx5USWMTFSnucWB+ax/vqeIYd15bYvtua7zVKp0dM6B/+bJsrX/6ZsFL4uXnjP3WUvzZGUQRZWJKiy9bDtU1lf8BQn4kPqjDTBfbH+pq9J5DqNpsNjtptrFrvI86JtfqROpixdfi8SodWHTkI14ix/M331E6nH3W0uWYQtqDnZi9c6YyuS/rj1Iscv6XyLKxMnM3GJ/y34ykGFBk5wZcTPzwnKWyIY/lCi3T0HrejnxwRmt6ttGUYW5ePfbk1H6oQrhi64/EBv1iz5dTJtpopf9NgfdeRSCwDtI4XFxlQkcf6aqqx+i/behJ/qWbSttTVtNa5K3b9X1Sr14uXMotR5N5V5ZsthpZZVaLfvGc6eQEjEw8dzK4j6gJGq+n95oRk2+s2bnY7faW43UsbVdKX3SlhjzZ3zbx9II8/yHIwBr9ZkNHi+O4bWV5kZeX1DKpv+Qcjy+NqdriUbHdatNlS1zVXcfJ/t+B8S81zk/p4Kt1X+pKB8f4Qa6/l1rOT6jgflO8xjZXDF/A0Pierk1fi7TSG2RsZfnQjqojAPf8A2hWHe3NdzoR0PINp4MHVd+lX0OWS9UfeMsQEJbsBeqDttKKbZba2fXZOJFPDjPC1gWVkfmrD83fvc+orp2k8j4zuJuc3J8XUbZ8F4zJ7wU9nsept6FT1v++rGhY1FY8RYWafIHzcOSxNYFeb2Qff0uaQuqUe0ihnjnhsfdP5VALAkdRYgWo0CmZfIx3jQxzHgqmxJ6W9KDiPU6MrDx8Jm5BQ6lSykdLC34lv7KrlmPEr48rXtdfdVWuPzdB3/ZReYrTJ4udroNhlTTSCRAFix3A6EerW+HSkkm0Ggnss+CTIDYzCQAABnQG3rYch6GmUcCxSaAHMMssk+U3Od1sXsAWYkXZrDqfUn1NFoVjuAjFebKQW7XFrgX613fJ7dIt82Yt08Uh4Lf7q7lDGcYgdB2oMhE0AnKBD9TrJ16183qfU3EmZyVCnsvajUTSe9yoGgSN7ioK0HVqNStoMWAFQVITycnk3FT8q/voNlsYCks8MKNPPIsMMYu8kjBVUfEsegqIeTSWIzr8zFzsaPKxJVnxpBeOZDdGF7XUjuPtotUK1JNVRmvBv1CxPJMvYanJi+h3ODI4OKSR7mMW/pTRk2JupF/29iKsnCmJjsblXG4vCSMXsddh6zzzyPxrbYs+4xPI9eMnSCUPl5AljDAwxyyc2WzcmuWsvEE1YnWKa4GOcVG5KLVVJYcSfmHhG31P6K6eTMlvvfFXTMEiSFSqvMeUKyKQfkV1F1P8AB0oxknN8mC9ZcbKr9US78j8Uh8l8c8e2fg+uTC2eNmw7DHyJE+nRCFDSfUM4WSS7WBKqxJH30IujdRrlvXGLgqOtTd4XjuyfyBPIM7N9rJ+lXEbXYvFsfiGLnlJInuOeTXBXh91JXChoUXq1NlvgaTWYLTSYWJFjyZDmXIkjQK0jsblnYdWN/U0BlRZDntfEVKE1HjFUoRTPGFeJ78vT7qlA6gUuPGR8t72+a/ahQKmxWWBlBZR2/Z+NLpLozqfOv1H02hbHM82SkOzAuo/icfykDr6/mNdfyfcXrdzuJyjxRzvOrVm7a/3Goyjkz5ZYAkA3sbXHrXvkfPGdNAUgzUjYyRaeL+VT+N7L/UcXCxcvMUEQSZSyt7V1KsUEckYuQ3c3t6WrJuLKuKjbS6C+1c0OtBLA264O8h20GFBfHlE0GGTP7KOvVLESib5GsReT77ihK3qjpb9wIzo60L7L/UTNy/LYPKpdRrht4XExZVyVjeZOPtyugntyTh0tYH+IGqY7NK3orLT6vkWu+3LVRVEdP5ftNJ5QvkWmhhwMhWJOJF7rY5VhZ42WSR3KN3I5/dbpTz20Zw0Sx94sbzjLUsD3iXlub4vuTuMLExsjPAYQvkiVhH7gKvxVJI1PJWI+a9S/t1cjpbdCW7zg6o8fLs2DHyoNRh4umXOQxZj4Sy+5JExu0fuTyTuiN6qhUH16UP4ybTk3KnP9CeM+GBJfMchfEG8VGswv9Pab6pprZHv/AFPD2xNy97jyCdOPHh/hpf4y8TXV19WXYN43d00RHe+Z7PfprjuMfGzMrXKkQzWWRJ5oU7RTsjqHH+Kwf/F3o2tsoV0tqvpgSd5ypXgWey/USTZZOvy83x/VTzayGLGwiy5nFYYDeJGUZPFwt/4wb+tCGz0ppSljnl8hpX60bSw6/mVuJ5dlQ4e4x3wMTIm3nL67MlE/v2aQTBUKSoqgSqH/AC9T+a46VY9um4ur7uWXyEV2ieGYfE80y4vEW8VfX4c+uaZsr3JROZlnI4iVWEqqpVelgvH4g3Nw9snc11dfV8ieM9OmioWOF53sFlwcl8HCk2eujihw9m0b++iwKEiJVXELtGFHFnjJ6Ur2ixVXpfD0xF8d4OiquIqZpJ5myJmMssjF5WYklmY3JJ79TVumiojM3jU1c3mr5WoxdRPp9e2vwmZsWEDKUozm7Hms4c3J63NY/wCLSTkpSq+r5F0tzWKi4qi6/mcj8uz4nwfo8TEw4cD3/bx4kdo3+qQRze6JXkL8kHHqe1B7ZOtW3WnsF/ktUokqfEDNvZ2wpcDGxMfCwcmRJcvHgEtpjGSUV2eR34gn8qsBRVjGrbbFd/CiSSLDK81ysibAnfV4An1kSQYEgSY+1HEboOLTMjcT25g1UtqlVVeOfpQse6bo6LDL0qLQ+TZ19lJlY8GblbUFcvLnEvulSVPFTHJGqjkgPQfZ26UzsLCjoogV941xciWq8iydfpczTrhY2ThZzK+SJxMSSn5LcJEC8T1uBf40ZWFKSlVpokL7jFxommCj3+cNZFq82CDY4GMS2LFlK5MXL8wjkiaKQA/y8rVb/HWrUm03yAr7pR4oA/lGbDtcDZJhYl9UoXX4gSRYImVzIH4pIrM3M3JZjf1vRe2Wlqr72Y8dw9SdFgIYnmudrvLZfKMfX4Q2cjSSAFZzEks3ISSKnu925nuSB6AUZbVSt6G3T1fItjfalqoqnNV5Vl4Ue3hxMTFhg3MYhyIuDSCNev8AuWld3X8x7sf3CrXt1LS233fTErd5qtEu8BgNakzMy61snW1LIqaLuDv99VikJI7GmTFPKKIGFAoECRDrSsByZKiCBZelNUgtMnSmTCB40wCSr1oMgTj1FAJZYq/KKqYshoL0palbO8agDki/LUQeAoy9asQrPKvWjUiJyL0FKiwHxo1IiaL1oMgeNaRsKF8zvTRHRXyjpViHFmFOQhx60akCxJStgZ2UWj+80FmRAWWy0wSsyzVkRkAxIuUlGTCy+xIbAVRJlTH0Sq2xQgWgQ9xqEISCy1EQSlq1BFZKdBQpObCmQyKyc3JqxDC3Hk1EdEZugtUILOKhARW5qBDQxdb1GKw7L6CghTnCoQr9k3FDWe88C22io0ac83Jm/lUID95v/dXjfO7mUT6j+Abfv3LnJKPbj8C7tXn6H0091qMBy96SpD1SgtRHbbfH1sUbSAvLKwWOJerG59AO9aNvtnceGSOV5t5xa2UE5Yylkve/UWGZHDrQq7nITByynuPgEGSWNe/9TgCqsB3XlcetP/Fb+ntPMS/OLal/xya60vTtGX1WxXEfLiBkwYlWZnBPHi7CMNwaxDBiAwtcXF+9ZpQadGek2PmljcRVy0/qwcWsVhWj5YY8nwH8Dy7Z4zTidYthBlzRT5kOUvIStDbiGIsePQAikqzVe2FuaTjWDimk48KljN51Jk425kkj9jcbwxYsuVCAsOPr47coIYx83WwB+Ip1KpjXlijK2k627VZJPOU39zfpiUfnvlkEscAjdzq9Tjri66ORiS9urP163duvX0q6zbdySijPcnHY2J3rlPEm69b4L1HymNuTSbjLHukyWxYT/wCPkH8ot/Inc/srt3ZaUrcf6L5s8DYdXLdXsce6v3T/ANMePqR9P2MORiwa/AnuMjHxY2yLi39af+q/T/bA/CuJP6m11dh7TyVS/jRlJ1lNuT9bKfaCUa/I9uwYowFzbuLUbf1Ifzm94e1nJcqduBW6Xy3OwF+kmX6siwhD8vcHTovYkj8K6KuOh8pdlPE3WuzHTEOfsIIsOQqWINiUX/Ex9fsp1XiV8aIrn8y8fhd3neQ+5x48Y7/KB0vcjuSTQ1It8NlHtvOPHDIMhIHyOnFcYr7Z/wAzMbrTakFW5GI327n3OfIMeAlG4mKFQXICL17D9ppW6lsY6UVDGYrYjp3AHYGkoOFg12XN0ETBu/zdL/to0BqQfC1submw4aEJLK4jW/x+FBkqM52jGH7rSufahlaFnNhdlt0H7aiBU9iQwtjyEqoy1UyY7N1DBPzXXsTa5H3UkmXRhhUew1b2gzuzk9S7/mP33r1vltvTZj2nI3MqzYdj6Ct7KCNKQiaBDhqBP04k9fNKn1lwCLIpIB7E9bdaIjiS5i5t29KIKE45bVAOJ7F2mDke97GRHKcZzFkBHDe26i7K9vykA9jRoVVTrTgUG5/U7xrFxMqXEmfZjDt9Y2AnvrCDfqzj5PQ3s3SnUGZ/5EEm/qpnTEa1m1xN3qIs3XZDCDMTlDkIBzW/QmzhhyB6WIqtqjxNkGpwUovBnyp/K4MBN1495o0+yeDbwfU5bxmZRgn50f2wPbjBC8TwAPz9ASK1KNaOPI4jvqOqF2rpJdnp7z7bqNlrdhgx5mvyI8jDkF45YWDJYelx2t8KzNNZnWUoyVYuqPk7+LbHe6LX+X+NbH3/ACXWSCLXQ46xJGIxKwaGdieRPBrsXe1rjj1rTqo6PI5DsucVOD7yyNrtfDfIfJc3xzcZ0mPo9rpWeaSTFJymYuFBjHNYlCnj1vy+A+NIpJVRfOzKbjJ91x9ZuziQyQxR5CjJ9riweVVJLr2ewAUN9wFIX05jgHWihWFVaIjYULRoI2EQAcvlBJ9T6UUBskYCFDfGjQVSI+0aFA6iRjURkEXJ9fhUoRSMD+qWT5Ng6Q5OolMePfjme2P6ign5G5H+Hob29behrf5batzvKNz6fiZt/euQsuVv6kfCJsmfIkMkztI7G5LG/eve2rMLapFUR4a9enclWTqzwNWFR5mpGyJFt4fqthsd7jvi64bODCdMnOglYRQexGwZ/fmYqkaECxZjWTc3VGLq6Vy/QvswbeVTcahPFsjz7O2UGN4/mwZiyQ4vjDTyxRxyOgVTFNLjpis3Jeyvb5vl9K5tyU1aUW5qn3ejqaoqOtvu9XoqHzXd6bbaTZy67bYb4OZEbtBIOwPYqbkMp9GBIPxrfbuxmqxdUZZwcXRosNd4psMjVJucqaDWaiWQww52Yzqsji/IRJEkssnG3zFUIFLLcJS0rGXJBVptVeCDb7xDN1Gswtr9Vi5+sz2ePGzMORnQvHbkrK6xujdezKDRtblTbjRprmCdpxSeaZHB8T2GRqk3GVNBrNRJIYYc7MZwsjj8wiSJZZZONvmKoQKktwlLSsZckSNptVeCJ73w/O1Gswtr9Vi5+sz2ePGzMORnQvHbkrK6xujdezKDUt7hTbjRprmGdpxSeaZY7X9PYtXBgS7DyHW4b7DEgzI8aYZjTos8Ye0iQY84WxuO/WqobvU3SMnRtcPi0PKxSlWsev5BvGv0ryvJ8mfH0e+1mXJjR+7P8uwiVEva7PLiIn4Xv+ylvb1W1WUZL/p/1DW9u55Ne35FNo/F1228fTRbfAgyDMMfEmmbIEOS5covsukL9GNrcwvcVfPcaY6tL9mHtEhb1OlUWO9/T1NDtptVtfJNVjZ+Pw96HjsX4+4gdfmjw3XqrA96rt7vXHVGMqf5f9Q07Gl0bVfX8hHyTxPJ8fTXzSZ2JsMbZwtPi5GC8joUVyhv7kcRBDC1rVbY3CuVwaa5ld2040xrU7ofHNxto58jEiC4WIAcvOmdYseIHtzlcqtz6KOp9BTXb8YYPN8OIkbTllkaPU+ITbJvp9VttfsM3rxw45JYpWI9E+pigRz/AJWNZ7m5UcZRklz/AKNhW3csE036cysyIsrCypMXLieDJhbjLDICrKR6EGnU01VZFEoNOjNW3guw/wCXJ/IsLOw9jrcZuMxxmm5qbi90liiPy8gT9lZFu1r0NNN9XzLntXo1ppr06ChWRSK01MtC/wDFvD9r5K+UMF4YY8NA88+QzLGL9hdVfr0J/Cs9/cxt0rxL7G2lcrTgJpq8Q7H6MbbD4EX+s/4j2OV7cL+zzv8Abx4/bR8R0rR+z5g8NVpqXt+Rd7/wfK8eVRn5+G+RIokixoWmeR0LceQvEqAd+7DtS7fcq5kn7PmPf2zt5te35FC0AtW9GSpX5cQANGo8S8wsqTxbxjD3+No8eefYyTY67LOJnClOhEUFkRAy3HIliSG9KwzSu3HBydFwWHtOjbeiCklnxZhUlu5Y2BJvYCw6/ACugmZmjT43jeYmHi5mxycfV42aC2I2WZOUiD+NY4Umk4H0YrY1S9yqtRTk1y/WgfAdE26VH83SZulmxfqJIZ4cyIT42Rjv7kboSRcGw9R2tRtbhXE6Vw5ld6y4UrxLHGa4U05lYxOnr8aiYGCVaaoAiioALGOtKyEpF6VEwgCvSiABKnSmTCLcaeoCSrQIFK9qFQljir8oqmTFkNBelKVkuNQhGVflqJh4CjL1q0RnVXrUIiUi0EWMHx60SIJGtKyB41pGMhPJFyaeI6EZRViGFmFOQiF61CB0T5fvpWxWRlW7BfhUQQM4stMhioyupq1DIYwIO1LJgZeQRWAqhsqY0qUpCfChUh4rUALT0yCJSVYQWkp0FFfktTodFdL606GOKlhf1ojC8nU3qAQu461Ano4yTUJUbVAq0oh7jRIeK2FABSbh7I1Y9xLA02kK6FOOI8nrI5P4DpXhfNrlbtOSPtH4VY0bLVxnJvsw+BaCuaexqSBIsbdPhQZCJtfp2paAI3ooRiWqytLj/qhocjavfXQTQNNcAqri5W9/QScbmujaUv470rvYny38ruV3r1PBJI+keeaf9OsfQZG1yp0RdopmxZ5VafIZ+ZR8dUJXoCCrHt8ay2ZXpTiorBLFHlpW4usk8XjUz/iPlL5fjO9yNunPGzslcPDmRRzkEeKyl7EhbqywcyO/EU+7goqKR6z8St3bt+Tj9sYt8q1y/wCnUUS3tWRn0yDBZmZjYeO2RkuI4k7k+v2D4mmt23N0iU7rdW7EHO46RXp2mIz82TbTNsM5jjaaA2iX+Jz/ACoPVz6n0rs20rC0xxm/THo95863m5lv5+Nebht44JcX0R5yfF5RF9dINvvcFZY/YxzLHBjxILrHGzgWX4nr1PqauhbpFv7veef8x3crr/bFYRisorl83xZ9a8qmVvItkAAUTIeNfsWI8F/ctcPpPqOxtaLNuPKEfcZbeTlIoceIcp8pxHEe1mPQHp8L1dZjVnD/ACq9p26j+6XsQPT+L+X4uUJsZceeNmKyy+4LNx6HuOX4ityi+B87ldg8x7zLIyYocfFc/wBJv6kqi9mc/lTmR+NM6hs0zCeOeIaTIgTJ2aHJnyVWSNeZEa3Xlx+W3XjRhHmS5dfAJ5F4z41q8bJ2Eeuj5RRsUF2K8iLL8rEi9zTuKSqJG5JulTGeDYbf6rNmuxAjiZAV9Wewt+41XbxZbelhQLvdDiSSTTR8sWS7FVIBSQ9LWtbj3N/SqtfeaHhLArMGWPFx75kwWRpAI1IMhEag3dbdOrdLk0zbqGlcicceufLM5kDRBhIPafixYG/5GAYdfgaR1LEukVmDZMxaWa93JHvEFmJ7np8i0yQ6aiRigKZOTlTOGbHHtoPRnkBSOx+AHzfhR04qKJrcqyfAsolsij0AtXtbcaJI4cnVkjTgOGgyHDQIcNQJ+jY5yeva/pXzNH2CURhHFqNSpoS8g8iwNDp8ja55f6XG4+4IxyYl2CLYXHdmFNCLk6Iov3Y2oOUskNazZQ7HW42dErRplRLKqllJ4uLr1QkflI7GpJUdA25a4p8zF/px5fjRZWR4vscVNfmK8uTgMBZcvHkYuH5EsXkA/MSSTbr1DVdcj9xzdnexdtqjzXSvmUHkq5+u/ULLTW+zFF5fiPCpn5CEZcS2uwQdyP3tUhJShj9ob1qVq/SNP92PHKvp7y8/TTfDEw4PF87WzazZa9fa4GN3glt8zSJKAV+a/I3P3Xpbsa95OqL9jcpFWpRcZR7H6ywz/Fdrk+fpvcIY8WDJhfRbRcoGRchWa/yxKevEWvyI7W+2pGa00YL21k72uNKUo68S60P6eeK6LPy8jVxTJFllvcxDNIcYh14sPY5e2wN/4wbelqkrjeYLezhBtrjw4dhrsZI441jjUJGgsiKAFAHoAKQsaoNRPfoaYRoZWxolTDoBeihGMIosKJWwoWmK2TRaIGwoQmiI2TWKoCp5sZ+5/L8KlCK4I7VdUMKWLYtGmNMrRye8wVWDCxHzW9PhTRTrgPXnkfmLyvWYGt3mRBr8tM3C5FoZozy6Hrxb/Et7H7a955buJ3LS1pqS9p4vzGzGF16XgypvW9mAG7VVJjJH1jz/AA/+T/0l8a0mIPayfI75+4lAs8pjRHETn+VDOoA/w/fXE28/Fvyk/swRvux0Wkl92Z8eJrpMxn2vaJ/zt+gUW8y7SbvxeY4/1XeR4UKAozd/91KjH7Vv61xovwtzpX0zOg1rs1ecSe78TyfPP0r8Uz/E+OTk+P4zYmw1asBJ7hVPcZVNvnLR87fxBhb7Zbv+Dekp/c8yTt+Jbi48D5JPsNri6+TQZaNDFFlfUPjSoVkjnCe23RrMt1tyH2CunHS3qXIxOqWk+v7vxTI86/S3xXO8U45ORoMZsXP1isBJ7hVPcZQbfOWj52/iDdPt5tu+rN6an9zzNk7XiW4uPA+SZGw2mLgSaHKRoY4sn6h8eVCskc4T226NZlutuQ+wV1Fpb1LkYnVLSdzNhs97tImkBnzZxBiwxoOp9tFgiRR/lVRUjSEej0ZHWTPq/mOVB+m3gMPhevlH/Mm6UT77JjI5RxsLGIEehHyD7OR/irmWU793xH9EcjZc/wBqGhfU8z5d4if/AN2aT/8AH4v/AJy10b77kupmS19S6zU/rrdv1W3aqCWJxQAO5Jw4ao8uf+xH1+9l+6X+4/TgZ7fYnkGDlYXi+wKtLhKj48CjqjbCOPI4EkKeQ5qCPRr2+NXWpxdZrj8MCqcWqRfpU+gfrXFH4ziePeE4B4YOJiDNyuIt7+RI7R+6/wATeNvuv91ZPL5eI5XHm3TqRdu1pSgsj5viZcsMiSxOUkjYMjqbEMDcEH4iujLFGI+xfqTHH5B+nfj/AJvxVdiwXFz3QW9z8yFjb+WSI2/zVxds/Duyt8OBu3MdduM+If8ASndY+FpNZrM8htf5Fn7DDmiJ6Etj4ypf/a+X/apN3FuTazil72HaySik8pN/AwPkWsydDvs7UT354kpRWP8AEh6xv/tIQa3WruuKZgu2tMmj6j+noOHkT+OpZck6TIzdhfp/xGS0PtI3c/04Sv4s1c7dS1d7/EkvVU37aOnu/wCFt+uh8mil6V06nLaPqH6sNbyLXD/9Mg/8yWsvlz7r/u+Rs8x+tf2/Mxzkca6ikc2gicafNy4cPHXnPkSLFEvxd2CqP2mlnNRVWW24tuiPoORJieS+FeUeLYYDnxsxy6kgfM6YycJGUepkaOQ/7dchN27kbj+/P1+nsOwqThKC+3I+FrLY12dRgofbP1H8XzPKMTWeW+Lp9drfoo4Hw4TykhEZY2VO548uLKOoI7VydnuFabtzwdTbubLmlOOKofPYtpmS42LgzH+lgmQQqRZl9xuTKT8OXW32mutCKq2uJzpttU5Gk1z8oxTGWSLRl5RA/ConiIL8bGnAEUVAE1HWgQKy3WlIA496YIGROhoogrx604CSrUCF49BS1CWOIvyiqpCyGgtIVs7x61AHJV+Wig8BRl61ahGdRetBhR1160Ex2D401SBUXpSthDKtlJpGMhDIHzGrEOhKUdadBAOtOQ8idahBhU7D8aRsUERdiaYZCuV2pkEqnXnJarBi3wIOg6VVJiSLWOOqmxA4SlqQ7xoEIsLA0UQTmqyJBKSnIKzmwNOhkVk5uasQ6FQt2pgo5L0FqiIxVxUCgXC5okGIYbdaVsAQrf7qiFbPcagCMgspoNhRmN9JZWrnbmRssopNJ5djRk4eaPaWMkRTDta5/NXjd5tJSk5xx6D6l+PfkVuzajYvLTGOUl8TWRSJJHzRgyEAhlNwa5fQz39u5GaUotSi+KJE3oVHqcpSSOd6KAyv2uixdhZmYxzAWEi/31o2+6lbwzRw/N/x+1ve83pnz+YXFgnbDjwduo2WNjG+Oju6IOv8qnp9trVfLdRrqiqSZ5ex+EvU1Ob08NP65D0+TNLHFFxSLHgHGDHiHGONSbkKv2nue5rHOep1eZ7DYeXw2lrw7caRrjzfW+Ilm5+Phxgvd5W/3UKC7ufgBTWrMrnQuYm/81tbVU+q48orNmM3WWJZhNum5MnWDUwt+X/71h+X7fWupbilHTb9cn8PSh4jzHdO5PXunWS+m1F5f3Ph0/d1FHmZk+XMsuUbRoOMMCDikaj+FF/6XrRasqOL/qcPc7qd51lwwSWUVyS4Fx4W6N5ZpVLiNWzsce5ewA91etXX3/ttrkYJwqfUfLYRD5XuIlN1TMnUH7PcavNReB9i2jrag/8ABH3FZr9M2bt4sssCMRGECE2/qv8Axf7IFb9pbbVTwX5puv8Aejb5Rr2v9C9xeci4GOkrYsMmLZShHzyRkK6C3Zl/6+la1FnjKrFlH5/HGutw8TFjLyfUBAOVm9xoyUPU3LHv1pLk0nQv2/NlR4pl7mDBmbKKPiY5hk5IbvGWZmA+T8xPUMvpemUsBrlG8D36nbsmTH1eM/yOBLOqm9yT/TU/d3qXXwBt48R7x/WnEgiwABHIwByG+DnuT91LOeiGGbK29TK7e4KzLmSAsfcT/h0J7gdVP3tVNlLTUu1OqRnZcOOKIxcPcyDHaWW9wqgXCp3F6MHVlrqgmN49Jk6zNzoJgZMIqwh49XVrE2N/QG/arG8aCasUgLafFyF9zDyWZOClmkUCzEXIbr0AqNltuMpOiRBtbKkMIWxx1YSMx6F2PQMB/KOy/trRsoarsev3E3N6MY6I9vNjaDpXr0jkM8RRAcoBOUCEaBD9AwzXAJNjXzCp9olGhS+eatdn41kkZM+O+MvvCTHldDwQhpLorBX+RTbkO/arrMqSOb5hY123i1THAzWFvc3OeHwfygB9g8qCPMtePMw7N/UVhccio/6G9XOKXejkc6N2UqWLv1Vz/dHmWX6Y72LC1uX4xs8lI9hoZpoQJGCl8ZSXWQAm/FRf7halvRq9SyZZ5ddUYu1J96DfYUWd48m78bw82B8mHyCGTlhT5JkhECiQniiFVHDifzBSTbvUld0So8h7Xlz3FpSjVXE8G6qmPuNCuii2seC3kDJnZOF88YjDQxe4QPn4hiS3T42+wVSrlK6cDqy2OtR8XvSjywXp6UNfisiIqIAqKAFVegAHQAAUlS1wSH4JO1MmUziOxSUyZmkh2F+lEqaDxn1piuSHYm6UUUyGUNMipjMR6CiVyGLgnoONMVsIi0xW2FAphaho0JqCNld5PgbTK0WbDrZ3x85oicWWM2YOvzAAj+a3H8ast0qq5CN4OmZ+Ttlsdtk5Mn12VLNMCVkaRiSbH1v3/Gvfbfb2YxThFYnkb9+65NTbFBWozE6DFBuOhqmSHR9p/VJR5V+kXink+EPcGqX6XPVepjZ0SKQsB6e7Av8A3h8a4O0Xh7icHxxR0b/ftRkuB8R4V12jn1PsOvyf+Xf/AKc82LIPDK8lzn+hib8zR3iSRgvfjwx26/aPjXInHXulT7Vj6es3xlpsf3M+e4Od5f4HvuWDlPgZvCKVvbblFLFKiyx8lPySIVYHqK1u3C7HFVRQpSts+kedbHXee/pRF5plYceJ5FrMxdflSxXAmBCkgXuSLSKwBPy9ResW3g7N7w06xaqaLslct6+KZ88ws7y7wTecsLKfBzeEUje23KKWKVFlj5KfkkQqwPUVucIXo4qqMqlK28D6J53sdd53+lMXmeTiR4nkWszF1+VLFcCYEKSBe5ItIrAE/L1F6w7eDs3vDTrFqpquyVy3r4oX/SXQa/xvR5f6l+Qx3x8MNHo8VhYzTn5ea3/xfKp9Pmb+Gm3c3ckrMeOYu3iorxJeo+bbzb7HebfK22xkMuZmSGSVvQX7Ko9FUdAPhXSt2lCKiskZJzcnVljo9Tm63zbTYmbF7OSmbhO0ZIJAleORb8SevFhcdx2PWq7klK22uTGgmppPmjc/rD515pqv1J2+Frdzl4mFD9N7OPFKyxryxYnay9urMTWLY7a3K0m4pvH3mnc3pRuNJmK3+823kG/l8ukxiHhOEMuQdU9+KFI1YkBQvunHZgtunbratluyoR0V5+ntKJ3HJ6uo+if/AFAYqbdPHvMsC8uuz8QY5kHXgQxmjVvgT7jj71NYvLHpcrbzTNG9VaTWTPkSKa6zRzz7F5dkf6R+jXjHjkx45+axzZIT+ZYGeSYFh3F2lUD7jXGtR17ic1ksDdelpsxjxZmtnHPjeC+JzxkxyfVbKWJ17gq+OA33gpVkVW5JdC+JRN0txfS/gfR/ItPrvKINB59Mq/QxY5ffRggcjjAsI7f45VMXbsRWG3J23K3x4Gu5FTUbnDiVX6QZeZs/N95nZBMmVma/Jkf7WkniNh/YKt3kVG3FcmirZycrknzTPnUURtW+hzmz6f8Aq0P/ANxa0/8A6ZB/5ktZPL/of93yNfmP1r+1fEya4uRJjS5CITDCVWV/RS9+I/Hia360nQwqLpUsfElgwMjN8jyo2kg1EV4o1bgXyMg+1EqtZuJALNe3S16o3TcqQX3e5Gra0VZv7R39PfKvFNd5biriaafCbYH6OXIkzfeQCUi3KMwpf5wv8XSs+6sTlB1daY5fqattegp4Klek+f8Amnismm80ztLGAsYyLYpbovtTENF1+xWANbdvd121Iruw0zaGtB5B5Z4TuMjHxJ2x5oJWjzMN/mhd4yVPNOx+xh1+BoTswvRTYI3ZW3gbv9Qxq91oNH5hjYy4mbsy8WZGv8bREqW7deLIRy72tVGx1QnK23VIs3dJQU1myh1B+UCunI5Ui9iAKFTS1Kxd7A06YDwYVKgoTDChUlA4YFaWpKASRc01SA3A60UyCjEcjTpkoeBFRslA1xxFJUZIfw2HG1VyYJIb5C1LUraPchUqChCZxxoJhawFmYXq1MRo8jC9BsMURklAagmWNAxKCaOolBiNxStkoHLgRmlriMkV8zgk1amMkJyML1YmNQCzC9MmBoknUig2BoMWAUn8KWoEgJIAo1HSK/LlFjTxYUhPHAaWncgsv8RQFFUSkVMeRhSNgoEDClqSh4sKlQUBSyC1MiUEpXFWpkoKyMKYNBDJkFWIdIrpGvViGoRFlW/rUqEXlYE1KgAORRqE7EgJqNgGegFhS1AzwFGop3hUICyBxjNLJhRj9xebISEfxsF/abVxt9d0wb5I7Plm2d69C3++SXazC7/B+n288akqobkoHbi3W3WuJbXiRU0dncWJWLkrcs4uh7V7rY6//wCWlIX1iPVf2UZWIXFRov2fmV/bOtqTj0cOw1mJ55hShRPjPC1vnIIdb+pHRT+6sFzyx5wfaes2f5nwvw9cfkXWNutRkxK8OZExY29vkA4+9TasUtndSyO9Z/J9jOWnXp/uTS7RgZEDdVkUj7Ov9lZ3BrNM6kd5ZljGcX6zxyIger/svRUWLLd219yPGRmW8UbMfusP2miopZsrnu3TuqvsK3Y7yKCExnGypZybccaNrWP/ALxgAPwFXQtY1VPW/gcLf+bSSce//ki//wAmvcjJ7XZ7viyQYj6+AixKhmlP+aUi/wCyunCwnm1J+nA8buN9dVVCLtReeep9cnj7jOsp5qOVr9bEd/xq54OhykyHzhePU3/Z0oY5BG9fOcfIhlI+WJ0kYfapv0q62nRoSaqj7R5LL729zcgWtkyfUC3UWmAkH7mrzklRtH1ry65q21trjCPuM3m6nYt720xEOQUAUQK8iyxsv/jQ8CPh1U3rq2E1BUPl/n28jc3s0+Dp2YDOg8im3eA8MmLDmMsnPL1xfhIWtczY9yPzdyB2a9u9PVvI41y3oeZDyfazwY2NBrUlQSSETvmcTkc+HARpce4AEBUt362vWZwbbcsC61iBTLzMnRoy5vQe3AiNEAQY2JRmY92Unp0++hK9ikaI7dtvAofP8GDU7XXvjIPZWJL+vN4n+ZmPqW9b1e6MS2m06mseWfJMeRCwix85ecMxvfg5I6j/AAgtWeTbz4GaGGBxdduN1nzrocYz4sX9MSWPEhAF6H4m1Zbm4jBUbO/s/LNcVKWAjmayeGGCJ4ycr3JQkagXIJVe46E3UjpV23u1bZk31jw5U4A8b/gBtoR8zBQz2NxyIvYH1tWhHOljQo9zHkY2ylTifbUqBCosLEB+SW6cjTW+ZqvN0UeB5s8ZhMqOArn5sf8Ak4iygH4WFdfyq3W43yRz72CJV6QynjQIRIoBOGgQ4aBD7ZjbXClPyvG1+wV1P9hr5jolFH2uU4SeDHjkRvjSxLArsyFVVyVUm3ZiA3Q/dUi2V3rXrKzS+NtFias7eSPOztR0w8tI2jZR7ZjsSWYv8p6/HobXqyVzOmTMVraUjHXSUoZP2F3iY2vwPdlx4I4PcJaZkUKXY9SzkdWP2mq3JsvhZSdIrMymx2Hv5rzA9L2X7hVbZ27NqkQuJlDvfvUqSdst8bLHTrTJmS5bLPHyBYdetMZZwLCHIBoozyiPwTD406ZmlEdjlooqlEZibkQLgG/enRTJDkZs1vge9MUyQ5C1EqaGVuGse9OUsPF6USuQ0Fuv3UxXUHl7LE12O2TmTpjY6W5TSsFUXNhcmmjFvBCypxKeb9TfBcdWafaw2/mUSN/7KmtEdpdeUX2Mzu7Bfcu1H54/Up/HsnynKz9BkpkYOYfdPAMvCRurizAH81yOlet8o8RWtM01p5nn/MlB3NUWnUytq6xzqkhUaAe43qtoNTR+H+cbzxd8iLF9vK1mavDP1eUvuY0ykWPJbixt6j8bise42cbueElk1mXWr7hlkSfaeGfUDKh8bkWQdTiyZ7PiE3v+QRJPb0t79L4N2lHL/tx99PYB3IVrp9vp7xXyTyHceRZceRsZFKwRiHExol4QQRKLCOKMdFHT7/jTWttG2qIW5ecniXWw8w1G71Ovw99o/fzNZjJh4+zw8n6adoogFQS84shHsB8P2VRHZyhJuMsG60ar8UWPcKSSksiu3PkmRn6jF0eJjrgaPDdposJGZy8z9Gmmkbq72Nh0AA7Crbe1UZOTxkxJ36qiwRabDy/U7rVa/D3uk9/M1mMmHj7PDyfpp2iiACCUPFkI9gPh+yqo7OUJNxlg3WjVfih5bhSSUlkIbTyWTN1uFpIcUYfj2DKZxr4nJeSRvzySzOGLOVJAPGyjstNDa6W5VrJ8RZX6pL7TS+WfqP4/5NrtdrMnQZWFrtWvHExMPYRxxiy8QWV8OS5C9B/2ms9jYztttSTb5x/9i65uozSVMF0/oU2p2ngevzIsp/G8zO9pldYcrZRmMlTccljw4+Q+IJrROxdkqakuqP8A7FUbttOulv1/oEg8q1knmWV5RttVLm5EmYM3FxY8oQRxsrl1WQmGVpAPlAtx7fb0EtrLw1CLphTL9Qq+teprjzG/L/LvE/Kt1JuM7x7Lx8yZUWY42xjVX4KEUkSYcnUKoHSksbS5ajpUlTpj/wCw13cQm6tPt/QR23kOnyfGoPH9PqH1uOmV9ZkzS5P1Mk8gjMaciIoQOIY2A6dattbaSm5ylXCmVKe1iTvJx0pUJ+Oea7XTazI0s8MW00GXf3tZlhigJN+cTKQ0bX63Hr170b2yjOSku7NcUSG4cVTOPIjFtPGMXIXLwdAxnUhkizco5OOrD1EaRQMRfrZ3ao7Fxqjl2Kj97F8WCdUu1gM/b7DdbdtluZXy5pWHvEEIeAP5I+jKgA7fLYfCjHbqEdMcCud1ydZGv2vkvjuz8dwNNHopsZNWkowJ1zQ7K0x5O0gMFnDOASBb7CKxQ2k4zctVdWeH6ltzcQlBR05dP6CuNvNnH4rN42p/4KfIXJY3N+g6pb+UsFb7xTS2y16+NCn+Q9GjhUu/BvJsDxWWTLj1cmXnyxmF5jkiNBGWDWWMRNb8ovdjVG52srmFaLq/Ut227jaxpV9f6FYU0B2InXW5CYNrnD+qUtzvfpL7PRLdLcb/AOKrfDnppVV6v1KHchqrR05V/Q0nkPk+l8hyIcjL080MsEYhRoMxR/TUkhTzx37FjVFnbTtqikuz9S+/u4XGm4vt/QTz9ngy6WPU6/AbDhWb6ieWSb3nlcKUW5CR24gntVsLMlPVJ1w5FU78XDTFUxrnUJm7nRN482jj080ULSjIOQMsGRpVUqpf+hxK2P5bCgrE9evUuz9S3+RDRoUX2/oZHGxsWHLjmy4ZZoYzyMcMogckdRaQpLbr/hrTKDaoimE0niWv6g+WavyqVMxtNJg7WJFjjy48oOpVW5WeP2V5WubEMD99rVTtdpK1hqrHq/U13tzG5jSj6/0AbjyfT+Q5Qz9rpOO0IUTZOHkewsxUWvJG0U3ceqkH7ae1tZW1SMu70r9UC5fjPFrHoYPZ7jL2oxYWRMfAwI/awcOO/CND1JuxLMzd2Y96vtWFCrzbzZTdvOVFwQbX/IwqyRmkXCTBbVS2KkK5E4DGopB0i/1gHrR1E0kxmD40uomkZiywV70NQNJx8gcqbUTSCfJFFSJpFJMkcj1ptQdJwZA+NTUTSFGSOIpdQdI7h5Q+NVSkRxHRkD40uoqcTzZItU1EUQ305bWyZ80yQRA8IEa5eZx3CAei+rHpVfi96ix+BcrPd1N0+JV/Ui/etCkZ3EmuQPjUcgxiO4mnlztflbBM3GihwwpylkMvOMOxVSQsbX5Efw3rNPcaZJUeJshttUXKqw6/kK5urzMTXw7NJYsvXTOYlysdmKiQC/BldUdTb4rRhuE3pyYJ7ZqOrNC8WYLd6t1FOgNJmgR96CkMole+aL96sUhtIu+WL96s1E0gmyhfvTKZNIaHJF6DmK4hnnBUD49aCkDSeghyszJixMSMzZM7BIo17lj99CVxRVXkWQg5OiA5uklOJmTwZ+JktgLzyseJ39xV5hCw5IquAzC5RiKWO5xSaaqXeBg2mnQqcCQXvV0plLRewzgLVLmVuIZcoD1pdQNJ360X70NQdJ36wW70dQNICXMB9asUiaRV8kH1qxSJpF5ckD1p1IiiV2RkgnvVikOoivugn7KbWNpIy5AAtQ1EoJvkC9HUTSDE1z3qayaRmKQAUusDQVJLmmUhGg6U6YgQLRAxTPNozVdx4DQzMj/vdxH8Eu5/AV5nzm5S0+nA9v8Ah23176D/AGJy9PWzO+bY4XYxS26OhB/A/wDbXO8rnW21yZ2Pyuzo3dV9yqZpl4m463rfRp1R5pMMrH2wCPjTUFaxC4GpzM+ThjREr29w9FB+01TduwtKrdDXtdpd3EtNuOpmr1/hiRqpy5i7fyLdF/YOprlXfMm/pR6/Zfh9MbsvUi/w9biYy8Y7oLdbdL/31hnflLM9PY8qtWlSCp6c8wixJGxdbliCLkk9D+NLrqWz2UONX62Kz6zCyCDKrX/wyOv9hq2O4nHKnYjHc8o2881JdUpL4iknj8qp/wAFscnHcdgz+4h/A9atW7T+qEX7DFPyK5H/AIr9yPW9SKbYYW/hJObg420xx3kEYElvjdeLVotztSfdk4enTgcTebDeWk3dtQvR5pUl/wBtH7GVAx9BmMVgd9dkX6wz/PFf/P8AmX8a1R8SPDUujPs+RxHZ2136JO1LlPGP/Usv8y9YnsNTnYbg5Edo3/3cyHlGw/wsOlX25q5k/mY9xtblhpTVK5cU+prBn0vFzhmeO6rYG4Ixvppv8+Ifb7/bHwNcTdW9N1rme7/Ht2nssf8A469mZLU7CGF0yi5ta/HkvEBvylj8T8K6UWo0Pk24lK5OUnxbYvtvDNfsZGzcM/6blOxadr3ibpflx9Pm9R+yjK2niNa3Mo4PFFHgeJtkZcpzM1/exWNxECHAHZwW/MLj76oaobFf5LM1Pjud4+kuVqdljrNmL/Uw8pCwiEzqGBkjHQkhrGuNetTck45Hp/L7tqMKvMpvPMVczSiR5PcyMa0qNbjdT8rAr/1/CulYTUcTiX7id16cmVvimbkTaZ8eV1EEatyle4EaRHkgJ9LlrfdVjjiZLkaSqcxvKNhFyjw8iaPXRvdFJJAUtft2tc1lubaLZ3dv5lKEUuJp1mycrJTIzMl5ymPHLJJYLeOU8rKw+2ltx04GDdX/ABHWhUZU0MzzOto0y5Q7KvZYYbXt9ll4itCZQ7PsK3cZeTlJhbRByIW0iDr80TEC4+1elPGVG0NO25R6gMmPjR5Bkx+sU6rLG3xVxyX8RfiftFel8oh3G+bOVebyfAlXaM5ygwnDQIcIoBOUCF94cs8+3j5OzRxkMVJJXoeViD9imuN53OMbGWMmeh/G7Urm6WOEVX4H1GDJdkPPj9/rXhqn0+dtcBiOa/S/3imZVpE95sBFr2VejueI/vpWy/b2qyqZRZQVqvidjQHglFyS4UAXF/XrawqCyQ/jZoFutFMonawLjEzBcXPT1qxMw3bTLWHJQn5bgegNNUySgWME/wBtFMzSgPwzA2606M8kPQv1vT1M8kPwNRTKJIbRuvemRU0ORBjYk/fTplEhqJhy49zTFTWA4kvEcLXpkVaalT5tqDs/EdticC5fGZ0Udy8X9RQPvKWq+xc0TUuTM91aouPM/JDIUdkPdSQfvFfRE6qp41qh61EUkBRRCQFEhILQITCUtABVSpQVsKsYqaRakxEKGklSYiFTSSpIQ1NIKkhAPhQ0kqdGOPhQ0kqS9gUaB1HfYoUJU6IB8KlCVOiGxvamSJUN7AYXtRoSp5YfS1LpBULHFag4gqWuEgIqqUQNlpDAPhVTiVtjiYw+FI4i6g64ot2pWiagiYoHpS0JUMuN9lCg1Tk2ICO1FBqJS4YselWJBqVmZg9LgU8SyMhGPHs3araDVH4oenaloCoeP5W6Uk8iF3pEglzVlyl5YeIpycpR6pH/AAf7bEJ+Nc/cSaVFm8C6xFOVXksQXnGuXW7yeOD/AOUmtkYjDsYZRyW32D8v4VTt7rlHHMt3FpRm6ZGjwcWXI13iuVHqsWfGyzP/AK3OcSEIIY5QnOSUIPb4xgm4I/Gssp0c1V4ZYmuMKqDosc8DNad9d/z5FjYSRz6qfOEEaTIsqtA8th0kDfw9j3rROUvCq/qoZoKPi0X01LzdPNosvOmyNfjh86aWLWQPjRe1FBDIVEoHH8xFgB6/ma/y1VaetJJvDPEsurw220scsDL48WRsNjFjx2EmTIBcAKq8j1ay2AVR1+wVslPSq8jHGGp05lv5pha5MbWbfTpw1ubEYuPqs0B4Ny+1hY/b1NZ9vclVxlmviaNxbjRSj9L+BzyXETx3KwdPgYseTsnhjly8iWJchnll7RRxyB0Ci3otzRs3HcTk3Rdg12CttRSq+0UyM6XA2eBn5OkXGDRhMzEyMYLDMyOeZjSQELdOP5bWP2VYlqi0pV5YiN6ZJuNOeBeeRrialsna4cWLkYG4jjOnVseArGPzSHhwsDF+T7eQ5XIrPak50i61jni/TEvupRrJUpLLBC/isyt4vvpXx8eSbCXHbGleCJ3QzSFX+ZlJNx8e3pRv/wDJHF414ldqnhydFhTghyOVD4K+SYIPqVzRiif2Yvc9oxcrcuN73/i7/bQx8WlXSlcxMPArRV1UyXIz8eQ8MiyqFZkNwHVXU/erAqfxrS8UY44OpsvIsTPw/IJ2x9RA+kgiE0t8WEJwWEPJxlKFuXK9vm71z7U04Ksnq6zqXoOM3SK0LoXIo/FNYmw1OUuB9NJ5Asy+1BlBG5Y4X5vaWW6Fi3e47VovXNMlWujo5maxaUovTTXXjyKzeLLHspElwv8AT5gqCbGtxUOFAZkH8rH5hV9uXdzqUXY0litJY+NCFvF/KhkO8cPt4nJ40EjD+s3ZS0YP/erPfb1wp0mvbpeHOvQRyIll8Clg0EpycHEyVyduZl9vJDuvBCIwWQR2X0cn99IpUu1lm1gO41tUjknjzIeQxxeM5ONq8WCGXIWCOXNyZ40mLyyC5VRIGVUUdrC/xNNak7ibbEvRVtqKS6SXkGPhxa/SeQ6+FIVz+a5GIyiSJZom4sVSTkOLdeh7VLU3WUHwGuQVIzSzLryLXYWNsfJI9jrYcTQwYwOsy1x0gb6sxoY0ilVVaQsxa4JI6elVWrjajRtyrjjwNNy2k5VVI0ww4mW8Elikxt+J8bHyPpNbPmY5ngilKzR8QrAupNhf8t7fZWrct1jRvGSWZn26VJYLIa0Oom2XjsGToIsLM3azTPtcPISFpClx7QijlHAJxvfjY3PQ9KW5d0zpOqjwGt29Uaxo5cSuxcpotln4WJqlj2WXlRx4mJPCk3sC784wsoax5MoFx2qx4pNywS7SjJtJYtlt5tPg4gxtHBFjSZ2IOWzz4YYoi0xufaX21QcUv1/7KG11Os23R5Ko25oqRVKrN0KHRb19Fu8XaCITLjsecR/iR1KMAfQ8W6VovW/Eg4lVm5okpDO58U1mfrs3e+GbBpcaBC+x1Et0yYIj1bsbPGLfsHcmqIbiUWo3FjwfA0ysxacoP1D3hXsbCdcl8bFxfHtPjQvs5pMTGkklkVAGXm6OxaWQG1j2+2q9w3HCrc5PDFhtUk60WmKxwQrJ5FA0+fkY+uxoXypI/pUMMTxwRIGBCoyleTXW5t8adW3RJt4dOZmd1VbSWPRkXXk+fj66fXxjBxTBmamKWdVx4Fb3p43Huq4TkpDWbobdKotJyTxeEubLr0lFrBYx5IaxsfOydD43k4Opx8qXJmnTYsMOFlaOOUInuME+T5b/ADAj40kpJSkm2uWJZGLcItRTzrgL6RdHJ+pZ1+BFDlaTIkdVSVElUhYWY8GcMQBIOhB6inuSl4NXhIW3GHjUWMSg8f2LPvsj3sfGmSWHKdonx4WQNDBJIhRePFbMg/L39a03F3FRvhxfMotPvvBceC5BRiYuu8Qj8jyIY8nYbTJeLDR1HswpGTzf2lshYstgpHED0qeI5XNCdFFB0KNvW1VtlTt5djPofdytM0EkciSR7KLF+niaB1YFZCipGbsU4m3xq+20p4S9Vagkm44x9dKBf0/0up2cs0e1sP8AU+et1bt2TKaJpPd/+HZF+9xS7u9KNNP24vq9PcWba1F58cEJ+GeMQZex2zblHGLoMafKzsVSVeRoOns8h1W7A3IptxuGox05yaSBZspt6vtRWp5XA7zxZ2rwnwZo5ESOHHjjkidkIjeOZQJTwex+dzcVY7Two3Xr+AquLilQ0njuky/IP03MeDgYr7P/AFQYT5wxIWljwxje67M6oX+U/wAQ+c9geoFZb11W72LdNNaV419Og0W7eq3glWvLgZTfeSQ5+XEuBgYuJh4hT2WXFx0lmaMW92filiXPUxj5PSxtetNq24rFtt9L9npUz3LibwSp1Gi/ULLTAy/HzhYWFj+7qsXOmCYeMFknmVubOvt2YG35SOI+FUbROSlVv6ms2PuXRxolknkiz8xwvFU8/wAzXbIrqdRjYqPijAx41JmeFHCtwS7Asx6tf4XHeptZ3PBTj3pN8X0k3EYeI1LuxpwRiIReuxFnMYwF6U4hV7aTjGapuvAttozOsUvl5EvwAQfibn+yvG+dzrpifU/wHb43bnQo9uL9yKTztPkx3t1DkX+9Qaz+VvNGj8wh34S617mZZ1UIpUfh611kzxKeJpNB4jLK6z7OMpCpB+nJKs3rZrdRXP3fmCh3Y4s9V5N+NT3cfEuNwtvLm+o2UUEEKCOFBHGv5UXoAPsrh3LkpussWfRtnsbW2tqFtaV7X0sl0paGgQ3G2i12PyI5zN0ij+J+J+ytG22zuS6Di+decw2VvnOX0r4voD5P+parR4WzzNTJnLnAtHJzdECg2J+QX79OtbI2LcpOKdKHz5/lW8aVNNObVW/kWnj+JjeU4ryaaNoM/FdY9hrp3BMYkv7cqSWHKNiOPUXBt8ax7iy7bqsUz0/kf5PHcpwvJRmlVOOUlxw5oRXqPsrOz18VwO9qA9Ct2eh1uwBaWILP6TILN+PxrVY3c7eTwON5l5Lt90qyWmf7l8eZlcmHaaEmIgTYUhsY3HKF/vB/Ka7FuVu/isJLtR4Lc7fc+XvROk7MuDxi/wDS+rEstVsMFtJssXDlMayqJYsB+rRTfkcxt6qyN+6su6tz1Jy7efyGs7m3as3ZWnSM40cH9UXkqfujjnnzDYyscWASysMc9IwgB6gHrxtexJ70HKqPGyzY7i5aTZSw5cjHHhF0i5cQ/wAT0IuFqy264PIDTjGqzKo78tsHnQ+1BPGyOzG9lVhxC9u4WqpyeJrhawQDW5TtmCfHQmSUKkkvQKpdv4mPyr0Fh99V0obFFtUC5up8nlSbBnwMiGJnJiiZWLBi3qxvcEHvele4hHiaLezcnVZhcrQZ2owBpcqMw5GTNG00a3ZjGQGJ/uqWdxGeKFv7SUXqfAPsGwnjkiw4U+nZPp1FuP5yLsbfy271fJox2oOuIpJusSKI6jFZjCHEfvSEkhOXJgvT4mw+yqHHibLdlt1NDi+E7/8A0zJzUw5PYgMTLPKv9NlJYe3yuOguDb1rHLcqtDu2fL1THPkY/IXYMuPiYvP6iF5WcgBFQSEGwa/Vel+tboSTWJydza8OTqMNEI5WQMrlbBnQcVLW+YgffevZeW29NmPb2nnNxPVNs8a6BQcIoEOVAnCKUhwigwl141tcTWtLLL1lYcVXqB9huFb7a43m+xu7hRUKUR6H8f8AM7OznKdxNt5ULoeexJ+SEg/aOY/9pP7K5cPxub+qSO/e/NYt9y2zV6nNebESd/zOCbCwFr9Olz1rgX7PhzceTPVbXcvcWozpTUik8j2JkyxEp6Rix+81nlLE7e02+mNSuV2WMMwsCOh69aQ2JVZ0TGpUOgLFkMp79KlRZQLTFz+3WmTMlyyW+Jn3t1p0zFOyXGLmXt16+lMjFctlrBlHjxt0Jvf1/bTJmSVssYMi9utOmZpwoWOPOPj91MjNOI7HNdqdFLiP47ggnlbj6fGnRmnEbga8lNUqksDAfqd+o2+8T2mEmu9tociIs6yKCSytb8x+yuv5XsI7nUm6UOZ5junYUcK1M9i//UXuDZc3WQSJbqUZwT++w/ZXSl+PtfTL2HPh5xHjHsPlOVJDLlSyQJ7cTsSiHqQD6V6HbwlC2oyxaRxL81KbccmyAq0pJAUSEwKgCQFEgRRQAFSiKw6WoCsIBUATAqECKKIpMLQITCigSpLgPhUIe4VA1JBahKneAqEqSjFjaoEIU9ahCSigKN4rcWpJIjLvHIIBqllbRYxAG1VsRjaKKRgCqgpSBQgoBRIxgrQHQrLEPhTphEMqAEHpVkWFMqJIgr1cmWoPGvSlZCTJVcgov9ZssfB0064c+TDtp2QtMiqqCNL3jDh+XzEhiePoBb1rm3rTlPFLSabdxRi6N6mF8i2eDuNJgJO+RJt8JGR8h0XjKrNfize4W+T0NuvwFZ7VqUJOlNLLbt6M4qtdSPL5Ph4GNoBrvqHydL7yyLNGiRTx5LcpEPGRyOnTsfj0ofx5Scq0pL4Drcxio0r3fiVuNkePYvlePtcVMmHXwzLkjF9tGdXVuXtKfcUFOnRu4+Bp3bm4aXSpWrkFcUlWhbHyXUZR2WBnx5GTqMuaTLwmKouRizSMWIQc2Ur83Xr1+AvVfgSVGqKSwfSO78XVOri8VzRXajL1mtbMyFmyUzTG8WvnjiT5OVh7jf1QQxW62Ha97mrLkZSosKcfShVanGNXjXh6VGE8lxc3xrK1W+ny8meSZZ8ScIsvssot3eRCQwJFulqR2XGalFJFqvpwcZNsS2+7129x8Rtss2Ps8SIQfW4ypKs0a9V5xs0VmF+4b8Ke3alBvTkxZ3YzS1ZoB5NuMfcZWC0CSJDhYcOHyktyb2b3fiCQL37XqyzbcE68XUS/dU2qcFQc3ey0+X4/qddiNkGbWCVecsSIsgmfmT8sjleNvtv9lV27clOTdO8NcuRcIpV7obx3Y6rE0W0wMhsj6jZCJeUcaMiCFy46mRS3K/wFvtpb0JOaapgS3cioSTr3h6WWLH8Rg13MNlZOWcx0UhuEYj4Jyt2Ld7fClim7leCVBJSStKPFupURQQtIonZkiP52RQ7AfYpZAf21e26YGaNK4l3vNlodjvH2bS5sMcqrHLAkUfJowgjZfc94fmUfy1mt25xjpw9PUbbt2E56u96esp45dJLiezNFLiZEU7ywZGOqyf0342jcM0Z+Ur8rcvWr9M06rEz6oNUdU68Am/2zbfNjn4sEggjx0aQ8pHEY/PIf5mJualq3oVCXr2uVeSoF1Ox0eHo9pr8tsoy7RY0doooysXtOWBHKRS97/ZVdy3JyTVMC61chGDTr3vTmJx7bE1+jzdVq0ld9kUGbmThUPtxklUSNS9r3NyWNR2nKSb4EV5Ri4x4jOftcDeQYr7RZodlixCBsqBVlWZE/KXRmj4sPiCaEbbhWmTDO7GaWrNANts4M0a7AKyY2o1qlYlUCWUlzyeRgTGpZm9LgCmhbaq85MMrqdFlFFjsvMNRk7jbPLj5E+m3caDKxnCJJDLEoVJYiGdSRxv1t+6khtpKKy1RLpbmLk/2yKXxrY6PUruI8h8p12OLLgwmOGO6pLa0jAyj5hx/IP+9V123OWmlMHX0wK7VyMa1riqC0U3j7RYL3y8PPwbo2RjJH/WUSMyOf6iGOQK3En5u1M4TxyaYuuGGaaNHgeXa59/tPIcuCWHZ5S8Ne0UaSrjjgI/cIZ4uT8QP3/dVEttLSoLJZ9JYtzHU5PN5dBTsmjTCyfafJy8/IZbT5ESRqg5cnPyyyks1rX++tUVOqyS9Ogztwo6Vb9OkU1uXh4OcJM6A5OG8ckORCpCsVkQrdSQbMpPIfdVtyDlHB0YtqaTxxQPD22q0ybIaX6mbK2WO+E0mUiRrFDKQXsqPJzchbA/Lb4VXO1KdNVKJ1wL43IxT01xwLuTZ+PS+OYOjxZMvDxoW97OK48TnInIHzsffTov8ACtqzeHNTcnR8scvYGV2Dgoqq54fqIZqamTIgTCWWLDjjRJJXRTKzXJeQqG43ueg5drVbFSpjmZpuNVTIsPK8/V7T6F8Mzh8TFiw2WaNFDLEDZwVd+pv+W341VZtyjWtMXUtv3IypSuCoHPkeJh6zSR6yTIXP0sksivJEixy++4Z1PGRiBb5exv8AZSeC3KVaUkWfyEox01rEUn32uw/KcfyDT40kJEhmnwpOIRWYWkWN1J+Vgx7qLVZGzJwcZCO/FXFOK9QpmbDxzGfLydPDlLlZccsSpkGMRwLOCsnAoSz/ACMyre1gfWrI25uilSi9oJXIKrjWrFsPyLFPjr+O7eF5MFZfqMPJg4+9BIbg/K1ldWuelx99NKy9euOfHpJC8tGiWQptt7rP+UovHcM5EoTOOc+VMiRdDF7fARq8v335VZbsy8TW6ZUGdxaNK51JP5WmBDqcTx3Y5+Hi4lznXjRPclaTm03BJiGJWy8CR0UfNQ/juTk5pNvL0oP4yVFFsfz/ADzT4/l+VvtTizS4m2ieDb6zJVI1dJFAfhJG8nViOXVeh+N6rjtJO2oSeMcmhpbiKm5LJ5ozkbeF4s82VGmblnhJ9Jg5EcKxLIykIZZFkYyKhN7BFvatOi61TBdJSpW1jiP6fyjA1fh8etwp8yHdQ7FdrDkrDH7SyLF7PtX93lxIvduP2carubaUrmppadNPTAeN9RhRV1VqL+V5vjO6yo9niY8+u2GSVbaYyRo+P7h/3ksJ9xWFz14kdfiKaxauQWl0aWXP1iXrkJOqwfEd8mytR5Pn6WHWvPFJi4kGtlOYkUMfDHDXmMglcL0NypHT4mls25WlJy4tvDp4ZEuzjcaS5UxHd5u/Ftn57tNlscabO1Lx+ziCBvbYvFGkcclzx6HgT+Pb0qWbFyNmMYtKQLt63K428YmXiitauojnthiLCrBDO72XjG1ZL8sDVZRU6dLYrSesjk3+wdP7q8L5rPVepyPtv4Xt/D2Or98m/h8DP+cyoYMcEXPvPa3+FAP76s8uwb6kcr8tlXT/AHS/8UE8R0DqsewyRxKHnjoe4P8AN1o73d0bjD1sH47+Oq7S/eXc+2PPpfR7zV9etcg+h9BygFo9TIRme8oxUinw9jJeSASqk8I+CkNYf5hcV0djN0cVmfPfzTavXG79rwPuXkXnmn1egw8nRY88+kysaWTEzMbhYSZDM5Rgf4o2axHcEdqwLaSng33ovieJuT0fSsPiYXwfdLp5pdvkYckGW7NDku358uN5oJARzs14kha9+nJulat09KpWtcug7n4xsJbm93coRlqlwq1SK7ceopxxJYoLIWPAHva/SufI+t2sVUsdVodltIM+bDQMmuh+oyeR4ngWCAL8WJPahFNlW43Nu04qX3uiA4On22wNsDCnyzYt/RjZ+ii57D0FPEF+/bt/XJR62VmVjxTRPDMgeNujow/6dautycXVZmXdWIXIOM1WLMLtdc2ozuYUSRSK308hJHE/bbuRXWe48WCXHifMPOPK3tZ0TrCWXyG9bLkFJBDlgSRH5yeJVgw6G7dPgKzt80cC5FchjY8szGSXEdpPZVzPIOqqCOLKD/i7/dTQdGLBacygmVA5gmf24bDjOwLe32vcL6fG1Fm21ifR/wBPtVgOpzJJcaXkrRJkYsrRNJ/MkkEiiMn162vXL3d15enqOttNspn1PxzbT4rHDkhORz/3ME6GMn4f027WH8URP2iuPd5noLGyjTlTj6fEU/VX9NdtnR63OweOPkqCcrOeRUWNWHyBhfoAL9hV+13Hh4PHoEkre4i48skfINppPH8FhA+2yNhkRkl4YVjaORr9wSw4D7wa6Vu/cnjRI593Y24YKuozcmEuRslbDxZoYepcTSB2LLdmIYKgHT0rWpd3F4mJYPA3fh/muZBHJq5T7mLkomK0dwF5O1om725qwB+7lXM3G3+5cDvWNwpJVzMpmtBJsmhu6iSVgzB1t0Nrso5Dp6fN3roWYNpLmcPzK6tTfIhCgVAB2AsK+iW40SR4+Tq6kqcU5aoQ5agQ4aAThoBIioQkKID6Rr86DH18AdwPl+W57j+HoOpuK+b7q1KV+VF9zPs3ll23b2cHKSS0ozcmaMiSaclRc3A5ry+Y2vxFz09b2oXfKr8Iuck9Ju235Js7lyNm3KsmT+odgquxKqOgPp91c7kz0iisUsyQmB7GpQjwzO+63r0oE01CRZTKe/SpUWVvAssXY8SBenqZZ2S7wtoAOtjcW6/bTpsw3NuXWJsQbdaZMw3LJc4uV2ZbfGmTMU4FnFlMTckXJuas1GTw6limSrSA2C9Owp6mZxObXeJqtXkZ7Lz+nTkEJtyJNgL9fU1baTlJRWbM92CjFyeSxKjRfrF4rmEJkO2FOexcFkue1iBy/wDVrp3vKNxbxaqujE48PM9vcdE6dZjf1vz8PYzafKwsiPJh9uVTJEwZerAr1BPwNdX8eqpzT5IwefruQfCrPmIr1J5gmKgAi0QBFFQBMCoQmBRISAoACAUQBkqCsMtQUIBUITUVBQiigwBAKBCYWoQ7wvUCe41CEgtQh7jUCGQXFQJ0LY0AMLF0NKwFthSdLVTJCstoDVbK2h6Oq2KMIKVkCqKUiCBaDY6BTRUUxhKWO4qxMhUZkNmvV0WWohAKjCH9u9IyDeJFc2qi4g1Ho8MG4t3rO0GopLgAMelOkCovJiqPSg0GoVNHt3x/qosDIfGsW99YnMfFe55AWsLVTK7FOlVUtVqbVaOggzLRqLQci8d3s8STQ6zKlikAaORIJGVgexBC2IpHegni0WqzNqqT7BYeP7zI9z6fW5U3suYpfbhkbhIv5kaymzD1Bo+LBZtEVqbyTF8nXbDAdUz8WbEdxdFnjaMkfEBgKeNyMsnUWVuUc1QsYvG/IXRWXVZjIwBVhjykEHsQeNVu/Dmu0dWJ8n2BddpNxkwrPj6/Jmge/CWOGR0NjY2YAg2Ipbl2KdG0BWZtVSYxPh5WLJ7WVBJjy2vwlUo1j62YA1IyTyKZwcXRqg0mj3UqLJHr8l43AZHWGQqwIuCCB1BpXeguKGVibxUX2FblI0UjRSKUkQlXRhZlYGxBB7EVZF1EaazO4urz8u5xcWacf+6jZ/8A2QaLuRWboBW5SyTZKfX5mKP+Jx5ID/7xGT+0Copp5MPhyWaodbxzeyRpLFrsmWKVQ8ckcTupVhcEFQRSO9Dmi1WJ8EyCeMeRX66nMH/9vL/9mh40Oa7Q+Bc/a+wlPqc7BMf1mPJjGUEosqlGIBsTxPWmVyMsmLK3KOaoLSQPLKsUSGSRyFRFBZiT2AA706aSIk3kISotWIhLF1Owz2cYOJNlGOxcQRtIVv2vxBtUlOMc3QaMJSyVQs2g22Giy5uBkY0TMFEk0TxqWIJtdgBfpUjdjLBNMk7co4tNE1xwE7d6YpqcdFRaIUV+xWSJikqNG9g3FgVNmHJTY/EG4p4STyG0tAdZr8nNyRDiwSZEzXKxRKXYgdTZVBNC7NRVWxlFvBYlpka7NwHWPNxpcV2HJUmRoyRe1wGArMrilk6glCUc1QPhYuVlyeziQSZEtuXtxIztYetlBNCU0swRg5ZKobM1W0w4hLmYU+NEx4h5onjUsQTYFgBewpY3IvJoaVqUc00DxdXscxGfFw5shB3aKN3At9qg0Xcis2iK3J5JsUyoHicxyo0ci/mRwVI+8Gr4tPIrkmsxCYL93204Eiw3ON4nrdZLiNJk5u9cI6TqhhxowbN0EgEjhlPRuIv0tVFuVyUq4KPtNcoQjGmLl7DIuQTW1FA3gajYZp44WLNlN2KwxtIbn/KDQncis2kPGLeSO52i2+ECc3AyMVR3M0Txj/1gKNu5CWTTBKElmmIiAE1ekVNjUWGLXtRoK5Ezii/apQVyOjFHwqUFqTXGA9KKQrYQR2p0K2Qm6KaJEY/yOaytXP3EjdYQPFK4+CnM2WNAzn8Lmvn9+TnddOLP0D5bFbbZwUsFCCr2VZVZ2vXabfEZ044+PCJpV+LykkA/hatELrtQlT6m6L1Hnv4X86/DV/xwjql/mdVHsL5AFAAFgOgA+FYke1jGiolREr9P76I5JVHG57ntSNAZBhY0EwA54IZ4XhmQSRP+ZD2p4zcXVZlN7bW70HbuLVFgfHtXmazIkg0+VlKMpumHC8hDMelvbU2Y/ba9abm8lNYrE86vxLZ25OUsYf4uHrqjU6fwnyrf7qTUiF4svHv9Y+VyRYRbl/U6Ei/p061lo2zfc3W12e3TjRW3lop3ur5gtn4tPgeO63diUTYuwZ4yUAtHJGSDGepPIcfhSSWFTbt99Gd6dmlHCnrXM2f6Y+P/AF/h3kCoqtnbR/pMAMWX5seFpzbiR/EQKe3HBnD893nh7m1X6Lfel/mkoln4nrvJ38T8dx/Htli6zLjy8+LYJOoYnIsbI0fF7kRqf3U8U6GLzC9YW4uu9CU4uMHGnLnWq4/E+OZolGXOJjyn9x/dYdi/I8j+2pE9K6aVTKhjvKEefMSMDkI47m1zYsT1sPurZZaSPnn5TerfjD9q94hh4mPHg+5LExmYH3ZGIJNunHiBbuf3VfXE8nOb1YA5cmWF2xoplSGSx4yAmxXoo+W560yXEZRTxZDUZuck7rDNGjOtnV3Ch+vQ/P8A3Ul1KmJqtwqzYaPK2bRphzJh5PuG5LSRg2B/nV0P7TXMvqOaqeh2dtx5dqPt3gOqaZI2M5xMDG4+9jDLTLiLnsFRg4A/2q4e4uOulZs6924oxyrJ5YNe0J5v5siTZMbTccVVSPIfhzUoekeRwH54GPym3zKe1WWbWNVnz5+nIlmxG3BN/V7ujr9jPz95ZnM+weGNvakCiWGMH6iJwOvKGUDmFI7Bu3Y13NtDA5G+vd6qdGLQbY7eQe37MSR2Cy5DrExANxyZR1+0WNXeDpOa9w3mGzziDHnmmkSCFTwiEf55m4cUCdOXEFiSbf3Uqi6i/wAhp4FeYoBYrYvJ87OGB5XIK2XrxtY3ua6Hl0Nd+K5P3GLd3G4tjCjpXuUcJniKhDhoEImoQjShOGgE4BUIStRAFkyJ5QA8jMoAABPSw9KWFqEXVJIsnenJUbbRPDNpwP5lZf2qRWXzK3r281/hN3kt7w95alymi1DLz+Y+l/j/AOgfbXzW1tpzajFNs+/7rzKzYtu5OSj1h5DiXDYuQky2+YKHV0YC/wA3IBevX8pPb7a37vym7t4qUlgzheU/lNnfXHbjmiL5DyMzSG7Mbse3WuWeoUaZHSQEVuSkvf5AfmHwuPSi44CqdXQ6mQYyOlIhpQqWOPsovbXiD7gJ5m/S3S1hT1Ms7JbY2xVQhV+Vx832G/arKmK5aL3A3K8GW6mxALE9VI9KcwXLKZcw7Lihlc2jUEs32AdetNFVZguxUUyn1X6mYD5rQZwMR5ELMgPH7ipN/wAR+yu7d8jvxtqaVcMlmeWtef2JTdt4Y5vItfN9xDL4fkPjyrKmQVQMpuDe5I/dVXlVvVuIJrj7hvN56dvJxeDXvPi9iO9fRT50S5Me5JHT93agopOtMSOTapwJAUwpNRUATFEAVaAAiioQIBUASAqEJAUQBEqAYdKArQZRUqAmBRFCKKAAiigQIBUBUmFqBO8aFSHgtSoTvGoQkgsfsqVCG4XFQjJIKVgHMZ+LCq5IBc4zXAqliNFlEbgVWxBqMdKRkDKKVkCAUrCjrpdaiY4lLH1NOmEr8yC47VbFjREI1s1qsY40i9KQg3iiziq5ELiBR0NZ5AI5UIBv8aMWQrMlAL1GFFn4Lt5tbtsqW7NjR4mRPNjg2D+ynPsel/l71z95BSiudTobKbjJ8qMV840ONjCLfaj+ppNj868e0UjdShHoPh8O1JYvN92X1Is3FlLvR+li3jeyyovGvI44pGVDDjmwJ6cshUa33q5BpriTnH04CWm1CVOj3ld4/wCQ5ei2sGfAzcFYDIhBsJIz+ZT6du3wNW3banGjK7NxwlVFz+pOlSPYw7/AYzazcgSpIDe0rC5X/aHUfiPSqdpdw0vOJfu7WOpZSFtxn5Gt1WP4zFKwMV59mFY2M8gH9L7o1ABH81/hTW0pSc+wS5JxiodpdfpPNKu3z0VyF+ikfiD05K6AH8L1VvfpXWW7F959RnvdLXZiWYm5J6kk+taUznNFzpdhkxaDfJHKyL7UBsCRa86obferEVRcSc4+nA02W1bn6veE8T1GDLi52+2ie7r9apKwekstrhT9nUdPt+FLeuuqjHNlm2sqjnLKJS7De5+zmMmTKeF/6cC9Io19FRB0AFabcIxWBku3JTeJYY2/nOhztXkyvJFKsb4oYluEiSKSB8AUv+NJK2takiy3eehxfqKzd7eXP+mQ3SHEx4seKK9wPbQBmt2uzXNNCCjXpYLlxyp0KhovNv8A8m8V/wD+en/lx1n2z70+s07v6Yf2/Ipczby5eDhQTcmkw1dBKxuSjMGUdf5etXqCTbXEzym5JJ8B3w7JxMLZHc5o/wCGxHihQnoPdyG43/2I+b/hVe4bcdK4l+1Si9T4fEq/P9f/AKT5VmY6jjDK3vwfDhL81h9zXH4VbtbuqCBubWmbK/x3JdN/rWjco31UI5KbHrIAatu4wfUV2sJrrNJ+oUrP5tnq7ErGIQgPYAwobD8TVWywtL04j77/AJH6cCmLLYCtaZjoS1uNHnbWDHkPHGBMuU/8sMQLyt+CKaqu3NMW+JdZt6pJcCx/VIY+fg6TyfDThj7CD2JUHZJI+y/f+Zf9ms+yk4uUHwNu6ipJTXExuE5WzqSGHUEdCDWucjC0fW2GF5PoddpMuTjvDgrmYGVIfztyeNkJ79oxy/b6VyKu3NyX01odOiuwUX9VKo+Y5By8DLkgmVoMrHcq69mVlNbtaaOc4tPpNP5Tl/6h5vjwZ0pGPJ9EkjXNlSWKJnI/75NZ7Pdt4dJpv966q9BL9SP9RwPJihVoMKNIxrAl1jWNVFxHboCGvem2jTh08QbyLU+jgUW+37baeHKlv9QII4shzb53jHHn0+ItWuzDQqLKpmuz1urzoJ6bFj2O3x8aU8cYEy5cn8sEQMkrfgimmu3NMW1mSzb1SS4Fv+rv02fr9D5ZgxiPG2WP7EyL2SWLsp+0fMv+zWbZScXKD4M3bqKklNcSm/TDxbF8i22RPsWK6fVxfUZ1rjkOvFLjqL8STb0FX7rcuEaR+p5FW3sKTxyQv5H5bl7eZ44ScPUoSuHrYvkijjH5bovylrfmNXWLKgscZcWVXbrk+S5BvG/LMrAxNhrMmeRtZn4k8HskllSVoz7Tqvp89gbehp7u3UmpJd5NfqC3ecU08minx4+RrdUyMsFjFrUUVtkvaFESp32hRAeKAVAMGyimIKZhshpZPAaJht43u5KRD+NwP2muNv7umDfJHd8o23jX4Q/dJL2kNtlqns4SEe/ltxC/CNert+yvG7e3Ws+EfefZPPNzhDbx+q68eiKzHIU4rc/naxb9lgPwFUt1Z1NnZ8OCX3PF/L1LAPxYKGsQpuA1uhI79aWhvVMjqhmcKvVj0CjqaIzwWJa4fju8nz8PC+kkhmzZVhg99TGpdjYXLDoOhoNGO5vLMYSnqTUVV0xNK/6bprvJ9Xq/I8+KJdjL7bR4bc5FDA8O46cn4j8vrQUKZnKXnPi7edyxFvQvuwXT7K8S6XxL9OsbyLW+PIMqfbx56rlGW5gnh4M/EH8tuguLXvf0ptKMP/2G9lYnf7qt6MKZxdfT1Fx9Jj42NiQ4EMMGTqfJF1kOcLcjDPFYm4APUOAbfC9NQxeJKUpObbjc2+tx6U/0NwX1mq8mglEHubTdxxQZUqkdBD8odr/N8wNv9mikcGly7YarS3aba9fp7T49m6vcbL9L9Vj67DlyfY2ucXjhBdgAz9So62UetCmB7O3uLdrfzlOSjW3DP1F34GdRpPF9Ln7POyIZcnZkYeMOKwJOpaJ2mNgQvAsDya1GKSRz/Nncv37kIRi0reL40zVPXTJCMu1/TzRbfYZ8b5L77Fz8ng6EssiTBmWROV0+X8gPxN+oolis7y/bjB6fCcI+qnB8ccz5TkyPNNJK1uUjM7fexuaCizvyVFQymXNDNm5EcsoQ8uMbi1hxsOpPY3vY/hW+C0x5o+TeeXde7m1wdOzAqU+oOV/p3ARyNJZO3Xl0HX7Sas1RSb4I5jjxKqbIaROJHQdr9CLeh+6rNRZGNGO6uXQi31mPPk5LkKpjdRH8B06E1TcUnk6Gi00niqo12okwps5cHWeOmbMJA5PLMwN/XipT+2ubdTiqylgdrb3FJ91H1E+RZ/jWraDhDjJrpsc7MY6hQffuHToTcBRauRG3rlVZtVR29caJvE+d7jyHJysk4uCBk5WtyJoI4e5nwJQzcG/mAAP7a6drbpdCePrMe53ub7THzDBjSHMwjJxAlSYSHqpLkDiP8pAb7etdK3F8TgX7lW0KZGa0eLIIwqSSstyoIb5RbkPQd7VdpxMlRERTMvBgzFT1VAS1z8TalZNRohkLkzCVOgVFjdePC7oAGIXq32Xaup5LarccuS95g3M6Rp0jPpXqjnkSKBCNAJwioQjQYSJFKE9UQCVMiHaICcbFHV17qQR9460HFNUYYycXVZoJJPJJ0Ngot8oFh09T8T99U7faW7KpBUNW7397cOtyTlQniOVlsO7jiPTre6/vAqrzPbeNYlHjmvUavI99/F3cLnBPHqY7JNGkYN/lP5SP4v8AL/1+n2npXiPK/Jbm4lWWEFx+R9X/ACD8us7S3ptd65JdnWCxsgO7c1AIBIsOth3F+5+PX7fjXf8AOPJoKxW0qOPtR4z8Z/J7sd5S/KsbnsYwWANz1J6jr07X/wC2vGbbbTvTUIrFn1jzHzG3tLLuzfdS7QcWSrOyoCD6Hrd/w7D7AP3nv6nf/jihYUoYzjn09R858n/N5z3bV7C1J93/AAji5rqw4EBT+U+g6Xv09PWvMbTbyvTUF9VT6D5nvLe128r0n3aAcLdZGNktIPyO13Hx+N/j/wBLWr6DuPILM7Sgu7KPH5nxTbfk+5t33cb1Rk8vlyNBN5EzauURNxRxx4f2/Dofy/jXmdr5Tcjuo25rj7Eey8w8+293YSuQffpTpqzJXJNz1J7mvoZ8oYyublCFoBK3ssbslzY2tb+yqf41vXrotXMu/kXNGir08jilWFj0NXlDPcSDY1AEhRITFQBJaIAq1ABUoECgVAEwKACQWiQmoqVAFWoBh0FAVhAKgoVRUAEUVCE1FQAQCgQmFoEPcagToWoE7xqECxD0+FAIThY3oMDDRi1KAtMN+wqqSA0W0DVSytjsdVsAwopWEIg60oQgXpQqMheaLrTJhoJZEN1qyLCipki4yVcmWIYjXpSsgxELMKRkLfG6qKzyIGyE5Rg0sWQqMlCb0zCjuhiIydl9utzR/wD0GrHuMl/cjZts3/a/cd8H3+Pj+9oNwPc0ey+R+XaKRugcH0F+/wAO9Z79tvvR+pGjb3Uu7L6WMZPjGXoMXybClu8LQYzYs/pJGcuOx+8djQjcU3F9fuDO04KS6veZCSAle1bDEbzwHYSy+K7nCyY1yItRH9fgCQXCSoHkAt8OaX/E1i3MKTi192B0NtOsJJ/bijChJZZGllYvJISzuxuSzG5JP21tpQwNm4/SuM/65lp/FJhSov3l4/8AqrJvfpXWbNj9T6jNe263Ughh0IPoauRhZZ6xGXx/esR8rpjRD/MZw/8AZGaqn9UfWXW/ol6veX2si+o/SrawQdZo5ecqjvZXjkJ/7i1RLC8qmq3jt2kYKFbGx6D1I61vTOYzW43i+on0WRuE2koxsZgkqHFHucmKgAATW/jHrWeV6Sko0z6f0NkNvBwc9WC6P1MpNGbm1yPQnp0rQZTYebITpvFvs16f+XHWXb/VLrNu6+mH9plGRgpNaWZEXez1erj0Wu1uXtYtfknlm5UTwzyMWnA9q5jRgOMQHT7TWeM5OTaVeBucIqKTdOIx+omNBtPFNNvsXIXNbEH0OZlIrpzsOjFZArD51PcfxUu2bjNxeHEs3CUoKSx4GK8dv/r2t/8AxUH/AJi1sufS+oxw+pdZqv1Cv/zxsv8A4H/+PHVe0f8Atr04jbz/AJH6cCi5E1pqZaFvq8TCi8f2WZm5ya5thbBxJ5I5ZPlBEk9liVz1HFb/AH1luybmklWmPyNlmKUG26Vw+ZZ6rXa3a/p3t/H8PZx7XK17fX4ntxTRFLfMVAmVL8rOOn81UTk43VJqlcDTGKlbcU60xMBiRHgOlbmzms0++lysU+O5WM5ing10TxuvcMJ5iKyQVdSfM0XJU0tft+LLvyDBg8x0P/MWBGF3eEoTa4qfxqo/3ijv26j7Lj0qmDduWl5PI0TSux1r6lmZzzaGSTySUIpZjBiWAFz0xIqus/T2+8z3/r7PcXGi/UZXw00/lWKuy1vRROw5SoOwJ/m4/EWb76We2ddUHRlsN0qaZqqKjz7xjG0WxhbAlMusz4vfxGJuQp7ry/iHUEH4Gr9tec1jminc2VB4ZMFosLBh8Z2mdn58etbZEa/DyJY5ZbopWTI4rErnqOK3++jdk3NJKtMfkNZilFtulcPmW+s1mr3H6Y7vxvB2sW3y9cx2OH7cU8TR2+YqBMiX5cXHT+as85ON1SapXA1QinbcU60xAfo3GMnwzzHXwddhPjMI1/iIeCVEt/tU27dJwbyqDbYwkuJ8xUm1daJzmbjxjwjRb3WZ2dFu5oDrIPqM6GTCBIUKzNwK5B5/kPw+6s93dTtyS011PDH9C63t4zTerLo/UpljgSV1gdpIASI5JFCMy+hKhnAP2cjXQi21iYZ04DUa1ailhAlEQ8VtUAQYUyAwLCiRFds34xn7qS48C2CMHnZUMWcZ524wwK0jn7hYfvNeb81bcNKzk6HsvxVQhulcnhC3FyfuXtZWePPJsthNt8kcTLePEjPpEn5j/d+2uFuaQgrceGfX6Y9h7byeUt1uXuLmc66VyhHP20j/ANRq8LH+pyoccHiZpFTl3tyIF7etYUex16U5PlU+x7bx/SZ+mxsX6t/fwNjjR5uOIVReGRxIEYUKBeL5mbr1pmjye33l23dctKpO3LS6/t5/5skC2L4uNvcLCn8Vj1Oow9/GkW648IiiOAFYlQT7gW9ybUGWWVKVmU1fdy5Kw+5xrTr4doj53rfNzgvPJuoc3FG7eDHxobCSHIkZmi/rcVPQN2vYVJJl/lV/aa6K24y8GrbycVngL+Rvx/UTQ6XCDTSaebGTLyRd3my2ZZMiRm+It+FjUaLNkq7K7dnh4ilRco4qKNZ5G22wPKNPJk4+PB4lrtlFKuw5qJTJMpV3lHK/FWJF7CmOPslbube4ouT3E7bWmmFFkl00KjzDybxrXmOPV7CLJTI2kOymixh0h9r20W5HIMQkVz8Se1A2eXbG/cq7kHGltwVeNa9mLM7k/qfl4/muZusK+Zhq7jXQ5A4hVJuCbfMLm5tepU6UPI4y2sbUu7LDU0UWB515XiYy4Ovy2gh96WdI4VHPnkG7ryHz8Sf4aFTde8r285a5xq6JY/4cugRk1+8zpuc0UnLIlI/qfIpkdnB+U2t80bjt3olvjWraomsF7MPmhyHxFjrhm5GUESTEOXGsaF7fKrKJCSoAIkXqL2vRMdzf9/TFZS0/07GZmaQJG0jflUFj9wF6JdeuKMXJ8EYOPV7B5ifqh7rOzhGJCG/W3r3roQkqI+M3buqTbWYq21z8RZlQqYsf8gNyRdrAKwNK7SdWDSnSoTKGFk63F2LnhLOXR4gLhnS3zG3r81CDadAKqbRLxnMxsPZCaeNCqCy+7b8zdAfgKa5FyQ7dOk1Wu8/zsP8A1DPl448UJ9nFxo1C8pD2c+pCjrc+tq59zaKTUc+b9OZ19tu9Ma8BHO8uzNrl7HU3umzmgEszG3H2gSTT2tqlplyTLLm+eiSFY2nbXRAQkZWNlC+bG1nDKoXiB3syqGDVojBVMVy9V15oTzZEdSUvzkkZnj+Bsov/ALRHWr4qhRRsR2+LHj5EUQl91SqmR1HQNc8gL97fGinUCRY7KGCPCwmwQVzZVDlVNyAGKhge7SMx/Cqo4t1yKnniSwddHhSSQrN77qQJ3B5L7truoYdG4seN/jXpvJYdxy5s5+6nVjxFq7ZjOGgEiRQZCJoBI0AnDQIcqEZ0UQHRRISFFEJCiA7RRGTd3kYs7FmPdmNz++oklgiNt4s8t1YMvQg3Bo0rmBOjqg0swZQqDiCPmH7+I/wj/p2FYNl5Za28pSisZe7kdbzLzvcbyMY3H3YL0YMdK6RyA7ZJaIrazsfnb4jv+81z7Hldq3ed2KxZ1tz51uL23jYm6wiCArpHJJgsAQCbHuKlCVOiiA6KhCa1ABUa4s3aiAmUt1HUVAHRRISFQARagAq1CBloACKKAAgFQBICiQIoqEDIKAoZRUFCKtQAQCoAIoqAZMCgQKopQEuNQKPcalQnQtAJILY1CIYQXAoBZNV9KAo3jGxFVyAW+M1wKpkK0WUPWqmKMqKVkDIKUIRRSsJyWO4vUTHE5Yuhp0yFXlw2a9XRY6IxCiwjKLSBLLD7WqmZKD3DlER8KqqEqp4zc04B7x6LTwtlS7DNWAT482MsQjldgZV48jxXjax+NY9ypOiiuNeBt2zgquTpg1xM1laqOKZkimTIQdpYw4U/g6o37qZVfChU6J51NTH5Ecnw3K0ueS2XGI1w5SCS0YlRihPpxC+vpWf+PS4pLI1fya2nF58DLvh9O1bEjFU1Pi3+gazW7WDL2kYl2eOYAscU7BLqwJYmMXPz+lZL8ZylFqOT6DdYnCMZJy+pdPyM3JrY4ZSkUyZKDtLGHCn8JFRv3VpTb4UMjong6lj49lz6naQ50S8vbJDp25Kwsw/ZVd63qjQss3dEqlzs8HxbYZD5sGbJgtMecuM8DPZm6txKm34XrNDxIqjVS254UnVOnRQQ2DYgwo9Zrlf6VZPemmkADyyW4g2F+KqOwqyEHWrzKblyNNMcvec0O0y9JlO6RibFnHDKxm/K6/vsetS5ZU10hsbh230AMvU6CeUy4GYcRH6/TZUch4H4B4ll5D4XFNFzWar1CzVtusXTr/SpZR5Wrw/E8zURzNkZOXIsnNEKxrxZDa78W/g+FVuEncUqUSLlchG041q2Z2HXpLMEkmTHQ95ZA5Ufgiu37q0vIyxSbxdDUeSnSbDXayHE2SNJrcf2WV4p158VUDifbPU8fWstmM4ydVm+g27iUJRilL6V0/IpdRrtbNkK2yyVxsVGUuCkjs4vcheCtbt61dccku6qsosqLfedEKeXRQ5e6ycyDJTJiyHLJwWRCiDoisJFTsoA6Xo2ItRSaoPeknJtOtS08YyNDD4rs9Nt9ikcews8ESxTu0UgH5mtHx/MqH5T6VVetz1qUVl1GizchocZPPrM9ptZrcffQyT7KFMTEmil+oEeQ3uBSGIRfb5X6WPK341fc1OOCxfUUQ0qWLwXWaDymLS7jfZGzw9vAI8gJdJYspWUpGqfwwtf8tVWNUIqLj7vmNuNE5uSkvb8hfNxdN9Jr9biZyOA0s2dnNHKqB3ChVC8OdgqWFh3PpTxc6uTXUhJaKKKfW8RbzWLTyYGtx9XsEngwITG0JjmSRpZHLSSDkgSx6fxXqWIyq3JZ9Q15xolF1p1gf0yycTT747DMzUxcb22imiKSu8iuLjj7aMvRlBNzR3ltyjRKo22uqMqt0QTY6bUDZka3OjfBnkZkYxzJ7Kk3AcGO572HG/4UISlpxWJTdUdXdeHrLXyHC0uTh6/6LPSabCxVx5IzHMpcqxa6Fk493PciqrSkm6rN9A95waVJZLpK7x/OzdHtY83HuVHyzxXsJIz3U/3fbT3bSmqFdm+4Sqhzc7LDPm67vFBfDSTHfiF4kpHGiuvE2/lI+FLbsvw9LzxLbl+Pi6llgVe10njcma82DsxFhyMW+nlhm96MHrZeKlGt6fOKtg50o1iVzVtuqlh6yHkGwg3mdg4quMHV4EC4uNJOGYhI1/O4iWRuTWAsL/301q04JvOTxJduqbSyisAHm0eil12rxdPso8nH10BjaAxTxyNNI5eWUc4wlm6fxX6UdvGdW5KleosvShRKLrTrA/pdm4Wi8kOzz89MPE9p4Z4WjmkeVXFxxEaOvyuqk8jU3lpyjRKrG2txRlVuiIDYY3iXlJ23iufHmYcryf8N7c0doWYN7UokRAR/KVJ7X6VFZdyGmaowO6rc6wdUB3OP4dusp9hgZLaTIyGL5GDkxvJAsjdSYpYFkbiT6FP3VbaV2Co1qXNfqLcduTqnpLbxbP8f8e0m9xXzjnZe2xmxoxiwyCNLo6hi0whJ6v8KW9ancnF0oouuP6VDbuQhGSrVyRmoYuwrpI5smOxx9KsTKmyfCjUBFhRFqBYUUAEw6GmCij3UnGNqouvAvtI+X7yCbP2CYwf28ZQZcyU/lWNfU/3V53fXdOOb4I9V5PtHdbTemCVZPlFemC5j/i00eX9ZlxLwxkZcXDT+WKMcj+JLXNee3NU0nnm+s+kfj0lcjcupaY1UILlGP8AWr6TX+PtIm81zxW9xcqEx37cvcFr2rMj0V6KdqdctL9x9nzdTu20/l2RntJrky5cGWLOdQqqIY1WRgGINlPc07R463uLSu2IwpPSprT1t0K/y/OxNX4zPrPIdwu+zMva4880UJCs2LGsbGwX5U5RgdQe5qPI0+XW5Xb6uWLfhRjaklX9zr24mQPmuuwUx8LW4pOug2kWyEbMeVoTfgGYXPK9rntahgdr/wCsncbncl33bcO3iR8j/U3a7WaOXDxYdU8UrTiXGH9VpGRkLMzX6kSNRDs/I7dlNSbuVVKPKla/BGXytnsssscnKlm5dw7sw6m/Ym1A6sLEIfTFIZ8bxcPJ28MOZxGOwbkXBIvbpYBkufvNQp3tyUbTcc/TrL3G8c1kaxCSFpTNiZBeV3NkmiHVrLxtxBVhe/freic+5vLjrR0pKPrT9GvUS12/1OKGedo4g4w39mFACVEaPKF9sWB9xPX40ExNxtbksFV/Xi+tpZ9AvleZa85DSx40s5Wf34C7iIArIZEVgPcJFnZW69e9FFcdhNKjaWFHx4UfLlh2FQ/l21WBcfE4YmOkTY6xxgveFit0YyF7/kFEv/hwbrKsnWvr9RQZcMs0JggAMkvFAHJC/MQDcgH0q2CqzB55edvbTfNU7cCjzNLtMXY5Gv8ApjNJGhkAgIk4hSeN+BPQ9vs6VdCqPl7VUZjOxMqKL6HMhbHMsglVnQ8ihUWYfFeI6Wq2LDk6hM94eMeFjho0RwWB/hHC1mt6/GjBVdStc2Ltwx2DIbWlEkgtayE/KtvjY07CnXsGN7NjOsUUqN7h9yR/T8zWQf8AdUVTbg6tlkJPSkiFoI82OeRF5xoPcgPQN8g6s3xvTpUQdbkGXbyLkwvggo4QD2+/9SxHMf2/ZQphiX24VH8PVOcA5LI3upIFZOtyCCwP7U/fVEr2NDpQ2tVUA0+KrmWVQrKyqBYkqoYMxNwB0tTp1MNy20ThnbOjx5IbRNHMfaJ/MFkezg/Fb/MPvIotUMk8KjcGKuNeBeojJW5AHUd+gr2nltvTZj1V7TkX56pNhDW8pI0AoiaUhGgEiahEcpWE4KKIdFEB2oQkKICQpiEhRAdFEhICiAkBUIdtRIe40xCQFEB21Qh0VCEhUISAogJrUAFR7Gx7VABOAIuvb4VAHVFEhNRUAFWoQKvagAKlRgCqKAAirUIEC1ABFWoAMtQAVRUFYRVoVAEAqAZNRQIFUUAEwtAJ3jQISCVAneFQISHobUAjHC9BsAWMUjAWWI/YVVIDLXHNUsRodjFIyB1FKwhFFKQJwuppR0Kyx06YSvyobg1bFhQpGlmtTtjjKrSEQ5idGquYS0iFxb41QwoSyIbORTpgoLNBf0qEOx4gPpSNEqSOGB6VEGp5sQW7VCCxxBftTkqHixRbtSsZDEOJ83akkFDH0Y+FVCtkhhj4URakZMMfCiSoo2F17UwtSYwhbtQLE8CL4Yv2pkLUiMPr2oBTJviDh2oDpiUmGOvSrEg1FZMEX7U1A1IDBHwo0FqMLhWQC1ICpL6MAdqiDUQysUFrWq6KImFxNaLA2pZgbLKLBAHaqWLUOmEB6UCVPPhDvapQlRWfFHwp0iVEpMQfCrUhaic+Mo9KsUQpldJiAselWKI1T30AC3tQaDUWmxB8KZRBqBLh3PamoRsZXEAHapQRyDpBamK2wyx2FGoh5looAJxTCgWFEgGTsaYYzHkMnGNqyX5YGqyj5J5JuJWaTAhPtKGDZD/xObXVf8q3/bXmtwq3K8j1O2vyW38NYRbq+nlXoXBGq8TiC+PY7KLGR3Y/uFcjdteKz6T+N22tjHpk2OPtMrHzuMDKhg4OsvXksnJSGBB6ce9UKKzOnPdSU3Ci00xr009lCz2X6mecbfE+n2WfNlYTcpJYSTwKKLryCgC91PemdDn7aFu1JThais3VJ4R+HErH2ky4GPN7CtPMwWwYgcb2uCb/AGWpcKtHTe8nG1GdKyk8uHWeTbBsmCHiqiVTI7FrcVueJtb1A/fQ04VHj5hWcY0XeVc8ljT06Qsmfx14y/buWAKpfvyPS5t8OtLxoXS3VLPiU9QBtwVsTAePzcjyHTit+1viCKmjpKX5jT7efHkvnVB9Vv5hnwtjo0M6qZBLdWCEdPUdenWo7dFUW1vY35K244SVXicm8iaf2zkGaQFmROTcgAtrsBft91Hw2CG+txpSLWpvlw4gjucdVu0UinjzKkC9uXEevqe1RW2NLzGCVXGWVfbT3nW2mLaNvmtIwRTb1IB6/dyF6dRZVPewweOLp7vmQx9rjTtxjD35BRdbA8rm/ftYUXFlNrewm6RrnyJT7jH1eZizyxtNZjIkaWB5R2Ivy9L1p20atnm/yvc6bUYful7v6hNLvvH59pJto52TJaL25feD8OcSMISF4fLZivL5z2+yrJUTPDt0Gtxl+L5mqhyMrMDYGErHE4Ae4MsoqW5K0yyBurOVHS1GSRJKuArJ4Xg5DxZxjX6fCAxpooygkyJXYBTKYyHJADPcqOS+tWLIjWFCu2Xgnj7xz5MGVkwxqvMyMA4YlXcnjIFa3GM/xH0+NEiZkNTptrvmP0ZV/p1AUSsehILcFsGPoT2tS0GSoNZXh3kUDc5cWWVVDF5IrSryBtxBQnqLi9K2WwjUV9iXXZh5Bo5IrGQMOJW6g2sevrVbdUa7WBu9D5Vjz6XI1eS7PFLaTHjFridfy9eh4t2++ubdtNSqduxcVDH5WIkszREryklKjiwYBQvP0Lf21tg8Dl7tpSG30U+snjkx5hJInGWSNT1CHiVK/EgPe32VfFa2o8zlXJJpjEYNuvf41763GiSOFJ4kjTgInvQZERYUAkT3oMJA0CHKDGOCogM6KICQoohIUQHRRRCQogJCiiEhRASFEhKigHbCoQlYUSHbCiQ9YVCHRUAyQtRATFQBIVCBYyw7UQBrKevY+oNQh4UQBFoMgVaAAi0QB1oADpa1ADCACoAmoFQgVQKAAqioBhVtQFJgCoBhFtQAFWgQmoFAgQKvxFAh2w+NQJ2w+NQJ0AfGowjMfUC9KwhFAB6EUorHMe4ItSSIW2MT06VRIVljF2qpgGE7UrIEUCkYQygUGMgUyp8RUTGEp1SxuRVsWQryqh+hFWjoMgFu9IwjEHRulLIJaw9hVEgohlKnK9xUiBi/FPiKYASJUv3FBgCsqfEUBiJVLdxUAAZI+XcftpiBYlT4igxkMQqnLuKrYR3jHbuKrFZzgnxFEUgyp8RRRGLlY79xTChAsdu4oDrIG6pfuKYBHhHf8w/bUCj0qpxHUUEOhSRU+IqxBF2SP4j9tMgHkjiv+YftosDGOEVwOQt99IA5Kkdu4/bRQSskRDILkD7zVqIWOLHDxHzL+0VVIVjqJF/MP2iq2QJxj+IoBISBbd6ZAEpgt+9WIVicoT4irEAr8kLerYjIWVIy3VgPxpwkpVQL0IoIglIqX7irAHo44v5h+0VABAqfEUBGSCp8RRFOkC1QUE9qKAwTinQAL0QoDIBY0QmX38SMjXYD7yBWW8jVZZ8n3WlwGzJZBsI1dmJaNnQ2J/EVw71mNa6juWb0qJaTSePzJj6TFx1WSUJzvNGvOM3b+EreuNuNt329Ue1H0XyLzTTtowdu7hXvKEmu1D3/APrJGkL8Q5/3vK6Hse97el6xOMkekt3LFyrax41Tj76E1xtaxPtkA8SDwkI+UsT6H+a9VqvE0q1Yf08uEnz6HzPS4+udMfkyhEH/AA4D2BHQdOvX0oqqqSdqzJRq8F9OPpUDLg6orxea3yKAfdF+I48e/wBwo1kUS2u3ao5cF93DCnwGJMfGbFVJJbQDqjAgDjYgC/w41Wniap2YO2k33OHVT5AWw8Bo2X3uN+XzB1uCWJJ6/bepqdSh7e01TV7Vz+YWPGgXJmYTFsh4wj3K3VbdDYAfvo6m1lgWwsQU5NSrNxo8sF1fMROu1hjQLloFCOqEMvc3uw6+lWanyMD2liipNZOmXaTfBwTjhBkqIwIvmuOqqWt2P8TE1NTqNLa2nCmtU7vsr73UHPr4HMZOYihTLxHQXZz3Hzd16Uyl0FF3aQbXfX3dr9fALi4uLFICkyyG5KgEXuQfgf8ANRbY1mzCLwkn6f1KDy3IaPNivHI9k/phFPVievWtNitHQ8V+VtyvRTwio8fb8BbWAZLcMiRsXGABlllUnipXk5AQcmsOlgO9SmJ5ZrEDn67DOyhSDOiGvecxY62HERkX91pE6etmvY/ZanokW0S6x6LF81xMCVsTKyJ8AR2cRiV1MfE36FWAHFmsVP8ANbtT4hYHXeReT4+BBFBrfe1kCMBxgcoyBXuWkAZWHAve4txvftRTIkNxeVGTXmHS6No833f6mTipyhZ2AuWWJY+LqgYLb0JqBS5myXYpkrrseBcuK83CV5MeSORSXUyMHlRlPFQgJuftrLfbpgbtulxBeU42oxPIsrMM2LkFMb+hhkh2IRWZfzAryYgDpfuaW1XiXXGqYCupytGzJk4WJAmxaOMiHGZW/rBLcWHIMvzdTZP76tcU8ypTmuDKnY6bUwSy5eNn+9nRZTmPGaSIvKxKlhxspWysepPp2o6VQouyk80VM0OZHnKkckj4XV4XuSvtN+RT3HQdq2eXRi70a8zBel3HhiPKBavbI5LPGiAgagTjdqUJA96ASJoEImgMf//Z" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;br /&gt;&lt;a href="http://www.galaktikabolt.hu/"&gt;&lt;/a&gt;&lt;/p&gt;&lt;/div&gt;  &lt;p style="text-align: justify;"&gt;Természetesen a NASA otthonának területe, Észak- és Közép-Amerika látható a mellékelt felvételen, amelyet egy  nemrég felbocsátott műhold rögzített. A kép érdekessége, hogy bár a Föld  egész korongját mutatja, mégis igen részletgazdag. A kép online  elérhető, legnagyobb változatának mérete 8000x8000 pixel, amely 17,2  Mbyte helyet foglal, és &lt;a style="color: rgb(51, 51, 255);" href="http://www.nasa.gov/images/content/618486main_earth_full.jpg"&gt;erről az oldalról&lt;/a&gt;  tölthető le. Az alábbi képsorozat segítségével azt mutatjuk be, hogy  milyen részletek figyelhetőek meg egyre nagyobb nagyítással  a Kaliforniai-félszigetnél.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt; &lt;p align="center"&gt;&lt;em&gt;&lt;img title="Forrás: NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring" alt="Forrás: NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring" src="http://static8.origos.hu/i/1201/20120126-fold4.jpg" height="593" width="640" /&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;A Föld képe 2012. január 4-én. A kép nagyméretű változatának &lt;a href="http://static8.origos.hu/i/1201/20120126-fold.jpg" style="color: rgb(51, 51, 255);"&gt;letöltése&lt;/a&gt; (NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring)&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;A felvételt a Soumi NPP jelű műhold készítette. Az űreszköz  üzemelésének célja, hogy felvételei segítségével pontosítsák az időjárás  előrejelzését, emellett az adatok segítsenek az  éghajlatváltozás folyamatának és következményeinek jobb megértésében. Ez  az első &lt;a href="http://www.booker.hu/konyv/a_vilagur_meghoditasanak_elso_50_eve_gazdag_laszlo_meszaros_istvan/"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;műhold&lt;/span&gt;&lt;/a&gt; a NASA új Föld-monitorozó flottájában, amelynek tagjai  egyszerre vizsgálják majd az éghajlat hosszú időskálájú változásával  kapcsolatos jelenségeket és az atmoszféra pillanatnyi állapotát. &lt;/p&gt;&lt;div class="bannercikkbe"&gt;&lt;table style="width: 284px;" id="bannerestablazat" align="center"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt; &lt;p align="center"&gt;&lt;em&gt;&lt;img title="Forrás: NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring" alt="Forrás: NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring" src="http://static1.origos.hu/i/1201/20120126-fold6.jpg" height="373" width="640" /&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;Észak-Amerika  alacsony szélességű vidéke. A kép közepén közel kelet-nyugat irányban  ívelődő felhőláncok árnyékai is felismerhetőek a felszínen. A kép  nagymérertű változatának &lt;a href="http://static7.origos.hu/i/1201/20120126-fold5.jpg" style="color: rgb(51, 51, 255);"&gt;letöltése&lt;/a&gt; (NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring)&lt;/em&gt;&lt;br /&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;a href="http://www.booker.hu/konyv/2012__Ehseg_whitley_strieber/"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 499px; height: 149px;" src="http://1.bp.blogspot.com/-K0rqZ0zsh-E/TwVhP6nadXI/AAAAAAAABLo/GWm8Qm3pNe0/s400/500x150_streiber.jpg" alt="" id="BLOGGER_PHOTO_ID_5694064229940360562" border="0" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;A kép nagy nagyítású változatain számtalan apró részlet figyelhető  meg. A sekély partszakaszok - például a Mexikói-öböl egyes részein  - világoskék árnyalatuk alapján azonosíthatóak, míg az amerikai &lt;a href="http://www.booker.hu/konyv/a_kek_bolygo_vandora_6_kontinens_1600_fenykep_-_egy_geologus_uti_kalandjai_juhasz_arpad/"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt; kontinens&lt;/span&gt;&lt;/a&gt; területén a zöld szín az erdőségeket jelzi. A felhőzet alakja  is jól követhető, és sokféle felhőtípus azonosítható a képen.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt; &lt;p align="center"&gt;&lt;em&gt;&lt;img title="Forrás: NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring" alt="Forrás: NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring" src="http://static4.origos.hu/i/1201/20120126-fold7.jpg" height="373" width="640" /&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;Növényzettel borított, zöld területek a kaliforniai partvidéken. A kép nagymérertű változatának &lt;a href="http://static7.origos.hu/i/1201/20120126-fold8.jpg" style="color: rgb(51, 51, 255);"&gt;letöltése&lt;/a&gt; (NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring)&lt;/em&gt;&lt;/p&gt;&lt;p&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;&lt;/em&gt; &lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/termek/robert_charles_wilson_orveny.html"&gt;&lt;img style="width: 465px; height: 62px;" 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KSlOw1gnHn4Wrz6o2xzWyb/yk0Hl/t3sd/f8N2za7WJHs9wj2HkUsaqplmWGG5lkcqAWIUzCp8Meojk5vWf1NS5BYbPzTjV3dce2y0s7215R9nbi0gjhJsNzBS0D+mq6tMkdB88sWZuUbLv3CuFXfuNxTcNssoIuK2yX0e7xrHGInPHZJDPJMgAVvXRUrX6gc++AlNwUEPHtn5l/qBu1tt9pYxXm4XljyCK0hjhiC2s33lWWMKK/Zu3UdB4YBzEj+5bBxaLnO6cyttstV4t/q0N/2/bXhiNqLi5iFnDC0NPTr9yWNKZEfLALxBo/FNu2bZuD3fNtysIt3ujuC7Ts9hc6japKIfXmnnRWUyBUZVRa0qc69hlPeCPObXmdztm13W68TtNltbiT/QruwsEszcmdFKITHk/lWq5dz1whI273J4nxqLg8+27RZwRb9wKWyg368gRA90t/AvqvI6jU/pXQ0DVXSP1gk9TTfdDbbCzh4YbO2htjdcasri6MKLH6szzThpZNIGp2CirHPLBI0bT7ObDxOHZHveU2cN1FyncE45tbzIjtA0kLmW6i1g6SkjxKHHTxwCYD249tJ96sOe8Zmt7ZN8s5bC1hvLlVrasl/ouZEdhqT+GjV05sMsA29iq5Ny3buN78+x7Dx3bvstlV7BpN32+3ubu4mV/41xP6qlgzOvkX9hchSpwAkbXy+/27/wCNW1cOi4/stvsrbnsmtYdttY5WW4W2llRpFQEo7SsGU5EZYCVsNbP7W7ZynYd3WK0itYNu5juf3tzbRR/d/wAvtrVXFpbAAMxZso4xkDnTBISc62y3sPcH3R23brLbINm2WWZIlsrdFT0rC2BeV5pFAaSX0kZnkc1J+FMA9kbfyvZeM75yjhvLNh2y2s+Pb/dLZ3O3QRJFCstpeek6tGoVR6sLI1KZ54ljqbFzbjJXbOcvvGwbRa7LtrSx8du9pjtxexzC402wm+yLaI/SDep9wAa074AT2NU5huG1e3u+JxLbdh2u/l22CAbxfbnbC6kubmWJZZAhc/wY19QKojocvqwgWo8/EeLW+48kvrKxQ7XufB5OQbXZ3AE5s5ZpYlIjeQFg0bq4Ruuk9cUiZKL2M3q0v+Xbfxm/2TZ9wsJ4r15Zbzb7a4uWMVpLOgM8iM+lWjXy+GJe5b2k1vje/Lyr3M4hHuW1bZb277nY2txZ2VjBbW80b3Sh1lijUI+pWIOodMsZpyzSyhG+8W9l9/g94rq93fZLB+Jxz7qy2rXG3TxiM29x9vSzWV38rFCF9Py0rlTLSDndtDnPLNt22D2k9v7+C0hhvb2bexeXSRqsswhngWISuBqfQGIXUcq5YQkfe7G27dY2/BvsbSG1a74tY3V2YI1jMs7zXAeWTSBqdgoBY5mmGwNAL5ZfowhGx8FsjcXl3c0LLbwHygEklzQdPlj0/wAZSbt+iOnq1ltnS/b+4v03Hed2iViuy7Ze3bt0Pryx+hDX5PLX8Mej2bSlX1sjoyvRL1Y5tO/3Nj7eSSyyaGv9yitQB09O1gMr9DmdcyHGjc5V9F/qVym/6Iq7G1G9braW4DGS7migjWpz9VwB8hTPrjW9oq36GlnpJ0CHkdrdX3Ko4bOCKy22KSexeKNY2UQ3KQIrFNIdXSWnmB8Qcc1U6qmr13Mq6QC2rebbcprHaygjmleGH1UqxUSOqDSMl79MdV/anY3bhNl/sXGvvd8ms4pFnpPJHGxXSaxyMnm+HlyxlfPFOT9CbZYrIfcuBp6lW0imVRmDT+rFVzyhLKVJ4rEtzHC0ixCR1jM8h0ouo9WbpQdcVbNCbLeTQR3badtBntrWQXsOoos9CmpQaagpqRi8dm1LUFVba1Ebfao9su429RIoVQMpNak9dBA7t0xUygLm1tSu1C4uIfOSWjp1C9QcsS3rAm9TZlu9svY4p1NZYYfWbKgZWFBn88Yw0ZQ0aO2xPbbtLcCcR+q1RGDVCxNcgQemN09DZF4lta7naxqkYV6lJWjUFdQFVyGQrSvTETDImDzbzmUycu3UA6hFcNCpy6ReTt/dx833MnLLZnl5rTdspGUDLu1DTHKQibRtpjkArqJU08eo/owFnvJ/pDVqW6jHunqgjikNEDikWiBGKLRgjAM+CqWGo6R49cBLIUGCRSZ7U7YJKkg7IoqxoMEhIu97bhlVKyOxAVFzZiewA74TukS7pA7yS9gSKeS0dbed/TgkWjhn6aKoW83w64iuer0kzWere5Xcla/s7UwyxiO4dSfS1KzrTLzqpJX8caUsrrQutldaD3Ldu3J7K5bZJrdeH7pDDJPczTCR42t0ASCKFiND5DJFLE9WGODC/d7vuRwYX7tfuQhNybdLrj8u13l5NukdzDEiRXcMWq3lRlLyC4WjyVodOpaivXLPsxdRq6stIOvH1YurLSCri2jcJdrvdwhjVrTblBuDrXWNTBforq71qRSmPQt3K0sqvdne+1WtlV7sVsbHZp5dtkvfvLsbhLPCLDbkV7j+FGpVhqOepn8OgOIzd26lVhRGrM83bsp4wojcrbTj4a8uLffJXsRaXUVjNbwhJrszTEgaItQLKtCxYVy6V7a5PybVU6azr9CsnfaquOpYWmybFxfke/bLvl9JZXVqba523kKWQvYkt2P/ABkRWXSJDIik9K5Vp148vdyZq1tXVazWYOXJ2r5a1a/dTBpnLuNJsvILmyhu4b63ZUuba4gUxoYrhBKnkJbR5W6ajlj6b8V23lxy1D2/oe/+N7LyY5ajwa8SI9TP0GPSy34UbO3Jk40bFbxG9Ux9ShplmCT1I+B7fDH5/wBvsWy5HZnw3azPLkdmJsn6ccrOYwYkKOxajrTQlCdVeufamFAAndyiRn6UJKig/a6598TBMAmQDCCAbJhDgwFNDTt/XlgAiyLpUhqsa6l8KGgwCIBf04BQZGpcxUN0BHxyOAaRgAD4YBEyrKxVhQjqMA0SIFAenYnAMkoNcqU8fHAhE1zr49hiwgKq4oYZcsuh7/LANDuqMxxvGQj6CjxKCDQZamboddcM0QRKUUqDWnmr+98PhgGOIJZE1GpjhAWp/ZBOQwDSDRAVFAR44RaRaWkNwlo0yspjlOiSMGrAA5Er2qemIZpUYhppowzP0n8c/niTaqHWE0kf3EjhxURUJGryrll4ADrgY4IMgr2P9GJCAco1EmgWp6DoPlhgJT0ZiQKfAYZlZCkoAOQpXtgM2geVF8gqpJLVNTXsflgIgmuRocx4YCkZZlpUZ+I8MOAAGvYZnAJsUnAoCSM+2LRmxcoGJ/iKvlLVOQNBXSPjihC7U8cAAwQK1GrKg7UwgPqZ16YTQ0ZLFRQdPDthQaI+AJb+rEtFpBkyHj2xBokETUDVTTt+BxLNKoahEOh9YYuQPTZegI61GM2bJEguEWkZOo0GdAKgHwr2/TgRRCo1V6EZ4oRggDvXxwSAMjFSSwL17YCJAPpqpY5V8wHUYCLAHCmQ6K6f2SetPiB3wGTBOnlDA1U5HrkcBLQu/UkZeBwEMhMGOl3JJcE1JqfxwGbQuwNfhgklkWHjhMRDCkD7CEQOEJkkWpwAkWFtFUjKuCSktT0t7EccXbeOXe+SrSWf+HAx/dHUjHjdzJubtapBb/lthsnJPu9xhe622SGSC7hiCs7K1GWgZkH+Ii98R0XDk7OxhbxwtzmW0e6SbTa8tN9BJNuO9NLdbXMgUrb3s0c0MkrEspH8O5boD06Y9ajk8/Ji2+hrftX7i2PC7zd33C2ku7e9tka1ijCtpv7WVZrSV9bJ5EcGtKn4HG0SY5Kyfce9zoNs9tOQcZnhmm3fcpHO33oCskcV36S3quzNqBkSAAUU9T0wiXXUhwf3KtOPcH5HsM8Est7f/wATZJ4wui3nmgktLl3JZWXVBJRdIOf6cANambv3KtJvaG14YlvKN2juAlxekL6T2EcslzHEG1a9QnmrTTSgGeAOOshYOae38NvuXGTtu4y8Kv5Le7ti8sX8wtL6KH05J4+sTh6lSrdRTp0whQyw2jn3tnsttsW02lvu17tW1722/XMl1HbJK8q2wiiiSNJWTT6kaFiW6VyPTAEMV2X3r3+7vdzteZ395ufHd4tLq1ubOPQ5hadSYpIEdkWscgWnm6YA4+hDd+Re13Ids48u8S73a3+z7Tb7XKtpbWkkLGBncurSXCNmZT1UYQ0mBvfdveNt2XYdk4XuF7tO37ZZaL36I3nvZZGlnk8jPVKsAlTWnYYJDj6j3JvdHju52nLpbW2u7fc+V2m0+t5Ilijv7KdZLpgyyavTcJVDpqWJqBhig1jnHLdq5TZbXuU0M0fLo4/tt8udKfb3ixDTDc6tWsTaAFk8tD1r2wDSgf333A2a/wDeOx5rDDcrtVtd7XcvC6oLgpYR26SgKHKVJgbT5/CtMCFGhPcPc+AbJNb7Mbq13deWXPJLO4KoESGWJUjViHY+oGHmXTpp3OAUFzb+4vFLHd985VsFld7byTeduWCKNUi+1tb+4cfezwP6jPpKrWPyVDMRkKYlspUJWHu5Nf7Qtlyue93a6sNz2/dNpu6I7I1u/wDpUbs7IQrRHygV83XxwpG6xsQ3bn/BbW95du3H4dzuN35XHeW8iXywQ21vHfyepMQsTzNIy9EqRTrgJhldvPMfb/lbWm6ctt90tt/hhht76Xbft3ivvQUIkj+sVaGQoArEBxl0w0haont3uzx+65Lvt1vtpdWOxbjx9uObZZ7asdxLaW4aH0h/HeANpWJiTX6j0xcCZV8V5R7c8Q5ztO+7PJvF5Y28V8l+l3b2sUoae0kgh9ERzurDVL59TCg6Vwmh76FPxvfOGbHd8e3eW3v23za9+ttwvZI2ia3bbYXSQxxISretqU9SF+PhhWJNrzsH4zzrZdl93pea3MVy+2TXG5y+hEsZnAvYJ4ovKzqlQ066vP40rikzG9dAOycq4fuPBbTjPMINxjh2O7nuNq3HaxBJIEvNJnt5Y52jFGeMMHVsvA4ZNasrvcnk8fIt2sprO1ay2nbLC32raLaRxJKtraqdJmcADW7OztQdT+OCR8HBp7Hv8MMg7F7PcXkn4duO8RrWVrkxgVyaOGMZZ99Uhx7P4zSr+p3dTRM3DjGzTWXttyi60mGXdrq22yMn6tCsZpQengBjpyKc1V6KTSym6R9y/Zo7PivEttKqlwbea+uGAoNV1JpWo/uRrisGt7P6wPGps2fe3nGnblcN2kiLHtsc9/K7khEaGJijPpB8vqFcV2rRSPXQebSpLcNkn4txmfb72WKTdN/NvITbuZIl26JvVVvUooYzSqvToFz64mlvkvK+2v8AqKr5Wnwiw9pYVflVnJ6Z/gzqdbA0zZUHQUyJyxp2nGN/oXm+xnYdpuNo260u75yodZ3jWUijGWYsScv7FTjgyK1nWpy2TcIrP9Ydpv5ZoWonpglHPQgDt8cdPxtGvBoOsV5c8XtJtqleCWZ5ZnXLzgH0xqU1BHkyrjFqryPl4IhcnJzPmFpukLvdyKrO5Ak0KI/pyyChVBPegx6GKEoR10aiEK8Y2e45Bte87pePIBtsUTxqtCGaSXRpOR/ZBxOXNwtWv+5k3yQ0vU2I3Nzsu1ba9yonjvI5pBARmsaMI1IPxocsSrc7NLwH3Nx4B7lNdfwYdthZpJoT6cS0BWML6knXKirUnFJpasFC3J7Zsd1cxxS3MQT0tDMgP6GJ+OeHbIkFrwWu4zW+xbdd3yxpGsaPPKtanyKWNB+GMnbSWZNzueOZ73752vXIE8kjNcL0BLEtUfOuPmm5cnnPUgsqNew0FUzX5+FMSxpBLeUltNTpDGint44THU916hTH0EHsJHzuDQAAeJw4HBGqaSDWv7Ph+OGUCr5sMCWldANcyc1wACY3TyCK1gkuJj0SNSx+eXQYi91Xci91XcDtyJuW/Ls73q2tyCwMYAkZnjBZ0DKdNQFPfGGTPClGGTPClCFve31xtu430SLHBth/0tHdWmjXVpNUFGOnPOgBoaYb7CUL1KfYSheoy1raG+tEe/SWHdtrku9lkmpDFNeigWBqt21A0r/vYwt2LNfuc9+zZr9xa25DZW2+8b3KS09K0sYjHvIt0128NzJrjJ9RAwZgSrEajTIdRiIdk0RDsmpF4jb7PtHIdkhvor+x3GaKXaPSfWY6PqZ2/cKqqjPqR4VxrjxO1k4iNzTHjdrJwKpZRQWhbqQKk49ZOEeqtEYu+Px2UW03sLC/TdxJ6JgRjSSNqNGARqJ/Ad8c2Psp2aekHNj7C5NPSDN64tvUhdKTx+VoxQkHwyrmO+OtZk1KOpZU1KH9jFnsO/7NZbhEZrXmtgY7m4LEIouK+nEifSTmgYtX6svj5HYyPJLX+LPKz5HeWv8AFlZs+ybjLsvKuHSRCLedpI3HaLtUWOVntJCK+oAC2qoCEn9o4Ml9a38PQMl9a28PQa3vctt/n9vyG42xb2Pk+yta7pahvSkinr6E5jcBtJ/h6PH44vBhtevFOOLKw4bXrxT+1lPfbvv9+9k5KWB2+3+0guLVSLhrcCiRzTMS8gA+QPWlcet1+jSszrJ6eDpVrvrJqd7tcrSySyu0s0hLSSuSzMT3LHM493BatVCPWxJVUIpb/a3hIcEHUKjTnT549CmSTqrcqmQAMp8igfT1U16kDt8xjl7X47DmU20+pz9jo4cybtp9RaWHSqSKpXVUhT4fj44+I7OOtLutXKR8fmx1rdqrlAGiGnLM9T1ovwOMDKAMqISdHTtXrXCZIIoemJAG0eEIgU64AIFe2AD7SojNcnJGn5d8AEdDaSQDpFA349P6MABIBLHJqiUM6Kx8wDKFIoaqfngECUaRRfChB7YAJKCR4kZ4BkgAOueBAFJrpOQoKUXL9PxxQBFzy64cgFRT17Hp8cMtIZjFR8RikWMxjKgwDSHEAbSAv8QkVav6sKSkhiOOrlVIalSCOlPhhGiQ7bDSaglT3YdcTYtIfiViq1qUAole3egxJtVB009Kebx/38DKgImppQqKWdj5Qo6/D5YkUApzEyqqjzZ6uwBJ7fDDCBWcSKvp61AQFgVIP1UFK/1YZm0Isi+auZI8tOgPxwGbQMKv7VQO9OuAzgxmKE50wDgxUmgNB2/8OGIG5EbgrR9JrmPKcMliUshCOtBSRgSaVOXh4YtIhi0gyB8a/wC44YApAv0mi0r5h38BgEBY+HXABJc8JlJGcI0SDEhypCKlABRfgKVz7nviGa1QRYmAVqZHpiWbKoeOKERuWLepl6agAr1z1Hr+jEM0qggzzOZyH4DGbNYCSiPVVK0Oek9R8zhFQRl9UrGzyBxp0qA1SqqT5SO3jgEDK0LAih7jDADPPHEtXNBgJbgWTc7aViEYV8MNMz+RMjNcJGpZmpUYoi1oFI763kcBWBPhhSZ80wzEikit9ROk1GoU707YYmBeRvRMQc6NWop+zUClfnhEi5AwyWBdQGIBB/tDvgIBSadVVFFHQE1wjNgz3wmIgcAGK4IAxgEFhWpwQJl7s1r691DCBUuwA/E4xyOEaU3PYW27am18OsLBABSEFx8WFTj53t5NTbHrdnIOdW7HWTn2x0dXRHpvVHHd5hIZsserjZ5+VamuzrRsdKOWyAEZ4RmRZlUVOABc38IbTUVwE8gyyBxUYBmQM8IZnABkYljPj0wAQZsNEshhwBEAk5YBMZt7etSevj2wmykhoD9laaQRpPf4kHElEWcCi11ICTQ9K9MKBMBJJQFcqdaYpIhiMshJrWoOLSEAYknDIZHocsIUmZEV4tVfMo0sP6DjnahnTXVSLRIZYHQmlGOk/HFSQlKCLbtGjQHz+ojEgdAy55YScg6tIKlTDQkSFAc27in9WJnUqXBWMriMuRTP8MamDPQPAd6i417eWNvJWWS8hlmWJSMmnNV1V+nqMfQdTHGNHoYaxVG88W3zjm7cMsdqvt3XZtxtbyW6kZomkhnVxppWM5EDCyK9cjslyTQW5K3JKS33k8W5NyZba2nKwRW8dtaTEAL6cK11r3zzpWmKwq1Ka7jxp1rqN8a4nFt+18mfVqEtullHIO5mapplUZAVxGbJyvRfuLJeXUQ9wNnMm28Uh9KrmyFuGp9Olv8AhyxfVt7r/qPA9bfqXXCeL/Z7xtpdyWMglkj6L5K6Bl4Urie1lmjJzZJqyw5vsttZ2VtZ2x0tHJJcTgnq82Q/Qq0xn1Luzdn+hOG0uTVF2po1VqEBwCaZ0J6V+Zx2czo5m/NbWu3Rpat6ymxt4opZ4ihSpUudSNQirMe+POq7W1Uas5E29fU5vz7kFq9lLaI6PI4okgpqGeYx6WKjR1Y6wS4FZ7rHwS8aIhZd3jvrhIVyZlsoYxHT5uz44+xecq/4x/cwy296+hXe5V3cx3e32MrgtZ2Vuk8SjSElkT1GJPQZucvhjp6kNO3q2bYdm/Vh7PdrRbfcNwmchLHb0tyAASHunjhJXPrp15YeZS619bT/AEC61S+o/tHKPteN2ckyGcXN3MI1J/4iICNW1eNZGwnTlkf0QnSbM1j3e5ntUXD90S0zmuoTbxsaggykK3TwUnGfZTribZGWrrRnmnagi3GrTrKiuhswQMfO3OGhsG3QW8coUKHUrqiZh5ghNCn+STjOzNlUpGtHhilPqBtMzRFejDqQT86Y00Zg1DPdJdQfLWmPooPciDBkwQBFnOGACaRkiZx2FcDAjcR3VttFpvMb/cWcvkvQtNVvIx8uoD9llI/3EY5K5/c6s5q5/c6sX3C5lhFvulm38a0kWZKd9JrQ/AjLGuWvKpplrKMcrki2rlVrvG0WCzNuSx7jb3MjM51P9aRopCqW6mur6sscONO1Yfg4cadqw/A5ew220c3v9xQLdbNvcDR7jYRshmX11/iq8ZOTaxqzp1phUo7VjyhUo7Vjyirkme027bNvsLcx2Wz3f3FjfXYWa5iVnDNllGM6np4eFcafx3q2afA9Wx/lF9uVlJdPunIhc7HvySR7Tb2lsJY44Q6sXNDGpZFOn6qmte1MZYqy9FqjLFWXotUVi7PHtM+0X6CLftj3Njb28uv7MesykKkpc/wzUHv2p1x1fyG019rX7nT/ACG019rX7kftLq3/AJ4t/AZhsBiF3AjEB/XaiHVTVo0gtWnTwxp/JlJLyaPsykl5HOJXVjuO138AsZjFs12m97Xa28h9UBfLLHHI31aa1oepNMcmerTTnfQ5c6aac76C6QR7bC8ew7z61jeeZkaMpex1FCkkmjKnTJh8u+OnFV3+5bf0OjEnf7lt/Qkl9uSbTBtR+3ube2NbKa4hWSa2I7wO30kdjSo7Y1fWq7SavrVdpK3eTLPFPJe3clxLPnMzsTqp0B+A7DtjZY61WiNljrVaIPNYi8he32rb9C7LEJJXk/hyC1WBJK6HIZi8skr1Vc6j4Y5sObhaW9zmw5eFpb3FY0WaEMuYIx7VbyevS4heWB6gd8dVMhvW5UX21uLeRjGpVyF9Qj6T1x1Y82ptXIjS9yRRMQYyPRai1yzIqCfh+744838r+Qul8a0R5f5Pu3/+a0RWOrVrn+OPnDwgTKx8uZ8BgCATJ44QoBsh/wCHCZMA2TEsIAshwhENNM+hHQeOADBWuda9sAHyx1VqMFoCzA5dOw8TngA+mgMbKPUR9SK9Y21U1CuliP2h3GAAdKYBGVBrlgGSUH/gwDCItch1phoQetY0FAFSoBUZmufmxY0Tj7VqQewwFoc/hFqxAhaCocgmtPN0ypXphlDsBQ2+nUBIrAouk1fV1q3gKDLCkpDBYOBVQCAF8o0ig8etT4nBJaGLcsqkAAg5lh1H49sBqiygihMYeNz6mrSUYAVBGVBWvXEs0Q1DQHS3bKvxGJNajKadKl9LRhgxi6Mw7+YA4GODElKk00Dqig1oCa0J7keOEJojJFEZFSNwwYCpbygE9QSfDxwEicsQIYFhVchTOvY0P68MloXkUFslCgdh8MBDQEkqxZQBXsRUU/HAQ0CIJJy69hgIYJjlgBgZRnQdPDrikSxWbMs2Qoeg/wB7GiJaFnzPzwxMC4NK9q0rgJBUzwAkEC4lmqRNFzxLNK1GEiOIbOmtRhaaAB1zPT8MZtmqqEVSpqD074mS0iSqAegp3GJZaRlqDpVWpQmtQa9cCHAMaaEEA16HpT/cMUIwPSCyatRan8OlKVr+18KeGEJlh7ebTse8+5WxbVv1DtdxK+uFzRZZFiZoomPg8gUU/a6d8RY8/uWaWh2T8yHEuF2Pt7/MoLG127drS4t4tre3iSFpDI4WSHyBdSiLW9O2nCR52Cz5HEPbHati3v3I2Da+QEHbLiV9cLnSksqxM0MTHweRVFP2vp74qx2dmzVTtv5k+IcJsfbz+ZwWFpt272lxbw7W9vEkLSa5Arw+QLqURa3oemnEo4sVnyPOCtrRW0BMgKCvUd8/HGx6fgzFN6TlwEYkEDWuoAkdQPHwwiWLHw/XgJYJjhkMXk65dMBBBgaZYBET0BGEIgcsAjHfCAZthmMIRvftxt4u+T2EJFQ0q1/Tjl7L0N8S3PWm9qFhEa5BECj8Bj5vsObF9Y5DzC3LrJX447MDPSrscZ3+3AdgPjj1cbOXLU1K5TzHHSmcdkKtSlcUYs3n2X9p7z3E5TouVeLjO2lZN1uVqC56pbRn9+Tv+6tT101TMb2PRHvJ717H7bbVHx7YYop+RmBUsbBAPQs4gAsckwHQBfoTv8BnhEJSeQty3Xdt43C43Tdrp7zcbtvUuLmU1ZmOXyAAyAGQGQwzeqAAeOAqDIFK4QGK4BET0wAQbDSERAJNB1wxDdramoZhUdaHvibMpIYk7ImSKa1GX9OIKBu1KBQBn9QOGhMFPLnWoqRQjxGHBDYjJLUnFJEtgGJJxQpMYCSBwAYrTvT+j8cTaklVvBGBvTdywoM2oPiMY2RrRhbW49Rly0kfUOtKin9GJagpXkiFMaebOhNfl0wvIpFZNDERDPUAEPU1JxtVSZM7RcFP5VabcFRhCi+npyyRdK5nP8MfUUUJI9RLSCOzzJFdj1AimJgNLAlTp/eoDUNSmLQ0bRtEhfcYJEzk1aQzEEAk9c/DBbYb2OgXW6I8EwtpGWN2VnVnJUlTkQPGhxzquupkqiu6bxf3NtZm6k9S2s/LagBa0OfUde2HSiTceR1olMeS02rnQs93iup4C8EVNQU+ammnemIy4OVWkRfDKgR33lUW6blLOZdHrNqCH9hegH6MViw8KwVTHxQ9xu/2293W1gkmBd50Eoc5EA5dcTnTVW/oTkTSY17mLyaMX9yttJHtrtqadRUHSdK1ZTkKHLGXTtSEp9xHXdYS8nHriL1JAtyzeUMrAgtTtXr449I6zs3FbZLLk3GePUCrFskxnUdQ10TKSDX9OPGzOaWv/wAv9Dz8n2t/U5F7m30s+/bvuSTKZZL5khhGREUfkFSO1FpSuPS66440vodeNRRDns1ul5dbrf7TuNpBfbJPayXW4RzgllW0RnjMbAgr5mpjHuJwrJxbx+5lnnR+Sg33la3N3amwsU2uytoPt7S0hd5AitI0jszyEtqZ3PXHRhxuqcuWzWi476s0D3E3CWS2jgzHqylyDU0AFaVPzGOP8neKJerMO3b2wadtQBugh+og6SfEf7+PBscVC1huFWsZ/wATTKgNaZqKr8tQxKUmrvBrkrsSJWarv5ix6mvfFwYNnvFZK4+kaPoCWr44UCgzqQMtTqU5kDLBAQL3b/wH8O2E0DRizvLnZNwsq2AksN2toY9zedpDG8BBHkQUTyq2dQx7ZVx5tsfKY3TPOtj5zG6ZhbLbddxDts0sthUmITppYA/sgk1aniQMdWPlHuOnHyj3E0td83SWDa7eRDbWyfwbYsqKqLmTpzkf40DYysq49TKyrj1K7a59oksfukd5LmWZ4YEWiR0QAmQk1Y/UMqD9WKrZu0LYdbN2hbD13NHJGYKjMUbHYqnWqittZSbrwm/2mKMzX+w3AvLGJQS7QTE+oijqaHU2XwxwX9mSfDOHJ7Mk+GKXFvOvBBsEgK3tzf8A3hirRoIlRQAw/ZZnBOnrhrHyvyW0FLHyvy8QXN3u12d6h3fbWP301nFabyk0Ya1uSgNW0khu9O2WFTqtqHt4FTqtqGI3jm4YteNHDFQKLS3URQKqksAI1y6sTnjqpirU6aYq1I26rMYrezhANwSkEjkRxsw6gO+lSR4A1w7Zq1HbLWpG9liXadp3m+kN5s0UjWE8dizI8TajLqYyJmTqNRQdqNnjl+V8mlvucvyPk0t9wu/7dc2NkW22ZG22/uEudovoMpREEY+mz/4mpHp1b9HQLFd3eu8Biu7vXceF5aHf9m5fLeQrI1odu5Dtxq00ppp1rEBmCaMa5UA6nGTxW1rH6GLxW1rH6FPaWNtEZUtfU+01H0PWAEmjtqoTj2MFmlruevhs41MT2le2Oqtzp5lbd2WpafqGOjHkNa3Ne3fYLaeJTmsiA1bIUqeg8Qe4ONbKmVcboq+OmVRfY0i+sTDNIlR5D26Z9hXv4jHgdzq/DaE5PA7XX+K0JyIsh6UxxnMBZMIDEkCLEja6yMTqi0sCqj6WrSmeAUAVjDuqlggY0Lt9I+JxLFANYJHLlF1rEpdyD0UZVwoFABkqPgMIIIFKDLv1wCaIUIrmc8AiIUdhXAAS3EgkOiMSMVYaWXUAD3p4jtgCAdO3h0rgCCYGAZNQV6dfHAIKn007Ht8fHFIpIMn1VpXFFIaQggAKBlQmtanxwFDcMhVXApRwAxIqaDPInphQaVQxFTTn4ZfPCLQ5bStHqCnTrFCakZfEDrhyWhuNlWqqAwyIYih+XyxLNEPLJ6xaR2Gr6iFWgr06DIYRomGikoxBAGojzZ+XAXJlqamBYVHX/gpgAjMsethG2tK+ViNJI8adsAoAOnhgJaBspAPiRQj4YCeIu0fmBPSudOtPhgJdQMyxhn0atFfLqpWnxp3wGbqLyLTKnTDSIYAs6SKymjqdSMaZEdOuKSJFbjzya0UgtmdVDVjXUe3U9sWiWxVss/DDkgAxyI61/VgAio65Z4BoIqknLENm1RiGMlhUZVzxDZ0UqNKlMvDGbsdNahgtVpQeXMnucQzRVJqg6HEyVxMlWAORAOQywioMTwyRtokGlqBgPEMKg4JCAJXLLFSSL3EkcSamOdevamGZ3tAttPHeUcxvWs+MbXNuE0R888dEhiIzGudysaHuKtXwxm2ed2OxXY6Xb/lg91t9+3m5VyyNTCumCOWW53J4Uy8o9UxKvyVqYUnnrJD0Q5f/AJPd5aENa8yjknU1QSWDQgEZg61uZCM6dsEjtnb3NQ5t7H++O3st7uks3MLW0UiKeC6mvJY4/BYJ6TdukYbDTHjyJHP4L1XZo2BSWMlXjYaWVlNCpBzBBxomd1ciYZiaasA2fWdjue6bpbbVtcP3O43sghtYAyJrdug1OVRfxOB6GWS0I3m2/LZ7z3WcllZ2VRWk92hPbL+CJsRzOZ5h4flO92nVWO47IhIBKNcXVRXsaWpH6Dg5kfKV+4fli95LNWMMFhuWmtFtboKTSnT7lbcZ/HBzGspzrftk5Hx29FjyHbLja7kgmNblCgcDqY2+hx8VJw+RSumT49ss/IeQbbsdlcw211uUot4ZroskIlYHQpKLI3maiiinM4Gx2tBv3Jvy1e5XG+P7hv8Ae3m13NntsLXNxFazXLzGNM3Kq9vGvlXzGrDIYXIzWQ53t0iyIGGBmqOreysAk5lYV7OD+jHJ2Xob0ejZ6b3sVD4+cy62K6xxz3B3H7OPQql5pmEcUY6s7nSqj5nHZ16cmd18irWSi3n8vPuV6NxfXe5bLBZwI00zvPdeSNAWYtS2PQDHs1xQebbuScm4jxDeOccij4/s81vDfTRSTJJds6RaYhqbONJWr4eXGiJyXhG+N+UX3XNQNz2PP/zi7/6pi5OZ5DZeP+yv5nuN7Yu17By7Ztu29GaQQRPIau5qzMzWDMxPiThENmsTflH94Lm7mvbzedmuby5dpbi4lubx3d3NWZmNrUknANWgqeW/lw9wuJcavuRbrf7TLY7eqvNHbTXLykO6xjSHt416v3YYZaucvlmCRa8Bo2dpb8o3urqqNz2Sn/pF3/1XCMvkOT8h2Ld+N8gvdg3mH0NxsJDHKoqVYEVWRCQNSOpDKfDAWrSIk4cDbIUJIA6npigLDZdmut13nbdptnSO53S6hsreSUkIJLiRYlLFQx0hnzoDiOQnodG5p+X7nvDeMXfId2vtrk26w9MTray3DTN68yQrQPBGv1SDq3TCgSyGq8G4TufO95/km0X9jabl6TTRpfPLEsqp9QjMUU1WUeahpl8sJDtaC/517Be4vCOOTcg3Obb73braRFuEsZZpJIxIdIlcSwwjTqIU0PfpStKJWQ5fJcCRa9jikgbFy2Lghsg7aVJOFApOp8J/LX7j8x41a8hsJ9usrG91NbR30s8czIpKiTTHBKNLU8ueYzxMhJpfPOEbhwnkT7BuN/ZX24QIr3P8veWRImcVEbtLHD59NGoB0OBDk149vhigZhvMpFKk5fh4Ym1ZCrAWEpV5Ix0YVofFcZWNKMM7FtNTU+ZCTlkcxiEVZjPFbOG75LtttcsVi9UPIQKnSgLnL/Jx1das3RONTZHU7kTqVVERJlzhhkIRhQZGLqrZZ+Y4+hR6Yztz2l08KF9MuoggqFXUTnkvyxomUmbrafabcjTXDRx+pGfSCIDI1KeU9dOrEPUHqEtt3hnUl1I0BgFrlQDLA6hA5JcepZq8YzAqVOZFRkFAwluKNSW1xpcRiW4j9UCQRmOunMiuo0r9IqcK9ocIVnBWSW0QuY5WdkWZ5AA1GISMGtaU7imGsjloas9jI26Z7xpKARaFndBlRWApn+OK5ofIYmud4mgFstxKtpJl6Gs6GVOuoE0r3wlWszGoorv5Fl2RzNqCVY+ZsstIpTp8RindD5G3QcmvLblqcjubZJLtrcwpChKBU9PQoFailc8clsCePgn5MHiTrxOebvtz3k0nq6vUZ2djlTUflX5HHbXRG8F37cwQ7TtPKbiSRI7y4tFtLOA0DsJnrJpGdaLjm7CbtX0mTHLVuy9Crn4hZ3MbiePS2nWrnIlQDXpXoRjo5mraOP8AuDbJBvsNi71025ZRn1bJRX5IMeP+TtNkvRHF2X7oNQsSY7gPQ6lIIH6seXY5K7lhusIVBIDVZWHl8CFzNcTRmuRFOQSpJFSO3wGLkwPdNVWlGrUVOPpoPo4M+p8cIR8ZkVGLZ5eWh6HAAGzS73W7eystBmEbSBJHClgoJoi/UxPwGMMuZVWphlzKq1K6DcbOXbn3E3LzXqS6bi2KO2iLICVpMx9ZC0OM1eHEaELJDiNC4tbPeJ7uC2b0Numuk9SzhvJBFJP1yjQBmr5e4GIt2ar6kW7KQq25XO37pabi8Zjudsn03UX7WkErKuVeqk4eRK9NB5Er00H96g45FvEmx7jZttMFTcbNyG1DNEy3JMzJNWo/xGbvTw0448TstVr9Djxct1r9CjhnsLaO6sSy7leO6G03GBpVVFB8ymN1WpIHxGfXHoVdm09l6HfR2bT2XoPRxSrbt6c7QJNT1vTOguB0DEUJHw6Y1tjT1ZrbGnqwK3e3WcZVSPL1+GHKQ5SGJrfcWsr2WKSNbuzthfS7eQwm+2YVEnTT0zpWv45Y5rdlJwc1uyk4MwXezwRWV4noXljf7bIPugUkuo9z0k+mkRLHV5gFUJl9XauOW+Szf7/2OW2Szf7/ANjGwbtJewx7PyASm+sC1xtF5ID60UqLqML6hXS6jv8A/m0L0jWuzHeka12YHYokg47f7ZPbm6gv3jlVdWhYnj6uDRiS1APwxvbE3ZNG9sTdk0Tgsrm32aS6Lq22WMy64dQJR5aLr0CukE0GdMXzqrx5L51V48jcaWtyEnWKiv8AS1MjTrT5Y6FZG6sg7W8YjAUefOvhT4YutiqsWmtzTpjRWNZEprUkdMbVuaVsaJzDdZkkayiVoSrFXY+V2AAIIHZTq6/PpjHP3LU9tfJz9ntNe1GkyISanr+rHl2bblnlvXVgGjIJqRTsRhCgE66kCBFBWpLCoYg9jXLLtlhCASanNWJY9Mz2GAALIfDEsAZU0KjoeoHemACAWPTUglw2Qy06e9e9cIlgmSgGfXP44QmDK964BGRHGYmIJ9QHJAKjT4k4AManRyUqhzGRNaHtXABACpwAZ04BsnQ1FMAkHjV2ZVC1Y5AfPDRQZUfpTMHT8a+GKRSGIwwPSh+XhhjQ5E7emy6VOsgsxALCngTmPjTCZqhmFHkdERdTsQFQCpPwGEUh2wkliul9MFZW1RAihPm8pFCDgLQQRmN2iI0vHVSGy6ZdDhM1Q0szsQznVQBcssh06eGEUmGjkABqASRp7d8BaCLIKGlCxrmcxQ4Cj7LpWnjgEEtY7aVytxN6ChGKvp1VcDJT4V8cAQLtQ1qBUjqe2AlgJVFBTuPh/uGAli7x+Vs6Efs+OAzaAqimUKzmKNjRnA1EDudI64aM2hOZVVyv1DMV7EdiPDFohikifGnhXFIzYux6/HI4CQFBnl+OGgPlTENmiqHiiJxm2dGOo3DGNXhjNs6q1GViHXGbZ0KoUITQAVJywpNFUkIJAmsjy6tNcuvy64RUA3DUpXy9xgE0RZe5P6cBICc+nGXP0jvhk30Nj9qPam49xd2lvL6R4OJbfIEuJUqkl1NQEwRH9kL/AMY3xoMzVU2eL2uzrCO+8x53wH2m47bWgt0gLIy7XsdigEspUZtToq1+uR/1tliTgSbZwbffzKe7G7TM20rabBamvpJHEt1MB/bknDIx+UYw4OmvVb3Ku29+PfK2l9V9+jvEUVaGeytAh+Zhiif/AOVh8Sn1Dqftp+aCx3e/g2XmdpHs+4XDLHb7lCx+ykdsgrhyWhqelWZfEjCaOa+J1Ni96PYza+a2cm7bPHHY8tgXVFcgBEugo/wrinUnosnUfLLAmKl3VnkyN7mKWazu4mgvLWRobmCQUdJI2KurDsVYUxomehS/JGwe17H/AOLnEv8AtCP+g4VzDsbHrj3g5puXCvbnd+TbZBDc31h9uIIbkMYiZ7mKA6gjI2QlJyYYzOM81/8A4qveCT+IItpjDZhFtpaD4DVMx/ScXwNfiLbY/wA33NLSdByLY7K/tAaSPYmW2mA8f4jzox+FFwnUTxs9AWN3wL3Y4Ms/pJumxbgCrwzLplhlX6lah1RTRk9VPxBINcSZniv3J4duXt5zq52ZJ2Y2Lx3m03pADPCx1wv/AHlZdLf2lOKRqnKPcfEN+2/mnBtu3coslrvNmDcwHoC66J4jQ/svqU54kyPDO57Bc8Y5Zu3G7qvq7ZdSQKx6tGDWKT/LjKt+OKOjG5OneyrrHzKyqajVQHp2xx9nY6Kfaz07usdVc9qY+fy/cLBY5Hsu2Hk3vDZxsNW38eU7jc91MynTbL8/UPqD+5j1vx+PSRdrLKgvfzLcqk2vgi7HaPpv+Ry/aCn1C1jo9yw+BGmM/wB/HpWcI5cVeVji35drX7f3o29P/Mrv/m8Tjcm3ZUHd/wAwPuZyH284dY7zsNvaXN5dblFYul6kkkYjeCeUkCKSFtWqEd/HLGhzJHCh+bv3YoD/ACzY8/8Aze7/AOt4cF/GZ/8Axd+7H/8ATNj/APV7v/reCBcCo5d+Y/3D5bxq+47uthtUVjuCqk0ltDcrKAjrINJe4kXqndTggpUOT7gCtqR8MBdtj9It83vbdj2ubdNzlEFhbaDcTn6UV3Ca2/srqqfhhHOcj/Ml7Qf63bAOSbLDq5Ls8ZbQnW6tFqzw5dXTNo/HNe4oDTg8ewSeqBTr3+GKN1qP29sT5qfTmWr2+WJbKSL/AIVI6+5XDohUJ/PNs7U/+lxZYlEZNj1d+Zr/AGI8i+dj/wB4W+KMUeMdt3Xc9l3Kx3ra5PQv9tlS4t5B++hqAwB8wPRh3GWBI0ex7v4dyTYPcz28hv2hWWw3e2e23KxbP05CpjuIW+RrQ9xQ98BkeGfcPhN/wbmm48avNTpbvrspyKetbSZxSD5rk3gwIxSHJrxxoBtvtL7e3PuBzux2JQw25D9zu861Gi0jI1gMOjSEhF+JxFmI9me63uBtPtlwGS9hSNblI1sth28ZBpgmmNQo/wCLiUam+Ap1IxAHge7vL7cL243DcJ3ub67kae5uJDV3kkJZmY/EnFwMHQYAIjACBCLTca1+kg/ppjKxaIB1khyIMmmrDOoKHLrhQORjZbmVdz+5WNGYAjS4JXzZdunwx19XS0jxW90m2wcw3NTGlo7RxhhmM2qMmALA5H5Y9auSTtrkZse377ePcQvWrZtQoobM9aqB8vicbKxqrBb7f52m0ljnWoauZqPniuQ3Ys9o3r1RVzUE0FMjmfDDkaZsUO4KVjVGIVa0YnLPrmPjgKLH1lW39OGQM9PU1qdLVHjWmJECijd7ZW1u+uVLeFB56vLqLaa/2alsTayTJvZIcaeQrdgKF9fSGapApGAQoIy7Z4IWgQWu2RQuJA9CvokK1QcqVpibMmxbW9tCiApWqgUDLXqe+M2yG2BuIIZQdYrUgaB0A6Z/D4YabQ0xV9rhNXKqgPnpXICnbI+GLV2PkIwbQhvYViJVs1DEeIoRXpmMU76DdtCxnhgtWIpoJIWSVRUgDpQYlOSU5PMnunLPec03C7hOtI/JqBrRoD6bdf7QOWPE7d5yM4c7mzNYsG/0xVY+crkfjjmsZ03H94YSWMTqfLqIIA6HoRiaml2U5IQAt2FDTFmLPbcX8yuXMVjaSXLqKuUHlUeLsaKo+Zx9Lly1pufQ5cqrufWVvLOLG+u7hDsV1cpaTXlnIkphmkcIiy1I0AsR5s6VHjjjydrwtzjydrwtyN1tvJIBuqtZO9rtsjpJcVUVjTMSKpIdl051C0xVO1VpTuyqdqrSndgLndbmKw2PnUd5JdttV2lhfQaEjEUAXJF0ZtVWYaj11DLHNdKXWN9TmulLrG+pbW9mLDmu9bDO2njPIbWWeKYkiGMTJrWWpoo0sGQH5YyetU/KM3rVPyistrNdw4bY3F7dAbjwy9CvcwD1jJbSMGj0FTn5qAE5DScENWj/AHBDVo/3DktwLx7ncZ1VWu5Gl9PIgajUDPrQZY9HFjisHo48cVgrZ7hru8AleS+u2GmNPNI3yRRXL4DGirSi9C+NKL0JWO4C02t712SxshdSWkl80Zkb1Li2aMJRaNSNSznPLLHJnadtP/NTkzP3af8Amo3ulluG0ubG50XFI1ngmQsYpom6Gooc6UOeNcebnXQ1x5uddC3juxBvOyC3t0TinJrNrfcbREGmO5VSjMzmrZZLmf3j1x59k3M/dU4LJuZ+5Fbs89lsK2sMUcl1udjJcQXwSWN7W/hl8sbySD1D/DjA0LTy5jxxfxWuX8Vr6n20S7hacc3O327cE2FIrxJYlWBplSKVSrRpNpkfWxAzOeXYdFfH7l5FfH7l5JjdZpt4iuyn392YFtYtaVkkYR6PUKofrOZ742WNKsPQ2WNKsPQx90sEdzFcE2gsU9S5jYATUqAESNympmLCmLtmhaF2ywtA9vZrY8ok47czNJtnKtvYW87qUZZdLGPUudHQginiRjkvk5KfKOS+Tkp8oKbSdnW9t9xF7DbKlpc29zpguYJLdBGymNj5tTKT5epOVeuNcGWNINcGSNIHVMRoGYBm8cdvI7eRk2odSQQNOeZw1cfMXa30sGA6dDSoxorSaK0mucp41DvEGQEU8NSs1Kdc9J8R8MU6Vsoe4WpW6g5Nf2UtpcSW8q6ZI2KsPAj/AIMedarThnmtaiDL5aADrXV3+WJFAHQwYEAEjoCKj9BwMmADxilcw2o1FMgMSAFkOEAJkr0whH1wB6zAosZHl9NDUVUUNDU/04AggoSJ0dgk4A80TBguYpRqaTVfhgFAuyk5+OAIPo42cuq0FFLGpoKDwr3+GAQM1Hb8cAGCB2wAfaTgAIq54BoKorTLpnXFIYVBQ4GND1kIvWHrM6RAGpQB26ZCjEDM4RQf+CZT6Ab0qn0w5BYL21EAAnAUhmCMuOlFBzfOgy6HCNUg6EGUEgZkZL5R+rphlDDCkr+oaOMwCdRJ8C39eEUiQYgfA9sBaDxSspqpocA0wqyfiO+AtWJBq4AJkHKoNCKg+OApHyxlnVCQmoijHoK9OmAGQeFyGIH+H/idMq5DLAjMWlFVz7ZYqCWLMo7rUEdD4+OWJMmKSrnikZtCzRksoAOZoOwJ8KnGiJFJFIYqwzUkEfGuGxQD0507YmRpE0TtTEWZtVDCR+Axi2dNKjMURNDiGzprUaVDjN2NaoYiRCaOdI/eAqcS7GiRF48+uXauFJUA2jNKnIHDTE0QkjIOY6gNTrl44ckNFPf219uN9Z7Lt4rfbnPHa24PTXM4QE07CtSfDDk4e5k41PYltb8f9uuAFEBi2fj9k8khH1uIlLu3xklep+LHCPntzxhum9bty3kN5yXeCZL6/eqRAkrFEMo4Yx+6i5Dx6nMnFI9Tr4YUmHooApSmVMBuwDuc88sMmRW7tYrmL03oActR7YDK6k9Nflg9xLvfuN3XGN1mM26ce0LbzOSXlsnqIiSepiKlD8NOJaPNyVhnPfzTcOh2bmW3cntIwltvqNFfBQAPu7elHPxkiYf5pOHVmmG0ODQfa4g+7nEiOh3CP+g4u5pn2PTn5mf9iXIv71j/AN4W+M0cq3PG0FTCnyx0o61sZlA0nUPiMTYTPQv5MZLz7Tl8Rr/L1nsng/d9ZkmE1PjpWKuMLHNfc13835tn5/skaU+5Xa6zeOg3Enp1/EPh1HQ2/wDKBy43GxbvxG4esu1zC8sVNf8A5vcmkir8ElXUf7+ExWWpq/5reLfyznO1cohWkG9QfbXRA/8ApNpQKWP9uF1A/uYEVjcM132w3AW3JrGYmg9Rf6cc+daHXi2g9Vcs3KKx2Oa6dgF9MtX8MeDkxzYwThmu+xuytDxy75FcLS75HcG5BPUWsRMduPkRqkH9/Hv4KcapGV7SzlfuLetzD3H3G5Xz7bsgO2WVOheJibh/xlJWvgoxz9nNDg7ulinUrfZe29D3zsVpT/RLv/m8bYLSie6tTePzif7N9n/7cg/6Hd46DipueU+gAPhikdLMVGAk+qMACW5n/R2+WBk22PfnvSjv7ScvVFLH+U3ZoBXJYiSfwAriTA0T8rfuv/rVxFeN7rNq5BsEaxqWNXuLIUWKXPq0f+G/+ST9WAIOZ/mR9pBxffzzDZ4dGwbvKRfwxii214+er4RzHMeDVHdRgLpY5WrAwgdAQNDGgPjQnw8MSbyP8JIPuVw7LMb7tufx+8ixRnkZ6v8AzOf7D+SfOx/7wt8BijxD6gMSgdPDFpGknV/y0e6P+p3Mzsm5TaOP8gdYnLHyQXn0wy/AP/hv+BP04VkQztH5qfbP/WThy8m2+HVvPHVaSTSPPLYnOZMuvp/4gr0GrxwkxHjRpgItXwxpIz3B+Xf22i4FwH+Y7sq2+97ugvt1kk8pghVS0UDE0p6aEs9ejFvDGbEeYffD3Qn9w+ay3cDsOP7bqttlhNQDHUa5yD+1My1/u6R2xVUNGg1AGQoR+jFMZkAZVrQ9cS0BAEg5frwQIj2Iz/4cTasjTBMqoBQUpg4iQ/sG2G7jum01RWQEggMK105E/T40Bx1dWhvirJvex8JuZF1TuHQsWBK9T1qR1p3pj0qUg7K0g2jb4LPbLj1prITiGheNq+ZadDQ9BjU00NW3txJctcwoIgzsUVAfKrD45jPplgZJU2m5uJApJIzJpStepOBMEbLt+7GMorFmUmjLSnetD8+uKktWNgXdYnLBSAigk0JNT4A0GWCRyBtd3NxyW0tUErLYW8+5QvGQqpKumKN5K06KX00z1EYxy296Rhkt70jYrS/SQMhdUIb1GLV+eVCep/qxqzZlrFuAt1GaM8hqOhYah0P9nEbiiRuLkHqgggerTStOla9qf1YToLgOQXyOdDN41odWfQU6YUCgOLm3WGRHQSMM0atKHwI6YcMmAS3TJIZGWg6qqAigPw7eGGOAW43aqksjs2hEbWSAPJ1BGBaAjyfuF1dG93Bi3mnld5a0NdTFs61x87a3KzZ5trPkA29Ynllk0lGVA0XjU/1HEsKIkJDNtzRO1Z/XLhKUPTzN+nDQ29BAqTqRvKc+uKIPaFhvLbPv+3btqKwRSBLoDoYZPLJX5A1/DH0XcxO1We/28bvVgeS2C7CN+4ht6yCHcLqO+eZ6KqxAiWGOAKW+lgAXyPl6Y4MGP5Is/BwYMfyRZ+C8uNwjh5Tx/l08qBdy242fILMmrkBDR/SFW0u1NOVMh41xmsLc1Xh6GawtzVeHoUu26LDb912qziF1tm5SISbxaEJESUoitk1e+rsMhjt/jO0N7o7F13aG90GuLosIjuFy1x6QCRRsfIigUCog8qj4AY1WKtDZYq12J2tzuFnJe21gPs/WgM24NLGSRbRjVXQwPXVlRa59cc2ZUcM583Bwxi02GGW8ura83Frie2sV3W3sbYBHmgBDOj6yHjkI8ukqPqDV6jGb7No0X0Mn2bJafoT4Pu91d7tf3O2QyW217bY3l1a2isZGaRz/AAlc/U5UMdNa4jsV0U7snsV0U7srtrigteNXHGN2jN5b32m8Mlq6M9rdV06a1Kt5UXUK5ZjGjw2s+SL+K1nyRZSyzTxWgk1C2sLWO0gVzVikQ+pz4nG+LDwn6nRiw8Z+oPdIru1htrW/dktvSE9tbhgUEchJDaFOmpNa1zxFeDbaIrwctBrEWx5Bc7PZ263RmV4rCeaUQLqUgeup/wCMHcKtajGNsrhPYxtlcJ7ANqk26eUWW5u7LLdiLcIY3EX2ph1RpNK7KVzklKKtc/icsRlyPdEZcj3QzZW26Pa8r4mjGDdNvH3W2XcYEUrrE1f8RQG86MtM+jEdMZXtMWMbWmLDLXS3G47ByKRI7rdIrYQ7rYNqqZFUoJQwDIGzrmajLDrjbTXgquNtNBYba6+3s7SGKO0sttkZtvdh6txErmpX1pKnrnkB28BjWuFeTWuFeQj21jFJJcyStPMc2mkYux+ZOeNEki0kjO2xS3O4z7fd2JjXcIZU22+dT5bmJdYjqTRTpUnpqyxhly6ymY5cusphNilN1aL6g0yJ5XHcEZEY6a30Oqt5QTc3NpbT3McD3JgVpBAgGt9IrQV740TK5HJ975rvF80ixstrbsTpjgJ6f+MoGP4UxFsz2RDu9jVJlbq+YIqo6de4pjFsz4ikkRUlT1HXEyTABkNfHCkUA/IkhLJ6iivlao/HKnTCFAtIoFK5fP8ApwSKCNyYmYPEgioFHpqSRUAVapJzY54QoIvcSyGYzPq+4YPNIVDOWBrUMcxU9fHAECjKf0YBECuWACJSmfXAKCOnAEH2n4YAgyEz64Agkq9Kj5YACKAK+OGioCoK4YIOgqMItDhlaSQu9Ax66QAMvgMsBSGYZJFBQE6GILJ2anSuEaph4omYlgAVTzMCaCg7f8GGNBYgwBdCFBJUqOoB/qwmaQTUU6YUjCA06D8cMCYqaYAQVSK+PjgLTCqWK5jpl/XgKJlVypmMqnpgBsjOQ0hYKEBOSDoMBDASKCK9sBLF5VGHBmxSQUJPQjMYaRDF5mZ1zYkAk07VPU0xoiYE2jj09TrrkO1KYAggEOWJsVWpMIa9MZM3rUbgQ4ybOqiHI4++MrM6K1DKmMmzWtQscZr0xLLgI1sCQAaAglWYFQQPDByDcXeIUyHxOGrCaAzIUoMiSK5Z9cVJLRZ+zm3x7h707N6iF47GK5u9PUBkhZEJ+TyAj44pHhfkreDrX5pt0ks/a02iPoG67ha2b06lRquSv4/b4Z5uJTZHmmJPSgjFRUqGGk1p88OT20oRFypUtWlDkprU1wSQwDVJA74ogwQVqtQaZEjMfpwxM3f8um5PYe9O326Gi7raXdpIB3CRG5Ffxt8TY4eyjsf5rrBLj2sW6K1fb9xtZ0boRr1wH/nsJHPR6nnT2nNfdniB/wDP4/6Di7bG+Z6HrD3849vnIvabfNn2K1a93W5Nobe1QqrP6V7DK9C5VckRj1xmcyPKkXsl71LGFPFbiv8A422//a41WQ3WUuuP/lm93d6uFXcbWDYLNj/EuLqaOVwvisUDSEn4MV+eE7kvIeiLCL279jeAJbXF36UClpXZyGu7+7KjUUjB8zNQAAeVR1NKnGZmeQ+Zct3DmvLdy5NuR9GS6YC0th51ihTyxQg+X6V6mmZqe+Nao1ooLX2Z5YOJ+6uybi7+nY3kn8uvzWi+jdEICx/dSTRIf7uJshXR6l/MRxI8j9rN0EMZkvtp07pZ0FW1W1TKAOpLQNIAB3xBmjypxDcNE1vOpzVga4zyKUdeNnobm+9Tcl2nYOPbfIVut8eK1LJmUVv8WTv/AIcYZz8sefjwzczzaM6Nzfe7fhnAbq4sUWJrO3Sz2mAdBM4ENuoHcKSCf7IOPSs4UmCUnKOMcTO3cdiEgrK66ndsyWOZJPicfO5c3K57nWUVKn23tfQ99tv+Npd/83j1+naUcff3Ote8/tY3uVxi02Rd1/lDWl9Hfi59D7nV6cMsWjR6kNK+tWurt0x2nnpnID+S+6I/++w/91/+2YCvkZj/APBdc/8A/bf/AOL/APbMORc2aT7u+wMvttxq03tuQ/zf7q+jsft/s/ttPqQyy69frzVp6NKU79cCZVbHIdxP+jH5YbKtsfoR7rf7LuY/9h7l/wBEkxJieFuD75vHE972/k2zt/pdgwd4qkJLEf8AEhkp+xItQf09RgbNnSUe6tr3DivuVwJJwi3ex75bFLi3empCcnjan0yROOo6MKjAYnivn3Bty4Dy+549uDGW2H8XbbwiguLVidD+AYfS47MPCmEa1sLcHevuZw1Q1VG+bZp/9bixQrM9Z/me/wBh3JPnY/8AeFvhIzPDqE6RjVDkjNGHQg4Ghs9s/ly90V5zwr+W7pIJd/2VVtdwEhBaeAikU5B+rUo0v/aHxGM2iTm/Gvy2SWfv7cia3rwnaym8WValH9V2+3tMwQfSlRtQPVFFfqwSBb/my91zYbevANnmpe7igk3yRTnHanNIPg03Vv7HwbAkB5VRQq0xoUSwwMHMAUGXU9zhQKSPfABDucIAUp64kRuXBtvtSkM1w9CWJVa9NRpU+FaZ49HrVip3YFFT0h7dwcc0SC/C6gv8Mn6chn2xpldvBpkb8FLy+w2qW5mSyGp1JYODloQA1UDw641xtxqXVvycsvYHb7zRRGMZliBOdVNcmOXetMaMGLX+3cbttih9K8f+c9Z49KemBINQUMCa+b/cMICqQXeti0nqimtpACfMcuow0xpljZzzOQlWqPqAAJ0k08c8OdQNh43HcR2m6bg7AffRLHbqXHquhuhGWCDMKosW/wA7GTf/ALEc9XOQtbO4YOrBqkEeSoc5EVJ642Z1SNl5AjF5NKkD0gKajmetMzQZZYUjkHHuR9WkhOok0UEHy5UoBUZ/PDBMtY90BjRl7DSB/ZHy+OFA4LnbZ7ieGsZDJEQzuAK+bL50wnoRbQsreIyQBnNY1JCDqTU/HEtktlB7gXQ27h27XB1CRbdoo6Cmcp9ICnzkxj2LRRv6EXeh5r3cRL6RIo5BRyB9XfUfjTHhVcnDkIQR6dvcitaFGI7UzBwPca+0SlkU2kZP1oxDHuQRUHFkGZLRp5EEdCzprOfgKnL8MAQeurhorldLgPU1dTkD8MqY+yvSVB9VesqB25v9z3GRHv7gyJGoSGIAKiKoooCqO3xxzY+tWmxz4+vWmxFLaBW1BRXGnE04E6RyXNtBJOtrDNKkck7ZBFdgC2fgDjLNZ1q2jPLZ1q2hy62XlG2bnttvDYyWlnud5Bay7hHOlwCnq6taMoV01xk18oGXxpjybZldOXseVbMrpy9iW47zc7JzneN8u09aK7nfbm29XCTvaBNDTLQ6ko0KaTlqzocPFgeSiS/UePC8lEkUG37hsuw73HuPGbC4rCJneXcJA8khlUrpcR5emmommqpNCWyx1fxbWrF3/Q6f41nWLMJLZ3UOyR7zKsMW3X03o+lbPVVdRqCuqlgvegY1xVb15cPKLres8fKGzPaWVja3dssktu8Wq5n01jSTWy6NQFBQKOp74quXVpjrl1aZZQWct3Mttc3Itp5rBt0gtAtZJLcV06WYqgZtPSuQ/Rjnydr09YMcna9PWBK2a3ueHJu1rYRTbjsl6n30DFytxby0CtISxNNQ6DIUOVMYXs1aJ0Zz3s1aJ0Zb77Z7jb7O9puN/HDu+y3cO67NuNxJVblW88sUCjXJoQnSFzrQdunPXV6eTBavTyfX9zF/Od1+1t4J9t3+G1up4LldYSUxiRWFCMwW1UPfG2PFySnwa48XJKfA20F3ekT7nePcvoCEmiqVXpVVCr+rG9cVa7HRXElsYW4gjKRWyKpeoSV/KlQCTVzl2wrXSFa6QK+vI7W12+7ubhbm2v1ldUg1L5I8gdTAN5mP7uMflblIx+RuUge4zPAeNGGyVWeH+Z7jHHU6oA6yaSzlm+hCKE9TjJWbkyTbkJuNpLHuqX+2bzCdq+7W+tdut1f1DOzDW1wKM1AK1LHpkFGJSb8EpN+C3hit33S7urJJEt7lzIUkULRmzalCci1TjoxSlqdGKUtR0wBszlT+rG0msnJPcPirbbfm+t1H8vumy0jJJaVK/Js2X8fDCsgW5pEiAkU6jEMqAEyFiWapYnNjiGTAAoK55DucSJoQ3F0ghaQdsJsh6Gz3Xtds1hsWxb3yfnFtsUPIbVbuyhNnNcOVaNJCo0OtdAmXUfjjF5DleRyIci9td02bji8p2nd7Pk3Giwjnv7KoaFiQv8SM6tI1MB9VR3Aw63HXIawhR4wwORzxsbEGCnoQcAgTaRWpphgQy7EYQH1UHVhgEzGpP3sAElZCMmGACQMVDVwCKUHjnTABOMoc64Bk7iYxr6khByGf4YbYG08Z9sOS77s45BuF9acZ40xHp7pucnpCQHoYkOnUD2LFQe1cY2yGbylgvtvxMwyybZ7k7XfXNvG0rW0sRtwxjBYrGxlk1/SfpXCV2Fcj9DWrKYyR1bqcbI7KseXSP2supwFobjhkaGWcfRDp1tXprNBhM0PlzIIOR79sIDJkirQuMOQkLC0JkQOxEZPnK5kDvQHvgGgqekHYgkoCaHIGnjhlomskYHmcDtX44QSGaVGo5Kio6KAB4Z0wDIh4dLUZSSKUOZz7jDJYpfuY7dnHUDAyLPQPvnGm2rhuw8vj3H7yy3qT0ZIRD6foS6WJTX6j6/NE4+kdMZ1vrBxrNNoFOH8cueZ8tg49bXX2QeCW4mu/T9b00jAz0ao61dlX6h1xd7wGXJxKvk22z8a5NuvHrqb15dskCevp9PWjosiPo1Pp1I4NKnDpklBjvyQ8/EPR9tYOd3W4emt5eGzsdsMNRKQ7KW9b1BSnpSH6D9OJ+XWCVl90FTbxh0U1FSK54u1jupUYWCuXbGVmdFajCJGmRYDGDZ01QzGBTrljKzN0hiP0zTzCvhjNs0QynpIyOQJFGbRt0b4GmeJbG0Zk1yhWkY6FGlO6qta6RgkpVgiiWykSS69IcamFKBfke/SmHVk2K51DHM0Ffq+GNEyGXHsbcLa+9VnGxAN5Z3cCV6khBNl+ERxdT5/8ktTpP5r7GWf2ztbpQSm37tbXExHZWjltxX/KnXFHnYnFkecI2Vrdete/ywpPaT0IOQwXyhSBQkd/niiWDNCACMxlX4YZEAySAaZDvgEzc/y9WL3fvdtMqAkbfb3lzIR2Vrd7epyP7U4wWOHss7T+a+/W39qvtyRqv9xtYFHcldU+X/kcJbnPTc85e0wA92eIDv8Afx/0HGl9jbLsex/dDnJ4LwXcuVCx/mR270KWXq+hr9e4jg/xNEunT6ur6T0xkc5w1fzoXbIGHCBn/wDWn/seL4MvgzoPtr+ZLhnNN0j2WeCbZN6nJFrb3TK8UzfuRTLSr/2WVa9q4lqCWoNC/Mj7Esy3fuBsU1zczW4Mm8bfcTPcAQDNprdpSzqI8y0ddNPppShEwTPPMbxPChQksQdfgPAD8MbGyYvexepEadRiWDPeXtFy5Oae2uz7tcETXMtv9tuatRq3EH8KbUDX6yuuh7NjIwPH/Idgfh/Ot7441RHt9ywtSept5KSQH8YnWuCDox2O3flss7nft3veRXQLWeyIbDbyen3E4DSsPikVB/l4zpSCMtpZtXuhdNyDnOz8VhOq12sDcdwAzHryApAp+KR62/yhjn7uTjSBY1qX+5WaQWaRquSrSmPnUtT2MDOccOg9P312w0pW1u/+ax7vQ2OTv+DbfzI8x5fxThe2X3Fb/wDl24XO7Q2ss/pQz1ha2uJGXTOkq/VEprSuPQbg4KVlwcDm97vfeJQTyg5j/wDcdv8A+r4hXOl9YSf3/wDfVa//AGnOX/mO3/8AV8aIh4YKHlvuh7jcw22LbOT7x/MLGCdbqKH7e1hpMqOgbVBFG30yMKVphojjBpm4g/bt4AYprQdj9CPdX/ZfzD/sTcv+iSYgxPCFi7NaKlaIKA9hmKUIwQdSeh0z2C91TwXkx2rdJCnFd6kVZnY+S2ujRUuM+itksnwo37OAwuj0T73e11t7g8PktoFVd+sA1xstySB/Fp5oWb9yYDSfA0btgIR4y4ALiH3U4na3UbQXFtv+3xXEMg0skkd7GrqwPQqRQ4p7FNnr78z3+w3knzsf+8LfEok8OxfQMajJYYzaParmW58N9wtp3awOpZpks763rQTW07qsiHr8GU/vAYiyEz3py/fH2Die9b6kQnfabC6vlgJ0hzbQtKEJHTVopiBH5z7nu+5b5u17vW5zGfcNwme4upTlV3NTQdgOgHYZY0qikL0xQH2ATI1zwARPXEsDBFOuEIXlOBgWO33t1Ysq62jmjzVCQCCciCPHplkcdWK7WhvS7Ru+1883C3eNFlY0QUBIZiaeFB3/AEY6lkOquSQ0/OL55kZjWpoiHyqA2QqM61+eLVyuQnc7vPNIFJerVUqo1KNVa1/DFchyVlxaSxTNoA9L6lb6u2Y+Ar0ywhQZtleLOp05Co+kAGmYNMUmMsYZF062cW7sSIWOqms5KFpVjQsv6sDulqxXukjoW07dYW/ApN7sIXibdpYLRJJHGswWruTSMFtKvLEZCe+r4YwpZO0nPh3kShkiVnfT6mmgJGWR/d7A08cdCZ1Jg9435JLdoI8qKoy+lWB0jrXOhzIw5HJXWd+lG1k5ZVYk1IFTn88CYItINyRoVANJKgFQctNK1H49c8WilY2bZJ3YGNJNK+XIAkNn8PA4Vhs2zagGIEihSAKU/p/XjKzMrGn/AJgruO24aLSBisl3OpdSTX04gWP/AMrTjg7d3wg58j0PPV8fWt7eX9igY/36aW/VjzKmF9gtpGTYCTsHKHw0sP6jge419pVlE9GRHHnQ1U/LqMaGaPoZSJkkB0kH+jLCYSerNrvfuLdZSnps2ZAJIOZAIJC5EZ9MfcJNqT6ymqks45KYhobqFEmJaIaIXcXqx6HHUVAPSmItWSXWQdzcvHbSxW0abdaySi5uI7ZpFVpVUjUAWYIKMfKlB+qnNj6amXqctOqpl6lSYNzSSyaGwllO5oZLBY0LtIgcpWgqeo7/ADx0LNjrKnY3WbHWVOxsG1WO7bbu1rZ7reLtUW+vJtlzbx+lNcgFgtHVso1kP0yCvjShGODsZ65FNVPHU4s+et1NVPHUFse33U1ry7gE1TfRh7vbOudzakfT1/xVC/hjlzW+3IjnzW+3IjY4pVs+ZW+8WUqS8G3WwEN5AzAxwLHBp9J4iTpeqL5aVJLDrjBJ2rH+SZgk7Vj/ACRT7XfWsnEFud2j3K6fbZ2261W0ihEn2k6fw7ZrnSZPTCpRyCDmF6HFXxtWjQq+Nq0Bbi3gs5prfaXuLGxuIoZLm0Z6SJIUqYpHHmbRXoTka46cWPkpsdOKnJTYF9tZRSWkNpFLePNFGF0qXHqsCxjSgP0jKnzwKyUyNWSmS7sYXh5LaNyHQv8AMnls1tlKGVJdPpo0iAqqLQ+QivbLocct8ntivg5b5Pb7fAu8s8aX9iFaOa0keLQW1HyHTXVQVrSvTG9bTU3paalhyOx3N7a4O0TQrxvcYomknklDujRIFEMcRI0N8FBJPUjHHXfXc46767i9+NulTb0igllFnt6WEWsBED6SGlA8zMc8hQZ54utGty60a3LO2S8vJAt1IUMMa25gVRGRHH0jagDECvRsVWiKrVFnBt1pHTTGAcWWOBNC+Rf0YQmzmHLOacmtd0urBTHaLC5ETRoGdkOasWk1jzKR0AxqkaUryUml7lfbneAPeXUk4bMBnZh17gn9GEzRUSK2SNQCf2ug/rxLHAs6ZHEMIF5I8SS0U/IEpt7/ACwrbGd9jbffRGb2+9oGEDzKNmauhS1K2th1oDjmT1OGr1C+3dtecU9mee7jyGF7Gx5HEllsVlcgxyS3BiliMscbealZUNadEJ7Yb1YPV6GocL4su9WG4bnud9/KuN7JGj7nuGgyOWkOmKCCOo1SSNkM6D+nR2g1teNC32bjHt/y6eTauH7hutlyMRvLY2m9LbGG9Malmjjkt6ek+kE0ao+OFyaIdmtyu4Lx/jW7cf5fvvKJNwituKLaGW129oUmZrmSWJgfXR1qrRj9eC12FrkLzj3D934Nu/LeEX+4aOPvAu77VuywmZY7lykcsU0GlGGoHyla5H4akrsSuy03zj/tNxva+LS743IbjcOQbPabs/2U1kIUNwgLKBLDqADVpmcu+BWbDk2J8L4zwvlXLd+gim3S241tO0zbtErPbm+f7b0RIjMEMPmMj6aL4fHDdmhuzQbjnGfbXm73W1cNvt4seSJBJcWNpvAtpYboxLraNZLZUKNpH7Q/Thc2LmwvtxsHtPzHfNm45IeRW+9X8LfcXCTWS2qzQ27TS6AYnkCExsFrU9K4HZhazKfc29uPt5IuNx72u4QzaHfc5LR4DGtQ1BAiPqrSmKo2XSQnCthi5Jz7YOPzrqtby5DXSfvQwI00q1H7yRkYeR6DyOEWnu/yC85T7j7lYyPo2bj0z7bttgmUUf259ORgg8upnU506UHbE46k4qya4+32kMLv6YLUybwPjjSDo4o2Hddp2zavb/inIY5ZTd77NfLco5QxqLScxJ6YChhUDOrHPEK2pFcnugNwzbts5FFyVriWWNth2a63S39AquuSEVVZNSvVPGlD8cFrlXyw1Avwuyh5Bv8ADY3lw8G1wQT3263UBGqO1tojI7DUGWtQFzHfCtYvJlhB+a2cXF+SXO3W0r3G2yQw3e13ExGqW2uIw6sdIUZGq5DtgVgxZpRY8i2/204zYcdm3+bfZ73ftst90JsHsxFGJ1BKhZU1HS1aebEcmYvNZsd2vg223XPOJWFvuk97xPmEF1cWF8irDdKbOB5JYnDq6akdVBNO/wCOHzYfyGl9TW0vVMdyyLpWJmRRX900z/RjVM7qXmsl7fWXt/tHFOMbzyCXepLnka3TLFYSWqxIbSVYzUSxFsxIvc4zdnJxvLZ2aQLZrDaeR8kax2Ce6sNjsrSTcNzvNwEctxHDb0MrKIQqt1UKPHDdmkaWzWqtdwMe4e217aztss+9LfpnC96tqYJTqANVi0vHUZ9Th1bHjvdvwRuozJaMp+ojGp0taFvsQO8/l95Xs5Ja64veDcbYDPTCSJmJHyE+Od6M8y643KLgG5SbL7T+4POEf07l7aPY9slAqwmuCPV0/FfVjb8MK7knLaQv5i5o5N84/wAttVpbcr2i3uBpzDSoorT/APVSxDBVwPFaEX/uPtlqN89rPamaSSK3hihk3YwlRIJbphFqBYOoYMkpzB+rCTJq9WzXbLi21ND7lOLi51cKvI7XbhqjpIr3c1uTP5PMdMI+nTniuZ107DlL1KgzutijqpZ3oFA7k5DEtnqzFZNk3rafb3i+8/6vcmvd3vOQwxxPuH8sW2S2geaMSLGDPV5SEcGo0j+qGcFOzku/bAlsGy/z/fLyx2+8+22WxSW7u92ulp6NlEf8WRFJ85WnlB6/DERJ2Ze26VU/cP7Tae2u9bjFs+17ru9judy3pWN/uMdubKaY5IhSI+rF6jUCkk/HwwoTOd9nNX3NKDHCNmtd05hvvHeU3M21jYbG5urya3K/w3tpoo2dyySViCyljSmWdcJUKzfkbJJ1KvfZNz49uF9sW6Apf2UpRwK6ZEpVJVr+y6kMMQ6wzsw91WpJt0ft/Y33vBu/CIt3ksrDbbaO4imn0PPKXghkKCgiQ0MxPT6R+ONOCk4H+RvwVo1NV+1Md5d2zXEcsVvPLBHcoSY5BGxXXHStVamXzxLPVwXdqyyoTeZuN8q2fksaF/5XdRzzIB5mirpmQfFoywxdWcP5DFyqeuuT7HtPOeD3m1+sJNu3u0BtrpMwPUUSQTLXrpbS4xoeAeI2tdx2bcrzYd3jNtue3SmC7iP7y9GBNKqwoynuCDhQet18qsg9CRorUVrl0rhybtEGFD0w5FAC9vDHbqkj/wAOLUY07At1wzO7hHoD8p/Bri12vcebX0Rjl3ilrtasKH7SJtTyZ9pZAKfBK98JnlZbSzVfzX8wj3PlW2cUtXDxbKhutw050ubgD00OfVIhq/y8VRDxLWTnHtR/td4kP/rCP+g4u+xeY9Q/ma/2I8j+dj/3hb4yW5gjxlDp9EU6Ad+uOpHRIC6R1CzwsY5omDxSoaMrqaqQR0IOJuiLHvf205LFzX232beLpVmbcrP09wQgaWmSsFyNPShkRsvDHMYnhzlGwvxvmG98eNQu23k0ENTUmIMTE2f70ZU41qa1ZXE1Bz69sNoqT0D+T7l3obhvnDbh6LOBum3qf310xXAHzX0zT4HGTRlZCf5w9hG17/svLIVom4QPYXhHT1bc64mPxZJGH+ThBW0Hb/aXj1vwf2q22HcKW0sNq25bw7/sSyqZ5tX/AItfJ/k4BM1z2qtZ95udx5fep/pG8zvcKrZlIjlFHX/9HGFX8MeN37SzWmhve6WpdanOnbHls7sNzl+wwen76bX8ba8/5o49n8c9GZd20wWP5o4vV4ZsSeO+Qf8AQ7rHoZXFTmwfejhe57QyxKdORXLHLS561qmpX1iUJx1UZzXRWtasa07Y2kwaFN1tlSxYk0YgkAjCbkzutD3z7q/7LuYf9ibl/wBEkwjnPB9mzCzjIpQL07g4cG6egvfFXVg1CG6+GKghnqT8rvvA2/7X/qXvc2retpiB26dzVrmzXLSa9XgyHxWngTiWjMofzD+2CbX7hca9xdth02NxutjFv6RgUSZZ09O4oP8AlANLf2gO7YQHSfzPf7DuSfOx/wC8LfAgPDkZ8gxqhyS6Hxwwka2U/wD2h2n/ANNt/wDnVxNgPf8A7r/7LeY/9h7l/wBEkxmI/PC3YiJfgMsaoZMB2qFUtQFiBnkOp/DDAiTUfPCYj7CkCOEBhzhgNce47uPJN+s9j23R97fP6cJlYogNCxLMA1AAPDC3BI6an5WPdxSzoNumJBNVvFqWPU1de+KUouGg7flx930yfaInjBPkivIHAFB0DOCcdFcq8m1bLyDl9kPc21H8bj92NNPNEBNTKv8AxbN0rjVZa+pqslfUVv8AhXIbB4jd7ZdWoPTXbyIAehGa0/RjVXT8misvUYisbd7FomAeX6dJJFDX6vHL441RQtc7ZGI/MQv0gsTQBQKAZn8BgCRVLew3u6sNu2wH147cvPc6KAstwzOddTmGVUXLqpxhlurLicmSys4Ou7tZWW7cJa0sYzZbVx3O3Zw4kl9C2AeqLREq0kegeanm79MOTrbQKNpnMJJv4TKzEydiCRl2r8AcddWdaF1hlkgbTRlDUZjQCoBP9WLkZCCNixFMvMQ1fE/7u2GhlpZRlqCQVVa6iOpNAAKnqMaCOhe3m3Wl3u9tDdkpaSEh2Qipp1FaePzxlms1XTcWSzS0Nw5QlhY7p6e2qTAmkiUH6vE1/rxjhba1M8bbWpxD3r3P7zfdr21TV4raeYoT5KyME0tQknKMinjji71tUjPLvBzAxqtlLbtVQoEiFuoFcseeZ2roDsgGhMdaFzVR40yP6sN7kU2K64RlldDkRXFmbBKQGHcHLP51w2B6qguLYIqxy17ZUyA6D9GP0C2JpH29saqokdilQGrTZYxtRwZOjjcZ9RdXlOpex8RjOCICa6j44UBxKnk92Es/RjOl5evyGNsOKS645GoH3rlvth9jY3Hp71xW8jnijV47dWsyPK5zjSsTebU37vWpx4nawrDn1+2/+p4vYxLHm12t/qY5lebLve92e+2l0G3C5trVt1toAf4dzGgD6ZqFDpCqoI1dMa9PrXVXVrTWDbqYLKrq1p4Gdx5FuV9vcu+qI9vvpE9NprUFX06Qv1sWIbStNS0xpXoVrXi9UaU6Va14vVEZLZbPc5LOcG53IsocITK7SOAdNerNnQ/HCpanGVoh0tTjOyH4hyC00rC8+2293atfSMjsoa1TrIyRmvwAIrn4HHJlyY7a7xocuXJjeu8aBN1s59uiW3EyTtPCs6MlVYLIKgSI1HRvgcPHk512Kx5Oddi35TZbv9pPLsFxBFxm/jgme7kmDyQvbKNEMMJPkeqj6FJr1YY86urh/cedXVw/uIb7bWe7btb7vBKBf3FvA17GimiXMaUJV/pOmijInpjbDjcNNaGuGjiGWVxey3N39zfJAkrD+I0KBC5AA1Oakk0HyxpTGqGtMaoLj7EJJexQa4YnSOSQD9t66R8emJtZJk3sk4JXVxuN1aNNtdFngiN0iq4Wb0lOkyKtalajGV7rYyvdbFk19HNuNhvEYpbb1brIwHRZ4wFkX8Mv14yxONDPE/BeoABXtjZmodWTIdK98Q0yGzn3utskRS33aI+Zf9HuB3INTG34Gq/iPDGlGzXDdJx6nM3Q4s6oF3Ty5rUg9e+M7MEhZ0Hh8sTI4AyJUYRDRS8iQfy6T5Yiz0MrrQ6R7j8957xL299rI+J7n/LvvtmX70ehbz+p6NrZ+n/jxy6dPqN9NOuMEpPPVZZScquJPcv2fl5nucarzDiNwLW9khqiT2sjJ5vSroBpLqqP3W7EDAtGCXFlFZn7j8vF39oDrtuTRS7qB19B7URxM39n1SoHxxU6l/5FX7cxS3HuXxNNuBM67jbO+nr6Ubh5vw9JWrirPQvJEG4cfv8AjqQe/V/dbcd02I39o7WEc7W3rIb66zWZVdkBY6hRemWMjngo47rjXMPafkmzcG22TicuzQ/zretseX71NytrY1Oq7cJKpg+tU06SaZdwBBb893rg1jsftxFyDi8m+Xb8V21obpNxlshHH6QGj00jkDeaprXDqOqFvZqfYLjm/NLiGxm2/Y5OL7gWsIpvXmjhD24kVJpFXU5zKllxViroz7fpwOLj/Jd09sYdxXme3WEspG/NE8iWDAJcy2X2gRDKgI+ta55dcSQVn5foUHvDxtlHT7yv/qM+Lvsa3WhrNgui9unUAMJ5CARUZOTmMa02Nca0Ng4TvsXHvcnYd+u2WO2iuil1LQBY47lGhkf4BVlJ+WJyLQnKtBz3f47e8S9zN1uLiJv5Vv08m47feUJjc3DepMmrpqSRjUV6UPQ4nHYnFY1u53Ozks30t5qdO1O1PjjRs6HZQb/cbxxPb/ZTgDch4x/rKs0+7far99PYegRevqNYFbXqqOvSmMPJyQ3bQZ4Nv3Cb7ZPcCLYeHHjl3HxfcHlvDuVzfepGIyPT9OZVVfNQ6h4YTQWTT1KD242OST2l5VuZ3Xb9lvOQsuxbde7rM1vD6ApLehWRJGb1EITIdsDY72kL7kbLKntNxPdhulhvV3sBbYNyv9rme4h9LOWzBZ0jYenH5TUdWwkKloLP3CPti22+3R5jFvbznjW2lG2p7UQiHQK+osymQnVX6WGXxwCU+C22pb21/MTwLa4VhTidrttxLxIW2so9lcWFwxldpCWMzsvn/DAT4Oc2txam23BS3mEkmmnjrPXG1dj08TXE3XkG58RsvbX23HINgffDLHun2jpeyWXoabiPXUJHJ6muq9aUp8cZ+TiSbu4Kiy5FDsnI4+Q8XsV22FYvRk224la7jljcUlSR2CEq/h2xfHQ6nhmurH9v27g3LLfeZ+M2E3G+TbPbSbldbRr9exngiIExhYgNGwLCi9MwAO6ynBhW7o4E7Kb17VXIrUUxuj0U5Rd+zjQjne68ZujSy5RtlxaOo7yIpYGhyNIjLjHIjz+1Xya9yjZbnj/srw7hNx5dx3Ke63ndUH9lzHBX4FJB/m1xFTLBTkzaNh41/rz7e+21uV9SbjPJBY36+Noivcuv/kUiH68JkZa8bQUdzuv+sP5krbeFbXbx7zBaWpH0+lauIQynwYoW/HBJuscUkNtlBb/mALZD+awV/wDed3hEY/uqazFFa3G1ImvOmJbPoa1TobBc804Zye+sbPn+2SR7sQlpHyzbn0T0rpja5gYFJKV8zZnwGCZPIyYnic1YztvHr7j2we7nFZJBPu+2rtkgmQafVsBL67uF8xX+A9XFcq0rggzWXlerZpPluorG224E7hLLGlqE+r1WYCOnx1Uxitz181q/GdM3xbS795Pdz7UDQ3Dr6CVh0MotrVX/AEEUPxGNpPBVW0v1NRvkuud+13rgl+b8Kt6SgVMl9s6ftf2ngrn8Pi2EtTWytif0ZYe7Zs7n3m31Qnrs32ZQINepfsIGqNNaimJvMnd0LVVVJV2phMeq3JFM1p2xB7NYjQr9zgWaNo5F+DYpGOWso6D7Ee8UHG2ThfKZhBtZc/ybc5WpHAXNft5mP0oSao5yXocqU1TPnezgdXKOme7fslsfP4k3G3mG28jgj0225IupJUGax3CimtPBhmvavTDOel3V6HnTevaP3e47M8Vxx+fcoVrouts/0tHA7hI/4w/ykBwjtp3PUrYOGe515KILfiG8CRuhmsp7dPxeZUT9eGin26nTfb78r29X97DuXP5EtrBKN/IreTXLKafTPNGdCLXqELE+Iw5OTJndjqPu57v7B7c7ILGyEU/IZYhHte0R0CxIBpWWVV/w4k/ZGWqlB3IEpMq1k8czTXt3d3N/fytcX95I1xdTvmzySHUzE/EnG9awddawi/8Aaev/AMXuJ/8AaEf9BwsmxjlPUX5mv9iPI/nY/wDeFvjFbmKPGUBJt0WgyzB75/HHUjWTEpLKaj9HwwMD1B+T3kIuuHbxsEjAy7TfetGvcQ3a1GX/AIyKT9OOay1Mmc3/ADW8eO1+6UO7otIN9so5WelKz238Bx+EaxH8cVRjqcljKeYFNRYUShpQ+NO+NGjQuuC8ofiPOtk5IpKw2VyovAK520n8OcUHU+k7U+OMrIVtj237g8F2vnex2FhdurW1tuFluUbZOrrbyhnUU/5SFnQH44gyNJ/M9zE7NwSPZLd9N/yOb7agNGFrHR7hvkfLGfg2Aqq1EfYXmNtLtKbHcsFlQVgJ7jwx5fZxSddqSpR1y5iqtfDtjyLUJpY5ZZR6ffLaWp1t7z/mjj1vxvknOy1/MLxbl/I+KbTb8V2/+ZbhabtDdzW/qwwUgW2uI2bVO8S5NKuVa49O9eSgxpbi5OUz+3XvRNAqHibg0of9N2//AKxjkr12jv8A5qgorn2Z96ZmJ/1Wan/pu3/9Yx0Vo0YvsJix9kPeKNGmm4yYkjBdn+8sGAUCpyFwTi4ZPy1ObcgBl24zaQFK0UjvTDTDJse7fdb/AGXcw/7E3L/okmGcp4DhkItVWuRzP9WNa1LkDLKzGpxUEtmdr3bc9l3iz3raZzbblYSrPbTL2dT3HdT0YHIjLCshHuzg/LON+7ftyJ5Y103SfbbvYq3nt7pKMQp6ijaZI2+R64xAq/zPf7DeSfOx/wC8LfDQHhuMnQMsaoCROWGwGdk/+8O0/wDptv8A86uIsB+gXuv/ALLeY/8AYe5f9EkxmB+d8P8AhjGqGT1FfpJBIINMqg9RhgYB7YlgYPWmEIjQYAIv0wAWPEt7/ku/RbmsxgkgV/TkXIgupTL/ACWONMMctTTFE6nS7T3w3FSG/mchA6gkj+g46uVTq51Nm2T34lWdfW3HUuerU2RwRVj9rN3tPfuDQDDcB1plrPUjqRTCeJC+NDk3vpC7LqAoR1VyP1A4XwoXxITu/dLj18pW5tLefKp9aOOT/wDLUmuKWOBrH9TSeb819oZNoktpdpjnv3ntwYbEsjqmvWTVSY6nQMqdK4l5IcN6EXfhsT9utt2Vbk2u13DRblBbpcStelPREsjF1BA0sRqBb6j8cUklqiVRI37/AFc57u2zybNHJaW8F2JoDe2o9UjVIHkm0yaFaqxaKV6tjnu9SbfQ5juuwXNpcyxzRNFGjNpeRSusKaChzBr8MdtLaHZV6C1taustWo4YFTWtSKZHI9saoZlbPNSGJbMaeoA65U8a4tMB6wktYpoluiwSquQKCoBOWY+JphgbXd7psNveRvtLloSBRnork5E0A7YlJtajQG75OVi1gtUHSnm8T1BOY+mmeGqhCOR8tvUu+WSX7SZxNHDAxAHlRCzsQMvqOPE7tpyM5cj9xRtGsmqVvNPKAwr/AMkqhTl46jjkJQuiqIrcxgmS3kpIo+rS3c4cmaUMFc24fcX0/QqZnxyOGnoFq6lRl5a9R1/DGngze56DtoyiqVaSpA/42X+jVj3P5eT1PoEX21yobdVk1OSzkMTXy6jpofDTj3sCu8ct6noYU3TUtY5gjZdugOfbBA9gyTAd6HC4yODTtzvzc30lT5FOlK/Drj08WOKnXiroVN1JboCxoWwsqrGpORI27cdo3C33eOPbNruItuvrhLLa5JQw9SWirRmehRmarFWpTwFMeRh7lVT3NckpZ5uHt14+5qUpZaLxxXt2Mm6K8kO8wbHfRRJoFvLJKEkkdpSpKD9khc/hQ44Mv5BvZf4ycmTvN7LxJa7hub8f5KILPbZn37a78z3d5AJkSTbpGA9KUylmnaQftkDzUpU489J5K6v2tf3OGqd66vSP7jN3uEfG/cXctziuE3TbL9ZYpYYptTpFPpkkRWBOgrJ0FR+GKpgeTGls0XTC740tmhWFNjSVYNitLn0pZC2u7YSXEjufKgCZACuXUnucdOKlqqbs6cVLVU2ZO6thZ2v308Ii/jPbmNiBIJU+oMn1DC+Sregnkq3oXG5W1/tF7YWLFGl3FYRapXSxeWgI0nzAK5pUgY569hNN+hhTsJp/QYsrrads3+1O4XLNcy3Mm2y7fNpRgko9MXIC+oyoenm0mhrXLPmyZLWRzZMlrIDsYv13bkPD52W0W9SaKzePyaZkH8FtZ85DJQ0LH9eIvqlYzvqlYIsNrebXt1nuVxcbbue2W6WW4WNuqyLdLEKKDKh018dbGh/Zwq1c6BWrmUW202U0e2wWBhT7aGZp0dqs6M9fKhyoM+9cafHrJp8esmwqBpy7YobOQckiuYd93C2kmkl0TuwDsXAR/wCIgo1f2HGNa6o6cNK2rqilMEQOoIA1aggUOeKNuFV4BSIDlShHfESU0LSRA1xFkTAs0NMQMC0Q74UiK7dLL17Zox0OEyL1ke5ZyKTkmzcV2mTb/s14vaGzWf1fV9cGOGPXp0Jo/wDm9aVbrjNVg5qYIbZDifI343t3I9pl23+Z7byO2FvcQ+t6JjYK6iRTokzpJ8OgzwWrIsmGWVPE923Tiv3UcNvDf7XuUXobrtV0paC4jzpWhBV1r5WHTA6hbDJZW3L9t2hLk8M4xFx/cbuJreTdJbue+uIo3FGFsZQghJ/eoT8cLiR8Le5X8N3yx4xs3Idm3LYzve28jW2S6iW6a0ZRau7rR1jlJqZPh0wOor4WYveT2kXG9x2DiXHIOOWm7qIt0uTPLe3k0QNfS9aUIEQ9wq54aoSsPqP3/NeI7nt2wWm+8Lk3G52DbbfaoLtN0ltw8dsgXV6aQEDUanqfnhcGL4mhXYuV7Vse+7zf7Nx9rSx3faJ9oFi940pia4KFp/VeKr/4f0aR88Vwkt4mxT26vrnivJE3WCw/mMXoTW95Ya/T9aCZCrLqo9KGjdO2G6SFsUojwPeRxLmNjySKyN2tiZjHZtL6ZKzwvCKy6H+kSVrozwOsodscoSgtirPMV0id3cLWtKmpH68XVQXWsGbm0SeMowrXDaG1JtWw+6fJtq2ZePbzt1nyrj8QC29nuaa2iCghQkhDZKDQalJHYgYxeMwthJy+4fGkhuF2r242qwmuI3QTzs11o1qVLINEWnrlpIwcGCxP1K283G6m4dxrjEtiITx57qVLv1RJ633cpm/wwo0aa0+o1xVaam1MUOQ2xbzJskHIgLMXbb/tlxtTsH9L0vuRQy0CPq0/u5fPBasjvi5A9zlO48b47xz7L7Kx2GGUhfU1/cT3L65J2GhNNT9K508cSqFY8EOWT22YbbxfkPG3svvLHfo4v+M9P0Li3bXHMvlfVn1XKtOuE6hfry5QxyCf/WS14/bSWYtRse2W21K5f1PUFuKer9KaK/u5/PDVR48EFxt3KbvbNw4fuR2b7254ct5aJdC49NbiG8ikjjjP8J9HpBvKc659MS6Gd+q22Jq/A7iK5ii4dLYzXKyablt1nlVJGBIfR6I1UbPTgSZVMN15D/zrY5uN7DsO+8Vfdf5As62l2m4SW1fuZBI5KJC37q9WPTBxYPrWTlMj9/x1L4SxcVB2025hfbZ72eRjIzh/WjnVY2jag09DioZp8V43JJvNjbWG4WHF+PJsTbtH9vuN69zLeXD25PmiV5AgRW/aoueDh6ir1W3LYC1tRDAI/poOvicaI7VQxZtcbTyPbOQWsPq3G3TrMsQbQHUZSIWo1NaErWh+WIuZZuvzRYcp3G65nykb5e2Zso4rVLS2skk9UIqFm+vRH1ZyfpxjMD6vUdNyw4Hyjd+EwbvZ2W3reLujrLBI0vpCCUIyF9OiTXXy5VHT44l2Jz9B3tKNc45tT8f3Tbd19L7qXb547kxF9JkKHVQvRqV8aHEKx026k04jW171DZXnNRf8fO52fNLpbq6s0u2t2i0TzThBIsTl/NN1ovT44rkcduhZRD2EL+fjEtjHFs/GX2q4SRXaWS/lu1ZFrqjKNHH9XjXCbOjFhyLd6foOne+HrfRbhDwWD+ZwuJYXkvrl7VZFNQ32xGYBz0l6YXJGdunkto7afoJbfvPKbLllzy9Zkn3S/LjcIpU1QTxSABoJI+8elQAO1BiPk1N3+OTrBZbfyDZdsvhuPH+HW23b2tTFezXU93DCzdXgtnCojfu1J09sL5EZr8fe2lraC/GXudnu99u5omv7vkG33e33M0kmlw14VZ5mJV9ZqvTKvjiFlOq/46YjSGmB2aDcdh3ix3nbDpu7NqtGfpljOUkT+KuuRwVvBr2Oir1gutu53fbX7nbrziHZImG6W0doduMv+EsUUMalJhGP+QFRo6Gnxxr8qPOf4q3GJNbL3Fxe3t5KiwvezSTPDGKIvquXKKP3RXLEyepgxOlYEblaNhphcpr+xiuYmDivjXpmMVJyZMaZsPEfdD3I4IiWdhdLuO1R5LtO4K0iRp1HpSArJH1yAbT/AGcUrHmZel5R02w/NjYxiNd+4rfWjsoatnLFchlIyZRL9tkcVyOR9a6D3f5uOHLH/oewbvLL+7OttCv+cs0x/Vhk/BY0Lln5nvcHeYntthsoeO271DXAb7q6oRTyu6pGtf8AxdR2OKVTSvWfk5HKk81zLeXs8l3eztrnup3aSR2P7TOxLE/PG1amyoqkHNAQp6dxi4JbG+Lb83HOWbVyH7b7w7XcLcC21+lr018uvTJp6/unE3rJjdSdK9x/zJTc54XuXF24yNuW/MH+mffevo9C4jn/AMP7eKur0qfUKYzWMxVTjsanSVFAVFTU06eGN0WfPpBorahTrSmADavaj3Ov/bjkdzu9vY/zK2vLc29zYmX0A3mDo4k0S0KEfu9CcZXpJLRee7vvfb+5e12FpNxr+VXm3TtNb3ovfuPJIumSMp9vDk1FNdX7OJrXUSRzuKpiEQjDSFqiQV19KaRTt3xozVKS7sNgSa0eW4WrEEIhyC1/aP8AVjlyXOiuL1Ou7H+aPc+L7Dt+w3XGxuk22wpam+/mHpGRYhpQlPtpaHSAD5jgrqct8UM557k+5N97h8og3q5s/wCXW9pbrbWtgJfXCeYu769EVWdj+70AxcFUpBjj2+3G23sVzbyFHjYEUPhjHJjTRtW0Hqj2859Zcn2xUdwt+i0kjP7VO4x5GfrwGSkaoV3zbb3auUW/JbOyF9cWqSxrbmT0g3qrpPn0yU/zcR1M/wAb1Mbe4Tm93ucxsQOEIwHf+ZEf/wAJj0f51CFibAN70c5H/wDoqn/+5H/qeH/NoX8DF5vfXmcX1cFX/wB5n/qeKXboP+PYRuff7k00E1tNwoQrKjJr/mJamoEVA+0FcV/IqNdWxwHc+LXC7YIWXMAqKjPDrdG9sekHUeXfmevd645vGwNxL7dd1srmx+6/mGv0/uImi16Ptl1adVaahXxxutTjeNo8+G3ZE006Y1TB1FXjauLIaBlSBngFBuPtP7p7z7a8hl3Oyg++sLuP0tw2xpPRWYLUxsH0yaXjY5HSciR3xnaoG8+5n5n5OdcI3LizcX/lw3D0P9M++9fR6FxHP/h/bxatXpafqHXCVQOIrkgxrEAZoeuExBLO4+z3C0vdHqfazRzenXTq9Nw1K0NK08MS0M75yr83cnIOMbxsJ4j9sN2sbmx+5/mPqen9zC0WvR9qmrTrrTUK+OI4gefFXSgGGM+P6cUkBj8M+58cNoR8euE0B8RlhQAGTIYQCzWlzcZwpqA65gZ/icKGyq0b2Itte4r1t3/AV/owoZTxW9ATWl5H9UMi+BKkYcMl0a8E4728iIo7CmQGeLrlshq7Q3Hvu5akVZHZqgKoJJJ6UAxp/ILWZm48cstwm2y+ud3WRXuo5LPZoWJUteMVVy+RoI49WTUqcTfM2oN8dm3qffyEyQXm42EqQbdFMsUOtXJMcKmJZB8aRMf8rEVRPx+Swt9r322t23SOaZ57hIomhhQMkYd6anIZ6Uj1NWlM8bKzRLlHY/b+bktruW3WD7nOY3jkeUBUVRrWMqAyjzGswFfEYl7EsxufLNr27eZdnt2/0ayIgAlPqO5UDWXY9SWJx041NTfHqiBuOIX8haWzEOvIzWxETAfBfMh+VMaqTSGLzcCbcIjJx3cYbmRMvs7r/R56jLJyfTOQ/s4r5I3Fyjc0XkW3b9s8oTd7CezfNQZFIUgHLRIDoNKdji63T2KVkU9vvTfcSEhmDAhUjyBNPAdcziuQSSk5CwkasrBHXS1DX5LTrTpg5BJrG4zLcu0ukl5H9SQL+yACAPl5sfO3tNm/U5XqzEzEpM9PSkmtwEUGpVNWkBf7xH68SKRW7t7mO9KWrj1kirKAelFBP44aE0fBdEVndSyHVJWKVafUSaBj8sARG5VXUOi4dKd2+PXFrYzutT0JErpCHQamRNSqBUkqKgUGPWpq0e8thmC59EJFGkhEaqqgoyVCilQXCA/px9J/Kw1qlyPRWWiruOJfM06RtG0eoFlZ2Qg6aV+lm8cVi7GPJogrmrfSCe67gtvZySA+amlfmcsb4cbtY2pVuxpsN3bm5WS8ilmtQazRwOI5GXvpdklCn5qcd2ellT27m2RW4vjudDvbTZNgs4uXbDHHe8NvXsNSOqveQTQXUTXUEjuHcGWNGBCkKa9KULfJ2yZctvjv/wDRT+m2h85a+TJbhb71P6CvO7u1tWn3LYOWWh2aW6G6bTs+3hvuvv3YMZboMGK6CNWqRu1AoxXT697e21HMQ29o+hXVw2elqOYht7R9C93GfiW63Gxndtv3i9k5FDb3948McNjarKoaF72VoApd10s/mYqqGvc44VivV2SdfbK9f2ORY71bSa9unr+xrt1zHfdxg/l24bxNfbXBIRbCXSGdFY6GlKhS5pn5q49rB+PpT3RFj1sHSpX3RDHNk3Xa7LdbC5u7eO529ZUFyklSoQsAz0BAJUZ0bLEdzE+D46MO1jfB8dyw5Pbx8bv98aaeeH7G7iTbFhUoCLlGnhf1ugEQQggCtfDt5dOw71S+mp51Ow71S+mpfts+1x88bim6Wq3Vhu9oJrLeMzctMYtbzGep1apFfLp07Y4+bdOS8eDl5t15Lx4K60ltb7i21wTXjwb7xy4f+XTRxFxPFqDR0NVVaMq/Ueg741+G3LbRmiw25baMtr54d2eS6baLez3O6AF5fxszM9OpRD5UJ7tmT44qnWa86F06zXnQtGivNweNtynN00YCpqCj9SgVPx64pYVXYpYlXYegs7eFQqoAR8MECaDbruQ23bJLv0jN6WmkIIUsWYLTUch164iNSWiqg9ytuUUmsJ4z08hSTP8AEpiHT6kvFb0NS5Xulnuu8G8s1dUkiQSq6af4ilge5r5NI/DFJQb9erUpopmQEZ4qTdoG8NFDHIN0xAC7xA9sJiF3hzxmxQBeHwxI4AtF8MAmgDwUqQM/HAEATEScutD8MITQF4RTrnnlgFAIW6swUlUB6s3QfOmATQFofHATBAw07UBxQcQf2+o0C1PXAJ1MekBWgH6MEi4mBD+Hy8cMUGNClVGkAitWHeuAIJSj1JC4RUJp5UGlcgBlWvhgCD70iDgDiZEf+/gE0MG2UoZIUcxRqoldqGjUzOX7NemAaR9DqRg0Z0tQivz64CkHjC5VyOApB41FenbLCLGI8+ueEkUhiNfAfPBBaQyqA5U8vh0/VggriHRAB0FB8MEFKoVVjNQQKEGppn44aQQY9IdWGR6HxwMcHxgHhSuJbHB8bRiKijCmpqfsj44hsaqTjt69BjK1zWtR2G2CjoK4wdjXiFMahcgB+GIbLSFplj8udBQlqCpGGhwVlxSrGmfemKQmhWZYgoZHqSaaNNCB4+GZxcCBlKMVddLKfMCMxjNoqoSMgk6up8Ogxm0aIOoUNkOnfGbRdQylGkGrofAVwoLCnSGNMh2BzOFJS1F5o1IFD5iSSCMqDpnhpksrbkEnU3UmreONEzKxVXSqSdNdNe9K0xaZz2Qi4UCgUV/eP+7thyYNEHR42dK0J8r16n4Z/LBJLQtLGDk2ZpTPsPAYpGdqiUkaKpOgVxtUxshGR6kilK42SOezF3AOqrBaDIZmp8BTGiMbAZWLAMaVpSgFMhkK4oyYBgRl0r3+GAysDoOg61oPA4CCDKR/ENDmCoPfPPAKQdTUk/owAfaSRgAmifDEMpamy8f2W7QruAUhkqYgO9B5v0DHNlyeDpx4/I/u/IHFp6cZERkoXCAAHT9J/DtjLHRtyzS2RJQao8vrSsXYDVU1Oef4Y6koOflJ9Vkdkb6l8rUzzHxGJkBy2uDTxI74UBJs3GuVX2z3sd1aTFHQ1yOMcmJWKV/U9M8B9z9r5LbR292Vg3GnRujfLHl5+rBNqrepuxtYj1RTXvQY4HiaJV2LTWkQX6FJ+WFxNq3Kq622FgaRhmHiBgmDorY1vc9lQ1Yxg5Hp/RjSuQ2VjQ9949GQRo8adf0468eUHSUc93jjUiltK1HjjvpmOa+I1a92Z1JqhH4Y6K5DndCrm21wT5cafIZugm9i47YpWIdAD2jgdMVyJ4EFsZpJBHEhd26KoJP6sJ3S3Krib2DTbQ9oP9K8sn/J9x88TXK3sN4lTcr3YEkDFmLZE4YkYpgGRBwAfE1JNBn28MAGDgA+xLA+7YGAGUihxIHor2l9gONci9vtt3ndJXjvdw9WSirWiCRkTqe6rXHPb8j8bdYPS61lWmqk3C3/ACq8EaRxPdTkFf4WgAaXrlqBrqX8R88FfytXui8mVRpVHPouBexe8blvrW2+blZ2XGtYu45fSZGigcJI1u7SM5DuwWPUOp746H2lpoYrI/KKnlHtv7fQbfve/WW+JNY7Qyg2cemNpQ3lRIqvLVtQzIqvfIZYpdirjQtZMcarU5vtm+7bGbL7DbQDYu9zNNcMGaWSh0V0r5VTy0FeuMc11IYrK2yH7u9ube6ihAyggWIksxYyOWkdsqAtrLHPCo5NXjhyW8O7LcwRWO3/AMK329XN39yqFHZtCRgq2oGiRGtR1Y46ao5ruXBvuz7FtO73sFoz/YXIjj+1ltof4TrKEVGk84bygZHSeuNLSjK2h13ZDebZeXUtkf5hGiszwuNRAhieQCOOnUyIg8rHv0xlbYzsc85dxSbet82q3uOOnbTud8iXW67bE5KPItGDMutVUO1W1oK064FdoOTRo8+1Lt2/pZXu43OxWFzA09jLuts/qFVJQ+oiEZalOa5/2RjoWY3WQ2X/AFS5xt6R321Pb7/bEa1m2uYPKBSorbyiKX9AONFmXkv5CyseU8zETWF/tw3EN5pNquYj9w0dM2FrOiu9PFA2DlUTaKbceM8F5DU2azcc3Vl1egQ/oVp1EL6SladVIHwxSYzn/IuJcj2F/XnVJrahQ3cB1x6SCCTUVStehH44WW8UbB7GuxaZGdq6Y9BFAaGjAjHiGBm4YLcSSyABnRXVBmFVV/hqpGGheTNmsnqh3H8cqo1DwbzMxwmUiF1t7FVddRinYMRXNZATmB00nFJhxKq6V3aNKVnUsrk96HLFmdlJ6Ggj/gp/dH9GPQTPdQdYs8UrDISsI54qmmpXzrToV/38ez+JU2Z0dVTcpOS7nDrgti/nc6tNOpOQpTrj6XBxrLbg9PFelXq4KmK5SMS+QOPpBI6Z5kY66xdJzozoq1ZT4DQ3V1FZXNglwy2N06Sz21fIzx10MR4ivXGNurR3VmtUZvr05y1qgWmFei42+NGvBeB/+fb423ptb7lcttkf0WJmkMAz6COumn4Y5f4GPlz4rl6wc/8ADpy5QuRsfAmupZL99tsPuNx29Fv5LlkS4WOytzWeKO2ZT6k01VRaEfNc8eJ+ZmsJuKvT9/19EeV+UmsJvR6fuXXuHtMNpvCbjYxpBs2/QR3dnbgqrxO6D1UMNdS6WzOVATTtTHL+OyPJR0f3VMOhd3o6vepeSe4QO2bTaR//AMyZLMWm87fcxBrOdVoI2LNRxKi9SFofjQY4/wDq7834U6HN/wBdbk/CnQVi3TdbiFLf1jBYRKUtrNGZxDGV0mNJZTJMFK5Ea6dumWOmnRrXV7nVTpVrr5LGz+3jjVVShHU+PhjS1I0LdIcFpDMhi6nXXIdqYytWDO1YHYZqUzp0z8MZWqZ2qRj5Ls/3clrLciKaJtEhkBRNVAaCRgEJ/HGLUbmDjyS5dLr43ehc6RalNRQ0IIp44hLRk+TR9JFMq06YyOsiyVPTPwGACJj8jVUEmmk9x3wSAIw+Vq+UimRwBAF4sIIAvFiGKAElvlX49sSEAGiIr3xMBAFosIIAvF8K4BQBkiJPTCFAIwVB+HXAKAfpAE1AbLocv0YAgw8MPpBgx9WucdMgviGriggCYcq/h8cAmj54gAApDUGZoR18a4BQQ0VoCtR4Yck8TKW6fU415lPTU0fUQSDShyBwSHEi1qyrGWoBINQoQcq0zp06dDgDiQ9M9e3jhiaPvSJzoadMvHAKAoaX01RidC1CjtmanABkRqSaHIfTXInANIIi0y64BpDCLX6Rl4YRokMRJ+FMBaQ3EnfDNIGkUZVOApBMwMqfDAM+NQPNkT0PwwCMq+QBJIzA+WEwQYOzgVJOkACvYDtjNmiDRRaj8+2MbM1SGo4lGXTGDNEgqgU6UPY98ZspGJGGmjdhlgRZX3pUMdFQhzFRmR8euLSJkq526+HXGiQmxN2zOHAiBNdR1EN1zqf14loaZNCfHGVi0Mpo0LmfUqdQPSnamIZdQ8YHyxBqgjdMSWgFw7MQSACABkKZD5YpEWELnMZDFozZX3SRhm9Opjr5SwAanxpXAY2QkSyq6UXS5BJIqw09KHthpmTQu6lqsevcnM4cmbQCdSKg9uuLTMrFfOaA/DPG9DnuyvkpqzNB49cbo5mCuVgM3+j6/RoADJTVWnm6Vyr0xaMrC0y6TUElDXQ1KagDSuKM2AkFFGfU9O+GYMHpJ+NBU4CGDORoM8IEfdNVKeb4ZimAqCSrl0wQSbHxvZFkkS6uhpgbUqGmrz0yquWWOTLkg6sOMvN7u7Xa1aJCfudAR6AemWGY8o7jGGOrs5Nr2VVBo93dPcSmRySSf93SmOxKDkd5FjUn44YpMggDwGJaCQqSac/6MKByOW87FqdcNEtGzbJuF3ayrNE7KyU8wJ7dBXtjG9ZKpodv4V71+mkVlu38VVyM46j/AMGOLJ1jTirHWts3vaN2gWSyuEkDCukEah+GODJgaM3V1DT2+Rp4dcct6NF1uVV7ZF+344xdoOqlzX9w2ISVquGs0HRVmtX/ABMMT5P1Y2p2oKiTXb/gxckemMdFe6hPEmUd17bPIToUjG1fyCM7dZCyez+43MgVAanwFcX/ANgjN4Eiwb2T2bbIfu+R7lHYW6ipViDIR4KuF/My20qiOOOppfKOX8Q2qJ7Didl/Zkv5c5X+R7D5Y6sPWvZzZmd+zWv2nMb2+nuZWeRqljXHpqiqjgvkdnqLDASZwARwAYoaYTA+alcq0yrXx74BmD+rAB8emACNTTAIXlPXEsDu+0+91tx3Ydu2zbLW6kjsraKJi0yoNSIA3l84pqrTHi2xcrNt7n0dHVUSamEafzn8wvuLyK2+xhuztVgCdS2bGOaQUIpLMtCRQ9FoMdWHr1rruzzey23ooRyxLq4jV41dlSQASKCQGANQGA60Irjqg41kaJg28o81Q1D0pmaYnVGzdbljsuiKSIMQyyGsi9woYEj8aYyys6OsoUG2MUuNMrtFo1BiSa/xJWK0zpnQ5YeM2yMc2zhl9fXDbdG6SffztKkiH1KQwxMRqC9OuOmfQ53X1OibBZbxxu9sNsmb1bhQkN07Gnli9PTSQavKpr08MP5SXSUCtJ+T8m3TcILRmkbbDbC3s0Ro1d7v1QdTrpoknpAENllivkMfJt/t1w/kS8l/ns24S6oXnkskjNQ0pkkWaOUGvkQnSo8RibZR8ZLP3F5XzXj0dptEtzDcRJbQxybi0CSytOiVl9QTI8OmSoJUkfPI4qt0b4cHyTBx289zd8thJbtawbbK1VXTAFtpVbqTCdUaH+41O4xvWygu2J13Acd95OW2DXEct5JPbo1Rt8+m7t8v2oUuCGU/3JAfDChMytQ6lsH5guIcksLfauUbRbXBWkazzk5U8WfXIP7wY4FTymZ/HGqYj76WPFNu4PDd7ZbtGt/cRRxFJmljZP8AEZQ6lo3HkFDqrjPPkfGGLk9jgJuYVWWLRk41MK0opIGmvx6nHCIhftLd3pSmk6QGypkAKj9GGgLC2JDF8qylqdKBVGJZSGEZJFBBrEAKg9CTn+BwFJlQ9v6Uj+XUgZnWZutK/S3y8cVJMHfIIqQpX90f0Y9BM9dBlQVy7eOHIyE+2pcupd2WgNNLafjjpwdm+L7WCbTlMPb2drA+u2hWFyKErm9OubnzHE3z3vrZthZ+poW/xelu17GMqy6//KKrn9ZOPu/w11fr19Ue50WrYUvKZGOxupYZp4opJkgzm9JS+hQuos2mtBQVqcdWXvYqW4N6m+XtY624vcGs6BQukFg1S9a1BHTG6UqUaV9UYVixOkE0qcq9B8MOSpGtt3bctsvBebbeTWN0FKevA7RtpbqtVIyyxz9jqUzKLKUZZutTKospDWDwmV5HmpK+p3kkJJZjmanqSTjNdZVUJEfAqrQuLO9ObJ9KCrGor1xlfEZ2oXthuqBgHJC1z7mmOPJhMLULuDcFP0k0r5T445LYtTF01DnfYYpVhKSHyh5JUUuiAmg10zzoe2OTLetbanLkuk9S4tL6OWNXR1eNsw6kFT8iMZteUZ22lFBCfVV5v+VkeQL1ydy39ePNy2mzM05RhrWkZjjd4EahZI2KowrXNPpzPelcSrtCeNBXVKeUmtM65Z96U7Yksi4BaqqFFagDOmBhBhwXWrOSwyAbMaewBwhwCaNzVj0PfCkCBiywSEAvTAYErqFc1rSo+YwBAOSLM0pTt4DEhAGSBwiErkahW7GnhgAWeDKoqT3GIaAA0Z7CowmKATRfDCCATRVPTPCEYePyBNADAkh86kHt8hgkALQAChWjdS1ex+GHIoIGHrQV/rwSS0fG1Vo2cEAJTUrEBjU08grVqd8AoIS28eomMs0RNELUBOXcDBIA/R0mqEgjMHoa4JAiYhkQMEhBkwN6ay+mTEraS5GRagJU0/TihNEBGRTt3FPHDJg+APTrgCDIQUBOQ8cMaQSNDq6YBpDUaDAaJDEaE5Uyw4NEhqMAL+mtelBhwVAYKVpqXTUVHxHTCaGT9QLXLUACABka9sIZB5Ml82ogde3yFcMD6VESKKUTJI0oJaJa6koaefIdfhhEp6kopCpqa/hjOxqhyKbI0+k0JrjCyNaoZWWopTGDNUFDZYzaGLzSUOWWGkDsV1xOeleh69sa1RLZWTzAVoRjRVIbFhKa6l6rQ54cCViURZpK+Utm3mIA6foxDLQSNakZHS3f5dcY2RohmFVNTqAp0qDU/LGbNENJGqhTqDahWg6j54hmqMtSlK0OFBZCWBBY/ceqhkMvp+gD5wKV1U8PxxSRi7S4KyXMCpoKnyn+nFCeghP4dfj1wGVhf0wzULBRmdTZDIYRmxeWhiKHqCCDl4Z/HAQ0I3DsuYOfUn441qYXK64OtwAAvalcj8anG9TksIyGg+eeWeOiphYWkyX540SMrMDLI76dRyFAB2GGZNgmqDUHDRlZAylP6sVBmzFHUVBoGyOY7Z4kEfCPPLP44UjNl4nxlNyeeSaRU9CJpUicMfUKU8tQGpjmzZY2OjHjkvr+W322Nvt3EICiq084cipKEnHLVOzOptVRou43z3EhcmpPetcdtawcF7SxEvnioJMHURXMDABkVzPYdfxwoEMRx62X01KZANnqqaZnp38MBSLO0s1XSX6E0qOoAzJxk7FpD5uSjNoJWM5FaUqPA4YmFjvJFbSraa075UOeBolsuNs5duO2PqtLlkZDSqnLxxDxJjWRm+bL+YPe7RVju1W6TodYocc2TqSPkjdNt/MBxa5AF7bPAx6stCMcV+gUmvUvYfdH2+u1B++9M+DjHLboMtXfqTfmvAGz/msVKdMR/AsaLKyvu/cH22t1JfcA5HZFrh1/H2D5ma5ufvhwOyB+ztZLtx0LUVa46KfjJB5n6mh8h/MTv9wjxbVDFt8ZqAUFX/Scd2P8dVbmFs5ynfOUbxu0zS391JO5zJdicd2PEqbGNsrZQyvUk9+5xsZNgWzOCBGDlhAY7YAPsAGMAGCMID7AMwcKQINgEKztpqaVpiWNGfVMkSsI9OVO+eOVqGejSbVmAJz6k0GLM2gTxA5qa/DFJmF8foQCnscOSFUNGaUOrzdiMQzox6eS92vcCkemSNZVjzowyHga5Z1pjC253UUo3zjvLthhliM76SVKaSShCgftadNcqjP4YnX9hwv3Nsuvcva5pINxfcYJ7ou8L2/miWCJ1Cqw1dWVVPjnn3OLo/UzaS0Oi+33IuOWm0vc7W6x7tdXERnET61kMaFYV0EUzaXzkZmmJvnjRIzt15lyK7dt/uLbxceh4vcWu42UlpKdx3SQ6Al7M7yO7gBXKPOzA6RUA9MW7Ve5im0og6KYbu8ZFv7KC8ju5pPvnA/iRMihYyrNSq6UByGdcT8jWzKxt1emhU8n9puN7oVh29FWWe3KLGy6QRGUFTlorRcqr+ONa503odGLstff6nGuSexG+bVP6lgrKVbUkbKpBI7BH1Aj+6x+WOquU6IpfVM0i+4/FZR3Ue87KxuHp/pMLNF6TV+oxnr4aSMbppmF8LRql4skGm2E0j2LsHhjdyQM9JNMlr17Vxz9l7I5MqgwYo0mYDztIKsD2ApkfmccpnBmAD1J566qDRTuTXw/vZYASLC2QrGDJ0jSjV7EnP8ADCKBxF0L50AKMErSigEV/Xh8ZAlOS9iHjbVNqZTQE0oKKO/XtgSKZ3OBV9CPMfSP6MdiPVQZVX4fpGKQBUEdfN+FD3wwDxoMirn1M6Koz/T8sCA1vdNk2K53g3F9fxxeVA9r6iRlmAy1MTUArTpQ/HHtdPt9mmLjirZ/VJs3xXyJNUmC+25duW0A28xm3Fc4Cpj0/tfTl8648vM8nP3zy+u5haZ13OZ3sEMN9cxxyLJBG59BkIZTGfMmkitfKR+OP0X8dkdsFXZNOD6LpNvHLmUWm1cdtrqylmuNzitZ5IyYIUlSq+BmzPlPdR+OeWPK7n5LOsiVMduK/wCLOLP2MjtpVx+hTUKr6dQadWND+FRl+jHv478qpxB6uK01Q3t21m8SWRbu3tvRFQk7qhkaldKgkdv2vw8acPc7t8dkq0tb1hM5Ox2LVftq366GIJp1X1BGxNdLRgE5DvjqcWSex0Np1VjZNg287grzXF4bERGkKEqC7kdXVsyo8BSviKY8H8l2clL8cdW1+jPL7eS3OKrQfjnv7OdkMRnIpX0qyIa5VVgP1HMf06Yciy19y4P66FUyK26g2DZRqhlll8s8rlnjP1Ko8sYI6iqrqz8cfNd1v5H6HmXXuYx9ujySPZTGK4XKVoqMKnp6idD+OfgcZ475EtE4JabQS3jjS3jRH1IqgK3jTvjGzc6jS0Jle1RXxwhmNK06jAIwQPhhjRggePywFEWA+GJAwyKFBJU1rkDmKYTAE4Xpl864QEGjQ5BlqOudMAAmRKAAgDua9cMAJRK+UjV888IBVkSvUZfHEMATqviP1YkTBMqdyPjnhMlmZQ1KOfA+br0yz+WEIDRQQQR+qmAZFltyGZDpOWhKgg+NScMkEUy+ofpGACc3ox/w09JnoGZlz7UK1Na+PhgQoAJCjtpMioKV1McshXtXDEZijsyoaZm8rLXQVBKftAA98AASFDn0vp1H0+5/GnemKQAyi1+oU7YYQfaU616YaCDNELVJHX4YY0gsYUVz/r/pwFpIYXqNVa/rpikXCDRihoD1wyhmP1ElATNwctPmz/skdfwwwMqwBGpSV8OlR8DiWIwzGvQ0xJQGQtkaGnbFIRAk1y/HDaEwiO1PpJGM2i0NwO4+lT8aV6YxujWrG4XanQ/oxhZI2TGmBAXOtRX5fDGJQrclmjZcloC1T3oOgyxaJZS3DPQ5H9GNqpGdhCUzBxprXtTGySMm2LksOg74TSKqEAJAr0rnjGyNkNBmeWoUJU/SMlHyrjCxog8YFe1RjNmiHI6Uy6HGbNETkWmRIJ8R0wIuRU6S41kqlcyBU0+WKI0E5tNcq17YZmxKULXxOEyGLu4CFStcjQ9xnWtR1xJmxe5QRuUDhloCXjqwzFe4HyxaMrFZMWqKde3jjSphYr5PrNK6vh1rjepzXF7mZZqEoqSZ62UaQfDyigFPh1x0VOewjJ8caoxsBYCla1+GGZMGemeBEsjQYtENGQormRXEMSRZbRaWctwrXMqJEpqwZ1B/X1xlkbg1x1UnQLaeNY4f5DHJ6xr9vJEoLIdJ9WqjUzPTxHTHFGup2zC0NG3m6vGkcyxSBe2pWC1+IYY6caRxZLM196543MALE1zGBhJNtdfN1oOuEKQ0MSlquyjLuQMsSy0Xu229j6bF5tLinpgZsWIrQUxjZs0SJ3EbhiJmAVahSDqqurMrQ+PXAgASyKVYKhVK/UAa/DIk54tEMC8k66QikpnQqCc/6jhwSxYz3IP0Pq7+U4qCJZH17mv0P/mnBAnJNZ7nsj/5pwhIMLi+plHJ/mtiYRomZ+43Cn0Sf5rf72CKhLAvPeUzST/NOBQKWKSzTmtUb8QcUhaisjy5+U/oOHBLkWdnJ6HDgQI9c8AH2ADDdMSB92wAYwAYwAfHABg4AI54QEX6fHCAFDHbyTFbiX0Y6Hz0rn2xlkbjQ3wJO2pufD9047HB/LryzmZ6n7bc4V1J30h1pXr3rjxu5hbbty/Y+k6OdVSoq6eoHdLLjz3j+rLb+u3lJSSNVFR1YA5GvjiMV8qronB05MfWdm7Os/sVD2u2R1VHgZDlX1EI/SK0x0q93vJjw66WnH+qE/sLZ3eP1rZVB8rtIlP0g42V36M4HTG5U1gymywid1a5tF0CvqC5iZW+AAYnGnO0GNcWJW1a/qWnHuPbXe3Qjm3mGwjNQzHzAU6VNQKVxm7vyjpx4a/4Ms9z4HY21wvp8i2q+iceWSK5ijcZftJIy0z+OFezqtFJrSlLP3OLC44vtpmVE3GxbyAtru4QA37QDMyjHM+xfxW39GVfrY4+6v8AVG1cT4Xvsl0jce3iKK4VqIIbyHr4gayDhrsWnWr/AKHLbCkt1H6nduFbPzDbYYYtyvEvFVmWR4pllJL08xZajy5Yyvlc7MztWjW503brL+CPXnLAlSCzAdCNP68Kt8j8M5LtJ6D6w2gmj1OnqD/BqRX/ACcNNkOzjYavJ4o4G+8iDwU85NCtPjXHfS1lujKlW37XqadyfYvb29tQby+sbZZBWNLqaNBT+yWZXX8DTHVRvwddM2RaWq2eN/dG122w57eWWzyrcbfBpWKeJ1midmiDHRInlZQzUqMF229TLsW5WkoFLeu5Wgc+mtD1Hdm/TjIzJW7N6yBQdIkrXtrOQrgGWERqjBxkRVyemZz64AISPRblyKsqgItMyMNDPrJpobeOSP8AiSmUs60rQJXKnWrNkMMD/9k=" alt="" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;A fényképet a NASA "Blue Marble 2012" névvel illette, az &lt;a href="http://www.booker.hu/konyv/moonfire_-_az_apollo-11_hosies_utja_norman_mailer/"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;Apollo&lt;/span&gt;&lt;/a&gt;-17  híres, 1972-ben rögzített "Blue Marble" nevű képe nyomán. A fotó  jelentősége, hogy az apró részletek mellett látványos színekben,  egységében mutatja a Földet.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt; &lt;p align="center"&gt;&lt;em&gt;&lt;img title="Forrás: NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring" alt="Forrás: NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring" src="http://static5.origos.hu/i/1201/20120126-fold10.jpg" height="373" width="640" /&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;A  Kaliforniai-félsziget déli része a legnagyobb felbontással. Érdemes  megfigyelni, hogy a szárazföld területén néhol völgyek is  azonosíthatóak, amelyeket folyók mélyítettek hosszú idő alatt a  felszínbe. A kép nagymérertű változatának &lt;a href="http://static6.origos.hu/i/1201/20120126-fold9.jpg" style="color: rgb(51, 51, 255);"&gt;letöltése&lt;/a&gt; (NASA/NOAA/GSFC/Suomi NPP/VIIRS/Norman Kuring)&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;br /&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;origo.hu/tudomány&lt;br /&gt;&lt;/em&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5086439715785014441-1367863493799170650?l=www.galaktika.hu' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/1367863493799170650'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/1367863493799170650'/><link rel='alternate' type='text/html' href='http://www.galaktika.hu/2012/01/az-eddigi-legreszletesebb-total-foto.html' title='Az eddigi legrészletesebb totál-fotó a Földről'/><author><name>Galaktika</name><uri>http://www.blogger.com/profile/00443726777621838397</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-K0rqZ0zsh-E/TwVhP6nadXI/AAAAAAAABLo/GWm8Qm3pNe0/s72-c/500x150_streiber.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5086439715785014441.post-7906591271473413136</id><published>2012-01-26T09:21:00.004+01:00</published><updated>2012-01-26T09:42:18.610+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='globális felmelegedés'/><category scheme='http://www.blogger.com/atom/ns#' term='összeomlás'/><category scheme='http://www.blogger.com/atom/ns#' term='tudomány'/><title type='text'>Minimum-tevékenységhez közeledik a Nap - és mi nem fogjuk érezni a hatását</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://img139.imageshack.us/img139/700/02acompletesolarcyclefrzv5.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 521px; height: 395px;" src="http://img139.imageshack.us/img139/700/02acompletesolarcyclefrzv5.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div id="leades"&gt;&lt;p style="text-align: justify;"&gt;Ugyan kevesebb (gyengébb) napsugárzás éri a Földet, de ez nem  fogja érezhetően csökkenteni a globális felmelegedést a következő 90  évben. Az sem okozna jelentős lehűlést, ha visszatérne az eddig mért  leggyengébb naptevékenység.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt; &lt;/p&gt;&lt;p&gt; &lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://www.galaktikabolt.hu/"&gt;&lt;img style="width: 499px; height: 62px;" 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" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;br /&gt;&lt;a href="http://www.galaktikabolt.hu/"&gt;&lt;/a&gt;&lt;/p&gt; &lt;/div&gt;  &lt;div id="multidoboz"&gt; &lt;div style="text-align: justify;"&gt;A brit meteorológiai intézet, a Met Office és a Readingi Egyetem  közös kutatásának eredménye szerint 2100-ig mindössze 0,08  Celsius-fokkal lesz hűvösebb átlagosan a gyengülő napsugárzás miatt. A  20. század folyamán a &lt;a style="color: rgb(0, 0, 153);" href="http://galaktikabolt.hu/termek/napvihar.html"&gt;naptevékenység elérte a maximumát&lt;/a&gt;, és újabb  kutatások azt valószínűsítik, hogy ez a végéhez közeledik, vagy már vége  is van. A Met Office és a Readingi Egyetem kutatói ebből kiindulva  modellezték a naptevékenység várható alakulását a 21. században.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;p style="text-align: justify;"&gt;&lt;a href="http://www.booker.hu/konyv/2012__Ehseg_whitley_strieber/"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 499px; height: 149px;" src="http://1.bp.blogspot.com/-K0rqZ0zsh-E/TwVhP6nadXI/AAAAAAAABLo/GWm8Qm3pNe0/s400/500x150_streiber.jpg" alt="" id="BLOGGER_PHOTO_ID_5694064229940360562" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;a href="http://www.booker.hu/konyv/2012__Ehseg_whitley_strieber/"&gt;&lt;/a&gt;&lt;/p&gt;&lt;br /&gt;&lt;div id="okhu_multi" style="display: block;"&gt; &lt;/div&gt;&lt;/div&gt;  &lt;p style="text-align: justify;"&gt;A számításokból az is kiderült, hogyha a naptevékenység elérné az  eddig megfigyelt minimumszintre csökkenne, akkor a Földön a felszín  átlaghőmérséklete 0,13 fokkal csökkenne. Ezt a szintet 1645 és 1715  között mérték, neve &lt;a href="http://hu.wikipedia.org/wiki/%C5%B0rid%C5%91j%C3%A1r%C3%A1s#Egy.C3.A9b_jelens.C3.A9gek_az_.C5.B1rben"&gt;Maunder-minimum&lt;/a&gt;.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;Ennek ismételt bekövetkezte kevéssé valószínű Mike Lockwood, a  Readingi Egyetem napkutatója szerint, de egyszersmind az is, hogy a  huszadik századi fokozott aktivitás folytatódjon. "A legvalószínűbb  forgatókönyv az, hogy a naptevékenység és a &lt;a href="http://www.booker.hu/konyv/a_kinvallato_arnya_-_az_uj_nap_konyve_i_gene_wolfe/"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;napsugárzás&lt;/span&gt;&lt;/a&gt; erőssége az 1820  körül mért Dalton-minimum szintjére esik vissza" - magyarázta.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;div class="bannercikkbe"&gt;&lt;a href="http://media.englishrussia.com/new_images/cloudfactory-6.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 501px; height: 375px;" src="http://media.englishrussia.com/new_images/cloudfactory-6.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;"Kutatásunk azt bizonyítja, hogy a naptevékenység lanyhulása nem elég  annak megakadályozására, hogy a globális átlaghőmérséklet 2 fokkal  legyen nagyobb az ipari forradalom előtti időszakhoz képest" - mondta  Gareth Jones, a Met Office klímakutatója. Az üvegházhatású gázok  kibocsátása miatt a kutatók túlnyomó többsége a 2 Celsius-fokos szint  meghaladását tartja valószínűnek a 21. század végére, ami  elkerülhetetlen klímaváltozáshoz vezethet.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Azaz, más szavakkal: a fosszilis energiahordozók elégetésével a légkörbe juttatott üvegházhatású gázok (élen a szén-dioxiddal) már most látható módon felborították bolygónk évmilliárdos "éghajlatrendszerét", &lt;a style="color: rgb(51, 51, 255);" href="http://www.booker.hu/konyv/a_nap_gyermekei_-_nartok_kovacs_j_bela/"&gt;a Nap&lt;/a&gt; időnkénti csökkent tevékenységének hatásait nem fogjuk érezni. Egy kis önfegyelemmel lelassíthatnánk a folyamatot, és talán egyszer megoldást is találhatunk a problémára, de ehhez lépni kell. Nem holnap, nem jövő héten, hanem igenis ma, ha el akarjuk kerülni azt a kataklizmát, amiről &lt;span style="font-weight: bold;"&gt;Andreas Eschbach&lt;/span&gt; ír &lt;a href="http://galaktikabolt.hu/termek/andreas_eschbach_osszeomlas.html"&gt;&lt;span style="font-style: italic; color: rgb(0, 0, 153);"&gt;Összeomlás&lt;/span&gt;&lt;/a&gt; című regényében.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;origo.hu/tudomány nyomán&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5086439715785014441-7906591271473413136?l=www.galaktika.hu' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/7906591271473413136'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/7906591271473413136'/><link rel='alternate' type='text/html' href='http://www.galaktika.hu/2012/01/ugyan-kevesebb-gyengebb-napsugarzas-eri.html' title='Minimum-tevékenységhez közeledik a Nap - és mi nem fogjuk érezni a hatását'/><author><name>Galaktika</name><uri>http://www.blogger.com/profile/00443726777621838397</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-K0rqZ0zsh-E/TwVhP6nadXI/AAAAAAAABLo/GWm8Qm3pNe0/s72-c/500x150_streiber.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5086439715785014441.post-4852642832711149255</id><published>2012-01-25T09:40:00.003+01:00</published><updated>2012-01-25T10:10:24.386+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='magyar'/><category scheme='http://www.blogger.com/atom/ns#' term='tudomány'/><title type='text'>Magyar lányról neveznek el egy műholdat</title><content type='html'>&lt;div id="szerkfoto_image_2636138" class="miniapp szerkfotoimage"&gt;&lt;div id="szerkfoto_image_2636138_1447026" class="kep kep_balra keret popup" style="width: 302px"&gt;&lt;img id="kep_2636138" src="http://kep.index.hu/1/0/263/2636/26361/2636138_ef73079e2a826cc9cb0aa6bbbc75382b_wm.jpg" alt="D  TT20120124007" border="0" height="451" width="300" /&gt;                                         &lt;div class="kepala" style="width: 292px"&gt;&lt;br /&gt;&lt;span style="font-style: italic;"&gt;Kraaijvanger Lisa Viktória az Európai Bizottság által meghirdetett Galileo-rajzpályázat hazai győztese &lt;/span&gt;&lt;span style="font-style: italic;" class="photographer"&gt;Fotó: Kovács Attila&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;                             &lt;/div&gt;                         &lt;/div&gt;                         &lt;p style="text-align: justify;"&gt;Lisa lesz a neve az  Európai Bizottság és az  Európai Űrügynökség &lt;a href="http://www.booker.hu/konyv/galileo_galilei_philip_steele/"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;Galileo&lt;/span&gt;&lt;/a&gt; elnevezésű  műholdprogramja keretében majd  felbocsátott 27 műhold egyikének, miután  Kraaijvanger Lisa Viktória, a  Fillér utcai általános iskola félig magyar, félig holland származású,  tizenegy  éves tanulója nyerte el az első helyezést az Európai Bizottság  által  kilenc és tizenegy év közötti gyerekeknek tavaly meghirdetett  Galileo rajzpályázaton Magyarország esetében.&lt;/p&gt;&lt;p&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/kategoria/konyvek.html" target="_blank"&gt;&lt;img src="http://m.blog.hu/sf/sf/image/bannerek,%20akic%C3%B3k/980x300_ujak.jpg" style="width: 502px; height: 155px;" class="imgnotext" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;Az Európai Unió Házában kedden tartott eredményhirdetésen kiderült, hogy Magyarországról 781 pályamunka érkezett be.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;A  gyerekeknek egy olyan pályaművet kellett  elkészíteniük, amely a  világűrt vagy az &lt;a href="http://www.booker.hu/konyv/az_urrepules_teljes_tortenete_a_szputnyik-1-tol_az_urrepulogep_utanig_giles_sparrow/"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;űrrepülés&lt;/span&gt;&lt;/a&gt;t mutatja be. A  beküldött kép ábrázolhatta  például a Földet más bolygókkal és  műholdakkal együtt, vagy a Galileo  műhold rakétáinak elindítását.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;A  magyar bíráló bizottság tagjai között volt  Czene Attila, a Nemzeti  Erőforrás Minisztérium sportért felelős  államtitkára mellett Barsiné  Pataky Etelka, a Magyar Mérnöki Kar  elnöke, Farkas Bertalan űrhajós és  Süveges Gergő újságíró-műsorvezető.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;Európa saját műholdas  navigációs rendszert  épít ki, melynek neve &lt;a href="http://www.booker.hu/konyv/galileo_galilei_philip_steele/"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;Galileo&lt;/span&gt;&lt;/a&gt; program. Ez lesz az  unió első globális  lefedettséget biztosító, polgári felügyelet alatt  álló helymeghatározó  rendszere. A program során legalább 27 műholdat  lőnek fel a világűrbe,  amelyek a Földtől több mint 20 ezer kilométer  távolságra keringő  rendszert fognak majd alkotni. A rajzversenyen mind a 27 EU-tagállamból  kiválasztanak egy rajzot, amelynek alkotójáról a  program keretében  felbocsátandó 27 műhold egyikét nevezik el.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;&lt;/em&gt; &lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/termek/robert_charles_wilson_orveny.html"&gt;&lt;img style="width: 465px; height: 62px;" 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" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;p&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Szűcs  Tamás, az Európai Bizottság  Magyarországi Képviseletének vezetője az  eredményhirdetéskor  hangoztatta: több szempontból nagyon hasznos egy  önálló, európai  &lt;a href="http://www.booker.hu/konyv/geperzet_-_interfesz_interakcio_navigacio_/"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;navigáció&lt;/span&gt;&lt;/a&gt;s rendszer kiépítése. Egyrészt nagy gazdasági  előnyökkel jár  az uniónak. Másrészt a mindennapi életben is konkrét  kézzel fogható  előnyöket jelent. Az önálló helymeghatározó rendszer  kialakítása  pontosabb autós navigációt, biztonságosabb banki  szolgáltatást,  megbízhatóbb áramszolgáltatást, a közúti közlekedés  hatékonyabb  szervezését, valamint a kutató- és mentő akciók  eredményesebb  koordinálását segíti.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;                         &lt;div id="szerkfoto_image_2636140" class="miniapp szerkfotoimage"&gt;                             &lt;div id="szerkfoto_image_2636140_1447026" class="kep kep_szeles keret popup" style="width: 642px"&gt;                                 &lt;div style="text-align: center;"&gt;&lt;img id="kep_2636140" src="http://kep.index.hu/1/0/263/2636/26361/2636140_f0e7077adf81e332fec63e91f16eafbb_wm.jpg" alt="D  TT20120124008" border="0" height="426" width="640" /&gt;                                         &lt;/div&gt;&lt;div class="kepala" style="width: 632px; font-style: italic;"&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;Farkas Bertalan átadja az elismerést a Galileo-rajzpályázat hazai győztesének&lt;span class="photographer"&gt; Fotó: Kovács Attila&lt;/span&gt;&lt;br /&gt;&lt;span class="photographer"&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;p style="text-align: justify;"&gt;&lt;a href="http://www.booker.hu/konyv/2012__Ehseg_whitley_strieber/"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 499px; height: 149px;" src="http://1.bp.blogspot.com/-K0rqZ0zsh-E/TwVhP6nadXI/AAAAAAAABLo/GWm8Qm3pNe0/s400/500x150_streiber.jpg" alt="" id="BLOGGER_PHOTO_ID_5694064229940360562" border="0" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;/div&gt;                             &lt;/div&gt;                         &lt;/div&gt;                         &lt;p style="text-align: justify;"&gt;Az első magyar űrhajós  Farkas Bertalan a  rajzokról elmondta: „a zsűrinek nagyon  nehéz dolga volt... Mind a 781  pályamunka méltán mutatja azt, hogy a  magyar ifjúság nagyon érdeklődik  az űrkutatás iránt."&lt;/p&gt;&lt;p style="text-align: justify;"&gt;Mi ezúton is gratulálunk!&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;forrás:&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;index.hu/tudomány&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5086439715785014441-4852642832711149255?l=www.galaktika.hu' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/4852642832711149255'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/4852642832711149255'/><link rel='alternate' type='text/html' href='http://www.galaktika.hu/2012/01/magyar-lanyrol-neveznek-el-egy-muholdat.html' title='Magyar lányról neveznek el egy műholdat'/><author><name>Galaktika</name><uri>http://www.blogger.com/profile/00443726777621838397</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-K0rqZ0zsh-E/TwVhP6nadXI/AAAAAAAABLo/GWm8Qm3pNe0/s72-c/500x150_streiber.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5086439715785014441.post-4317488776735323077</id><published>2012-01-24T09:22:00.003+01:00</published><updated>2012-01-24T09:33:15.637+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tudomány'/><title type='text'>Időjárásjelentés: helyenként viharos protonzápor várható</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.nasa.gov/images/content/199668main_rs_image_feature_759_946x710.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 502px; height: 376px;" src="http://www.nasa.gov/images/content/199668main_rs_image_feature_759_946x710.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;" id="leades"&gt;&lt;p&gt;Január 23-án, magyar idő szerint hajnali 5  órakor hatalmas &lt;a href="http://galaktikabolt.hu/termek/idoodisszeia-sorozat_i-iii_konyv.html"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;napkitörés&lt;/span&gt;&lt;/a&gt; zajlott le a Nap 1402-es számú  napfoltcsoportja felett. Emiatt egy gyorsan mozgó anyagfelhő tart a Föld  felé, amelynek érkezése kedden délután várható. Kedden reggel nagy  energiájú protonok záporába került a Föld.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;  &lt;p&gt;&lt;strong&gt;Friss információ, kedd, magyar idő szerint 8.12&lt;/strong&gt;&lt;/p&gt;&lt;p&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;&lt;/em&gt; &lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/termek/robert_charles_wilson_orveny.html"&gt;&lt;img style="width: 465px; height: 62px;" 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" alt="" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;A hétfői napkitörésből (lásd lent) származó nagy energiájú protonok  jelenleg haladnak el a Föld mellett, jelentette a bolygónk környezetét  is monitorozó amerikai NOAA (National Oceanic and Atmospheric  Administration). A &lt;a style="color: rgb(0, 0, 153);" href="http://www.blogger.com/Spaceweather.com"&gt;Spaceweather.com&lt;/a&gt;  űridőjárási portál szerint lehetséges, hogy emiatt egyes műholdak  számítógépei újraindítják magukat, illetve a földi rádiókommunikációban  is problémák jelentkezhetnek, főleg a magasabb földrajzi szélességeken.  Az alábbi filmet a SOHO napkutató űrszonda készítette. A Napot  kitakarták a képen. A havazásra emlékeztető látvány a detektorba csapódó  sok töltött részecske miatt jön létre.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;br /&gt;&lt;/p&gt; &lt;p align="center"&gt;&lt;em&gt;&lt;img title="Forrás: NASA" alt="Forrás: NASA" src="http://static8.origos.hu/i/1201/20120124-napszel-naptevekenyseg-uridojaras.gif" height="336" width="512" /&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;A napkitörésnek a részecskéi karcokhoz hasonló vonalakat okoznak a SOHO űrszonda kamerájánál (NASA)&lt;/em&gt;&lt;/p&gt;&lt;div class="bannercikkbe"&gt;&lt;table style="width: 284px;" id="bannerestablazat" align="center"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt; &lt;p&gt;&lt;strong&gt;Korábbi információk&lt;/strong&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;Január 23-án hajnalban, magyar idő szerint 4.59-kor az 1402-es jelű napfoltnál látványos robbanás történt. A bekövetkezett &lt;a href="http://tudasbazis.csillagaszat.hu/kislexikon-427.html"&gt;napfler&lt;/a&gt; (napkitörés) az &lt;a href="http://www.origo.hu/tudomany/vilagur/20120119-koronakitores-reszecskefelho-robbant-ki-a-napbol-geomagneses-vihar-es.html"&gt;osztályozási rendszer&lt;/a&gt;  alapján M9-es kategóriájú volt, amely majdnem a legmagasabb (X)  osztályba tartozik. Ez azt jelenti, hogy intenzív ultraibolya- és  röntgensugárzás kapcsolódott hozzá, amely ionoszférikus zavarokat kelt a  Föld felső légkörében.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt; &lt;p align="center"&gt;&lt;img title="Forrás: NASA" alt="Forrás: NASA" src="http://static6.origos.hu/i/1201/20120123-nap-koronakitores3.jpg" height="511" width="645" /&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;br /&gt;&lt;em&gt;A napkitörés az ultraibolya tartományban (Solar Dynamics Observatory, NASA)&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;A SOHO és a STEREO napkutató űrszondák megfigyelései alapján a  robbanáshoz úgynevezett koronakitörés is kapcsolódott. Ennek keretében  jelentős mennyiségű izzó plazma és gázanyag hagyta el csillagunkat,  méghozzá nagyjából a Föld irányába. A Spaceweather.com űridőjárási  portál legutóbbi információi szerint a viszonylag gyorsan, 2200 km/s  sebességgel mozgó anyagfelhő kedden (január 24-én), magyar idő szerint  15 órakor éri el a Földet (plusz-mínusz 7 óra).&lt;/p&gt;&lt;p&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/kategoria/konyvek.html" target="_blank"&gt;&lt;img src="http://m.blog.hu/sf/sf/image/bannerek,%20akic%C3%B3k/980x300_ujak.jpg" style="width: 502px; height: 155px;" class="imgnotext" alt="" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;A napanyag érkezése geomágneses vihart okozhat. A rádiózavarok mellett látványos sarki fények is feltűnhetnek.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt; &lt;p align="center"&gt;&lt;em&gt;&lt;img title="Forrás: Bjorn Jorgensen " alt="Forrás: Bjorn Jorgensen " src="http://static3.origos.hu/i/1201/20120123-sarki-feny.jpg" height="429" width="645" /&gt;&lt;br /&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;Sarki fény január 22-én Norvégiából. További képek a &lt;/em&gt;&lt;a style="color: rgb(51, 51, 255); font-weight: bold;" href="http://www.blogger.com/www.arcticphoto.no"&gt;&lt;em&gt;www.arcticphoto.no&lt;/em&gt;&lt;/a&gt;&lt;em&gt; honlapon tekinthetők meg (Bjorn Jorgensen)&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;Néhány napja &lt;a href="http://www.origo.hu/tudomany/vilagur/20120119-koronakitores-reszecskefelho-robbant-ki-a-napbol-geomagneses-vihar-es.html"&gt;hasonló kitörés zajlott le&lt;/a&gt;  a Napon. Ennek anyagfelhője az előrejelzéseknél valamivel később,  január 22-én érte el bolygónkat, és a poláris területekről figyelve  látványos sarki fényeket hozott létre. Az űridőjárás (tehát a Föld  körüli mágneses tér állapotát) figyelő Goddard Space Weather Lab intézet  bejelentése alapján az esemény során bolygónk mágneses védőburka  érezhetően zsugorodott, és több geostacionárius pályán keringő műhold a  magnetoszférán kívülre került, ahol a napszél szabadon bombázhatta őket - a &lt;a style="color: rgb(51, 51, 255);" href="http://galaktikabolt.hu/termek/napvihar.html"&gt;napvihar&lt;/a&gt; miatti  meghibásodásról egyelőre nem érkezett híradás.&lt;/p&gt;&lt;p align="left"&gt;&lt;br /&gt;&lt;/p&gt;     &lt;p&gt;&lt;strong&gt;A Fizika Napja Szegeden&lt;/strong&gt;&lt;/p&gt; &lt;p&gt;Helyszín: Szegedi Tudományegyetem, Dóm tér 9. (fizikus épületszárny)&lt;br /&gt;Időpont: 2012. január 28., szombat, 9-14 óra.&lt;/p&gt; &lt;p&gt;Az érdeklődők változatos előadásokon keresztül ismerkedhetnek meg a  Szegeden zajló sokrétű fizikai kutató- és fejlesztőmunkával.  A bemutatókkal, kipróbálható kísérletekkel és kvízjátékkal gazdagított  programra az SZTE Dóm téri, felújításon átesett fizikus épületszárnyában  kerül sor. Az egyetemi képzések iránt érdeklődőket a szervezők  felvételi és tanulmányi információkkal is várják. A részletes program a &lt;a href="http://www.origo.hu/tudomany/vilagur/www.physx.u-szeged.hu"&gt;rendezvény honlapján&lt;/a&gt; olvasható.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;p&gt;origo.hu/tudomány&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5086439715785014441-4317488776735323077?l=www.galaktika.hu' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/4317488776735323077'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/4317488776735323077'/><link rel='alternate' type='text/html' href='http://www.galaktika.hu/2012/01/idojarasjelentes-helyenkent-viharos.html' title='Időjárásjelentés: helyenként viharos protonzápor várható'/><author><name>Galaktika</name><uri>http://www.blogger.com/profile/00443726777621838397</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5086439715785014441.post-480179436160299836</id><published>2012-01-23T09:34:00.003+01:00</published><updated>2012-01-23T09:49:59.482+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tudomány'/><category scheme='http://www.blogger.com/atom/ns#' term='űrkutatás'/><title type='text'>Oroszország Európával és a NASA-val karöltve hozna létre Hold-bázist</title><content type='html'>&lt;div style="text-align: justify;" id="leades"&gt;&lt;p&gt;Az Orosz Űrügynökség az európai és az  amerikai űrügynökséggel is egyeztet egy holdbázis megépítéséről - írta  az orosz Rija Novoszty újság január 19-én.&lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;  &lt;div id="multidoboz"&gt; &lt;div class="multi-kep"&gt;&lt;img src="http://static1.origos.hu/i/1201/20120120-hold-holdbazis1.jpg" alt="Forrás: NASA" title="Forrás: NASA" border="0" height="164" /&gt;&lt;/div&gt; &lt;div class="ajanlat"&gt; &lt;br /&gt;&lt;div style="text-align: justify;"&gt;Vlagyimir Popovkin, az Orosz Űrügynökség vezetője szerint a tartós  emberi jelenlét a Holdon megoldható, és az számos előnnyel jár. Ezek  között említette a sarki kráterek vízjégkészletét és a technológiai  előrelépést, amelyet egy emberes holdbázis megvalósítása jelentene.  Mindehhez persze komoly nemzetközi összefogás szükséges, ami nem lenne  példátlan, hiszen az orosz, európai és amerikai űrügynökségek a  Nemzetközi Űrállomás esetében tartósan együttműködnek.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;p&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/kategoria/konyvek.html" target="_blank"&gt;&lt;img src="http://m.blog.hu/sf/sf/image/bannerek,%20akic%C3%B3k/980x300_ujak.jpg" style="width: 502px; height: 155px;" class="imgnotext" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;br /&gt;&lt;/div&gt;  &lt;div id="okhu_multi" style="display: block;"&gt; &lt;/div&gt;&lt;/div&gt;  &lt;p style="text-align: justify;"&gt;Az elmúlt években az oroszok nem jeleskedtek a Hold kutatásában, míg  amerikai, európai és távol-keleti szondák közül több is meglátogatta  azt. A közeljövő orosz tervei között viszont továbbra is szerepel &lt;a href="http://www.booker.hu/konyv/harom_troll_meg_a_hold_joseph_helgerson/"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;a  Hold&lt;/span&gt;&lt;/a&gt;, Luna-Glob és Luna-Resource néven két űrszondát is küldenének a  Holdhoz 2020-ig. A tervezett bázis ideális helyszín lehetne az emberek  és robotok közötti kutatási együttműködés tesztelésére, aminek fontos  szerepe lesz majd az emberes Mars-expedíció során.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt; &lt;p align="center"&gt;&lt;em&gt;&lt;img title="Forrás: Bigelow Aerospace" alt="Forrás: Bigelow Aerospace" src="http://static9.origos.hu/i/1201/20120120-hold-holdbazis5.jpg" height="449" width="645" /&gt;&lt;br /&gt;Makett egy részben felfújható elemekből álló emberes holdbázisról (Bigelow Aerospace)&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;&lt;/em&gt; &lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/termek/robert_charles_wilson_orveny.html"&gt;&lt;img style="width: 465px; height: 62px;" 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" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;div class="bannercikkbe"&gt;&lt;table style="width: 284px;" id="bannerestablazat" align="center"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt; &lt;p style="text-align: justify;"&gt;Az oroszok terve olyan szempontból is érdekes, hogy a NASA nemrég  mondta le az emberes visszatérést &lt;a href="http://galaktikabolt.hu/termek/robert_a_heinlein_a_hold_bortoneben.html"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;a Hold&lt;/span&gt;&lt;/a&gt;ra. Ha esetleg mégis  megvalósulna az ötlet, az komoly előrelépés lehetne a tervezett emberes  Mars-expedíció felé, nemcsak a technológiai fejlesztések, hanem a  nemzetközi együttműködés terén is. A szakértők szerint ugyanis &lt;a href="http://www.booker.hu/konyv/a_mars_titka_arthur_c_clarke/"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;a Mars&lt;/span&gt;&lt;/a&gt;  emberes meghódítása olyan nagy erőforrásokat és ráfordítást igényel,  hogy nemzetközi összefogás szükséges hozzá.&lt;br /&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;origo.hu/tudomány&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5086439715785014441-480179436160299836?l=www.galaktika.hu' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/480179436160299836'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/480179436160299836'/><link rel='alternate' type='text/html' href='http://www.galaktika.hu/2012/01/oroszorszag-europaval-es-nasa-val.html' title='Oroszország Európával és a NASA-val karöltve hozna létre Hold-bázist'/><author><name>Galaktika</name><uri>http://www.blogger.com/profile/00443726777621838397</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5086439715785014441.post-2151984982314985690</id><published>2012-01-20T11:37:00.003+01:00</published><updated>2012-01-20T12:06:27.380+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='programok'/><title type='text'>Hajszőnyegszövők az Írószövetségben</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/-QRxqwELNZPI/TxlEFcNv2jI/AAAAAAAABMw/sqpq5TsCK_Q/s1600/Eschbach-Haj-B1.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 242px; height: 400px;" src="http://4.bp.blogspot.com/-QRxqwELNZPI/TxlEFcNv2jI/AAAAAAAABMw/sqpq5TsCK_Q/s400/Eschbach-Haj-B1.jpg" alt="" id="BLOGGER_PHOTO_ID_5699661663677962802" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;Január 18-án az Írószövetségben kerekasztal-beszélgetésre került sor. A téma Andreas Eschbach &lt;a href="http://galaktikabolt.hu/termek/andreas_eschbach_hajszonyegszovok.html"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;Hajszőnyegszövők&lt;/span&gt;&lt;/a&gt; című regénye volt.&lt;br /&gt;&lt;br /&gt;A beszélgetést a kötet fordítója, Varga Csaba kezdte. Előadásokat tartott S. Sárdi Margit, Antal József és Szélesi Sándor, ezután az est jellege átalakult: vitafórum-kerekasztal beszélgetés kezdődött a regényről, elsősorban irodalmi-kritikai szempontból elemezték.&lt;br /&gt;&lt;br /&gt;Volt, aki úgy vélte, a regényt konkrétan jobb lenne novelláskötetnek hívni, míg mások a védelmükbe vették "regénységét".&lt;br /&gt;&lt;br /&gt;A beszélgetés előtt S. Sárdi Margit kiosztotta a Magyar Scifitörténeti Társaság pályázatára érkezett győztesek díjait.&lt;br /&gt;&lt;br /&gt;A sci-fi irodalommal foglalkozó előadássorozat következő állomásai:&lt;br /&gt;&lt;br /&gt;&lt;b&gt;2012. február 15.&lt;/b&gt;: Szovjet-orosz SF&lt;br /&gt;&lt;b&gt;&lt;br /&gt;2012. március 21.&lt;/b&gt;: Íróéletutak – A. C. Clarke. Három előadás húsz percben, majd kerekasztal.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;2012. április&lt;/b&gt;: Az SF Szakosztály Sci-fi Napja – Többek között:  Nyugatosok, 40 éves a Galaktika, Fordítói kerekasztal, Magreál,  Interaktív játékok, MASFITT bemutatkozás, Zene és kiállítás&lt;br /&gt;&lt;br /&gt;&lt;b&gt;2012. május 16.&lt;/b&gt;: Az 50-es, 60-as évek magyar SF Irodalma.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;2012. június 20.&lt;/b&gt;: Könyvbemutatók&lt;br /&gt;&lt;br /&gt;Helyszín: Budapest, Bajza u. 18.&lt;br /&gt;A belépés mindig díjtalan, mindenkit várnak!&lt;br /&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5086439715785014441-2151984982314985690?l=www.galaktika.hu' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/2151984982314985690'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/2151984982314985690'/><link rel='alternate' type='text/html' href='http://www.galaktika.hu/2012/01/hajszonyegszovok-az-iroszovetsegben.html' title='Hajszőnyegszövők az Írószövetségben'/><author><name>Galaktika</name><uri>http://www.blogger.com/profile/00443726777621838397</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/-QRxqwELNZPI/TxlEFcNv2jI/AAAAAAAABMw/sqpq5TsCK_Q/s72-c/Eschbach-Haj-B1.jpg' height='72' width='72'/></entry><entry><id>tag:blogger.com,1999:blog-5086439715785014441.post-5749501116170067502</id><published>2012-01-20T09:33:00.003+01:00</published><updated>2012-01-20T09:41:06.624+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='csillagászat'/><category scheme='http://www.blogger.com/atom/ns#' term='tudomány'/><title type='text'>Sötét anyagból álló galaxist találtak</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://gosai.com/sites/gosai/files/imagecache/image_big/images/10/01/dark-matter.jpg"&gt;&lt;img style="display:block; margin:0px auto 10px; text-align:center;cursor:pointer; cursor:hand;width: 400px; height: 400px;" src="http://gosai.com/sites/gosai/files/imagecache/image_big/images/10/01/dark-matter.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;p style="text-align: justify;"&gt;Amerikai és holland csillagászok egy olyan távoli, a  teleszkópokkal nem látható törpegalaxist fedeztek fel, amely  feltételezéseik szerint kizárólag &lt;a href="http://galaktikabolt.hu/termek/ken_macleod_sotet_feny.html"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;sötét anyag&lt;/span&gt;&lt;/a&gt;ból állhat. A felfedezésről  a Nature-ben jelent meg tanulmány.&lt;/p&gt;&lt;p&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/kategoria/konyvek.html" target="_blank"&gt;&lt;img src="http://m.blog.hu/sf/sf/image/bannerek,%20akic%C3%B3k/980x300_ujak.jpg" style="width: 502px; height: 155px;" class="imgnotext" alt="" /&gt;&lt;/a&gt;&lt;/p&gt;&lt;div style="text-align: justify;"&gt;Gravitációs lencse segítségével találtak rá  egy távoli törpegalaxisra, ami teleszkópokkal nem észlelhető. A  gravitációs lencse a tér nagy tömegű objektumok által okozott  elhajlítása, amely a közelében egyenes vonalban haladó fény terjedését  is meggörbíti, így lencseként működik. A kutatók a hawaii Mauna Key  vulkán tetején működő Keck-obszervatóriumban végezték el a  megfigyeléseket, és a JVAS B1938 katalógusjelű masszív elliptikus  galaxist használták gravitációs lencseként.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;" id="microsite_microsite" class="miniapp microsite"&gt;&lt;div class="adocean" style="margin-top: 0px; margin-bottom: 0px;" id="adoceanindexhukkdgmqitzy_container"&gt; &lt;/div&gt;                         &lt;/div&gt;&lt;div style="text-align: justify;"&gt;                                                  &lt;/div&gt;&lt;div style="text-align: justify;"&gt;A most felfedezett galaxis tízmilliárd  fényévnyire van tőlünk, és igen apró, 190 millió Nap-tömegű. Ez nagy  számnak tűnhet, ám egy tipikus csillagváros tömege több tízmilliárd  Napénak felel meg.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;p style="text-align: justify;"&gt;"Ez a legalacsonyabb tömegű galaxis, amelyet  ilyen nagy távolságban észleltünk" - hangsúlyozta Mathew Auger, a Santa  Barbara-i Kaliforniai Egyetem csillagásza, a tanulmány társszerzője.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p&gt;&lt;a target="_blank" href="http://galaktikabolt.hu/termek/kezdodjon__jol_az__ev__metagalaktika__1_2_3____1490_ft.html"&gt;&lt;img style="display: block; margin-left: auto; margin-right: auto;" src="http://galaktikabolt.hu/uploads/shop/galaktikabolt.hu/fajltar/30371.jpg" height="150" width="500" /&gt;&lt;/a&gt;&lt;/p&gt;                         &lt;p style="text-align: justify;"&gt;A sötét anyag olyan anyagfajta, amely  csillagászati műszerekkel közvetlenül nem figyelhető meg, mert semmilyen  elektromágneses sugárzást nem bocsát ki és nem nyel el, jelenlétére  csak a látható anyagra és a háttérsugárzásra kifejtett gravitációs  hatásból következtethetünk. Az univerzum tömegének csupán 4,6 százalékát  alkotja a megfigyelhető anyag, 23 százalék a sötét anyag aránya, és 72  százalék a &lt;a href="http://galaktikabolt.hu/termek/ken_macleod_sotet_feny.html"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;sötét energia&lt;/span&gt;&lt;/a&gt;.&lt;/p&gt;&lt;p&gt;index.hu/tudomány&lt;br /&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5086439715785014441-5749501116170067502?l=www.galaktika.hu' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/5749501116170067502'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/5749501116170067502'/><link rel='alternate' type='text/html' href='http://www.galaktika.hu/2012/01/sotet-anyagbol-allo-galaxist-talaltak.html' title='Sötét anyagból álló galaxist találtak'/><author><name>Galaktika</name><uri>http://www.blogger.com/profile/00443726777621838397</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5086439715785014441.post-4552956261116374821</id><published>2012-01-19T09:32:00.005+01:00</published><updated>2012-01-19T09:50:07.577+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tudomány'/><category scheme='http://www.blogger.com/atom/ns#' term='chttp://www.blogger.com/img/blank.gifsillagászat'/><title type='text'>Újrafotózzák az egyik leghíresebb asztrofotó tágyát, a Teremtés Oszlopait</title><content type='html'>&lt;div id="leades"&gt;&lt;p style="text-align: center;"&gt;&lt;em&gt;&lt;img title="Forrás: NASA, ESA, STScI" alt="Forrás: NASA, ESA, STScI" src="http://static8.origos.hu/i/1201/20120118-m16-sas-kod-csillagkozi-anyag.jpg" height="636" width="645" /&gt;&lt;/em&gt;&lt;/p&gt; &lt;p style="text-align: center;"&gt;&lt;em&gt;&lt;a href="http://www.booker.hu/konyv/hubble_ablak_a_vilagegyetemre_robin_kerrod/"&gt;&lt;span style="color: rgb(51, 51, 255);"&gt;A  Hubble űrtávcső&lt;/span&gt;&lt;/a&gt; 1995-ös felvétele, amely az optikai tartományban  mutatja a gázanyagban lévő hűvösebb, átlátszatlan felhőket. A kép  nagyméretű változatának &lt;a href="http://www.origo.hu/galleries/tudomany/nagykep.html?pic=http://static3.origos.hu/i/1201/20120118-m16-sas-kod-csillagkozi-anyag1.jpg" style="color: rgb(0, 0, 153);"&gt;letöltése&lt;/a&gt; (NASA, ESA, STScI)&lt;/em&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;A látható fény után az infravörös  tartományban is megcsodálhatjuk a Sas-ködöt. Ez az aktív  csillagkeletkezési régió a &lt;a href="http://www.booker.hu/konyv/hubble_ablak_a_vilagegyetemre_robin_kerrod/"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;Hubble űrtávcső&lt;/span&gt;&lt;/a&gt; 1995-ös felvételével vált  ismertté, és sokan a 20. század leghíresebb asztrofotójának tartják.  Most az eddig átlátszatlan, sötét felhők belsejébe pillanthatunk be.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;&lt;/div&gt;  &lt;p style="text-align: justify;"&gt;A Sas-köd (katalógusszáma alapján M16, avagy NGC 6611) egy látványos  emissziós (sugárzást kibocsátó) csillagközi felhőkomplexum, amelyet a  benne lévő fiatal, nagytömegű égitestek késztetnek intenzív sugárzásra.  Az objektumról a Hubble űrtávcsővel 1995-ben készített felvétel bejárta a  világsajtót, amelyen látványosan rajzolódtak ki a csillagközi anyag  sűrűbb felhői. A "Teremtés Oszlopainak" vagy "Isten Kezének" is nevezett  elnyúlt alakzatokban jelenleg is új égitestek születnek.&lt;/p&gt;&lt;p&gt;&lt;em&gt;&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/kategoria/konyvek.html" target="_blank"&gt;&lt;img src="http://m.blog.hu/sf/sf/image/bannerek,%20akic%C3%B3k/980x300_ujak.jpg" style="width: 502px; height: 155px;" class="imgnotext" alt="" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;Míg az optikai tartományban a születő csillagokat övező sűrű régiókon  nem sikerült átlátni, addig ez a Herschel &lt;a href="http://www.booker.hu/konyv/hubble_ablak_a_vilagegyetemre_robin_kerrod/"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;űrtávcső&lt;/span&gt;&lt;/a&gt; új infravörös  felvételeivel jobban megoldható. Az infravörös megfigyeléssel  párhuzamosan a röntgentartományban is készültek új mérések az  objektumról, a Föld körül keringő XMM-Newton röntgentávcsővel.&lt;/p&gt;&lt;div class="bannercikkbe"&gt;&lt;table style="width: 284px;" id="bannerestablazat" align="center"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td&gt;&lt;br /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;/div&gt; &lt;p align="center"&gt;&lt;em&gt;&lt;img title="Forrás: ESA" alt="Forrás: ESA" src="http://static2.origos.hu/i/1201/20120118-m16-sas-kod-csillagkori-8.jpg" height="646" width="645" /&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;A  Sas-köd a Herschel űrtávcső infravörös és az XMM-Newton  röntgenfelvételén. A kép elemzése alapján jobban megismerhető, miként  hatnak kölcsön a forró csillagok a közelükben lévő hideg, néhol az  abszolút nulla fokhoz közeli hőmérsékletű gázanyaggal. A kép nagyméretű  változatának &lt;a href="http://www.origo.hu/galleries/tudomany/nagykep.html?pic=http://static8.origos.hu/i/1201/20120118-m16-sas-kod-csillagkori-7.jpg" style="color: rgb(0, 0, 153);"&gt;letöltése&lt;/a&gt; (ESA/Herschel/PACS/SPIRE/Hill, Motte, HOBYS Key Programme Consortium; ESA/XMM-Newton/EPIC/XMM-Newton-SOC/Boulanger)&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/p&gt; &lt;p style="text-align: justify;"&gt;A röntgenképeken a legforróbb csillagok feltűnőek, ezek energiakibocsátása felel a ködösség látványos megjelenéséért.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt; &lt;p align="center"&gt;&lt;em&gt;&lt;img style="width: 550px; height: 414px;" title="Forrás: ESA" alt="Forrás: ESA" src="http://static1.origos.hu/i/1201/20120118-m16-sas-kod-csillagkori-.jpg" /&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;Eltérő hullámhossztartományokban készült felvételek a ködösségről. A kép nagyméretű változatának &lt;a href="http://www.origo.hu/galleries/tudomany/nagykep.html?pic=http://static7.origos.hu/i/1201/20120118-m16-sas-kod-csillagkori-1.jpg" style="color: rgb(0, 0, 153);"&gt;letöltése&lt;/a&gt; (ESA/Herschel/PACS/SPIRE/Hill, Motte, HOBYS Key Programme Consortium; ESA/XMM-Newton/EPIC/XMM-Newton-SOC/Boulanger)&lt;/em&gt;&lt;/p&gt;&lt;p&gt;&lt;a target="_blank" href="http://galaktikabolt.hu/termek/kezdodjon__jol_az__ev__metagalaktika__1_2_3____1490_ft.html"&gt;&lt;img style="display: block; margin-left: auto; margin-right: auto;" src="http://galaktikabolt.hu/uploads/shop/galaktikabolt.hu/fajltar/30371.jpg" height="150" width="500" /&gt;&lt;/a&gt;&lt;/p&gt; &lt;p&gt;A VLT távcsőrendszer 8,2 méter átmérőjű Antu teleszkópjával is  megörökítették az objektumot a közeli infravörös tartományban. A  megfigyelés rámutatott, hogy a régióban vizsgált 73 apró és sűrű gázos  anyagcsomó közül 11 belsejében születő csillag foglal helyet.&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt; &lt;p align="center"&gt;&lt;em&gt;&lt;img title="Forrás: ESO" alt="Forrás: ESO" src="http://static1.origos.hu/i/1201/20120118-m16-sas-kod-csillagkori-2.jpg" height="636" width="645" /&gt;&lt;/em&gt;&lt;/p&gt;&lt;p align="center"&gt;&lt;em&gt;Földi  közeli infravörös felvétel, amelyen felismerhető, hogy a sűrű oszlopok  felső részében fiatal csillagok találhatóak. A kép nagyméretű  változatának &lt;a href="http://www.origo.hu/galleries/tudomany/nagykep.html?pic=http://static9.origos.hu/i/1201/20120118-m16-sas-kod-csillagkori-3.jpg" style="color: rgb(0, 0, 153);"&gt;letöltése&lt;/a&gt; (ESO)&lt;/em&gt;&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;origo.hu/tudomany&lt;br /&gt;&lt;/em&gt;&lt;/p&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/5086439715785014441-4552956261116374821?l=www.galaktika.hu' alt='' /&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/4552956261116374821'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5086439715785014441/posts/default/4552956261116374821'/><link rel='alternate' type='text/html' href='http://www.galaktika.hu/2012/01/ujrafotozzak-az-egyik-leghiresebb.html' title='Újrafotózzák az egyik leghíresebb asztrofotó tágyát, a Teremtés Oszlopait'/><author><name>Galaktika</name><uri>http://www.blogger.com/profile/00443726777621838397</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='http://img2.blogblog.com/img/b16-rounded.gif'/></author></entry><entry><id>tag:blogger.com,1999:blog-5086439715785014441.post-4254982443739748172</id><published>2012-01-18T09:36:00.005+01:00</published><updated>2012-01-18T09:51:15.240+01:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='tudomány'/><title type='text'>Amerikai radar végezhette ki az orosz szondát</title><content type='html'>&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.universetoday.com/wp-content/uploads/2011/11/p8308_5c3c40555c5725bc209f94acc4ecf01ephobos_grunt.jpg"&gt;&lt;img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 500px; height: 458px;" src="http://www.universetoday.com/wp-content/uploads/2011/11/p8308_5c3c40555c5725bc209f94acc4ecf01ephobos_grunt.jpg" alt="" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div id="leades"&gt;&lt;p style="text-align: justify;"&gt;Egy amerikai radar okozhatta &lt;a href="http://galaktikabolt.hu/termek/arthur_c_clarke_a_mars_titka.html"&gt;&lt;span style="color: rgb(0, 0, 153);"&gt;a Mars&lt;/span&gt;&lt;/a&gt; felé  indított Fobosz-Grunt orosz űrszonda vesztét - írja a Kommerszant című  orosz napilap keddi számában. Véletlen, eddig példa nélküli esetről  lehet szó.&lt;/p&gt;&lt;p style="text-align: justify;"&gt;&lt;em&gt;&lt;/em&gt; &lt;/p&gt;&lt;p style="text-align: center;"&gt;&lt;a href="http://galaktikabolt.hu/termek/robert_charles_wilson_orveny.html"&gt;&lt;img style="width: 465px; height: 62px;" 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
