tag:blogger.com,1999:blog-75015375746062856602024-03-24T16:32:24.027-07:00Paralelni svemirParalelni svemir, duhovno i paranormalno, piramide, orme - ormus , epifiza i druge dimenzijeProjektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.comBlogger39125tag:blogger.com,1999:blog-7501537574606285660.post-10738411041522195762017-05-20T14:12:00.003-07:002017-05-20T14:12:48.402-07:00PODNE GRIJAĆE MREŽE Električno podno grijanje<div class="woocommerce-product-gallery woocommerce-product-gallery--with-images woocommerce-product-gallery--columns-4 images" data-columns="4" style="background-color: white; box-sizing: border-box; color: #515151; float: left; font-family: "Helvetica Neue", Helvetica, Arial, sans-serif; font-size: 14px; margin-bottom: 2em; opacity: 1; position: relative; transition: opacity 0.25s ease-in-out; width: 540px;">
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PODNE GRIJAĆE MREŽE</h1>
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<em style="box-sizing: border-box;">Električno podno grijanje</em>. Od svih sustava <em style="box-sizing: border-box;">grijanja podno grijanje</em> je najbliže fiziološkoj raspodjeli temperature tijela te će doseći otprilike 26 C stupnjeva.</div>
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<span style="color: #515151; font-family: Helvetica Neue, Helvetica, Arial, sans-serif;"><span style="font-size: 14px;"><a href="http://hobbyshop.com.hr/proizvod/podne-grijace-mreze/">http://hobbyshop.com.hr/proizvod/podne-grijace-mreze/</a></span></span></div>
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Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-865693492912473402017-05-20T14:06:00.004-07:002017-05-20T14:07:28.925-07:00http://hobbyshop.com.hr/proizvod/led-zarulja-dekoraativna-6w-filament-e27/<div class="summary entry-summary" style="background-color: white; box-sizing: border-box; float: right; line-height: 1.8; margin-bottom: 2em; width: 540px;">
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LED ŽARULJA DEKORATIVNA – 6W FILAMENT E27</h1>
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<del style="box-sizing: border-box; opacity: 0.5;"><span class="woocommerce-Price-amount amount" style="box-sizing: border-box;">38.00<span class="woocommerce-Price-currencySymbol" style="box-sizing: border-box;">Kn</span></span></del><br />
<ins style="background: inherit; box-sizing: border-box; font-weight: 700;"><span class="woocommerce-Price-amount amount" style="box-sizing: border-box;">26.00<span class="woocommerce-Price-currencySymbol" style="box-sizing: border-box;">Kn</span></span></ins></div>
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<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Neto duljina 60,00mm</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Neto promjer 60,00mm</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Neto masa 0,07Kg</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Izvedbeni oblik A60, Classic</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Materijal Staklo</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Kut svjetlosti 300°</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Nazivni napon 220-240V</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Izvedba/tip prozirno</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Podnožje E27</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Snaga 6W</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Boja svjetla Toplo bijela</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Temperatura boje 2700K</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Faktor uzvrata boje >80</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Svjetlosni tok 550lm</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Životni vijek >20.000h</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Dimabilno Ne</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Klasa zaštite II</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">IP stupanj zaštite IP20</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;">Faktor snage >0.5</span></span><br />
<span style="color: #515151; font-family: "helvetica neue" , "helvetica" , "arial" , sans-serif;"><span style="font-size: 14px;"><a href="http://hobbyshop.com.hr/proizvod/led-zarulja-dekoraativna-6w-filament-e27/">http://hobbyshop.com.hr/proizvod/led-zarulja-dekoraativna-6w-filament-e27/</a></span></span></div>
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Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-12968860018092864602012-05-29T11:56:00.003-07:002012-05-29T11:57:06.552-07:00ZAMP<div style="background-color: #cccccc; font-family: Georgia,"Times New Roman",serif; text-align: center;">
<span style="font-size: x-large;">Kad će država blokirati račun ZAMPA zbog lihvarenja i kriminala?</span></div>
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Jednostavnije rečeno, HDS ZAMP bavi se poslovima izdavanja odobrenja za sve vrste javnog korištenja glazbe na području Republike
Hrvatske, <i>ubiranjem</i> autorskih naknada kao i raspodjelom već prikupljenih sredstava autorima u obliku autorskih honorara.
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ubiranjem</div>
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ubiranjem </div>
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ubiranjem</div>
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ubiranjem</div>
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...</div>
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<span style="background-color: black; color: white;">Predsjednik </span><b style="background-color: black; color: white;">Ivo Josipović</b><span style="background-color: black; color: white;"> izjavio je da nema komentara na kaznenu
prijavu kabelskih operatera Hrvatske protiv Hrvatskog društva
skladatelja – zaštite autorskih prava (HDS-ZAMP) te na zahtjev da se
HDS-ZAMP stavi pod državnu kontrolu, javlja HRT.</span><br />
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– To oni moraju raspraviti s nositeljima prava i s državom. Ja nemam
komentara – poručio je Josipović novinarima na obilježavanju Nacionalnog
dana invalida rada.</div>
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Kabelski distributeri Hrvatske danas su, kako prenosi HRT, zatražili
pokretanje izmjena Zakona o autorskom pravu i srodnim pravima na način
da se naplata autorskih prava stavi pod državno okrilje, tvrdeći da
neregistrirana udruga građana HDS-ZAMP pod krinkom postojećeg zakona
ozakonjeno provodi pljačku uz pomoć nekih ljudi iz pravosudnih
institucija. Distributeri su podnijeli kaznenu prijavu protiv HDS-a zbog
nepoštivanja zakona i udruženja radi počinjenja kaznenog djela.</div>
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====</div>
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<b>I svi to znamo, ali u Hr lopovluk često funkcionira upravo po zakonu.
To su fini lopovi, kulturni i civilizirani, a ne obični ulični vandali</b>.</div>
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ZAMP je cisto <b>piratska organizacija</b>. Od svakog praznog medija
uzimaju postotak. Makar on bio i flash kartica za fotoaparat. Jerbo
mozda ce netko na tu karticu staviti 12 majmuna. <b>Takve stvari nesmije
naplacivati neka tamo udruga nego ako se vec mora uzimati porez na el.
medije to treba raditi drzava i u skladu sa zakonom</b>. Al posto je taj
zakon lagana siva zona, kao i vecina zakona u Hrvatskoj, da se vrlo
dobro muljati/zaraditi na tome. A kad nam predsjednik drzave dobije finu
cifru godisnje od tog zakona, onda se vidi i zasto se taj zakon ne zeli
mijenjati.</div>
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Mislim da je komentiranje na ovom portalu (Jutarnji list) potpuno
besmisleno jel na samo izražavanje sumlje u poštenje trenutnih močnika
administrator briše.</div>
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isto kao što je do prije 2 godine brisao postove koji su izražavali
sumlju u poštenje premjera Sanadera. danas za sanadera možeš napisati
bilo što, ali protiv trenutni vladajučih ništa. Licemjerno.</div>
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A zašto sada USKOK nesmije istraživati tko kome nosi torbe s lovom?</div>
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Trebalo bi postaviti svima pitanje! da li radijske postaje plačaju taj
namet? DA! da li u trgovinama plaćaju taj namet ako slušaju te iste
radio postaje? DA! da li je to <b>dva puta zaračunata ista stvar</b>?
DA! po meni je to čisti kriminal i to ozakonjen. najlakše je derati male
jer se najmanje bune i ako se bune nitko ih ne čuje jer su mali. kada
crknu radi mase sličnih parafiskalnih nameta, nikoga nije briga. koliko
je do sada malih crklo zbog ovakve besčutnosti? (među njima je i moja
malekost).</div>
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ZAMPOVCI su lopuže najgore kategorije. I baš me interesira koliko su
recimo do sada nekim Amerima platili za autorska prava, a to ću uskoro
istražiti, posebno nekima koji su još živi. Iz Lijepe naše sigurno nisu
vidjeli niti jednog dolara. </div>
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Tko je zampio, zampio je!</div>
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Meni to sve više liči na SDPovu fimimediju, odnosno shemu za pranje love.</div>
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Ako nam ubiru naknadu na diskove, CD-e i DVD-e onda neka i djele na
CMC-u besplatno glazbu jer smo ju već platili u tim diskovima i
CD/DVD-ima. Čemu da plačam dva puta. Uostalom, ja ne slušam većinu tog
hrvatskog smeća. Ono što valja se ne pušta, puštaju se nke poskočice bez
mozga itd. Ma tipično bahaćenje moćnika:</div>
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1. imamo problem, kako da ga riješimo?</div>
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2. ajmo SVIMA naplatiti naknadu bez obzira da li to koriste pa ćemo tako "riješiti" problem</div>
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Eto, to je tipični drski oblik harača, poput HRT pristojbe... čemu kad
ne gledam to, ajde jedino što valja je Radio Sljeme, ovo ostalo je užas.</div>
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Nije čudno što je HRT inicijator pokreta protiv zaštite intelektualnog
vlasništva! Naime, HRT je dužan, a zato ubire pretplatu, emitirati
veliki broj sati domaće glazbe-zabavne, klasične, JAzza..itd. I za to
emitiranje platiti autorska i izvođačka prava. (ali to mu se kompenzira
pretplatom) Kao što možemo primijetiti, ni jedna druga TV ne emitira ni
domaću ni stranu glazbu. Ako izuzmemo CMC. Hrvatski mentalitet se mora
priviknuti na to da osim marerijalnog, postoji i intelektualno
vlasništvo. Ukidanje (nečega kao) ZAMPA dovelo bi do tužbi protiv države
kod svakog emitiranja domaćih, a pogotovo stranih skladbi bilo koje
"vrste". Sad ću si sam dat minus-ali to ništa neće promijeniti u
činjeničnom stanju!</div>
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Status: <span style="font-weight: bold;">Organizirani kriminal</span></div>
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Lokacija: <span style="font-weight: bold;">Hrvatska</span></div>
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Opseg: <span style="font-weight: bold;">Korumpirano pravosuđe</span></div>
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Podobnost: <span style="font-weight: bold;">SDP</span></div>
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Pravomoćnost: <span style="font-weight: bold;">U očekivanju zatvora</span></div>
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<span style="font-size: x-large;"><br /></span></div>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-54432606682322449542012-04-27T05:40:00.000-07:002012-04-27T05:42:27.004-07:00Opasna hrana na tržištu - Zatrovana hrana<div class="tb-na18">
MINISTARSTVO POLJOPRIVREDE</div>
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809</div>
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Na temelju članka 84. stavka 4. Zakona o hrani (»Narodne novine« br. 46/07, 84/08, 55/11), ministar poljoprivrede donosi</div>
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LIST<a href="http://www.blogger.com/blogger.g?blogID=7501537574606285660" id="anchor-anchor" name="anchor-anchor"></a>U</div>
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HRANE I HRANE ZA ŽIVOTINJE NEŽIVOTINJSKOG
PODRIJETLA KOJA PREDSTAVLJA POZNATU ILI PRIJETEĆU OPASNOST, A KOJA
PODLIJEŽE POVEĆANOM BROJU SLUŽBENIH KONTROLA PRI UVOZU</div>
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I.</div>
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Listom se preuzimaju odredbe sljedećih akata Europske unije:</div>
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Provedbena Uredba Komisije (EU) br. 1277/2011 od 8.
prosinca 2011. godine kojom se mijenja i dopunjuje Dodatak I. Uredbe
(EZ) br. 669/2009 kojom se provodi Uredba (EZ) br. 882/2004 Europskog
Parlamenta i Vijeća o povećanom broju službenih kontrola hrane i hrane
za životinje neživotinjskog podrijetla pri uvozu (SL L 327, 8. 12.
2011.).</div>
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II.</div>
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Hrana i hrana za životinje neživotinjskog
podrijetla, koja predstavlja poznatu ili prijeteću opasnost i podliježe
povećanom broju službenih kontrola na određenim ulaznim mjestima
sukladno članku 1. stavku 4. Pravilnika o povećanom broju službenih
kontrola hrane i hrane za životinje neživotinjskog podrijetla koja
predstavlja poznatu ili prijeteću opasnost pri uvozu (»Narodne novine«
br. 119/10, 63/11):</div>
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<img alt="" height="400" 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Fe9yyT7czeEj8yPD5p01XIGtFwg6+P+bWY/1ZTVnLn+NduwF4CR17HOoEBpJOj+utfYUMZUsa7/2Xat0tji/pTSSNB15bju2IWBry7o99d3jQYyD3aTJeepYgCot/i2GAwP2Y1FANBsndk8fC3MT/zoy1C9mPDprj/m9DIA5Un7QqwNSdh1vlJvmx1nk4SPhF3nywFA/kHn8JMMfx4kVVgIPh7uNWrKipJHkjFSChAUPiTnoPCJB9NZgmQWvpnHNpMagFHqL98ZHehs7bv/9E5XrYGbXaWUEp+lHhhlh2PRN/Q55yeUUjI70lYOTEPfFE8ppcITc936HC8h6Oiqrjg3FopSSgT/UJMs3sMnuFh5TPgopXSG08pjRcire5ufFcpcfd7FVq2PCWYvGPMbmar1ijsYISFH5x6GURwwjT4TaDQ0dq4c9hpGfstePLWHLzJmKgHQcoGs14e95kaA4up2qzsY5t1/qWNkFT2PVzZ+FbvVtmqV6VVnv3/I0aGUlfa4o5SSGWsDlHc4FzLdITaWCiWmsS0Wj0Q9fZVJE+62i+Bi5TouMD9mqgJQNsc/IXP29oOmsdexHt6NW8bn7QEAo2j4s827mN36iOA116VWByOlAEHhQ3IOCp94MJ0lSJYh3bRBTCHA6RmFxtjNbvTmlaxP4You2E8qobim54fE+N2GvdGVxz0VxZV9k/E+uqQh3SzCt/Wz0kgWvq0KZpNLSikNcFpgSnsezWQtntoa8Zdw9dHOro+NYqf8ahu1cmfq28x+f+G5o//La55FEhe+9ZtnbLd0lyPz7psDHXUyACjVssMu2xn57oVPWPX01wBATb9nlZBZrvm9XvcKSRc+SimNBN3XOuuUAABMpd4ykbWrL8BpUfgKHhQ+JOeg8IkH01mCbE/4eBdblW3iHXl1t1MlY2q+GA+ty8mGu6x5zbXJ2vFm4dvqWZtIFr6tCr5JrUDO2seyFs8oWGZuZ9fvQviyudYW96eURuY935rPfGbq+rgqq/BFfJZDAFDc4VxK/9UMp5XHmpT4LPUAUHTCHlrLdJMsJISPEj/XrASoMo29mLZ8eNDqI4nKZnhdZNFjPVbFAEB1pzOYWflQ+BAUPuQdgMInHkxnCbID4cvYzUYWxtl6Jv1LesNdBBcrh+J6yy/x325T+LJ26aWxSfiyFNyu8GUunl34dnD9OxE+Mjfee7TGODzNR2mA02YVPrLi7q0AgIpe90pa/TeEj0Yn+yplAFWmsdeZbrJekwSx6q4LX7zrF2SHPv74vfaRhShNEz5+Yvib6aTpgZFZ2zElgMwwknEcGoUPoSh8yDsAhU88mM4SZHvCF5vyVdFuX99YLTw9dGHQu7Q8damOkak678a23Ft7NvFjUEiZkBfgmpikLdneLHzZnhWmGUgWvq0KbkOtnJ6sxTMKlmV0Z9e/A+Ej4bGze9Z/vpXwUUpmbC1lAIk98DZIEj66GrC1KYBR6Dl/+uKPKO95OJFxN8EN4UusBQZmj+l+eP2X669LcLHl66s6Nl41Ch+yBSh8SM5B4RMPprME2Z7wURK40aJgQHGw6/qd8XGHre9Y8/kHoRWPub4ElO0jc/Eloj7LWYsvkuIuZM7eXgHM+52jzwQa5X8a0MoA1OzIxMz/+K2NDKNstc2uhnz2izpVERR/avstkvlZmfv7YpL3QZ8nxHseuie5bAW3o1arWZ+bWbBmd3h97oUvujDyqQxK6npdIX7aaW5VQUmD9UnAF1jO1HaEn7DoKxlmX7v1x+C6z8UW3DCf2IJRSiklv90/f0gRXyASSRR8+u/LxqZT32ZeArzk7Che3zw5Mm05zMAHfZ7Y0DGJjHWVbLyuGU6rVMX6IymN9wgy6q778ziki2QDhQ/JOSh84sF0liCZhE+Ydw+z2lKA4mrjJc7pW6aU0ig/NahXxc5J2Gfo/z4gRPzWozIAmdpwjmVZttt0rKGM0XHTXqe1W6tggNlnNN/1LRPCTw6118sBAJR1pz77sESlMfZYndM8WZyyfKJiYlP1741211XrTJeH3fNk87OyDe+S1enrLaqixGT/jAXJss9p6ahnQKYyXLz5ePLxzYsGlSxWvaf+H4d79GUAMo3pqvPnYIbiSz6nldWWAig0Jsstd5AkCVaWx4326ioA5HUdA46nPvdgezUDoNT13p2Yit+quNp4+fbtm9urlS9V17a4v+//4yfMTaUAjFx9YvDhncv7S0B+oMv+LOuiCyGxhw5Tpj6s1R6uq6puNJjMN91zyYsqAmMDJzUqJj5wW1SmOWn+99NMSyuEebftckeDAoqr9P91zR0klJI5W8shq59QSpd8jitsU3nS0Wqvx0wa7cnPDE16o+mc6ViDqvxoj+N5ptqSZd89K9ukAGCqjWZHvE0wUgoQFD4k56DwiQfTWYJk6eFDsiO4WDkUGe1ZdopB3h0YKQUICh+Sc1D4xIPpLEFQ+LZNZN474Z2PUMHFyuWN1q12LEbeDRgpBQgKH5JzUPjEg+ksQVD4tkvU3VPKMGrT9etdDc1/z3L4B/JOwUgpQFD4kJyDwiceTGcJgsK3baK8/9HIMDf8zUQw65xC5J2CkVKAoPAhOQeFTzyYzhIEhQ/JXzBSChAUPiTnoPCJB9NZgqDwIfkLRkoB8laELxJ02ce8Pz+4faXHeMR4c/ZtVzIbq4Gxb8YCWxxgjUgCFD7xYDpLEBQ+JH/BSClARAsfWZwyG9sGp/6H9z8y64u22J08BxD+Z1vX6a+mFnFWiJRB4RMPprMEQeFD8heMlAJEpPAt+7lP97MZN2R/R5DQA/bg5yPYzydhUPjEg+ksQTIJnzDvtv3NWCcDAKbGcPGGez7zxr2Ef/pv80lNWbG86oD2sFqlqvvQePqMrmn9fI6kS4PumwPxTXfLz7vCm/68Dd837WEAZGVN5wZj2+oKzx09R1WyMvWhuqpqrfH0J+rm2GEVu4Tw/9nNAM7KRF9tieLIdf/aFhctTfUdYBQfc/5sGU5WpvprmdIj3K9rlBLe77Jzl01nh7zL2yi7O4TgiFHB1LHjr7ZzNeH9rlFronFSarsrQl6708uvUUrXAt9/7cp8UtoG22rkDGCkFCBihI+sPh1sLDbYEvuK/y7CR+nqLPfRnpYbAezlkyoofOLBdJYgWXv4ApwW1g8EywAJ3jlVXcxUHbN64qMThH/Cte9jkg5kSyN2RAXAHr3teWrURRdGjhUBJB3mFvaaDzLKY7bZCKWUxA6QqLdsufdddOl1KOuREpSS3Q3gkBfO822t/Q9fbfVoIejsbWm9PJ7xbNnYbYKO8y3G/vGXhC75nFyf4b3Ei31z2V1Blr3X2vVnbb6MZxCnXyzMe+8nNU5SbXfJ2nNOd+TLh14ne+Tv3jdq3LYaOQMYKQWIGOF7PWaqYpq4ddOKCd/hy8MWfSUDAPIDZ50vCOH9D2xmk6667NT122eqGUbRciOw8ptrsFPX+l8DA+f16oPx42uWp+1m9phGpThzbZQ9pFi/A6WURoKuK8d1xy4MfHVBv7++azT5vCAyY22Afaxr8e01C/I2QeETD6azBNml8Ak+Tl8GTEPfVIrbkdADtqbGNJY5xxLCB8x+y3SyBBA/11xZVla8IXxrT8y1RclPJ7NcszLzybKx3wt+Tq8f3roL8Hf6ez5DRdKOKpYCb7txXrtYNUCZ0T7/lm6YAYyUAkSE8C05O4qZ0h73+t9WsUhiqk/ZpkOEd/XWlUBlnyfKz7j/ZaouAlDpzd+MWs609t771fG5Evb1uJcoXZ2xNkPxKecSoZQIXnMdAFN9wuqeW43doaLXvUJoyNGhlMWeRWasDVDe4Uzq6BZcrJzZY7q/nT/HkHcPCp94MJ0lyK6Eby3k/FwJINPb5tK7ZFb81o+askiD4GLlB9s79pdAyh+3ZNXTX9vYd/Vc1YYDRd09pQwo20c2znSdt5/4sz2UubOI8O7+BsUW/ZEbFdiN00T5F3OZjo5Nq8Pci613Yyb8ixex26QL35vL7grCz/46v92R4vTG2ajtu2FbjZwGRkoBsnvhIz5Lfer//6kfet7FVgHouIBA6QynlYN8/U9MIgQc/ec5Dx+NC1/8snhQJi5MuoPw3NH/5TXPIokLX1ruzHBa+ZvGLJDfDRQ+8WA6S5BdCd+83VgGUNJg/XVzXJH5qQe+pYzPElysXGt9bDPIgFG2jy7ECy+62Aa97ck4myR8dNHF7gNg5HWfD3vftKCNvHQNHFPLAMq0HWyP1f2S997qOX68s/u0QV2q0g+un4qReQCHkmXfv83sp5qymjPXv2Yb9gIw8jrWGRSoMOce7jVqVMx68pPQ9EiPvqnN1H1Mo9rfPjTJk0jQ/XWvsaGMydZjR4Tg4+Feo6asKHGbdeF7+aaylPDT97i/mXS1pccuDXV+IAcA+YH4gBKllCx6hj7XattM3Se05VVNPXcDAqFUmHf9w6SrTXyXRbM1CBWeO3oMTa2nu09+/GFDjQzkWs6fWtsln32APdZQpui8PvpFg4IBUNadvRsksdc1Pnj8o9YLXw1c+Fhdf86+MQ19JeCyGKuKAKBI++XDwArd4j7Jjcz7HINfdupqy84Mjw2eUMsZYCr1VyfnvDfZpgoGgFEZrno3GgojpQDZvfBt/oNv28IXuzro+cZ8xni6y1DzZuGjlNLIvOdb85nPTF0fV2UUPvkWYxbI7wkKn3gwnSXIboQvOtlXKdvFiKTgYuVaLhBbnyFr4WZXKaVkYbT9vT+PhUOuFOFLzNsDANjb0GXzbt0BFhua0XIBSsmre121hvjNfZZ6YJQdjlDSVZsGcCilYa+5EaC4ut3qDoZ591/qGFlFz+MVSqnwxFxXnEhmYW6kfW/TkF8glPLuHjXEB3lixbdokPjIzybh499YlvAzEyOsOj5q9Fs4+KC/qRSY/T3uEKXhaWvLnsbBp6uEUiLM2lqVRarj38VsLDLWVQJyLTeTtUHIC8epuoqu+yFCKV32W3Wy+LdSam1jLcDsa7f+GFx95e7VMKDucfOUvnR2VEJ80OpXa0NJcYdziVJKVwL2z6uqPrcHVujaf7gje4qOcM/XtrhPaiMvOTuKAVR/GnTPCeSls/M9YPbUmb4LCISE7neVy2SGkfWhMYyUAmT3whd195TuVvjI/INe7QHjsJcnsf973yR8ZG6892iNcXiaj9IAp80ofMmjy4iUQOETD6azBNmN8MXn4u1W+OiSp+8DgKKavslVujrLffxez+OVeFSm3lOYcw+dqpMzAMCoPrFssXfVhvAJAU7PKDTGbpZlWfacQS0DKOkaixC6VbynjrEm6WNK8ocfseVlhpHfYs8k8+NXzLe9fHRbc/JSvheSr99pWbLq6a8BZi87Hgk5OpQl9ZZfEs0Sa1iN2buc9GKnszXIiru3Aur7POGkJkw0TsoTU777ki6LBBzm89cmeRIXvniLrT0x11Ykpu6tBB5+qVWbvWtb3Cf1VymNn9Y46d+SGCkFiIg5fEGbjimqNT9ZnxiybeF7PWaqWv8LaBvCtxoeO7tn/YO7WfjWnphrixidLSiuLZAcgcInHkxnCbIb4SO/WOqLdzEfPyF8lMxyzTKAPWfHeK/lgxarf4VmFL7Y0/hJa2sNAwCqM85sS1k3LIF3sVXZJvOJFL6op68ys5m9S+GjNDJmKgHQcjPpHRZkyXmqGJQ622zSi/VkaZBlr1mTNPq0C+GjlBJhfuobc5fRdNpQFV9ks+Y11yakM5W3JHxJ3S4YKQWICOEjPmujvMhoDyV+sG3h+23EsBcYTa/7Je9zmA3vATRbp5/7ni1lEb7IwsinMiip63WF+GmnuVUFJQ3WJwFfIP6/xZKzo1jeaMUpfBIFhU88mM4SZMfCJ7z89dncVF89wBaLzGLf0wmSv+NjNyRz9vYKAOUhw9H3WkcWCE0VvjXeffub5P1EBL+ttRxg73rv2qYHpgpfoksv01W7Fz7Bxcoz1+HdCp/gYuVQZLS/8vRVgqyybzJ10WFcxFOEL0ODxF7+IYsvkqFxtoMnccsAACAASURBVCV8wvx4n7bmxPB0iMSu2RC+jH8MoPAhbwERwkejC/aTyr2sK0IopWT+h0HjPgYYhZYddvueOszG6mKAUm33/2P973NaBQPMPuPlYadvidIoP/X3JgUDoFS3X3l4/9J+hpHXnbM/9dh79WUAsrqOAYfX775irC4GUOl6/z0ddJubSgEYufrE4MM7l/eXJM29JSvu3gpFmy2wmpsmQsSCwiceTGcJskPhiy7Y/3x85DcSuNGiYEBh4PzpHTmE/+neROb92zaEj5Kw63w5AECVaew1pTSth09wseUbqzpo4ot/O8IX67iqaLevLyAOTw9dGPSGqWjhowsjBhnI4nP4KKVE8N+69M0secfCtzBikO3R256T8H3THoZptPrjL3UtZD9RlJgcmXix3iwNshjg9EzSnog7Fr7wfdMeJuWajSFdefK4WQIUPuQtIEb4KCWzI20Hkv5n+D0gc/b2+mbrz6h7kgWFTzyYzhJkJ8IXCbqvtJZ/aPWvUCoE7/c0KJjY/lOJFaMh37//1tr059HMhwaRJeep4vWNCNZ+tuwvgZp+z2rsvxfHTJWQMumlyjjsje/TQebs7RVMdff9bEO6sX37avo9K6+n/vvTajkDioNd1++Mjztsfceaz2c8SGnnwkeCzs5qgOIqw0Wbc8xpu9iqN08tk3fTw1fcbl9MrK4oqrs0tUxiizYUUMe6XhEa+y6rruubiDn4+otN2Hl6g5CF0XYlw1SfGQ1EKAn9ZD4ig2I1e2tihifbEb6FEYMMmLq/uEOvfU6zQSWDhqvTgf88W4485z4qgtoT9udrlFK6ErjD2Z+voPAhbwVxwkcp4V29LeeyhNQ7IBIY/XPz53eCOJorYVD4xIPpLEEyCV/y0Wpl6sNarVar1R5UlxUBANSaEwcnECFw33yysYyJj9wyZY0nzXd8GZfTkqB7+K8dmr3AVOsvcO55gVJhzmY8FJvEsuxzDJ5rKpNtHK0WGTO9pz3ZYWjSGU3smWOayvKmXsdWER2evt6mYmJrOxb+Z2pQryoCAJDvM/R/H9viPusADvvN1NR3vboKAHldx4Djqc892F7NACh1vbdu37Z2x8d2zHd9yyR+4BsDAEq18e9jgQilSz6nldWWAhRXG82ODFvSkGXfPSvbpABgqo1mx8RU/HqFxtR71nTu3FZlKaVx4ZNV1R/WfXbupL6x9W/315uCLHqHuxqqPjCYzp7Ufdhuvr++n3+SUUX5TA1CaZT3XGtXKwEA5AdOdTSVlDUYe6y3b9+4mlxb+5e6MhnI9ncMOJ76XbE2VOr+cnf6+ZT5QwUAyOvbB533Lx9iQFkXP1Ag5OVOVAEAFFUZzXZviNIlX7b7TE041xv5wpd9F/8vNQOgMvTdHPc8vtVneC/eOE997uELujIZyBpMV+/5lgnFSClIxAofpUQIPjSfuugMvvs9UYSg8+KpwYl3ucElsgtQ+MSD6SxBsvbwIdIhbUh3eyTP5/ujgpFSgIgXPgR5Ayh84sF0liAofHnAjoRPmPf+8PO8QAQXK2eOWP0rua7d7whGSgGCwofkHBQ+8WA6SxAUvjxgJ8IXdfeUQona9I/rpuZm8x987AgjpQBB4UNyDgqfeDCdJQgKn8Qh8z8OmQ7GZtRd5uJz17YswPsffDPMff2Ne+7dT1F6x2CkFCAofEjOQeETD6azBEHhQ/IXjJQCBIUPyTkofOLBdJYgKHxI/oKRUoCg8CE5B4VPPJjOEgSFD8lfMFIKEBQ+JOeg8IkH01mCoPAh+QtGSgGCwofkHBQ+8WA6SxCpCB/hZ1zfWXuMDcZbwd+zHrlnZaKvtkRx5Lo/9egxwvtdo9Ye4xHjzVlR9xfm3NzAzZ+Tj7wjQuBuT7Om6eRZk+FgQ+ewN+Pm2HkIRkoBgsKH5BwUPvFgOkuQXAkfCb9e3MkOcMK8975ZV7T59N4/HOSF83xba//DVynLbYkw771v1hdtnDa2c4Q5N8c2qYrSD2oL/9BTs6fe7FmlsUPqKpVtt3/Xs0TfGhgpBQgKH5JzUPjEg+ksQXIjfMt+zqjfqbikHKJaiKQeL7uL8guBl/yMtTlV+FZnuRYZHLL4YqexkSXnqWLYx7oW30aVf2cwUgoQFD4k56DwiQfTWYLkQPii/OTfGmQ7F5cCEr4o/2Ju85bIYoWPUkqFAKdLET7i55oUKbs2BzgtMHvZ8d/r8Pi3CEZKAYLCh+QcFD7xYDpLkEzCR5Z9jsGLp3TV6jM3Rgfb6+UAjMpw9afnXltsxLBIpb/qXSaURnnvrZ7jxzu7TxvUpSr94BQfJa9cA61qGcjKtJ+x7D/d/BqllPCTQx1Hta2nu09qy8uP9jieJ/QjEnB8qW9qM3V/pv+w8X3ZuvBFgq4rx3XHLgx8dUG/v75rNCAQSpd8jqsXOz+sLvv8xtiVdrUyVpOf5jw29oiKAWAq9VefLFNKhd9cg5261v8aGDivVx/ssj9L34I4wDWptCe7WZZlzxnUMgBmv2V6LdtzkyC8/4HNbNJVl526fvtMNcMoWv7fn56kN0LWR0Tm3MO9Ro2KWTcw4bmjx9DUerr75McfNtTIQK7lZgj/dJRtjP2bkqB7mNUqmIS0ZWjzpPptEr7ImKkEoME6s/46Yj+pt/jyf1QXI6UAQeFDcg4Kn3gwnSVIlh6+2MCfTNV6xR2MkJCjcw/DKA6YRp8JNBoaO1cOew0jv5FX97pqDdzsKqWU+Cz1wCg7HKHNPVWrP1ubqxot3lVKKY3M2o4poeq4PUCoEHR0VVecGwtFKSWCf6hpXfhCjg6lrLTHHaWUzFgboLzDuUAppXTB2VEO8F7r4A9BIRpynt4DMkXdn0cDEUoWxrpqQfbpyMJqyPm5Evb1uJcoXZ2xNkPxKedS6ow539DnnJ9QSsnsSFs5MA19Uzzd6rnrJfkZ979M1UUAKr35m1HLGcOx9v+zJkMjZH2E8MRcVxy3N/LCcaquout+iFBKl/1WnSzRbqltOMNp5bEi2do8wSbhC3BaSO03jfWkbvdoXkmDkVKAoPAhOQeFTzyYzhIk25BuNuGgND4mWNrzaIbTMwqNsZvd6MUq6RqLkNSyayHn58qNOWSUrk721RRBrdm7/LinoriybzKa9Mi4mgjPHf1fXvMskrh4rd+Nd7FVADouICRqsl6vmOvs63EvCQFH/3nOw0fjwrd+fTrRBftJJRTX9PwQjtch23OTSW4NIZClEbI+YqM4WXH3VkB9nyfx8KR2y9L+b3wcCh/yBweFD8k5KHziwXSWILsVPpCz9jG2KuOUu9SyS+6efanKteDsKAfmk68d/bXJRpU+hy8y7/nWfOYzU9fHVTsQvoTrCEHPN+YzxtNdhppswkde3e1UyZiaL8ZDyaOiGZ+bTHJr8K4sjZD9EevFl71mTXLdtiF8b3hcBuHbPDMy9pPkQd68BSOlAEHhQ3IOCp94MJ0liFjhS+leylg27Omrh6R+rLgkFZ0Y+fbPciiut/xCkorF1YTMjfcerTEOT/NRGuC0OxQ+Mv+gV3vAOOzlSeyHmYSPLIyz9QxUdzqDGy8g63OT2SR8mRoh6yPS7C2p73O7wpftcamNkPjJrE2nxEUbyB8GFD4k56DwiQfTWYKIED6nx6wBqGi3r+/pFp4eujDoDaeWJeGxs3tA3mhdXyQwbzeWyZq558+5JgZkelu8/IbwxYokrGXHwjczZqpKGnLNKHxkeepSHSNTdd6N7Ye39mzix+BK9ucmk9wasV66DI2Q5RFC+vgs7NHbnic1wNbCt8Xj4u/bJuFbneVaZMwRqz+2LSJuy4LkNyh8SM5B4RMPprMEESF8rtXAjRYFA4qDXdfvjI87bH3Hms8/CBG65jXXQlFN3+QK/9O9iZdk9WdrcylUf+Hio5RSMne7bU9j3xRPyZy9vQKY9ztHnwk0yv80oJUBqNmRiV/9tz+VQUldryvETzvNrSooabA+CfgCy9sSvl9GDHuB0fS6X/I+h9nwHkCzdfq579nSxstb9ZjrS0DZPjIXe0kRn+WsxRdeGMn23GRSWoNkaYQsj4ikrMBYGG1XMkz1mdFAhJLQT+YjMihWs7cmZvg1v7WRYZStttnVkM9+UacqguJPbb9Fsj4u8b5tEr4MGy8rWm4E8n88l2KkFCQofEjOQeETD6azBMkkfGTZ57R01DMgUxku3nw8+fjmRYNKBsw+o/nuU/+Pwz36MgCZxnTV+XNwalCvKgIAkO8z9H8f38Rk9ZfrLZUMFK1vGkL4J8Omw1V1n5i6P9M1fWYem41JEOEnh9rr5QAAyrpTn31YotIYe6zOaf5/JsxNpQCMXH1i8OGdy/tLQH6gy/7E67R0qEsA3jP03XrsGb/ZZ1ABMNVGs8Prd/+rR1cBoNCYLDeuf9GkYACU6vYrD+9f2s8w8rpz9sD6GGbEbz0qA5CpDedYlmW7TccayhgdFxAIn/G5Sbu6rG+SwuwzXh52+pYojfIZGiHLI6a9Tmt3vLj5rm9Z4D3X2tVKAAD5gVMdTSVlDcaeIacvRMjilOWT+F4zlnuj3XXVOtPlYfc8yfg4Simlyz7n8IBJowBQaEwD3C33fPw3KUeradqvefBoNSRvQeFDcg4Kn3gwnSVIth4+BJE+GCkFCAofknNQ+MSD6SxBUPiQ/AUjpQBB4UNyDgqfeDCdJQgKH5K/YKQUICh8SM5B4RMPprMEQeFD8heMlAIEhQ/JOSh84sF0liAofEj+gpFSgKDwITkHhU88mM4SBIUPyV8wUgoQFD4k56DwiQfTWYKg8CH5C0ZKAYLCh+QcFD7xYDpLEBQ+JH/BSClAUPiQnIPCJx5MZwmCwofkLxgpBQgKH5JzUPjEg+ksQVD4kPwFI6UAQeFDcg4Kn3gwnSUICh+Sv2CkFCAofEjOQeETD6azBEHhQ/IXjJQCBIUPyTkofOLBdJYgKHxI/oKRUoCg8CE5B4VPPJjOEgSFD8lfMFIKEBQ+JOeg8IkH01mCoPAh+QtGSgGCwofkHBQ+8WA6SxAUPiR/wUgpQFD4kJyDwiceTGcJgsKH5C8YKQUICh+Sc1D4xIPpLEFQ+JD8BSOlAEHhQ3IOCp94MJ0lCAofkr9gpBQgKHxIzkHhEw+mswRB4UPyF4yUAgSFD8k5KHziwXSWICh8SP6CkVKAoPAhOQeFTzyYzhIEhQ/JXzBSChAUPiTnoPCJB9NZgqDwIfkLRkoBgsKH5BwUPvFgOksQFD4kf8FIKUB2LHwIsjvwIyQebEOpgdmI5DX46S1AUPiQnIMfIfFgG0oNzEYkr8FPbwGyLeFDEARBEARB/mBgDx/yNsGPkHiwDaUGZiOS1+CntwBB4UNyDn6ExINtKDUwG5G8Bj+9BcgOhG+b3YMIss76Jwc/P7smuQ2xGSXCh7hKF8lbMFIKEBQ+JOeg8IkH01mCoPAh+QtGSgGCwofkHBQ+8WA6SxAUPiR/wUgpQFD4kJyDwiceTGcJgsKH5C8YKQUICh+Sc1D4xIPpLEFQ+JD8BSOlAEHhQ3IOCp94MJ0lCAofkr9gpBQgKHxIzkHhEw+mswRB4UPyF4yUAgSFD8k5KHziwXSWICh8SP6CkVKAoPAhOQeFTzyYzhIEhQ/JXzBSChAUPiTnoPCJB9NZgqDwIfkLRkoBgsKH5BwUPvFgOksQFD4kf8FIKUBQ+JCcg8InHkxnCYLCh+QvGCkFCAofknNQ+MSD6SxBUPiQ/AUjpQBB4UNyDgqfeDCdJQgKH5K/YKQUICh8SM5B4RMPprMEQeFD8heMlAIEhQ/JOSh84sF0liAofEj+gpFSgKDwITkHhU88mM4SBIUPyV8wUgoQFD4k56DwiQfTWYKg8CH5C0ZKAYLCh+QcFD7xYDpLEBQ+JH/BSClAUPiQnIPCJx5MZwmCwofkLxgpBQgKH5JzUPjEg+ksQVD4kPwFI6UAQeFDcg4Kn3gwnSUICh+Sv2CkFCAofEjOQeETD6azBEHhQ/IXjJQCBIUPyTm/m/AJzx09+vqmE90mg6bh9LB3kVBKw4/YchmkIjOMLGxRhFJKo7z3a1PTIX3HWdOxQ3XNvY5AZFd1ivKea+1qJQAAKOtMt6b56Fa1TYDpLEFQ+JD8BSOlAEHhQ3LO7yR8IXfPflm92btKKI0u2E8qle0jc5GQs6ve0GvlEvyT1Rbt0duek6xFBEopmbvdpnyfdS1SSildnrY0JS7bGSRw46Oao90D/+Suf2Vq2AtQXMM+CJGtHh0D01mCoPAh+QtGSgGCwofknN9F+Mgs1ywrrrf8EpeyJWdHsaycve0Yuuld3hA14rPUM3ouIGQv8ihMo0HbJww0W2dWY78RXKwcdLFSO4F39/6pxx2K/1esr7HohD20lv3RcTCdJQgKH5K/YKQUICh8SM75PYRPCHB6BqpYF5/4yQynlcNe1hVJ7pZb8VuPyBqtfrJ1kbXw2Nk9UFLX6+IJpTTsNR/cVQ/fK9fwvcBGId7FVgHziS24/MbaYjpLEBQ+JH/BSClAUPiQnJNF+KK891bP8eOd3acN6lKVfnCKj1K65HNaWW0pgELTdXtq6uv2KkWVod/uW9rhMxfHTJWQ1CeX+Mkhiy9p7h3xWRvLGq0+8sYigo/TlwGUanu/Hf/2XH3tmdFdzuFLZsHZUQ61Zu/am2uL6SxBUPiQ/AUjpQBB4UNyTkbhI6/uddUauNlVGhtXBUbZ4QhRSikR/ENNMkbZ/t3cf4aOHBp8uvOpcvEespRRV97FVkFKLxolfmsjozF7l7dThPATFn0lAwCyI+afQruoUzrhR2x5eYtthmyjtpjOEgSFD8lfMFIKEBQ+JOdkEj4hwOkZhcbYzbIsy54zqGUAJV1j8RHM8FNLs4xRVVXrLU/D2W67JdsRPmHOZpDVmr1r2ypC+AlzyydnzmgVAKD40Dy1KM75VgO2P5XrOb9AtlNbTGcJgsKH5C8YKQUICh+SczIJH+9iq0DLBbKVWfWY60ug/LwrvDutignTZoVKGjYlz2360sq+yeh2iix7LE3VTdanAo0E7v9Fq2BAedK+EKW7hAiztrYPLoyHotusLaazBEHhQ/IXjJQCBIUPyTlZhW+jSy8d8uruqWplCZTU9U0s7+aZsXW1Wy2DIHM2vUzd4+a3USQasp8o2tCv6IL9pBL2GkZ+203VKCX8xFfHv0iaBfjm2mI6SxAUPiR/wUgpQFD4kJyTSfiWvWYNQEW7fS5hfOHpoQuD3jCllJKg89RH7CPPaHsFyJp3N6pLZrlmmTyxIGPzRidrIfuJoope9wrZRpH0bVlogNPuWvgEH9d23Dq9/qIigR+mAs+3ri2msxRB4UPyF4yUAgSFD8k5mYSPksCNFgUDioNd1++Mjztsfceaz8e2II6+cnbVd959RWLbHTOypiG/sIuB3U1bGSvabIH1ZbDzdqNqj+l+eHtFyNztNqWy0eJdpZTSaMh5ek/qxsjbRXg22rm/xnjpemLj5+sDXR/1joffUFtMZymCwofkLxgpBQgKH5JzMgofpVF+alCvKgIAkO8z9H8fEAilS77RL7SKvdreh/OEkvn75zUKgOJq4xX3/C7sKumwMs3JIU/SMouQ3VhUZRp7ve0iUd473FlXqTac7u5oaWg6m3b02bYgr929GibtWDf4oM+z9IbaYjpLEhQ+JH/BSClAUPiQnJNF+JAdgOksQVD4kPwFI6UAQeFDcg4Kn3gwnSUICh+Sv2CkFCAofEjOQeETD6azBEHhQ/IXjJQCBIUPyTkofOLBdJYgKHxI/oKRUoCg8CE5B4VPPJjOEgSFD8lfMFIKEBQ+JOeg8IkH01mCoPAh+QtGSgGCwofkHBQ+8WA6SxAUPiR/wUgpQFD4kJyDwiceTGcJgsKH5C8YKQUICh+Sc7IKX/JWww2nk7YyJkLgbk+zpunkWZPhYEPnsJePvvNab4dIwNHbXH/kZPdpg0bbOfyEj72A8CO2XJa2vbLMMLKwUZAIwcfcxVs/J7+srK1BKaazJEHhQ/IXjJQCBIUPyTlZhG/TYWLrh5WFf+ip2VNv9sQONbO3Vyrbbs/t4nC13ELC7t4a2UGzN0wpJQuj7cqKtpFZQtdCzq56Q681cXga909WW7RHb3tOKI2rHntExQDIWdfG6SHZW4NSiuksSVD4kPwFI6UAQeFDck5G4SOzXLOsuN7yS1zklpwdxbJy9lGYrs5yLTI4ZPFFYhcuOU8Vwz7Wtfg7VH0LiJ9rVkK9xRd/AQvOjnIoP+8Kv3IN3fQub/gp8VnqGT0XiNkbEV7+9nLVZ20oSRa+7K0RB9NZgqDwIfkLRkoBgsKH5JxMwicEOD0DVayLT/xkhtPKYS/rivi5JkVK71eA0wKzlx2PvON6bwkJcE1McjWFAKcDqGFdodQLV/zWI7JGqz+lh3KG08qTCm/RGvFimM4SBIUPyV8wUgoQFD4k52QSvsUxUyVAs3VmNfUnhyyeO6YSgAbrzLohRcZMJQD1Fh8JT1tbFIoW63SY7oAo773Vc/x4Z/dpg7pUpR+c4qOULvmcVlZbCqDQdN2emvq6vUpRZei3+5a2d08SGesqgZIG668k5SdJvXTxH/usjWWNVl/qiHSa8GVvjXg3J6azFEHhQ/IXjJQCBIUPyTmZhG+G08oBdImBTkop72KrAKpYzqwFAC0XWC8vuFh5bMZbeNraolS1Xd+J8JFX97pqDdzsKo2NrgKj7HCEKKWUCP6hJhmjbP9u7j9DRw4NPl3d/jzBWH+eXMvNZKhm8tP91kZGY/YupxZPE77srZHo88N0liAofEj+gpFSgKDwITnn7QnfLh4uBDg9o9AYu1mWZdlzBrUMoKRrLD5UGn5qaZYxqqpqveXpjnoNtyl8wpzNIKs1e9fSiqPw/RFA4UPyF4yUAgSFD8k5mYQvJjSbFafZ6rvPyjMJX/Ig7w7gXWxVyt3SWPWY60ug/LwrvLO7Cy5WnkH4kgd5KSXPbfrSyr7JTZvKpAlf9tZIDPJiOksQFD4kf8FIKUBQ+JCck0n4okHbJ1mWKTy36ZRvb9EG72Krkrr00iGv7p6qVpZASV3fxHLGK7IRtOnetGiDzNn0MnWPm99UOE34tmgNXLQhXVD4kPwFI6UAQeFDck4m4YttRCLfWM2Qti0Lc8TqX4ldKG5blmWvWQNQ0W5f38gvPD10YdAbppRSEnSe+oh95BltrwBZ885GdYmfa1YyG8tv17dlWTfLtZD9RFFFr3tls2umCd8WrREH01mCoPAh+QtGSgEiXvgiQfcwq6+VM2Xqw4c1VeVV2mOm7mMa/XDWQbRNEP4/D25f6TEeMd6c3UnlNxMJuuwPAq989i91ZTIAkNV1DNx0z8e/RYV59796dBXA1H50AAD2HOF+TZ9b9cdgZaKvtkRx5Lp/Fy+P8DMuO3f57GdD3rd1ukVG4cuw1bCizRZYpTTDxsuKlhsBQikNT19vUykOnHW+2P74KwncaFEwoDjYdf3O+LjD1nes+fyDEKGURl85u+o7774ilMzdblMysqYhv7CDG2/aeFnVYksedp63G1V7TPczWWS68G3VGpRSTGdJgsKH5C8YKQWIOOEji1PmDxVQqu29F4h/U0aC439tUjCQYaJ6Vgjvf2TWF6XOiNoxZHHKbGwbnOIJjX9lAjDp+59FfJbDyvbRl3OO8y3G/vGXkju+4a1AXjjPt7X2P3y145dHln33uD6DahtrJMjS4uL29CiL8KUeJqY5OeTJfLSapv2aJ360Wsjds59JW9LxZqL81KBeVQQAIN9n6P8+IBBKl3yjX2gVe7W9D+cJJfP3z2sUAMXVxivu+e2vDUk+Wu1Q+9Akn9weIbuxqMo09jq1CFn23Rv+h0kjA5A1mP7B3XIHE3+PZGsNSjGdJQkKH5K/YKQUIGKET5gbaVeCrLzrfijlez+6YD+p3OGays1T4HfIsp/7dD/7YKMmq5N9NUXAxDtg4hCftfEDyZ3ZIDUCnPaNwif4OL0xaZHBVmQVvl1BfIOH4vuqFBCYzhIEhQ/JXzBSChARwhc7IX5jrlUSqx5z44V3KHxk9elgY7HBNpf8yNgJXSkToda85tqafk9suzXCv3jB/zF7+CilNMq/mNvly3uj8JHFyf7DspRVpVvx9oSPCMEHl45/MRqQ1KEb7wJMZwmCwofkLxgpBciuhS82lR6SzhLdBOH9D2xmk6667NT122eqGUbRciOw8ptrsFPX+l8DA+f16oNd9mcxZYgJ3+HLwxZ9JQMA8h3N03o9ZqpimrhAagGyMNquZKDo2MhCbECQd/cc2G/xRoKPh3uNmrKidach/KS17Yj+5MdqRXlD961pPkqXp+1m9phGpThzbZQ9pEipUiTounJcd+zCwFcX9Pvru0YD25z4RUK+0fMaWWxEUph3D7Pa0vhea1s9jlIa5T3WNu1HJw11irLD3Td/5re4lTDnHu41alRM/OVF+elvLuiPtpq6jJoqdfs1Dx8l/NNRtlEWM2wSdA+zWkXSitNk4RM2v1/RV66BVrUcoFzbcY61unlKhOD44PGPWi98NXDhY3X9OXuqkL1N4Xsx/Sv/tuYW5hOYzhIEhQ/JXzBSCpBdC19s8SOUmMaydrYQfsb9L1N1EYBKb/5m1HKmtffer47PlbCvx71E6eqMtRmKTzmXCE1stcZUn7JNhwjv6q0rgco+zza/2ZecHcVMaY970+WLLnYfgLKZ8xNKafi+ae9Rq3+FUiJ4zXXrTkNmbC3l5eyjcHyQGpgytZZ1zHnNdQBM9Qmre241VqXYisuQo0Mpiz2OzFgboLzDubC9iiZeZ3wKWmwjj9hmHPEqZXhcfNnB+6xrkZLZkbZygKIy9VHWfiPLrSgVnpjrimMvj8zdbturt/qXKSUr7t4KiDdUapdq6hqCDeFbCzkzvl9p+8a9dHZUQrxFfrU2lBR3OJNPKHu7Q7qFCaazBEHhQ/IXjJQCZNfCF/vK33SQ1Lz75kBHnQwAY8ndJQAAIABJREFUSrXssHt+OnU1IhECjv7znIePxgUiIQ2p/rF5H9qtID5LfZbh4LVpy34GoKbfsxoNOT/fq7fFN+dI6sRa85pr14uH75v2MDLDyAJNG9lMqpLw3NH/5TXPIokL305GorMKX/bHxd069m8SHju7B/YaRn7b6lYbArfoYvfFXw6llMy5rlhuehfJdoUv2/uV9gZFAg7z+WuTPIkLX9qiChQ+8WA6SxAUPiR/wUgpQHYtfBGf5RAApPXlUEpTz4navP0EpULQ8435jPF0l6HmrQjfVvP/yHObfg9Alem+Z6R1X+tIYpA0XfhkieMQZjit/A3CRymlkXnPt+Yzn5m6Pq56R8JX3+cJJy7btvBFJvsqZRln421P+GKXbn6/Nr9BRJif+sbcZTSdNlQVofC9dTCdJQgKH5K/YKQUILufw7fi7q0AgAz7ym4lfGT+Qa/2gHHYy5OYo7wF4Yu6e0qzWlesSwxk+9T7Ss+OrW+KmzJN7dlo5/uMsm3oaWh11tZaobd4tzQwMjfee7TGODzNR2mA0+Zc+IgQ+LazukRp+OdTPjxrM1Y0DXqXybaEb9nFymGjhy+9Im8WvizvV9obJMyP92lrTgxPh0jsVih8bxtMZwmCwofkLxgpBciuhS829a0MoLzV5k/1si2E7/WYqWrds96W8NGgTccU1ZqfZN74L7Y/S+py3bROLBJ60Hv8/OW+L3rMt9zBSKZr1qu0Gh47uyfF0nItfJTSaOjBpeNfXOpje8033cHYGpFtDen+NmLYCzKd1Z84NkzwDV+yz5FtCl+29yu1euH7pj2JJSIofLkB01mCoPAh+QtGSgEiQvgoJfyERV/JMPvarT8G11eqxlYMMJ/YgtFNwvfbiGEvMJpe90ve5zAb3gNotk4/9z1bEiV8xGdtlBcZ7Vn2Zovtz5J6pGmyXS1P9NVpWNemXYozG1hkYeRTGZTU9bpC/LTT3KqCkgbrk4AvsK2TWInP2igH5THbbJj32S/qKhkoa7XNCFkfJ1BKlqcu1dV84UpbnbrFrTaaPfrKeUYFwFS19tkcj5z/6mv9U/8UTyklfmsjwyhbbbOrIZ/9ok5VBMWf2n6LpL7wbO/XS69ZA/BBnyfEex5O/HLTIAOm7i/u0Guf02xQyaDh6nTgP8+WM5wDm/IK+Mmh9no5AAAjr+u6OR1KWpV8rV2tBAAAZZ3p1nTmlbkp+zM3dA57Ny5L3hJZ2zn8JN834MF0liAofEj+gpFSgIgSPkrpxiYgTJn6sFZ7uK6qutFgMt90zwnr+30w+4yXh52+JUqj/NTfmxQMgFLdfuXh/Uv7GUZed27U/f2gcR8DjELLDrt9Tx1mY3UxQKmW/da3vJ0v6uiC/aQy6aT5NMjC6PHDg9PxDkCy7LtnZZsUAEy10ezwLb8aNSoY2KBIpR+cCv5s79WXxQ5nc3j97ivG6mIAla7339NBt7mpFICRq08MPrxzeX8JyA+s7y/zxqomTn0oUukH3aN/LqvWmS7b3DM/ZXucb1l4Zf9MkVQ/YCr1lgmeZLuV12ntjje7+a5veTng6G1SFQEwcnW7eWw2sX5mccryiYqJ3e3eaHddtc50efjHmafxxpFpTP+49YNvMsP7ZQ8sr05fb1EVJWoSO3AFQF7fPui8f/kQA8q6pN1qMgsfmbF9tL+p++/XuX8OmA4qAJiaL8ZDUUopCdz4qOZo98A/uetfmRr2AhTXJG+pvc6mE9iUbbfnCM106FlF28hsXisfprMEQeFD8heMlAJEtPBJBDI70nag3T63iy91wj/hzl6wjt4e5jiOu24195gMH+zPNkD8OxDlvcNn2aujI19zHMdxV809ZwzqZrN3W12KUiCT8JEV98XDPT8kBtljG+iUGe3zlPLu3j/1uBPdtbH9vYtO2ENpb0is4/aQxRcbgo9tDLmPdS1S4uealUk7RC44O8qh/LwrnMfKh+ksQVD4kPwFI6UA+aMIH6WEd/W2nNvxGQwk6Ox8v97yS7ILEN+VTyQjfOTV3U6VNqE1MSI+y+k8F7413nX734HV9WsEFysHpc42S+kr1/C9pD20eRdblZghkATxc02KlAXgAU4LzF52PBLgmpjk38RmH9awrjw+jw3TWYKg8CH5C0ZKAfLHET5KiRB8aD510RncyZlu0cm+SplMw/5vl58nlArzXue1s20XHDu6SS6JevoqQaFhba4ZnlAizP/kvM62/flOMH+6q7LN4Usi1j+nyWSxC86Ocqg1e9MEPDJmKgFosM6Q1J/UD3jud5VASYP118RvSGSsqwSK07Q+v8B0liAofEj+gpFSgPyRhG93RHnPPzs0qtgkPqZsv4Ed3lioKwXIomfolKasKDa/sKzOwHKPg9s8zE0abEP4Fl3s+4qWG4EME/UeseXlLbaZjEtqUpYDx5Yty02cVQepS6fjv9nidGDJg+ksQVD4kPwFI6UAQeFDcs4bhY8EbrSUt3L+zd17qwHbn8r1nH+z4KLwIb83KHxI/oKRUoCg8CE55w3CJ/htbUfZ8YVNTkeEWVvbBxdiS3c3lUrehjDpJw1W33j6ySuCi5WnDPLmH5jOEgSFD8lfMFIKEBQ+JOdsJXxkceqr02dHM2xqQ/iJr45/kX0VzqxNp8y8aCNo0+GiDST3oPAh+QtGSgGCwofknOzCt+znTn5k/TmxWJcIgcmJF6uUUir4uLbj1un1s1EigR+mXqR00K3Oci0y5ojVvxIrm7YtC9No9eO2LEguQeFD8heMlAIEhS+JlYm+2hLFket+kTuyEH7G9Z21x9hgvBXMelGUn/nRzv3N9Nk/vVFKKVmZ6q9lSo9wv2Z4OAmMff0gkFcLNZLJInyRwOiZmhrj5etcnOtfmT7qc4UJFZ6Ndu6vMV7a+M1A10e94+G0+27aeDmx7GPzxsuqDMs+8gpMZwmCwofkLxgpBQgKXxLkhfN8W2v/w02HrO0QYd5736wrgrQjZVNY9jm5vxhUsvWhRxJ0nG8x9o+/zPTwKD99s+v44FTmE8akTibhi/Luv9Qln28CAFBU0ze5Sl67ezXpv4EP+jxLm26ccrSapv2aJ/PRaofahybxaDXkrYPCh+QvGCkFCApfbti8pCADaQcNb000NN5z8PjtfOzn22oOH7I9MJ0lCAofkr9gpBQgKHxpRPkXc2+hN2h3wkf4Fy+yP5z4ueaafByaROETD6azBEHhQ/IXjJQCRITwkcUpywl95yWrtddQtVfL/cr7vucum3TVtccuf9VZpwRg5HXn7IEIJSHfveHLJl116Z8uD31eJ2cAlHVdo2/orEq//wylUd57q+f48c7u0wZ1qUqfGOLMcCWlNMp7vzY1HdJ3nDUZDmo+adWqPuICC77R8xpZTMWEefcwqy0FqGJdPBXm3MO9Ro2KkbMuYYsKZ6kDpZRGAo4v9U1tpu7P9B82vi9bF75I0HXluO7YhYGvLuj312+88HXhI0Lw8XCvUVNWJGddAo3yU1fa9J9ftl65aKhhNqxxdcbanI+LD1D4xIPpLEFQ+JD8BSOlANm98K1NW/YrYr1TZNVzqaHHtTjjHmE/ACiubre6g6Hg+F+bFAxT0+sOh2YmbrHqYmD2tVt/DIZfjPcfVUBxTc8P6dPwk9h0f7fw6l5XrYGbXaWUEp+lHhhlhyOU6cooJavT1uY9RyxPw5RSSl6MtJYC6LiAkNr3Ftuwo4p18ZRSKjwx1xWDnHUJfNYKZ6kDpULQ0VVdcW4sFKWUCP6hpnXhCzk6lLLSHneUUjJjbYDyDucCpTS1h48IXnNdbHPgtZ8t+9+PV2l1sq/hS3dCKQUXK4cq09jr7b/BUgCFTzyYzhIEhQ/JXzBSCpDdC1/U01cJpU39D4ICoWsz338/s5bmT3TJ0/dBYv+z1OHL1cm+miLYy7oiWTurNt1/+hmnZxQaYzfLsix7zqCWAZR0jUVIhpqQFyOtpTK9bS5+e97FVr1Z+FIqmbHCpuuDuox1oCuPeyqKK/sm426W/BThuaP/y2ueRRIXvvU9gVMfEeC0MeGLTvZVFima/joejFAamfn+0cz6wt0Ap83DM2FR+MSD6SxBUPiQ/AUjpQARM6T7wnHqfQaAUbVctD/lCd3kT7FD62N+kzZfbXHMVBk3sGyk3593sVWZZ8VtrknIbixKnh0nWvjiFf4/tNqyjHVY85prk093SJ/DF5n3fGs+85mp6+OqNwpfrLOQAWAqdRftvuSVuRvX5BMofOLBdJYgKHxI/oKRUoCIED5KqTDnHjpVJ2cASpvMEzxJ86eY9pQZ7fOb/Il3sVXw/7P3fj9NZfvD//oD9s2+7AUJSdOkFyaGNL2AkAm9wDjpN2DGkMYfaYrRpyUzPoXj16IGcB4pTmSTM5bnHGHO0MyxD86UOfbLfKzzER06Y+sJONKjJdDHqUfqKUqVIkjPhkNhl7W+F7s/dsvepaXgtHa9rhT2XnvtXfruq+vH+y067whnTHmX0v6D0e6a2HDaNkdO0kGbGoCydlc8k0f+wsd2+IThD5W8fWDclJg79sa9Cpyf6D1ZaxieoaMoaFNvL3wIoUjI8z27DlKi+WtymWDQpgYEOztcRGDhyx8cnQsQLHyY4gWHlBIkjyldz41r7jBCCNLeoeaPAHlmZDGS6k/RxZEzJKm3zzNb/OnNiH4/Z8qVhy3tnzT+rzoAqlodiZNWZ4auDvpWeXoSfGAsB5z9DfkLH9vhofsDDbx9gEGbhgDJO0peBa6OX96XuEQ2whf1fH3NHUEIwWXf0Bk52K8fecNebNNnPgCkWvuc4FMrSLDw5Q+OzgUIFj5M8YJDSgmyc+Fj3D211CN2T0RkvKt83+Xx1Y2gTQuAvNURgggh5rlVI6/rm1xDKCY3ZRccy/E9DSJV3zSNEO2zdug6hn1rW8fM0tsfe/ZDk4QAkqNdN3+ZmHDa+8429jwMQ96evHNTBwGQNFD3/PTqgveWUVkeEz7otx4RA+lZ+9wq7Xdc01YTQNZsn2USneQK35YOw+At3j4gOO9orQLExx2jLxkUpX+7riYBUFIjky8Cd86QoLyu1x2mZ1zmZjkoV1mfBv3BNSHhY9xUbVxVI+PG8sQuDbjiuliWLCZWNGDhyx8cnQsQLHyY4gWHlBIkH+GjxESVuvMvVuufWzWtlullGBswK6+pO6ZtM7ZpNc39f09JQUJW1x1vartyQXvkTP/YHIMQ2nxmOVQOCN3WxXx87Ufp6UGdXAQAAOKD+njjfEciSE8NtdaLAQBElYYaHDhbGV8ymGhEJNcNeka/kCm0xgG7Z9bnsnarJQQgDhrM9/1rAf4OC/QBca8IpHUXL5wqlzcYTFbXDP3vSbOmAgBCrDw/+OsvA4fKgfhw162fR9nLkSrjt3fGxh1WSiMBgFAYzKOWNrFIrr40YL3R16pttkzGU/PRHlNdvHpYMYGFL39wdC5AsPBhihccUkqQ/NbwpZO+ho+DUFUJyCz8c3J2rwtfcaZ0syWnMhjvA7g42lr1qXUmQyqbAgULX/7g6FyAYOHDFC84pJQgv7vwvR+KX/iYl6MXP/vc+brYRvcQwsK3G+DoXIBg4cMULziklCBY+IQoJOGDr11/vDI4vVyMtoew8O0GODoXIFj4MMULDiklyC4KH7Pg+ZtRtR+AMoXhK5vLv5b4DQx5howqdnncwLDLvyLcyB6w5ndaOlUSAoAKNXXPv2V3CA+/b4c/OLDw5Q+OzgUIFj5M8YJDSgmyuyN8GAwPWPjyB0fnAgQLH6Z4wSGlBMHCh9lzsPDlD47OBQgWPkzxgkNKCYKFD7PnYOHLHxydCxAsfJjiBYeUEgQLH2bPwcKXPzg6FyBY+DDFCw4pJQgWPsyeg4Uvf3B0LkCw8GGKFxxSShAsfJg9Bwtf/uDoXIBg4cMULziklCBY+DB7Dha+/MHRuQDBwocpXnBIKUGw8GH2HCx8+YOjcwGChQ9TvOCQUoJg4cPsOVj48gdH5wIECx+meMEhpQTBwofZc7Dw5Q+OzgUIFj5M8YJDSgmChQ+z52Dhyx8cnQsQLHyY4gWHlBIECx9mz/ndhI955TTp6jXnu436BtWlYd8yRAitPqIqSZAKqR9ZzHAKQghFae/35zRNbd2X9A3HWgcnQkwWRZl5EG5H8NII4ehckGDhwxQvOKSUIFj4MHvO7yR8YY/pEFlv9m1AhKKLjjaptHVkPhJ2ddXre622OH+j1KJ9OvsrKHgKgxBkAjad5HCfdwUhBMNjXZVyjcW7lnOXMrQjdOkYODoXIFj4MMULDiklCBY+zJ7zuwgfnLM1kmX1ln/GxslWXO1lZCV1xzl027eWHDuDfks9obMFGeFTHq2iZTd1EFT3eaPsL2iPSQlIvZ0jZNkh2I7wpWPg6FyAYOHDFC84pJQgWPgwe87vIXxM0KYjQA3lpuM/mbWpxWA/5Y5wZ0rXA9YT5BFrAGY85T9PzQdEQG0Lxn4eXRw5Q4L9+pE3uXVqU6idl9v2FkfnAgQLH6Z4wSGlBMHCh9lzBIQvSvt+NJ0719F9Sa+skOsGp+koQit+l5VSVwAgaei6Mz39Q2uNpEbf7/Cv5HjN5XFjNQCN1tmN1J8cs/gjyaOg33pEdsTqh5lP8T2gxACorLOJ5XZuSgyICpMnmlOnGLdAOz8/2K63ODoXIFj4MMULDiklCBY+zJ7DK3xw6UHXAb1tbgOx86qAkLY7wwghBJnAkIYkpK0/zf9r6MSxwecbO9geMWtTiwHQsnO1CCGEaDdVA1JG0RAMWI8QDWbf2janPHpsqS8DZRddK7GesOYmpty5zenCfwq0Y7Vu11scnQsQLHyY4gWHlBIECx9mz+ETPiZo0xGSBkM3RVEUdUWvJAEo7xqPzWCuPrc0koS8RqGzPF8VajYj2QgfM2/XkwfMvs1tT1maszWRQKqxPmcQQjD8fLBJBDhL7rJlQ6Cdezex8BUhWPgwxQsOKSUIFj7MnsMnfLSbquGsZtvChtdcXw4qe9yrO8t+wgrTVoXiTJvCV3ZdRXXfVDSbU5hXTtNJOSGSKY+oVKdOH68EQGny0ChX+Nt5vW1vcXQuQLDwYYoXHFJKECx8mD1HUPiSQ3rpwKX7FxXSclBe1zeZe/YThFA0ZD+deRsEnLfrSK60bX9KjA2vub6ciKVQyYNkO8y2l8bRuQDBwocpXnBIKUGw8GH2HD7hW/OZGwCoanXMx6VpdWbo6qBvFSGEYMh18VPqkXe0tQqQjTub1YVztkZSHN+QsTXRyWbYcV5U1etZh1mfEut5wKaXEPXUxGJ+upfSzraXxtG5AMHChylecEgpQfIXvkjIM0zpDogJmfL48Yaayhr1WWP32QbdsOBs3VaYec/IDVOrukaW6zJ4Ptb8zsErGhkJgEimPKpWH2+okQCxQt3aO+zhZE5bn+w7UC45cTOwmakxGLrTLClXUA9zn71LaYYJ/ePHscdPbl+nNJUAAP7JytUx4z4CAFKmuTLo9O9oZCt/ovTs41GryaBqvx2KIgTXp/sPEBUnbC8yPqdM8AkfgsFbTRICSI523fxlYsJp7zvb2PMwDBFC0SVXV33H/SWI4PydFilBaoYCOylrsSWVsaTFHkxsg11wGOT7jGOrOZyCEIoERzsV5Mcdoy/z+zvd2s42l8bRuQDBwocpXnBIKUHyEz64PG0+JQEV6t4HwdhHciQ08ReNhADJtfBZwISXXj/qVZblvu9RiLQ175AJPba2HiSAtK5rNNZV+NrV09Lc/+tSZpdYe2pt1V+0P9/IeFRGovT09U9bvv2NjqL4xkwAEtUdkoctjpwVAZC2k/S9E1nwucza/YklZTDk7Gky9E+83fGAFq/wIRSlpwd1chEAAIgP6vv/HmQgQiv+0S/Vkv3q3l8XIIILYz0NEgDKFIYbnoXc/zK4xcoa2oa8nGJlYYdBVGMcf5f1KZEF7z2z4XCNqiut6FmOCLeTobc4OhckWPgwxQsOKSVIPsLHzI+0SgFZ2TUWTvngii462qQ5q9usTS3eM+Fj+zs70loDQEWj9Vke9pYrkAnYmg5dnQjH9gbEhQ8QhywzXCeGAVtjtUxW9nsLH+LbvpAXAsJXRGzS3ntD9p/ds3R+07g7bwdH5wIECx+meMEhpQTJQ/jYIvTECWtgPf3UDa/5yNWCE77YSikApJ+7wqxqRenX89t/9kL65Yu3O+zXhs9ypJo7mMe4KfHR1vZD5QAcpNzLiWtsePsPHOn77gpPt987W4QP0q9f79x1il/4fn9wdC5AsPBhihccUkqQHQsfXHFdLAMA1Fv8GUUA0lND7SfVzZe629SVlSdNzlcMitKBX+1mo1ah7Lz5tw5FGZC02IPP48IHmYXHZm2FRNVpufMoQEcR88Y92KFt/uP16z065dEuRzbLp/iFD8EXVlU5AAdNEzOe4V5Dg5wQU25mxe+4Tp1VySQdN0e/VEkIAKR1l++HIIILE4NGrUJMxBKI5NwTuDp+eV+8VCsL46bEausTu54EhLR1NL7yf9lNqXT2pxOp3eZ7euwixT91aA/IOofHB88rxQQgqnXfTc37blOaKgIAQq7/zkcjhBBc9g59rla3GLvPqytrNKb7QQYiSAce2s1GrUJ28eadTgVBSJpuBSFkgvdNupPNxsttuhOqj2Np4ZjQk+FeQ4NMFFNxGJ4ZMek0Lcbusw3yQ61DUzRECEEmNDF47tPmq99cv/qZsv6KIxjhPgUsfPmDo3MBgoUPU7zgkFKC7Fj42F2WoNw4HkHCbDyzNtYcsfg2EEIoMmc/KwU15xwv/z37xG5UAkBIdQO/jF7vaO4bX/LHhS8SHP2i8eK9+KLAzbDrcyk4aPKsILQxa23kFioQRkD4Yj8Xq22ziHlqrouvGmT/TRxstT4ObSx5ehuIRJa1yLixHAC1LbiTniy62itBagUuxk2J1bYguz+DbIqVmlgcbf3oi/HVcEq3+Z9eECJ2FycA8j8MeuYZ+NbV8REg9tUZfwoyEIbHuipJUj+yiFZnrE37jrCVKiAzZ2+WiuTnfgpt0rOe/zIqRADIdea7o5bO5t6xxflfLirqusYXIUKIeW7VSOMjfJDxmetiVSWY+ZHW/bEtFLTHpASxp/HW1V4du034wqoqL2t3cUuhYeHLHxydCxAsfJjiBYeUEmTHwseaU/ocLFzw3L7eXkcCACrU1M37Q+ek3OqlG1N9tSJwwOzbZII2LdiaeEzccfPOl+e+meRMH0Im6OzvsXnpaEyzslpbloXwpUwip0woM25KHDsmvuZObQvuoCdsKa3U9MIx4UMr3r5PABDV9k1toI0522cfmZ6sp3Sb9Uvep8ftFUIo7WHO2tRiUGHyLDnbpeWcahDsFdlKYmkT6LTHpATVfd4o9ynF7y5oU7Mv9OojqlKmH3kTu7mFiRvmOz46ilAk6DT3fD9Fw/gYauotY+HLHxydCxAsfJjiBYeUEmTHwhfxW44BANLGchBCnBJVyx7TwVQrWnS1VwLitD0U4Rc+AACQqMzT6RlJmJD3rrnTcKlLX5uf8L0Z0e+Pj0vlKny59yTt3MTP1LZgYkHhvsvjtM/ySZM1sJ7a7RXhpxfdXvjE1EO3qSJxFwjFZ+GlWvtcuvBtPjUfEHH6yS98EW9fteD6QsgsTN81dxmMl/Q1Iix8uw6OzgUIFj5M8YJDSgmy8zV8657eKgBAaupahBBH+MLevnoA6vu8iWRntJuqAaLzjvA6v/CVf9bdVU+kZrWFCw971YcNwz4asmaTh/CFne1SIp4DL2fhy7knUY+pghASPgTnHa1VAEiP6U9+1DyyCNO6vSr89DazEj5PXzUgOaXD2JNkBsdCuvCxrSWXY/IL35qbEoP9iRE+7j0tTPSpa88Pz4Qh2zIWvt0GR+cCBAsfpnjBIaUE2bHwIQRn7U0yACqb7YFU60kI38bq+OV9gFM/AC04DDKy0TYHhaZ0KTc9bVZJgLzDEWJbfTdurImrSZ7CR/9mVpNAprP5Ge4VsxW+HfRkzq6VpqUkTAofgqvunkoAAEgkhON2Gwo/vSymdMWUOzxm3EcQR6yB2PmbYcd5UWzVYKrwwYBNIwGk3h7LSy0wpbs4oicBJw0yZAI/fnV3Dq6OGfcR8caw8O0JODoXIFj4MMULDiklSB7ChxCkJy26aoLd65CohRDbAHHaHoqijWfWxgqg+NJNRxFCcP5Oy74jfdP0FkdBHAWBGzPWRgkp0dkCDIxNwhINvZ63tN9p1n8EQKN15pX/5ZaZ5BTShQ/Szx3XmuREbPtt6hVRdsK3g56sB6wnCHZMLv7MVlwXyxJjaZvPLIfKQW2/N1aVdXncWJ26aYP36WUnfMzqjLVJAuoo9xJECMG5kRZFvDRt2hq+6KKjTQrKFB33ggyE9JRZLQXgE2rEM0tHk8IHQ64OBQBlNfprdte4y36tWWeeXoNocURPAqLuz57wO7/LrJeTQPXdTPBfL9d46sCm/v1MDZ07pW27bNQfbWi94Q4l9v9AJnjf1Nigabts1B9VdQz76CgqRCJBZ29j/Ym27kv6BnXH8NPY2lM2Y1EqpH5kMXkiZEJPbNd+fMa9LW7iZdWltLTMODoXIFj4MMULDiklSF7ChxBCzHwsvwkhUx5Xq4/X1SiO6I3m2/EiZpB+Omw8XlN32th9Qau5YB6fYxCz4Bmm1BUAlCkMX9lc/rU1v2voS62MBKTK+O3IE+/9ngYJACK55guL81lo+q8aCQGAVNl649exrw4RhLguPfFHCsnSaoS45nCstBohbzBwSqut+V3WbrWEAMRBg/nWnVu9WhkJyEPt153PA+5Bw0ECEFLtn+/7VzhqFaVz7Qm7/VZ6gHKHEUIIhjzDf2lv2A8Ihe6qzbPAIMTM2w3H2DG8ZLeTpdX4nh5Ca36XpV1JACDX992e8D75sU//EQBlCoPZ+dzvGb4ae5LfPfD/551vuEtV84neeLlNe6rVPBZkIIIhzzAVu/eBYZeJjnXdAAAgAElEQVR/BSE2gcsFpZgAgBDXGdpPVcoaDCarc9rzi5XSSAAgFAaz07/GvHKaTsoJAIBUafjrOHvvsYIrAIjrWwddYwPHUiqaCAkf47fpqmr7pthdyuNdByWaQR/riKv/MNXuqzd7NxA78V0tbbkzv+3O7PcNXPX01pJHzb5VFHuhq1pG5iDaDLu66vW9Vlucv1FqUaKwCmRCT2zUCTmRtuNpS2k1aesIpxAgjs4FCBY+TPGCQ0oJkrfwffAwbkoMRAZHeKfnz4+cq07m2ytF+ISPnc5OrFBkl4SyVrQxZ2sik9uT2b0m3CTVhQEM2BqlnIWPi672SlDZ415dcg/d9q1x9pn7LfXJXIyQefvm7YbfqirnCh+cszWSZckt1Suu9jKyknqUWL+Jo3MBgoUPU7zgkFKCYOETIrLgm/QtRBDjpsTchXS5A995es9eHM0mX/SHCZ/wsXkcOYsg2QWC+pFFdkEhd/QraFMDYj81kWko9b0DgzYNwe0mO7FeGxvNTbIesJ4gkyspWdKm1JmgTUdsXeGwn3JHeEZJS+ltWNBg4cMULziklCBY+ASIekwVBKE03rzZpWr863Sea8iYNxPmL/7oel2aw3x8wscusmy0zsbLGrNT5xUmz8q4sRwAlXU28bDY3Nf1Fj9cnbE2SSRN1pnV9GtkIkr7fjSdO9fRfUmvrJDrBqfpKEIrfpeVUlcAIGnoujM9/UNrjaRG3+/wZ14bmgBGxrvKQbnK+gKm/IQzShf7sd96RLblC0Oa8LFrNzlPI/aTZBZGHJ0LECx8mOIFh5QSBAufEFE68Ghk2DZ8dzK5HwWzI/iEj83jWNnuiu9kYIVPTLlnbWqQmrww8StmdcbaJJW33MxF+ODSg64D+lhFE7+lHhDSdie7ppIJDGlIQtr60/y/hk4cY0uSZAk7nsdNc8jpJvfqAesRgk12zSVN+BIb2xOnpu86wtG5AMHChylecEgpQbDwYfYcPuGL5Z2OJ3mJ0s+/1YoAqLf45zII3w4uzgRtOkLSYOimKIqiruiVJADlXeOxqdLV55ZGkpDXKHSW5zmNGmYpfMy8XU+m5uVBCGHh+zDAwocpXnBIKUGw8GH2HF7hY3OaaOQiQqY8rjqqPX1UBsgq05P1reVJ2J9wJ3lzgHZTNWl5AVPY8Jrry+O5uHMgJXdP8ifcSV6E4Cu7roKb+zpOemm7lMSHyZ8kJ3lxdC5A+IQPrvmdg9QJGQCATVzQUCMGIllDW2yL/Q5Yn+w7UC45cTOQ8rUhSs8+HrWaDKr226HCTFqUHfx3l9UxkA64R60mwwnD7bk97uUOgXTA7bANGC8P+dYQWpnuO0xIPrMFhFYjw/Xp/gNExQnbiwwPY7fAIaUEwcKH2XMEhI/Lqs98lCDYFCdzdq109zZt0G6qhjOklw5cun9RIS0H5fEMhVkTsmu327QB5+06UmnybC1Gl54HMWQ/jTdtFB2CI3ypg72QnjRrKgCh7Bpb2Ml3Fvja1dPS3P/rUsrJkQWfy6zdn10i+gIDrr5bXo//m/fu0o7nPQYyC74xs06U+r2rkFjxu2x9+o/iQ/VMyNXb1DwwsSQo6DDk7Gky9E+8fQ+riHBIKUGw8GH2nO2EDzIBm05SXks9DEOE2LQsxAlrgP1IyDMtC7sduKrVkUjktzozdHXQt4oQQjDkuvgp9cg72loFyMbcZnVhwNYo5RQySaRlScTqzbDjvIin9iDaInzsBDdnMzhOy1IMZCl88b/hfLI78bJ1YLgoWAvYDLpdUrStA+0FxtYSA4UCDiklyC4LH6T/9fDOjd97jH37gXEYfPjDjmdYMDmSUfggE7zXoZCyRT5iP9uSeFnSdCsIEUKrMzdb5JLDl3PZ7wyDt5okBJAc7br5y8SE0953trGHNcvokqurvuP+EkRw/k6LlOBUjcuq4S2Jl+VNdu6084LDIN9nHOOzyHTh40m8LGmxBxObdnF0LkSyF77IeFc5AITWHtrhpaL063k6/W+zGIUvSk99rSLTFI337racyHdM0QkfpOdfZ875AOnXr7d7GLsBDiklyK4LX+DR7zPGHl15F06Eve0HxmF4xk6d+2byfbyxSh4B4YPMwvRdc2tdzXFjoihZ4lec0moNrd97YyEy7DEdItK2dGxPlJ4e1MlFAAAgPqjv/3uQgQit+Ee/VEv2q3t/XYAILoz1NEgAKFMYbngWsv/45JZWO9Y6NJVyF2GHQZSokpy8tTX/g+FvjQ0kAKTK+K3tR0+81B+3tFpD25AXl1YrdLIVPrg43nUAAGmjjR0O5s0ThFDQppGr27qTm4uIQ5aZSLyUUaw1yATvm3Qnm42X23QnVB+ze30itP8e1SBh5Q8ueIYpjSR5fYHL5QoM+x8MDxi1ioo/DAx9XicmQLKgjtAlovT0jRbd5wPWG9f0tYTaFlxyX29WkoCUqS9Q1N88S8HUu0OQ/ufIVb2m+VK3QSVXXhjyLkMm7Qmw7xS9pvlSd9tnp1S1ZLIM5hv3YIe2+Y/Xr/folEe7HDtOfQqZ0MTguU+br35z/epnynq2nBJc8/9sps40yGo7b/5AqfYDQIjrKFes5nsk5L5xTnv26vVvruoO1SfrDCWE723I80OvQSUjaig3zfdaX//t9ZPhXkODTCSm3Az9r4d2s1F7QNY5dKfjYwLImuyzkOcGM/cq00uPQ0oJsvtTur/HVy7IBGw63XAuEoAQXJygms6NzBbRt+MihV/4aO/IkN3hDuTq3NA/eCyWV6WEwNG5ANlG+MpOm+/dtln/0qmuIsB+FfULKwFCeYKgf+hz1gjh3EhLJSBU8cLZT811Zay+wdAvFxV1XeOLECHEPLdqpPERvtTRvkT960xpiXIE0rOTP1LKMsAWT199PdF/UgLKak3/WBW6xOYzy6GP45XBp/pUf/JEt3xAcO4OwbmRloMa63MGIbT+xFRFggqTJ5p2zGvnxbqqrrEwRAitBazauPBthl2fS8FBk2cFoY1ZayMou+ha2dkX+reu9urYpeELq6q8rN21ghBCqz7zEQDKFK1WT2iV9vy5jiCrTE/WEUJhZ7uUjJ0xa1UlE05xR/jY02soNy3wWkPGZ65jXzh61mM3KgAA0k/Nv9y1dJzrHZ8XuEHBXmV+6XFIKUE+BOGDtKdfJUkf9cliYBzO2Rr3pUycYfaC7dbwZQ9kQg+/OvflaMb6xR8kODoXINsIH6nUf66tIQAgm9gPXfZ3GfMEodiEPitSsZ8kFgDQHpMSVPd5Y8M0XMkTEr5tL5cTqUsRNqb6akVgv/HmoJb/EtGpvmqRRPOXiVAEocjs3x/Nbm79gEi0CVfdPZXkmZFF9vaYBfdN82127D95zLqntypZkpHbGmSCzv4em5eOxnxo55PdkaDT3PP9FA1jwhf/cEmdn+XmE2BeOfv/9L13GcaEL3GD3FO2rufb8lpzTD3l3wgJ36BQr7Z56XFIKUHyEj6e4ff4O/D4wLBFV00AAMSJFVd84+SQDjy0m41ahezizTudCoKQNN0KrvONzK/NOMzU2Qa5pPP7UeqYJNEyfOu+flZJAiBTt1Mmq2eJCXEGxvkH5xM38MKqknCXxmP2gt0UvtczL/KselKc4OhcgGQxpUv/ZlaTgJSf+yk+c79NniC4dL9DThK1X06EE3/ncd1Zf2o+IOKcm43wbZeWKDd4K8T8P2q1TOASTMjZpSAAIKq11xx+Oop4RgQSba56++oF0m0mjkkvybhlvDDkvWvuNFzq0tfmt7qRXXDSZTBe0teIthc+hBCKLHjvmTsvGLs+q8lO+Hhe60zCJ3SDQr3a5qXHIaUEyUP4BIbf2b83QnHRPhOGtLu3rjz+lZRvnBzSs57/MipEAMh15rujls7m3gcvnLwD17HhbkJx3uqZ32BbZrdApr/xOAPjgoPzLLSbqgH7Lo/nmIMNkxO7J3ylC47OBUhWa/g2nlkbKwCQ6Wx+BqFt8gTBxQmqngCKDleI8+u47qy5KTFbY5D9edbCt/MhvTT48keKThj+UCl8iUjI831HnRQAQqL56zQdFRY+2k3VgOQIH+912dtMlhzktgYXHvaqDxuGfTRkHWjHwscsTPSpa88Pz4Qhe+lthQ/OT/SerDUMz9BRFLSpsxE+3tc6o/AJ3GBG4RN+6XFIKUF2LHyCw++p72duGBIaJ08LIsIj8ylvAE7LW1P1Jo8UuigL+1ZJhg/MXoCFL39wdC5AshI+BJk5e7OUAKTa/BudMU8QXJv+qo4g5R332YRzmy8nH4cYToQM2DQSQOrt82yszEb4MqYlypm0WP1mRL+f1A3dHxC4RNTz9TV3BCEEl31DZ+Rgv37kjbDwRRdHzpBAGhtEQAihtcCw5e489wkwQZuOAPt09lcw+aTZ1t6NG2vifctP+FbHjPsSW0SyET64On55X+LnWQmfwGudSfiEblCoV9u89DiklCA7Fj7B4Xdh4UMC4+RbU1QIjMzvRPiELhq7TMEmSfqQwMKXPzg6FyDZCR9CiAk5OuQAsJN3gnmC2KIv0taRmM9F/JbLFn8kRYkcbVJQxuYwgvSUWS0F4BNqxDNL/ydgPUGAymZ7YIN+7rjWJCdAWfPtNwwUTku0A2ZtajEou+BYjsZKUYtUfdO04CUYN1Ubz0wZGTeW1xjH3236zAeAqLZvap3+7cHkW8iJ/+wUJyBq9X3/5XrktPcZdP1sOnTOMYujrVKCUHSOBiMIhn8znyBBmZL6cXL22R39fkA09Hre0n6nWf8RAI3WmVf+lyuZb4mHxRE9CYi6P3vC7/wus15OAtV3M8F/vVzbEFArVlXL63rdYXrGZW6Wg3KV9WnQH1wTEj6h1zqT8L0Z4b/BZaFxx8wvPQ4pJciOhU9w+F1Y+ITGybckoRUamd+J8AldNNbZoE0LYtPHmL0CC1/+4OhcgPAJH6e0GqjUUDec/hWEEvN3hERlHPK8DvPkCYoErCdJAEil/gpFUVS38axKRmhtMz6XtVstIQBx0GC+7//PknfoglJMAECI6wztpyplDQaT9YGfjkJ6kl02TchPWzx3u2UHtMavhz0hyJ+WaGfM2tRiQFbXHW9qu3JBe+RM/9hcLPML7yUYNyUWydWXBqw3+lq1zZZJGiK08c+bTdUEEMl1g9OhZyl3t7bJBO+bNFUEAEBcbzCPBRmI1vypxzC09/tWpRQAAMSHL7ZrymUqg2nI5V/69/RfNRICAKmy9cavY18dIghxXeqi7SyBy9PmUxIAgLi+ddA1NnCMANK6rp+e+0Z7tVUAiOvarzuf+z2DrQoCAKm2977/P2wxFUCIlecHf/1l4FA5EB/ucjz1uayUugIASYOx97LxyhV1BQBlCsP//svZj7e81qeuO3+2UhoJAITC8LX1u/8T//eA7YF/DSIUpXlu8ItbTrtQr9YyvvQ4pJQgOxY+weF3QeETHCdPEz7hkfkdCJ/gRWN99pkbAHHaXtTFKAueAhC+SPBXz8v3UJ9yz8DRuQARHOH7YOGbjcEUJziklCA7Fj7B4XdB4RMcJw9sXRfCPzIvJHybT80HRKC237v+zvtgeglyhE/wouwXnUVXeyWnOhZmTxASPkg/HTaeUunauo1/UNXpTM5XnAQEycTLqo5hH//O3Cjt/f6cpimW93hwIsQdulh9RFWSIAZZ7HuxcXQuQLDwYYoXHFJKkJ0LX+xTOXX4HS78Y9BwkACERE0Ne/zPnWaDogyACjV1z/+fJZ5x8s7rt4biw/UDwy7/isDA9RXHc6+jVycDgKxrv+70BTw3DIoyAOTa3p/9ayszN1vkBCDkpy3TS//xP0gMjJud7kc8g/PxNOjrT0xVlanlsDC7D7/wwbmRluq4h0FmZlAVL1O2tbSatOXOfPqLxFbgPdznXUEIwfBYV6VcY/GuxX67MWdrrm8322LccRd56j4cnQsQLHyY4gWHlBIkH+ErdqKLjvaqRuvMBva9vYVf+EJ2LVGusr6IFxZzU2J2YHhjztZEJrdOs4XnD1Lu5dRWl93UQW4SWo9JmdzAuOE1Hzre63n3wby0ODoXIKUlfDDkGTKqUr6cY4oYHFJKkJIVPsgE711s7HaG8HfVPYdf+FbHjPsIou7PHjqKENzwmevZET4YsGkkKaMIQZsaEPupiZQxus20JLTsotL9+pE38fz1AABAyI60sUu/ixwcnQuQ0hI+zIcFDiklSIkKHww5/3jxux0WEcfkiMAavrWATS8BhET9p/sTP3bVH+4YfckgNn0DACprcqKd/Uky3yxCKJ59gHMY46bEgKgweaIoSvvuD1sHqLMqGQEAICTFP46Lo3MBgoUPU7zgkFKClKjwYd4nAsKHEFyetpyWEwAAqdo8Fat8HLSpQeqe6/SsZuy5/7TUl3Hro/MfRT+1tR4kgLTRVtw7c3B0LkCw8GGKFxxSShAsfJg9J5Pwmc/oOtvVEgKACo15koZZC19sqV88MRAMPx9sEoGyess/08Vu9RFVSZL6kcU9ur33Ao7OBQgWPkzxgkNKCYKFD7PnCAgf7bNo92mGAgxkgg961RWxKkBbsypumb2N//yV03RSTohkyiMq1anTxysBUJo8W4umLI8bq3evfvzvA47OBUjOwrc+2XegXHLiZmATbjy/ceLEX6fpKEJRevp6U8twYM9XmkImNDkyeLVVrZDxbLSF69P9B4iKE7YXxZywcsdE6dnHo1aTQdV+uzTSsuKQUoJg4cPsOfzCF3YYRMldumzFJFI/sojm7Frp9ps20tjwmuvLiXqzj2et3vK48aNtTi94cHQuQHIWPvja1dPS3P/rEkQIrQVszfK6zu++bVdI9bbA2rZnb2lt9d3yek4nMMuLrz1/Vm4dLmd/HXL2NBn6J94W9eKHONGVd+FcduRFFnwus3b/zivwFhs4pJQgWPgwew6/8KWlZUGzNrWY1I8ssnO1xAlrgP0wE0rLwmUtYNNLiHpqYpEt27nwbGYhMV6y+oiqOm7eYbX4QgFH5wIk3yldxm/TyQCobLYHcleMtYDNoIvlt8+F9AqtHySQCdh0uuEcB/XTKr9/4OCQUoJg4cPsOfzCB+dGWirJI4PPNyBCCIadHfuqWkbmIOJJvCxpuhUUHHaIBEc7FeTHsU2+iFVJQMibrt0Zc4//94Ch+bLjZbGHcBydC5AdCV+Ufj0f25+EILPwzD05S+c8pBalp75WkYmCRrmQWfgg/fp17t0pMCDt6VdJcl/FgYUP84GDhQ+z5wis4UOQfjrccVimPG3sbtOpThmHnyY/CDml1Rpav/fyJ9CJLHjvmQ2Ha1Rdw77l5KcUDPtd3/dRFEX9sc/6s3ehqOdyY+DoXIDwCd+Kf/RLtYQApKrrp5k1hODCr73q/VKt+UnwlWe419Agj9X2hsvTlvO6jq+s1l59zX61bRahKO370XTuXEf3Jb2yQq4bjOWN2nIkXHJfb1aSgJSpL1DU3zxB/0O72ag9IOscutPxMQGk9cb/faVBwroLXPAMUxpJQvKSwhdZmLquFe1XGa/fefhiaf7JcK+hQSYSU25mze8c/FOH9oCsc3h88LxSTACiWvfd1LzvNqWpIgAg5PrvfFsXy+4e2XaA74nBt+7rZ5UkADJ1O2Wyet6xz9A79Lla3WLsPq+urNGY7sdzc0ImeN+kO9lsvNymO6H6WBwXPsiEJgbPfdp89ZvrVz9T1l9xBCMIwTW/c/DaRa1C2XlrdLC1Xsz25LdXPjulkYsAEMl13/nWIEKRkPvGOe3Zq9e/uao7VJ+o7bRHBG0aubqtm6Io6opeSQJAHLLMbKLM3cAhpQTBwofZc4SELz82ae+9IfvP7h2MjxQhODoXIAIjfCvevk8A+IQt+ofQgsNwMvZv5qm5roy1rc0ZyyEJq2Bww/uVyuRhlh50HdDb5jYQQtBvqQeEtN0ZRjxHRlNLlkN61mM3KgAA0k/Nv9y1dJzrHfdPcAeruKN6iX8zL0cvfnYxMS6OIOMz1yUOW3G1lwEg/8OgZ56Bb10dHwFiX53xpyADYXis6z1se8+mAwJPDKVv/FqdsTbti00mQGbO3iwVyc/9FIIIhn65qKjrGl+ECCHmuVUjjT+0t672alBh8kQRgi+sqvKydtcKQvEVJqS8+YYnFIFhZ8c+gpAcNo6+ZFA0PH6lks39Hna2S8nY2bNWFahsd+3h04L+oc/ZtFNwbqSlEhCqvmkaIZS5GziklCBY+DB7zt4IX2mBo3MBIjSlC+dsjSTJ1omG8/amY9Z4EshkLdqot68aVGj6H4YYiDZn//73mZc2HSFpMHRTyYGa8q7xCNxy5OxmqvAhtHWiNnV2cqvwdQ7duXzpm+nllC9L3MNSnIkJ2rQA1FBuOnkXrEfsHdt3oPvWEP8TSxe+sLNdWs5J2MQaeYPZt+AxKbnlGTkPLRJ0mnu+n6JhTPgSraU++dTiwkGbms39zrxy9v/pe+8yjJnWjibfc4atMFRWa/pHbMFyxm7gkFKCYOHD7DlY+PIHR+cCRHANH5x3tFYB6eeucGTOdvZT+yvuzqSYH8DXzosfEwAQ8qZrjuc0pN1UDf+ys/QjEcpb+AAAgFSbf0udls1J+PZ638f2HTBQRoEnlip8UY+pIsV12FE6qfaHu6nlGdPW8EFmYfquuctgvKSvEWUtfIn/RRa898ydF4xdn9W8F+GDS/c75CRR++VEmGvigt3AIaUEwcKH2XOw8OUPjs4FiKDwIbjq7qkE+3Q//HT9+GVXOJHYLtUPmHnP0MU6MZt1/MFod01sgGorKUdO0jBf4Ss/c7mrtixdDopR+HifWJrwefuqAVndNxVN+b3MMGKnxNyajdyHxixM9Klrzw/PhCF7uZyED85P9J6sNQzP0FEUtKnfg/DBxQmqngCKDleIs5o5UzdwSClBsPBh9hwsfPmDo3MBIix88cSQYqmCesRJCMSZ0vXcuOYOI4Qg7R1q/giQJ43/qy6Wezx28OrM0NVB3+qWI8+MLEbzndKlHtG/faMiSXYpG08jRSB87ea+Bt4nlj6luzpm3EcQRxIT65thx3kR2WR79dymkQBSb59n0h/a6phxHxG/xVyF71F4/PK+RG/fh/DBtemv6ghS3nF/CSKE0ObLyceh9dWM3cAhpQTBwofZc7Dw5Q9/dF7zOwevaGQkACKZ8qhafbyhRgLECnVr77Bnfvc+jrOswZA47Olrz91B0zl1TV38E3oXyVwu4r2SSfhipf8SWzdYkn7AuHtqYy4II+Nd5fsujz37oUlCAMnRrpu/TEw47X1nG3sehiHPkeOrcNNnPgBEtX1T6/RvDybfwnThWw9YTxCgstke2KCfO641yQlQ1nz7DQM5Vrc6Y22SAJnO5o+dVWTCRz0K3OJ9YmjzqfmACNT2e9ffeR9ML0H2Tuso91J8Z4Oirm9yLb7oTdFxL8hASE+Z1VIAPqFGPLOBH/UkIOr+7Am/87vMejkJVN/NBP/1cg1mIXwP50fOkKC8rtcdpmdc5mY5KFdZnwb9wdyTa2fHhtdcXw6krSOxN33Eb7ls8a8uZuwGFr4SBAsfZs/Bwpc/wtGZHZZIfBZCJvTY2nqQANK63UsGkWUNhvhhc++W5jy9hzm92kW2KRfxPskofAgujp7/bHgu8cjW/C5rt1pCAOKgwXzf57wiJqrUnX+xWv/cqmm1TC9DFKWnB3VyEQAAiA/q+//OvnyMm9pyJEIb/7zZVE0AkVw3OOV3s4lXCIVhwPbAvwYRQpCetOiqCQAI+WmL52637IDW+NWg1Wo16WQAkA3Gb3+c8D7sbSABIKo03f/nzp0frfFGzHfu3LG0KwkA5Pq+2xPeJz/26T8CoExhMDuf+z3DV7UyEpAq43exa+0+a35XVh34xfPIsvWJIbQ6c7NFTgBCfjr2uOCyb7hLVfOJ3ni5TXuq1TwWOxIue4cuKMUEAIS4ztB+qlLWYDBZH/jpxWnzKQkAQFzfOugaGzhGAGld10/PfU5Lez0BSLn+2u0nU09uX9PLSfYFfR54PJx4treGTJoKAAix8vzgr78MHCoH4sNde5UNNBKwniQBIJX6KxRFUd3GsyoZobUFGUhPmoW7gYWvBMHCh9lzsPDlT9bChxBCiJkdaa0BoKLR+mzjffc01oPUIZndpjDKRWQWPgymkMHCV4Jg4cPsOVj48ic34YtlBgFA+jlnx0B+ZFmDIXYYFj4MpqDBwleCYOHD7DlY+PInV+FDbPIwcNDkWUEIQXpqqP2kuvlSd5u6svKkyfmKQdnWM2BC3BoMMw4zdbZBLun8fpQ6JgEAiA9fdr2GCKYcxhU+JjRl1okkR42W/34YoCFv9n/BZhFCUXr6Rovu8wHrjWv6WoJd1MVfLuJfNOQtkLCHL0raPzCYYgELXwmChQ+z52Dhy5+chS/2c7HaNos2nlkba45YfBsIIRSZs5+VgppzjiBEWRZU4NZgiP2bUJy3euY3aHdvXTmo6vWsw9RSDUnhY4L3LjZ+MZoQL/7s/8LNbj6zHPo4dncbU32qP3miGcpFCBVI2KsXJe0fGEyxgIWvBMHCh9lzsPDlTx7C9yLs+lwKjln8ceXamOqrFYEDZt9mFnshWXnirc2VvMrW9B9sUx913rx5+Vy8JiyLUPZ/oWajU33VIonmLxOhCEKR2b8/mt3MUC5CsEDCXoCFD1O8YOErQbDwYfYcLHz5k7vwvRnR7wfgoMkz7zEd5NQPQAgtutorAXHaHopmm31jh8IHAACk6pvf0vdy8mX/F2yWCTm7FAQARLX2msPPumOGchECBRL2Aix8mOIFC18JgoUPs+dg4cufnIUv7GyXEqCyx7264u2rB6C+z7uacorovCO8ucfCV3mm+0ItUVZLPQwnlE8o+3+GZlEk5Pm+o04KACHR/HU6diJvuQjBAgl7ARY+TPGCha8EwcKH2XOw8OVPjsJH/2ZWk7GcunB1/PI+ID5ijVeQQgsOg4xstM3BrPPr7lD4aih38DYYM0UAACAASURBVDezmkwsGYx1hi/7v+CUrufra+4IQggu+4bOyMF+/cgbwXIRwgUS9gIsfJjipYSFLxL81fNyl7IXFBc7Fr4Vv/MGpakEABAy5XH1UaVMRMgO6anbPu56nbxYme47TEg+sz0PeEZumFrVNflm1o83GNjDjXsxID3r/slqMqgMP4Z2cn6U9v9ibjsiIyQ1DcePK6vkypMGY4dW+eWuJaJYn+w7UC45cTOw93/3WPjyJ3vhg7HKCtK6y/djGrTxzNpYARRfuukoQgjO32nZd6RvmkboPQgfHbu6RG8LrCEUFcz+L9Qs46Zqe9yrECGEIuPG8hrj+DvBchGLI0IFEvboRUn7xy4g9MbMN6T8PkA64HbYBoyXh3xrCCEYutMsKVdQD3eUrec9BvCsiIQ8w5TugJiQKY8fb6iprFGfNXafbdANc75jZB/JmQXPf1uoEzIAADhIuZe3XO7duLEGAABkJ6hBp38NIhQJOns1crFM2aCsOag2tOmVes7KDS48xXJKS/hWH1GVJIhBViYKHjKvnCZdveZ8t1HfoLo07Fvem0zihUJeI3zsh0U8RkeCo50KAhB1X03vTnhlQq7epuaBifmlpdePepVleefdije4tFtKmuFSC74xs1YEdjTAwC5aKqtptnpj9hylfbZWRf5PgAN87eppae7/dWnv/8Cx8OUPf3ROllYjxDWHY6XVCHmDIb20GqSfDhuP19SdNnZf0GoumMfn2LQsWdQzaDj7/7acbVMnajDc6tXJACDr2q87fQHPDYOiDAC5tnd0etoZL9Wg+R//81yntgoASYPR8uOTqYc9R0gACPmJbotzJuThyf5/y3GHv9mf/fQjSiySqy8NWG/0tWqbLZ7QzIMh/nIRN5wzr/gKJOxaxZGtL0raP3YBoTdmXiFF+Gory8t783AQQgit+F22Pv1HyW8Ra0+trfqL9uc7ygf+HgP4tsDlafMpCahQ9z6I/3VFQhN/0UiI2HYohHYSydnPVABInX0+9WWBiyPNbEmR2Klww2euJyqb7QEm2R/O3qy0/m4pllNKwrcxZ2uubzfbYtxxx5IGhD2mQ2S92bcBEVtnL1me7sNkF4UPIfjKrtsHQI1x/N1u9/O9VG/cXdIKeGcLZAI2nYTY4s3R8MSXteKu8UjxfQPBwpc/pRSdi4b3PaW7w5CSoUG/TWcQGBPatWvsbQru3wdmfqRVCsjKrrFwSjyOLjrapLHPqR1F8rjwAeK4ZYarbhtzts9ksv1k8gN3zWduSNmMBQO2xvrsn3MJhZQNr/nQ8V7Pu7QnDudsjWRZveWfsZ+vuNrLOIN/HyK7Knzc1F+7BKTnX9PRXRS+eIN7zw6j81tXezUA+3T2V+nxAPqtR4RG7HdGlH49n0XxhHzBwpc/JRSdi4c9Ez6BN+buCh9cnuo/TqZs394LtggfpF++eLvjS76/AJ4Bdn6QOGENrKf/asNrPnLVzaAdRnLGTYlVbe2HCZBqHhtTfQe0lu8+53zgrnhMBwGobBlJlGveDDu+OO9YEOx2arGckgkp0UVHm5S1aNmRtkQZZcQEbToi5avIrE0tBvspdxGOqmTJXozw1VLuMGLeuAc7tM1/vH69R6c8yhZshvTMA9vXRu2BirNfDXV8IgYgVssZ0oGHdrNRq5BdvHmnU0EQkqahx49/6DWoZAT7eiSEDzILj83aComq03LnUYBep30/ms6d6+i+pFdWyHWpGb9SiIQ8nAaDNo1c3dZNURR1Ra8kASAOWWZ4VrNF6cCvdrNRq1B23vxbh6IMSFrswQ3+ugUIIRQJOv+k07QYuy/oTh35mExEZ77qAryEHQYRAKDROrt10oNZmHzMLt3Y2prgs2XvIq1WATPvGe41NMgT69sh/c+Rq3pN86Vug0quvDDkXYYw7B/taYjdArPgGabUFQDUUO5/r/mdg9cuahXKzlujg631YrYkw2+vfHZKIxcBIJLrvvNxvtRi4cufkonOxQSf8PFGjDWeMMUbgiLpb0z+kEI/H6WOkOxXaxjyDFNqCREPxNHsQmJ0yX29WSkGoFLdfoWyemj+E2HWb3ah6yaFDy5MDBq1CjEB1Lag4OV+NlNnGmS1nTd/oFT7ASDEdZQrxKQG8JxDUJwM7aOsozRccV0sAwDUW/wZxCCrSL71N25KrL35xKYjAZC2ORbZZwhX3T3VOvvcBPcDF666eyoBAOJPOoafZvzenlYFJ0bJhJQo7bs/bB2gzqpkBACAkDRaZzYgQsvjxurUF4j9ieC0+AfArq7hc3YrCUKiswWYaNj1uTRW1mlj1toIyi66ViCkZydHKGUsn/6b1dDDfk0FIA6Znrya9fyXUSECQK4z3x21dDb3ji3BVZ/5SPyrYUL4IsHRLxov3mPfinDpQdcBvW1uAyEE/ZZ6QEjbnWHBm002CP1Dn9sCECEE50ZaKgGhiq1hTydKzz6xG5UAEFLdwC+j1zua+8bn/69A3QIm5OxSVF0ZD0cRgkxgSJMQPv7qAnzX8/ZVA7DNWCZfa4LP1hPmr1XAPDXXxZeSwLmRloMa63MGIbT+xFRFxtLtCq7oZ0MeKW++4QlFYNjZsY8gJIeNoy8ZFA2PX6lkt1Ju+cv5oMPK3lIy0bmY4Be+LRFj7PkvW8PUslAI4r4xhUMK46bEybmU5ARILiExZcON8IlZvdmFT08d4YuMG8sBUNuCgsezUbpM0Wr1hFZpz5/rCLLK9GQ9+audhCAOwu1nG6XZuVRQbhzP4AVZRfKtMG5KrLUFF8aNNQBIG2N/IfOO1qPG8XdbRliWYytWASFRfWHPtOGAWwUnRgmGFEg/tbUeJGIPdtamFqcmKBXKafrhsAvCl9ilC8QHtF3DXjqKEGSCzv4em5eOxoSPZx8fQghuePtrAbGfmojwTNpyIwX7246bd748981k/NsME7TpCEmDoZtKfk0uz7DKbetqEnawt6zW9A/hafu0szYF6xasPTFVlVX3TUW5T4e1JaHqAlsvxi7hyBwmsqpVwHm2vLUKOIOmq+6eSvLMSOzbJLPgvmm+/ZTOmLND6PMm3g2CjZssWPjypwSjc+EjMKWbFjEyh6mtIYjzbloXDCkCb8CcQmJKdusMJ2bxZn80K3h66tOI3cJ3j3I7Pt8QJPjq7CRKs88tPUjDBc/t6+11JACgQk0Nu+2d20dynt6xwsdsePtrAQC1/d4NCOdsjR/1etbhljVUiJOiEgCiWmeZFBzqS/l0QKhkQ8rqIypWMRILXwo7WMOXChPy3jV3Gi516WsFhI/zhS8b4QMAAInKPL0WO4B2UzW5rGhJFz64dL9DTqYmbt32rBWhugU/OPsPcGNE+oIbvuoCW4B+Sz0AsaS4mdi2VgH32fLVKkg+8FVvXz3/q7jzaCsYWTLeFEaQEo3OhU12wpcpTPGFoOS7adNnFgopAm/AnEIiV/gynZjFm90xLng6r2CZbbkdn28Iyq59lF2UjvgtxwAAfGWakw6RdSRP611M+BAM2BqlANQYx1/PWE4dtfphhg9cuOy1nq0hAACKDleIX/mw8MVYHjdWA7UtmJ7dHcXfEbyz8B8IeyV8cOFhr/qwYdhHQ/YNJiB8jJsSA5HBEc5G+Mo/6+6qJ4h6amIRIhR7eTIN6aWR+laHixNUPZHhHcJ7FloVqlswcu8LMeBs+eGGEqHqAluJTvVVk9vsdM6qVgH32SKeWgVpHxLJET7urWPhKxRKNToXNDkIH2+Y4g9ByXcT46aEQkom4cs2JG4RPoETsxU+/tOFhS+H49+L8GUbpeG6p7cKAFDV61lP6z9n0Gj7SJ4sP5jMtpIQvvhWA/LYZ5991MoG55QPXHpy+O4MR0zYxUWA1I/wrxbCwhdjedz40X5qIoKiIftpvGkjQT7C927cWJNYhpJJ+BZH9CS7jymbKV3KTU+bVRIg73CEmPhaiqpWRyJj0erM0NVBn9D0bMoqtLXpr+oIUt5xn813tfly8nGIPzNSavgWrFvw6pVNQ3DyJyVDiXB1AR42gvYWCWCXQqb92UVp76+TS0x2tQo4z5a3VkHygbO5cKWxNXwIIbQWGLbcnWew8BUOpRqdC5rshE8oTK0IhCDOgrygUEgRegPmFBK5wpfpxCze7C6v4Om8gmUZze349yB8uURpOGtvkgEQz4GXhDtLuG0k551wTghfIlcwsc84tpr4ZeK+GDdVmdjVkbxrLHxbiCw8m1lIvASrj6iq42bfKoqlZeF8lOO0LJkPFRa+NyP6/YBo6PW8pf1Os/4jABqtM6/8L1fYP7uyVscyRAitBaxaUSxNUXbCx8CNGWujhGTfRTB4q0lCAMnRrpu/TEw47X1nG3sehgXtnJv932uuLwfJLIsRv+WywN6cLSv/hOoWwHlHaxUgPu4YfcmgKP3bdTUJgJIamXwRuCNQXYC3m/DNWM8xSWxZcaxLkH7+84BBc/FekNmmVgHPs+WtVZCy0Pt+h5wERK2+779cj5z2PoOuf3INsekDxEB61j63Svsd17TVBJA122eZ3RI+3iznKSnR45nRk1EsEnT2NtafaOu+pG9Qc7enQXpq6Nwpbdtlo/5oQ+sNd2jnO60gPetxjQy7/GsZr5hTk0zoie3aj89SgnwOLfNH52TiZZFMeVStPlwjJlJTD+wikFnw/mz72qi7PBJK+6yK0rOPHbavjRf+5osiTkWEcMhzd9B0Tl1T90Eui8lO+BB/mFoXCkGcd5NgSJn9d8B6hCCkzfa5jbDfcU0rF4GyM/Y3kVxCIit5n/R5w7T3V8+UTejEbN7sG4LX5ResuRyP33vhE46rfM8O0pMWXTVBHGy1Pg4l3mvshhvitJ19g2wTyflelRVXe1ligXhkxnKcAJ/0edmpYxgZ7ypP3tesTS2Vs+ORCMVGBAll19gCntJNIWTXEoCQN127M+Ye/+8BQ/PlWPIKxJN4WdJiD36w87loV0qrAdkJyvLfngXumytKT/9VIyEAkCpbb/w69tUhghDXXXEEI7FvITX1x7UXrrTpjjR/PRaMJDMLEAcNA8Mu/wpCK36XlVJXAFCm+B/a/9nappWRgFQZvx154r3f0yABQCTXfGFxPgtND+rkbALyg/r+vwt/znEaNPzvv5z9mASAVOqvUBRFdRvPqmQEbz6qRDqSMoXhK1vMAATqFrDO0VovBgAAad3FC6fK5Q0Gk9U1Q/97kqe6QPLPbiuR4Pj1tgY5ERMekayhzfzzc1YIIC3QGu+zRWxQ49YqmKT/43dZu2MP3Hzfv7bJBO+bNFUEAEBcb0jqQpSOPV6RXDfoGf1CptAaB26NjY9a2usJQMr1124/mXpy+5peTrJNPQ88Ho5XQfgu/rgEhI83y3kk7Oqq1/da4znRbX+j1KJELiu46umtJY/Gvp8tjrZKq2JpqBi/TVdV2ze1gRCCi+NdByWaQb68DJmBTHDMbDis0Fz5zuFdYGCmK2bfZuiJjTohJ9I+gnJrWTg6py40jm3cK1N0PdjtGiors+7bJvU+sDVz25rfZfuzXk4m95bGKiKsLi/NeXoPf6jroPmEjzdiJN5HiTAVCVhP8oSgGV/qGxMKhhS4PG05LSfYpfoPRrvrFFrjwLBnAW69ltDfAdyYudkkF8UX+/OeCNf8ruze7LyhOBF1JQ1Gy4+eEOQIlsDlRnu1VQCI69qvO5/7PYOtCgIAqbb3/uR0MoAP3LlzO6cQlLhl4fb9/xGKq0IvfyK5FSFTHlerj9fVKI7ojebbKUVuMkXytOYWPPaBdpUElNXo/vi9JwQRgvP2pmPWAETpH7iDTv/au3Fjg7rtgl6jMxivGM+q5CkJwtLu+kG8Co7B7OQJyx+y8MGw3/V9H0VR1B/7rD97F1IHAriDDg1tQ15cWi2LQ3Mg03cvTH4U6rPlFT6BLOd3nEO3uaIG/ZZ6QhczDHYhczL91aKrvRJU9rhXN1fdPZXJhZXsIhu+lKeZiAQdV+rEMo2Zs9NN8IrZNwyZt2/ebvitqvKU1ybHlrMVPsQ+ydxXi2fF1mXOCYRSo3+QhRZiCIzwYYRJWViM+T0pFeHDcMDC9wFRqM+WT/iyzHK+HrCeII+w33FjS5o4N8jKRC3lnk+vMrQ4oieFl7PwEGUzcqXVShK+Yq4fWOk+lGvLOQgfuzs7Ma+0m+QgfPGKCFj4MAihyIJv0rcQQYybEnMXQGN+N7DwlSBY+D4gCvXZ8glfdlnOod96RBb/eGCXsJSrrC8Sy/Yi413loKze8vhR2nZ6duZIIBMXD+yaTrKJzQSbuLzwFf+Z4ydWmg9laNnz3NokkTRZZ1KWDmctfGzWWUA22uLTw3wlDWDY/2B4wKhVVPxhYOjzOjEBgLQuVrIlQxUH9lqq7us9sXoGml5nrAx5MjV6SkkbrvAxoSmzTiQ5arT898MADbMvP1OoYOHLlqjHVEEQSuPNm12qxr8K10PCvD+w8JUg71X44MLjIeNRdiXBgO0Bf20ZzI4o5GfLJ3xZJb2EAesRosHsY9ecsOqQsnUuvm3ogc9yDHAz42+TIjINdoMeALLDp2KrbaR1HcM+OiJ8xVytOk34MtzLfZ+1SSpvuZmb8Mn0Zrvd9t1Ap0ZOEBLVl3EPE6igAOnZyR8pZRlgV52vvp7oPymJp/8VXg7PXqtCbRr1L7323qEaSEDEVmFyD+NWREgKHxO8d7Hxi9F4x7IvP1OwYOHLmigdeDQybBu+OxkqNq3/UMHCV4K89xE+TOmxU+Fj5u168oDZF1uKlkGS3BtztkYSkJqhAAMRitLPv9WKtit2mYTdrihVm6doiBCKBEc7FURZrenh899B+Phb3k74xEr9OW1NWbIcU7xV4QoKqV1iC8bsp9wRuJ3wJV61ZTd1MD4NzT2MO43L/vujzps3L59LreuadfmZggULH6Z4wcJXgmDhw+w5fMKXRZZz+Mquq0jWlUofeUr8hJ0YjQSdvRq5iJApj6uOak8flYFECc5t2eKabD6asouOX64IXzEn0pe4ZbwXHrKY0g2v/faNigTxLJWc3/KXNEjrEjulrrUFmayFj61nyh6ZWfgAAIBUffNb+sBzVuVnChYsfJjiBQtfCYKFD7Pn8Anf9lnO4bxdRypNHs5i/5Bdm9VGh1Wf+ShBxDKeZAFb7rnaOL4c/0ncbJ78f9ldcVu2bGLN9l5iZLeGb3XG2pSa6zVDBYW0LsUKxjjCm1kLHyup7FRsZuGrPNN9oZYoq6U4OeGyLz9TqGDhwxQvWPhKECx8mD2HT/i2zXK+GXacF6UVL4IBW6OUiG/aFUhlApmATScpT3GL7dicsRwiuFsxlseN1aC6z8tkc8Vs2CJ8Wd1LkuyEDyEmYG+u5JSczlBBIa1Lb0b0+9miDlkL32bYcV5E6u3zzHbCV0O5g7+Z1SSoOecIxlIq5lB+pkDBwocpXrDwlSBFIXyRkNvxkC//NaQDbodtwHh5yMdftCIdZt4zcsPUqq6R7Xgva6KKwM4LOWQLpGfdDtvA5QtDPqFdbTD48Id42ueChVf4tstyvuAwyBM1heJsTVYsb7LPcpWQCd7rUEgVHQKJ7IWAC2NdSqLyyjhbw37tsUlR2Wh9trH9FbNka5o6oZZXZ262yCWHL7tec6+SrfAhBEM/nZOTIF5yWrj0wqxNLQZlFxzLUYQgExjSiFR90zSK7ZXhqeKQLnxMwN5c12h9tpF+g7zCR8dK1Ej0tsAayrGwQWHCJ3zMgsf+taGOBAAQtfprt1Iz0ieB9POfzW0NsjJxzWH1caVcXnfKcKlTq+HJXwNDntvXY0l3eb8SrI4Z9xEAkDLNlUE2rS7zymk6KSdlymN1NQq14dJpZSPvtH62QPpfD+/cMBlOGG7P5XDa+mTfgXLJiZuBTBkht42ocH26/wBRccL2YjM95u9RNGZCIwYJUUdNLGVzNKQD7lFr/OGk9HZHhH0Ol4/eRAhtBv/+g3u7nUxZPWQesPCVIAUvfHB52mxoGZzmS02+4nfZ+vQfZZPlC64sLzMQMeGl1496lWV5JC9JVBHIN7NArEvCv1/zP7D16eWZtwjA8IydOvfN5I7qfb0nBIQvY5bzsMMg4q07zi1Hdqx1aCp+45BZmL5rbq2rOW7cWfUz5pWz99NahWZLy0JXzBK45n8w/K2xgQSAVBm/tf3oCcUb4G057DEdIgBIW3jHH52TpdU4H/YoGp74spYAQHLUOPRYuPTCrE0tBmR13fGmtisXtEfO9I/FvzlkqOLg/Vt7Q6VEcaq9u9OgO0PZn9IQobV44RZSZfx2yDp0PV4Roeda319M2qpYoYUnUw97jpAAEPIT3RbnTMiTY/mZgkNwhC9oU295BbnA0C8XFWVEzVlr/G8e0k9trQcJ4VDG7ukBPOnEo4sjZ0UAcMLgqs98lJCetc9FUKIwzzYbmKIr78IZnjykA4/MOlGuo7Dwtaunpbn/14xFX7aPqDDk7Gky9E+8hekxf9eicdoF13zft+ou2/3ZrAmBzIJvjPNwOL3dIZuvbNoTf/rV56JO/NW3rcZl9ZB5wMJXghS48K0FbGcOZZqbyy6tK+O36QzxeSihkgDvl5QuCZNNaj24OEE1nRuZLdhPSkHh20Vo78iQ3eEOFLL4Zg/0Dx5rd3JX8+1BdC6MN0Ixs0PhY/w2nQwQsfHUBDD8kKqt5SwkTT0pJnyAOGSZ4UoADNgaq2WysmQY3HxqPiDiXh3O2Rqlmb41MgGbTjeceQhw6zaj34lCTOW92w/nnZtSAiAzOBZ2qUEesPCVIIUsfHDj+eCRMnaFkBBZvPnh8lT/cTK58GgXPufiVQR2fH5al4TJLpcynLM17ivcqs/vQ/g+HCATevjVuS+T+eoQQlj4CpIdCd9m2PW5FAB2uWQq6wHrpxoBaWDclPhoa/uhcgAOUu6EFMINb/+BI33fXeFM60c9pgoCSFtHkpFzwXH+C6FSe5D29KskGcYjkx3YidNE6dfz234N2z6iQvr1a7aZ9JifbzQWvODci4VsZ4rTH06yt++HrB5yGlj4SpA8hA8uT1vO6zq+slp79TX71bYXtP/vtgGjVnHg7MA3HXVSAAhx3RVHMJIhrX/Gvr0bN9YQGlswUYuAnrS0nO4Y+NZ6rbmGYG2J++aHTGhi8NynzVe/uX71M2X9FUcwglB0yX29WSkGoFLdfoWyeujk5xxkFh6btRUSVaflzqMAvc5TkCCdtCoCqcBl79DnanWLsfu8urJGY7ofu8H0B+Xf0iXeniOEuMLHVy8heekXVpWEs+OhsMDClwuQeT3zYsvfHha+AmRHwrfgMMiAQP4duDD90L/Cey3GTYnV1id2PQkIaevoYuzkZTel0tmfTqSs42TzIxLius+HfdsVg4dv3dfPKkkAZOp2ymT1vBWKM6zTHB8YtuiqCQCAmF1mCtf8P5upMw2y2s6bP1Cq/QAQ4jrKFWIQM+8Z7jU0yInE3xgMz4yYdJoWY/fZBvmh1qEpGmaMqAghBJnQk+FeQ4NMFG8mEfPfbncugvTMA9vXRu2BirNfDXV8IgYgZdkAf8RmFtzfGrUH4gInHHiZV06TXtN8qbvts1OqWhKI1bZAam9X/I7r1FmVTNJxc/RLlYQAQFp3+X4IIoFPK5b1oNtiqBEBAETqP/0aXEcZ2uE+ZNrvHPxTh/aArHN4/P9n7/1+2jj3f9/nD5gbX/oCCcmy5AukCCFfgKIKLkCpOIKoEcfKD1kmaraNVntMdhSTdAfSk5isk0zUBtSGdDVz1oo3aU1XZtNVpyckxauxW4UkuK2jYKVOg7tMwAmmJPg7sDEe8zznYvxjbGx+Gbcznc/rqiX2zOMJefPi+fH5DJ5s1lCI2m35/PFs8CZtqqMQovTWz4PZBwXCp0C2L3yrk469WuGfIE4EPjH0+Ram/CP0WwhVNHQ5/dFYdPxvJi1FNfb7l2LrlPUvyqK3u4ISNceKTzoOpW5IFgMDR/v8i7nC95u3e3eqmxb+1WmorOj2LhKy5mhhtgdUZPSv7adTu/sLNyQoMCxxF4Gcr086O6r2Dz5LYEIwP+Pq1Kn1J76J4rUPyp/MH1KxkYuEb4PhcT66HlWdG9vy6dHfAxC+0tnhdMZR/5DdoKUQtcd2ddhbRDKA9dmO8CUfD+xWbWNFkvfRGiMbEc5npHsA4vnRrjf+OrYUyz+4I+zbQwihXYZeV3D9CTBhtdjIRtaNQeFVVMNp12QMc77+lkq0eyCQJOlIFGJ/SehJnSqByT9hWjIbpvnZka5dqdLonL+vGaE9ff7F4omaAfNBpiW70CHO/A3ei7mpRyN0M0JUw0mn/+VS9P4VUzWi9vb5Y+skdrrPocbIThV9IPiF53RLXar19nLYaU51I8wbrfAEhB98iVf+/jYKCaWmimX+SsT9fn39++7ICln9D3u4Sn2YnV5d5zq5D3nR212BkP6/D/pnefybt+cNRFW12L+J8BjH7vXWqsTtxUH4FMj2hS8ZGNiNqk1X7kd5TFanvv9+ajV/sn0xMPBWoUL8OWX9i40MhxytOSsIS4GBVqR9+8r4S56Q1amH30/Fc//xxyMe5uIXjzmc+ieUDtyCwtdz49aHorMO6zQkyKPIInLM062rFNX1ED57GxNcLvSg8oZUbOQZ4bsX3mB4wqhyG9FKBhC+0oF0liDbEb7UXrztCl8qWNSNA48TJDHDvvNG308rhdoSEn7WP3S6RUMhhCj9u46J4lN9WeFbLwZzVy3FCZYbiSJ9zIn9pYd0bY115KVwTzw3fp25FeSSm9qWk7OzpcgZ8E29FycCVxoRtYsejxdPbNGHnSz2QFb8/XWodSCwJHqE6YeTc8ecH3yilxXJ/NUnTFNdeuveSuTBR8ZmodVQsevk/lHOw897OFOsUSNuLw6RokBKWdJ94Tn9JoUQpe+47H7GYbLmOyz7e9I6Zf2LjWztlhHhaBtCar35sjsUK7SfQziq2Wuzn7HWq9cTPoREtcrIug0J8sdVaeZNZgAAIABJREFUMGKS/r7qnNEKTQh0ZtdMoQe1ts9EwZFnssM9tsHwpLiROQMIX+lAOkuQ7Qgf/sXRWrGN/fhp4RMKWCJUdW6MCzre6nCGVwr2oU7djXvs7GykEEL6s95iR1mzlrBeDJYofMnAwO7CAfV7Ch8h8TF7JUJGdmqdxM5+2ECRByKUt8yrQL4l4SMFM381yDShTPdwMTskfKItHBApCqQE4SPiXyKrTcwjDuf/8+N9tCYVbUXL+hcb2RqFIoRgPvpjaiuG9ggzsYBz//HPjQ8YG08OT8awcLt1hK/ynQu9rVS6Vtm6DQnyKCJ8gYHdSLWmD1g61vMfVN6Qio08V/jWG54wKmGJRHKA8JUOpLME2bLw8b/9+nx2YqAVIWpNjcnsizLN6BBCOT/jhQviWXdXHUK6g9a33+gcmc/+AimE0irnv3VbXE8kVYt7V2Z2bc0Nc4WvSM6UKHy8j9YUHsPvK3y8j9Ygtc39at3EzhG+Ag9E+PjZFZWtC1/hzF8NMk2FfxkA4QN2gBKWdP3XL/tihBDMBYY630CqYyPz8dzvsOT8yDFVgUL8RFzWvyhRl5lSNzFP0kq46P/0mi+OCUlywS869cJ2BNH39NI9exWV889svSVd2sdNMAZtuvHoOg0J8igSMUv37FWUqHGC0ISgg51JFHpQCzlDKjryTHZ4AxsMbznItCHqXVd050+rlQ4IX+lAOkuQLQpfct791xMjL9OlsIUC1Dlg7ufvHhWu35YVPoKXfBdrEUIoU6gyZ4aP99G12VMdJB1ZmxG+9WKw1CXd+RGrCqlSe/gIIZgPf/3J7Rn8Owvf/IhVVWVxTePiiS36sMEiD2QhwlooUU3ELQtfscxffcI0aUQ/9TKA8AE7wPaFj/ddbEwdC8Xxsd7KqnNjS4kIa0ZI3+WOYkII/8xp0rcMPFompHhZfy7o7LH0DAfzu6oTgkPO/Rq1zZ0+msD56LfT9QgWxuxvVNnvLYm/p+dHrCpEtXzsj70OeRmrXoUMn09G/vN8+X8HmTaE3hoIxLjAg0evQplTuolJZ7tWJTQeLd6QII9iESO0MW2hfa8wIQTPjBxtED57oQeVO6RfbhYZOc5kR2KD4c17u2tF4SUtigqfuPCy4UzqROHSQ7pWhXIR7TUWFys29ohqLGPu8dCJI+ZT5+zWA21d133R7W9nxNyU3zsy7BXqGBe94+ZIcoEvTpg6UtWVB8ejmcPpeCEw1GMyv3fBbm1re2/Q93Kd87KQzhJkK8IXj/qvd9YecYZXCOGj9/oMWopqOOn0p0un4Fjo3592mv6aV44nDV70nq7IFE9eferYW4karwQSwv8LO2TEferqbcPB1DcqnnV31VENF+4VW9IV6vY1XgmsvJ74n8caNIVzplThw1FvTwNCFfXWyy7vmNd1udPCTCzj32eGr6LLvZA+XaFu+WRiGa+T2OIPW+znAp4f7dJRVMPZ0Uic4NjPzGEVqmimv340xeHNCF/Rn1bxafYvatR00j29SgghK5FvWff0CggfsCOUIny0hqoznv2b0/lxl6nLkV1graxvOWg+ZT9lNnVuWNZfSC7KUmgzX3LefUqXPdjB+eh6Sm86e/Uz58BJU+f1CS4W8jppY3Wqjr8/+Jg5okUIaVq7Br33rh6k0sVfEpM3OvRqRO22XB76auhDc40KqQz2z0Z+Cty92KZFSK03/dXheRot3JBAzGL6jhUNNsaTd7YRLwSHew31b1nt506Zj3Qx94QrFHpQoiE5HnF4YaLAyL95FvQ6aZMWIVWb/bOvfwg9Lj68lZ/66mq31fLr96CI8K1prabrGpmNx7y9rdZ+J5vmn7RRnflNem07srqjIzOYEMKHWEtd48Bj4eziWO8erWmwwG8RG4D5yD3Gtq/BdP5zd2COx+vdcZMXDLMW7b6BwCIhBMfu9dbqTY6A0OU2zFq1qZ/ZydjY+Vqt2REs+nML0lmCFBI+cWu1muZDRqPRaDQeaK5RI4RQE5NunID5yD3m1P4aKvUrDVWz/xTzbajgcVoc9Q//rbttF6IaLJdY/xxPCD/rsh0U+lCv7bYSH7O/YTzVbTWZbXb67PG23bWmfk9hjxRYmrxxVE8JZzvm/6tQDOK5HwZteyhEaY30sD/0zMPYGioQqjbStycmvuk31yGkaem+5nkW8g92NVAI6cz9X9+6JfRfofbYmLuhZZxq+EYhhHTNtn+MReIbJCohQqMaIQapBhvjeTSRzfz+c/bz59d7LyEkJXyq+tZD5vfOn7Ls7/z0XuZRFElskmNUxRrVJLnAF13NOoQQ0uw73W2qrDHY+py3bn31uXi07o/MNSqk2tt9zfMs7BOeoc788d3J6UKZL5QqiwXZk/UIIaSutzHuYIyQxVCx60w88mYe8qWPBi7/j2YKIb114OZ44KevB6xvpB7Os5B/+FLqB9/n34WWMYFIUSSl7eHLZ53ft4oV/cL83C+PpopMmuCZkaP7RNPpQEGS8+7uunbnZEKiz6mg8OEZtl1VkT0lt+jtrlDV0rc8QzfFooZDjtbM7wM4zLbrRE2i5r3dtaj2om9pdcl3sTZ7aE44Q7e2CdX6xCPu8y2aGhMj6lNX9I6bvPCCj96Trl5BUtUohE0OSw/p2orsFqKVn/rqVOtscoB0liBFZ/gA6bC52vV55OzA/pMCkaJA/nDh2wDM+fo7zhdZ5gAIIZiP3DndfsETlW793ELCx0dYS27n0CnWqFlTqWcl7DysSi9V4whrosTfRML3WyPtm807NJfaMCQqOrURSaF+WG2qsFaK4ncsVKJxLflNrpLzI8dUaJd15OVqkGnKOZP0csS6C6mOjcwXXneDdJYgIHwyYEvCx88Ff3g6x2PeR2uow87wSrlH9wcCkaJApC58hGA++oA5fdkrYaH5A8FRzwenPy/UFERCFBI+YddRu3MqkfuV3FKCOOTcX7NfWLpKVfkRtygQvlLR6vjxIV2fczVhL4uo6NQGJAJMa2Wmnm3m9sXv+MumpviEYRicmbV23kdrEFXd54/7aE3OlYVNUXv6/NFJZ4dW2+GczDkwBOksQUD4ZMBWhC/p76tGlc32z27Y29vFM/1/RiBSFMgOCh8/5/+n3bALoYoG2ydsasM7IQTK+iudQsInVEMUVyIsUEsMh537qUxVKuHXiZxKPYJQaejvgo6DCNV2e+fz/mBzv2DgpbFzVQihmn1H2vQUQgjpWnqGg1y8+B03eeFfHK0VqOK0d1G8NwhpaF8i5GhFKNtSJfvxZyedHTr90RsgfJIHhE/i4Lkfh+wHhB11V9nU3rV138CF798eZr+87V+vg/ufA4gUBbKzM3wAUIDtCh8/67Kqsvvc1xE+X2KGbc8WfUhyzz4zq5Fo7936CNUodEbmMYcJIfHI6NkGqqKx7/6zEoWPJGbYDhXSmZzPeEIIjj0b7FALE4TC7kCV2RleJoRg7smgedc6vVIgnSUICB8gXyBSFAgIH1B2Cgnf2l4jwldEy7J42mWpXlMZda1+CQuj8Yin36RXUzXNhwwHzO8eqEHphp4bs8Y1cci5X4MqTru/PV/8jpsjdTJRXdO832A48u6hWpRqgon5yN0+Ux1F1TQf2m8wdxyqUaG6fv9K4QtDOksQED5AvkCkKBAQPqDsFBK+ZNT17vqHNvCsy6JKNwgXiLrMmzpCsRRkDlBUqpbKJkhMOdsR2m0fW0h/Je2jP/2vzd1xk/cJMK2VVKoSjRicCDKtVGUrE0gUfieksxQB4QPkC0SKAgHhA8pOIeETyrJo0gcyMmVZHqYdbTXmPqnOm/HCYbZdJ6ovXbBIilD6rrKRLlg3uzCrk469lPgoxsKYfTfaPRDgN3PHTbIcZq3abDc/EXyItdRQjR+Ox4qeMYF0liAgfIB8gUhRICB8QNkpKHwFCi9rj7oimRmuObdNv6bf6NoyyPrcctOYj9zpadA19NwpVDe7OHjuXm8zVXt+TFCu5R/7GmrbnU8TG99xk8Qjo2cbVG/2jD7P3/zHPx/teVMllOwnJFUFV7vvnPeF+C6QzhJEKsKHuSnfN84+m8H2dfSPHEf5WXk00FSpPXwjnNt6DHNh36izz3bYdnNmexfG3BMXfVhPIYTUNYaLbgUUAoNIUSAgfEDZKSJ8ua3V2k4NBRayihNz29SZVqFixI3ODnYNPU6XTsD83MRtpqul/pB9y93P0oPp/0tjg2nNlYvdcZPE5wJ3GNu+ekNvqndc9o7RwO2rtpYmg/3LYLawTszft5da04kV0lmClEv48NLrha1UgOPngvcYs3pt994/HfiF9+LRzisPXuX8Q8L8XPAeY1HnbrfdymVn3ac7adfjuUQs7B0waakN+rz/KYBIUSAgfEDZKSp8OwgXGBlyuX1hiZXOWuUCd4Zc//YV6CWzEBhhXe4fpwrVUMShwYPdHvE+QUhnCVIe4VsOszbLVsUlp4mqEll7omvz4PDXH9+eydnOsfkSnrIFIkWBgPABZef3EL4/D5iP3v/kxId53WUgnSVIGYQvyT3+1KDaurgoSPiS3IvZtb8/lSJ8OeAXI511jX0/bPLAl3yBSFEgIHxA2QHh2wqYfzH565ppP0hnCVJI+PByyDN4+bS5ofnsV6ODXa0ahCi99fOfp4Mu2qRXI6TWWz4PLmNCklzw674TJ3ounLE2V+stgxNcEr/yXetsViFVjfE9mv6nn1slhGDu8VD328bOMxdOGWtr3+7zTKe3gcYjno8spqP2C+9Zjux/U5URvnjUd/2E+fila3+/ZNnb2jsa4TEhiyHP55d7jjTUvP/V2PWuZp0wkp9nA6m9a9Ruy+dPlgkh/EvfYI+584Nr1y5amg/0utfsOo2wJr3x1AWapunz1mYVQtRex+RqsfuKwFz4vouxmxtqTt+4dbaBorQd/+vnJ/kPoegt4rP+4X5bm57KHJvnpz19VlPnmQun3jliaFQhjZGdwtyzUXq/8N8ER/3DtFGbOWlf4JnnfrZ4ZPRsU7tQzvNPDkSKAgHhA8oOCF/pQDpLkCIzfHjRe7oCqfSd1/3ROI55eqooSrvPPvqcJ8nY2PlatMs68hK/+q63ySq08sMhRyuidN2e2NqZqsRTZ3v9fkcwQQgh8RnXcR2qP+GOYMJHPb0NdcIxI8yHh0wZ4Yt5unUqYU0STzkN2Q40897uWoTe6Bz8IconY94zVUilbfnraCRO8PxYbxNSHRuZT8S87+vQnj7/YqpckahPTOrjhYbeZ8OYEIJnRo7WIsowMMGR9e6beSc35f+XvUGNkN7C3B51nLUe7/pvjQUeQtFb8E+YloqUveEXntMtdanm18thp1mVfm65zzDb1bPYMxcGlwh/Q5vqUo126Huv/uzKB5GiQED4gLIDwlc6kM4SpNiSbjHhIERo7UpV9z2cYi2Uts12gc7OYlX2jsVx7ntXY973deL+K4nHA41q1MQEl3/qq6vIliUXL+ny054rH30RWMAp8cpcLbfaeU6TWaHA5J4+/yIf8Vy5yAa4ZLo+pbg6upjkvPuUDlVkVz+L3leM+GnwkSIPoegtsm/HK/7+OtQ6EEjfXPTcijz/DW9HCElyodE+YzVCmY6Of1ogUhQICB9QdkD4SgfSWYJsV/iQhnaP0fUFt9zlvnfR37cnV7nmvd21iHr3S8+VJrFR5e/hi88F7jBn37P3vlO/BeFLF0Lno4HbzFnbmV5rYzHhw6/u9uhVa4pHFryvGPHT4HxFHkLxW2TeLrRDzI5tE8K3we0yt00EmVZqJ7YDShuIFAUCwgeUHRC+0oF0liClCl/+9NLa9y4FBlqRaB4rJUnqkyN3/qpBolLhYuHDs+P9bzfahie5JImwxi0KH56732/cZxsOclj4YiHhw/PjdCuFGnq80ewHKHpfMWuEr9BDKHqLPHsTzX1uVviK3S7/72CXdeTlBi+TORApCgSEDyg7IHwiMB/x+55vuawrpLMEKUH4vAGmDaG6Lnem3NvS5NClweBS7nvx0ti5KiRqSEPm3LYaVTs7Pc2aKJQtF5cVPuEt6bm6LQvf1Ji9XrTkWlD48PLEJy2USt9zV9jotvr80Y/RleL3FSN+GsIsXYGHUOQWfP76LKqyuKZFD2B94Vvndrkfb9Zl2XXKPf8nr8sCkaJAQPiAslNU+MSFlw1nUnWJlx7StSqUi8o6krv9Ox71D1+++Utyw6ttGsw9GbYfMVhOXbD/d0OLJfcsZKbwsrFnO1WdF3z0nuyHye/MVuizrAHSWYKUIHy+ROSrDi2FtAd6b3w7Pu5xDRxvv3g/hslqkGlC6saBxyvcz989+g0nnjrbq1HDhz4uSQjBs7eOVu0fmOAInnV31SFK6N2S5H6+ZlQh1EyPPPo1fOuYClW29Pti3KSX6dSjSoPzSSQUWd6U8P0yYt2FqLZ+/29cyMNY30Co3Tk5HXq+mP14iQDTWol0XSOzwkeKhxznHKGl+ZFi9xWT8zRwkYdQ5BbxnBMY86NdOooSWtTg2M/MYRWqaKa/fjTFrYad+ylK1+maScRC7stmvRpVHHO9jBe7XTJ4bV/9IfvQj1EeY+6pq+ed02s74vzpgEhRICB8QNkpInxrWqvpukZm4zFvb6u138mm+SdtVGd/jxf0SDhMl/kZWvxqmw5tPDNydHe6ky/mJwcNqXZqa1ur1R0dmdmaSs6wh1u7r6U+z/BNX2bCpNhnKQCkswQpJHx4OeR1dLdSSKW3Xr750+Ofbl626lWI2mNj7j4L/zjcZ6lBSNVm/9z7NDoxaNGrEUJIs8d65ftUEZPELzc6dlNInSkagrknw/ZD9S3v2i+8Zza9x4zNCN8qmHs81NWqEU6Vnn7vSKW+zdbn9E5y//WIMVUjRGmaTw4++Pbq3kqk2dfrfhL0OrqbKxF6wzrw9U+B8ZsDVj1CVION8QTD/n/1mesQ0rbZHV/d+NCkpRDSNXddf3Dvk70UpWk5L2o1Fg8731YhpGq2nqdpmr5gP26oocxshMdcwfuKzClTJIXaY7s67A0tEpLkCjyEIreYDHqdF1JvZ+6Glnku8EVXsw4hhDT7TnebKmsMtr4hbyiG8cKE491UrRnHd6MXWhrM9qvD/jlc8HYEz93/xHagXqOrbzPb6MF/hzbfhVvGQKQoEBA+oOwUFD48w7arRJuQFr3dFapa+pZn6GZwWbQvKORopSyiRaX4b5H5xJTTkCtJRa72cLPVU6MuM1VpcP4q2hEl1PEKs+061OpIr6jNe7tr10zRrc9SkGlv7fcVmhcs/FkKAuksQYrN8AGA9IFIUSAgfEDZKSR8whac9I4fQlKLNbtoX86W6pWw87BqvzOcZ0s5q1Gbv1pxlu7Zqyiq5WM/l0wd01MdYIJLOMKaqLwbmRFqpH2xdS+XRVh4QgghSt926trY2qbs+Z+lMJDOEgSED5AvECkKBIQPKDuFhG9hzL4boXbnVCL3K6KSY4QQHHLurxHtWE+TL0mbu9p6LIdZqxZRWuNHd8e/7m3d1zP6nCc4PtZbiUQzf6mviKYSNwJzwX8Pf87Qx9pq1AghpO1wTuZOO+Z/lqVJZ4d2zcsgnSUICB8gXyBSFAgIH1B2CgnfFGvU5B4AFHaUi2fpCA4791OFKqDmS9KmrrYBmX0/SGdkHnOYpOfzcg4bCqchN5yQK3j9IPteA4VU7WzOHsBCwqfTH70Bwid5QPgA+QKRokBA+ICys13h42ddVlUTE1xdc8UyCR9zzHK226ilEKo2MY/Sdch2SPgISR3XVR0bEVd8gCVd2QLCB8gXiBQFsm3hWwx5rtOmWoQQVdN8yHiguUZN1ey10jeDa/q+FyfJTf3oZj+1v/fPYJIQsjgxsI/SvsOGc5fhMDfl+8bZZzPYvo7i+fGLnT2upxwmmHvsPHq03/96Wyeq8MrElSaq+jD761qdAHaWQsKXWyEi+xXRsiyedlmqs82jxORL0iautgFc0GGuMg2FecxHvus3Vgv1uvIbm6aET7zIuyWEFeHcwmYgfLIFhA+QLxApCqSkGb7c2Y54ZPRsA4Wolk8mltf9aYiXXi+sEELIcsjLfmzVqzJ1PqPe/o7Oq+Ovcn/E83PBe4xZnaojjzlff8tu06W/XTC8ke4pvh1w1HOxw3Zl/DclnMD/YykkfMmo6931j1ngWZdF1dznLzRFly9JG19tA2JumzqrccJJC5V1ZD7qMpd2aCMXHB/rrcwbFQifbAHhA+QLRIoC2UHhE6ZkqhCqt4+9Ln7H5TBrs2SnTHKrkhYjp1MkXv757wYVpbWwYR5sTQYUEj6hkIqohUB+IZXVmPukuq7fv1Lor3iNJG10tY3IK8tCplijRmUdmcdhtl1HZY8Jb7UsC+bnJp/OZWasF3z03lYmkPNbCgifbAHhA+QLRIoC2VHhS62jrdN2Osk9/tSgEr8gX/gwN/ti7aJwfmvwHQJzL15svW8CsEUKCl+BUsnao65IxoXm3DZ9lf1eYWMrIEnrX20j8MzI0VrV/sFnCUwIwTFPT5VQYHlt4WV9h2tq098zMy6zDlG7zZe/HvPdG7n6nuXcaCTvt5S1hzZuHNVr953zvhC/DtJZgoDwAfIFIkWBlGOGr5H2xQj/0jfYY+784Nq1i5bmA0K9dfzKd62zWYVUNcb3aPqffm5VJHzxqP/LfpuhhsoszMUjno8spqP2C+9Zjux/U4WQkY1EWJPeeOoCTdP0eWuzCiFqr2NylRASj/qunzAfv3Tt75cse1t7RyM8JsuTboY+3qbXnv1ilD6oRQhphJ+jmI/+NNxva6tRb3f3PbAFighfbjO0tlNDAVEztJjbpi44VbwY8v7rM7tBhZCqzf4Ze9s/x298tU2AuSfDPftqmt+1XzhlMRyxZ1uoiVurHewaeryVXxGSXOg758AHNE3TA0PuQDT3m63gZ4n5+/ZSKP/XG0hnCQLCB8gXiBQFsqN7+DwXmilhpTUZ876vQ3v6/IuEJKac7ajitHcRk/wukyR3hm8pyOxPn6zko57ehrrzY7EkIZgPD5lUCBnZmdDQ+2wYk9SUDKIMAxMcIYTEPN06VXWfP0kInnIaUG23d54QzAeZFoSohpNO/2yC8/W3VKLUKmHqj0D4fgeKCh9QBBwaPNjtEe8ThHSWICB8gHyBSFEgOyB8mVO6SNNk7h0OcElCMB/xXLnIBrhkSvjSJxPXFb5MA2+OrPzUV1eRPaGZv6SbnHef0qGKxr4fUkt+/LTnykdfBBZwSvjSt8hZL1undzhQRkD4tgLmo/c/OfHhaG5PDkhnCQLCB8gXiBQFsrN7+HLho4HbzFnbmV5r41aFbzXINIlflit8+NXdHr2KavxwPCbe7RefC9xhzr5n732nHoRPSoDwbQXMv5j8dc02VkhnCQLCB8gXiBQFUi7hw3P3+437bMPBdPXarQkf76M14gZWYuHD8+N0K4UaerzR7GYqPDve/3ajbXiSS5IIawThkxIgfKUD6SxBQPgA+QKRokDKJHyvx+z1uRq3NeETmtarLK5ZLLqTkY0QvDzxSQul0vfcfYUJIWT1+aMfoytLY+eqMmXYQPgkBghf6UA6SxAQPkC+QKQokDIJ38sR6y5EtfX7f+NCHsb6BkLtzsnp0PPF1SDThNSNA49XuJ+/e/QbLraHD8+6u+oQ9WbP6HOeJLmfrxlVCDXTI+MuuqUS6bpGZoV7xkOOc47Q0vzIMRWqbOn3xbhJL9OpR5UG55NIKLIMwicBQPhKB9JZgoDwAfIFIkWBbFv4sq3VUM1h2vH/ZatjEEJIkpv4h0lLIaRr7rr+4N4neylK03LeHYmTxC83OnZTSK23DE5En3qdF4xaCqkM9s+GnEPXaGM1QhUNNsYTWsTc46GuVg1CCOlaTr93pFLfZjv3Xj1CCKmaredpmqYv2I8baigzG+Ex94gxVSNEaZpPDj749ureSqTZ1/uV+1a/pQYhVUv3NU8w7L9ua6hASG/uH52Y8DhpkxYhqsHGeELLZXiyQAYQvtKBdJYgIHyAfIFIUSAlzfABwGb4MwsfP/3AN/07tGOGdJYgIHyAfIFIUSAgfEDZKSp84lLJhjPDwQVMCFl6SNeqUC4q68h8zjvjUf/w5Zu/JDe8Wj5JLvil3XTQ0n3OfvxgS3u/J1v9RFxg2diTLbycB17yXazNDm0P7VtIXTnwxQlTR6o+8+B4dEf7/kE6SxAQPkC+QKQoEBA+oOwUEb41zdB0XSOz8Zi3t9Xa72TT/JM2qqssrum0PcWj/mHaVEdt2Fotu9EzC569dVT3ZlrRlicdpvRb1rZQE1qrrQGH2cMHu6/dSA3vpi/CY0IwH2Yt2n0DgUVCCI7d663VmxyBHdwqAOksQUD4APkCkaJAQPiAslNQ+PAM264SVd5Z9HZXqGrpW56hm8FlUb2dkKOVsqTO2RBCSPy3yHxiymnIFb4iV3uY24o3GXW9S6F251Sqxy7vozXCIR4cZtt1qNURSr1/3ttdi2ov+pbylA8ngsze1o/9+XXyFnz0HrR7IJD6Mufva0Yqq2uNcW4bSGcJAsIHyBeIFAUCwgeUnULCx0dYC5WppENIqkDPLtoXFzvWSth5WLXfGc7zrvwT1pu8Gl4aO1eFKlv6fRwmhCwFmQPCDJ9QBij3guZUV2gxwuFxhBBS17SdYsZmUq9ffcI0qXM6wYwcU6Fd1pGXW39ahYF0liAgfIB8gUhRICB8QNkpJHwLY/bdSDTZlv7KQUdI1FIMh5z7a/Y7Q/lLq/nCt7mrEUL4EGupQaja2H9n/M751qazo5E4ITg+1luJKg3OX9M3Er4imjJMfXkh+O8vnQx9vE1PIYRQdbvzaYKkCxQZnFPpV/M+WoMoobnzjgDpLEFA+AD5ApGiQED4gLJTSPimWKMmWxORkHSVRPEsHcFh536qjQmu2QuXL3ybulrqmtwjh2U3hRBSHWZ+jmFC0vN54nrgG7UNJEkuyHY1VCBVBzuTIPgXR2sFqjjtXcR3cgecAAAgAElEQVSbe/uWgXSWICB8gHyBSFEgIHxA2dmu8PGzLquqiQmurXpSmvAxHe+ePWvUIoS0R5iJBbwd4SPp47rCum1ihu1QIZ3J+YwnhODYs8EO9doJwhKAdJYgIHyAfIFIUSAgfEDZKSR8uV1Psl8RLcviaZelevfA4wKrovnCt4mrCSwHHKYGk/MZT+KRex8btRTSnXLPJ9d0/BOET7zIW4j4mL0y/S5+2tP3tp5S1zTvNxiOvHuoFqHmPn++bm4bSGcJAsIHyBeIFAUCwgeUnULCJxyYXe+YBZ51WVRFnClf+Da+GiGEkNWY+6Q6a4HJefcpnTBFF3WZN3NoI4/4mL2y0GsSAaa1kkoVfNkZIJ0lCAgfIF8gUhQICB9QdgoJn1BIRZM9kJFfSGU15j6pruv3rxRypjV9kDe6mkB+WRYSYY2C8OEw266jsseBi5Rl4eeePs30EMRLvot1BaxuOcxatVQrPT6/g5WXIZ0lCAgfIF8gUhQICB9QdgoKX4FSydqjrkhmBXbObdNX2e8trb0cKSB8G10tBZ69dVSn2+8IJgghJBnznqlK1WdeW3hZ3+GayjU2wRfVevPHt8Yejo18arNcdEdyTwGTeGT0bIPqzZ7R5ztWgo8QAuksSUD4APkCkaJAQPiAslNE+HKbobWdGgqImqHF3DZ1vX3s9ZqLLYa8//rMblAhpGqzf8be9mdm3Na5WpYkFxzuadndbD1zobvDYDon6sAmbq12sGvo8drWapib9Dqv0DRN01ec7sBcTvO0+FzgDmPbV2/oLdLVrSQgnSUICB8gXyBSFAgIH1B2igrfn4dVLnBnyPVv31SRBrwlA+ksQUD4APkCkaJAQPiAsqMA4Ss7kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQpkR4QvHvW5x4JP79+63mc7bLs5s9ODBMoGjox06qmGD8a51eKvmR+/2NnjesphgrnHzqNH+/2vt9QxFoSvdCCdJQgIHyBfIFIUSMnChxcmGNvRwYn/4sIPGYsaaYzsVDkGCpQHLujssZx2hRLrKRzmfP0tu02X/nbB8MZ+RzCxxXuA8JUOpLMEAeED5AtEigIpUfiWw+yxvfT9GCaEEN5Ha0D4/pzg5Z//blBRWgsb5rc0u0cICN9OAOksQUD4APkCkaJAShE+nHg2uL/C6prlhf8H4ZMnSe55eG7rGrd5QPhKB9JZgoDwAfIFIkWBlCJ8r8fs9ZSJjaRVQRC+Q1eHHZbdFEJIs++c9wXGXPi+i7GbG2pO37h1toGitB1fRVZe+gZ7zJ0fXLt20dJ8oNf9nCeELE+6Gfp4m1579otR+qA2cwVCCIlHfddPmI9fuvb3S5a9rb2jkXIKirzBCxOOk5aeT5zOfmv9LiMbCI1+aNRSSGXo/WZymRA896DfuEtnZn6KTvsGe80NWoTMbIQnJMkFv+47caLnwhlrc7XeMjjBJQkhJMKa9MZTF2iaps9bm1UIUXsdk6tb+BsB4SsdSGcJAsIHyBeIFAVSgvAtersrqOo+fzL9Bd5HaxCiGk67JmOY8/W3VKLdA4EkN+X/l71BjZDewtwedZzt7P/uV8/7OrSnz79ISGLK2Y4qTnsXMSGYDzItCFENJ53+2YRwhbp+/womMU+3TiXcC085Dai22ztfjsfxJ2B10rFXS/t4QghOBD4x9PmTZDEw8BZCbw0EFgkhhMy5bW+n/3thzL5bED786rveJis7kyCE4JCjFVG6bk+MEBwaep8NY0IInhk5Wosow8AEt6W/ERC+0oF0liAgfIB8gUhRINsXPhxytOYu4OYu6XI+uj49dTTFGjVII1gIIQTzEc+Vi2yAS6aEL/UyQiKsEWVeKLoCP+258tEXgQWc0gtYOC5KMjCwG1WbrtyP8pisTn3//dQqIXiGbVepaumHS4TgWVfHQWc4NR+XecjLEdZCadtsF+jsVF5l71g8M2+XnHef0qGKxr4flgjZ0t8ICF/pQDpLEBA+QL5ApCiQ7Qvf2h17mxY+4dXRwG3mrO1Mr7VxY+EjhJD4XOAOc/Y9e+879SB864BfeE6/SSFE6Tsuu59xgrDhWXdXHdK9743FZ9jjf3FNpz0u85Bf++h6ZGQjxa766m6PXkU1fjgey0zpbvZvBISvdCCdJQgIHyBfIFIUyPaFL+nvq96u8OG5+/3GfbbhIIf5CGveWPjw7Hj/24224UkuSSKs8Q8XvqjLTKFC5Kxx/2Hws/6h0y0aCqFqE/OIw4QQvOS7WIuqLF9+c+3QOW8sU3UvV/hypvRE4PlxupVCDT3eaOqPt/I3AsJXOpDOEgSED5AvECkKpIQ9fFGXmVI3MU8y7rBp4Xs9Zq9P/+9mhC+xNHauCtXTPi79mj9a+CRM0n/9si9GCMFcYKjzDaQ6NjKfJISQRIBpraQ0ugb64VL25ZmHzAWZNoTqutyzaeNbmhy6NBhcIgQvT3zSQqn0PXdfYUIIWX3u997o2fzfCAhf6UA6SxAQPkC+QKQokBKED4ec+zVqmzuW/sKmhe/liHUXotr6/b9xIQ9jfQOhdufkdOj5YhHhi8+PHFOhypZ+X4yb9DKdelRpcD6JhCLLO/gk/izwvouNKaXD8bHeyqpzY0uCwiVm2A5V9uiGQPavCUe+6tBSSHug98a34+Me18Dx9ov3YzhlikjXNZKqvxMPOf7v/4f+b4X/RhK/sCeOmHuGg8vZmUIQvtKBdJYgIHyAfIFIUSAlCJ+wi38X7YtjQgie+2HQtodClNZID/tDzzyMraECoWrjhf/X+T/PG7UUovbYrg57Q4uEJLmJf5i0FEK65q7rD+59speiNC3n3c8C7n5LDUKqlu5rnmDYf93WUIGQ3tz/78monzFVI0Rpmk8OPvj26t5KpNmXKuYC5ML7aA1VZzz7N6fz4y5Tl2NiIWNeeH705DvDMzlrtmIvT3ITgxa9GiGENHusV76P8JiQeNj5tgohVbP1PE3T9AX7cUMNZb4R9BX+G3k1atNSCOnMrmyHPRC+0oF0liAgfIB8gUhRIKUIn1CnY59oERCQHZyPrkfqk+5Y8V66WwRz4X/THfax15mvgPCVDqSzBAHhA+QLRIoCKU34hC6rHedHI/GyjA4oF5ife/pDcI4nnI+up/ZnqrSUTpKbGDxx7htxHeaiwsdPe/osraaTF+zWNsOZ4eACJoQsPaRrVXlnYVTWkXSVv3jE09/eevjUhTPWNmPP8BMufR/MPR46ccR86pzdeqCt67ovWvB7MskFb9KmOgohROkNtFs0zqJX3njMhBCC+cjdvvY206lzdusBQ89wkNvJ0zuQzhIEhA+QLxApCqRU4SME89EHzOnL3iisr8qIRX/fHkTttd/4zG54hxEt+5Z+5V99gWhu140iwhfz9+1VtTLBBE5tD9B1jczGY97eVmu/k03zT9qorrKk6sjgJX9/o+oAE1wihOD50S5d3dGRGUwI4UOspa5x4HGCEILnx3r3aE2D4n2EAnjeffow7ZqIJrhfvQNva9EmrpxDwTHzhBCy9ENfY1UrE0gQoQjObt3RWzs49Q3pLEFA+AD5ApGiQEoXPkCWYO4/90e+ZIe/8ReeCdtJCgofnmHbVRWtjl9SUrTo7a5Q1dK3PEM3xaKGQ45WypI6xI3DbLsOtTpCqT+f93bXotqLvqXVJd/FWtQ6EBDOH+MVf39dVuYyrISHr91Ot34m8TF7ZbqMTtEr51ygyJgfLqUOxBx0hISHiRe9pyvQHtq3UOqzSwPpLEFA+AD5ApGiQED4gLJTSPj4CGuhMoVdCEkd5U6fAUqzEnYeVqVXnHGENVHieo5CTZ9G2jcbZNpENboJmR+xqsQLwQXA8yOdFXv7/LF1rxwTvWOdMYdZkzantHiENSJqFz2+UzYN6SxBQPgA+QKRokBA+ICyU0j4hB6+7c6pRO5XMpNkhBCh9E/Nfqcw74bjY72VqNLg/DWzbS4+1luJKlodPz6k63OuJvR1XqcKNv98tMfQ7nzGb3DlX0T6WXzMgW/tlQgZnFPZDYFj9kqEWh0hvDTp7NBqO5yTouqHWwfSWYKA8AHyBSJFgYDwAWWnkPBNsUZNzpxcqkCMeP6M4LBzP9XGBIV6i8Ks29rmLkhDfxd0HESotts7n/cHvgI7S5fDox+aUtVn2uixObzelcUXKD5mljEilNOYLvv+pUlnh05/9AYI358OED5AvkCkKBAQPqDsbFf4+FmXVdXEBFMVY9bTssQM265CKtNQmMeEJLlnn5nVSLQnbw04FnL3G7UUamKCq2UVvm08sAJAOksQED5AvkCkKJA/QPgw95/7t6732Q7bbs6s/bMpn5u9eu69oeAma1qsRnxfMrYmUcOPnQavTFxpoqoPs7+uEoK5sM/NXrWfGwouE7I4MbCP0r7Dhv8sVWlwZOzL+xF+5w6XEkIKC5+44LP4K6IFUzztslTvHnic+U7IbeWS+YqwFBuPePpNejVV03zIcMD87oEapKrr+2llvXEtBZkDFDKzEX7dK2coPubQPVpTSPjEi7ylAeksQUD4APkCkaJA/hDhCz9kLOoC3Vfxcug7dsCq3/zMyOoTpkmNEFKXUfgIjnoudtiujP+GyWLIyw5Y30hPRPFRb39H59XxVztZca2cJBdfx9Z9sElu8mbvicGJstWQy9wo6np3/UMbeNZlUTX3+bMrvCTqMm98tIKkTI5K1VhZB95Ha4Rew5u68jpjnnaZdXBoQ2mA8AHyBSJFgfwxS7prJ1Sy5LTTXYfVmPukWlycd0fbRRRHUIGcrWYyAfNh1mIZjmzwsmRsvO/AiVs7OM9XSPiEEiea9IEMcYkTgdWY+6S6rt+/IhoGDrPtOlGZ6ILFUzAfZi3aykb6fmyDT8DPujp3dY3O401eeZ0xJ2bYDhV12BkWphShLIsiAOED5AtEigKRr/BlmHPbaso6w0cIIZh78ULovJAvfJibfbGj82FlAnP+KwZtzrJj0ZeG2fbGDtdOrUZuuvCy9qgrkjkAO+e26avs93Ln6NaWR9bnjhPzkTs9DbqGnjuFhHU56Hi73mAf8s/yJMlNunra/5puErPhlTca85rCy9qOryKYELI0eeOoXrvvnPdFKc8T0lmCgPAB8gUiRYFsV/gwF77vYuzmhprTN26dbaAobcdXkZWXvsEec+cH165dtDQf6HU/5wkhJMlNXD9qef+q8/playNlZCNp4Tt0ddhh2U0hhDSiH4di4eMLXpAQQlYj339grEKoysjcYbPCl+SCX/edONFz4Yy1uVpvEZYmF0Pua/RxQ42258bohwYthZCu5dzdKCaEYD46PnjiL52X/n7t0jvNrefd+T3iMB/9abjf1lajTjtoRvh+i/q/7LcZaqgCs32Ye+Q4+m7P1c+clzvrKTMbSSyHPIOXT5sbms9+NTrY1apBiNJbP/95OuiiTXo1Qmq95fPg/47lP1VdBao2nrpA0zR93tqsQoja65hcLfaJklzoDt2mFfaZ4Tn/MG3SCg8T/+a7drxZhVCNsZvuc/pfExKP+q6fMB+/dO3vlyx7W3tHRYaUmHK2r53f2jZFhC+3TVnbqaGAqOFHzG1T14sb8qYRN0A72DX0ON0ADfNzE7eZrpb6Q/ZiXdEIPzfO2Az1Gk19m7mLdnwbyjH1YlfOu0axMee0Vmvr+iKQunjM37eXyjvSsXUgnSUICB8gXyBSFMj2hW/K/y97gxohvYW5Peo429n/3a+e93VoT59/MWUMFae9i5isPnXsfTOlRInHA4aP/MnUjnaq4bRrMoY5X39LJdo9EBB+PmaFbzXmLXRBQgj3gK5vPumeXiUrkQf/sDVpBOHDr77rbbKyMwkidGhAlK7bEyOE8E+YlgpE7ely/hhNvPL3t1FI2Bz2m7d7d6paG/7Vaais6PYu5j8HzAeZluyko3iGbynI7C+0vBufdBzSpl6/GBg42udfTC/zqfSd1/3ROI55eqooSrvPPvqcJ8nY2PlatMt662neU/2//s//w3QjjAkheGbkaC2iDAMTHFnvE+UeLMixZ1/OwYKYp1unSn30KadBXNMk9dqCvrUdigrfDsIFRoZcbl+4iOr9weDQ4EHhW3G7QDpLEBA+QL5ApCiQUpZ0p1ijRrT4ivmI58pFNsAlU34maEfy8cButdb0t/FonJD41PcPp1bzlnSLOUqRC5LlINOWXcNdfcI0qdU2d0xohKBts12gsxNilb1jcZw3VNHd4xEPc/GLxxxOCV/haZicVWax8BXbz7cUGGhF2revjL/kCVmdevj9VJzkL2TnPr0Ia0RCm6+8pyqQnHef0qGKxr4f0kucxT7RpoWPn/Zc+eiLwAJOCV/uCnuENeaXHd4+v4fwSRfMR+9/cuLD0fzJ460B6SxBQPgA+QKRokB2UPgIIYTw0cBt5qztTK+1Ma0dfNTT20AhRO02X3YLi2ibE74iF1x9wjRpmpgn6QMamT18nI+uL7JwVkyPSHopsNdmP2OtV++Q8BEc/fZ0QwVCar35sjuUOjywkfAJ/1fgqeJXd3v0Kqrxw/FYZgmyZOEjhJD4XOAOc/Y9e+879QWEb8eqyCld+F5M/lryLk9IZwkCwgfIF4gUBbKTwofn7vcb99mGgxwWTChTsSwe9X/R06JDiNKa/jHBJTcpfIUvGHPb1Oqiwpea0sujmB7xc+MDxsaTw5MxLLxmh4SPEMxHfxzqeUuDENIeYSYW8LaFD8+P060UaujxRkUfrGThw7Pj/W832oYnuSSJsMYCwket05lsSyhb+HYGSGcJAsIHyBeIFAWyg8L3esxen5GLrJ8l/Z9e9sUJIXghOHRMj3ZZR15uTviKXDD/WG7mf5eDTBtCdV3u2bQYLU0OXRoMLhXVo6V79ioq/eUdFL5F/6fXfHFMSJILftGpV6msI/PbFD68PPFJC6XS99x9hQkhZPX5ox+jfMnCh5fGzlVlRr5G+FaDTBPSmV1rKmNvCxC+0oF0liAgfIB8gUhRIDsofC9HrLsQ1dbv/40LeRjrGwi1OyenQ79+Szemz3vGx+yV9fax15sTviIXfP5fnO+DelRlZB5zZJULjtDGKoQQamJ+nv6qQ0sh7YHeG9+Oj3tcA8fbLwrF2Iro0fyIVYWolo/9sdchL2PVq5Dh88nIf54v584Rbln4OB/9droG28KY/Q2hvMh2hC8RYForka5rZDY1VxpynHOE4sWFbyXsPEyh2k5XOME9c1/u0FOoovPmSx6nilQ3XgmsvA589+iXW8dUqLKl3xfjJr1Mpx5VGpxPIqHIMiGp8yXZqnKlAsJXOpDOEgSED5AvECkKZLvCh6P+YdqopRC1x3Z12BtaJCTJTfzDpKUQ0jV3XX9w75O9FKVpOe8Of0dr1HrjmavO6wNd5k7Ho1j0h0HbHgpRWiM97A898zC2hgqEqo307YkJj5M2aRFStdk/+/qH0ONCF4zECYkF73xgVCOEmmzst6ztgI1x+SIrhCS5iUGLXo0QQpo91ivfR3hMyGLI/ZG5RoVUe7uveZ6FfcLddeaP705OTzBHtAghTWvXoPfe1YMU0rXkFCjBy6HvhCFRDTbG82jC66SN1Qhp2+z95+znzxurEaposDGekPh0L+ej6ym96ezVz5wDJ02d1yc4fjnkdXS3Ukilt16++dPjn25etupViNpjY+4+C/843GepQUj11qFDLc1vZp/qfNj5tgohVbP1PE3T9AX7cUMNZWYjC0U/UWgRc4+EYjeU/l2H//aFmiaz/dNhfxQLBeEoROnfdUwsYO4RY6pGiNI0nxx88O3VvZVIsy9d+Ibz97Wky8jt5DcZxMq2gXSWICB8gHyBSFEgpczwAX9O8PxoV91fnJMb9CXbPCB8pQPpLEFA+AD5ApGiQED4gFz456On33nfU1JbiDxA+EoH0lmCgPAB8gUiRYGA8AEi8AvvB+cHJxZ2tnoxCF/pQDpLEBA+QL5ApCgQED6g7IDwlQ6kswQB4QPkC0SKAgHhA8oOCF/pQDpLEBA+QL5ApCgQED6g7IDwlQ6kswQB4QPkC0SKAgHhA8oOCF/pQDpLEBA+QL5ApCgQED6g7IDwlQ6kswQB4QPkC0SKAgHhA8oOCF/pQDpLEBA+QL5ApCgQED6g7IDwlQ6kswQB4QPkC0SKAgHhA8oOCF/pQDpLEBA+QL5ApCgQED6g7IDwlQ6kswQB4QPkC0SKAgHhA8oOCF/pQDpLEBA+QL5ApCgQED6g7IDwlQ6kswQB4QPkC0SKAgHhA8oOCF/pQDpLEBA+QL5ApCgQED6g7IDwlQ6kswQB4QPkC0SKAgHhA8oOCF/pQDpLEBA+QL5ApCgQED6g7IDwbZ145IH/+Wr2/yGdJQgIHyBfIFIUCAgfUHbKJXz8tKfP0mo6ecFubTOcGQ4uYELI0kO6VoVyUVlH5nPeOOtnr918uiz6EuYjd/va20ynztmtBww9w0EuWeCOeCE4fM5k6Oi+cPa44a32vrsRHq83mLUX4B4PnThiPnXObj3Q1nXdF41n/yxn5Kpa+uGS6I2QzhIEhA+QLxApCgSEDyg75RG+mL9vr6qVCSYwIcl59ymdrmtkNh7z9rZa+51smn/SRnWVxTWd0i9+1s/SJr0aoXrax2UvtvRDX2NVKxNIEELwrLtrt+7ordl8ZeNnR7p0tRd9S5gQQvigw1CdekvhwfD5Q+ZDrKWuceBxghCC58d692hNg8Fl4TaJGbaztZtJj/uWLxIXvxXSWYKA8AHyBSJFgYDwAWWnHMKHZ9h2VUWr45eUlS16uytUtfQtz9DNtEIRQggOOVopCxtJuxc/H/mNm3K25wpfYobtUKGDjpDgWHjRe7oC7aF9C7n3nHGZdcjgnEpdnvPR9cjIRooOJmeKjhC85LtYi1oHAsKX8Yq/vw6lZTQRYPYe6ve/LjgvSCCdJQkIHyBfIFIUCAgfUHbKIHx8hLVQOdI2xRo1aBfti4uVaSXsPKza7wzjvPeac4QPh1mTFmloX2ZKLsIaEbWLHs+ZZCOvx+z1iGpLaVkiwLTuamUCic0OZjnItCFkztrn/IhVJSw3J+fdp3QIIYSomv2nmHvZleI0kM4SBIQPkC8QKQoEhA8oO0WEL8kFv+47caLnwhlrc7XeMjjBJQlZDHmdtLEaIW1b762JiS+76rX11ivu0GLuJRfG7LsRandOJXK/kpmlI4QQgkPO/TX7naFce1ojfPExeyUSTd2lv9LqyH0n5sOsRUshbXv/3bE7vfubeu5EeLzZwQgzguKX8T5ag1B1nz+Z5IJ3h51X6eOGGgohRGnbnZOJnHtDOksQED5AvkCkKBAQPqDsFBQ+/Oq73iYrO5MgwsIronTdnhghhGA+PGRSUbqub2b/M3T44OCzxNp1zinWqMmZLUvpVM7OPBx27qfamOBy7nvXCF+ENSIkLM6mX+KjNShnzi9FkpsYtOjVCCGV8drPqYMdmxoMIfGQ4yBCtd3e9AGSQnfB3BO2aw+FdO1szrwkpLMEAeED5AtEigIB4QPKTiHh4yOshdK22S7QNE3T563NKoQqe8dSa6BLzxztKkpf32BxPFsqdMnNOBY/67Kqmpjgat57SxS+ax2WnrPGaoQorekfE1xy08InbPVDKtNQmMeEJLlnn5nVa+cRU8d1804WQzpLEBA+QL5ApCgQED6g7BQSvuyJh8IkAkxrJcocic1HMKq1jiVaMMXTLkv17oHHa8qrrBE+Qe/WCp94kZcQQvBycNBUZXGGlwk/c6+/XYsoXdfoPN7EYFLEI55+k15N1TQfMhwwv3ugBqnq+n5ayR/hwph9d97DgXSWICB8gHyBSFEgIHxA2SkqfNkpvXzwq7unG3SVqLJl4NFygT9PRl3vrn9OAs+6LKrmPj+35r1rhE84frvxoY05t60ma4F41t1Vh1THRuZXNhxMIZaCzAGKOsAE105hLozZ38i7O6SzBAHhA+QLRIoCAeEDyk4h4ROOrNZ1uTPV7pYmhy4NCvaDo97Tf6EfBka76pCqveCqLp5h21Wa7IGM/EooqzH3SXVdv39lrXKtFb7EDNuhog47w8Jc2ybLsvAR1oxUx0bmkxsNpsDw+TBr0VY20vdjmBASn3s6OZc5mbv0kK47lCeCkM4SBIQPkC8QKQoEhA8oO4WEj+DIVx1aCmkP9N74dnzc4xo43n5RsJ/kK29va8/dV5jg2VtHdVR601sea2oda4+6Ipkl1Dm3TV9lv1dIudYKX4HCy9qOryIFCy9nBBT/5u2pT9dnXn8weWA+cqenQdeQOuRLSNRlphCl77h8655v7P+7aus8536et3sQ0lmCgPAB8gUiRYGA8AFlp6DwiU+8Is0e65XvIzwmZDE0+qFRu8vY/2AOEzx372KbFqGKBtt1/9zaxhWibmZtp4YCom5mMbdNXW8fe53/luWQd/iavU2LkLbNfo392j+XXgEWt1Zr6/oiULS12vstNa1W+7luy0GT/ctsB7Z1BiN6Pz83cZvpaqk/ZB9+wmVegWMh7xcDNE3THww4/x2Yi699J6SzBAHhA+QLRIoCAeEDyk4R4VMeXGBkyOX2hbl1tvYVAdJZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFAgIH1B2QPhKB9JZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFAgIH1B2QPhKB9JZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFAgIH1B2QPhKB00DWZMAACAASURBVNJZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFAgIH1B2QPhKB9JZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFAgIH1B2QPhKB9JZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFAgIH1B2QPhKB9JZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFAgIH1B2QPhKB9JZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFAgIH1B2QPhKB9JZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFAgIH1B2QPhKB9JZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFAgIH1B2QPhKB9JZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFAgIH1B2QPhKB9JZgoDwAfIFIkWBgPABZQeEr3QgnSUICB8gXyBSFMiWhQ8Atgd8C5UOPEOpAdkIyBr47lUgIHxA2YFvodKBZyg1IBsBWQPfvQpkU8IHAAAAAAAA/MmAGT5gJ4FvodKBZyg1IBsBWQPfvQoEhA8oO/AtVDrwDKUGZCMga+C7V4FsQfg2OT0IABky3znw/bNtxM8QHqNEOAKndAHZApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQED4gLIDwlc6kM4SBIQPkC8QKQoEhA8oOyB8pQPpLEFA+AD5ApGiQLYrfDjqH/7IWl+BUEVD73evcPpFyyHP4EVLfQXSGrqvuvxzfJnGTQghXNDtDnKEELIS+XbEF1st4702D//S9/XDCN74hWJw9FantrKBvs8VfcX8+MXOHtdTDhPMPXYePdrvf73Fm+wgeGXiShNVfZj9dZUkuakf3eyn9vf+GUwSQhYnBvZR2nfYcDzzahC+0oF0liAgfIB8gUhRIKXM8OH4WG8lQgjVdrrCIrOLhxwHK7q9izs+2HxWplnb4Q+8wQd9h5knUtA9zD1i/nJy8OeFLavY8hNnl/W061livYv7+lt2my797YLhjf2O4Dqv/B3AUc/FDtuV8d/wcsjLfmzVq5CG9vGEED7q7e/ovDr+Kpl5MQhf6UA6SxAQPkC+QKQokJKWdHkfranUaCiEtB3OyaXMlyOsOfXTv9xwD+h6NVKfdEtheo8PsR3t9Ph82Sbe8PLPfzeoKK2FDfN/3OxeAaZYowYV/ysH4SsdSGcJAsIHyBeIFAVSsvAZr3mcHVqEqJaP/ZwwqfM7Cp+EWHrmaK+wuGa3bWKYe/7rb3J6aJh78YLDhKwVPszNvuBghm8ngXSWICB8gHyBSFEgpQsfG8ER94l60WY+sfDFo77rJ8zHL137+yXL3tbe0QiPMfef+y7Gbm6qOTt0q+dNCtV0uKYw/9I32GPu/ODatYuW5gO97uc8wcuhfzP0sbaaxrM3vqQNuxCiNC20N5rWitWI7x+2eoQQqjJ+8H0kNceX5IJf95040XPhjLW5Wm8ZnBCZRxlZumev0pnYcNr3ktzE9aOW9686r1+2NlJGxjP6oVFLIZWh95vJZULw3IN+4y6dmflpjsdz44N2c4OGQkY2Umz8EdakN566QNM0fd7arEKI2uuYXP1DPizmoz8N99vaatTpv+WM8MWj/i/7bYYaqp72ZbcjgvCVDqSzBAHhA+QLRIoC2QnhIwTH7tONFenNfCLhi3m6darqPn+SEDzlNKDabu885qb8LnsDQkj3F+bb246eE/1jszHv+zq0p8+/SEhiytmOKk57FzEhS0FmP0IVDV1Of3SJ83/cQqnq+n5aIYSsTrtPNtefvBNZJavT7GF11WH2P6uE4Fff9TZZ2ZkEIQSHHK2I0nV7YmV5dGLwovd0RWr8hBBCVp869r6Zkp7E4wHDR/7kYmDgLYTeGggIr5lz295O/zch8TF7JUJGNlJk/Dg09L5gk3hm5GgtogwDE9wf9GEJIZgPMi0IrRE+kv4rA+HbYSCdJQgIHyBfIFIUyM4IHyE4Mels11JIa3YEX2eFj5/2XPnoi8ACTgmfxshOEUJIhDWinDVAPuK5cpENcMmU8CEzG+GFycKsPfA+WoOQkY0QshpkmjJb91YjDz443Mw8WSV8hLVQ2jbbBTo7FVbZOxYv9463eMhxMD1mQgghyccDu9Va09/Go3FC4lPfP5xaJXiGbVepaumHS4TgWVfHQWdmPjD90T5/uMH4k/PuUzpU0dj3w9If9mEJIXl/g2Lhy/0rI4SA8O0EkM4SBIQPkC8QKQpkp4SPEBKfcR3XIUQ1nr/xabtI5uJzgTvM2ffsve/UFxU+4XLRwG3mrO1Mr7VxI+FbDjJtqIkJ5h/V4Hx0PcoO6XeD89H1OcJH+Kint4FCiNptvuwOCSuteNbdVYd073tj8Rn2+F9c01k1S300hl13/PjV3R69imr8cDyW/OM+LCEEhO/3BtJZgoDwAfIFIkWB7KDwEYLnx+lWCiGUUQE8O97/dqNteJJLkghrLC58eO5+v3GfbTjIYcEYNiF8BQ7ncj66/veb5cqy6O/bkyt8hJB41P9FT4sOIUpr+scElyQEL/ku1qIqy5ffXDt0zisevFj4io0/9XgberxRTMgf92EJISB8vzeQzhIEhA+QLxApCmRHhY8QsjzBGLRp4cNLY+eqMj/71xO+12P2+lxj2MSSLmpjgsu5Y1wOMm0I1XW5M4dllyaHLg0Gl0h5SUZd71Li8ST9n172xQkheCE4dEyPdllHXhJCSCLAtFZSGl0D/TBnTKmP5hgtOn68PPFJC6XS99wVylyvPr//j//x5h/xYQkhIHy/N5DOEgSED5AvECkKpBThw4ve0xWtjlDOBBPmZ1ydOkpD+3iSnB85pkKVLf2+GDfpZTr1qNLgfBIJRZbzhe/liHUXotr6/b9xIQ9jfQOhdufkdOj5QjHhI6v/YQ9Xofr33ZEVQghZnf7W8e30KsGRrzq0FNIe6L3x7fi4xzVwvP3i/Vj5p8Bw2LmfqrG551L/z/voxou+JUyIcCCj3j72mhBCSGKG7VBlj26Q7Os1CBnZmWLjTwSY1kqk6xqZFZ5ZPOQ4d80z9Id8WEJA+H5vIJ0lCAgfIF8gUhTIdoUPR/3Df+tu24WoRuvlr3JbqCVf3bvQQvt4ofOEqRohSvP/s/d+P2llbcP/9QfsEw49MDEhJByYNIZwoDETPdB0whtspjGkP0Kw6QTMTIPek2I7X7Xztuik7uaZ4jtT7T0lc8tjpzh39+s8Q/utnZFppZPaqdxTTCUdOkpvbKUj1laeLY/IxrXegw0CykYU6WBZn6MW915r7wX74sP6cS3F6cFf71w5UAbig+f+8/8O0RoJAFVruMLc864gjKPs1D80EgpAqmi7+uv9ywcoSqz8/IcxW6+2CkCs7BgYm/a6BttqKQCptveudwVjzD5hDPUAAFBvMNs9LD9CGmWnBnXyEgAA8X59/y/+t5OjGM3b26r30ROxDcU4Jy0ukavPXrFe7WvTtlgm2fhVoMXR0x8Pz224qITLpr3+sM96XAQgUujP0zRN9xhPqmSUlvGH/4qbRSvee9b4O2i+deuWtYfPOGP8dsg6NECrKwBKaw3mMW9Maonw5Q6JzgUIET7C3oWElCIkpyFdQjJo/lZrdYd9cUeZ8DgnLYYSg/2tJFV52xDhyx0SnQsQInyEvQsJKUUIEb5dJMq6Ljef+XE73WzhBc+kZyGMOSctFh+yev+K9Rd5hwhf7pDoXIAQ4SPsXUhIKUKI8O0u4cDEwJn/GAtkKW5Rl6mCohTG69e7VE3/eEubgrx1iPDlDonOBQgRPsLehYSUIoQI319LlPU9HBlmhm9PBt7OXMO/AiJ8uUOicwFChI+wdyEhpQghwkfIO0T4codE5wKECB9h70JCShFChI+Qd4jw5Q6JzgUIET7C3oWElCKECB8h7xDhyx0SnQsQInyEvQsJKUUIET5C3iHClzskOhcgRPgIexcSUoqQtyN8KDJ99dgxfhVqlJ0aaG4d9u3SGgXkf/D9+By39YGEvwwifLlDonMBQoSPsHchIaUIeWs9fCs+pkWuPHft245aqZ7xrWx9Rpag4IyNPvVNYisLQqFBhC93SHQuQIjwEfYuJKQUIW9xSJfzMjoZQGWLzbfLHXJocYJuPjUyS/r5ChMifLlDonMBQoSPsHchIaUIeZtz+BC38NQ5OZuPrjg0xzSVt9r8kd0vmpAzRPhyh0TnAoQIH2HvQkJKEZKD8KGlKctpXedlq7VXX7NPzTxjvT/SjRIALePn0IJrmNZIAMS0k0tz8CzGUdZz03TqVGfPWb2iQq4bnGKjGC977QP0SZVM0nl99AuVhAKQKrvvBhAWOH79Yp5ZVZJK+mFol9uHsAsQ4csdEp0LECJ8hL0LCSlFyM6Fb23GckASs7mI+7LK5Ipi1knX8MKHMcZ+Rh0Xvs0Hc6/vddXrmbkIxhh5LQ1ASTvGghhj7olZWQrU/jbrb4HIa1dvIwUKk4tFQsfHYJ10DZR3j4fIVL6Cgwhf7pDoXIAQ4SPsXUhIKUJ2LnxRd181VGj6HwQ4hNdmf/lldk1Y+DYdPPOc0VGSRkMPTdM0fV6vEAGUdY2HEcazjFoc7xjEnJMWg1jNzPgFj+fh/IwW4IjFG971NiLkCBG+3CHRuQAhwkfYu5CQUoTkMqT7cuzM+xQAJW++ZJ9mEcbCwrfpYNZJ14Ca8aepN63wuYWP5+GFr4Z2stu5fcLbgAhf7pDoXIAQ4SPsXUhIKUJyED6MMTfvGjqjFFMAFRrzZEzj0grfxoPvjfbUpHbRrSMsfOmPj5XuZ7QA+02u5W3cPeGt8NcIH/fiV+eLtbdXX34h0bkAIcJH2LuQkFKE5DCk67p6yRnEGCPWPdTyHog+GVlcEhzS3XjwceP/VgJUtdnn4wYXmhm6OOgJCQifx2NuFDieZ8VjbgTqhC2QtJKDUBgICh/3Ysyka9Cc7jHqG1Vnhz1L8Tc3ynq+N2qO6Dq6jSePKJt6x/zrI/Vh/1hvU8Ox9p6z+kZ15/CTpEXfKOS8UAnr7KedS9u+Vm7exQzceJqcJzJDjdkQZd3ftSmkAAAgVRpvziQWG22jZBKdCxAifIS9CwkpRcjOhY9zXqiLrYpF4fGusvLu8VDYZz1GQWWLzRdhp+2XmuUUlLbc+JNDmw++//T7ZgkFksNd1+9MTIzZ+k42XXgQRFhA+GaR/weB43kWHR2V1CGrj6zZKDwEhC/oMh0QNZg9EYRxdNHeLpW2jcxzGGM0f6tV+n5c11ZmLJr4YSjk6q0THTZ7QhhjtDjaJq1qHZmLvefIxxw70jFwneG54fRvazcXbt7F0Bp5SerEgIw1ZgHy//BR3fGegX8y178xqvYBlNbR/Od2eyWT6FyAEOEj7F1ISClCchE+WkxVqc/93Wr9qk3TZplaQhgjdtKiq6YAKPkJi+t2j6xea/x62BWIpDk4yk4N6uQlAADi/fr+X/wcwnjZa/9SKxOB6EDHwNi0zzlo2E8BJdV+ddcbTHd8nNVHpqrKZtss8b0CJK3woTmmSVTaYPkj9pYtOzpKRZX0wxCOBmwnKGiyzsayKnJOWsx3GyMf0ySFBos3ds6io6MSKi84QwhjFPGYDzR85WJ32sXLLfpfsbPWphThy1RjNrCu3r+ZXPHV5KGHdKUISk7bg2vbLZlE5wKECB9h70JCShGS2xy+QiG6aO+oarLORIjvFSLphI/zMzoqpS9tllGLYR/tDK+FxrvLoUzZ62QRxjjkMR/me/iQn9FQSbNCYxM362hnEKN5e1sVAACUyBrbzTvcXnnj0p9MNWbFa+fwPX/iU8k66Rp+4sF2SybRuQAhwkfYu5CQUoS8A8KHOP+PZ5p6xgJkZ7UCJZ3wLY0bqyGpGy/+yhGLNxzfha9C3fvjxI/nG+rPjfrDsckAUKayPosbFP9KaYPlD4SWPD9/bzXTJxvlFABARZP16fb3XdkgfBlr3ElLLDo6KqHe7FnLULJr2toskTRbZ1KSiJPoXIAQ4SPsXUhIKUL2vPChwNh/nLk2teOBPEL+SSd8s4xanFjfg3E8p09MttbnBoDomPl3fq4mb2NiNTO7XjLnpMXJK8ExxjjKepi22lIQNfNpurfDBuHLssasCT2kK/mJBxlKvuuxNkvlrdeJ8BU8RPgIexcSUoqQPS98hMJnZ8Jnbj5x7pxaAgCSD81TSxklaYN+8ct19+lH/tzmleZV+CJ+298qdYyPQzsomUTnAoQIH2HvQkJKEUKEj5B30glfasrGxCtN1tkIXnFbNLUa6zSHw/77X6klFEjb7YvR9SXb6yVzTlqcMjAaJzxuLEs5Mjs2zuHbRo1bgLg5W+sHFyeC0Z2VTKJzAUKEj7B3ISGlCCHCR8g76YSPX4qbdtFGNGg/XZKY3hddtLdL+e66gE2b5UKH8LixLPulFets2q8l+xozgtjJb059MepP2vdvmyWT6FyAEOEj7F1ISClCiPAR8k464ePTsogPWb1bpmXBfkbNCx/yMU3SpGyLSalMuIWnTxfi8oRCzgtVsdR922KT8GWocRulepnWU0mLMML+f029XNteySQ6FyBE+Ah7FxJSihAifIS8k1b40iRelrTa/BEcS7wsPWTxRDDGOBp0nC2P5WTenKxY3mybRTFHLJFrv7o1/nB85GuD7oI9uTstWzbvyCxUY/ZFPh/tPFBnuBzPB81cH+j6qHciJFhyaOZ6q1xysNvxMrkWEp0LECJ8hL0LCSlFCBE+Qt4REL7UrdUa24fcyVurDXcqqxX6sz0dzSpNd9Kua8nbkR1pG3rMb0eG2BmHtZ+maZrut9rdC9vaY4NnxesYHjA2SgAkjcYB5qZrAWWqMSvQG1dvIwUb+KDPvSxcctBlOkABgJrxC7QheQwLBCJ8hL0LCSlFCBE+Qt4RFD6CAMg7eKRjLHk2H4nOBQgRPsLehYSUIoQIHyHvEOHbDogLPLi8YYUHic4FCRE+wt6FhJQihAgfIe8Q4dsOiHs582xTInESnQsQInyEvQsJKUUIET5C3iHClzskOhcgRPgIexcSUooQInyEvEOEL3dIdC5AiPAR9i4kpBQhRPgIeYcIX+6Q6FyAEOEj7F1ISClCiPAR8g4Rvtwh0bkAIcJH2LuQkFKEEOEj5J2/Rvi4F786X6y9vfryC4nOBQgRPsLehYSUIoQIHyHvCApfcuJl1dmk7MpR1vO9UXNE19FtPHlE2dQ7lshRkpysWN05/CQpDTIKOS9UJvIb76edSwJXhLjAI+bSzacpa2EzlJx0Jvtk2PihStfeY/ybSqkzjb1Y38+N8981NTVq2ruN+sOqzmHPppW2uUCicwFChI+wdyEhpQghwkfIOwLCt2lrtdj+afzWau/HdW1lxqKJH7Z5O7Kq1pG5mJghH3PsSMdAfA+zG05/mv02EBd4xNDH5BSAmHZyidczlZw4am6ktbqSfhjii5oZVMVPwaF/merKG8xufm84e1u1tPXW/Pb3+xCCROcChAgfYe9CQkoRQoSPkHfSCh+aY5pEpQ2WP2JStOzoKBVV0g9DsY1xm6yzEf4vnJMWg5bxcxj5mCYpNFi8sXMWHR2VUHnBGUIYo4jHfKDhK9cW/WqIe/Xnq4jXqipLEb5MJScRsGmpMpX1GUpcmVjNzGIcmWOaRXDE4uV7ItGy40xppi7GbUOicwFChI+wdyEhpQghwkfIO+mEj/MzOgpqaCcbf2WWUYthH+0Mr4XGu8uhTNnrZBHGOOQxH+Z7+JCf0VDJnsb5GS1AHe0MYjRvb6sCAIASWWO7eXyOwxmYZdTi5IIylZxM6L6xnKKUvFaiiMfcwPfwIR+jkaQYpJ9RA7WPnkjZLiMHSHQuQIjwEfYuJKQUIUT4CHknnfAtjRurIakbL/7KEYs3jDkvo5MBVKh7f5z48XxD/blRfxhjFB7vKoOkDrbYK6UNlj8QWvL8/L3VTJ9slFMAABVN1qeRjReyzgbhy1hyyokrPkYvAUqi/vLuxM2uhoOdo885jHF43FgGoLLOrh/Nv9Jg8aLQjLVZImm2zoR2qw3JY1ggEOEj7F1ISClCiPAR8k464Ztl1GLgB2pjsE66BuJ9foidtOiqKQAQHTP/HkQYx3vd+CHUGJyTFm+YjIejrIdpqy0FUTMzJ6R8G4Qvy5IxxhijpSnLCTkFAFK1+XFsYYefUQOAmvGnOT80Y22WyluvE+F750gnfGjFOzZIH5MBACVTHFWrG2vEWfU6C7M62VdfJjl23Zey5jzKzv42ajUZVB03Aru5POhtk/7usjoGsT7nqNVkOGa4MZfnq9whiPU57cwVY/eQZwXj5am+g5TkY8Yn1O+PVqf666mKY8yzt5BegISUIoQIHyHv7Ez4zM0nzp1TSwBA8qF5agltQ8v45br79CN/ClxRbsJn/kR3rkMtoQAqNOZJFmUWvu21lRAkOhcggj18qe8+YifNmgqgFF33F3ayjAe9dFxoben/9XXKyeEFj8Os3Zf6EO0RUOjN0mr832nvbsPxaY9B3ILnvllXkvrkFhLLXgfTp38vHta4gKO3ueXKxGtBQUeBsQvNhv6JV7u33EsQElKKECJ8hLyTTvh4vdssfE3W2QhecVs0tRrrNIfD/vtfqSUUSNvti1HOSYvTaFnyUGyc8LixLMPXwMY5fFmXzHos2nLNkI9DnP9er7oCoKrNPo/4L/jNwpc8yJsbJDoXIFkKX3wRD5QY7EG8i2x+iPYEKz7GoNslRdv85BYY/I/J5MnKhQIJKUXIjoVv2ev45yV9HQUA4ppGNT9yIanV9Y7MBHP+jgsHXLcHTafUNcoCfE4I2yWd8PFLcdMu2ogG7adLEtP7oov2dinfXRewabNZWoF54Uv3enJdyd1vWZYctBtKEhaIFkfbpJRIP7KI52xaKVm0UWxkL3zh8a4yAEprC+ywqij7cn5TYsi9KHxR9vHXKtEGRUt7d5tOTHfMnhM+xM6/zJxJALEvX27VGLsBCSlFSE49fGjWqkqMZCHO/2NnbSlIWm1+4enyWbG69HrO1XuwMH8YEbZLOuHj07KID1m9W6ZlwX5GzQsf8jFNUuqQ1bc5eQq38PTpwvqi25DzQlUsdV9aNglfhpKT2ZCWBc8yarFIP7LIp2Whjll9/EAVSctSFGQrfGhxvKseQNrE8J+vKOu5aTp1qrPnrF5RIdcNTvEG4Gc0cnV7D03T9Hm9QgRAHbDMhOddw72GRjkVKw1x/rsm3fEWY3e77pjqfX5eRJj1/kg3Snj5QwuuYVojSdQvUN12QUHvveErRm1txd+uDH2mFFMAUmXXqJ9DwlVE2amrrbrPrlivXtLXUWrG/9o50KIQgUim/pSm/+l67U+9O4zYP0Yu6jUtZ3sMKrni0yH3EuI2tACfsF2vaTnb0/7xh6o60brwcX86Bzu1Lf8xMHBBpzjcZX++UxFGXGBi8NRHLRe/Gbj4saLhvN0fxhiteH820580yurOXf+eVu0DoMRK2hHgKwkHnFdPaU9eHPjmou5AQ6xZcJLwvQq4vu81qGRUDe1k073XA7+/fDTca2iUlYhpJ8f++4HNbNTWy84N3ep8nwJZs20WpbnBzFeV6a0nIaUIyW1Id+PUJW7ephelWdu4Awq3J5ywXdIKX5rEy/GfCmj+VqtUesjiiWCMcTToOFsey8m8OT2yvNk2i2KOWCLXfnVr/OH4yNcG3QW7P0Pn2ibhEyw5FTQ30lopOjQ4HUEYYxQc6yyP52felHhZ0vyDH2GMQzPXW+WSg92Ol7k8FCQ6FyBbCF/pCfOPNxjr38+pqyjYp6Lv8BKAXt/rqtfzK4qQ19IAlLRjLIgx8g59xhshmhtprQRK1TfFYowx98SsLOU/rihw50ytsmt8EWGMuWmrRhrv4Uvt7fMz6rjwCVW3bRA7O3mTVpQCtb/N+lsg9HKi/7gESutM/woJVbH21HLg/VgMjzzuU33pim7qk0u6O4zmRlr3a6zTHMZ49ZGpSgQVJld0wzEvx84oq7ruBxHGeMVn1caFby3o+EwK+02uZYwjs9YmKD3jWN7ZM/fK0VEdqxo9s6rKSjscyxhjHPKYDwGU1rZZXYEQ6/pKSYmqTI9WMcbBsQ6pKHbGrFUFlR2ORf72kr7I+NNraCcr8F4jzmNW8m8cO+uyGWsBQPqR+c5tS+ep3vF5gRsUvKrMbz0JKUXI7grfLk5VJ8L37iAgfKlbqzW2D7mTt1Yb7lRWK/RnezqaVZrupF3XkjdAO9I2FFsni9gZh7Wfpmma7rfa3Qtp9tjgQSvee8PfGhtFACKV8VvmpiuQueSN57NPhjsPyhQnjD3tOtWHxsQObClbqzW2feeO/ZgOukwHqA1LOrYPic4FyBbCJ1LoP9PWUJC6YJzzMzpK0mjooRPdO2Vd4+H1Txs/h6G0zvSv+Lru9d8nrMukgOo+d6ybJlnyhIRvy+q2ReovpcjjvroS2Ge8PqhNX0X0cV91IjR4IwAAIABJREFUiUTz94lAGOPw7C8PZ9c2D8Kul4lCzguVok9GFvnb4xac1803+Ocrccyqq7cKGvrcoaSW5ktDnH+s/wLjZqMxH9r5YHfYP2a+8N1jFsWEL/7wpn4rJc/c5V6M9X/5nXsJxYRv/QaTT9n8pbbpvU4y9ZR/Yyx8g0JXtcVbT0JKEbK7wsfvNyDRMD6Eo6zvV5vZqK1VnLv+z/hQ70r6Hma0NGU5reu8bLX26mv2qZnZlA8xF3hs1pVIDhst18xffXpUQoFI1fXTzArGaOHXXvU+qdb8aIHbtZELwm4jKHxFA/IOHtlZt0ocEp0LkCyGdNnfzWoRiOSnfor/sGCddE0G+0ev73bKRVTdFxPB9fAV153VJ+b6kqRzsxG+LarbJhu6xvncmf9LrZYJVMEFxrpqKQCqWnvJ7mWjOM2su/UyQ+6+BoHegvVjVjzmxmST29RfGHDfNp8znO3S1+U2uxFxC1O3zV0G41l9TcnWwocxxuEF94/mc58auz6uyU740rzXmYRP6AaFrmqLt56ElCJk94QPBb0/92llIqq25/7rKMZRdvaRzagAoKS6K3dGBzpb+u5P30nbw7w2Yzkgic1Qibgvq0yuaNKHmPP/eKbp89HYCN2yu+8DgA/63MsYY4wX7Ibj/L93beSCsNsUt/AhLvDg8qkvRjMNMW8Nic4FSFZz+CJPrU0VADId4+UwjpmZUB8bWpygGyio7XQEkv4c150VJy2GpA0Asxa+nXfpbWCD8LFOugZKjhn+VilcRTjg+q5TKQWgJJp/TLGb19on+i+ddA0kevjS1svf5voehinChxYe9KoPGoY9LOK/PnYsfNzCRJ+67vTwTBDxVW8pfGh+ovd4nWF4ho1iP6PORvjSvtcZhU/gBjMKn/BbT0JKEbIbwieuaVSrjypkFABQDZ2MK7Bxviob/2/6Huaou68aKjT9DwIcwmuzv/wyuxY7971z1693n0rpq0NzTJOIn92P0byt+Qg/0X53Ry4Iu0mxC9/LmWc5dzaT6FyAZCV8GHFzthYpBSK1+XcWY76PqqrNPh+PTaGZoYuDnhDGaGXqspISyTvv8gnn1p5P/hbgknTHx2gkINLb5nkHyEb4MlS3AzYI358j+n0i3dDdKwJVRF1fX3KGMcZoyTP0iRz26Uf+FBa+6OLIJyKQxubwYYzxim/Ycns+uQX4LRnLdbYXKNHSfGlvxo018WvLTfhC943l60tEshE+FBrvLl9/PSvhE3ivMwmf0A0KXdUWbz0JKUXIrg7pcnP36UMiKK09cycQk7Bk4RPuYUYvx868TwFQ8uZL9mk2cS4AgEj1ze8rSd7G75oq/cwRDM8xJz+KPfm7O3JB2E2KW/h2BxKdC5DshA9jzAXsnXIAfvAO+X9ollAgOdx1/c7ExJit72TThQdBhHHEbW4og9j6JIxx2GvptnjDKUpkb5dCaW3nj34OIfaxWS0F+IAecc2y/+OzHqOgssXmi7DT9kvNcgpKW278ySHB6nbCLKMWQ+mn9qUoxojzDWlKVH1TrGAVnJOuiy91D48by2qM42/WPOZ6KKnre7zK/n5v8hVKkkh+iBOoOn3ffzkejtn6DLr+yZX1evljFkfbpBRVe27UH8Yo+Lv5mAhKFfTNydmnt/T7gGrsdb1ivWNm/XsATdaZF97ny9u+y8URvQgo5Veu4Buvw6yXi0B1bcb/7+crEQG14lW1TNnrDLIzDnOLHMpU1id+r39FSPiE3utMwvfnSPobXBLqd8z81pOQUoTs7hw+PrkGADSaPSvphU+o142bdw2dUYrXdy/gz638pOfTOqq0jk6OUPw+CuW6738aONrtCK5tXTjhL4UIX+6Q6FyApBO+pK3VoFJDXx3zLmO8Pn5HSVTGIdfL4NSgTl4CACDer+//xc8hjMM+63ERgEihP0/TNN1jPKmSUVpmxuOw9qglFFD7Dea73v957R76VCGmACix0tDxYaWs0WCy3vOy0fXdCCn5CYvrdo+sXmv8etgVQDjKpqluZ8wyajGIqpVHm9vPf6o99En//blY5pe0VXBOWlwiV5+9Yr3a16ZtsUyyCOPIH9ebqykokesGpwJPU+5uZY3z3zVpqigAEDcYzPf9HMIr3tRjONb9XZtCCgAgPnimQ1MmUxlMQw7v6/+e+odGQgFIFW1Xf71/+QBFiZXnM67WFwAtTZk/lACAuKFt0HH/yhEKpMqun6Y9o73aKgCxsmNgbNrrGmyrpQCk2t673v/hN1MBSqw4PfjrnSsHykB8sMv+xOOw0uoKAEmjsbfbeP68ugKgtNbwf/5+8v1N7/WHA2M/W2mNBICqNXxtvfaf8X9fYe55VxDGUTbNDX7+w5hN6KpWMr71JKQUIXkSPn4V1QbhE+xhjrquXnIGMcaIdQ+1vAeiT0YWw/Fz/b+b1SKoOWX3Jz6qEbe5oYwSS2vph/GRid0duSDsJkT4codE5wJEsIfvnWVzPiPCXoWElCJkV4Uv9sOIkugYH4fSLEoS6GHmnBfqYuqGwuNdZeXd46GkznN+1rNEz/hW4hXzy4HXl25kKpzwl0OEL3dIdC5AiPAR9i4kpBQhOxa+Za9jeKDjgAgAKJniqFqtPlgjpkBcr6NveNgoxtyCa5iO9WBfZhzeFYyFev45Jy2mqtTn/m61ftWmabNMvZhxfGfSVgFIGo2Wm48eP7hwSARAyY/1WMa8KwhjjBZHT388PJfic7s4ckHYTYjw5Q6JzgUIET7C3oWElCIktx4+AiELiPDlDonOBUhxCR8KuIaMKn4u3ZVhh3f7iyEIhQQJKUUIET5C3iHClzskOhcgxSV8hHcLElKKECJ8hLxDhC93SHQuQIjwEfYuJKQUIUT4CHmHCF/ukOhcgBDhI+xdSEgpQojwEfIOEb7cIdG5ACHCR9i7kJBShBDhI+QdIny5Q6JzAbJt4Vud7Ksvkxy77ltDkemrx479Y4qNYhxlpwaaW4d9ec8qgLjA5MjgxTZ1rSzNQlu0OtVfT1UcY56t5fk6CpIoO/vbqNVkUHXcCOS6EeKegISUIoQIHyHvEOHLHRKdC5BtCx966bjQ2tL/62uEMV7xMS1y5blr33bUSpOTjGYNCr1ZWt3WCdzS4kvXVwpIn1kFBcYuNBv6J169E+msostvgtvJHhNe8DjM2n0734F3r0FCShFChI+Qd4jw5Q6JzgVIrkO6nJfRyQAqW2y+7SvGio8x6JjZbZ+3cYfWdxLE+RidbnibW6uzTrqGCB/hHYYIHyHvEOHLHRKdC5AdCV+UfTnPxvrQELfw1Dk5y267Sy3KPv5aJRKrd134EPvy5fYvp8BArKtfJUnZ8zMriPAR3nGI8BHyDhG+3CHRuQBJJ3zL3tEv1BIKRKqun2ZWMEYLv/aq90m15kf+F67hXkOjnOJtCy1NWU7rOi9brb36mn1qZhbjKOu5aTp1qrPnrF5RIdcNTrFRjNMciV47B1oUIhDJ1J/S9D9dfu8Dm9morZedG7rV+T4F0gbj/znfKOHdBS24hmmNZF3yEsIXXng8oC3ZpzIO3Hrw7PX8o+FeQ6OsREw7uRXv2OCXndp62bnh8cHTCjEFVLXu2uN5zw1aU0UBUHL9NQ+bx5bN9gLStRh65Rw4qRAByNQdtMnqesO3oXvoM7W61dhzWl1ZozHdje/DhDj/XZPueIuxu113TPW+OC58iAtMDJ76qOXiNwMXP1Y0nLf7wxijFe/Y4KUz2lrFuR9GB9saxPyV/P7CY6M18hKAErnummcFYRwOOK+e0p68OPDNRd2Bhq7R/G775Gc0cnV7D03T9Hm9QgRAHbDMrOHMl0FCShFChI+Qd4jw5Q6JzgWIQA/fsrvvA0js9L1gNxyP/Zt7YlaW8ra1NmM5IOEVDEXcl1UmF/f6Xle9npmLYIyR19IAlLRjLIjTHBnlt6OEWA8fYmddNmMtAEg/Mt+5bek81TvunUjurEru1Vv/N/d89MzHZ0afx7uzEOcxK9cPW3Z0lALI/zbomufQK0fne0CVK40/+TmEgve7KkUi/chiXhs3mwsQaDG+dZJ6+EIz1ubyQ4PTEYQx4uZsLdIS+amfAgijwJ0ztcqu8UWEMeamrRppvNFeOTqqocLkimKMnllVZaUdjmWMMUbLjjOlIJK3XHUFwig41llOUZKDxtHnHI4Gx89Xwj79yJ84ONYhFcXOnrWqoLLDkcfWQt6hzxgfwhijuZHWSqBUfVMsxjjzZZCQUoQQ4SPkHSJ8uUOicwEiNKSL5pgmkaiSfhjCGM3bmo9YfbGOlcRetFF3XzVUaPofBDiE12Z/+WXmOaOjJI2GHjrRUVPWNR5Gm46cXUsVPow3D9Smjk5uFr5zQ7e6z34ztZTS75R8WIozcX5GC1BDO9nEXfAekT+2voCeH4bSt9hG4QuOdUjLGix/xG+WN/JGs2fBZVJAdZ87urnRwv4x84XvHrMoJnzrpaW2fOrmwn5GDVSFyRXlXoz1f/mdewnFTGtHg+/bJrpob5dCaZ3pX6FYG2a6DBJSihAifIS8Q4Qvd0h0LkAE5/CheXtbFUg/cwTDc8zJj2wv4qqR5Afo5diZ9ykASt58yT7NItZJ16SfdrbxSIxzFj4AAJHa/HvqsOy2hC/f6z62vgADbRRosVThi7pMFSmuw/fSSbXf3zbXlySVsGEOH+IWpm6buwzGs/qakqyFb/1/4QX3j+Zznxq7Pq55K8KHXt/tlIuoui8mgskmLngZJKQUIUT4CHmHCF/ukOhcgAgKH0Yh54VKKNd9/9PA0W5HcD2xXaofcPOuoTNKMQVQoTHfG+2piXVQbSblyEkW5Sp8ZZ90d9WVbpSDvSh8aVtsg/C5+6pBVN33OJryd5lhxEaLARos3lgByY3GLUz0qetOD88EEV/dtoQPzU/0Hq8zDM+wUexn1G9B+NDiBN1AQW2nI5BojoyXQUJKEUKEj5B3iPDlDonOBYiw8GEccZsbyiixtJZ+GEq8mjSk67p6yRnEGCPWPdTyHoiOG/+3EqCqzT4f/8IOzQxdHPSENh35ychiNNchXfoh+/s3KpGIn8qWppA9IHwd5r7GtC22cUg3dN9YTlGH1gfW14L20yWiZubFNKORgEhvm+c2NlrovrGcit/idoXvYXC8u3z9at+G8KGVqctKSiTvvPsaYYzx2vPJ3wKroYyXQUJKEUKEj5B3iPDlDonOBUgm4cOROaZZlFi6wZPwA855oS7mgig83lVW3n3/6ffNEgokh7uu35mYGLP1nWy68CCI0hw5HkJrHnM9lNT1PV5lf783+QptFL5Vn/UYBZUtNl+EnbZfapZTUNpy408OJVldaMbaLAGZjvHGztpjwkc/9P2QtsXw2hNzfQnU9btX37jvTb1G/J0qaefr+MqGWmXf5Ep80ltt549+DiH2sVktBfiAHnHN+m7qRUApv3IF33gdZr1cBKprM/5/P19BWQjfg/mRT0RQpux1BtkZh7lFDmUq6xO/17/95NrZEXGbG8pA2jYSM9ew19Jt8YYWM14GCSlFCBE+Qt4hwpc7JDoXIBmFD6PF0dMfD8+t95+teB3WHrWEAmq/wXzXM3ZeTFWpz/3dav2qTdNmmVpCOMpODerkJQAA4v36/l/4JBqck950JMaRP643V1NQItcNPvY6+cQrVK3hCnPPu4IwxoidtOiqKQBKfsLiut0jq9caLw9arVaTTgYgajR+e3PC/aC3UQRAVWl6/vPWrZvWeCHmW7duWToUFIBc33djwv3oZp/+PYDSWoN5bNrrGr6olYlApDJei9W1+6x4HVldwB3XQ8vmFsM4NHO9VU4BJT8Ray605BnuUtV8oDd2t2s/bDPfjx2JltxDnyrEFAAlVho6PqyUNRpM1ntednHK/KEEAMQNbYOO+1eOUCBVdv007RmzdDRQIJLrL9149PjRjUt6uYh/Q6d9vw2vt+0PQyZNBQAlVpwe/PXOlQNlID7YZX+eH0MO+6zHRQAihf48TdN0j/GkSkZpGT+H2Emz8GWQkFKEEOEj5B1B4eNejJl0DZrTPUZ9o+rssGd9zWCU9Xxv1BzRdXQbTx5RNvWO+cPxc8L+sd6mhmPtPWf1jerO4SfrWWIR+3jo1Ifa9m6j/nBj21VnIIzTEGXjqbyAkqtoe1JiKsGSkxGuBXH+u6amRk17t1F/WNU57GF3cxEjic4FSGbhIxAKGRJSihAifIS8IyB8QZfpgKjB7ImgWEKB+JAEmr/VKn2fdi5hjDFembFo4oehkKu3TnTY7AlhjNHiaJu0qnVkDmF+l6qqur7HEYwxWhzv2i/RDHo2dT+gRfuZY7RtKhBhnzn6jkugXBdbQSlccjIZagn9y1RX3mB2RzC/SLNa2nprfve6P0h0LkCI8BH2LiSkFCFE+Ah5J63woTmmSVSaSI617Ogo5VOXRQO2ExQ0WWcj/F84Jy3mZ1IjH9MkTVpVt+joqITKC87QWsh5oRIa+tz8/Hi06uqtSsjcOqu+4YHb8/FxlfC4sYyKZRMTLDm5ACRcCz9h64jFy3f48Xkf9seddRcg0bkAIcJH2LuQkFKEEOEj5J10wsf5GR2VmIWNY9Of99HO8FpovLscypS9ThZhjEMe82G+hw/5GQ2VPFmcn8pdRzvnPebGlE0wF0f0Isi8GQBaHGkpPWByBTHGwiUHk85YEawF+RiNJGUau59RA7WPnkg7rrwDSHQuQIjwEfYuJKQUIUT4CHknnfAtjRurIakbL/7KEYs3jDkvo5MBVKh7f5z48XxD/blRfzi2RBHKVNZn69P2wuNdZVDaYPntIV2TUhq/xC/DZgDc89FOVZN1mkuUk7bkP5K6+PisDelqWR43lgGorLOJCYHjxjI+xVdoxtoskTRbZ5Kyc+TWhuQxLBCI8BH2LiSkFCFE+Ah5J53wzTJqcUpvWUynYn1+62sMQXTM/HuQ31zAz2ghNZUUb1xi+p7HcgSSd4qM/yFd5ogV3+gXmtjKvkZ6fAFlKjm5gLBXqJZZRg2QkvQ/cX5oxtoslbdeJ8L3zkGEj7B3ISGlCCHCR8g7OxM+c/OJc+fUEgCQfGieWsqsZZE5pkkEIs2Qj0MYR9npb7UlyTn0N4GCXnuvWkJBvdmzlqXw8fMO09Uyl0H4cm4+jDGJzgUJET7C3oWElCKECB8h76QTvg3bVuKUAdMVt0VTq7FOczjsv/+VWkKBtN2+eXeBmFbxQ7Fh/1ivRl5CyRRHVYe1Jw7LQFRlerSa6bpCHvNhCrSMn8tYcjICtWzI7B8/P2WQNzdIdC5AiPAR9i4kpBQhOxU+FHDdGKA1lQCwaTEjxji2mw2ASKY5PzjmzVeG8YygwK0WSVkt/YDFGK9O9tWXSY5d960JHs4F/nXzgT/nL+iIf/z2uH+3Juu/C6QTPn4pbtpFG9Gg/XRJYqocnw1/n37kTxywabdeWoFjJkfFcqxkgHPSYtEnI4vRrEsWqmXOppW+/UUbaME1fKmlhgIASU3jUXWMgzViaqvORbQ61V9PVRxjngk+EIStyIvwCUUqxM46f7KaDCrDzcCuVZZ3EOtz2pkrxu4hzwreEJO3zfJU30FK8jHjK5DoGg64hmldvZiSKY4ebayprFGfNPacbNQNJ3744SjrvWNuPySjJDWNR48qquSK4wZjp1bxxabHk1tw/f8W+pgMANIv8H8zbqwBAJAdowfHvCso/vtTLFM0Kmr2qw3teoU+6Sd0Mmme9+ITvnDANXzpxh8p87oFc8G+m+TUw8f3YkCa/BfRxZGTJQCQ8o3+1ll5Ym3Tn7FNRzDG6KXjQmtL/6+v07+fUXZq4KPWb3/fjWS5iH1q6zr7zdQ7/tHJnnTCxw+Pig9ZvVumZcF+Rs0LH/IxTdKkPTHTJ0/hfIxOUlZHPwhu8QZw87aWfW2jiwhnV3IyG2qJzDHNIuqY1cd3Kb7FtCzomVVVltpXitHiaFvlFqPJKDB2odnQP/Fqp5/S6PKbYF731ip88iJ8QpGKW/DcN2tLUjuSc69teWmJy1+gWvY6mD79e4kvguSYvG24gKO3ueXKxOvdTGm+Q9DSlPlDCVSoe+/Fk7eHAxN/18RmifAHcYGxrlqqtKbF6o59s0RZD9NWWyr4eyz+nSrS2TZk8USLIy38xOPYqSjiMTdQlS02H5e4nvXMUJuud9PzXkzCFw64hvl8+6kNL5gL9l1lV4QPqAOWmeTfo8jHNFXLZKV/sfBlC+J8TPOBixPBXYsjKPiAPvzZCOnnwxhnn3hZ0mrz83mLb7VKpYcsngjGGEeDjrPlsedwc3pkebMtedQUcf4fO2ul/OaYmy5kxWM5XqMyDrnmORxlZ2ydTZ+Pxt6jLUtOJl0tmxIvS5p/8CMc2+VJcrDb8TKX71Xh6Lx5NiTG+JWjZ0BwhfIugDgfo0vpyShG3vaQ7uaZA7kW6GV0BoE+oV2rI3Ub3HcDbn6kTQqiyq77qb8qo4v2dmnMKfjfhBSlvDyVkgE+Gpz4ok7cNR5OFw8S36lHLTPJXx+ROeZjmWyfKKEsm7JEIR/T1JB9OxeV8L3yL0ZmrapU4RPOBfvOkrPwHW7rOFCW2gWNIu7++kN9187X/PXPOWKfP3sVf4Oj7Mv5NPtlRTyWQ9WbOilzJDLHfFQe+8ovdgSEL7U7vbF9yJ28tdpwp7JaoT/b09Gs0nQn9bQnb4B2pG3ocfwNRdzC1G1zm7LmqFFgVzSMuYUJs0FVIxbXNGrbaMsdb0qHrlDJyWSoJWVrtca27+K/6YMu0wEKcv2e3qbwZQdiX74UaKotznP1qyS729W0F8mb8AlEqt0VPrT0uP+oaGefnG2wSfhSYvK2Qez8y13dtHAnhB7SlSJI9OgnEXGbD110chjjV46O6nTDXxgjr/WQwNgr56TFqvaOgxSkmkfkcV+91nLts6SVYMsu036AyqQNgdaC9s9P2xcELzv1eS8m4cMY8yNFG+btCOWCfWe/tnMWPrX1kU0vAkrKD41hjPGSk1bpbE8m6BThQ+zjoY7j6pazPe3qysrjprEXCQ9zW1vVH7XrlRLZ0Z4bT1kUZX2/2sxGba3i3PV/dtaWgqTV5mcDzquntCcvDnxzUXegoWvUzyG8MmM30ycb5ZJz343SRyQAII51paCFiUGjtlZMgZrxc/Ou4V5Do5xK05GOQuPd5ZQu/vgte+0D9EmVTNJ5ffQLlYQCkCq77wYQxhhxgYnBUx+1XPxm4OLHiobzdn8Y47SXGsEYo1mralcH9fYugsK3i7DukSGb3enbib/kvxbkHTzSMZZhPuCWbEf4FuwdfUmf883PF+ICj4Z7DY2yEjH94I33F+aKUVtbf/LKN51KKQAlVvKfbYxxOM1Dh145B04qRAAydQdtsrre5HBbe5t0wpc2IKywnpumU6c6e87qFRVy3eAUG8V+RiNXt/fQNE2f1ytE/DhJeHOkCvvHvtRpWo09n+o+PPS+CEDN+NnpUfqQiF9mhAKuYVotWZ+1GU1TVxqir50DLQoxQKW64zxtdbHpT0Qr3rHBS2e0tYpzP4wOtjWIASi5/trvLzw2WiMvASiR6655VpBwvQnhS4nJgtX9bKY/aZTVnbv+Pa3aB0CJlbQjwGEcDri+7zWoZFQN7fzvrK9qAxnKx+k/7WngJ2xkTAKAMQ7aDSWQmmp0HW5h8jdvmsvjv1O11x8xOhHwK9X4GkPOC9U629xE8tJ/fuMfAPEHQht/r19w0vOeCAxFL3wZc8G+o+QufIyfX58hambm+C1GR9ve+3w8FEzOsoEjT61NNfFBuvCc7aQUak7Z/Qhj5P+hWfI+7VzCaG6ktRKgRKZQG8w3bUYFACXVXbkzOtDZ0jf+zN4hFfGZdNGsVRVLh4Y4j1kJQNWetrrmI6yzV1kGVb2uVYRxPPkt/4OYe2JWpp05sejoqEzJ0MsfSe1vs/4WiLx29TZSoDC52NgvttgVPLOqyko7HMs4ys4+2nip/BQTzkmLqXLj/Xe4fzhL3obwFS6ICzy4fOqL0dzG97MWvig7/U990gS+dM/Xcdoxzz84YvrBm1nXCP0BQGltm9UVCPLzkKi6XlcI4eBYuocuD2OLe5P0wrcpINyfvtNVr4+FR6+lAShpx9iSd+gzxocwjr0vlKpvisV4Q6TiAmNdtVXnx4NRjBHnG9KIYs2euq58llGL+VPQ63ub6xL4pZGyUl74RN5vRPKWq65AGAXHOsspSnLQOPqcw9Hg+PlK2Kcf+VP49NQevvWYLHh8yGM+FP80hljXV0pqfbk9/ye+qKyuKt1dC5cv9GnfCD+WCmXG8QyPdNTdVw3bT8zEOWmxlvEvjBtrAKRNsU/IvL3tsHH8zcZcT7F5ewBASVSf2zItOEDx550I33oLbJEa7J1kN4QPL7v7PgAoqet7HMGROebj90yPVlPabi3o+EyaLM6Rx311JVBv9qwlT0RAofHu8tiDumkggHsx1v/ld+4lFHsa48Eu5V1MTfaR8rWUiIkpoD8sDaWpX10pRyYF1rB/zHzhu8csis+Uj50lNEllllGLt/gVWBwUu/C9nHmW8yDUVsKXWKV7VCFL6h8Ser6SH5wNH2D+ca6jnUHBh44IH8ZYcEh3Q3tyfkZHSRoNPXSiN69sfQoXvwi9tM70r/gvw6T4s/rIVFVa3fc49ulJanYB4ctc1waSo2WmE4XkEuPYavQK08NZwdNTWyN2C9cebu/4NJE2i6tKO4tVuHyhT3v6dtuUpHPBdWOgQykCgAo1Pey0nRPvXPi4iLu/DgDq+t0RhOaYpvd6XasobTb4gOu7TqUUAICq1lkmBbv6NuoOET4ifClkL3yxhLRQ3j3OeiwfNFt9q6ltx882SG7ZRUdHJVAnbIFlj7kR1jekX1+Pmd6iwgvuH83nPjV2fVyzW8KX5qtLSPhwfApXl8F4Vl9TkpXw7V7q3b1LcQvf7rCNIV3kY5p7U4Vv8/OVQfj4beXWP/PpHjoifBhfSuCBAAAgAElEQVTjbIWPddI1Qm2FXt/tlIuoui+SVowl4saax1yfrB1bC1+mujaRHC0znbiVWoGYto8Lnp5WsMzM9o7fgfAJhd4M5eP0n/aN8DvuQGmHY3njnxIPI/JaGgCg5LQ9uJ3ER3Hh4/MGANQYx1/OWD48bPWiDNnc0ZLberKGAoDaTkcgvfIR4dvYAhlzwb6j7I7wYTRvb6sCkB7RH3+vZWQR4VThC7n7GhLfOjj+15LT9mCU8//YWVsm1f9zmg3N2QxVmkHPyqbfeRhjND/Re7zOMDzDRrGfUe+W8EVdpgoqO+HjFib61HWnh2eCiD8mG+HLsJ1r0UCEL3e2M4cveco/Eni+Mggf/5mXGewLgg8dET6M8baEL203G1qcoBuojV/SifjDOWlx8obOWQqfYJfeBjYJn8CJ2Qpf+tOFhW8bx78V4RP6tG8Erbp6qwASc4cSJD2M0cd91SKAGuO40CRX/kri8Je7Lnyxrl8QHfn44/faRhajeIPwsZPDt2eSxISfKAUi/UjacWgifJtaIEMu2Hd2VG6XhG99Amni850sfPxYUlLSNbxgN8hETcwcwhhHgw8un/rich/da77hCsTmyW7sdQiNd5ev/3cXhY9PmZvInLTxyERYCd03lq+PlWUhfGtPzPUllNa2h7Kk5gkifLmzHeHDGGMUfHDh9H/5BZ+vDMIXXRz5RCTS2+Yjgg8dET6McbbCx3eyVrXZ1xOrhWaGLg56llemLispkbzzLp9yb+355G8BLmVCnp/RUEkp2bYWPqG60k4kTo6WmU7MQq0cbsHT0wqWZXR7x78F4RP+itkMmrU1ywDiOfASJD+MEb+tVQKURMf4Ni7+iLLuXyfTZhNMCF98LTAkJoKnCB/npCvXV3Uk7poInyCbWkA4F+w7Sy7Ch5YdZ0rX56itPbUcKOPnHGCM4wtekhdtVEDtF042ivlEa+WH+qZYjNHK1GVlXez1JNJ9CUGZstcZZGcc5hY5lKmsT/xe/0quwrfqsx6jUjreBYRvcUQvAkr5lSv4xusw6+UiUF2b8f/7+UokvfAtOzpKkx23eCHClzvbEz7u+Whnw37zkzXB52uz8Mnb7AGEMeamrRq5sm9yJcNDt/bEXF8Cdf3u1Tfue1MCyczffbITPn7dDAWSw13X70xMjNn6TjZdeBBcdZsbyiCR6DXstXRbvOGU+MOPnFDvd44+53CU/X1ALQJQ0COTs//tsx6iKGmLbS4S9NovaeUlUPqJ7c9w+rrSv0G85H3Q5w6y7l9djxmhE7NRq4hgvekFa26bx+df+IQ/7enaDrGTFl01xa/tW/e52IK/E7ZAFGOM0Z/3LxyRxBaIhOMnTv98xaA5kzZRKP+tsT7ZPTxjOUrBB31ufuiYn2sBSZ0OUjnfH4lxrEeQUnTdXyBDuulJ86kQzAX7rrJT4UMB1/DfOxr3AVWru8i4FjiMuXmb4QjvNyvescHzGpkoeWs1xD4ZNh6tUZ4w9nyq1XxqHp/jMMY4+tr+qQSSoKp1FqfXNUyrKwBKaw2XGQd/+qRZUwFAiRWnB3+9c+VAGYgPdv1gv9WrkwGIlB0DYx6f66qhthRAru392buCEg/zitdh7VFLKKD2G8x3N6yHR4ujbdL6+CZay177l1qZCEQHOgbGpn3OQcN+Ciip9qu7My9iS6LEDW2DjvtXjlAgVXbdck1svFS+1FVXb9W7/unJEiJ8uZM2OifNEy+RKQ6rE6s2AGJLy9M+X67AzD0rrZEAULUG85hnhtEClNUoj2jbje1aTUv/L/y3UfqHzv6c47NJU0DJT1iKeEeZdMLHLWyKXRhH2alBnZzfJ2G/vv8XPxf2WY+LAEQK/Xmapuke40mVjNIyM54NkQqxj4faGsQAAFLlmU8/LJM3GkxWxwyLlqYsJ+QU/4beG+1R1mqNV4ZdC2hzXYK7xURmrjfLS+KT/dOeiFa8DktHAwUiuf7SjUePH924pJeL+Mub9v02bNLJAESNxmuOp4E0py97HVZaXQEgaTRabroCKEmwBKob7dVWAYiVHQNj017XYFstBSDV9t6dnIoVVVpruHLr1o3srmrDrp4Zyvf+j+CnXYD1bF+UTHFUrT6qrKk9pDeab7iS92oI+8cH2hvlVOzxK5E1tpt/nk63tIJbcNmudKgkUFqj+4/vXAGEMZq3NR/ht/9Z9o5dje1lGtta7c24sVHd/qleozMYzxtPquQpyc423HXy8x5rk2ISvmWv47++NapEAKJG47fMbdfCejI+oVyw7yY5DenuBlHWM9xNXxsd+Z5hGIa5Zjad0yuazJ7d2H2Xc9JiKDHYt8p/xs2PnKpO5BHcDdC8va2hyfqU6B4mwrcb7DQ6Z/N8vZN7IbwNBHr4CMJkG5MJeaeYhI8Q4y8WPvT6bqdcnZrnMOy1nM1N+MILnknPQhhzTlqc3aAqeuPqPXlmVPjH3DYvwD/6edNndwSWSxUdRPhyZ2fRObvniwjfDiHClzXbj8mEPEOErwj5i4Uv6u6rBkkjbXPOsggjbuF3x3W69fPcVCnqMlVQlMJ4/XqXqukfAonmN8H9OWH+/D9y2/CULyjguHRmUDgfUvFBhC93dhads3u+iPDtECJ82bKzmEzIJ0T4ipC/ekgXLbmHzjTKSmLzG5R6mnkUEJx0kiVR1vdwZJgZvj2Zc1GEXYAIX+7sMDpv/XxxC65/GlX7Nk1CJWwNEb6sITG54CDCV4T81cJHKAKI8OUOic4FCBE+wt6FhJQihAgfIe8Q4csdEp0LECJ8hL0LCSlFCBE+Qt4hwpc7JDoXIET4CHsXElKKECJ8hLxDhC93SHQuQIjwEfYuJKQUIUT4CHmHCF/ukOhcgKQTPm7BZfvaoBQBAFWnv/RDIsVrKoid/tnc3igrFdccVB9VyOXKDw1nz2k1adZKo4DrxkAs6W7lBWdo06KH0H1jOZWc5R5zL8ZMx+UimeKIsqZWbTh7QtGU0z54iP33g1tXTYZjhhtz2zhtdbKvvkxy7LpvLcNBy1N9BynJx4wvLHAAWp3qr6cqjjHP1jBGrM9pZ64Yu4c8K1mcuzO4wIhBQinpidfZHI1Yn3PUGm+clKvdEUGP3eFh1zDGa/5fvnem3yktQVaNnAYSUooQInyEvEOEL3dIdC5ABHv4/IwaMu01jAJ3ztSWUjUnrfHM/oh9wrTtp4ST4/BbVACU62wvUo0vujhysgQgKbFOyGM+TElP2ubCeH27lPU9MNMTXX4TzJCFFLG+h2ZdSYbtZdOf9tJxobWl/9eMm+9xAUdvc8uVibR7y/LFBMYuNBv6J14hvOx1MH369+I3u/W5OwKteL5r03XbvNnsqoq4Bc/9pMZJutodsvaC0R778lePgz72D8+WGpdVI6eBhJQihAgfIe8Q4csdEp0LkB0KH+dldDKgVH1TKW6Hgg/oujrj+FL6k2LCB9QBy0yyBCAf01Qtk5UmhI/f6TipdjTHNEnT7yzL/53zMTrdcOYuwNS9a/9CCjFt5G43zhsnrQCQGewLu1RgGkhIKUKI8BHyDhG+3CHRuQDZkfCtBR2fSQFEOtv8xi6ZVZ/1I42ANHBOWny4reNAGcB+2rkuhSji7q8/1HftfE3CgaIuUwUF0raRxJ6uC/bTn9uD6TuLEOvqV0ky9EcmLmAnThNlX85vmYUesfMvM2djRuzLl3wxG4Vv63N3BGLnni1kO1K8sXESV/t2yKqRN0BCShFChI+Qd4jw5Q6JzgXIjoRvwW6QAZSprM82f0GjhakH3uW0dXFOWqy2PrLpRUBJExt/Lzlplc72ZIJOEj685KT3A1Bi5WfDnq02g0evnAMnFSIAmbqDNlldr1jPTdOpU509Z/WKCrlucH1XDN5pjl4ZtuiqKQAQH+x2vEQYrXh/NtOfNMrqzl3/nlbtA6DEStoR4DA37xruNTTKKXG8cxEFZ0ZMOk2rsedko/xA29BjFoUDru97DSoZJdRjh7jAo+FeQ6OsJF7MuvC92upcjNiZe8zXRm19xcnLQ50fiAFAfLDLHt9CEy25hz5Tq1uNPafVlTUa010/hzDmFpzfGrX1cYGLCjUI5l6MmfSalrM97R9/qKoTgVjN+FKvdtlrH6BPqmSSzuujX6gkFIBU2X03gPj7mhg89VHLxW8GLn6saDhv96/L5arfaTHUlABAifrLX/2rOEM5yY3MescGv+zU1svODY8PnlaIKaCqddcez3tu0JoqCoCS6695Eg1FQkoRQoSPkHeI8OUOic4FyE6EL/q4r1q0gxFJzkmL1YyfX58hambmIhhjtDja9t7n46GgM0X44vP2AAD2qbpsnswdYPxosZrxY4xe3+uq18cK91oagJJ2jAWTjqJqz9hmgoh19irLoLrPHcUYhzzmQwCltW1WVyDEur5SUqIq06NVjDH3xKwshZipcfMjbfs0Qz4OYcy6TAqA/SbXcvz0DA2COI9ZCbBJ+Ngtz0Xs7OQIrQCgak9bXX+GAg/6NRVAHTC5ghiHZqzN5YcGpyMIY8TN2VqkJfJTP/E2Fh7vKgOxmpkVbBD0cuyMsqrrfhBhjFd8Vq0oJoipV8u3ALW/zfpbIPLa1dtIgcLkYjF+5eiohgqTK4oxemZVlZV2OJYxxnjVb/+spuYzu38Vr/2bOVZecox5sZahnNRGXnZ0lALI/zbomufQK0fne0CVK40/+TmEgve7KkUi/cj6GhASUooQInyEvEOEL3dIdC5AdiJ8sbl4OxU+vOzu+wCgpK7vcQRH5piP3zM9WsXsBuHDGGNu3jV0RimmAICSn7BMCXf1JYSP8zM6StJo6KFpmqbP6xUigLKu8TDCG0ct+Rq1jJ/bOMaapI8YzzJqccxFQg/pSpl+5E++TrQwcdV8y8NGs5qT52fU6YVvu+eiiLu/Dqh99EQ4ONYhLWuw/BFvFr5hG82elaSbnRFqkFVXbxU09LlDSU0Yb5yUGpNaIOWwsH/MfOG7xyyKCV+sxdaemOur4lP3Vv2/fqlWmD1rGcpJ/VNK429onFlGLY4pJsaYhJSihAgfIe8Q4csdEp0LkJ0IH/rD0lC6g/n4ceHDaI5pEgGUd4+zHssHzVbfKk4rfHxt7GNrSx0FAPJzDqGlrAlLYJ10jdBkvhyFL+ruq05vZm9T+DAOjxvLANTMrMtUkTIlES07zpSCVGubS7pZt0CDrHjMjfHb39Q4WQkfxhhxC1O3zV0G41l9TWyRzZrHXB+XzlR2SfgSDUFCSjFChI+Qd4jwbZ+w/1fX86RJ9iQ6FyDbFj7u1bPn81N9DQBUufG+QM4P/ns6TvJ3PF8gmre3VQFIj+iPv9cysohwqvCtsa5bt5PziXA+W0slwL713rVNFaYKX7xLL91ROxc+zkmL01/D2xU+zkmLocRgf+3uqwZRdd/jdQvmnLQ4LuIpwpemQfjbP2LxhtM0TlbCxy1M9KnrTg/PBBF/TEL40v4YIMJH2AWI8BHyTr6Ej3sxZtI1aE73GPWNqrNJ89OjrOd7o+aIrqPbePKIsql3zJ+62o6bdzEDN54m/4xGnP+uqalR095t1B9WdQ6nn/aEltxDnRrtpz1GfWPjp4POPxOZLgQvJonQQ7pSBKkkZtWk/FVUST9MFgISnQuQbQpfdNH++amRP5H/h2YJBRI949vYkYPY3+9Nps/flhA+jELOC5UAADXG8TcY4w09fJyTrkys6sDxL/5shI/vuKpqs68vIA7NDF0c9IRwzsKHF0f0IhDF5vBhjBHnu3n59hx6y8K3OKIXletsL1DovrGcog5ZfbFbXQvaT5fEJ0fGb9Yj0CBLfkZHJeVE3Lbwhe4by6mUYxJDuuJ685NNC6qJ8BF2ASJ8hLyTH+ELukwHRA1mTwRhHF20t0vjeSjQ/K1W6fvx1BUrMxZN/DBe9WiNvGTjl0ToX6a68gazO4L5HpRqaeutTVkzVnyMXlLX744gjKPB8fOVEq0ltupN8GKSWAs6uhr0vVYmzj9pdcn6d0Zkjmlp6DDH/3bLmSqpJDoXINsRvnDAdbWl8kOrbxVjLnDfpJJQVO1pqyv+KUFB789ft2g+H/WnTQWClh1nSteTJ689tRwog9hHEWO8NG6sTnyk/YwaagzDnlieDjRvb6uianvuCw3p8nn76vrdq2+m/vOTWjEFksNd1+9MTIzZ+k42XXgQ5B+dHIUPBRydtQClNfpLNse4w3apRWeeWkFvp4evtM2+FF9dUaK8PLWC+EUbElDSztcIY4zmRlprlX2TvIOv32zczjc2CFocbZNSVO25UX8Yo+Dv5mMiKFXQNydnWZSN8C2O6EVAKb9yBd94HWa9XASqazP+fz9fCb9gPiqB+tP2F2sYY7zqv8PYX6wS4SPsCkT4CHknH8KH5pgmUWlizvWyo6OU7xWLBmwnKGiyzkb4v3BOWrw+24Zb9L9iZ61NqV8SkTmmWZQYoOFn8yRnO8MY8z1wpYkxoNVHpioRn01N+GKSWXIO3fCsJCwSeS0NlC52YRG3+cDRXtcboZn1JDoXIOmEL3lrNZniqFqtVqvVhxWyEgCAenN84wTE+e+b2w/JqFiPLiU71G6+403frxxwDf+9o3EfULW6i4xrgcOYm7cZjli9CGO84h0bPK+RiRJbq4XHje+p2zv0Gq3BSJ872VhdqdnUyZ1CaOZ6q5zi13Ys/vfUoE5eAgAg3q/v/8XPIYwxWvjXoGE/BZRETQ+7vNNjZkNtKUCFmr49NfVTr7YKQKzsGBib9roG22opAKm29+atW9YetYQCar/BfNe7gmIbvlEAIFUY/jHuD2O87HVYaXUFQGmtwTyWJiUNWvHes9IaCQBVazCPTU7Fjpc0Gnu7jefPZzoXYxwTPlFNw1Htp+fbdYdavr6/3hRoyTPcpar5QG/sbtd+2Ga+74/1PiYbVZRN1yAYR1n3d20KKQCA+OCZDk2ZTGUwWW/d+uFa8tXav9TKRCA60DEwNu1z8m0o1X51d+bFlPlDCQCIG9oGHfevHKFAquwa9XMI46CHOV0DAFBSYzDbPUGMl71C5UxNOtYb+eKXfZf+PwUFINf33ZhwP7rZp38v1jjTXtfwRa1MBCKV8do97wrCJKQUJUT4CHknD8LH+Rld6j5Us4xaDPtoZ3gtNN5dDmXKXieLML/NVKKHL3Zuaq8A8jEaSfJvX+xn1PxSvqQq1zzm+pRZ3n+O6PeB6JORxbDwxWRIgrbqsx4TxUaUoov2dmniiz/xxbMOic4FiGAPH6Fw2DCkmx3J8/neVUhIKUKI8BHyjoDwpc1ouv6LX9LYdWtq6vu2GkmNvt++8ec7P4aV6MaLv3LE4g3Htq6CCnXvjxM/nm+oP5c6TLZJ+PiFeyrr7Lpl8a+kbj/KOWlxSr5cflRrv8k1l+lihEBe6yHZIb6TBkdZz91h6xX6pEpGAQAlabLORFKcj0TnAoQI3x5gW8LHLXj+9XSBQ5yTFlPHrL7VfF/dXwgJKUUIET5C3kkrfMIpXhHnG9KIKGnbT/P/Hjp2hM+MuoFZRi1OTouwYd46Yidj+wGIjpl/D6aev0n4Ns+44qfCpH5LIK+lASCeHzW5Rnfmi0kL8lkPUWnyLyD2CdO2nwJpE+NLvmwSnQsQInx7gO0IX9RlqoAyhfHb68amJvPk29wc7e1DQkoRQoSPkHfSCV+mFK8Yh6YtTSJKXlOrs0ynTV6xtfCZm0+cO6eWAIDkQ3NK1tkdCh9GPqZJCiKt1beCMUbsk0HtPoAjFu/T7QsfN2/TixIzulIJPaRTc+JjEp0LEiJ8BQ5a+G3IeJifUXeFic1dy3gC63twe5j5/rZr45Krdw8SUooQInyEvJNO+DKleMUY44jb3FAGlRecobQxOnmRYPIrTdbZCF5xWzS1Gus0h8P++1+pJRRI2+2LiXxbG4UvZWlb0ivJg7wYx1K3aKooSqY4ekilbT4qE0FVr2s148WkBb2w6SqSc4ClsjRurN7QOCQ6FyBE+Ah7FxJSipBchC9pPZpIafja5lrIx4+iKDv726jVZFB13Ahk3BGSUKgICp9AileMMXp990yttAzK1hMlpMIvxU27TiIatJ8uScgWvx4iOQnZ5lQOczatdMtFGxsuMOL5f+y9328T1/73u/6AufGlLyJFsiz5AglFkS8SRVVykQiUoxgVRRY/ZDmIPnbU9jjsCgc4SUDgUJFBBefbjene8WnjJ7RON/Oku6YPoY032FQEiAvmJH6oKXG3DTHEaSD+TrJjMs5a58J2Yid2fk1MZ5jP6wrsmVnjcXjzyvrxWXYNVaqxBxbWupkCn27SZZRltsLMw8yw5b0VrUM6CxAQPkC8QKRIEN49fGtsIrQ9JKaCXrthZ24PCiAm8gnfWiVeCY55T35I3w8MtVYiWVPeUV08wTTJFJlFD2uVZSFRRreO8C1MMM2y5TnaBcqyZMOFGGM5VXthJJ5c82byshh3H5dXdvvfLC8SmXoyPrW0MnfuPl150B7MORvSWYCA8AHiBSJFgghf+Ei+8TtATOQTPlKooikhyVfeTk3HrVc4VUKZyqrOn82qWsfKI65oqnDy9SMq1T5HcIEQQpJx7+kdOWWQ8xVrXVV4Wdn8fbTQhB/u2VDHbllN9uLfgjeTjym3WZ2zs1bMZaAQpW6+dP2Ob/h/95hbzrqfrfhZh3QWICB8gHiBSJEgIHxA0ckrfAUqms6Ghi7olDt13femMMFTd843KhEqqTFfyTNhIHs3s8a2/kD21moDHQ1V9abTXe3NWv3Z5Y3O5kPegV5LoxIhZaOll/nBP5V+I2drtcbWbwN5S+ByscCNHnNDndby3cq91wrezCribrN8aVOsVOPxkPdbG03T9Gc2578CU3lGkiGdBYhQhA+zEd9PTqtZa/4h9mfeR/F588hWV6o8dDWcu9oJs2HfkNNqPmS+NrGVy6695+E7CkSKBNle4cNcbKTv2IctF7/svfhRveacO6umecB5XGc0m+rLyrVd18bTlTIwO9rffljXcrqrTVdRcdjqeZ75Xx1z0VtW4+EWy9k24yHt7qVVkHmLtwGCpoDwiY6ZwCDjcj+I/Bk/cpDOAqRYwofnXs9spgIcNxW8YzfIi/2LtwDAL7znj7RcvvdqxWqqqeAdu1GeUxd946y95+E7C0SKBNle4fvD216Fyqz+JCH4d6e2NFO0bCHqOqKsOO+bw6lBOkSV1+sueCcfO5uqM0NviQnXURWqPuaOYkJw7ObJmobO4WlMCOGeOvWqlPAVLt4GCJd3Rfj+TCCdBUhxhG8+zJiNmxWX1SvNJUbu9rKbYs09D99dIFIkyPYKXyLqsZ//dpTFaeFLv57anDt9zOthSzWSfTI4vRD3nlJl70awMGqrlaM6e3CR9VvrUZUtkO5JWRrSnV+zeBsgUED4+APpLECKIHxJdvTvWtnmxUVCwpdkX0yuLonMQ/hWkL3n4bsMRIoE2fY5fJibGrth7zRbTpuq5TnClxY4LsoYkOyTwem437ord2betLe9AlEfu16MZgkiyRK+1+sUbwMECQgffyCdBUg+4cPzIU/fpZOGmvoz3w/1tWoUCFFq0ze/Pg+6aL1ajpBcbfwmOI/zzk7Br3y9LfUyJCvXnaDpf/jZRbLWvJdE1PO5UX/E0nXC+MG+3bLlX7xjvivHDEcv9n550bhH0zmUnh3r+eZSxwc15ae+H77SWq9K3cmvkwEXfUhNIURVGb95PE8I4V76+joMLZ/19p431u/vXLV+iEQZvVrX1rX8Sze1xzG+WKjdLDAbvuuyWww15SevXj9TQ1HK5v/16+N8U3TyNpGY9A90mxvV1FIFJe65x2rSt5zuavvoA22tDCl0TASzT4fofak/ExzzD9A6JZUpurSBGUE5ex6+y0CkSJDtFT5uasSmqz0+MB7HqVJkSz1/Q2dqqApT/6/sQtjV0qB3BObJXMCmQUhjCyytVmR9dDWSH3dP36MV2TuZ5gofdOmJDRA+/kA6C5ACPXypsj4ydcsVfyyB456OHRSl3GsZesaRZHz4XAXaaRp8WWh2ysqeqoUnBea9cDFPZ03lueF4MrMbYSaH4552lSw9sybi1KKKdm9q+cG0t70Cofda+n6Jccm49/QOJFM2fDoUTRA8PdxZlzXwssvqnyVkIeJsQiUnvbO5M+ZC/adS+/7hicEjFYjS2sZYsla7S2eyEf8/LTVyhNRG+40hxxnT0db/UZvnIRRsgntsbyhJ2xt+4TnZUNl5J44JIfNhp0GWeW65zzDC6BSpUzYyI6jQnofvHhApEmTLwoe5qfEnU4mU8MnN7jghZO6OZcfSb1/ZwkcInr7bffpCzyXa+tW19K41eG747A6UVb2MTLnN5bImZmIxzOiVSGZypUtpLAkfu1bxNkCogPDxB9JZgBQa0i0kHISka3qXWe9HCsxOyT13seC8l/mH1sqS5c1asod0ueeey59/G5jBafFaulpuuYOcTWZTtYp2Wf2zXNRz+TwTYJNp4StYHiFV0ryk1vpLOn8LtptN9tNYe3/FfE0sn47f+Lsrs/oLsp9bgee/bnNknT0P3y0gUiTIVoUv+di+q4Squzz69BstUrcMRjEhZHrQJENUw1/98dchr92kliHtN+PRfz+bj4/ZDtTS91ZOvFh44mwqQzUXfGySpMqn7dhnG2OX/p3XdPwY5TBmR+06FULv04P+cPB/FSjeBggXED7+QDoLkK0KH1LQ7uECs1Nyz50tNO/lO8/lumyjWjmHLzEV+NF+5oSl86PqTQhfpjglFwvcsJ8xn+401RYSPvzqVodatlR7PEPedrPJfhrr7K+Yr4ml01OV25fvbQPCt952jmTdPQ/fKSBSJMhWhQ9PDdONCqR8r7puH30zPVcDz4zZP1AihBSa1j7vnZ4DFFI1dA5FuUm3uSK7xBGl/tgxNoMJwezjAcvB6oaPLV0nDPoT9uGJ9D9fPBPoP1GvoBCiFA3m9g8qyhvNVuftEPsmX/E2QAmuNTIAACAASURBVNCA8PEH0lmA8BW+fLNTcs8tOO9l8MdPFahE4/gNZ52Wthk8OdJ9uNY8MM4mSZTRbVL48NTdbt1e80CQxakX8wkfnh6hNRSq6fDGsla3Fmo3m1XCV2iKTt4mVthbVt/nRoVvzRlB6+15+E4BkSJBeM/h2wh4JshcoJ2DgwMMwzCM0261fFy/RxLd5gAB4dsOIJ0FCA/h8wYKzE7JPbfgvJfnzxk9hWRGV/r8ZeFLnZLpq9u08EWGLdVZQ655hQ/Pj33RQMnUHbdS9fAWnz16EHtTuN1ssp/GGvsr5m2CWzk+i5ar5W1A+NbczpGQfHsevstApEiQtyB8yVfeM+rlFRiEEELwb46Pe0H4JAIIH38gnQUID+HzLRTYWnAxaK9D8lrb6Bv219uP/sCF5r3gSXdrJaJ2dww940iS/bVXJ0Oonh589Hv4+icyVNrQ7Yuz4157ixqVap2Po6Ho/IaE77dB005ENXb7/2BDHrvpPYSanOPPQ89mlz/eQsCuKUXL2xUmQo6zjtDc9GChdrPJeRoF91fM30QiZwXG9FCriqJSOxzi+K/2QzJUUk//8CjCLoad+yhK1eKaWIiH3JcMajkq+cT1MlF4O8cUq/Y8fKeBSJEgb0H45gI2DZLto//3LxE2SUhiKnj76tljn3peSOLXKACEbzuAdBYg+YQPz4e8jnYNhWRq06VrD0cfXrtkUssQtctsv/U0/GDAaixHSNZo+cb7JJZ3dsrCb1ebqygkXyoaUmjeC2ZH+1s1CoQQUjWcPPFBqbrRbHV6x9n/fmTXlyFEKeqP99272bOnFCn2drofB72O9vpShN4z2X54GBi5ZjOpEaJqzHZPMOz/p9VQiZCy0eL4/uoFvZJCSFXfeuXenS/2UJSiIWvPJJIIOw/LEJLVm87RNE13WY5qyykDE+Uwm7fdrKouS0VSqF3mngFvaLbA/ooFmhgPep1d6dPtt0LzHBv4trVehRBCir0n2/Wl5Vqztd8bimM8M+b4OF1rxnF7qKuhxmDpGfBP4bzNZVi95+E7DUSKBHkbQ7qYHe1v31dOpabvlTeYPmP8k3nXfQHvJCB8/IF0FiCFevgAQPhApEiQtzKHD5A2IHz8gXQWICB8gHiBSJEgIHxA0QHh4w+kswAB4QPEC0SKBAHhA4oOCB9/IJ0FCAgfIF4gUiQICB9QdED4+APpLEBA+ADxApEiQUD4gKIDwscfSGcBAsIHiBeIFAkCwgcUHRA+/kA6CxAQPkC8QKRIEBA+oOiA8PEH0lmAgPAB4gUiRYKA8AFFB4SPP5DOAgSEDxAvECkSBIQPKDogfPyBdBYgIHyAeIFIkSAgfEDRAeHjD6SzAAHhA8QLRIoEAeEDig4IH38gnQUICB8gXiBSJAgIH1B0QPj4A+ksQED4APECkSJBQPiAogPCxx9IZwECwgeIF4gUCQLCBxSdgsLHPfdYjRr98S6LqVF7eiA4g9NvJNngdxb9AWP7WcvRAw1N3Z5oIveSiZh/4NK135IbutpqMBd7yFz64UnO+Ymop7tJc6it67SpUdcx8JjNe37BVjAXvWVtatS3nbWY9ms7BoJsMt/5WwTSWYCA8AHiBSJFgoDwAUWngPDF/dY9Mo09uIAJSU6721Sq1sFJjhCCJ68fUe2mfTOEEELmxx36zGEkpXq0vpJCSEH7uA1cLRfMxR4y9CH1yvPxnL+7VrbfHpwjhODpoVZV5ZHBiVXKV7iVuV+stTs09sACIQRPulurVEeuTxZWzs0C6SxAQPgA8QKRIkFA+ICik1f48ATTJCvROH5LS9Gst71EVkHfnyPJmOtjCjU5IwupdzgfrUAGJpqys8Qf0emFiFObK2yFr7YCzP3x8o+FkFNbmnt+mGlSIY0jlD5/2ttegSrO++ZylK1wKwsTTLMMHXCEUj2ReNZ7sgTtyjjrNgDpLEBA+ADxApEiQUD4gKKTT/i4KGOkUDXtYzOvRBidAu2kfYnFueGzO1BpQ7ePxYSQuaB9f1YPHyGEkCijyxG+Na6Wt5MtwugU2efjKKOnVlzQgFAt7YtnnbVGK2FGr8wxyCijQ9ROemTFUPSWgXQWICB8gHiBSJEgIHxA0cknfDPDliqU1Y2XeeWAI5QgXIgxliNUpuv+ceTHc5q6M0Mr5vCtFL41r5aHFcKHE8OdpahU6/x9aUJeYrizFGV15q3dSuCmpRQhrTOydHRi2FKKkMYRwnPjzmalstk5vqq3cTNAOgsQED5AvECkSBAQPqDo5BO+CKNToOWBWkII66OrUab/DLOPHMYqCiEkO2T/Nb6ym26l8K1ztVWsEL5Uf55Cx0SWjuB8tGLlNMHCrTB2HUJIx0TznD837mxWqY9cBeF75wDhA8QLRIoEAeEDis7WhM/e/PGZMzolQkj5gX0sd8mtmIRvU4+qIJDOAgSEDxAvECkSBIQPKDr5hC+lSqvlqckZWSDzAYe+Ru98ypFE9M5fdUoKqdrc01lVTlYK35pXy8PKOXycj1bkEb7sQd41WwndoRX5hC97kJcfkM4CBIQPEC8QKRIEhA8oOvmEL7UUN+8CiGTcfVy+7GrJaXebCu00Db5cvuJK4VvjahtatEFiLsP6izbWaOW5y6CCRRtSA4QPEC8QKRJkW4QvEfO5h4NP7l6/YjUfMl+b2O6bFBdcbNCspBrokVcFD8HTI+dbOlxPWEwwO+o8cqTb/3r7SrZtlsW4+7hcfsj+OL7+seszO2bbSyk/YsLLqpNP+FIlThT7nKF1y7KQKKNbR/jWuFpeVgkfDjNNKmqfM7x+WZa8rSxMMM0y6pAz/CZ1IJRlkQIgfIB4gUiRILyFD8+M2c1H+sb+mw3ftxvlueNikgTPB79tNZ51hdaapI9ZX3dDlf7i37q07+1zBPOOO74t5oP2vxx3P1/cnqtxMW93c0vPyKvlEdi8wpeniLHyiCuaqlt8/YhKlXksybj39I4VVZRXCd8aV8vHKuHLU3hZ3exaPR5buJVVhZeVzd9HMSFkbvzqEbVy71nvCz5OD+ksQED4APECkSJBeArffJj5ZA99N7WKcvVEKKAweP7XL7UySmlkwtyf17tHCFkMub8L5F3asF0UEL7cbcoa2/oD2VurDXQ0VNWbTne1N2v1Z7N2MJsNef/5tUUrQ0jWaPmaueGf4ta7WjZ4PnR74GtLowwhmdbyNfODP5Y5LHtrtQOt/aPrb62W00rO1mqNrd8G0lurxf3WPdSKJR2bB9JZgIDwAeIFIkWC8BE+vPC0b1+JyZXpegHhWwKzE79Pbdf0LfGB2ckX7Lo9fBICh/oOtHv4DJlDOgsQED5AvECkSBA+wvd62FJN6ZloposjJXwHewbSFdQUe896X2DMhu+67BZDTfnJq9fP1FCUsvn76JuXvr4OQ8tnvb3njfX7O93POELI/LjbTh9tVCvPfDtEH1AuXYEQQhIx35VjhqMXe7+8aNyj6RyKvs1eMTwz5jhu7PjC6ew2Ve/UMYHQ0AWdkkIybedP4/OE4Kl73bqdKoP94dR/pnxfWwx1GfFNssEfrMeOdXSdNtWXqY19YykNijJ6ta6ti6Zp+pypXoYQtccxvljg4PWZLXw/HCEEs6P97Yd1Lae72nQVFYetnudLI5mL0XtfmesQQkiu++xedJGQgve8IRIx/3fdZm05lVMPRdrCh7nY3S+OXVhZO3qTQDoLEBA+QLxApEgQHsI3620vocqs/iUdSFWioGpOusbjmPV1N5SiKlsgyUb8/7TUyBFSG+03hhxnWrpv/+45pUK7rP5ZQhYiziZUctI7iwnBXNDegBBVc9zpn1xIXaGy2/8Gk7inXSVLtYUjTi2qaPdOF+Nx5GVx3LFHmZrvhRcCX2it/iSZDdjeR+h9W2CWEELIlNt8OPPn1CYNCh0Twa9ud9aZmIkFQggOOTSIUrV74oTgUP8pJowJIXhi8EgForS2MbbQwRuj8P0sPHE2VWfmwyUmXEdVqPqYO4oJWYz+eLzu0Gf3oovkzXPmQ7n8Q+b5G363QQiZC9r3rSiAJ3XhezH++yakOT+QzgIEhA8QLxApEmTrwodDDk2e0mVLr2QXLVu5kxUX9Vw+zwTYZFr4lmqb5UzGz7oC99xz+fNvAzM4LXxvdeA4GbBVoTL95bsxDpPFyM8/RxbTCzbT60DxpKv5wNICz6XnMB5ljJSy0dxFL3fllXYOLxcKSRUcKam1/jKX2qd1rYPXocD9LMa9p1TZO4wtjNpq5ajOHlycD9ob5WZ3SuYWoz9/pjtkD7I8byNT0ASEb5uBdBYgIHyAeIFIkSBbF74CtWo3Inypo2OBG/Yz5tOdptr1hY8QQhJTgR/tZ05YOj+qfsszBfELz8ndFEKUuvmS+2l6Lj+edLdWItUpbzwxwRz90PV8yYkyzyHgo6vXmKqPX93qUMuo2gsj8WT6w/KZ15//fmb91l25tYKnve0ViPrY9TJgr1PU2R/nLs7lfRsgfMUB0lmAgPAB4gUiRYJsXfiSfmvZVoUPT93t1u01DwRZnPKD9YQPT450H641D4yzSRJldBsXvpjLQKF85AxGrw836e8/2aCgECrT2x+xmBCC53znK9AO43c/9R48640vi1OO8BXqHsPTI7SGQjUd3tQqUXatgzdE3vuZC9g0CGlsgaUaMayPrkby4+7X/6eg8PG6DRC+ogDpLEBA+ADxApEiQXjM4Yu5DJQ82xg2LHyvhy3Vmb9uRPgW5obP7lhyiE0J33aQ9F+55IsTQjAb6G95D8k+GUxt87UQsGtKKYWqJrfAb+Y5BIP2RoQqW92TGXuaG++/2BecIwTPj33RQMnUHbdeYUIIWXx296v/Z3eBgzdMnvvBc8Nnd6CsWsFkym0ulzUxE3g+aG9EdfZgjvHNF77nDQLCVxQgnQUICB8gXiBSJAgP4cMh5z7F0iQwsgnhezlo2omoxm7/H2zIYze9h1CTc/x56NlsAeFLTA9+IkOlDd2+ODvutbeoUanW+Tgais5v45MoDOc7X5tWKJwY7izdcXY4vQHDwgTTLFteKrHyOeDo981KCin3d169OTLicdmONp2/G8dpM0PLxYQTIcfZXk9//oM3Qb77WXjibCpDNRd8bJKkahrv2GcbYwkhi8+ZQ/Idus9+Tq3OXYx6He5IstA9b/hpgfAVA0hnAQLCB4gXiBQJwkP4UmsOMtuV4qlf+sy7KEQpdfSAP/TUYzfXlCBUpuv6f53/85xOSSFql7lnwBuaJSTJjn2lV1IIqepbr9y788UeilI0nHM/Dbi7jeUIyRraez3BsP+KuaYEIbWh+1/jMb9dX4YQpag/3nfvZs+eUqTYmy7mUnw4H62gKnVn/uZ0/rVV3+oYW67oi6eHjn80MIFXHb9UlmWsz6iWI4SQYpfp8s9RDhOSCDsPyxCS1ZvO0TRNd1mOasspAxNN5Dt4c+S9H8w+HrAcrG742NJ1wqA/YR+eyDy3RTbImKvlCCFUbba7gywhBe55g8yGvE5aV4ZQSY3Z7gmlvROEjz+QzgIEhA8QLxApEoSP8KWqiuzNGv4DCEkLX7nZPfVn34hQAOHjD6SzAAHhA8QLRIoE4Sd8qT1hm8/xLCr7jsBNBX95MsVhzkcrqEPO8Js/+4aEAggffyCdBQgIHyBeIFIkCF/hIwRzsXv2k5e8sbczvipckn5rGSqtt3x91dLUlF7JCxACwrcdQDoLEBA+QLxApEgQ/sIHZMBs+O6NAea7G/5JqctvLiB8/IF0FiAgfIB4gUiRICB8QNEB4eMPpLMAAeEDxAtEigQB4QOKDggffyCdBQgIHyBeIFIkCAgfUHRA+PgD6SxAQPgA8QKRIkFA+ICiA8LHH0hnAQLCB4gXiBQJInzhm3Kby+W6rx6zi4WPWYgO3xiG0jBCBYSPP5DOAgSEDxAvECkSRPDCt/jYfsjijq5T0w6zT1ydp7/M2gMDEA4gfPyBdBYgIHyAeIFIkSBCF77Fpze/exxf/zhCcPwuvf/UIPTzCQ8QPv5AOgsQED5AvECkSBChC99mWJhgPtzR/H0UevkEBggffyCdBQgIHyBeIFIkyFaFD8dDtwd6LIaasr/09J9qUFAIqRo6h6JcyraSbOAf7bqmFsvZNl11hb7bE00QMhsauqBTUkim7fxpfJ4QPHWvW7dTZbA/CP1212W3GOrKz/Rf79hNofJmVwSTN1Gfw1wtRwjJdZ/fS4/qJtngD9Zjxzq6Tpvqy9TGvjE2uXSHOOLUol20b2a7nxLACxA+/kA6CxAQPkC8QKRIkC0LHxt59ANdX4KoXa3OB7G5FyOXDytRSa31lzmCF8adTTsOOZ7OEUIIF3a1VCB1hzvGETIbsL2P0Pu2wCwhhJApt/mwLTCL2YjfZalBCKk+tN+84eg41j08MeE+VZfyvMV/M4d2yA8xzxcJfnW7s87ETCwQQnDIoUGUqt2zPOLL+WgFtcNyZ267HxPABxA+/kA6CxAQPkC8QKRIED5DuhFGp0AK2pfaR2xh1FYrRztpX+IPb3sV0jhC6aFVvBC4XIvkdfbHi4TgCaZJJqug788RgiddzQec4dRhUUaHli9GFh/b6yrN7ilCCCFvovc+19Xbg4tclDFSykZzF03TNH3OVC9DqLRzOIFzbmm5aUAQgPDxB9JZgIDwAeIFIkWCbJ/wkZlhSxVCBiYyYi2jkI6JLh04620vQZTBFSOE4El3ayVSnfLGExPM0Q9dz9Nulit8i0F7HWq0B+dzb4H10dU5V17JilsCBAEIH38gnQUICB8gXiBSJMg2Ch/ro6uR/Lj71SNblQxV2QJLk+s4H61AcrM7TggheM53vgLtMH73U+/Bs954prrexoUvp0tvBRFGp0BlVn+ywPvAnwEIH38gnQUICB8gXiBSJMg2Ct/LQdNOmdE1iV8PW6oRdcgZzhTPi7vNclUTkx68JQsBu6aUUqhq6PvLk+3yDOkqUqPAWcwH7Y0IVba6JzPGNzfef7EvmLnM4mN7nTzdlQgIBhA+/kA6CxAQPkC8QKRIEN7CV3LCPZMkBHPhfr1caxtjSWrRhrKkhr7HYkIINznYuqPhi7H5pW65hQmmWba8dIMQskr4yJvnzIdyue6ze9FFQgh5E73JuJ+/wdHvm5UUUu7vvHpzZMTjsh1tOn83vnThWW97iWKfE6bwCQsQPv5AOgsQED5AvECkSBDewierajjY3HbuhGHfJ5fvTGR0LckGv7No6xpMp7vamvWtX63Y9wxPDx3/aGAi42V4yj9A65UIUTXmHuZ2KK2G8SBzvBohhOTVZrs7GE9feazPqJYjhJBil+nyz5lCMIQQ/MbfXak84ooubPlxAMUAhI8/kM4CBIQPEC8QKRJkG4d0/2zwpLtV0+R8AronNED4+APpLEBA+ADxApEiQd4Z4UtEhz5tOnUzBqO5wgOEjz+QzgIEhA8QLxApEuTdED4u5r10su8RC7YnSED4+APpLEBA+ADxApEiQbYqfDjm77dolRSidpl7Bryh2ZVnA0AGED7+QDoLEBA+QLxApEgQPj18ALAhQPj4A+ksQED4APECkSJBQPiAogPCxx9IZwECwgeIF4gUCQLCBxQdED7+QDoLEBA+QLxApEgQED6g6IDw8QfSWYCA8AHiBSJFgoDwAUUHhI8/kM4CBIQPEC8QKRIEhA8oOiB8/IF0FiAgfIB4gUiRICB8QNEB4eMPpLMAAeEDxAtEigQB4QOKDggffyCdBQgIHyBeIFIkCAgfUHRA+PgD6SxAQPgA8QKRIkFA+ICiA8LHH0hnAQLCB4gXiBQJAsIHFB0QPv5AOgsQED5AvECkSBAQPqDogPDxB9JZgIDwAeIFIkWCgPABRQeEjz+QzgIEhA8QLxApEgSEDyg6IHz8gXQWICB8gHiBSJEgIHxA0QHh4w+kswAB4QPEC0SKBAHhA4oOCB9/IJ0FCAgfIF4gUiQICB9QdED4+APpLEBA+ADxApEiQUD4gKIDwscfSGcBAsIHiBeIFAkCwgcUHRA+/kA6CxAQPkC8QKRIEBA+oOiA8PEH0lmAgPAB4gUiRYJsWvgAYGvAjxB/4BkKDchGQNTAT68E2ZDwAQAAAAAAAO8YIHwAAAAAAADvODCkC2wn8CPEH3iGQgOyERA18NMrQTYhfNsrlYAUWPrJgZ+fLZP9DOExCoQPYNEGIFogUiQICB9QdED4+APpLEBA+ADxApEiQUD4gKIDwscfSGcBAsIHiBeIFAkCwgcUHRA+/kA6CxAQPkC8QKRIEBA+oOiA8PEH0lmAgPAB4gUiRYKA8AFFB4SPP5DOAgSEDxAvECkSBIQPKDogfPyBdBYgIHyAeIFIkSAgfEDRAeHjD6SzAAHhA8QLRIoEAeEDig4IH38gnQUICB8gXiBSJAgIH1B0QPj4A+ksQED4APECkSJBQPiAogPCxx9IZwECwgeIF4gUCQLCBxQdED7+QDoLEBA+QLxApEgQED6g6IDw8QfSWYCA8AHiBSJFgoDwAUUHhI8/kM4CBIQPEC8QKRIEhA8oOiB8/IF0FiAgfIB4gUiRICB8QNEB4eMPpLMAAeEDxAtEigQB4QOKDggffyCdBQgIHyBeIFIkCAgfUHRA+PgD6SxAQPgA8QKRIkFA+ICiA8LHH0hnAQLCB4gXiBQJAsIHFB0QPv5AOgsQED5AvECkSBAQPqDogPDxB9JZgIDwAeIFIkWCgPABRQeEjz+QzgIEhA8QLxApEgSEDyg6IHz8gXQWICB8gHiBSJEgIHxA0QHh4w+kswAB4QPEC0SKBNmy8M2GPFdofQVCiCqvP6jbX18up8r3mOhrQTa5Tfc2O2bbSyk/Yp6G/YNXrK266nLax23HBcOJbbrDwmA24vvJaTVrzT/EtnJ+kg3dtLftK6eU1Y0HD9ZXqusPmy0dhvoL/J5AFm8e2epKlYeuhhe36YKFAeHjD6SzAAHhA8QLRIoE4dXDx/loBUKKtIYlokNnaihENXwxNo+34964mLe7uaVnZPLVqxf3u+tLllrie8FX26WkazQ1FbxjN8gR0jHRzZ8c83TWUCXVLc5A2p6TbJBpreH/BLLAL7znj7RcvvdqW76rNQHh4w+kswAB4QPEC0SKBNlG4SMEP3cZdyBUbRl+vd33GWF0iu3UnbdA6ulsWvgwF2aMSmqVNyfjIxdqFZ3DieIL2nYDwscfSGcBAsIHiBeIFAmyrcJHWB9djZBCx0S26/4wO/mCTW6j8GUuWHy2KHx/eNurENphdD1faXY45NxnYqLb6LxJ9sUkCz18YgDSWYCA8AHiBSJFghSjh6+W9sUJ99LX12Fo+ay397yxfn+n+xlHCGbHbzN/txjqyo5+0d/xvgIhpNjb6X7GYTZ812W3GGrKT169fqaGopTN/Q8efNdt1pZT1bSPzRI+zE09sBvKlNozjuv3w+wbNviD9dixjq7TpvoytbFvrKDMJWL+rAtGGb1a19ZF0zR9zlQvQ4ja4xjPM5styYbvuewWQ039mav/6KgpQcojrugCZkf72w/rWk53tekqKg5bPc8zFpaIej436o9Yuk4YP9i3W7YkfImY78oxw9GLvV9eNO7RdA5FuQKeFXeb5QihJmdkYdV73NSjB6F5nPdqBZ9t6lOMXTliPNXjvHLJVEvpmCg36R/oNjeqqcyXh9nfBi+a9C2nu8xadf2J/sAMxvHQ0PnG9EfgpvwDtK4MoWra99/zIU/fpZOGmvoz3w/1tWoUCFFq0ze/Pg+6aL1ajpBcbfwmmNU9CcLHH0hnAQLCB4gXiBQJsq1z+Dxd9RSlNDJhLhn3nlKhXVb/LCELEWcTKjnpncWYjTwapOsRomqOO/0v52J3L+vLELXH+vB5xP9PS40cIbXRfmPIcaal+84rPBe070NohfAlokOfNp38MSVM+NXtzjoTM7FACMEhhwZRqnZPvOCHXb4gDvWfYsKYEIInBo9UIEprG2PznZJkIw9dlnqEKJWx5+ZQb0eLbXjy/zibqvc5gguEEJKYcB1Voepj7ihOzb2rPDccTxKCuXC/fkn44p52lazM6k8SgiNOLapo907nvcVkwFaF0Dp9mfmuVvDZ+uNk8Yljz27axxJCyMKoTfu5P0kI99jekJkUiCcGj+zSO59yhJA3D62VMpS6ek4nJRdlDJmvA896T5Ygmbrlij+WwHFPxw6KUu61DD3jSDI+fK4C7TQNvlz9kwOxsmUgnQUICB8gXiBSJMg2CN/SKl2kqDN0DgTYJCGYi3oun2cCbDItfMiQHouMMrpln8ELgcu1iNpJjyTyDNpmG0bq3Y6r1y8c+/JRZhSSizJGStlo7qKXe+pK15jlln3BFMlpd5sKldRaf5kr+IhWnLUY955SoQOOUGap78KorVaO6uzB+YfWypIq22gy++mkbIl77rn8+beBGZxWtIKj3qmT1hG+Qlcr9GyTo7YquVL/t5FYgpBE5Of7kUWS3Wk65ztfIftkcDp149yU76r92mMWryF8qXeWPkXudxdldIhKGWMKED7+QDoLEBA+QLxApEiQ7Z3DlwsXC9ywnzGf7jTVFhA+QhLDltKUUmxA+BBCSKm1j82nD2B9dPVmJsmtFD786laHWkbVXhiJrzGrb8VZs37rruWPQwgh0972CkR9/J3ncl22ya2cw5eYCvxoP3PC0vlRdWHhwyGHBiEkP+6Or10uJd/VCj7b1LJfhKgqwyV3KD3qvfTA5wI2Tf5vcevCl3M9ED7+QDoLEBA+QLxApEiQYgkfnrrbrdtrHgiyOCUKBYSP89EKJDe74xsRvtKPujo1FKWhR6YxIWnhW6tLbwW56oanR2gNhWo6vLE1z18hfHMBmwYhjS2w1CfI+uhqJD8++OOnClSicfyW6X/MsiU8OdJ9uNY8MM4mSZTRrbGuJTlqq5Kts9K50NUKPltCSCLm/7ajQYUQpdR/NZazDob10dVouYcv+6OD8AkFSGcBAsIHiBeItDX/eQAAIABJREFUFAlSJOF7PWypzryxpvBND5pkqRWpGxnSpX3smF2rROoOd4wjZD5ob0SostU9mTG2ufH+i33BQsOzObPQ5se+aKBk6o5bqUJ0i88ePYjl7alcIXx4bvjsDqTY5wxlGp1ym8tlTczz54yeQjKjK303y7aUOiVzhbWFjyxEXUeUKDUVcoWIJtnAvUevuIJXK/Rsk/6/X/IlCCF4Jtj/iTo9wW7pgSenBz+RIVV6Dh8hhMyHBxw3JjkQPuEA6SxAQPgA8QKRIkGKJHwvB007EdXY7f+DDXnspvcQanKOPw89m03ZQEmrewYTQubDToM8XXBuY8LH4YVxZ5NSlvIhHP2+WUkh5f7OqzdHRjwu29Gm83fjBfvrsi64ELBrSpGqdXAy1V4i5Di7PC2v0FkpFp44m8pQzQUfmySE4MnrR3bss42xBE+6WysRtbtj6BlHkuyvvToZQvX04KPfw9c/kaHShm5fnB332lvUqFTrfBwNRefztUfwyzvnDyhRSU2r0x9L3xJmn/6rx6w/+WM07Wf5rlbo2XI+uva8bw4TkhrnTXUfLj/w1NA2ompNtn9673tcNrPx8qN5kioEo0Cqo66JOTbkvmSoolB5iyvCgfC9dSCdBQgIHyBeIFIkyJaFb3lrNVR+iHb8b/9UtvUl2bGv9EoKIVV965V7d77YQ1GKhnPuaCJlA7JqzUHDiXNtxn0tf78TTRAc8w/QOiWFqF3mngFvaJaQ2ZDXSevKECqp+R+G/7u1zVAuQzKt5evBh4Fb5xuVCMnV+k8dniexsT6jWo4QQopdpss/Fyx3kn1B83/97ehuGUKyetM5mqbpLstRbTllyFfibqkcSUmN+QvGG0opGmYfD1gOVjd8bOk6YdCfsA9PcOnXR/tbNQqEEFI1nDzxQam60Wx1esfZ/35k15chRCnqj/fdu9mzpzSrZkpeEtHh3rZGNYVSyMsb2+z/epparYLZAlfL+2xJys7kat3pHucVW6uhxfGI/U/I6+xKP3D7rdD8Ihe9ZdVXUgghhcZsv5N5jEk2/XjlamOff+jT8hqDpef7O8NDjnYNhWRq06VrD0cfXrtkUstSl3oafjBgNZYjJGu0fJN5XCB8/IF0FiAgfIB4gUiRILx6+LbCqu4fYNsQ6rMF4eMPpLMAAeEDxAtEigQB4XuHEOqzBeHjD6SzAAHhA8QLRIoEAeF7hxDqswXh4w+kswAB4QPEC0SKBHmrwoenHvRb9isRomrMPczt0Hzxt3GVDEJ+tiB8/IF0FiAgfIB4gUiRIG+9hw+QHiB8/IF0FiAgfIB4gUiRICB8QNEB4eMPpLMAAeEDxAtEigQB4QOKDggffyCdBQgIHyBeIFIkCAgfUHRA+PgD6SxAQPgA8QKRIkFA+ICiA8LHH0hnAQLCB4gXiBQJAsIHFB0QPv5AOgsQED5AvECkSBAQPqDogPDxB9JZgIDwAeIFIkWCgPABRQeEjz+QzgIEhA8QLxApEoSH8OGZMcdxY8cXTme3qXqnjvmdDf3M9FgMNXVHe77saFAhRCkazrmjCYLjodsDPRZDTdlfevpPNSgohFQNnUNRTkDFgYHiAcLHH0hnAQLCB4gXiBQJsnXhWxx37FGmtvHCC4EvtFbfTMQ/SL+PUElNq9Mfi8dG/qZXUlRtt38uHnn0A11fgqhdrc4HsbkXI5cPK1FJrfWXueJ9MkAwgPDxB9JZgIDwAeIFIkWCbF34kgFbFSrTX74b4zBZjPz8c2SRcFHGgFA17WMJIYTMBmzvI1RL++KERBidYnmf14VRW60c7aR9Cejke/cB4eMPpLMAAeEDxAtEigThM6T7wnNyN4UQpW6+5H7KYkJWCh9ODHeWIoWOiawUPjIzbKlCyMBEue3/TIDAAOHjD6SzAAHhA8QLRIoE4SF8hBBu0t9/skFBIVSmtz9i8QrhI5yPVqBys3tqlfCxProayY+744vb/IEA4QHCxx9IZwECwgeIF4gUCcJjSNd/5ZIvTgjBbKC/5T0k+2RwOpErfMnpwU9kMpNrklslfC8HTTtlRtckjOhKABA+/kA6CxAQPkC8QKRIkK0LH+c7X0vfnyMkPXS74+zw3EKUMSCkbnXHMCGEe+rUqxtsj+YJSQtfyQn3TJIQzIX79XKtbYwlhA06O4wdA8F5UL93FhA+/kA6CxAQPkC8QKRIED7CRyuoSt2Zvzmdf23VtzrGZnB6Dl9pdcMBQ5ulzaBvufxzpvZKhNEpkKyq4WBz27kThn2fXL4zwRFCFp849pQiygiT+d5hQPj4A+ksQED4APECkSJB+M3hW8nKOXxZrBjSXQJzU789irDQv/cOA8LHH0hnAQLCB4gXiBQJ8qcLH/DuA8LHH0hnAQLCB4gXiBQJAsIHFB0QPv5AOgsQED5AvECkSJBtFD5uyv8Pi3YnQiU15i8Yb2h+6R0c8/dbtEoKUbvMPQPe0Ow23DggHkD4+APpLEBA+ADxApEiQba3hw8A8gDCxx9IZwECwgeIF4gUCQLCBxQdED7+QDoLEBA+QLxApEgQED6g6IDw8QfSWYCA8AHiBSJFgoDwAUUHhI8/kM4CBIQPEC8QKRIEhA8oOiB8/IF0FiAgfIB4gUiRICB8QNEB4eMPpLMAAeEDxAtEigQB4QOKDggffyCdBQgIHyBeIFIkCAgfUHRA+PgD6SxAQPgA8QKRIkFA+ICiA8LHH0hnAQLCB4gXiBQJAsIHFB0QPv5AOgsQED5AvECkSBAQPqDogPDxB9JZgIDwAeIFIkWCgPABRaeg8HHPPVajRn+8y2Jq1J4eCM5gQsjcfbpChnKRmQan0+ckop7uJs2htq7TpkZdx8BjFqffwOxo/7EPDG1nLab9ja1XfLHEeveVZCOPvIM/ZDZ3LnjlPHCTfqb32pP5rJcwF71lbWrUt521mPZrOwaCbHLDT2h9IJ0FCAgfIF4gUiQICB9QdAoIX9xv3SPT2IMLmJDktLtNpWodnEzEvZ0aU7eTyfAPWiffYXQ9x4QQguf83bWy/fbgHCEETw+1qiqPDE5gQggXYoyVtbbRBUIInh7u3KXU9wXnCylbIjr8lblht77ra3cgxq195RVwk36G1qvlCFXTPnb59blfrLU7NPbAAiEET7pbq1RHrk+uoYybBNJZgIDwAeIFIkWCgPABRSev8OEJpklWonH8lpaiWW97iayCvu7pv5Ytajjk0FBGJpqysjDTpEIaRyj9/rS3vQJVnPfNLc75zlcgjS0wlzrpjb+7Ei1pYi7cM3fnXoXyA/vYTFYzha686gLcdPQPNuJsyhW+hQmmWYYOOEKpbkU86z1ZgnbRvpmtPK98QDoLEBA+QLxApEgQED6g6OQTPi7KGKkcZ4owOgXaSfsS2Y71Juw8JNvnDKf696KMnkIK2sctX8SAUC3tmwzaGxEypL2QEDI9aJJlDwRnwK/93Y0Uquscns5upvCV4/k+UOrdrJvHYUavzD6fRBkdonbSI+uOK28QSGcBAsIHiBeIFAkCwgcUnXzCNzNsqUKoyRlZyH1lqZOMEEIIDjn3le9zpvrdcGK4sxSVap2/L03bSwx3lqISjePBfbo652qcj1YgVGb158yjwwtBu4ZCsiYmd7B2jSv/lm9UdpXwJYYtpQhpnZGlo1OvaBwhPDfubFYqm53jc5t5ZiuBdBYgIHyAeIFIkSAgfEDRySd8EUanyOmTI6yPrl4xMQ6HnfuoRnswtTYipVkKHRNZOiDldQr6dtBxAKGKdu/0ijeWu9wIIeT1sKUaIVl5o76xXI4QQor3OwYes3iNK+deIPPmSuGLMjqEkI6J5jl/btzZrFIfuQrC984BwgeIF4gUCQLCBxSdrQofN+kyyerswcX0X9fQsoUJpkmGZPr+MIcJSbJPvzbIUdacPEIIIYuP7XVyJDtk/zWOCSHcs6GO3RS1x+qfLqbwbe2ZrQTSWYCA8AHiBSJFgoDwAUUnn/Cl9G618GUNy+LnLmNZlW10aVSW89GKPFqWGopNRD3derWcKq8/qN1v+Hh/OZJVWh++yb6PVRKGw859FCpp986sdeXVrBK+1JVXC1/2IC8/IJ0FCAgfIF4gUiQICB9QdPIJXzLm+njtRRt40mWU1Vv9WaVPYi7DhpZWzAXt+ykqXWNlGfy7U1uKSjuHl9aFLInaRq+c/W72zU+4DCpYtCE1QPgA8QKRIkFA+ICik0/4UmVZFJkFGUtlWe5nHG0x7j4ur+z2v8nqIsNhpklFZRbtFiiegrkwY1SW1tJ34yt71xLjjoNU9rqQxLClVFZlG01u6MpLrBa+hQmmWUYdcoZTXYpQlkUSgPAB4gUiRYL8CcKH2bDPzfRYzvYH59c/mhDCTfoHr1hbddXl2zYjCnib5BW+PIWXlUdc0aVFu1Nus3qH5c6KPrpV5ZHVza7sUVPMRX/sqFHVdPwY5fK4Gn51u7NGUdF5J44JIXje312TXj+77pWzWS18eQovK5u/j2JCyNz41SNq5d6z3hd8RnchnQUICB8gXiBSJMjbF77ZkJexmd5b+f9lPvDszAyHCRd/9eJ+d33JNk6BB94mBYQvd2u1xrb+QFYl5LjbLK+2DL9edbHsDdAOtPaPZjZAw9zU2A17a0P1Qctau6JhLnqr21hfo1vdaKEr5zIf8g70WhqVCCkbLb3MD/4pvHzlpa3VGlu/DaS3Vov7rXuoFUs6Ng+kswAB4QPEC0SKBPlThnTzdZDkOSrEGM2ZSf0RRqcA4RMpBYVvG2EDg/0uty+81ga4fx441Heg3ZN3PuAGgXQWICB8gHiBSJEgQhU+PDN6+aBseRUnCJ+IeRvCJ1wwF7v7xbELQ1Fe6zcgnQUICB8gXiBSJEjRhQ+zjxxHPu7o+dp5qaWaSglctvBhLjbSd+zDlotf9l78qF5zzh1NEJJ85ettqVcgVKFrP0c7/eyy8GFu6oHdUKbUnnFcvx9m37DBH6zHjnV0nTbVl6mNfWNscv17At4uUhe+F+O/8/6xhHQWICB8gHiBSJEgxRa+xLjjoDLdMTcbsB2x+mdzhe8Pb3tVegss/LtTW1rS7p0lZFWdtiXhS0SHPm06mZ6Sj1/d7qwzMRMLhBAccmgQpeI3cAYUA2kL3/YA6SxAQPgA8QKRIkGKLXxzAZsGKQ9fHnnJEbIYuf9zJJErfImox37+21EWZ8qkpee25xW+jqvXLxz78lFmnhYXZYyUstHcRdM0TZ8z1ctQTpU1QBiA8PEH0lmAgPAB4gUiRYIUf0g3dvNkTQlCcrXhkjuUqoy2Yg5fan1lp9ly2lQtX0v4EEJIqbWPZaq5sD66mufiR+AtAMLHH0hnAQLCB4gXiBQJslXhi7kMFMoHlRqezQJzsQf9He8rEELKD+xjMzhH+LipEZuu9vjAeBynrG4N4Sv9qKtTQ1EaemQaLx0DXXqCB4SPP5DOAgSEDxAvECkSpNg9fLP+v/f6EpiQJBv8tkUtk5kGp7OFb+6OZQeVWX27nvApaB87ZtcqkbrDHeMImQ/aGxGqbHVPZoxvbrz/Yt+KDbWAPxsQPv5AOgsQED5AvECkSJBiCx/row9nNpiaGba8t8NyZy5b+KYHTTJENfzVH38d8tpNahnSfjMe/fez+f8E7Y0IvW8LxNnAvUevQkurdBfGnU1KmdLIhDmMo983Kymk3N959ebIiMdlO9p0fvWGWsCfDAgffyCdBQgIHyBeIFIkyFsQvmpKrT/T87XTdlzfcmWMjYe8TlpXhpCy0eL4wR8ctX+gRAgpNK193js9ByikaugcinJ4Yfxqs1qOqCrjpf7v+y8YymVIprV8PfgwcOt8oxIhuVr/qcPzJDbWZ1TLEUJIsct0+ee8G2oBfy4gfPyBdBYgIHyAeIFIkSDFFj4AAOHbBiCdBQgIHyBeIFIkCAgfUHRA+PgD6SxAQPgA8QKRIkFA+ICiA8LHH0hnAQLCB4gXiBQJAsIHFB0QPv5AOgsQED5AvECkSBAQPqDogPDxB9JZgOQTPjwf8vTRh8oRQlR5/UGdrrFageTljW324Qlua828eWSrK1UeuhpezH41yUYeDDmtZm37tZiYNxDP/+k2dAxmw74hp9V8yHxtosh3uUUwG/a5mR7L2f7gPCGzY7a9lPIjJpwodPibsct1VNkh5vc1HsZ2AZEiQUD4gKIDwscfSGcBUrCHj/PRCoQy9UUx+8iuL0NUfeedqa0UEcAvvOePtFy+9yrn5MRU0Gs37MwqVioe8NzrmTeZP+f9dCuOz3sM5qaCd+xGOVLomEgR73brzIa8jM303tIuAzFvd3NLz8irgoKOY57zzebLI3+8hWITECkSBIQPKDogfPyBdBYgGxQ+QvCs92QJQnKzO76d7a+oTi8W5sOM2bhNisb5aIVwhY+s2kdUQECkSBAQPqDogPDxB9JZgGxc+BLDnaUIUQZXbItNJdkXk+zKbh8xCl+SHf27VrZC0fJ+ulUn5jtGdMKH2ckX7JpD8Jh98WK9h7EdQKRIEBA+oOiA8PEH0lmAbFT48PRwZx1CqiYmjAkhJMkGf7AeO9bRddpUX6Y29o2lDCDK6NW6ti6apulzpnoZQtQex3hi0j/QbW5UZzagxFz0ltV4uMVyts14SLtbgZCBiSbY0I90ozIlf3jKP0DrlcvtF2hus+B46PZAj8VQU/aXnv5TDQoKZYrkF24iyY5dOWI81eO8cslUS+mY6Ctfb0u9DMnKdSdo+h/+V9HcT0cw+9vgRZO+5XSXWauuP9EfmMHciidACPfcYzXpW053tX30gbZWtiR83EtfX4eh5bPe3vPG+v2d7mdbFWHMxUb6jn3YcvHL3osf1WvOuaMJQvB86F92+pPG8tozV7+jtTsRohQNtDeWaiQR8105Zjh6sffLi8Y9mvRjIVnC90fM/123WVtOVdM+Nt933fvri4cD3ebGcrmC9nHsv++67BZDXfmZ/usduylU3uyK4DwfcO27Wuurh0iRICB8QNEB4eMPpLMAWUf4Sj62/3iNcf7tjK6SQju19M2UBOBXtzvrTMzEAiEEhxwaRKnaPXFCcKj/VMoI8cTgkQpEaW1jLCGEcI/tDSUpfcOxmydrGjqHpzEhhHvq1KsyPXy5vX1RRpcRvkLNbRrMRh79QNeXIGpXq/NBbO7FyOXDSlRSa/1lrlATi08ce3anO7cWRm3az/3JVX1yWZ+O4InBI7v0zqccIeTNQ2ulDJVZ/ckVx7zwnGyo7LwTx4SQ+bDTkBG+xbj3lArtsvpnCVmIOJtQyUnv7NZ6yv7wtlelm8a/O7WlJe3eWUIImQva9yFUUtPq9MfmWP9fGyhZpfXhG0JI3NOukqXPiDi1qKLdO536eFk9fKnTq2kfW+C7xlzQ3pD64tiI32WpQQipPrTfvOHoONY9PFngAxa8q7W/eogUCQLCBxQdED7+QDoLkHWET1ZvOmWophCSNaf+0029F2WMlLLR3EUvd++Udg4nltQkOe1uU6VEKv1KJLOTOOu31qMqWyDdTZMteYWEb93mNsXSnRBCCFkYtdXK0U7L1T5D/iaSo7YquVL/t5FYgpBE5Of7kcXVg7BL18RzvvMVsk8Gp1Mfj5vyXbVfe8zinGPe+LsrkcYWmMt60qmrYS7quXyeCbDJtA9tfbA7EfXYz387yuK08CEdEyVk5fhs6ltOvcU991z+/NvADE4L39IHzD5l9Xy+Vd91lqnn/JmQwh+w0F2t89VDpEgQED6g6IDw8QfSWYBsYEiX/dWukyGZ+thPsfT/s6yPrs4IRB7wq1sdahlVe2EkvjT6ltGdN4/tdfKsczcifOs0t0lyhY/MDFuqEPq/dLryAk1wMU9nDYUQVWW45A6xSZJn1t3SNecCNk224ORrdz5ob8w2uVX9hbHADfsZ8+lOUy2/2Y2Ymxq7Ye80W06bquXrCx8hhCSmAj/az5ywdH5UvTHhy/NdryV8hT5gobta56uHSJEgIHxA0QHh4w+kswDZ0By+hSfOpjKEyo1MiCMkbWaF+tjw9AitoVBNhzeW9XZGd+Z9tAIhjSOU7Y4bEb6td+mtYIXwsT66GskPmf9SUbiJRMz/bUeDCiFKqf9qjE0WFj7WR1ej5R6+vO2mPuYBRyhdyi77anjqbrdur3kgyOKUA21Z+LipEZuu9vjAeBynml5X+PDkSPfhWvPAOJskUUa3EeHL+12vKXwFPuCawlf4q4dIkSAgfEDRAeHjD6SzANmQ8BHMTbhaVBSS6ey/soSk+qgqW92Tmf+H58b7L/YF5wjB82NfNFAydcetVMG5xWePHsS4LN0JM3olkplckykH2IjwrdHcFlghfC8HTTtlxv5bPQWaSPr/fsmXIITgmWD/J2q00zT4srDwJacHP5EhVXoOHyGEzIcHHDcms58AF2WMFNphdD3Hy086dbXXw5bqzL3xE765O5YdS0tENiJ8eG747I6l1zckfAW+67WEr9AHLHRX63z1ECkSBIQPKDogfPyBdBYgGxM+QggXc3eoEUoN3uHo981KCin3d169OTLicdmONp2/G8eELATsmlKkah1M+1wi5DjrCCVylMjdpkIlNR0/RjmM2VG7ToXQ+/SgP8L+J+w8RKGKFld4gX3qvtSsplBJy7WXHC7Y3FaIMDoFKjnhnkkSgrlwv16utY2xBZvgfHTted8cJoSQxLCltNoy/HoxaK9D8lrb6Bv219uP/sBZEpka4kRUrcn2T+99j8tmNl5+NL/UbuqY6aFWFUXVnBmKJgiO/2o/JEMl9fQPjyJPrpt2Iqqx2/8HG/LYTe8h1OQcfx56NrvpTzk9aJIhquGv/vjrkNduUsuQ9pvx6L+fzS8UUKuUqpY2dPvi7LjX3qJGpVrn42goOl9I+Ap912sJ38vB/B9wplC/49pfPUSKBAHhA4rOnyZ83HOP1ajRH++ymBq1pweCM5gQMnefrpChXGSmwek1TiGEkCQb+PaYvrmt67Sp8UBr30iM4z9GlmQjj7yDP3hDs2s2TQiksyDJJ3xZW6uhCj19xZP6ctPjd5RSa+n3v4iP9RnVcoQQUuwyXf45ymFCEmHnYRlCsnrTOZqm6S7LUW05ZWDGg15nl05JIWqX2X4r9J9Xgf4T9QoKIUrRYG7/oKK80Wx13g6xScw+chirKIQo9ccO/42u8jqD5e8D/hgmSTZPc1sjwugUSFbVcLC57dwJw75PLt+ZSFd+ydsE56MVcrXudI/ziq3V0OJ4xGJCFn672lxFIbna2DcWe5Lz6eYXuegtq76SQggpNGb7nSiHyXwo9xiODXzbWq9CCCHF3pPt+tJyrdna7w29+u+xr/RKCiFVfeuVe3e+2ENRioZURZVNgmfG7B8oEUIKTWuf907PAQqpGjp/ehoc6jZUIqRoaO/1PA35+1prKIRUhu5bof+kNlNBlKL+eN+9mz17SpFib6f7cdDrpHVlCCkbLd1nLefO6coQKqkx/9ffju5e9V1/0Ov5l5PWKxGiasx/d37zPzN/7mFuh+YxIUk2zwf89HuPq9Bdza/51UOkSBAQPqDo/EnCF/db98g09uACTq+GU7UOTibi3k6NqdvJZPgHrZMvjRDlPYUjBHNhxqjcawvMEkJw/E5nhVrvCMxv/d4S0eGvzA279V1fuwOpklmFmk4D6SxACvbwvbOsGNIFRAxEigQB4QOKzp8ifHiCaZKVaBy/pX+lnfW2l8gq6Oue/mvB+eVfc3HIoaGMqbk+BU65P0dmfPSu7HIYfmt91lSqTcI9c3fuVSg/sI8t9+EVbjoNpLMAAeEDxAtEigQB4QOKzp8hfKnJ3dklryKMToF20r6cNWtvws5Dsn3OMF7zlP+sKIeRmrKz0zT4ctP3hV/7uxspVJeunbvhu4V0FiAgfIB4gUiRICB8QNEpIHx5t/2ZDS3Neum8Pjb2XWu1stp02R3a7MzrVIWwJmdkIfeV5YIOhBCCQ8595fucqTIXhU8J3qYVCGmdkYyjcT5agahUYf3NgBeCdg2FZE3MRM40qvXvFtJZgEhL+HDM32/RpubS9Qx4N/1PEhAWECkSBIQPKDp5ha/wtj+YC/frZZSq9afJf/cfOtD3dGELc8wjjE6RW5chVbciuxeN4LBzH9VoD86vc8r9Bw5NSfZOTStXYW6U18OWaoRk5Y36xvLUTOr3OwYes3j9u4V0FiDSEj7g3QIiRYKA8AFFJ5/wrb3tz9xTR5OMUlfXGB1PeRQMW0f4uEmXSVZnDy6ue8qrCaZ5uUIYjj/ta5ajrCl3G2Txsb1OjmSH7L/GMSGEezbUsZui9lj9/x8InxgB4QPEC0SKBAHhA4pOPuFbb8enVJ2qikwRr02TW4d2+ZWsYVP83GUsq7KNJjdyCvfcYz2spuTl9fu02g8+PliBUL3Vz5JNsapjEIed+yhU0u66ud7dQjoLEBA+QLxApEgQED6g6BQUvsLb/uBXt07WqEpRaYPt0ZaqnyRjro/XXgaBJ11GWba0rX9KmoWAXVNKpUuobIbURuzZnzpdJbX/4XpNQzoLkE0L35tHtrpS5aGr4UW88PTKoUNfjbFJQpLsWG/zkYHwNlR2XBvMxR4N9l1s1dWU55mNgN+MXa6jyg4xvy8W+T4ESZKNPBhyWs3a9muxTU7NFScQKRIEhA8oOvmEb81tf3DMe/JD+n5gqLUSyZq2NqqLJ5gmmSKzIGN1oZPFuPu4vLLb/wZv+JT0nYcZk5LS0CPTm///OTHuOEhlLxxJDFtKZVW2UW69piGdBcimhQ+/8J4/0nL53itMCJkPMy3qhjPffN1eozIx4c3/XoPnXs+82dQJ3Mz0C/9f6wtMP8Uxz/lm8+WRP4otnm+F5Ozr+Gam2Camgl67YSePHXhFBkSKBBGj8CXZyAM383fLiX8EJfGbmOjJJ3xrbPuTfOXt1HTceoUJnrx+REXJ9P1b6vxYVcpYecQVXVoGO+U2q3dY7sxt4hRCSCI6dKZGtrtj6NlkUw91AAAgAElEQVTW/k/Ar2531igqOu/EMSEEz/u7a5TNzvG5dZuGdBYgfId0uRBjLEeoosUV3vyP03yYMRuXd6TdMCs37HonwVyYMRoHCs4Yyc/qSR3vMhApEkR4wrfur63zIS/zV5Na9s6H1jtDXuErsB3TbGjogk65U9d9bwoTPHXnfKMSoZIa8xX/1Oa/7OzNyhrb+gNZm5XF3WZ5tWX49YZPSUwFfrSb91ZrO1dserZJMBe91W2sr9GtamKNu4V0FiRbEr4k+2KSzUwr4Kae+B5F2E3/PCXZ0b9rZQrdtgsfZl+82PztCAzM+i9rlWtNEc4PCB/wjiM04dvgr61Q/1NMFBA+EbHIBn7sd/3Lt4X/mrcJSGcBkk/4Ur+xUEim7fxpfJ4QPHWvW7dTZbA/jD73D3SbG9VUKrjwzJjjuLHjC6ez21S9U8dEClSmzHMkfuXrbamXIVm57gRN/8MfDd112S2GuvIz/dc7dlNIpbH817lGZcpd8JR/gNYrlyRvWfgSU6O9BvlOraX3+t3fX00+HOg2N5bLFbSPmw95+j7vMNSVnxkY7jter6AQVWX8ZnQyeI3WV1IIUWrTN8FNrljaFBu9gXxPDP/h6z1aL0OoXNdOW53+16lnGOg/pdMdsXQd11VU6623MrvKYi56y2o83GI522Y8pN29tFgec7GRvmMftlz8svfiR/Wa1J68eD7k6bt00lBTf+b7ob5WjSJ1J78+D7povVqOkFxt/CY4jwlJxHxXjhmOXuz98qJxj6ZziMf+xRsgyujVurau5YIH1B7H+CJZ+zYgUiSIoIRv47+2gvCJCfEL358PpLMAKdDDNxuwvY/Q+6mdlwmZcpsPp//MPbY3lKSCa3HcsUeZSjC8EPhCa/VzBSpTrj4ymV7tk45KzEb8LksNQkj1of3mDUfHse7h0Eh2Z1V2r97Sn7lnQyc/Ork8OQFzQXvD0mGz3vYShNR/6fNPcvgPb8d7iNrRYPkpymEcv9NZIZOZBqeL+nA3cgOFanmm10It9fDNjTubd+xLVfTE3ISrRSVXH/sphgmO3TxZ05De9oZ76tSrMg/tD297FUqVVse/O7WlJe3eWUIIwbPekyVIpm654o8lcNzTsYOilHstQ884kowPn6tIbcAT97SrZOmzI04tqmj3FvFp4VD/KSaMCSF4YvBIBaK0tjGWELL2bUCkSJC3IHxJNvCPdl1Ti+Vsm666Qt/tiSbSr49dOWI81eO8cslUS+mY6IpfW9lFwr309XUYWj7r7T1vrN/f6V7KpiXhK/A7MSAkQPj4A+ksQAoN6eIJpkmWXnODJ13NB1J795Hs31STAVsVKtNfvhvjMFmM/Pzz+LMClSlXHRlZzBU+QlYP1OaOTq4WvjP918+e/nIsd3JC9mE5zsRFGUNWVcgIo1Ogze8zsznWv4Gu7/sL1PJcIXxxT7uqNKtqZsrIG+3BKb+1PnuP7KyHloh67Oe/HWVxZnF95mq5Tz636yHK6FIb8HDPPZc//zYwg9OmtaXB902TnHa3qVBJrfWX9NTkNW8DIkWCFFv48MK4s2nHofRCSy7saqlA6g53jCOLTxx7dqf/AS+M2rSf+5Mr/i0txr2nVGiX1T9LyELE2ZS11UH6n9lIrNBuDYCAAOHjD6SzACk4hw9PulsrkeqUN56YYI5+6HqeUY0sP8AvPCd3UwhR6uZL7qcsLlyZcuWRhPAWPoQQkunsv+YOy25K+Io9wLL+DZhpS4Enlit8Sb+1LMd1Ur10KsN3N3L3yF4xhw9zU2M37J1my2lTtXzDwrf0t8RU4Ef7mf+fvff7aSrdH3/ff8C6WZe9ICFpmvSCxBDSCwgxcAFxh5NixnAaf6Qpxvm2ZM+c4sdY1C/gfKW4jyyzx5IZi3vsmaFfHMsM6zB7qkecoXtsnYhKZyyBxqkjnV2UKkWU7gUfCqs8z7lY/U2LQKnT2ud1paVrradP23df6/nxfp/Rd39U806ED72+0ymjqbpPx4OJJp6xGSSkFCG5Fr5Xjo5qaDRHs02gNXdfHYjqTY/Xw5PGapFE9Y/xQAjj0MzPD2fWU75LiPfb+y6ybi4cEb74V1H4mnUNWTap1kDIF4jwZQ+JznlIRuHDaNl5sRLKNN/92H/kvCMYS2yX7Af8nGvwrFxMAZSrTHdHezJnpkx65gSHshW+0hPnu+tKUuWgEIUvbY+lCJ/bWA10Qop14e8VuhErI4aEn6fETuPnx43KutPD00EkXG5bwofmxnuP1emGp7kw9rPKdyB8aGGcaaSgttMRSEg0tVkzSEgpQnIsfGGXoZxKuglbcnSUAKW2BjAfsHfXUgBUtfqyzcuF8cbbVowxH3DfNnXpznVr6zYIX+Y7PEI+QYQve0h0zkMyC180O7dYWpuUxzFhStd17bIziDFGnHuwdS/Qx/T/S542M+WGZ54YWQhnO6XLPOR++1JB08JStjQnKQDh6zAZM+TyTJnSXb6nL6Oog7GJ9fWg7bSIbmGfP2VVEqC11jk+tdOW7+nLqOhL3K7wPQyOnS+LtfZdCB9amboip2hZ553XCGOM159N/BpYXd60GSSkFCE7Fb6AVU1BOqikpR3hSWM1nbBIIvJ1EelsQYwxDgVc33TKpQCURPXVFJcaxdD8/V7lAd2wh0PCFz6d8JEhvbyHCF/2kOich2wmfHhtlm2h41s3BOJ+wDsv1kVcEIXGukvLzt978l3azJQbnzm2jNY9pnoQ1RknV7nf7k68QqnCt+qzHKWgstXqW+Oe2i63yCgoab3xkkcJVrc8bWmRQIWG9UaOKjDhYx76MuTyFIpW1/W5V9+47069RsIrlTPO19GdDbVy48RKdNFbbecPfh4hbtKklAJ8wIy4Znw3tTRQ8s9dwTdeh0kro0Fxfdr/72craAvCd39u5AQNpfJeZ5CbdphaZVCqsDz2e/07Khq0BYRClNK2kYi5hrzm82bv8sKmzSAhpQjJ9ZTumzF9DVBHLb5oar2gTSeSNrM+FHZ9cdkZwhijRc/gCRns0Y68TP4uvRnT18TCTzrhy3yHR8gniPBlD4nOecimwofRwujpj4ZnY3ejK16HpUcpoYDapzPd8dgviKkqZdc/LJbP21Rt5qlFlD4zJeadzIZnYrz2+1BLNQUimWZg0usUEq9Qtbqr7F3vCsIYI27CrKmmACjZx2bX7Z6KerX+yoDFYjFoKgDoJv3XN8fd93ubaACqStXzv2/dummJnsR069Ytc0cDBSDTGm+Mux/dNGr3ApTU6kz2p17X8CV1BQ20Qn89cq3dZ8Xr2FIDfnI9NG/sMYyXp4eOyyigZB9Hugsteoa7FTUfaPXn29UftpnuRZ6JFt2DZxrEFAAllus6PqysaNIZLHe93MKU6UMJAIgb2wYc964epkAq7/7xqcdu7mikgJZpL994NPnoxmWtjBbe0Ke+X4djffv9oEFVDkCJG04PPPjp6v5SEB9I2HS4u4R8lmM0AN2gvcAwDNOjP6mooNSsn0fchClzM0hIKUJyLXxobdrSLCmpZR5wCGPMz420lcmvTK0gzDuZuovOZYSxUGCqRj/2Jvm2dfKWdg9QTb2uV5zXbtLuBWi2TD/3Plt6+x0eIZ/IJHyImxw89aG6/bxee6ip7ZozEC04hsOc+5tTqpb2nnPapsNtA+OBnJcZzXdIdM5DNhc+AiGfISGlCMm18GGMw5znO72iXq4919Peomr7akxIy8I7GbFIpjx31XLN2KZuNU9wKOm2dYpb5aa+UkkoAGlD27UH967spyix/ILtqTtyo0wr9F/ftI+a0t3hEfKI9MLHe1lNVZ1xcg1jjBbGuvdJVAOeFRQpiyQ5IMyFoeC97kqZyuzO1WxIgUCicx5ChI9QuJCQUoS8A+EjFDvphE/YxthodAvz72jV1VsFZRrrc4QXncy+xORYLkNDwsLqIoVE5zyECB+hcCEhpQghwkfIOemEb8VjakoqW7kwoqWB1o4sCAuu45uvwwsjJ2ghf30RQ6JzHkKEj1C4kJBShBDhI+ScdMInZEBotsysRR4QNuWVG1whJyMGUFhmUOJfhN3fy9OWFomkxTJddPtySHTOQ4jwEQoXElKKECJ8hJyTTvhCXvNhSKztKAifmHGu/W5uLEmoqhL/i5BIQio7PkSEj5AHEOEjFC4kpBQhRPgIOSed8An1RoFWDfp4hHGYe/q1WiRkvRcSmElVlqc8xhgFnw60iKAkoRRmMUKicx5ChI9QuJCQUoQQ4SPknLTCh3HIb+9VyURURcMRxSH1x4cqgK4yPFrFGPPP7YZjMkpU0XBQofjw4yOVAA0GF5fh9EUBic55CBE+QuFCQkoRQoSPkHMyCF8iyx7TIYo6ZNqYNFsoUdVo8qwV8wBf+uiM5l3Dl1trKACQ1DQdUUY4UCOm3lYIAa1O9dVT5UfZP9Y3eRZhU3IifKsTxvpSydEhX8obg7gZ548Wg06huxnYtYvlHMT5nDb2qv78oGcFY4wCt1olpbXM/R3dvS1NGQ9Qko9YX+jtz30XhAKuYUZTL6YqGo4caaqprFGe1PecbNIMJ1T7DHPen0ztBysoSU3TkSMNVbKGYzp9p7rh0w1fT37e9f+ZmaMVAAD7GOfihsu9GdPXAABUHGUG7N4VFL1nFlc0NDXU7FPq2rUN2vg2uCTSfN+LT/hCAdfw5Ru/hxMf45/bDZpG1ekevbZJcW7Ys/h+/8wQ4SPknLcJn5B4r7SO2Zg0e8XHaiVUIzO+8H5/D99KxuiM/rAoSpP2O2OMFkbbKt9S+QoF7BdbdH3jr3baseGlN8GizpSTI+FDLxwXj7f2PXid8sbw8557JrUIdrd6OFpaXMxh7tIlr4M1avfGq6KtPLa0ac9an6697ch08AFHb0vr1fHX4bc/N9egxSnThxIoV/bejSZ/DQXG/6GSUFBv8kSsSqgXX1LTanFzQpvDnIdtqy3JeD8mLFgGoDXWueS3BS2MtAoJZyOHojWPqZGqbLX6+Hh7Dpu96W144/e9mIQvFHANM6oqClI6Pugy7KcjownhBVu7NF6e7v2ECB8h52wqfIj3/9BZKxXKWSb/KeQf7aql/9I5GitJtDw9dFwmOXDe8aLY/C9zdJ5hleIU4cP4laOn35XDn0XE+1hN0khGMfKup3STysvuygm9rEaXYUxo166RXAb3/YCfG2mTAl3ZfS/5HjW8YGuXRpxCuI+lKKGyVMJzguOf1okzlICPCh9QR8zTieq2Nst+VFGxh44ry4bMVsjHNjduvZ+LSvhe+RfWZiyKZOFDs2wznbA6fMnRUUJXRupWv58Q4SPknAzCh/j5qdumNnnNEf3wYy4p+oXm3T+YdAdqFN3JY+xBl2E/Bbs8yFEQbFP4tgbiXrzgdqDOiHP1KSRF+C6kkDPhC3Mv5tK8MbsrfGhxsu8IvbNPzjbYIHyIe/bHqx1fEnFzL7g/e4Rv+SFTSSfViI+x5jYdvOTkMcavHB3VEEkmnwzyWg5mmHvlnYxY0d5xgIJk81ibNNarzdc/EceVZcll2AdQeXwkVq55PWj722nbfMZmJ3/fi0n4MMYY+1llkvDxflZDJd2KzLBKMexhnGld/L2ACB8h56QXPs49Mmi1OX0bftjWOfcPg9Z/OWfSuwjyDhzusAdz19y8ZDvCN2/rMCbMW4Q5t+W48q/tWrmk4kjPjSccQnzg0XCvrqlCJGbuv/H+zF7Vq2vrT179slMuBaDE8gs2of4hDgWc106pT17q//KSZn9j96ifRxi9cvafbKABKpQdjMHievOu+iDvSCd8Yc73wGrSq2sbuoa+7awtAclxq3+F89w0nDrV2XNO21Au0wxMcWHsZ1UyZXsPwzDMBW0DDUDtN0+H5lzDvbomGRX/XQr57Z9pVMf1PWc0Hx78Cw2gZP3c01HmIA1iJTuDUcA1zCglsVWb4TTXSkP4tbO/tUEMUKnsuMBYXFz6A9GK1z5w+ay6tqHr+9GBtkYxACXTXv/tucfKqGQiAJFMc92zgjJfNy58aH58QK+uFVOgZP0ZL/cvE3OiqaKua+g7RrEHgBLLGUeAxzgUcH3Xq1NUUDWM8z9bblUKm5wfp/+0pwEtOc6WgJBSIPOHI2jTiSAp1Wgcfn7iV2+a5gnCpx56xGpoAGm7bUHoQ7TsvFitsc6OMwnCJxQrAhB/0Jl6w5za4ITvezwwFL3wLY7pq5PfIOGRjNPi7wFE+Ag5521r+LYO4gP3r5z6dNT/3n4hM7Fl4QtzT7/VJizgQ/7vWyR/YZyLGM2OHK8EEFU0HGMcc7zHJAcQM/ffzLhGmA8ASmrbLK5AUFiHRNX1upYRDto7pHS5wRXGGM1YFLG8ibs+t1iYpBe+mUdWfQMAJdVc/Wm0v7PVeO/pT931WnZ2DWOMvOZGoKQd9kXv4CesD2EceV8ohXGKwxhj/rFJHlvjxQfs3bVVF8aCYYwR7xtU0ZFu552MWBA+jCOfATHj5DF6fXfjtTLcHQnJzyOfnMwHCn5Dy1qvuQIhFLR3llGU5IB+9BmPw8GxC5WwRzvyMvPhySN8oTF9KYCS9Wd8/rLHdDD6aVzmXJ/Lqejm/cifhFNtqVXpXnXm82f6tKcizKVCqX5skzAUdhurIXXJ2NvhnYxYzfrnx/Q1ANLmyCdkztZ2SD/2JiEjKcY4tm4PACiJ4m/WzTYcoOj3nQhfrAc23ioL34j3bPlBEkT4CDlnN4XvxfQff/qEzp/B24Qvvkv3SENFwvhQ4kIftDx2viz2QxgPfymTbktu4wcAdYwziPnn9r7PvnEvoshPYNQwiPBhjDNO6ab0J+9nNZSkSdfDxEfzSmNLuMILtnYplNQZfonO38XtDa8+MlSVVBsnI5/4hG7PIHybXyuFROHb7MBMcomx8Cmiyg0PZzIentwbkZdw/eH2ni980pL+tIVWpV3Fmvn8mT7t6fst1eXQvOtGf4ecBoByJTPstHaJdy58/Jq7rw4A6vrcawjNss17e12rKFX4MMY4FHB90ymXAgBQ1RrzRMahvlTdIcJHhC8JInyE3WH3hK942caULvKxLb3JwtdodC9jLIS8twofCo11l8Z/7ULz7h9MXWf03R/VEOFLZmvCxzmZmkx9hV7f6ZTRVN2n48GYnMTdZd1jqk/UjrcL32bX2kCi8G124NvUCsSMbSzj4WkFy8Ru7/k7EL5MrrXJ+XH6T3sqQpUgKOlwLKX+Kf5lRF5zIwCITtuC20l8FBU+jHxssxSgRj/2Ytr84SGLFyXVHEoGLbotJ2soAKjtdATSKx8RvtQeSBrhTngk7Sz8ewIRPkLOIcKXPdtZw5e45F/YBF0q1X77lFueteqqVAORtU0ZhU/4XanQ2eYxmhvvPVanG57mwtjPKonwJbMN4Us7zIYWxplGKvVHOu4uvJMRJ9aY2aLwZRzSS2GD8GU4cKvCl/7wzMK3jee/E+HL9GlPBa26eqsAoKrXtZrS/oQvY3jSWE0D1OjHMi1yFVoSRWhuTPgiQ79AH/7oo71tIwthnCJ83MTw7ekEMQnNWk9KAWjtSNp5aCJ8G3ogHLB+TDZtxCDCR9gdiPBlz3aED2OMUfD+xdP/9COMcTh4/8qpT68YmV7TDVcgtg49o/CFF0ZO0LTWOre2PHa+LPY4Eb4NbE34hEHWqjZbLLHa8vTgpQHP0srUFTlFyzrvCCn31p9N/Brgkxbk+VkVlZCS7e3Cl+laaRNNJArfZgduQa0c7oyHpxUs8+j2nv8OhA9l/LRvBM1YWyoAojnw4iR+Gdf81uMSoCQa1pe6+SPMuR9MpM0mGBe+6F5goMr095Zjf4y9Lt7JVMZ2dcRfNRG+jGzoATTLNtPig5bo3huSlmWLTyUQNoEIX/ZsT/j4Z6OdjftMj9cxWpm6Iq/71Llx4WOq8MnabAGEMeafWlQyuXFiRTA/KJX3OoPctMPUKoNSheWx3+tfWX9sqhdBXZ979Y377lRqiuCiYWvCJ+yboUByqHvop/Fxu9V4svni/eCq29RYCvFEryGv+bzZG0pyFzRna6sCSkhFGeZ+61fSAA3MyMTMf3yWgxQlbbXOrgW9tstqmQhKTlhfhtJfK/0bJEjeB0Z3kHM/cE2ymQ7cilqtZbxuesGa3ebzcy98mT/t6foOcRNmTTVF7Wuz/Bq/iRI23FAfWwNhjDFGL+9dPCyJbBAJRQ98+q+rOtXZjWlHMcaCc8R2iYamzUco+MDoFqaOhbUWsdc1wyqlMmE8EuPIiCDV0H1vnkzppifNp2JD4mXJcav/vZ3PxUT4CO8AInzZkzY6J6wTF1U0HFLGd21AtPpw+LXtjAQSoKo1Zldg+q6FUUkAqFqdye6ZZtUApTXyw+p2fbta1dr3s/BrhLgJk6ocgBI3nB548NPV/aUgPtBte8YLGbApoGQfm6fe82JEm5BO+Ph51zCjLAcoqdVdYR3eFYwxDnNTAxqZUCdhn7bvZz8f8lmO0QB0g/YCwzBMj/6kooJSs9Meh6VHKaGA2qcz3fGuIMRNDrY1igEApPKzZz4slTXpDBbHNIcWp8wfyyjhDb072iOvVeuvDrvm0cZrZXp/0Nr0UItMFF3sn/ZAtOJ1mDsaKaBl2ss3Hk0+unFZK6OF5j31/Tps0FQA0E36644ngTSHL3kdFkZZDiBp0ptvugIoQbAyXG60V10FIJZ39Nufel0DbbUUgFTde2diKnKqklrd1Vu3bmytVd5kXdvk/N7/zvhpzwAfzaFDVTQcUSqPyGtqD2r1phuuxFoNIf9Yf3uTjIp8/UQVTe2mfz1Nt7WCn3dZr3YoJFBSo/n7N64AwhjNWVsOW3wIY7zktV9jVJUJpdXejOmblO1ntCqNTn9Bf1IhqzxmsD9P11q04k38vkf6pJiEb8nr+OfXegUNQDfpv2Zvu+ZjyfgSSqs1tQ+63/NoRoSPkHOI8GXPTqNzmPMMn2euj458x7Isy143Gbq0Dc0mT+Lv4HtZC+FdkGGEj5AZ3smIQaSzFVsezTykmISPEIEIHyHnEOHLnp1FZ/T6TqdMmZxHNOQ1nyPCtysQ4dsyoXnPhGc+hHknI05YNUX48yDCV4QQ4SPkHCJ82bOz6Bx2G6tB0sRYnTMcwoif/80xxBz/20/JmRuI8O0QInxbJewylFNUg35oqFvR/FWG4h+EdwoRviKECB8h5xDhy54dRme06B4821QhiqwfkmsZ9lEgaVEXP+/6Vq/Yk7zmjLAliPBtmTDnezgyzA7fnghkXFNIeKcQ4StCiPARcg4Rvuwh0TkPIcJHKFxISClCiPARcg4Rvuwh0TkPIcJHKFxISClCiPARcg4Rvuwh0TkPIcJHKFxISClC/gThQ5zPaWOv6s8Pera2Xoifc41cM7Qpayq2WYj6XYBWp/rqqfKj7B/red3OPxMifNlDonMeQoSPULiQkFKEvHvhW/I6WKN271Z2BaKlxUUeYT74+sXD3oaSTKnT/1xQwH6xRdc3/grldzv/RIjwZQ+JznlIOuHj513WL3RyGgCoOu3l7+MpXpNB3NN/mdqbKkrENQeURxpkMvmHunNdalWaqIgCrhv9kaS7lRedyxs2PSzf05dRAHSF6sKAkFaXf243HJPRFQ2H5TW1St25jxuas6qDh7h/3791zaA7qrsxu43DVieM9aWSo0O+9U2etDRlPEBJPmJ9oQxPSLipTh0veOuxO4MPjOgklJwZf72VZyPO5xy1RDsnqbU7IuixOTzcOsZ43f/zd870ldLibKmT00BCShHyp0zpbi0NBO9lNbpowajkyjn5S6G0851ChC97SHTOQzKO8PlZJWxWaxgFfjpbW0LVnLREM/sj7jHbto/KHBWFEhUAZRrr82TjCy+MnBQBJETUZY/pECU9aZ0N4Vi5lEbzprnvwktvgpsELcT5Hpo0ok3Ky6Y/7IXj4vHWvgebFt/jA47eltar42lrywqnid1Up44XvP3YHYFWPN+0ac5bvVupqor4ec+9hM5JaO0OWX/Oqo9+9sDjYI5+5Xmrxm2pk9NAQkoRkq/ChxYn+47Q8Qqh+S1SiHvxQiiWk9/t/JMgwpc9JDrnITsUPt7LaiqAUhinkgIgCt5n6ur0Y4vpD4oIH1D7zdOJEoB8bHN1RUVJPKIKlY4Tro5m2WbpJkEJ8T5WoxnefAgwuXbtn0g+po3c7c5542QaACp0tvldOmEaSEgpQnIufIibMB//uPPq15bLrTWUIHCJ31jEB8YHTv219dKX/Zc+ami8YPOHMA6/dva3NogBKpUdFxiLi4uLFOLnfzWpyyWKLvOthz5ulfPcNJw61dlzTttQLtMMpEnpiYLeu8NX9era8v+6OviJXEwBSOXdo0LpxrRX57w/s1f16tr6k1e/7JRLASix/ILNH8KI8923mvTq2oqzQ7e6aikA2V+ZS7qmClFCQeudtvP9hQhf9pDonIfsSPjWg45PpAC0xjqXOiSz6rP8VZVBGngnIz7U1rG/FGAf44xJIVpz99UfNF6/UBN3oLDLUE6BtG0kXtN13nb6b7Zg+sEixLn6FJJNxiPjDdiJ04S5F3PpSsemtGHuxeYhMX5TnSp8bz92RyBu9o/5rc4Up3ZOvLXvhi11cgokpBQhuRa+0LT5iCQiQ0tu43GDayn5G/vK0VEN5QZXGGP0h0VRWtLhWMIYY87J1ECaEb6Qf/RvzWd/iBR3f323u17Lzq5hjJHX3AiUtMOeWqURcTMTN5mGEqD2tVl+DSy/GO87JoGSOsMvy+mvHuZmXCPMBwAltW0WVyAYGP+HSkJRdb2u5eCM65/6WhGATGO6PWruau29N+cxyQE2CN/22/n+QoQve0h0zkN2JHzzNl0FQKnC8sfGH2g0P3Xfu5T2WryTESstj6xaGihp2+hC5OBFJ6PQWB+PMwnChxedzD4ASiz/ZNjztmLw6JWz/2QDDVCh7GAMFterTLemgtMcuTps1lRTACA+cN7xAmG04v2XiTnRVK1Jju8AACAASURBVFHXNfQdo9gDQInljCPAY37ONdyra5JRsRkPFJweMWhUx/U9J5tk+9sGJzkUCri+69UpKqhMI3aIDzwa7k28qY79fLx627EYcdN32S/06vryk1cGOz8QA4D4QLftWUSE0aJ78BOl8ri+57SyskZluOPnEcb8vPNrvbo+KnDhjPfq/HO7QatqPdfT/tGHijoaxErWl9zaJa+tnzmpqJB0Do1+qpBQAFL5+TsBhDOMNQis+p1mXY0IAETKzx74V/Em50nsZM5rH/isU11f0TU8NnC6QUwBVa25PjnnucGoqigASqa97ol3FAkpRUiuhW/ZbWwEybG+8Zc8xuszD3+eCSULX8hvN138ZpJDEeWKRsm0wtc5dOvTU19ORG9leD+roSRNuh6GYRjmgraBBijtHgttDHHJM61rk8Y6EexhnKGVDFdPuYlcchs/AKhjnME0k7Z+VpkqfDtu5/sJEb7sIdE5D9mJ8IUnjdX0DmYkeScjVrJ+YX8G3RK5e1wYbdv7t7HloDNJ+KLr9gAA9ii6rZ7NB8CE2WIl69/01lR4FlV71jodRJyzV14K1UZ3GGO87DEdjN4eL3Ouz+UUXWV4tIox5h+b5LFNbPzcSNse1aCPRxhzLkMDwD6Dayl6+CYdgvikm+rE4PyWYxE3MzHCNABQtactrpfLgft9qnKg9htcQYyXpy0tZQcHnq4hjBE/a22VimSnfhRsLDTWXQpiJTuTsUPQC/tZeVX3vSDCGK/4LGo6IojJrRV6QBhrWHvt6m2ioMHg2mSkY9Vv+6Sm5hObfxWv/5s9WiY6yj5f3+Q8yZ285OgoAZD914BrjkevHJ17gSqT63/08wgF73VX0rR2JLYHhISUIiT3U7qBn87WlgCIZOrLNm8w3Zg84uenbpu6dfpz2hrRZsIHACBRmKai2Vw4J1Pz1pmI+OFxS1sc01dHT5726qktjH3/tyR8O2/n+wkRvuwh0TkP2YnwRdbi7VT4Ijefojrj5Bpem2U/2mt4tBqJlsnn5Odcg2flYgoAKNnH5qnMQ31x4dvs1jR51jIxPidHywR9TIqWyw+ZygrtyEvhmmh+/JrplocLb2lNXlKMTXz+do9Fa+6+OqD2MOOhoL1DWtpo/j3aLULHNpk8KwkvdjpTh6y6equg0eheTujCaOekGQKINj3+tAwjHeuPTfVV0aV7q/4HnykbTJ71Tc6T/Kekzk/pnBlWKY4oJsaYhJSiZKfCF7CqKUgHlfCJEkB84NfIcLrkQ9PUIkr+xs6PG5V1p4eng0j4RG4ifKUf9XQ3UlQjMy5MaHBOpmZrQ2UplsY5mRoQnbYFQxmunhpHeCcjjiyh3YLw7byd7ydE+LKHROc8ZCfCh343N5bsYD1+VPgwmmWbaYCy82Ocx/xBi8W3itMKn3A1btLSWkcBgKzLkWkra9wSNrs1zVL4wm5jdXoze5fCh3FoTF8KoGRnXIbypCWJaMlxtgSkautswot1Z+iQFY+pKeHnaQfCh9OONax7TPVR6Uxml4Qv4ZeLhJQiJNcjfEuuL/qdIYRxmPN80yoThpQTPojL9/RlVNJ3Y7MpXcbJTZkUEpB12gJ89FtX1WaLrX5enh68NODZuJc+5bP+ckS7h9ZY55YyXT3lqxJeGDlB01rrHL+1Kd0dt/P95H0WPv75A+fznSbc2gYkOuch2xY+/tUfz+amjI0AVJn+XobvvxB8oiT+xgsnRHO2tioA6WHtsb2tIwsIJwvfOue6dTsxnwjvs7ZWAuyJja5tuGCy8GW4Nc1S+HgnI07fhncrfLyTEYNIZ3vtNlYDXW2cjFlwwl19svCl6RDh5R82e0NpOmdLwpd+pGPdY6pPfzNAhI+wC+Ra+Dgncyy6p2xxTL+3TH9vOfGDuDCipYGSf+4KvvE6TFoZDYrr0/5/P1v5b4+pCeADozvIuR9MvPbGdr+uTVuaJbREw/p4hPzft0gokBzqHvppfNxuNZ5svng/mCZYzbBKMZScsS2GMUa8b1AlUhinNrn6mp9VA8jabAGEMeafWlQyuXFiJXaqtwrfDtv5fpJR+PjndoOmUXW6R69tUpyLLDBffshU0injxolLTzDGGIcCruHLN34Pv/VsqYQ5z3d61WFNx3n9ycPy5l57fK10yG/vbW482t5zTtuk7Bx+nGHXG1p2XqyMNy1xyyQW1pizl28+2e1dgyQ65yHbFL7wgu1vp0ZeRqOBlvWlDuQg7re7E+nzt8WFL/4JrNGPvcEYp4zw8U6mMr6rA0d/+LcifJvdmmY7pbswoqWBjqzhwxgj3nfzyu1Z9I6Fb2FES5dprM/R8j19GUUdtPgiL3U9aDstii6OjL5YT4YOWfSzGiohJ+K2hS/TSMf6Y1O9uN70eMM9JBE+wi7wDoSvhpKpuq5+bTGeVrVem+KCXoeFUZYDSJr05psuz6TpQwkAiBvbBhz3rh6mojlT1qaHWmQioKo1lwe/H/xUXUEDrdB/PfLIfedikwRAJFP9zWx/Epga0MhEAADifdq+n/182mg5wyrFQFfLj7S0XzijPnii794sjzFGi1Ppry58VUpr5IfV7fp2tapVODMKuIYZpYQCap/u6rDDy61471oYlQSAqtWZbt26lW07308yCF/QZdhPN5o8awjj8IKtXSptG5kLBR3djdpeCxvlW0YpSkw2Gwq4hoVNZ8npDtOeLTXzGJq7dVz6l6iirUybVdFD0LKrt44+ZPIsY2EtvLTq+MhsmjcJ+dijhzv6hyLNu+H0x37AAo9Y5qhsQ8t2BRKd85DtCF8o4LrWWvmhxbeKMR+4Z1BIKKr2tMUV/YyioPdfX7Sq/jbqT5sKBC05zpbEkievPzHvL4W6Pvea8H9hUXL0p93PKqFGN+yJ3LGgOVtbFVXbcy/TlK6Qt6+uz736Zup/n6gVp781zVb4UMDRWQtQUqO9bHWMOayXWzWmqRX0bkb4Stpsi9HdFSL5lakVJGzakICccb5GGGM0O3K8NnpXH3+xme7V0cJom5SiartG/SGMgr+ZjtJQ0sDcnJjh0FaEL+NYQ+g5+1cR1J+2CfMGq/6fWNvzVSJ8hF0h18KXJ2w3H3I+5vYsXNIKH5plm+mS+KLpJUdHCV3J3LIP3vCsxEULec2NlCa2Vgbj0Cv/wtqMRZGsVRnO9jB51iwcsH5MQbNlZk34P+9kxMKPFvKxzdKEagQLjo7KdGWs0JrHtL/xc1eabY+If/Xy1ZrXoiglwlckpBO+xNJqFQ1HlEqlUqk81FAhAgCoN0ULJyDef8/UfrAiuhKaqjjYbvrJm3Y7LQq4hv/R0bQHqFrNJdY1z2PMz1l1hy1ehDFe8doHLqgq6HhptdCYfq+yvUOrUuv0TNfJpupKVeJI9kaWp4eOyyhhb8fCf9LdmqL5XwZ0+yigJEpm2OV9ajfpaksAypXM7ampH3vVVQBieUe//anXNdBWSwFI1b03b92y9ERuj013vCsoUvCNAgBpg+6rMX8I46Xo/X9Jrc5kT5OSBiXdVNsnpuLjBb3n9RcubHYsxjgifHRN4xH1mQvtmoOtX9yLdQVa9Ax3K2o+0OrPt6s/bDPdi92HJxhVmEt/rx7m3N+0NUgBAMQHznaoSisUOoPl1q3vrye21vaZuoIGen9Hv/2pzyn0oVT9+Z3p5xnGGhDGQQ97ugYAQFSjM9k8QYyXvJnOMzXhiHXypc+Ml/9nAwUg0xpvjLsf3TRq90Y656nXNXwpMhhx/a53BWESUooSInxpIcK3m6QTPt7PapILSc2wSjHsYZxJy2VWfZajdHzaJUrKNM1Wz4aWx86XQam818khLFSgEkb4kJ9VUSknVEcT8SSeQFg+BQCiiqZ209jshg9UrkqtkOich2Qc4SPkD6mxYkskrud7XyEhpQghwpcWIny7STrhEyah4oNt0Ufi66Axxhh5LQcrDlo2VAFNDeJbOxvGkapWUK7s/WH8hwuN9V2j/lA07U5iLlzhkYQhw8jDi55/fWcxMSebZBQAQHmz5cla0gU2ftKWpy0tEkmLZTqrPTokOuchRPgKgG0JHz/v+eXJPI94JyOmjlp8q7lu3Z8ICSlFSBEIHwq4BvWK+MK7DCP/cfh517d6xR6AklrdFdbh3bhFnrAt0gmfkLBQnTBXmya1BPJZDlLpkhSkBvEtnS1yTm4iUiqAPmr6LTExZFLZKGExTObfiTDnYdtqS2IpcJNe1wbhk8qODxHhe+8gwlcAbEf4wi5DOZQ26L8e0jc3mybeZXG0dw8JKUVIEQgf4c9mp8LHz1m1dHzZUwLZCZ+p5eOuLqUkNTHktoQPRzdLpmx+JFO6RQQRvjwHzf86qD8krKi7ykbWrm16AOe7f3uY/e62a8OGr/cOElKKECJ8hJyTTvhS8izGHkmYlkXPrZryxERZcVKFbwtnE1hxm1W1KstTHof89z5XSiiQttsWwhsLw/NORpyh4Gmc0Ji+NKWcPBG+IoIIH6FwISGlCCHCR8g56YRP2DC72TYLNGfV0NF6kSmkCt/bz4YxjqTailtgeMHWLhWG6AJW9VY2baQQGtOXpjyHCF8RQYSPULiQkFKEEOEj5Jx0wickUhHHN2SkJlJZD9pOi6p6Xavphtg2rMt529kEUtOyYD+rFIQP+dhmaUIW1gxpWfj5J0/moxdFy86LVZE0fjGI8BURRPgIhQsJKUUIET5CzkkrfGlSJUuOW/2xGdh5m06WsfxUmoXYm58tApq7dVwqPWj2rGGMcTjoOFcWyc+8MfGyrMU6k6x7gi+KZOrPb409HBv5Qqe5aEtNb5Zu08bQcZnkwHnHi2yWgJPonIcQ4SMULiSkFCFE+Ag5J4PwJRdDa2ofdCcUQwvadKJY5ahElryOf36tV9AAdJP+a/a2KzbitsnZ4oQ5z3CnvLpBe66no0WhOp9QgS2xtNrhtsHJjXv0EDftsPQxDMMwfRabez6pXApa8d4d/lrfRAPQCv3X7E1XAGEsmCiVtrLqdiDROQ/JF+FD3IzzR4tBp9DdDPyZ7cg9qxPG+lLJ0SFf8kYuxPmcoxaD7qjuxmxW5+fnXGz/jSeJaQESEiyDVK6/OZ02OXYBQkJKEUKEj5BzMgpf0YC8A4c77JuuB3wLJDrnIbkSPrT8ZnE7GeD4ec89k1qU7U1FAYBeOC4eb+178Do5PSY/77ln0oggZQfVduDnXCyjkolSM0P5v/9r3bGe/m/ZoS+FXF11zHtSBp2ElCKECB8h5xS38CE+cP/KqU8z1EjdKiQ65yG5Eb4VH6vTbFdckoqoFiMbN9pv8/gF/ytuxtKcLHycq/e/DK7ondryQ6aSBtFpW3BjpqjCg4SUIoQIHyHnFLvwvZj+I+tpIBKd85AcCF+Ym/xCQW9fXIpI+MLci7mNyy2yFT6M0xVYeu0cvuuPX4tzMjVAfWwNvA+zuiSkFCFE+Ag5p7iFb3cg0TkPSSd8aMVrH7h8Vl3b0PX96EBboxiAkmmv//bcYxVmDEUyzXXPCsI4zHluGk6d6uw5p20ol2kGprgweu3sb22gga5QnmGYb13cOsYYcZODHceUred62pWVlccM9ufRVashv/0zjeq4vueM5sODf6FjwhcKOK+dUp+81P/lJc3+xu5RP48wXvLar1/u/LC24pPvx661NUiFlvw257YyR2UUAFWtuf54BWPMv3QOdKpb/97ff1HTcKjb9ix1x7mfVcmU7T0MwzAXtA00ALXfPL2e6boJIM5332rSq2srzg7d6qqlKEnL//vb49ROyHiJ0JxruFfXJKNim6L453aDVtV6rqf9ow8VdTSIlewM4p6OMgeFf2MUcA0zSkks5VKaPk9o31srai44OiohbSr4AoSElCKECB8h5xDhyx4SnfOQDCN8aMlxtgRoWes1VyCEgvbOMoqSHNCPPuNxODh2QajOgl7f7a7XCnX5kNfcCJS0wx7cOFK19sTSXBPdVx6atZ6UQs0pmx9hPmDvrq26MBYMY4x436AqJnxBe4eULje4whijGYsCKjscCxjjiK/A3taBXwJ8OOg4Vwa0RP63UX8Io4Wx7nqgT4wsrAUdn0hhn8G1hPHajKUZSs46lpJXzHkHP2F9CGOMZkeOVwKlME5xeLPrxo7kZlz/1NeKAGQa0+1Rc5f2ZNv/qEvTCRkvwT82yUsi9oZe2M/Kq7rvBRHGeMVnUdPRfkvuw/jG+Ux9HuVtwrf8kKms3LB5v1AhIaUIIcJHyDlE+LKHROc8JNOUbibhwFjIKESVGx7OsBpK0qTrYeKjWKXdYyGUfOx60PGJFA6bvdEFoGuTxjoR1Js8K48MVSXxOjSJU7r8c3vfZ9+4F1FEvGJnSy5Ik5TbSHCdfQbXEu+3911k3Vw4InxJBWwSEfKWl9QZfonkTsp43UQSe4P3Z+iEjJeIH45WXb1V0Gh0Ry+e0G8Z+v+tl9tc+Nb81v+q1LA+/v3wPRJSihEifIScQ4Qve0h0zkN2KnwgZmxjTE3aJXfJxy65DPuSlWvB0VEJ1Mff2fvqE40qdQ1faN79g6nrjL77o5ptCF/UdfiA+7apS3euW1uXSfjQ6zudMpqq+3Q8mDgrmva6iST2BufM0AmZLxE7fMVjakps2xaE7y2X21T4ED9rPf7BpeQXW9iQkFKEEOEj5BwifNlDonMekq3wJQ0vpT122W1shIRxrIgkiU6P/PA3MZQ0mn9HCYdFbAbNjfceq9MNT3Nh7GeV2xQ+NH+/V3lAN+zhkPBgOuFDC+NMIwW1nY5A/AVkvG4iG4QvXSdkvESKvSWMfW5V+DJdLrkTUtvCTXyZ9Ub7fIOElCKECB8h5xDhyx4SnfOQLITP4TY1AVS12eai9rE8PXhpwLOcfCxaHjtfBgk1A/G8TVdBN7PPn7MqCmiNNXJ8XPiEQ6LWsm3hmxnT1yRMuaYVPrQydUVO0bLOO0I+vPVnE78GVjNfN5HE3hBG6dJ0QoZL8Knzs1CmsT5P6IDNhW+Ty0Xet/TCx3vZ46cs07Gnhfy/TGVVNic/ICGlCCHCR8g5RPiyh0TnPCQL4XOu+b9vkVAgOdQ99NP4uN1qPNl88X4Q4XWPqR5EdcbJVe63uxOv0NoTS3M51H7q5MJYqA1YdtA4xWE0Z2urAuovnaPPeBzmfutX0gANzMjEH75bJ2golfc6g9y0w9Qqg1KF5bHf61/ZkvD9PqLdA1RTr+sV57WbtHsBmi3Tz73PluIvb81taiyFSE1CjHHIaz5v9i4vjGS6biJJvYEydEKGS4SSdmAsjLZJKaq2a9Qfwij4m+koDSUNzM2JGW7dZzlIUdJW6+xa0Gu7rJaJoOSE9WUo4+Wi71sa4eOfjXbur9NdGWIjDPV3/7V3PH3Jx4KChJQihAgfIecQ4cseEp3zkHTCh1a8DnNHIwW0THv5xqPJRzcua2U0UPt0pjtPfb8OGzQVAHST/rrjSWBqQCMTAQCI92n7fo4kMVn7failmgJRLGkI4h4P64/UyD/W95xRq86YxmYFCULc5GBbo1go+XX2zIelsiadweKY5v4zYVKVA1DihtMDD366ur8UxAe6bY89DnNHQynAXq3x5iP3+A2jVgZA1epMdo/P9U+DugpA0qQ3fz/0qUpCAUgb2q49uHdlP0WJ5RcSakaHfJZjNADdoL3AMAzToz+pqKDUrJ9HXNrrJmR1iSVJofbprg47vEsYh7k0nZDhEtMeh6UncrjpjneFjxc9Ex8426EqrVDoDIMObxChxSnzx5FcM+a7oz3yWrX+6rBrHqW9HMYY4xWvY7hf3yQBkDTp+9mbrnmEMXrj6m2iIIUPjO4E/S1YSEgpQojwEXIOEb7sIdE5D8k0wkcg5D8kpBQhRPgIOYcIX/aQ6JyHEOEjFC4kpBQhRPgIOYcIX/aQ6JyHEOEjFC4kpBQhRPgIOYcIX/aQ6JyHEOEjFC4kpBQhhSh8YW7mVxv7hf7Mt573Jwvm+wwRvuwh0TkPIcJHKFxISClC8k/40PKbxdXNnrDidbCfa2V0PNMBIb8hwpc9JDrnIUT4CIULCSlFSL4J34qP1WnSpOtMITm1FSG/IcKXPSQ65yFE+AiFCwkpRUheCV+Ym/xCQafNz54CEb5Cgghf9pDonIcQ4SMULiSkFCHvQPjCnPvbDmVzq/58u7KmUtVrj+TwDHNT145rPrlquXZZW0cpWf9rZ39rAw10hfIMw3zr4tYx/9I50Klu/Xt//0VNw6GEHJ4x4QtznpuGU6c6e85pG8pjqUoJeQURvuwh0TkPIcJHKFxISClCci18aG3a0lx21Px0GWOMeZ+1tRJknbYAj9efmPf/JVLEZm3SqPjMFU4pSbQedHwihX0G1xLGazOWZig561gSEqNHhG88cLe7XsvOrmGMkdfcCJS0wx7cZhMJuYYIX/aQ6JyHEOEjFC4kpBQhuRa+V46Oamg0R0t/ozV3Xx2I6k2P18OTxmqRRPWP8UAI49DMzw9n1lOED/F+e99F1s2FI8IXL+MtCF/XkEVDSZp0PQzDMMwFbQMNUNo9Fir8utbvF0T4sodE5zyECB+hcCEhpQjJsfCFXYZyCpSsP/bIkqOjBCi1NYD5gL27lgKgqtWXbV4ujFOLjmOMMeYD7tumLt25bm3dBuHTMfqapJMT8hIifNlDonMeQoSPULiQkFKE7FT4Alb1hprSAABAlRtc8WV04UljNQ3VRnfsId7JiEGkswUxxjgUcH3TKZcCUBLVV1NcOEX40Pz9XuUB3bCHQ7yfVacXPjKkl/cQ4cseEp3zECJ8hMKFhJQiJNdTum/G9DVAHbX4oqn1gjadSNrM+lDY9cVlZwhjjBY9gydksEc78jJZ+N6M6WuiW3HTCl+HydgEUNVmm4sa3/L04KUBz/I2G0nILUT4MsI/f+B8vr6FJ5LonIcQ4SMULiSkFCG5Fj60Nm1plpTUMg84hDHm50bayuRXplYQ5p1M3UXnMsIY49CYvrRGP/Zm3WOqB1GdcXKV++3uxOQt7R6gmnpdrziv3aTdC9BsmX7ufbYU27Tx0Pd9i4QCyaHuoZ/Gx+1W48nmi/eDZLwvz8iV8PHP7QZNo+p0j17bpDg37FlEGOPlh0wlnTLsTGtHFpIOnHOx/TeerCQ8hHj/HUNzk6r9vF57SNE57Em73RsteobPqxQtHT1dJxUfNBvu+Pnopy1tY9KdYtl5sTLetH2Mc1E4s3uwU6U+06PXNjWdGXC+TMk4RKJzHkKEj1C4kJBShORa+DDGYc7znV5RL9ee62lvUbV9NSakZeGdjFgkU567arlmbFO3mic4hPHa70Mt1RSIZJqBKW6Vm/pKJaEApA1t1x7cu7KfosTyC7anboelRymhgFbov75pHzVpZCIAAPE+bd/P8R9gQt6QG+ELugz76UaTZw1hHF6wtUulbSNzoaCju1Hba2GjfMsoRWUa6/PIx4Kfc7GMSiYCqInsEBdY/sVQV9Zocq9hjNGcra1aevzWXOpHiZ8baZNWRu9SeI9ZUR45JH1j0mWJRD726OGO/qFI8244/TzCeMXHaiV1fe41hHE4OHahUqI2e7jE40h0zkOI8BEKFxJSipB3IHyEYicXwodm2Wa6pNH8e8TKlhwdJXQlc8s+eMOzEjc15DU3UproSgCM+QX/K27G0pwsfGuzbAsNh81eIUMkWnKcLYmNvcWZtaqloLDMRE7POZnInqEMjXm4YW0BWvOY9jd+7koZPlx+yFSWVBsnI4+uPjJU0bTGmmicJDrnIUT4CIULCSlFCBE+Qs7JgfDxflZDJUnbDKsUwx7GmbSDZ9VnOUoftPhQyrHqJOFDPlYlSSrc4meVQO1hxkNJFxUWpDb1ut4gjPGa29S4p9HkXttqY4SxwyoAABBVNLWbxmaFC657TPVJm9Nfjmj3AH1iZCHuhSQ65yFE+AiFCwkpRQgRPkLOySB8aaukLHkdFkZZDiBp6r41NfVdW42kRttn8y4ln3JxTF8N0GyZWUt+JDZKhzHGGHktBysOWrzJ2rVB+EJj+lJIGLqLPhLPHxk5He9jNRIKJM29d8Z+6D5Y3/mDn0dbbQzGGC16/vWdxcScbJJRAADlzZYna5Gd66UKyx/Rq3FOpgYiKcfT9CH5GuYJRPgIhQsJKUUIET5CzkkrfOh1piopiPcNqmhK2vbj3L8Hjx4eeLq2cV3mDKsUJ+zaxlFJSlqZh3yWg1STybOSfOwG4fOzSoCkhI68kxFDumLNYW5qQFgzSiv7f4vMzG6pMann8bBttSVAt7Cza8hrbgQo6XAsZT6cROc8hAgfoXAhIaUIIcJHyDnphI/3s5tUSVl+am6mKVlNrSZSlC+VrTgWP2fV0vUmT2rWkyyFr79F09mlLI8lj9yR8OHodt092pGXGPnYZinQaotvBWOMuMcD6j0pA4QkOuchRPgIhQsJKUUIET5CzkknfPEdD+lZc5saSyG2JTYVwag2OlbCvCp6btWUx3dCxNkgfILebRS+xElejDFGK54BVZnG4lvB/Oy93mYJUNK20QW0hcakJTSmLxWW7iHef8egqqKoioYjBxXqliMVNFT1ulbjlyfROQ8hwkcoXEhIKUKI8BFyTkbhy1wlBb2+c7ZWWgqlcuPESpq/hwPWjzffJ4HmrBq6weDaOMa2QfiE7bdv37Qxb9NVxC1Q2IFBnxhZWH1rY9ITGtOX1jHOYMpLX/OYGqnSaMKXCCQ65yFE+AiFCwkpRQgRPkLOSSd8Kx5T5iopKOA4+1fmoXu0rQro5rSzumiWbabF8Q0ZqZlQ1oO206LkQbIoG4VvbZZtoeP1YLaYloX3s2phL+3bGhO78vyTJ/NRq0TLzotVkdR9ic/xspoKqu7T8WDS0CSJznkIET5C4UJCShFChI+Qc9IJH0b+TFVSwq8d3Y2dd14jjOZuHZdStGrQlyaf9oZcx5LjVn9sUGzeppOV6e+lWwC4UfjSJF6WtHzvT5t4OSag6JWjsyaan3nzNktZSAAAIABJREFUxggIo5IimfrzW2MPx0a+0Gku2vzJY4j8s9HOv9C1XaMpj5PonJcQ4SMULiSkFCFE+Ag5J63wJe54TaiSsuQd/VQp2aPsfTCPMJq/d7FJAlBSq7vmmt9QuCKxmllT+6A7oZpZ0KYT1ejH3qQesuJ1DPfrmyQAkiZ9P3vTNR+dAU4srdbU9o07Y2m1T+QVjVr9+Q7NYZX+u3gFtk0aEzuam3ZY+hiGYZg+i809n2ixfMB9+6pOXq9IPGeGPiRfwzyBCB+hcCEhpQghwkfIORmEjxBj0T3CWm2/zqS1TIwxic55CRE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRQoSPkHOI8GUPic55CBE+QuFCQkoRsivCFwo4bWOeJ/dvXTPojupuzO52Iwk5A/lHWmVU7d/HufXMz1kYv9jaaX3CIYy4Scvx472uN2g7FyHClz0kOuchRPgIhQsJKUVI1sKHFqdMuuMDU//hfA9NGhGIlexMLhpKyA2cx9KpOWv1rm2mcIhz9sqrVZf+0aPYe9DsWdvmNYjwZQ+JznkIET5C4UJCShGSpfCt+NgT+5n7QYQxxryTERPhez9BK799qaApiYb18dsa3cOYCN9uQKJzHkKEj1C4kJBShGQjfGjt6cDBEq11jhf+T4SvMAlzz3zz29e4rUOEL3tIdM5DiPARChcSUoqQbITvzZi+hlKx/qgqCMJ35OqwWVNNAYD4wHnHC4Q4332rSa+urTg7dKurlqIkLd/7V186BzrVrX/v77+oaTjUbXvGY4xXpm0m5mSTTNL1zShzWBI7A8YYhwLOa6fUJy/1f3lJs7+xe9SfS0EpbNDilPm0pvOKxdKrrdmjZN3e0U+VEgpoRfeP0ysYo/kHvco9UrXpUeC5c6BbXSsBULN+HuMw57lpOHWqs+ectqFcphmY4sIYY+xnVTJlew/DMMwFbQMNQO03T69v4x0hwpc9JDrnIUT4CIULCSlFSBbCt+ToKKHKDa5w9AHeyYgBqNqz1ukg4py98lKoNrrD3Izrn/paEYBMY7o9au5q7b37h/0TKewzuJYwXpuxNEPJWccSwhjxHpMcgKo9bXHNrQlnqOp1rSIctHdIaeFaaMaigMoOx0IuuuM9YH3avF/COHmMMVpzX1EYXGG85DZ+APCB0b2EMcZ43qY7Fv334pi+WhA+9Ppud72WnV3DGCOvuREoaYc9iDHyDn7C+hDGGM2OHK8ESmGc4rb1jhDhyx4SnfMQInyEwoWElCJk58KHvObG5Anc5CldzsnURIeOZlilGMSChWCMEe+3911k3Vw4InyRp2HsZ5UQe2LCGfjn9r7PvnEvoohekInjjITdxmooV/XdD/AIr8/8/PPMOsZolm2m6Urm4TLGaM7actjii4zHxTp5xc9qKEmTroeJD+WVdo+FYuN24QVbuxRK6gy/LGO8rXeECF/2kOichxDhIxQuJKQUITsXvo0r9rYsfMKzA+7bpi7duW5t3duFD2OMQ/PuH0xdZ/TdH9UQ4dsE9MJ+9i8UACVruWx7ygnChuZsbVUg/cQRDM2yJ/9qfR71uFgnv3EyNaBk/ZnO+vpOp4ym6j4dD8aGdLf6jhDhyx4SnfMQInyEwoWElCJk58IXdhnKdyp8aP5+r/KAbtjDId7Pqt8ufGhuvPdYnW54mgtjP6v804UvYFVTkI6kOe4/DX7ONXhWLqYAylWmCQ5hjNGy82IllGm++7H/yHlHMJZ1L1n4kob0EkAL40wjBbWdjkDkz9t5R4jwZQ+JznkIET5C4UJCShGSxRq+gFVNiepNj2PusGXhezOmr4n+dyvCt7Y8dr4MahgnF33Ony18eUzYde2yM4gxRpx7sHUv0CdGFsIYY7zmNjWWUmJpLfNwOf70WCdzHlMTQFWbbS5qfMvTg5cGPMsYo5WpK3KKlnXeeY0wxnj9mcsx1Ln1d4QIX/aQ6JyHEOEjFC4kpBQhWQgf8loOikU6WzD6wJaF7+WIdg9QTb2uV5zXbtLuBWi2TD/3PlvKIHyhhZETNJTKe51BbtphapVBqcLy2O/1r+xiT7wv8M6LdRGlQ6Gx7tKy82PLgsKtzbItdHzrhkD8bUL+71skFEgOdQ/9ND5utxpPNl+8H0QRUwRp20gk/07Ia/5f/zfzP9K/I2u/s6c+VHcOe1biI4VE+LKHROc8hAgfoXAhIaUIyUL4hFX8exhnCGGM0fwvA7p9FFASJTPs8j61m3S1JQDlyp7/x/K/LyglFFD7dFeHHd4ljMPc1FcqCQUgbWi79uDelf0UJZZfsD1123o1FQC0vKPf7vG5rulqSwBk6t5/TQdcJlU5ACVuOD3w4Ker+0tBfCCSzIWQDO9kxFSVsusfFsvnbao289RizLzQwujpj4Znk+ZsE708zE0NaGQiAADxPm3fz34eYRzyWY7RAHSD9gLDMEyP/qSiglIPeZzp35HXozoJBSBVW+MV9ojwZQ+JznkIET5C4UJCShGSjfAJeToOJEwCEgoOzsnUgOi0LZi5lu42QZzvX0yLfuxN7BEifNlDonMeQoSPULiQkFKEZCd8QpXVlguj/lBOWkfIFYiff/KLZ57HnJOpoQ7GsrRkT5ibGjh1/sfEPMxE+LKHROc8hAgfoXAhIaUIyVb4MEZ84IHp7GVHgMyvFhBLLsM+oPbrh77WKz4yJUz7Zn/mP5zuQHLVDSJ82UOicx5ChI9QuJCQUoRkL3yEggRx/74/8h07/KMrkPPRWSJ82UOicx5ChI9QuJCQUoQQ4SPkHCJ82UOicx5ChI9QuJCQUoQQ4SPkHCJ82UOicx5ChI9QuJCQUoQQ4SPkHCJ82UOicx5ChI9QuJCQUoQQ4SPkHCJ82UOicx5ChI9QuJCQUoT8CcKHuH/fv3XNoDuquzG78W8zTht79fyZQc8WK9Ku+53fmXT1CQU/dhu0OtVXT5UfZf9YxxhxPqeNvao/P+hZwXhpyniAknzE+t6XrDTIP/bdfT+/y3kVifBlD4nOeQgRPkLhQkJKEfKnCJ/voUkjSlN9Fa1477JGrQwSyrBtzvpjU70IAEQ5FD6MAvaLLbq+8VcIL3kdrFG7FyJlZPmAo7el9er46y3a6Z9OeOlNcNOODXPTN7pPDUxxu/mKiPBlD4nOeQgRPkLhQkJKEfLnTOkmV91NJqmc7iasB22nRZDArpaLyAzvZ9VR4SssEO9jNZph/1ueFg6OGw6durWL43xE+LKHROc8hAgfoXAhIaUIKVzhizFv01XkdIQPY4wR9+IFhzDeKHyIm3uxq+NhOQJxrj6FBJTs24QPY+Rjm+tarDO7ZXxE+LKHROc8hAgfoXAhIaUI2anwIc5332rSq2srzg7d6qqlKEnL9/7Vl86BTnXr3/v7L2oaDnXbnvEYYxzmpq4d13xy1XLtsraOUrL+qPAduTps1lRTACA+cN7xIqIXicLHpz0hxhiv+3/+u7IMoExp+oGNC1+Y89w0nDrV2XNO21Au0whTk0teWz9zUlEh6Rwa/VQhoQCk8vN3AghjjPjA+MCpv7Ze+rL/0kcNjRdsqTXiEB94NNyra6oQRR00JnyvAq7venWKCirNaB/iJszHP+68+rXlcmsNpWb9ayte+8Dls+rahq7vRwfaGsUAlEx7/bfnHiujkokARDLNdc9/B1N7VVoC5cr2HoZhmAvaBhqA2m+eXs/0isKc9wemSQKgZv08mncNMyqJ0JnolbP/ZAMNUKHsYAwW1xuMQwHntVPqk5f6v7yk2d/YPZowpLc2Y2mGyovO5d1RPiJ82UOicx5ChI9QuJCQUoTsXPhmXP/U14oAZBrT7VFzV2vv3T/sn0hhn8G1FDGGkrOOJYTXn5j3/yWiRGuTRsVnrrAgfEDVnrVOBxHn7JWXQrXRLQyTxYVvPehId0KMMfeAqWk4bXu+jlf9D77S1YsF4UOv73bXa9nZNYwx8pobgZJ22IMYY/6xSV4C1L42y6+Btdeu3iYKGgwuDuNXjo5qKDe4whijPyyK0pIOx1JqPyDeY5LHBx0TR/iWPaaD6aZ3Q9PmI5LI85fcxuMG1xLGaMlxtgRoWes1VyCEgvbOMoqSHNCPPuNxODh2oRL2aG89SenV/+v//D9UQz6EMUazI8crgVIYpzi82SvinEyNIHzJnRmx7PgIX9DeIaUjL33GooDKDsdC7AXwTkYMNfqxN1v5DL0VInzZQ6JzHkKEj1C4kJBShGQzpTvDKsUJk6+I99v7LrJuLhzxM0E7wpPGapFE9Y/xQAjj0MzPD2fWU6Z0MzlKhhPiFY+pKT6Hu/7YVC8S6WxBzPtZDSVp0vUw8QGx0u6xEEppasLVQ3676eI3kxyKCF/6Gc+kWeZE4cu0nm/ZbWwEybG+8Zc8xuszD3+eCeHUiezk3vOzSqDKDa5waq8KhBds7VIoqTP8spyu8xPOvGXh45/b+z77xr2IIsKXPMPuZ5VQ0mj+fVeG+IjwZQ+JznkIET5C4UJCShGyi8KHMcaYD7hvm7p057q1dVHt4AP27loKgKpWX7Z5uTBOVZ/MjpL2hOuPTfXietPj6AaN2Bo+zsnUZFijlkmPMMaIn5+6berW6c9pa0S7JHwYBX46W1sCIJKpL9u8QUGb3iZ8wv/S9Cp6fadTRlN1n44HY4sFsxY+jDEOzbt/MHWd0Xd/VJNG+La1knIziPBlD4nOeQgRPkLhQkJKEbKbwofm7/cqD+iGPRwSTCiqHTgUcH3TKZcCUBLVV1NceIvCl/6EQZtOJMoofJEhvRQy6RE/P25U1p0eng4i4Tm7JHwYIz7w62DnB2IAkHxomlpEOxY+tDDONFJQ2+kIJLywrIUPzY33HqvTDU9zYexnlWmETxhx3AWI8GUPic55CBE+QuFCQkoRsovC92ZMXxOTi7ifhV1fXHaGMMZo0TN4QgZ7tCMvtyZ8GU6Yui039t8Vj6kJoKrNNhcVo+XpwUsDnuWMerR8T19GRR/eReFbcn3R7wwhjMOc55tWGU1rRxZ2KHxoZeqKnKJlnXdeI4wxXn828WuAz1r40PLY+bJYyzcI37rHVA9StXVDZuwdQYQve0h0zkOI8BEKFxJSipBdFL6XI9o9QDX1ul5xXrtJuxeg2TL93PvHT0xddL9naExfWqMfe7M14ctwwmf/4Zx/r4EypWmSw+ucZ4RRlgEA1Jt+e/59i4QCyaHuoZ/Gx+1W48nmi/eDKLWp8asvjGhpoOSfu4JvvA6TVkaD4vq0/9/PVpLHCLctfJyTOcY4FzHGGC+O6feW6e8t70z41tymxlKQto3MRcZKvebzZm8os/Ct+ixHKahstfrWuKe2yy0yCkpab7zkUSRJdV2fe/WN++7E77dO0FAq73UGuWmHqVUGpQrLY7/Xv4JxZH8JddTiW33Lx2drEOHLHhKd8xAifITChYSUImSnwocCrmFGKaGA2qe7OuzwLmEc5qa+UkkoAGlD27UH967spyix/ILNd5cRi2TKc1ct14xt6lbzRDDwy4BuHwWURMkMu7xP7SZdbQlAuZK5PTVltzAqCQDdpP/65i/eyXQn9IcwDnp++LtSBAD1OvYnVndIZ7I6/asYh7mpAY1MBAAg3qft+9nPI4yXvLbP1BU00Ps7+u1PfU7h6lL153emn0+ZPpQAgLixbcBx7+phCqTy/5+9O3pq6l78vf/9A9ZNLrlghplMZjJnnHEcJhc4TgcucOxwBpw6TMa2kwHH/QTG+oC7j0E7gh0N7lOWZ1c4rbG75lg42B0t69DdtD9pC63E/YiVtIYBnjbuku5giSUIwlnwI7Li9/tcJIEEEkAWS9dyfV5XlgYSIn58u5KsZJyghC6GbiVuElficPcPjfg8vG0XIaZKZ9s553vv2XYRkl/icPeH0l/dK/r5Ys5Sdfbypx7Xyar6qyOitBjydTRWcMRgqbv45b3he19erLMYCLfP4b75a/in7taaQkIMr735ZnnZqyv36nTYc9hAiKGs7j2e5/kW53FrIWcXIrM5v6PQPBWHEie74SxHOwJftxTutTs/7g5EKVsY6zpm4QhnOdoxMkvFIXfVLkI4Y9nJzh++v7y/gBgPpE58IwZay021X0S26UR8CD75sM4qhOAD7cKk6JCcI3zwcqLTvQ27j3jGFja+6OYg+OTDOqsQgg+0C5OiQwg+yCQ96D391rv9D7ftjdUQfNsB66xCCD7QLkyKDiH4IA196Pvre50js9tYewzBtx2wziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6NAzBx/A1uBHSD7ch2qDbQRNw0+vDm0q+AAAAADgJYMjfLCd8CMkH+5DtcE2gqbhp1eHEHygOPwIyYf7UG2wjaBp+OnVoWcIvk0eHgRYtvyTg5+fLUu/D3E3qsSf8KIN0CxMig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoObTn46GKov5M/VEgIIUVV/NX+0DxbDPn+7qw0EMLttp39uDsQpWx+xHWAM70lhOeiga87W0/Yist5v7jmupYvFstyQ54MufYWmA51hWOTgZ6rrQ224kLeL+W+2NNnugdAcQg++bDOKoTgA+3CpOiQvCN8kp83EmJczi+69GvnwR2HLw3+keoxKeprq62/PDizMDszEWg7QEhxtuBbvlg8yw2hD33nj9Vf+mFmaW7m4d22svy0a8x2MbrB9wzPGYJPPqyzCiH4QLswKTq0jcFHpcg3TaX7T/c/zFFcUkSw5wi+zRsXbMbswQdqheCTD+usQgg+0C5Mig5tV/Ala6+p90GWQ2/i5EMxvmHwpS6WVVx8OClStlHwLV8MVATBJx/WWYUQfKBdmBQd2pbga7kdzlp7sWjg8zaHtZBLRF5a8EnRYXdNnul1Z8d/3Ak/mly+2GAkfMfrdtpLCk933ThbwnGmqrZ/CG2OSguXjLzl4KPS1E9u+y6T9WzHjbvhmUigO/1ioCIIPvmwziqE4APtwqTo0HYEn6GoeE8+sZzqiax9ycVC0H0wdVRvJfikyDenq//Su3L51MUGI+OBfzhL8gix1Li/7u04W992e2bpZ3f58vP2loMvFun9S/XpbyJS6oCelH4xUBEEn3xYZxVC8IF2YVJ0aDuCL+/g8T/v4wjhSt8fnFv1mGz6w7iJX79ytqvr3InOkYxHb9MvtvZB2/SPJH7d1HXj/RNXhjIfvcXT+1QKwScf1lmFEHygXZgUHdqm5/AtPuhtepUjnKmqM7iYXmFrg48QQgzWK7/kvNgmgo8QQkxW98hixq1B8KkUgk8+rLMKIfhAuzApOrRNwScxJiWaL7+kKe1h1izBV/R2yzulXH4pf2duJfmeMfgK3mppruC4Cn5wOi0bEXwqheCTD+usQgg+0C5Mig5tX/AxRsXAJauJEJP1UiD1YOva4Cvm/ZFf3DYDKT7RF1l+/t0zPqTL+8URt9VELE19USnbxUBFEHzyYZ1VCMEH2oVJ0aHtDD7GqBS+VmUghOyq9txfYixH8Ils6b6nehcx1QnhxKOyzx58El0a81SbDKYaIZw8oIjgUykEn3xYZxVC8IF2YVJ0aMvBl+2t1Wg08OXFOouBEELITqvzf1x0XeJtuwjJL3Gcv+j6W6t9NyGmSmfHV/eG75w/aCCEsxxq6fDeuPFp8mL/z6mzTQ02E0e4fY7L3b7E27V5WpIfufCBy/3f7YUGYrA6P+25N3rzfKWJkDxL1V86bty4sXwx983QIs7FpyIIPvmwziqE4APtwqTokLwjfACbgOCTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig6pJPji4vhPfcLHznc+C8YZo5GeegtX8tdB8ek2ff35EdcBzvSWEI5t0xeEZ4Dgkw/rrEIIPtAuTIoOqSP4FkM+4cM6i4EYeb/EGBODnqaa097QEt2mK5Civrba+suDM/Ft+oLwDBB88mGdVQjBB9qFSdEhdQQfY4yNCzZjKvjgpYLgkw/rrEIIPtAuTIoOqTb44uKD8JS0XUf4GGOMipMPRRzhewEQfPJhnVUIwQfahUnRIWWDj4q/9vIHDcRoE8YZjQa6eZuJy3EYLxV8S5P+zmZ7iYkQuxCJiaFv+MrEryU6Fejmq0wk+QWoONRx7GjT5U89F+uLObsQkRhjVPxXz4W6qvozLQ6rpeyda6OzlMWigc/bHNZCrpj3i890+2FbIPjkwzqrEIIPtAuTokOKH+GT/LwxEXyMrfu4bfr/mh1w7klEHmOiny9O/ZqxiGBLBl9srONNU/IrzY+6jrUG5hmd6Dm2r8rzq8QYe3KvdbeB7GoNxBljC0H3QUIQfC8Ggk8+rLMKIfhAuzApOqTO4EuPvFzBtzDqqiCmw5cG/5AYezp+95/jiwv+80WGt3umE4/bSlP+LveXP4uUMSZFBDuC70VB8MmHdVYhBB9oFyZFh7QbfIxGvz9dkk9InsV+sS80RxMJmP2LI/heJASffFhnFULwgXZhUnRoq8EX9do5kg2XfBA1RbngY4xK0Z+uNb1mJISY/uQeeTDIF5OVI3zpEHwvEoJPPqyzCiH4QLswKTqk3SN884GP2/0xylhcDF6vtxgMdV/d73nbQMzJ5/AxxthiuLvj60kJwfdiIfjkwzqrEIIPtAuTokOKBx8New5ynLneO7E0F+q7aLfkkfy3vX+sfceLXMH3JOw5xJGiem94Sfy172KthSP59V/+IYl+/jDvn2WMMTY74Hxlh/P2/MzNJouBcKV1rn/47vZ7XY6aS0OLjCH4XqwNgk+aDAjtX95fTPtQXBy93lBmJoQQYi53fjW2cj6dWKS/rbri0KmWM3WVtqbuxHM0GWOMisPXGiqMhBDCGcubvxybW/ekPnRx5KPy1Iu708Sige6LX/4r5/l7pN/7W2sqqk62OOsqrWe6g7PL1y9FbrZWV1adOuese93a1B3c1nMAYZ1VCMEH2oVJ0SHFg4/R2ZGOoxaOEG5PTcet3pbyErvzcndgKv1v48WQz9NiM3HEYHV+2hOYmkk/qkfFoY6aPRwhnOVoR+DrlsK9dufH3YGxu3wxZ6k6e/lTj+tkVf3VETGe/Eu3ajdHCDFWONy3IxJlbD7k8/C2XYTklzjc/aH5Z/4WQJ6cwSdNBgSq3tIBAAAgAElEQVS+ypK3qsVp5IsjpYdb2j8Tuq44rTsJyS/l78xRxhhdCLSVGl53BxcYY3S6t8G8+1jPBGWM0XHvkf1VLZ90CZ+1O183EcKVvj84lzu5Fodc5QUrR44ZS6QeX7WbI+uc/3su0LrfUOEOLlHG4tN9p8zmhp5JiTHGFn5sLd1R4R5dYozRyb6GPeZjNya37zySWGcVQvCBdmFSdEj54NsK0c8Xk7yTfXPb9V668CLlDr7pyCNx3FOdGXxioO3PrYG55H8t3OWLDMkfBhoWqs2koiOUDKlpX2MRKTrvX3j6JHDxzdYfF5KfM+vn9xFS6OibynGLxBHXEWvlnlXB9ygyvTTuseYOPjohVBvyKzr+lbz+eV9jvqGIv7vAliaEWgN5oyOUOHRN532n88m+1BHobYB1ViEEH2gXJkWHVBV8VJq6/2NwSmKiny/mDnrC2/lGG/DCrPuQ7tpH22f83bciK7/1op8vJtxRbzROI0JVxnm7E59byvsfi/4b30WWVr6onzcSs907ke3m0MWRj6tPfzvSZc8MPsbYqlcFrb2pNVzGTR0XbEayk/fHwkKVKePTIoKNcDv5wbXPXdgarLMKIfhAuzApOqSq4JsPtO4j3H5n16dO61vukVn03svhGYNvlWlfYxHZ6w4+pbGB5gJSYPX8tvy0udhAcwFJO+SW+vi873Q+qXQHF9d+ObY45Kp+zzcTiwjPGnyJ84FXe8aXMj/yRsfo984CQqye8eXbERtwFpC0g5FyYZ1VCMEH2oVJ0SFVBR+j4r/v9HwudH8biG7XkRF48WQF38Jdvqio1jtOk5dcfsU3Y8kjeWv7bNbPv2qq/SKSJbbEEdex075o6qs9U/CNCzZj5qckXl1UzAtuGyHEJkQ2umVbhnVWIQQfaBcmRYfUFXzwUpIRfEsR75+LaoSwRNmmg49GvqgtqhfCaw/vJR7MvTmz8uYrCD7YOgQfaBcmRYcQfKC4rQYflSa8x167sPxi28xzOi5/JP1BXsaksPfYYX5wOsvRveSDufG0632m4Ms8JeTKR6o9odu8MVvwpT/IKw/WWYUQfKBdmBQdQvCB4rYWfFQcunLi/d5I2oP7Ua89+4s2Ui/ppbMjV86c632Q9bBaosGySA+19YIvHvUezfGijd+9djNetKE3CD7QLkyKDiH4QHFbCT4pJBw74RlLnWiFxSI/jjx8GhaqzWkv314+LUvivxfDwqkjnvupl1RQKTI89HDlpbtUHB/yL7vTw79GyGt8zx1/cGol79YLvsRpWYwHPaHsp2XhDnnCTxIXxGlZ9ADBB9qFSdEhBB8o7pmDT3rQ27S/1PFRl5DU1d58pG1wIcuJly213sSjprFI79nSUsfllc+54jziSrXgWlt4SJdlOfGy6Zg3cTqYNSdezvGqkS3COqsQgg+0C5OiQwg+UFzO4FsM+brbnZUmQkyVznbhq8AUZYw+DrRVcqsfdn3NNZp4i5T0t1Z7o+HasEgZY3Ex8GH56s/JK3UNL629NUlrg28+5PvHp06rgRBDpfNT4evAVNaT8aW9tVrlqWuj2d9arbLh+ijeWu1lh+AD7cKk6BCCDxS37hE+2BSsswoh+EC7MCk6hOADxSH45MM6qxCCD7QLk6JDCD5QHIJPPqyzCiH4QLswKTqE4APFIfjkwzqrEIIPtAuTokMIPlAcgk8+rLMKIfhAuzApOoTgA8Uh+OTDOqsQgg+0C5OiQwg+UByCTz6sswoh+EC7MCk6hOADxSH45MM6qxCCD7QLk6JDCD5QHIJPPqyzCiH4QLswKTqE4APFIfjkwzqrEIIPtAuTokMIPlAcgk8+rLMKIfhAuzApOoTgA8Uh+OTDOqsQgg+0C5OiQwg+UByCTz6sswoh+EC7MCk6hOADxSH45MM6qxCCD7QLk6JDCD5QHIJPPqyzCiH4QLswKTqE4APFIfjkwzqrEIIPtAuTokMvLvioOO7vEy6fe+daMM4Yo5GeegtX8tdB8WnOT1kKdhyqc4/MUsaoOOSuPSWEF7ft9oBiEHzyYZ1VCMEH2oVJ0aEXFXx0MXRLcNVZCDHyfokxxsSgp6nmtDe0RNf5LCks1FgqnX//pLFkT40QkpIfXng8+2SbbhhsPwSffFhnFULwgXZhUnTohT6kGxFsK8G3SYthoc5EOHO9d0KiqY84aoTx7bxhsK0QfPJhnVUIwQfahUnRIVUFX1x8EJ6S1jnCxxhjTJoK+ofHxXjyU4Y/thqMNgSfiiH45MM6qxCCD7QLk6JDzyH44uLoZ4226nrnuVO24qKqtv5ILPl/loOPTvo7m+0lJkLsXcFfevmDBmK0CeOMRgPdvM3EpaowLo5cPVbz7mXP1Yt1pZxNiMz42+vLDMRQaHuH5z8LiE8Zi4vBr1pPnGhqOVNXtstS0zkixtniWJ+bP15pMZ293su/YSKEGA+c8z3cKC1heyD45MM6qxCCD7QLk6JDSgcfXRrzVO841PHrAmOMSWFvfRGxNPVFJcZWHeGbHXDuIcQuRCTJzxvJ8kG7ccFmTF7o6f2O/a/yfpExxpaGXdYPAnGWeWFGZ241760TJpYYYzTUUUE4c2P/HKNS0F1OCFdy0hOYXBL9beUFZHdb4AmS73lA8MmHdVYhBB9oFyZFh5QOvke+xj2koiOULCu6NHqplOTtdf/8lK0KPtHPF28QfPFh1548U9XfBqMxxmLj/7w7/nRV8EkRoYYzVTpaeJ7n+ffqygyEFDQPxGiu63rGbwe2AsEnH9ZZhRB8oF2YFB1SOPjigdZdHLEJkeWPzPsa8wln90bZswcfk6L9zSUcIdwe+8W+kBhnbFXwiX6+OOPqliH4XhwEn3xYZxVC8IF2YVJ0aKvBF/XaOZINt6s1EF/+nPiwa4+B7HGNLn9I8vNGkufom2NbCD7GWCwauN5UbiaEM1V9MiLGswRf4pDeKgi+FwfBJx/WWYUQfKBdmBQdUvoh3ccDzmLCHfKEU+fJm+tz5JmrhTBlW3hIN/DxRX+MMUZng9fetpCddT1/ZF54MeiuJGR3Q99kqvgWxq5d6AwuIPheIASffFhnFULwgXbpeFJikR8CD3K/w8NLTOngo0tjnmpTfgn/g0gZY9JkT8OO8o9GFiljOYOPhj0HOc5c751Ymgv1XbRb8kj+294/Ykzy86Xn/QuUMcZiA86CYufA46dB916SV+oafiL+cmvo0dPIF7Umjpheb+76fnCw3+s6Xn3+zhzFEb4XaYPgkyYDQvuX99PfNCUujl5vKDMTQggxlzu/GhOXDxHHIv1t1RWHTrWcqau0NXX/LKbSnorD1xoqjIQQwhnLm78cm1v3JTl0ceSjci7tZ4DOjl57p8zIEUKI8YDzy/ti1s+Xfu9vramoOtnirKu0nukOzi5fvxS52VpdWXXqnLPudWtTd3DlNm+DDdZZmgwI52tKTFxh2Zu2A8WFpTbH2RaHDeenVNQmgi8+3dPwCn93Idv/o+LP3efeaTxjL+bM/7Xhkxu9wmXnuWtBme8eRKXoUE/nhQZbSeEmT3H6ZMi1t8B0qCu83l+B9MnIpb3crkPCb7r8i/IlpK/gW7jLFxlSj0Maipb/SObc85eT0sHHGIuLwc+d1r3ldWdaTtVWNXwyEIkl3mnDw1eZCDFUOj/9KjBF0yKMzo50HLVwhHB7ajpu9baUl9idl7sDU0t+3phnsZ257LnqarDXdwyJlLGlf3XV7uFIXvIMLCwujnTWWPIIIcS4r+7SPyMSZYtjfW01hYQYyhvb+4PhwFVHST4hFnvbd6HFl/v3VxVyBp80GRD4KkseIcXJF18zxhijkS+OlB5uaf9M6LritO4kJL+UvzNHGWN0IdBWanjdHVxgjNHp3gbz7mM9E5QxRse9R/ZXtXzSJXzW7nzdRAhX+v7gXO7kWhxylRekRf9SxHu8tOov7V1CV/tZq4kjXAU/OL3mh2Mu0LrfUOEOLlHG4tN9p8zmhp5JiTHGFn5sLd1R4R5dYozRyb6GPeZjNya374drnXWm4pC7ahcxVbfdnkj+BS/9MXjpsGn51VGgjI2Dj4aFajMxn+qbXvujOBdo3W90DsSYGOx4jZD/cvToK6v+IGQTn388t27GUWl2+mHgw7LNn9OePvSdP1Z/6YeZ9f+FFO0/X+u4NPgIi/ly0FPwLU0I9RWNbiHphj95brjce/6Seg7Bt0miny8meSf75vA31Msmd/BNRx6J457qzL/nxEDbn1sDc8n/SvzLLPGDkfjrc+VF39O+xiJSdN6/8PRJ4OKbrT+mjqPM+vl9hBQ6+qZy3CJxxHXEWrlnJfie3Gt788NA4uAxowv+80Uk9UzTNHRCqDbkV3T8K3n9877G/MQ/FpcmhFoDeaMjlNgROu87nU/28f7ZLd1hWeRcZzrRc6yIkL3NA5l5Sif7GnY/49vYwLPZKPgSJyUghKSexJIuHmjdxaX9BkkRwb5R8FEpLNTUdGd5UdoqW3kTI9AXHQXf0qh7/5ttgcer/gzm3vOX1gsPPipN3f8xOCUx0c8Xcwc9a3YRNG/dh3TX/j034+++FVn5MRD9fDHhjnqjcRoRqjiy5u/IUt7/WPTf+C6ytPJF/byRmO3eiWw3hy6OfFx9+tuRLvtK8In3ur/7nWZ+fvK15Bk3tYbLuKnjgs1IdvL+WFioMmX8BRsRbITbyQ/G2PbIsc7JNs32B4cuBd0H8Ve+kjYKvlk//3pdu9th5kjppdFV7xK+usk2Dj4qBi5ZTdnPQrDKMwdfXHw4mf05DJm34OHDjS8FmqCb4ItP951KPD2IKzx4yn07knw3r3X2/KX9GX/hwTcfaN1HuP3Ork+d1rfcIy/5I+j69IzBt8q0r7GI7HUHn9LYQHMBKbB6flt+2lxsoLmApP0TLfXxed/pfFLpzvp0qMUhV/V7vplYRLDnfB7nvK8xf+3joYlzg1d7xpcyP/JGx+j3zgJCrJ7x5dsRG3AWkLSDkXLlWOdpX2MRyXIPrBKL+q+esB+/0H7lQs3+iube5PMccr79DJWig50njtRfuNJ+4a2yivf6ItsVri+V9YOPTvc27Purf+Gxn99HMg73PhUDn/GNtkJCDGV17/H8B33hpxl/ELLd//SRv/14mYGQQlsj3+oJPGYs8cTTd222Y86Wk7ai4qrWm8m/zFaCLzY13G7P22l1tt+482+RrnmzImky0N3mqLRwRt4vzYf62vnj1kJTU1fv+1YTR4i5/NzNKKVS9F53m6OyMA9HDV8a+gk+MXiz23OZP24t5AghnKnaM7ZE19vz0Es7dy88+BgV/32n53Oh+9tA9KW9l3VOVvAt3OWLimq94zR5yYz3TZb8vDHLkYxZP/+qqfaLSJYIEkdcx077oqmvljX46IL/fJHpmDftkCFjLPnvv4xPSTzxtJgX3DZCMg695LhlW5Z9nZ/+7N6bR8ge58C6jx3P9TeaDYnzJdFxj5UUNfqm2XpvP/PI17iHJD/hN4+1IL/RN78938dLZd3gW5oQju5zDS+lHtjNq+/JeNB9vSN8Oe7/xA/Vyo/ZwpindsfBzl+XKGNUmvDWm/MsJ76Npr9GTXrQe/qt070PkteS7c2KmPSzuzw/eVMSv+b2NXh+ii7NBNoqOVLWGhCXf1oQfC8N3QTfCir+LDTs45JPsci95xs8j1bDXnzwwUtPRvAtRbx/LqoRwhJlmw4+GvmitqheCK89vJd4MPfmDF2+3mzBR8e9tWU1QmjN/1Bf8CWuZfW9J00F/qO9cb+BEGKq4rsDU09+77/0wfXRWZoMvtR9mPOl67FIv/v89WGRJoNjUw8j6s96wbc06t5fmzwdFQ15Dhozzk7F1g++HPf/quCb6280F6Qd3J0fdb1GEge2E1/87LUb585cSX/YJNubFWWe6zTjvKcZJ73C8wJfLjoMPsaSTwo31PVMI/gyIfhge2w1+Kg04T322oXlF9uuet/k1EfSH+RlTAp7jx3O9gLb5Qdz42nXuzb4YhPek68lXxS8ytqz+SQ+Uu0J3c489JL6uzn9QV55sq8z/VdHRT5JHrHLFBEyGzQ2NfqN++w7zua3ijcOPsYYlaZGvnY3O5xn6orzEHxZ5Q4+uuA/X8QVlr1ps9lsNtvrZYV5hBh2t95bKb4NnsOX7f7PDL54oHVXxh+HxDMZzHbvRPJ3nxBisLl/yfjHwNo3K0Lw6ZNOgy/xuK1NiKyz5+NL630BLUPwgeK2FnxUHLpy4v3e9GePRb327C/aSL2als6OXDlzbvkBrFXXlDgcttZKzcTFkc4T575NPat3lXjUezTHk3x/99rNL+JFG2KgtWx1SazcgNS3RicH2w6XOrrHxDiLCLaNg0+aGnTZSk92j80lH/hA8GWTO/ge+RoPNvoerXxgrr/RzBHzu77lsxCsF3w57v9VwTfq2kMMe1zDmW9jVOjom0p88YK3zzWX5q85P9HqNytC8OmTjoPvlZ38YGy9PX9pX0qA4APFbSX4pJBw7IRnbPkF8rHIjyMPn4aFanPaK1KXT8uS+O/FsHDqiOd+6l9nVIoMDz1c+bcaFceH/Mvu9PCvEfIa33PHH5ySEpcPdx87cm1s+dWU0sSPQ3+k/9GnE0K1wXjQk3olxqrTsqw8Zvf8TstCE2caNx/3TmS25Urw0YWBczuW7+HNBN/CbeeO5TOGIPhyyhV8dEKo3nVuYCH9Z+fxgLM44/ws6wRfrvt/1UO6C7edO7i0Pw5P5/pO5hlqhYml1Be/K/5yxWowJJ/Yx7K/WRGCT590E3yxqftjU8v/hl+4y+9+M3km15x7/tJC8IHinjn4pAe9TftLHR91pU6U2dXefKRtcCHLiZcttd7Eo6axSO/Z0lLH5ZXPueI84vIv5Pq32qqHdKkU+aaptMJx+Xrq8z9rdza0rS62NSfqXH5tx5oTL+d41cgW5V7n5JnGE6+9WH7bkOQLMuzeKItP97xtIAXlbf45ccznrreQAqvn50gospgr+KZ76gyEK/8wMPc45HPXWQzE+vexyL8f4CzlmXIE30LQ/XrB6pe5JP4NQLjkD8+6wZfr/p///9x780jppdEnj0dvjczQhTFPrYmU8/4ZyhJnZCwpdw0tZnzxxGUKk89JzfZmRQg+fdJL8EW9do5wltqLN277B/7jsqP+XN/yQ0C59/wlheADxeUMvsWQr7vdWWkixFTpbBe+CkxRxujjQFslt/ph19dco4m/QNPfWu2NhmvDImWMxcXAh+WrPyev1DWc+89uRvDRxGtUV1l77jSW+VY8laeujWZ/a7XKhuujz++t1VbOmpF42tibZSUl1jqn+6vEK9+Tb8VBOGPZyc4fvr+8v4AYDzR/0Xcj19vP/OfMiPtPJkKIsaKh03f78hscMZcnTuYCabIF3/zYjfesJs5Q3tjeH0q9boguhm793Wk1EELILhv/v28P9CXeZ4grcVwWboUWxZDPw9t2EWKqdHZ8FQgOZ7//F8a6jlk4wlmOdiReikFng93N1uLX6pznTtn/1OC+HZGeLoZuXWutKUy+idHg6J22SgMh3O6qlqv9we9Wv1nRf4Z8nhabiSPcPof7ixtftNkLDcSwv7G9/9ewv9OxjyOc2f4/vrrx1fINdq98X6Bhegk+OhfyXXfxPM//1eX5bnQq85GQnHv+ckLwgeLWPcIHm6KXddaU3M/hA1A7TIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOiQ5oIvLo7/1Cd87Hzns2D8OV1dr6fVYW38Mpp+fVSKDvV0XmiwlRTyfmn1Z82PuA5wpreE8Fw08HVn6wlbcTnvF1df6smQa2+B6VBX+GnWq059kV/DgZ6rrQ224mzXlPlFpGiPw8SV84MzW/+OFYDgkw/rrEIIPtAuTIoOaS34FkM+4cM6i4EYs9XP9otNBX1u+05C7EIk/fqoNDv9MPBhGcl6Q6Sor622/vLgzMLszESg7QAhxVmCjz70nT9Wf+mHGZr1qlNfZHJm5uHdtrL87N9yxhehi8HrDTXnvKGFrX/HCkDwyYd1ViEEH2gXJkWHtBZ8jDE2LtiMzyv4GGOiny9eE3yMMcYigi178KWTIoI9e/A9g+f8LW8zBJ98WGcVQvCBdmFSdAjBt6EtBh8VJx+K8Y2CLy4+nBSzH+FL/yLrf8sZX4SKE79NxTb8rp4nBJ98WGcVQvCBdmFSdEjh4FsM9Xd+0GTfW3i2e6DzZJmRI9yemr8PTwa/5Kt2c4Rwlrq/B0XGGJP+8Hc22ev/2t5+vqbs9ea+BxJjjMXFkavHat697Ll6sa6UswkRxjLrJxb1Xz1hP36h/cqFmv0Vzb0RKRE+cXHs6ws1h+udzY7K4rKG66Nilmf8UXH4WuNhW/2ZllO2oqLDrf2/p4KKSpGbrTWH653nTtUcsr5q3Cj4YlPD7fa8nVZn+407wbF7n7c5rIVcIvLSgk+KDrtr8kyvOzv+486v/7rX3eaotHBG3i/FxfAPXrfTXlJ2tuuzppJ8Yjp88R/X0r7I8rdMpamf3PZdJuvZjht3wzORwMoXkab8nzrte43EaBPGc98zLwCCTz6sswoh+EC7MCk6pPwRvnlfYz4hlj93BiYl+sjX9ArhdpQ7v41IlM7dbi4yGOp6ptnTOd+7ZrKvNTDP2NK4p5rkn/bNU/b0fsf+V5PHxpaGXdYPAnGWEXxz/Y1mw67WQJwxOu6xkqJG3zRjjE7eOLazxhNeZIw+CbTtJlziMhmW7nuqiw92BJcYYyw24T1uJsUn+iKUMRr9/nRJefPANGWMSb96qswbBJ/0oPf0W6d7H6QusRB0H0wd1VsJPinyzenqv/RGUoffpJ/d5Yln5sXF8XteZxkhnLnm8ve97U31roGZ/5P2RZa/5Vik9y/Vp79ZqbeVL8IYo7GB5oJE8OW4Z14IBJ98WGcVQvCBdmFSdEj54JP8vJGQ5MG5VY9vjgs2I9nVGohTKdJ/6bwwKsaTwZcIrPiwa0+eqepvg9EYY7Hxf94df8oygk/6vf/SB9dHZ2kyaxIHt2b9/D5DXU8ycOik/2rHl8HZzANcicR8oyOUyq+lYVdpHtnrDj4VA61lZI9rNFmIGz2ke/bajXNnroykf/30bzPx61fOdnWdO9E5knGgMf1Q5dpHftM/krhkU9eN909cGcp8CDjj0V7JzyeP8GW/Z14MBJ98WGcVQvCBdmFSdEgFwbf81DQpOvq1+6zjTHNdaSqwpGh/cwlHCLfHfrEvlKylVU9oi02NfuM++46z+a3iRNbEh117DBs9x28+0LovM+OmfY1FhDvqfTjs3puXusFsw+AjhBCDzf1L+lP01gYfIYQYrFd+WUyPtWcMPkIIMVndI4sZNyJH8GW9Z14QBJ98WGcVQvCBdmFSdGirwRf12jmSzZoHTzcXfHTqTpvtgKM7KNLEZZYDKxYNXG8qNxPCmao+GVn1CgY6Odh2uNTRPSbGWUSwJQ9u+XkjWTnCl93CqKuCkArX6PIZTEQ/X0zyTvZN/8AbCanoCNG0j+cOvoK3zzWX5nOl7w/OLX/fa4Ov6O2Wd0q5/FL+ztxK8j1j8BW81dJcwXEV/OB0WjbmCL6s98wLguCTD+usQgg+0C5Mig6p5Ajf4wFncWb6JB7SDXx80R9jjNHZ4LW3LWRnXc8f6a9gWBg4t2P5q61kzR89dTuJwe4Jp46FSaHuj/omMx4JTXyu8aAn1XVsqs9RaKgWJp6GhSoTMdR5JxOFt+GrdO+Kv1yxGgyWE99Gk19rbfAV8/7IL26bIfU0wcxvf+09w7I9pMv7xRG31UQsTX3R5RuTNfjCOe6ZFwPBJx/WWYUQfKBdmBQdUknw/dFTt5NwlW2BR2Ko3133CiHVnrHfQ799z5ee9y9QxhiLDTgLip0Dj9M+Kz7d87aBFJS3+efEMZ+73kIKrJ6fI6HxCd9ZCyFccb3L23/X9w9X/Z8vjaw5K8rSfU/1LlLyvl+Ms8TrPHYcdI2IjMWn+06ZSX5J0zcRiVJx2G0zE/Ia3xMYX/VS35VX6S6MeWpNpLBGCEmrv820Xyeu0VQnJEv02YNPoktjnmqTwVQjhJOv28gafL/luGcimQ8HPye5go+Kw9caKoyEEMIZy5u/HFs++kmlyM3W6sqqU+ecda9bm7qDK/d8LNLfVl1x6FTLmbpKW1P3z2nno/m52/kna82pFuefreU1aa+5XotK0XvCxa/ur34hT66Pb+Ji0u/9rTUVVSdbnHWV1jPdq58zKhfWWYUQfKBdmBQdUjj4FkO+jsYyjhBLnevLwdF7X7nqXiEkv8Th7v81FOi+YC80EIPV+ffvA3f/Z5WJI8Rc1nD1h9sf7ec4Y/l7feFbvDHPYjtz2XPV1WCv7xgS/zPk87TYTBwxWJ2f9gRCfnfVLkI4Y9nJzh++v7y/gBgPNPc9kFgs0t9WZckjhDOWNbgHJnKcKu/nbuebxeVHnS3v2KveWbkYnR299k6ZkSOEM5Y7Gv9UVFjpaPXcCq1kB10M3brWWlNIiKHS+elXg6N32ioNhHC7q1o+uOi6xNt2EZJf4jh/0fW3VvtuQkyVzo6v7g3fOX/QQAhnOdRy8aLr8n+zmTjC7XO4vxm4/b9Tn/KR4AstsvmQz5P8yP9l/78bTiXvqE977o3ePF9pIiTPUvWXjhs3biTuDW6fw30ztEiXH9Kl4lCOe+YFyB58dNx7ZH9VyyddwmftzuCee4MAACAASURBVNdNhKw8LL7wY2vpjgr36BJjjE72NewxH7sxSRljdCHQVmp43R1cYIzR6d4G8+5jPROUMUYneo7tKeLvLjDGGJXGOq2pi2WiUvSewB+ycKvOoJjr45v89LlA635DhTu4RJP/YDA39Exu552NdVYhBB9oFyZFh5Q/wgfPkeTnjaTQ0Tf1om9IhmzBR58ELr7Z+mOqyGb9/D6SvOVLE0KtYeUF1HTedzqf7OP9s4yGhWpz2tMrp32NRaTovH+BsqjXzhVYPb+lHlT388asj2JT6dEfj5ZCHmvB6uDL/vFNfTqdEKoN+RUd/0pe+7yvMd+Qqs/tgXVWIQQfaBcmRYcQfC8FaSr44/0piUp+3sgd8oSfvOgblCFb8D0V/Te+iywtX0by80ZitnsnGA0LVaaM6ooINsLt5AdjEaGKS/8/iUe9S3n/HFu47dzBceUfBsQ4Y3Qp6K7IfoQvIdc7l2zyTVxWXUyKCDVcxsPx44LNSHby/ti2Pa6LdVYhBB9oFyZFhxB8L4N4oHUXKShzftrlrK52D63zXm0vRK7n8KVJHMardAcXWWzAWUCI1TO+/F0kPlLRPnq7uYCkHcZLnmg6cWhtMSzUmQhnsn1wc/Cr5ooDTb3rPH69vcE3O+DcQ0i1Z3y5XxMfSTvLo2xYZxVC8IF2YVJ0CMH3UqBi+M7X3cLnXwe29Ylj22QTwTfr51811X4RoamzG66cBzH1uh+jU/DYSebLjZP/J/k+I7MjHUctHCHEbHMPr1u92xt8ibMkpr+OO/HK7lxvoLwVWGcVQvCBdmFSdAjBB4rbMPho5Ivaovrki5flBJ/77ZqzjTYTR8iuqvWOdCL4YBsg+EC7MCk6hOADxW0QfFLYe+zwytmkM87jk/YRqyc0mP4+Isv/J/EgrxjssO+ouhaWqBS51WbbRcjuhlXnXlyxvcG39kyNiY+kP8grF9ZZhRB8oF2YFB1C8IHi1gs+Ojty5cy5jOfbTXjt5uwv2oh67bletDHX58hbeXofne5tMHO5321le4MvHvUexYs2dAjBB9qFSdEhBB8oLnfwLYaFU0c891PHwagUGR56uDAh1BpWXmu8+rQs3EFPeMPTsrBxwWZ8XsGXOC1L2ru24LQs+oDgA+3CpOgQgg8UlyP4YpHes6WljstdQlLXFecRl3+Brj3xcvL1HFlOvGyp9Y6nTrxcZDjY+esSZYzRuf6mHalzMmexzcGX5cTLpmPeyLY9nsuwzqqE4APtwqToEIIPFJct+OJi4MNyjmTKK3UNLzG26q3VKhuuj2Z/a7U3Gq4NZ7y1WtOBwrKjzpZTNdY/OdPedS0NXQzd6v7UWWkgxGB1fip8FUi8AXKuj2/y0zPfWq3y1LVRvLXayw/BB9qFSdEhBB8obr3n8MHmYJ1VCMEH2oVJ0SEEHygOwScf1lmFEHygXZgUHULwgeIQfPJhnVUIwQfahUnRIQQfKA7BJx/WWYUQfKBdmBQdQvCB4hB88mGdVQjBB9qFSdEhBB8oDsEnH9ZZhRB8oF2YFB1C8IHiEHzyYZ1VCMEH2oVJ0SEEHygOwScf1lmFEHygXZgUHULwgeIQfPJhnVUIwQfahUnRIQQfKA7BJx/WWYUQfKBdmBQdQvCB4hB88mGdVQjBB9qFSdEhBB8oDsEnH9ZZhRB8oF2YFB1C8IHiEHzyYZ1VCMEH2oVJ0SEEHygOwScf1lmFEHygXZgUHULwgeIQfPJhnVUIwQfahUnRIQQfKA7BJx/WWYUQfKBdmBQd2pbgi0X9fQPB+3duXG11HHJ8ObHdN/J5mh9xHeBMbwnh2DZ/YSqG7/xHZ6vD6vgqus1fWu0QfPJhnVUIwQfahUnRIdnBR2dH3I5jnSP/RwzfddfkEaNNGFfihj4vUtTXVlt/eXAmvs1fmIrjd932PEJsQmSbv7TaIfjkwzqrEIIPtAuTokMyg28xLLy9n78zRxljTPLzRs0Hn5IkP29E8MFWYJ1VCMEH2oVJ0SE5wUeXfu08mF/nnZQS//3SBB8VJx+K232EjyH48Pfi1mGdVQjBB9qFSdEhOcH3eMBZzFUJEZr870TwvXm5u6NmD0cIMR4453tIqRi+43U77SWFp7tunC3hOFPtF5Enf/g7m+z1f21vP19T9npz3wOJMbY41ufmj1daTGev9/JvmJa/AmOMxaL+qyfsxy+0X7lQs7+iuTciUbb9YtHA520OayFXzPvF7f/yieB789KNjqMWjhBiLj93M0rjYvgHr9tpLyk72/VZU0k+MR3zRsRs3+98qK+dP24tNDV19b5vNXGpr8AYo1J0sPPEkfoLV9ovvFVW8V5fZLufg5gQEaostlMtPM/z79WVGQjh9neMPd3g2hF88mGdVQjBB9qFSdEhGcE372vM53a1BpYPhSV6his57R2bo6K/rbyA7HGNxsXxwD+cJXmEWGrcX/d2nK1vu/Vb/7tmsq81MM/Y0rinmuSf9s1TxqgUdJcTwpWc9AQmlxJfYXdb4Allc/2NZkPiuui4x0qKGn3TStwdjC0E3QcJUTL4uFcbvfdF+jjQVsmRCteoKI7f8zrLCOHMNZe/721vqncN/NaX/fuVfnaX5xNuX4Pnp+jSTKCtkiNlrQGRsUe+xj0k+Qm/eawF+Y2++e3/BhgNXXtXCFPGGJ3oOVZEOKtrZONrR/DJh3VWIQQfaBcmRYe2Hnw01FGR+QBu5kO6op8vJsQuRCTGxgWbkRh5f/KxXypF+i+dF0bFeDL4khdjLCLYyPIF076C9Hv/pQ+uj87SZAAp98CxFBHsygZf6iHdtLtrzZXm/H4z7sm0rxCL9LvPXx8WaTK5FH7gOD7dd8pM8ktbf1xgbMNrR/DJh3VWIQQfaBcmRYe2Hnxrn7G36eBLXDo6+rX7rONMc13pxsHHGGOxqdFv3GffcTa/VfzSBx9jOb7fXMHHGKPS1MjX7maH80xdcZ6iwUdnbjZZDFzp+4Nzy4d317t2BJ98WGcVQvCBdmFSdGjrwRcPtO7aavDRqTtttgOO7qBIE62zUfDRycG2w6WO7jExziKC7aUPvpzfb67gk6YGXbbSk91jczRxGeWCj04P8hUcKWnyRZefvbn+tSP45MM6qxCCD7QLk6JDMp7DF/Xauby97p+fpj6w6eB7POAsTv3nZoJvaWHg3I7lHnr5g4/m/n5zBN/CbecOLvVhRYOPLo58VM4ZLE03ZyhjjD19MPTTb/3rXzuCTz6sswoh+EC7MCk6JCP4aMhz0Jjn6JtLfWDTwfdHT91OwlW2BR6JoX533SuEVHvGfg89mM8RfLHpnrcNpKC8zT8njvnc9RZSYPX8HAlFFrfxnkh9EyoIvnju7zdH8E331BkIV/5hYO5xyOeusxiI9e9jkX8/WNzu1zIvjborCoi5oSd5Lp5YqONcx93u9a8dwScf1lmFEHygXZgUHZIRfIln7u/k/THKGKNTP3Y69nGEM9n47kDo1363oySfkF22lv/p+V/v2Uwc4fY5Lnf7QvOMxcWRT6pMHCHmsoarP9z+aD/HGcvf6/t1tK+tppAQQ3lje38wHLjqKMknxGJv+24sGnBX7SKEM5ad7Pzh+8v7C4jxQPJkLttpPuTz8LZdhOSXONz9oW19nSuNBjobSjhCTFV890/hX2+6k3fXf+vwfJK60o8EX2iRMSoOZft+fw72fWAvNBDD/sb2/l/D/sQdbrZ/eHPs9xH3n0yEEGNFQ6fv9uU3OGIu3/6T18TCnsMGQgxlde/xPM+3OI9bCzm7EHm0/rUj+OTDOqsQgg+0C5OiQ3KCL3FujgMNfZNKnBMPXhoIPvmwziqE4APtwqTokLzgY4yK/rba93oVOs0vvBQQfPJhnVUIwQfahUnRIbnBxxiVoj+4T1/0Rbf78VV4WSD45MM6qxCCD7QLk6JD8oMPYAMIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6JCM4KPTg+frm7z3RcqoOOw5dqwt8Jiy+RHXAc70lhDelhO10Ccjl/Zyuw4Jvz1d72JStMdh4sr5wZmcXyhy5/OBCbyQ+IVA8MmHdVYhBB9oFyZFh2Qd4aOiv618T9WFv7VYXznYEVxijDEp6murrb88OBPf8m2i87OzqTdpoNH+87WOS4OP1j23M10MXm+oOecNLeS+yNyYlz9xZUjESaKfOwSffFhnFULwgXZhUnRI5kO6dPGXK1YDZ6oRwtv1Ll5SSKhxCBEFDsbR6UG+9kTPOI7zPWcIPvmwziqE4APtwqTokCLP4aPi5ENxS0f46OzwpTcNxJ4RfFR8+HDjA3NUnPhtaoPHkemEUL3jmDeytJXbBluF4JMP66xCCD7QLkyKDskIvohQZbGdauF5nn+vrsxACLf/0v/74+dtDmshV8z7H4Z637eZOGKwNn87tsgYnfqhzbbTbHffm5IYi4ujnzXaquud507Ziouq2vojMcbiM/72+jIjIUW2xvd4T2Ameq+7zVFZmGfk/dLiWJ+bP15pMZ293su/YSKEGA+c8z2kTJryf+q07zUSo00YZywuBr9qPXGiqeVMXdkuS03nSHp60t88VlMRfzf3Q7+w/RB88mGdVQjBB9qFSdGhrQcfDV17VwhTxhid6DlWRDira0RkbCHoPkhIMe8XGZsfdb1GyGuu0XnGGGNTfY7DrtF5xujSmKd6x6GOXxcYY0wKe+uLiKWpLyoxJvr5YrJyhI9KQXc5IUbeL6V+zZWc9AQml0R/W3kB2d0WeEIZo7GB5gJitAnjdOZW8946YWKJMUZDHRWEMzf2z618E6KfLyY7zg0s4Kl8zw+CTz6sswoh+EC7MCk6JP8h3fh03ykzyS9t/TGRbxHBngo+RieEaoMhcUSNTnpr3/CEKWPska9xD6noCKVemLE0eqmU5O11//x0dfAxFhFsyeDL/HXmJSU/byRGmzAWEWo4U6WjhV858FjQPBBbzrvEzXujI7QtLyKGTUHwyYd1ViEEH2gXJkWH5AYfnbnZZDFwpe8PziUeOc0IPkYn+xp2E/O7vrnYhHD8iPd3yhiLB1p3ccQmRJa/yryvMZ9wdm9UbvCN+vnijK+8WubNg+cCwScf1lmFEHygXZgUHZIXfHR6kK/gSEmTL5o6hraqqOiC/3wR2VHz+bftb57zzT1ljLH4sGuPgexxjS4/uU7y80aS5+ib25bgyzikt0ri5u1rDcxv+i4CuRB88mGdVQjBB9qFSdEhOcFHF0c+KucMlqabM5Qxxp4+GPopurj6ENrSqLuigDOaS1ZeKvF4wFlMuEOe8JPkB+b6HHnmaiFM5QZfMOiuJGR3Q99kqvgWxq5d6Awuv0hjMeiuJNxRb3TrpwmEZ4Xgkw/rrEIIPtAuTIoOyQi+pVF3RQExN/RMJuIsFuo41xGaX/OY6dKEUGtYeekGS75ow5Rfwv8gUsaYNNnTsKP8o5FFmgwy8pprdE4c/WFoJv6MwTdOI1/Umjhier256/vBwX6v63j1+TtzK8f7pn2NRdzBxFMJ4TlB8MmHdVYhBB9oFyZFh7YcfLGw57CBEENZ3Xs8z/MtzuPWQq78VEcHb9tFSH6Jw90fShYene49+Vb3REZjxcXg507r3vK6My2naqsaPhmIJF5FQZfGumoteYTbU9MRiI7d8vBVJkK4Eof7xo0v2moKCTGUN7b3B8OBq46SfEIs9rbvQot0OfgYi4sjnTWWPEIIMe6ru/TPSPoZoZ/ca91dVOsdR+89Twg++bDOKoTgA+3CpOiQvOfwqYbk542k0NE3te6l4tN9jburPWNL6L3nCsEnH9ZZhRB8oF2YFB3SePBJU8Ef709JVPLzxvQnBWZBpcg3p6tb+qN4Z7XnDcEnH9ZZhRB8oF2YFB3SdvDFA627SEGZ89MuZ3W1e2id91+j0f6/nv77yNbe8A3kQfDJh3VWIQQfaBcmRYe0HXyMiuE7X3cLn38dmMSBO9VC8MmHdVYhBB9oFyZFhzQefKAFCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDiH4QHEIPvmwziqE4APtwqToEIIPFIfgkw/rrEIIPtAuTIoOIfhAcQg++bDOKoTgA+3CpOgQgg8Uh+CTD+usQgg+0C5Mig4h+EBxCD75sM4qhOAD7cKk6BCCDxSH4JMP66xCCD7QLkyKDj1z8AFsDX6E5MN9qDbYRtA0/PTqEIIPFIcfIflwH6oNthE0DT+9OrSp4AMAAACAlwyO8MF2wo+QfLgP1QbbCJqGn14dQvCB4vAjJB/uQ7XBNoKm4adXh54h+DZ5eBBg2fJPDn5+tiz9PsTdqBJ/wqt0QbMwKTqE4APFIfjkwzqrEIIPtAuTokMIPlAcgk8+rLMKIfhAuzApOoTgA8Uh+OTDOqsQgg+0C5OiQwg+UByCTz6sswoh+EC7MCk6hOADxSH45MM6qxCCD7QLk6JDCD5QHIJPPqyzCiH4QLswKTqE4APFIfjkwzqrEIIPtAuTokMIPlAcgk8+rLMKIfhAuzApOoTgA8Uh+OTDOqsQgg+0C5OiQwg+UByCTz6sswoh+EC7MCk6hOADxSH45MM6qxCCD7QLk6JDCD5QHIJPPqyzCiH4QLswKTqE4APFIfjkwzqrEIIPtAuTokMIPlAcgk8+rLMKIfhAuzApOoTgA8Uh+OTDOqsQgg+0C5OiQwg+UByCTz6sswoh+EC7MCk6hOADxSH45MM6qxCCD7QLk6JDCD5QHIJPPqyzCiH4QLswKTqE4APFIfjkwzqrEIIPtAuTokMIPlAcgk8+rLMKIfhAuzApOoTgA8Uh+OTDOqsQgg+0C5OiQwg+UByCTz6sswoh+EC7MCk6hOADxSH45MM6q1C24KOLof5O/lAhIYQrLHvTZqssNpK8wspT7oEJaWtX82TItbfAdKgr/DT9o3Fx/KdeT6vD2vhlNL717+GFy/7dbeoyVAz7ez2tjkOOLycUvpVbRMWwv0+47Dx3LbjI2PyI6wBneksIx3Jd/MnIpb3crkPCb+vcGdsFk6JDsoOPzoW+c5+qtHDG4krb62WW3WV/cjjP2st4/xbXDbZTXBz/qU/42PnOZ8E4ey6DkmXUEHzyYZ1VKOcRPsnPGwkxJkeQikPuql2EK2u+PUW3cDX0oe/8sfpLP8xkfHJsKuhz23cSYhciWttauvB49knq11m/u1WXz3oZKk0Fb7tr8ojRJowreGu3bj7kE1x1rxBSzPtFxqSor622/vLgTM5Ap9H+87WOS4OPtvJz8owwKTokL/jow/7Tr3Jcab1nWEz8hNLZoPBOCbe8dfBCLYZ8wod1FsPK3z0bDkr6Fm9FllFD8MmHdVahTQYfY3TedzqfkDxH39x2Xr/o54s1GHyLYcFRs02JJvl5o3qDjzEmRQR7KvjUBZOiQ3KCbzEs1JlIQblraDH9cnR6kK8wOgdyHbaG52tcsBk3HeDbucXLEHzyYZ1VaPPBFxtoLiCEs3ujW7yquPhwUlz9rzQtBl9cHP7YaliVaFm/uzWfmO0ymgs+Kk4+FNd9CJ6KDx9udGdsB0yKDskIvrn+RjNHDHXeydVzQ8Oeg1VCZFtvKGzVmuDLOShZt3grVo0agk8+rLMKbTb46PRA815CzNVCmDLGWFwMftV64kRTy5m6sl2Wms6RxB+WiFBlsZ1q4Xmef6+uzEAIt79jLDYZ6G5zVFq45FejUuRma83heue5UzWHrK8aCbELkZgY+oavNCXij04Fuvkq08r157i6Z0XnQre6LzvtJbv+fPnau+VGjhBzeXNvRKK5ryIujlw9VvPuZc/Vi3WlnE2IzPjb68sMxFBoe4fnPwvMRDK/O0bFf/VcqKuqP9PisFrK3rk2OkulVfcAY9Lv/a11VfVnWk699SdrqWE5+KQ//J1N9vq/trefryl7vbnvwVZDmErRwc4TR+ovXGm/8FZZxXt9kRhjdDH0nZt/u7Kw9GzX57x1JyGcsZz3RRNXEov6r56wH7/QfuVCzf6K5N3C0oLvUTTweZvDWsgV834x2+91+y8P73W3OSoL84y8XxL/fcfrdtr3Fp69dqPpVY4U1nrHaZZvcP1btd5vPSZFh7YcfE/n+k7mEUKsnvG17UCjQ3d+jebaoDU/yjX/6/vbGR8hhFhe4QjJs/FfBKYoo1M/XXXsM9vd96Y09G9ZlVgOPipF0wZlwy0WnzLGqDh8rfGwrf5MyylbUdHh1v7fJTYf6n3fZuKIwdr87dgiY3TqhzbbTrPdfW9qPmPUUhB88mGdVWiD4Ms/6v7mS8Hzt7O23RzZaeW/T0QAnbnVvLdOmFhijNFQRwXhzI39c4zR0LV3E0VIJ3qOFRHO6hoRGWNM+tldnp/INxr9/nRJefPANGWMSb96qsypI3yZR/sigi0VfLmu7plRcXzoK74sn3D7Gjw/RRceDl46bCL5pa0/LuS6iqf3O/a/mpyCpWGX9YNAfM0xubTvjtGJnmP7qjy/SoyxJ/dadxvIrtZAfNVlHvafLt/dfHuOMsYWwx57KviezvneNZN9rYF5xpbGPdUk/7RvfmtHyh75Gvckr5r+5rEW5Df65hljbCHoPkhIfkmDJxBdEAMflnOG3a33nrDE4Q9D8jPGPVZS1OibTnx7aUf4Ep9ezPvFHL/XVAq6y5N/S44HvM4SQoj5iPv7rzuaTrQNTOb4BnPeqvV/6zEpOrTl4FsYdVUQsv5DhTk2aM2PcmuPf/UP9+3h3obdxFCb+GFlbKrPYWsNqO5pEFqQfoQvbVA2s8VL9z3VxQc7gkuMMRab8B43k+ITfRHK5kddrxHymmt0njHG2FSf43Dq1yujtnwLEHzyYZ1VaIPgM5TVvWsv5kjajjHGpIhQw5kqHS38yuGdguaB2HKaxKf7TpkTIZX8yPIfYTHQWkb2uEaTh2nSBzZX8G14dc8k8+GCpWFXaR7Z6ezqtGe/iviwa0+eqepvg9EYY7Hxf94df7r2QdiVf5Eu+M8XGd7umU58e9KUv8v95c8izbjMk0DbblLhGl1Iu6cTX41Kkf5L54VRMZ7soa0/2B2L9LvPXx8WaTL4iC3xgFXm47OJ3+XE/5J+77/0wfXRWZoMvuVvMP1T1j6fb83vdVqpZ/yasdzfYK5btcFvPSZFh7YcfIl92VLwsbU/yll+uJ8E2naTggr36BJjbK7PUdwWePIcntjw8snc6OX7eeMtTvyL+Y2OUOrZmIl93+sOPmV0Qqg2GIr4uwuM0Ulv7RuecPI3J8uTlBF88mGdVWgTD+mKv7htBmKwnPg2mvwDIvr54lRAZEFnbjZZDFzp+4Nzy4++pf4IP/nZvTcv7XM3E3wbXN0zWvX8kNkB5x5C/qvNVpjjKqRof3MJRwi3x36xLyTGWZZn3S1/zYVRV0WOv1GWL7MYdFeml9ya44XR0a/dZx1nmutK5T27kUpTI1+7mx3OM3XFeRsHH2OMxaZGv3GffcfZ/Fbx5oIvy+/1+n9LZv8Gc92qDX7rMSk6tOXgi4U63iAbvO5MTvAxRsNCtZnsODewEJ/rayxz//wcTk30MsoRfBtv8XygdV/maE77GosId9QbjTM62dewm5jf9c3FJoTjR7y/p2IcwacIrLMKbeo5fEv3PdW7CCmsEUISY8lVzHWMjU4P8hUcKWnyRdP+d+qP8KKfNxJS0RFKb8fNBN/WD+mtsir4RD9fTPIOOf5clPsqYtHA9aZyMyGcqeqTETGeO/hEP19MVo7wZb3exLe58q/Q9K9Gp+602Q44uoMiTazQloNPmhp02UpPdo/N0cRVbxh8dHKw7XCpo3tMjLOIYNtM8GX9vV73b8kc3+C6wZf7tx6TokNbDj4WH3XtIYTsODewkGtK5AVf8nD3jpovBr6ore0Yw6t+tyZX8LGNtjjxqP3KoyepfT/ZN/eUMbrgP19EdtR8/m37m+d8c8s1juBTBNZZhTYVfIxKE956M0cMNvcvImOJY1S7G/omU7u5MHbtQmdwgTG6OPJROWewNN1MnHDu6YOhn6JS2h/hsFBlSnud3GaCb52r24JVwfdHT91OQ821m5dzXEU88PFFf4wxRmeD1962kJ11PX/kDr74dM/bBmJOPoePMcYWw90dX0+m3wNSRKjhyI6a1L8w077a4wFnceq2yQu+hdvOHcsvEdlM8NGFgXM7lj++qeDL8Xu93t+Sub7BXLdqg996TIoObT34GB331ham/cs1DZ0dvTUyQ2UGX/J5u9ye4uKVRwzhWeV6SHfDLU6smPGgJ3VAgU31OQoN1cJE4r+XRt0VBZzRXMLfTfvbA8GnCKyzCm0u+BhjUrSvyUJI4sE7Gvmi1sQR0+vNXd8PDvZ7Xcerz9+Zo8k/UMTc0JPsuVio41xHKJaRRH2nzCS/pOmbiESpOOy2mQl5je8JjIv/GfYc4khRvTe8JP7ad7HWwpH8+i//kGjOq9uKccFmJPnv9M3GGaNS+FpVntU1Iua8CsnPl573J44IxAacBcXOgcdPg+69JK/UNfxE/OXW0COaNlCJhzgJV1rn+ofvbr/X5ai5lDjnV9plpnsbzBxXcrY3EmN07hf3IQPJL+O/Ghq/f6NuJ+Eq2wKPxFC/u+4VQqo9Y7+HHsw/83c53VNnIFz5h4G50rKEigAAIABJREFUxyGfu85iINa/j0X+/WBxKUdaJVK1oLzNPyeO+f5/9t7vJ618//99/wHrhksuTEwICRcmjSFcaMxELjSdcKLNNB7SHyHYtAfMdILuSbHt1x89LXZSV7On+Jld2j3lzJaPneJs19f5lPZTu0emhe5oW5kpnsrp0KnMxlY6Yu3IXvoRXfh+n4sFCAqKIi2U1+Oq1fWLt2s9eaz3T3OzDJUqrc8CvsBSOuFL97fe7Fvy96HUH3A+Xb3j5n96iJQiJAvhIwQHH1xU7okO2oqOQo+wvnvXmrWdwy85spwugzIVPhKZGzohTHifA7ZPGuHLJIv51ij5ly42QgjBM3dayg5ERw4SQsjKNNMkWBu6wQPClxMgnfOQVMKXsLQaqlDT1x2+BULi7XeUWGnod78OTfRpZUKEEBLt1V35Z4DDhIT91qMChAQK3QWapuluwwmllNIwk16ntVslphC1V2++7/uft57+0woRhRAlqtO3H6uQNuiN1gc+NoLZcYu2ikKIkn1mcd/tltZqDF8PuoOYRNgUp9sZU4xKhARVdYeb2i6c1hz4/MrIdHTml5Sn4Fy0SChTnb1mvW5q1TRbxllMyMqvA01VFBLKtH0TwedJn25plQvcN6orKYSQqF5vHglwmCz5krfhWM93rQoJQgiJ9ne2q0ulSr2x3+l7+++Jv6nFFEISRev1RyNX91GUqI6fUWWb4PkJ8zExQkhU39rnHLl2iEKSuq4fXniHezSVCInq2nsdL3zuvlY5hZBE03Pf9z/8YiqIEilO9T26d21fKRLt77I/8zqttKocIXGDoee84cIFVTlCJXL9f/z1xMcb/tbHeh0/Wmm1GCFKrv/aeuM/Y/++xjzwLWFCImyKD/jFTYct3VUtbfqnh0gpQrISPkII4aZHzW0NUiHioWQNbeYffdG3iJQZ9L+H/ptJvpXjk7Yk3NwxQnZ9aYqp/oCMiGelQGn49s7IqD0eKOZhS9vmWcxLHvts0HC4uu4zQ/dpjfr0uvVA8dzwqeOD02t/rgVfNOBK5Hpz9KsOhG83gHTOQ9LW8H2wbGsWdyCvgUgpQrIWvtyCl9091bu8HhHwrgHhyx5I5zwEhA8oXCBSipD8Fj48Y29V0675d3pSYLcB4cseSOc8BIQPKFwgUoqQ/BS+8KTlMIWE0uqqipY7M9B9r8AB4cseSOc8pLiEDwfd/QYl35fu2qDTt/3BEEA+AZFShOSn8GEucL+nWdNM3/LubNlHIJ8A4cseSOc8pLiED/iwgEgpQvJT+IAPChC+7IF0zkNA+IDCBSKlCAHhA3IOCF/2QDrnISB8QOECkVKEgPABOQeEL3sgnfMQED6gcIFIKUJA+ICcA8KXPZDOeci2hW953FRbKj4y4F/FKy+uHznytwk2QkiEnehtahn073w+5AzBXHB8qO9Sq0ouTTHQFi9PXKmlyo8wvxXlquURdurnYatRr2y/FSyKjuMQKUXIrghfOOiyP5z8xdnfo6suQYgSVe9XqQ43VIuRqFZrvDuZXwMvlrzmBlRr/mXGfctyQS0VICSoSFocjIdfWCx5unxgR4DwZQ+kcx6ybeHDr50XW5qvPHqLCSFLfqZZVnfuxrftcomO8S9t+/R48Y/55W3twM3PvXb/RZFiTSNCCMFBx8Um/ZWxNx/EvAiRhT9C25k9JjzrdZo1e3a+Am+hAZFShGQtfHh+wqxv6ZtgMSFkZcraiNYWYw0Hhs/JKUrcdDOQPxGCf7XUi2vNz1YJia04jhLWI49v9nqouRyhNNEIbAcQvuyBdM5Dsm3S5XyMVopQRbPNv/2MWfIzem00abdD6kUsPzAw52e02sHA9vZKXvz9QwcipQjJUviW/Mzn++j4esz8Oqpx4SMEv7JpyxA6ZPFtf0HD3ID91gNUg9nLv0/HhA+V7rM8T2zIwNNMo1QqFXz40fgOAOHLHkjnPGRHwhdhX8+w0cDE3Oxz1/gUu+334Qj79GulICFpM2dz4cPs69fbv5w8A7PuK0oxUjEgfJsAkVKEZCN8eOVF34GSxLqxDcIXfYSqaRe7q5e9Y5b91iNUrdkblTvWRSsOtun3UQhVXHQtxoNuwWM6dMBiuSAC4dsFQPiyB9I5D0klfAu+4S/51au7fphcIgTPPupR7ZFozE8Cr9yDPfoGGcVHCp6fsJzSdly1Wnt01XtUzBQhEdZ723jyZEf3WZ2iPL6e9cYt8VtXb7NCgARS1Wma/rs74HtoMxs0tdJz/Xc6PqaQpN7wHxcaxLy7xFcqjybZmvCFZ5/2aoR7lIbeOw9/ezvzZLBH3yAVimgXt+Rz9H3VoamVnhsc7TulEFGIqtLeeDrjvUWrKymEKJnuhjeXkZ7pBaQqMfzG1XtCIUBIqmqnjVb3H3wZevrPqFQthu5TqopqtfF+INpjEnOB+0bt0WbD+TbtEeXHopjwYS441nfy0+ZL3/ReOq6ov2APhAnBSz5H3+VOjVxx7uZwX2u9iL+SX155bbRaJkRIKNPe8C5hQsJB1/WTmhOXer+5pN1X3zUcyGkHzQCjlqnaummapi/oFAKEqH2WyVWy+WVApBQh2QjfH6OGakrNJDTXbqzh8zONEkRpY+9MKZ9P1v/QZjZo5NLOgTvxJuAI67G2qD5t09WJpYe7bz1n8XZ2X/7d1dehaf5zb+9FreJgl/1l1Nmwz3pAUml8Euv5wrpohWrgnzZtGUKVrfbYoh6Lj+mqFtv0KB0Vvgjr+wedMkA3nF1Uf956MzF8pU02//LG7MBBd1+rnEJIqKJvumcxwbM/X9fvlWjMT2a5d50XOQaEL3sgnfOQNDV8Cx7TJwh9YvLwHX9n7fqj0X9zz8x1JbxtrU5a9ol5BcMrnqtKo5t7+6CrVsdMrxBCsM9SjyhJuyNEUmwZIYRz0aJY0mJ2ym0zyBFCkk/N9+5aOk72jPrGEiurEmv14v/mXg53Hu8cjmUjwZzXXBffbMHZXoKQ7E997hkOv3F2fISosjrDDwEO49BIV4VAoBuay2nhZnIBaUqML52EGr7FSWtT2YG+FyuYEMxN25olQtnJH4KY4OC9Tnld1+gcJoRwL6xqSazQ3jjbq1C50R0hBP9mVZaWtDsXCCEELzg7S5BA1nzdHQzjkKOjjKLE+w3DLzkSCY1eqEB7dEO/k5CjXSKI7j1lVaKKdmcOSwv7+s8wfkwIwdNDLRWIUpomWELI5pcBkVKEZCF8C872Eoq/mWIkCR9mX/xoapKiEnnXg7eYEEJwyucTs1Pu/zLIhQjJtOa7w5ZzzT0jc9M3m8Qf06756B2MhFLF0e6B/sx2f/Cb44wE7TW6F6LdCks6nQuYRNtzFUZ3/N2UddEKFePnx2cIGplpTAiJzNnbPzKMLPKpEc2/5Nr+eGhuOLuuo3f45rrwfeZImR14xt5aiQRN/CciZNauV0Wv7d3mRa4B4cseSOc8JF2TLp5mGgXRoWB4xtZ0yOqPvq+trUUb8ZiqULn6ysMgh8nq1D//OfmS0VLiBn03vVZRU9o1GsYbtpxaTRY+QjY21KbJq/i/z/XfOX/2m4n5pPfIxM2SnIkP9nhDzRSjEqHk6N99tr6A7pv9qUtsvfCFHO2S0nrLr7EPyxt5g9k76zYqUJXJE9lYaOGAw3zxu6csjoZ2/GjJJZ+8uHCAUSGq3OiOcK8cV776zjOPowG+o8b3bROZs7dJUEmN8afoGMRNLwMipQjZufBhn6V+/X3MP5b8KN2DCqkQIUQpzjBuvtGXC6RJtA1rci95zQ3xqvXF0fNlaI9u6GXGu2Mu4LhykfGwkdg4Ev5Qy37rEaqyx70cTzle+KbIylNTjTD6Uo79TOMBo5slmQgfISkWFF8fvumyAy+7eypRab3Zs0IICdn11bFrez95kStA+LIH0jkPSduHj3+Xk5xxhsLTzIlPba9iiZOQFfi1o/NjCiFK1nTZ/oLFrIuuTt3tbP2WhGQtfAghJFCZf0lult2W8OW6r8vWF6CnDWlKLFn4Im5jeVKE8rV0Es33d821woQjrOvDh7nZibvmLr3hrK5amLHwxf8XnvX8w3zutKHrePU7CXD89n6HTEDVfDkWSjTxtJcBkVKE7Fz41icOIRuadDEXcNINYkR93Ol4jUn6REstfPUmzyIh/FO0Rzf0a8a789cS9Nw1n9Of7dLVRJ/h9e25ZE34yMo00yRAVJlhhJ20fHLQ6sdk94SPpMuOaJN32fnRxUjI3q6Ijh3medd5kTtA+LIH0jkPSSt8BC+6LlagMu33P/QePu8MxR/r5KzgZtz9nXUiCqFytfnBcHd17A12A0lbjrM4W+Er/fx8V03JejkoROFLWWLrhM9jqkKCKtPTSNLvpfohGy1CqN7iix4gsdC42TGTqubU4GQI86fblvDhmbGeozX6wUk2QgKM6h0EOJ4bo+spJO9wBteKY9PLgEgpQnYufBtem0iqQRv8uxRCtWbvKuui0yXaxiq6f3TISyW6v79gF6dt+kp1n3fp3xnvTvDswx7Vfv2gl8X8JWmYALehPZckCB/Bc8OtEgoJGnTH9zcPvcZkF4UvbXbEKuHLtDdHbzY1WSZjY5nffV7kEhC+7IF0zkPSCx8hKx5zfSklksiT5vhMaNJ1X7/sChFCMOvpb/4ICY4a/u+6pJ7EZHGy/1Kfd3HDlp8PzUWybdKlH7O/fKMUCPiubCkOUgDC1242NaQssfVNuosjhjKKOhBvWF8N2U8JBU3MqxeMWpwwJ1dCoS2OGMqopITfhvA9Do2eL4tf7bsIcLw0cbWOEsg67vO9p1Zfjv8cXF7c9DIgUoqQLPrwBW0aSlibVCmVXviqTJ4IX2+X6vlMkSCR0MOrJ7+8aqJ7zLfcQQ7Hqv0y2f2PUUN1PLdiwre4oT2XJAofIfMuei9CCJWdH11cazXZBeFLnx2EELL8xFgpoKqqq9c6+uDNH9SCA4QveyCd85DNhC/aaBAfusGzlhWc62JN1AVxeLSrtOz8yPPvm8QUEh/sGrg3NuawmU40XnwYwim2HF3Eq15zLRLWmJ4us788GH+D1wvfst96hEIVzTb/CvvCfrlJRqGS5lu/czghnRYnrU1iJNUyvuheBSZ89GP/zZQlRlafmWuFqOaKZ/kPz4OJt5j/pHW0621sZIO8zjS+FOv0Ju/4R4DDmH1qVkkQ+oQeck/5b+sEiKr7izv0h89p1skESHljMvCvl0s4A+F7ODP0uQCV1vW4Quyk09wsQ6VK67OAL7D9ybUzY8Vjri9FktahqLmGfZbzFt/i3KaXAZFShGQhfNhnPSAS6u2htR+tFz7MjpvV5SiWKTiQ5vncUMO3NHG1ruZLV/ISHRnv/vuQbg+iGnrcb1ifw6z7CKFG64t7JxBKbs8lhMw526vjnXlXJy37KGGN6Sk/hoKERw2l8fxLH6BbCt/cULrsIIQQEpkbOiFEZdq1jj6RzR/UggOEL3sgnfOQTYWP4LnhU8cHp+MvmEs+p7VbJaYQtVdvvu91XBBRlapzf7Va/9KqbrVMzGMSYSf6tDIhQgiJ9uqu/JMfm8+56A1bErLy60BTFYWEMm3fU5+LnzeAkuuvMQ98S5gQgtlxi7aKQoiSfWZx3+2W1moMV/usVqtRK0VI0GD49vaY52FPgwAhqlLd/Z937ty2xg5ivnPnjqVdQSEk05lujXme3DbpPkKoRK43O1743IOXNFIBEigNN6Ln2n2WfM6MLuCe+7FlY4kRsjg50CKjECX7LFpceN472KWs/kRnON+mOdZqHoluiec9/acVIgohSlSnbz9WIW3QG60PfOzchPmYGCEkqm/tc45cO0QhSV3XDy+8Dkt7PYUEMt3lW0+ePrl1WScT8H/QF/6fB+Nle7PfqC5HiBIpTvU9undtXykS7V+bLGKXCfutRwUICRS6CzRN092GE0oppWECXOz7N/VlQKQUIVkIH/96tId28W2sSz4nY26vEyGEKKnisEqlaqgWIUokb6Jtz2JTeaZKNBx0D9LRHLw26PQtEBJ5az8tRglQVVrLOIsz3Z2d+JtaTCEkUbRefzRydR9FlSKEUBntWrNTPOsevNbeIKao6k8vfffzLCYEv7I16az+5eh8S/QRacLSaqkC9OvBJ0+fJJ89PmnLWvji+VTZkTDTSsiuL01a6mPzB7XgAOHLHkjnPGRz4QOAfAYipQjJRvj4uvH9CW2su0WE9Q6ep28MD33PMAzD3DAbz+kUjbHlMT4w8LK7pzqpovRDA4QveyCd8xAQPqBwgUgpQrITPkIw6+ppujAc2M2V0/Db+x0yVfJqbGGf5eyHKXx4xt6qpl3z7/s6cggIX/ZAOuchIHxA4QKRUoRkK3yEYC74yNx52RnctfbGiMdUhcQNtM01xWKCudlfnAN0yxf3grnpLvKeCE9aDlNIKK2uqmi5s+t1pHkFCF/2QDrnISB8QOECkVKEZC98OQDPe/o7G6RChBBCQmmdjmaeBAt5bbFUYC5wv6dZ00zf8rI5nbH+/QPClz2QznkICB9QuECkFCF5KXzAhwUIX/ZAOuchIHxA4QKRUoSA8AE5B4QveyCd8xAQPqBwgUgpQkD4gJwDwrdNMBdwu14mDYSCdM5DQPiAwgUipQgB4QNyTm6Fj5txM723nieO4I6wnu9aFRKEEEKSOsPtyXW9JFPssunPY2D2af/JY5q28wbdwYbW665g3MnCAUdPY/2Rtu6zugZVx2B84sl1uz8bNBxTatu6DX9S1mmNjlcJA51iC73wVFx0LSYdInU6L/mc/Sa9QoQQEihav+7PdCJczPpdw1aj/oj+1jQheHniSi1VfoT5bZUQQrjgkF5M1dFjbzM5VDGTE+FbHjfVloqPDPhXk3+O2SnXD1ajXqm/Hdy1k+UczPpdduaa4Xy/d4kQgoN3msWlcvohu+WeKViYMO2nxMcZ/25OCpEF4aB7kNbWiiip4vDhhuqKatUJQ/eJBu1gwoLvEdZ3z9x2QEqJqxsOH1ZUyhRH9YYOjeLLDeuUcLPu/7ZEJ3/dm2rehj9GDdUIISQ9Qvc5fEuYjx21TCRVNCiq96r0bTqFLroW1HrWPeOEFKPwhYPuwcu3fk36MuBeOYzaevWpboOuQXl20Dv/gY0VWMdOhY+bcQ9dN7aqqqU5XWAnxW261TbxUGADo3dHd3W+GGBn5Er4uBk3Q6tlwoQ1lwghBAduflpztLv378zANwblHoRKamh+RZa0u6T9edLpfIy2MroQC54b7dorVvd5lzAheNHdUyM4aPYukuiizJUtQ9PrgwNPD7VUVcTWyOIm+5SxXQgheJo5Ut/ey/AM3nKtj+306bxxPcMtwdysd8SsFcb2wkHHxSb9lbE3/OIDS97vWrXnbb7FLQ5T9ORE+PBr58WW5iuP3q67gbhZ74hZI0RJCzNmf7aF+fkcjodb8DkZk+6jtcdq6Zm1Vddpe7Gyk6NxQWdPU/O1sbd5MMotOp1+uarnQWwK/XBw7K9qMYVqzd7o1xUXdHTJqZLqZqsn+s4ZYb1Mq7wk7cJ0/IJyCAm0tnVTN+C5oWZ+zYHornjFa66nKpptfm7teg4lT2eWsHvSM05IcQlfOOgepNWVFFpX8CG3cZ+g3uxdwdGFJNaWp/sw2bHwhd6+ftyjSH/j7hIbb9OttlkLBcw+t3Wd/WbiA3f2/CdnwjcXeMNOWRuTLY119/zJ6I7NY734mK4QIOEpe2g1/S7pf74GXnRdrED1Jg+vQXjZ3VPJL4iH/UyjBNVbfNH7bM7ZXrGxio4EbRqqVGn9LfpTzkWL4pa26DU31ve4UtYL8uyq8MXOX+BrNL933nWTbtLysrtyQB+j1aepE9q1cyQvg/thwM0MtUqQoKJrJJT0zEbm7G2S6Hci5vyMVkxRdVcnkurdI6GxL2tEXaPhVE97TPgQddgymahuK9PMcal0j2BNWfjF5TVrfz7sZxrrMy/nohK+N4G5lSmrMln48DTTKCiJr61KFpztJYLYO/mHSTZNuu9kCe3swKGH9MEzQ1DP917JZZPuxq+Tt67BB4G1LGVddDWiPrMFI+l32fznPBvidW5IJ0AC3dBcgFFTic8Bf5yaxHX8CCFkccRQRlF1f3GzkejbeVKlIIUQQpSsoa03ZbV0zoUPs69frwknZqd/m4WnZgtyJnwR9vVMCvvfXeHD80+vHBYk3tI5YcNjhdmXv73Z8SkxO/P6vc9jxb9GUkes/uX1v1rxmA9ccnGEkDfO9iqUtEh6DOyzHkjT9sq5aJGyrX0/hZLNY+WpqVZjuXFGtKYsC27jXoQqEhoTVkP2L07ZZ9NedvIzXkzCRwjZsMY94QKMlkoK/ClGJULx1WI/RApB+JJv00y2SQiFlWnm07Kmm4EP9i9YAKQRvgjrvW08ebKj+6xOUS7T9k2wEUIWfE4rrSpHSNzQdWdi4vvWanG17ordt5Dm2FvWH8w52ysSGlk22WXzQ7EuuhqhRutUrDGK//Ytv/TwQVcpSqi6Izg82lWKEl4coyz5GZ0YUWLVV/fHbnfV7+8Yji6OjFnvj4M3zPTn0bknxU3WyfUvmZkJH17y/WimP2+Q1pwb+J5W7kGIEtXRa5Oic68cRp26+Wx32/FjyhoBEqkYPxd8Mtijb5AKRbSLI9ys61uDpjbmguGg6/pJzYlLvd9c0u6rT1wAGkgtfBHW/8hmNmjkinMDf++QlyBxiy2wlOJWDzBqmaqtm6Zp+oJOIUCI2meZDM+4B3v0DTJqLVfDAcdXWnWLofu09tiBjwUIqZgA+2KYPiDg/0bxxcSju6R8rDYSeevqbVaIEKpQtV+grW429Y54yefou9ypkSvO3Rzua60XIUTJdDd+eeW18V0ghDLtDe8STn/etccKz471GTRyEYVUTCDt6dLdwOGg+/sevVJKVdOuf2d8VevY/AHJ8G7HC87OEoQSKvVTEbLrhSgpMdbgZsd/Tt3dlnPRIs3AE0YrQEjSZp/jyxAvui5WaW3TY3SC8PFtDgiJPknXaTh+wcnPeJSiF775UUNV8h+I/0naZvEPgF0RPszN/mzWlIuV5yx3HvvZCCER1vP3dlVjs+F8m6q6Qt3jiFZapPmOt/fSJ5RSccfA8JdKMYWQpO78/SBOcZti9qm15Yi27bhCXKHsvj3JRpK3SQyF6Nc2nrIqU/eBBd4RKYUPv33QVatjplcIIdhnqUeUpN0RIoQQzPn71QJK0vrDzL/6jxzqe7GySZhtJXyLj+mKiibbFN56l80PFfZZDiFU0e6ci23uokUIiQyMdX0FW/Q3G1+F8PyE5TMZhRCSqMxPU2Q0nvcyp+UUEjQy6/oAZlzDt+g1H0CoRN5qdQcXWfdf6ihBpfHJMiEEv3Z01lVGG6GW/FaNIKaJnNdcl/BFEh7tKuV/FXK0SwTlRnck+hwlfHwgnfBNPbEZFAhREu21e8O9Hc2mkRf3Nt7q877+M4wfE75zZwWilKYJlhBCuGfmunhXGS7o6JJXXhgNRWLPRbSGL7mCdu3dO/1jtRH+HSZaw7fJ87jg7CxBAlnzdXcwjEOOjjKKEu83DL/kSCQ0eqEC7dEN/Z5+9+THKjxqKEVIxQTSbp/+Bo7+ij9URleV6lOnP36mdztf2Y9KDaObeEHEY6pCKVNgUzgXLdIwgdlRQzVCksboHTJjbz1oGP1jfbBE++0hhCix8gvbZgMO1j3jhIDw8U9NUg03/0R8YN0PktgV4QsHhr9o7PxH7H0Ir0xaG8uOWF4sEkII57c1VyBZhz3IpQ0FPuOova3Wn4Mrb909DRRSGN3s+tsUT9maKirox4vRLhSIkipUtGMm6VZODAVCCP8IUWWGkQ+4YT7PSSV8XIDRUuIGfTe9VsVRGu/XsvjC0iigZNVybfQuSsvmlrYSsP2pQsv4k97UdyZ8fIcPJFD3+zlMSIR98a1GiFC92TGwHeEzf649164SUwiVq83jqd7L5130XiT4fGguqWImY+FL/hRrjYB8p8N4H8RkY0iOwrVfca8cV776zjOPo1+B0OcviTRNuutupM1v9cicvU2CSmqMP8Vu9ISWk+UnxsqSKtPT6K2Q0KSbRvg2P9c6EoVvsx3TySUh/J1DlRsfT6XdPeUNeePx9rbnW7GTfpXBVblT1W2mP36mdztfbusfcDzrvtXbXidACJWr6EGX7Zxo58LHrXiu1CCEaq54VjCeZho/6nEv41TBEg66v+uokyCEEFWltaSMlHiZgPCB8GUrfB0Dd748+U3iffbG2V6VUN2NVzxXapCw1vz/vkz7kCc9rum+ila95tr4zxdHDGWUQDc0R9b9ITd+bU8xKtEW1e9ALkklfKyLrt6sN9KKx1xfmmLow3o2sTTMTdtaPrk0FopktsuWrcP8JAhCSqo4rDyo+eygFAkqjU8WN4x+4Fy0KKmRN/qRvRZNmbrfz2Eu8KBHVY5QZat94yrKfAXb+p5VWQvf+j6IGQkfIYSEZz3/MJ87beg6Xg3Cl0xmwrfZrY7f3u+QCaiaLxPu0rUwTEo8konwbfVYJZEofJvtuJVaIRFtH027e8ob0sxsb/sdCF8619rk+CSzu52v7Ecl7c4NHU3WHAL7LPUIrQ0Xy5CY8BF+KBiqNoy+nrQcO2j14U3fJD3WE9UUQkje4Uyz5jwI3/oSSKrhTvhJylb4D4SshQ8hhMRK88Ta3GURt7GcSnqYF5ztJYjS/OfNtA955sIniL3vTjEq0TaEL78Hl3zYpBW+tHUPBL+93ymXlKLSOtN42mnxCNnE0jA7/s3JL4dTDIDYsfAlsug1H6Sog2bvIgnaNJkM2gjZ9cI1C+QHakRv4OQLD492lW7oOJy18PFZttY9JSPhwzNjPUdr9IOTbIQEGBUIXzLbEL6UtzqeG6PrqfVf0mt5xbloUWJn0AyFL/1jlcwG4UuzY6bCl3r39MK3je3fifBlerfzleUIVfa4l9ddf0KlUeSpqUqAULVh9I9UB4lfSQwG+yVjAAAgAElEQVT+cuPCF636RYJDx49/1MrX9ycJHzs+eHcyQUzC07YTEoRSRUrqMil64YsEbZ/BoI04mQlf6fHurnqKqqfH5qKFxN/oVSbP2rBIFy1CQv3//kfahzwj4SPcy+GOjylJS/+L0Mq0rblSa/Gy67dJJ3xp6veBd0Aq4eMrnBKruBYn+y/18fPS4aCz81P6sWe4tRIJGjdt1U1jaZyPaTmZMPQhHPhp4jXedJdtCB8/4UJpdHo/7GcaJdQBq39b07KsvbFgbnby+dqQ2HkXva/e7Fn3jpm18PFD0tbGDGYgfP7F0fNl8UOB8G0gM+FLd6svLE1craMEso77/JR7qy/Hfw5ySR3yAoyaSpiSbWvh2/SxWk+i8G22YwZq5fSk3T3lDWkZ3t7270D48Dbudjxla5IiFJsDb43EVsKVgK1FjCjx+i4lhJAI63k0nnI2wTXhi40FRmv9kZKEj3PRFfFRHWufGoQvLRtKAE8zjQLRAWus8Q+mZdl009gzxk6YlWK+lx4hJDoheOKQ9ZBdL5Q0Mr/8kvYhz0z4CMGhhz0nL14zfWk033bH1znYXPhWn5lrhZTGVkDT039gpBI+ggM3m8QUEh/sGrg3NuawmU40XuSnR468dXbVd9x/iwmeudMioWLd5lKSytK4l8Md+2r0Vwei8xgzA71dn/aMLW6yy2Y/XwfmAv/okEvkHWudVjdMvCxLHibCbzU91FIhOBAdg4JDjo4yfn7maZtGgqgqzeXbo66RoWuntedTDA/MWviidYqU/NxwIExw6BfzEQEqUdC3x6dYnFr4fpsb+lyASut6XCF20mlulqFSpfVZwBfYtM61iMhM+NLc6ssec30pWpvoNeyznLf4wklhiGfsrZWI+rhj+CVHIuwvvSoBQgp6aHzq337rAYqSNNumV0I++2WNTIhKPrf9Hk7/WG2El7xPTJ4Q63nkfsqk2zETtVpJe97UN+T0NrfPvfBFtnW3Y3bcoq2i+H7n8ac12hk9NgkU/n3k4iFxdIBIOLbjix+v6dVrXd6TWXC2l8Sr4cOTlsMU+sTk4ZuO+c4e8c81xagkMr4+kpBojSCl6BqZhSbd1KS4KzZMvCxusQU+2PZcslujdFcmrY1iQexVhv9viZx+xGJCCDcz1FpWd3ViCacPo8yEb2ncVNdAu9ZPQb+F8C0420sSLB5456QUPkIi7ESfVsZPHr9Xd+WfAQ4TsuAb/lIl3qPqeTSLCZ4dudggRqhErr/unt2Q3ks+52CvoUGMkLjB0Mvcds9iQvAf7p4GCq0jFpopd9nk50lgbnbirrm1rvqwYf08CIlLqx1q7U81ApcQzD4b7NgvVXxm6G7TKo/FDhJhfQ+spj/TNE2b+u2eYKpvqfRLqzHm9rr40mqOiYkfejSVCInq2nsdL3zuvlY5hZBE03Pft5S44pxof2e7ulSq1Butd+7cvEGrxQhRcr3Z4VtKeAAxO25WlyNEiRSn+h7du7avFIn2d9lfQucInlTCx826B2lVOUIlcv1VxulbIiTVrR72W48KEBIodBdomqa7DSeUUkrDTHqd1m6VmELUXr35vm8JY/Zpf2u9iF8ksPP0sVJZg95odU6y8RHfVJXW8mC4u06uMVwbdM/ilI9VSvDK5ECTTBjr7J9yR7zkc1ra6ykkkOku33ry9MmtyzqZgL+8F/6fB41aKUKCBsMN5/Ngysc5PsuSwXLbHcQJgpXmdMNpbuDxieihSuT6a3fu3MrsqnzJurbJ8X3/s927nYvNoUNJFYdVqsN11fIDOoP5ljtxrYZwYLS3rUEWSyShtKHN/OOLVPnAzbpt19qVYlRSrf3zd+4gJgTP2JoO8U0HCz7HdVpdkbC02h+jhgZV22mdWqs3XDCcUMoqjiav1pj4qR9Yk59xUlzCt+Bz/te3BqUAIUGD4Vvm7tq3SeLSag1t/Z4PfJmGnQrfks/Z/6VGKkACpeHboSee+xcbxAgJZeovLA7fEomw3u8Nyto63dnutiZ1699G49OypAwF+1caqQAJ9rX3Ol74XX36vRSiJJr/uH3ndtJt+nZYL078KhfKtJbH7nsJ2ySGgtnhW4j2t/jQtT3PSSN8hQbrGeq32V3+reaEzAnvMp05Fy1CUv0mM7gChJB3v9LGB0C0e489zUwxwLujmIQPiJJNDd+7BrPPmPOXrMN3BhmGYQasZqNB98k+87PNBkHhGXtrfaP1Oejee+QDEb73yrtIZ27W+9PzWQ5zLlqUchUBIBkQvowJz3rHvbNhfkVBaG/JB0D4ipDCET4cdHZ8vG71Auy7/tlmwhcODH/ReOZemnHqwDsChC973kE6R9zGclSqMHw7YGhsTD1HIJAECF+mRNzGcopSGAYGupSNf0uz+AfwTgHhK0IKR/giT01VAkED/d98mxo363V+d77lkiN1lydCCBd0Xu7sg++t9w8IX/a8i3TGrP/h3UHm+7tJnZCAtIDwZUyE9T8eGmQG744HYXW+/ACErwgpHOHjl2uL9X6lpPt09ODaQF0gjwHhyx5I5zwEhA8oXCBSipACEj6gUAHhyx5I5zwEhA8oXCBSihAQPiDngPBlD6RzHgLCBxQuEClFCAgfkHNA+LIH0jkPAeEDCheIlCIEhA/IOSB82QPpnIekEj5u1m37Wl8nQAhRNbrLN1NMGE4I4VdcMLc1SEtE1ftVhxUyWd0x/dlzGnWKhV5w0H2rNzrp7sYl+wghiyOGMgohgVR9oY+fVpd75TAelQmkikN11XKV/uxnisaUi5hnCmb/9fDOdaP+iP7W9DZ2Wx431ZaKjwz4N5s6a2HCtJ8SH2f86Tpk4+WJK7VU+RHmt1VCMOt32ZlrhvP93qUM9t0ZXHBIL6bq6LG3mWyNWb9r2BornKSr3REhr93pZVcJIauBf37vSr1S2hoZFXIKIFKKEBA+IOeA8GUPpHMekraGL8CoUHxBsBTg4L1OeQlVfcIam9kfs8+Y1r1U+pX9+CUqUMJqyDEic0MnhAglLC+06DUfpCQnbNNhQkh0uZR6y6Zz30UW/ghtMjQbs/7HZq1wu4sp49fOiy3NVx5tWBwpES7o7GlqvjaWcm1Z/jBBx8Um/ZWxN5gs+JyMSfdR7MNuve+OwEve71q1522+TFZVxdysdyShcBKudoesvmI0R7565HXSR/7m3VLjMirkFECkFCEgfEDOAeHLHkjnPGSHwsf5GK0UUUrTRJLb4dBDuqbGMDqfeqeo8CFqn2UyUQKwn2mskkpL1oRv9Zm5Vph4djzNNEpSryzL/57zM1rt4OZVgMlr175HMlzz+p2y24Xzh4tWoByvdgORUoSA8AE5B4QveyCd85AdCd9qyHlGgpBAa5tZXyWz7Ld+qk4jDZyLFh1sbd9XitBe2hWXQrziuVJ7wHTjQvWaA0XcxnIKSVqH1qZTnLWf+sIeSl1ZhFn3FaV4k/rItQvYidNE2NczW06GitmZ15vPxozZ16/5w6wXvq333RGYnf5tNtOW4vWFs3a174aMCnkdEClFCAgfkHNA+LIH0jkP2ZHwzdr1UoRKldbfNn5B49mJh76FlOfiXLRIZX1i0wkQJWkdnovuPO+ilVrbszE6QfjIvIveixAlqjsz6N1qMXj8xtV7QiFASKpqp41W9xvWe9t48mRH91mdolym7YuvisE7zeFrgxZtFYUQEu0/73yNCV7y/WimP2+Q1pwb+J5W7kGIEtXRziBHuBn3YI++QUaJYpWLODQ5ZNSqWwzdJxpk+1r7n7I4HHR/36NXSql0NXaYCz4Z7NE3SIWxw8SF781W+xLMTj5gvjZoastPXO3v+ESEEBLt77K/jIownvf0n1GpWgzdp1QV1Wrj/QCHCeFmXd8aNLUxgYukKxDCvXIYderms91tx48pawRIpGL8yVe74LP30ieUUnHHwPCXSjGFkKTu/P0g5j/XWN/JT5svfdN76bii/oI9EJfL5YDLoq8WIoSEqq8eBZbJJsdJLGTW5+j7qkNTKz03ONp3SiGiEFWlvfF0xnuLVldSCFEy3Q3vWkFBpBQhIHxAzgHhyx5I5zxkJ8IXeWqqEuygRZJz0SIVE+DHZwiamOkVQgieG2796IvRxZArSfhi/fYQQmiPssvm3bwCjG8tVjEBQvDbB121uujBfZZ6REnaHaGErSh5p20yhFlXT10pqjJ5IoSQRa/5AEIl8larO7jIuv9SRwkqjU+WCSHcM3NdCYqaGjcz1LpH3e/nMCGs26hAaK/RvRDbfZMCwZzXXIfQBuFjt9wXs1PjQ7QCIUp+yur+fTH48Iq6HFH7jO4QIYuT1qayA30vVjAhmJu2NUuEspM/8DYWHu0qRSIVM5W2QPBrR2ddZddICBNClvxWjSAqiMlXy5cAtbfV+nNw5a27p4FCCqObJeSNs70KlRvdEULwb1ZlaUm7c4EQQpYD9jPV1WfsgWWy+i/mSJnwCPNqdZPjJBfygrO9BCHZn/rcMxx+4+z4CFFldYYfAhzGoZGuCoFANxQfAwKRUoSA8AE5B4QveyCd85CdCF+0L95OhY8seEyfICSsMT1dISvTzPGPjE+WCbtO+AghhJtx93fWiSiEECX7zDKRvqpvTfi4AKOlxA36bpqmafqCTiFAqLRrNIzJ+lZL/owaJsCtb2NN0EdCphiVKOoii4/pCqlu6Hf+nHh27Lr5jpeNZNQnL8CoUgvfdvfFK54rNYjaQ4+FQ452SWnC4ux8wTaYvUsJH3YyXYEsu3sqUb3Js5hQhLHCSTpjQgkkbRYOOMwXv3vK4qjwRUts9Zm5tjLWdW858OgrlcLsXd3kOMm/Sir8dYUzxahEUcUkhECkFCUgfEDOAeHLHkjnPGQnwod/tdSX7KA/fkz4CJ5mGgUIlZ0fZb2WT5qs/mWSUvj4s7FPrc01FEJIds6ZbijrmiWwLro6XWe+LIUv4jFVpTazdyl8hIRHDaUIqZgpt7E8qUsiXnB2liCJxjad8GE9aQpkyWtuiH38DYWTkfARQjA3O3HX3KU3nNVVRwfZrHrNtTHpTGaXhG+tICBSihEQPiDngPBlD6RzHrJt4ePe/PZyZsJUjxBVZhhJM+cH/z0dI/E7nj8gnrG3ViIkOaQ7+lHz0BwmycK3yrrv3E2cT4Tz25orENoTr13bcMJk4YtV6aXaaufCx7loUepreLfCx7loERLq7W89piokqDI9jVsw56JFMRFPEr4UBcJ//EMWXzhF4WQkfNzsmElVc2pwMoT5bdaEL+XLAAgfsAuA8AE5B4QveyCd85BtCl9kzv7FyaHfceBmk5hCYh3jX1+Rg9lfHoynnr9tTfgIXnRdrEAIoWrD6B+EkHU1fJyLrlgb1UFiX/yZCB9fcVXZao8PIF6c7L/U510kWQsfmRvSCZAg2oePEII5/+2rd6fxOxa+uSGdoExre4UXRwxlFHXA6o9+1NWQ/ZQw1jky9mG9aQpkPsBoqYQ5EbctfIsjhjIqaZu1Jl1RrfnZhgHVIHzALgDCB+QcEL7sgXTOQ7YjfOGg+3pzxTGrf5kQLjhiVIopSn7K6o5NnYJDvh+/blZ/MRxIORUIXnB2lsQnT159btlXimqueFb4/8+PGqrWvtoDjApV6we90Xk68Iy9tZKSd4+ka9Ll5+2rueJZ/mPiPz+XiygkPtg1cG9szGEznWi8+DDEz4aSpfDhoLNDjlBJte6yzTnqtF1u1ponlvC7qeErabXPx0ZXCOuuTixhftCGGNXRrreYEIKnh1rkdaZx3sHjHzZm5+sLBM8Nt0ooSn5uOBAmOPSL+YgAlSjo2+NTLM5E+OaGdAJE1f3FHfrD5zTrZAKkvDEZ+NfLpfAr5lMhqj1lf7VKCCHLgXuM/dUyCB+wK4DwATkHhC97IJ3zkFTCl7i0mlRxWKVSqVSqgwqpECGEas2xhRMwFxgxtx2QUtGWW0p6oM18z5dyOC0Ougf/2t6wB1Fy7SXGPcsRws3Y9IesPkwIWfI5+i6opYK1pdXCo4aPVG3tOrVGb6DPnWioqlD3OFJ7JM/i5ECLjOLHdsz9e6JPKxMihJBor+7KPwMcJoTg2Z/69HspRIlV9KDb98Jh1stLECpX0XcnJn7o0VQiJKpr73W88Ln7WuUUQhJNz+07d6zdKjGFqL16833fEo4u+EYhhCQK/d9GA2FCFnxOK60qR6hErjc7UkxJg5d8D6y0WowQJdebHeMT0e3FDYae84YLFzbblxASFT5Bdf1hzekLbdoDzV+PxIsCz3sHu5TVn+gM59s0x1rNI4Fo7WOiUUXYVAVCSIT1fNeqkCCEkGh/Z7u6VKrUG6137ty8kXi19q80UgES7Gvvdbzwu/gylGj+cn/y1YT5mBghJKpv7XOOXDtEIUld13CAw4SEvMypaoQQElbrzXZviJAFX7rjTIw744V86SvT5f+loBCS6Uy3xjxPbpt0H0UL54XPPXhJIxUggdJw44FvCROIlKIEhA/IOSB82QPpnIekreED8od1TbqZkdif70MFIqUIAeEDcg4IX/ZAOuchIHwFwLaEj5v1/vR8lsOcixZRR6z+5Vxf3XsEIqUIAeEDcg4IX/ZAOuchIHwFwHaEL+I2lqNSheHbAUNjo3n8XS6O9u6BSClCQPiAnAPClz2QznkICF+eg2d/7jcc5HvUXWOifdc23YH1P7w7yHx/1z2zrSbgQgQipQgB4QNyDghf9kA65yEgfEDhApFShIDwATkHhC97IJ3zEBA+oHCBSClCdkX4wkGXfdT7/OGd60b9Ef2t6d2+yPcJDt5pFpfK6YdpJ3rCc2MXmztsz1lMMPvU2tLS4/4jo74fXNDzI3PN0NIxtHEpo4UJ035KfJzxhwlmp1x25tr50/3eCCEEB4aaZZT8z2Pshrk5o6wERu+ObjYLw7sGhC97IJ3zEBA+oHCBSClCshY+PD9h1rf0Tfyb9T82a4VJqxN+ECw9s7bqOm0vVtJvgllXT12V+tJfu5UfHbB4N9kycaelKdd/G9VpSowLOnuamq+NveWWfA8Yk0621u+Y9Vo7tJ0230paq8Tsc1vX2W82WS793QLClz2QznkICF9xEA48cr9M935dsECkFCFZCt+Sn/l8H51yKvaiAi/98o1SQIm1TGzhoIzItMS2P5UUDj2kD54Zyo96PhC+7IF0zkPyRfgwO+X6wWrUK/W3g+/zOnLP8riptlR8ZMCfrF+Y9buGrbvZvrT4mK4QxNYzFlTQj9MsfFzAQKQUIdkIH1550XegRGebSVyW+kMUPsy+/O1NLgZtbV5imJ15zc+8v174IuxL/+wWZrkyzXxa1nQzkAe1fCB82QPpnIfkSvjw4h/z25kBjpv1jpg1wo2r935w4NfOiy3NVx69TYo1zM16R3azfWllmmmubzczUe648uPNeXeBSClCshG+P0YN1ZSaiSsFry+Hrw1atFUUQki0/7zzNcas/6HNbNDIpZ0Dd87JKUrcdDOw/Lurr0PT/Ofe3otaxcEu+0uOELI0aTfTJxpk4nPfDdOHxPEjEEJIOOi6flJz4lLvN5e0++qjS9DsCDw/YTml7bhqtfboqveoGI9v+EuVmEICZdcPk0uE4NlHPao9Eo35ySyHZ8f6DBq5iEIqJkAirPe28eTJju6zOkW5TNs3EbMxtUzV1k3TNH1BpxAgRO2zTK6m2TgZzkWLUOn+7q+N6koKIUp21Oh4xZFw0P19j14ppRIXx0Qi2sXhGVdfl0YuRkjDBMKbnwJPWZVoL+2a32FB7R4gfNkD6ZyH5Eb4lvyMXrtdcUlaRLUY2c3qhhWPed/hTLtiFywQKUVIFsK34GwvocqN7rhl8JlDyTttkyHMunrqSlGVyRNhp9z/ZZALEZJpzXeHLeeaex785jgjQXuN7gVCVqasjaik07mACcGc11yHEL+m+Ap/hMoe9zImIUe7RMCfC09Zlaii3Tm3sw+8OmnZJ+bryvCK56rS6I6QBY/pE4Q+MXn41Rhn7fqjsX8TEh41lCKkYgJvH3TV6pjpFUII9lnqESVpd4QIwb7+M4w/tvx2BaKUpgkWp9l4HZyLFiFKrOqx+2aDntt0gxhRB83eRUIWveYDyauhx2v4+IXSNQNP721xCs5Fi6gyw8h7b4wA4cseSOc8JAfCF2Gffq0UbF9cikj4IuzrmY1TIu+e8EXm7G2StQWOR3ZeuZDfQKQUITsXPuyz1Cc/YMmPHOuiqxHSMAGOkClGJUpoksRcwHHlIuNhI1Hhi262zmwSjsC9clz56jvPPI4K384f7IjHVIXK1VceBjlMVqf++c+pVULwNNMoiHbUwDO2pkNWf/wZjybpjceMlhI36Lvptaq80q7RcHw7PiZKaow/LRIusMXGKUsML7ouViBqDz0WJlyA0aQRPr5YVBe61VudYopRiVC9xfe+8wqEL3sgnfOQVMKHl3yOvsudGrni3M3hvtZ6EUKUTHfjl1deG62WCRESyrQ3vEuYpGoxwG9dvc0KARJIVadp+u9udpUQgtmn/e1HVc1nu9tUFRV8IwBPOOD4SqtuMXSf1h478LEgLnwp20MWfI4blzuOyaVnbo5eb1VI+Cv5ZcZjo4/IKISoKu2NZ0uEEC5V80siqds00p03gRStPf/7l2cZN5uEZ9yDPfoGGRX/KuFeOYw6dfPZ7rbjx5Q1AiRSMVOYfTFMH+D/TXDQPUirxFQsPTNpeImw3vuD1mv0CaWUQghR4kbrZPoRcoULREoRsnPh2/hGlbHw8VsHPXfN5/Rnu3Q1WwsfIYSEZz3/MJ87beg6Xp3Nmxx+7ej8mEKIkjVdtr+IviniGXtrJZKccYbC08yJT22v1p7vqPCZGbp6kxdo/PZ+h0xA1Xw5FopErzyDt+31ZbjgbC/hU3tL4fs/VCrpVqdIVezvAxC+7IF0zkPS1PDhBWdnCRLImq+7g2EccnSUUZR4v2H4JUciodELFWiPbuj3dI0A6zNh5bm1sTo29j88bTshQdUn7QFMuKCjS155YTQUIQRz/n51XPjStofMOdsrEPqoue+nIBcJOc+WIYG47ovhQJjgudGuWiT4fGhuJeRM2fyS8PFStWmQzc4b33N9a4/uROv/VZNpswkhhHDPzHUl0UzDrx2ddZVdIyFMCFnyWzWCWLkll+FaDGbY8JJwvc+Y1r0UkjQy/g/P+CBSipCdC1/EbSzfqfDh2Yc9qv36QS+LebPZSvjwzFjP0Rr94CQbIQFGtVH4gjYNhVKR1Ogcu9AZd39nnYhCqFwdXTCRr10r037/Q+/h885QwhiwROFLVUtHCCF4boyup5C8wxnE8StPt3HihawLd85Fi1BJu3MhQ+Hb4hRTjEqEUnz+dw0IX/ZAOuch6Zp00wkHIfyzTJUbH0+laQRI3nc15DwjQYcsvtiggZWnphohqjV7l54YK0uqTE8jCaeMCl/a9pDkV+ikVOEDZ6/RvZC2+WU9iW0a/DVk0g6TWBpbtoRsOMXa7njZ3VOJ6k2e2MkTyi1N+Wfa8JLE4mO6QiDQDe2wC1EeA5FShGTRhy9o01DCWvOzuBxlLHx/jBqqE575LYVvZXH0fFmS/WTRpOu+ftkVIoRg1tPf/BESfD40FyGEkBWPub6UEknk60bgR5PUMmxuQKiy1T4Ti4fFyf5Lfd5FQvDSxNU6SiDruM+PHVt9+fBv/+vjNBuTDcdO+Cwhu15YprW9wlsL3/954oRii1OsPjPXCimN7b3P1ADClz2QznnIToUPiWj7aJpGgOR9F9zGvcnKNedsr0DUZ987rtRueFdMOGDK9pAthS8WOCmbX5JJbtOIs2U7TGJpbNESkuoU8d2XvOaGxGvLQPgybXhJZn7UUPVBdo6ESClCshA+7LMeEAn19niVeMbC9/uQbg+iGnrcb1ifw6z7CKFG6+Qr38uFNMIXnhv6XIBK63pcIXbSaW6WoVKl9VnAF1ja/gfmXBdrokqHw6NdpWXnRxd5ZVqZZpoEa0M3kj4VUjHTgZtNYgqJD3YN3Bsbc9hMJxovPgzhqCkiSetQdHqasM9yvtfRn3rj9ReTWGLhaZu+MtpfZEvh0ww8HtjiFAvO9hLRAet778IHwrcLQDrnIdkK39b9ehc9pnqUUI8VffyFp4b+8YUIldRbfsUJu0W9JG17SEbCl7b5JZH1bRr8D7dqh1lfGpu2hKQ8xTp7S6j7zFT4Mmh4SWZ+1PDRHnrsw5uXBSKlCMlC+Pj69j20K4wJIXj2pz79XgpRYhU96Pa9cJj18hKEylXd/4/1Py+oxBSi9uqvDTp9C4RE2Im/qcUUQhJF6/VHI1f3UZSo7oL9hcfeo5UiJKhr73V4/e7renkJQjJNz4+TQbdZXY4QJVKc6nt079q+UiTan6I3cQZwLlpEVarO/dVq/UurutWSsBwFnhs+dXxwGm/cAUWnZZno08qECCEk2qu78s8AhwkJ+61HBQgJFLoLNE3T3YYTSimlYQLhVBuvB7NP+9sPSMW1mvbzBv3xZvqWl40QsuBzWmlVOUIlcv21O3duW2m1GCFBg+Hb2+5ZvObBm54CL7t7KsUttkBmC3/kEhC+7IF0zkOyED6nJ02LwfqBXKPny1Dia9usXS8VNDKvXjFqCgm0tuj+azGF07eHZCJ8U2mbX9bY2KYx/nNwObN2mMTS4GvpMmw2Gf85yK1vn0V8e8j6Mk9T/pucLpHw7PPJtVlOFx/TlYfNGxpnPgAgUoqQbISP71G7P+H5+RDhXLQIJVZkvm+ir/j20KZr/eAZe2t9o/X5+9c9EL7dANI5D8lC+FwraVoMVr3mWiSsMT1dZn95MP4Grzy3NpYj+ZcuNkIIwTN3WsoOmCbY6Dgz6uOO4ZccibC/9KoECCnoofHf/HfStYdkIny/pm1+iZOqTcPiW8ysHSapNPB2mk0svnDSCIy54VYJRcnPDQfCBId+MR8RoBIFfXt8il31Ww9QlKTZNr0S8tkva2RCVPK57fdw2tMlEsIzpW8AACAASURBVLRpKETJmi7fGXGN/vc1ffP5HdUs5D8QKUVIdsLHLyPbdGH4A5yIPDzrHffOhgnnokX50DCKudnnP3lnOcK66GrqgHXTYWPhwPAXjWfuBd/3RfOA8GUPpHMekkr48JLPaWmvp5BAprt868nTJ7cu62QCRO3Vm++/8P88aNRKERI0GG44nwdT1tCv/DrQVEUhYXzSEMw+GzQcrq77zNB9WqM+bR6d5v0Ds0/7W+tFCCEkqes8faxU1qA3Wp2T7L/HU7WHPPM6Le2KUoQ+0pluP/GM3TLpZAhRcr3Z4fW7/8uoqURI3GCw3Bz4MkXzy1rCp2vT4DCb8rwJthSfJCWptSfjZpNJr9PaHd3dfN+3xLGe71oVEoQQEu3vbFeXSpV6Y7/TF8J4fsLyWXSuGcuD4e46ucZwbdA9i1OeLhkc8jm/M9E0Tf/ZZP3RM/vhfbVFgUgpQrIVPkIwF3xk7rzsDH5Yb0ERt7GcohSGgYEuZePfUq6T8W5ZcBv3ImqfYeBbg/K4OaElegNc0Hm5s29849yk7wsQvuyBdM5D0tXwAUD+A5FShGQvfB8qEdb/eGiQGbw7HsyPmdYx+6+HQ98zgz+4gwX20gnClz2QznkICB9QuECkFCEgfEDOAeHLHkjnPASEDyhcIFKKEBA+IOeA8GUPpHMeAsIHFC4QKUUICB+Qc0D4sgfSOQ8B4QMKF4iUIgSED8g5IHzZA+mch4DwAYULREoRAsIH5BwQvuyBdM5DQPiAwgUipQgB4QNyDghf9kA65yEgfEDhApFShIDwATkHhC97IJ3zEBA+oHCBSClCQPiAnAPClz2QznkICB9QuECkFCEgfEDOAeHLHkjnPASEDyhcIFKKEBA+IOeA8GUPpHMeAsIHFC4QKUUICB+Qc0D4sgfSOQ8B4QMKF4iUIgSED8g5IHzZA+mch4DwAYULREoRAsIH5BwQvuyBdM5DQPiAwgUipQgB4QNyDghf9kA65yEgfEDhApFShIDwATkHhC97IJ3zEBA+oHCBSClCQPiAnAPClz2QznkICB9QuECkFCEgfEDOAeHLHkjnPASEDyhcIFKKEBA+IOeA8GUPpHMeAsIHFC4QKUUICB+Qc0D4sgfSOQ8B4QMKF4iUIgSED8g5IHzZA+mch4DwAYULREoRAsIH5BwQvuyBdM5DQPiAwgUipQgB4QNyDghf9kA65yEgfEDhApFShGxb+ABgZ8AtlD1QhvkGZCNQ0MDdW4SA8AE5B26h7IEyzDcgG4GCBu7eIiQj4QMAAAAAAAA+MKCGD9hN4BbKHijDfAOyESho4O4tQkD4gJwDt1D2QBnmG5CNQEEDd28Rsg3hy7B6EADixO8cuH92TGIZQjHmCcdglC5QsECkFCEgfEDOAeHLHkjnPASEDyhcIFKKEBA+IOeA8GUPpHMeAsIHFC4QKUUICB+Qc0D4sgfSOQ8B4QMKF4iUIgSED8g5IHzZA+mch4DwAYULREoRAsIH5BwQvuyBdM5DQPiAwgUipQgB4QNyDghf9kA65yEgfEDhApFShIDwATkHhC97IJ3zEBA+oHCBSClCQPiAnAPClz2QznkICB9QuECkFCEgfEDOAeHLHkjnPASEDyhcIFKKEBA+IOeA8GUPpHMeAsIHFC4QKUUICB+Qc0D4sgfSOQ8B4QMKF4iUIgSED8g5IHzZA+mch4DwAYULREoRAsIH5BwQvuyBdM5DQPiAwgUipQgB4QNyDghf9kA65yEgfEDhApFShIDwATkHhC97IJ3zEBA+oHCBSClCQPiAnAPClz2QznkICB9QuECkFCEgfEDOAeHLHkjnPASEDyhcIFKKEBA+IOeA8GUPpHMeAsIHFC4QKUUICB+Qc0D4sgfSOQ8B4QMKF4iUIgSED8g5IHzZA+mch4DwAYULREoRAsIH5BwQvuyBdM5DQPiAwgUipQgB4QNyDghf9kA65yEgfEDhApFShOxY+BZ8juu0ugIhREkVh1UHFVIhJd2no2952cguXdvChGk/JT7OvPC7h64bW1XVUtrF7cYB/eFdusL0YHbK9YPVqFfqbwd3sn+E9d0ztx2QUuLqhsOHFZUyxVG9oUOj+DK7EkhgedxUWyo+MuBf3aUDpiet8HGvHEZtvfpUt0HXoDw76J3H0V9EWM93J9VNbd1ndQ2HWvvGglzsNyQccPQ01h9p6z6ra1B1DD5jMVnP0riprlzFTKW6lgjr+a5VIUEIISSpM9yeXH+7hoPuwcu3ft3iJuZm3EzvredLCT/CXOC+sbFB3XbeoDuo7BjcvQeBEEjnvASEDyhcIFKKkKxq+DgXLUJIFNWwcGD4nJxCVN3ViaWNX8I7gAs6e5qar43NvH37+nGPoiR+pmwP+HY3v4nTnGrWO2LWCBFSMYHt7xx0dMmpkupmqycqDRHWy7TKsy+BBPBr58WW5iuP3u7K32pT0ghfyG3cJ6g3e1cwIZE5e5tE0jo0wxGCOT+jFe83eRYIITg00lUhU1s8S4QQghfdPTWCg2bvIiEEzw23SipbhqaTPwE7YVJSSJRS+HDg5qc1R7t7/84MfGNQ7kGopIZ+GIruHw66B2l1JYU2LWZuxs3QapkQoWraxa79fPEnY01ZvdmzQgjBM/bWKknLnZndK1tI5zwEhA8oXCBSipBdFD5C8CubtgyhasPoH7t9nVOMSrSbuvMO4Etn28LH6w61wZsjobEva0Rdo+HcC9puk1L48DTTKCipt/wa/TwLzvYSQQX9eJHMu+i9qMrkiWo56zYqkEBnm+EI9jONElRv8UX3mXO2V6CKi67FeJngpYmvG5WffJRa+Fh3z5+M7lD0f4uP6QoBEp6yh/hKzvCbwNzKlFW5hfDNBd6wU9bGZOFbmWaaBOiQxcdXHuMFZ2cJ2ku75rdfWqmBdM5DQPiAwgUipQjZVeEjrIuuRmkqV3YGZmdes5FdFL7YAXPPDoXvjbO9CqEyre3VerPDPusBHRPYReeNsK9nUjSJ7japhI8LMFoqyZmmGJUI7aFd//PMXCtMKLfI3NDnArRHN/Q7DjBqKvEu4AKMBqEa2hVzuKVxU+MF50S/KvVN+NY1+CCw9nlZF12NqM9swYT7IcCoNhe+tfMmXDz2M2px0m4BRoWoPfTYbvUegHTOQ0D4gMIFIqUIyUUNXw3tChHud1dfh6b5z729F7WKg132lxwhmJ18wHxt0NSWn7ja3/GJCCEk2t9lf8lh1v/QZjZo5NLOgTvn5BQlbur/+efve/RKKcV/rcaFD3OzP5s15WLlOcudx352mfXeNp482dF9Vqcol2n7JtLKXDjoTjhggFHLVG3dNE3TF3QKAULUPstkit5sEdb/yGY2aOSKcwN/75CXIHGLLbCC2af97UdVzWe721QVFUeNjlexL/pwwPGVVt1i6D6tPXbgY0Fc+MJB1/WTmhOXer+5pN1X3zUc4NJ4VsiuFyKEGq1TKxt+x82O/+xbwimPlrZs+U8xcb1Fe+aa9fplXQ2lYgLcjHuwR98go2J/PMz+OnRJp24+261XyhSn+z3zGId8wxcboh+Bm3UP0qpyhKpp17+XfI6+y50aueLczeG+1noRQpRMd+OXV14b39YplGlveBOqJ1MJ3/yooSr5Y/I/OWTxPqBFCCmtU7EDcC5ahKhy45OF0a5SVKq0/hb7DQ6PdpWieDUhO2Fq6XQGcYBJI3zrmHO2V6Baszfx774z4QuPGkqTrjn6k3qLDy9OWpvE4ibr5OJW17MZkM55CAgfULhApBQhu9qHz9GtoCixlvFzkZDzjATtNboXCFmZsjaikk7nAsbs1PgQrUCIkp+yun9fDD68oi5H1D7jk1dT7v8yyIUIybTmu8OWc809I2/xotd8IPa1Ghe+cGD4i8bOf/DChN8+6KrVMdMrhBDss9QjStLuCJF0rB0Q+/rPMH5MCMHTQy0ViFKaJthUu0TYqSc2gwIhSqK9dm+4t6PZNDrz/1kbqw9YvCuEEBKetp2QoOqT9gDm+95VXhgNRQjBnL9fHRe+kKNdIig3uiOE4CmrElW0O+dSXmLEY6pCWxlHqqOlLVt3iKw+t+z7OGonK09Nyq/cEUK4Z+a6WKdAPD3UsldtfcERQpafGCsFiD96UiVlouXwTZYCWfN1dzCMQ46OMooS7zcMv+RIJDR6oQLt0Q39vvHOSbh/phiVCCFNQoUlXz1cTT/+2VJfwt8wybfZ6BSjWVd/nHAH4qWJrxs777/FvLRlIHyLj+mKiibbVJJ670z4AowKJdfmrl3Z4qS1SSJrGQDh++AA4QMKF4iUImQXhC8+SheJajVdgx42QgjmAo4rFxkPG4kKX/yrPekLFa94rtREW742Ntomfq3yv+0YuPPlyW/GY62QXIDRUuIGfTe9VlNXukkvtw3f0/xYAVRSY/wp/bfxur1WQ84zkrXeWoSsPDXVCFGt2bv0xFhZUmV6GkksHV4CuFeOK19955nHUUVLqyP8TlsYR7qjpSvbyP/f3vn9tHHm//7zB8yNL7lAQrIsWUeRogj5ggit4IIoFUcQNbKsNJUFUXJs1OYYtopJIiBVYthTJtrEfLd1uo3VDaKtyWYO3TrZ0BTa4KxCGtzWUfDJuhvchQSnmELwd/DaYZznORdjgw22+WGczDCf1xWx5+dj5z0vPz8fOipLNA1/HgvHKY1P/eP+1EuaXmka9Z6vUL03OCdeuDDrvea8/ogneYRPfGf5LjI/uxBnBEY0RpHNCZ93fpprUoE2KaAk8rivqQRK63sfTecRPrExVxyOsyHhWwq5f19h5iZXVbVuv/DlvYoNg+ksQVD4EPmCkaJAtrcPXyZC2P+185z1bKelJofwpVq+jFxoI8IHAKAxOMdTk2HwXrZqM53kVj+nyfztDp2KqbkwFsnTq2/VXos++/5MU5nztFcAc/zLkUv70j1jdR+++Kz/lvPcaVvnu1W5dYQEe+sB0kYS5CLb0XKWrTjsF4CpNH00HEy2ei8XeNTvqM/+KW5d+DKOl034RL1bK3yNrqklKjwdsR/VMSXltYcMhmPH364AqLX7+MyTLl9gmcH14KHYmEuXLyC/8BFh2t3y5sUsn/vWhG9tf03xlfRG3sLAdJYgKHyIfMFIUSDFEj4ye6/HeNA6EOCJ+HTMIXyCl1VDiXU4shHhK3u3u7OeYerZsTmxz5aXrcpbpbeKzOc0mRtj6xmo7lgWhY3sRaN+Rz1AvcO/XCfIe9kqKDk1eOsPakgbdpouAWRmrOdojXVggk+soyOJh45K1TojnXMdLWfZUkrjYd/VjjotAKNp+Mt4xjgY3stWwUoNX/qtF0/4EmH38eyDNlZ9mkt+Z30ZI87eEnabsg7aGP2GFX8OrMaUdYwL4R98evLCUCjbgIqtCR+ddpu0OGhDaaDwIfIFI0WBFEn4no/aqlJv5BW+uUGLShyRupEmXdbLjzsNGtB1DIcFSmMBpx5gb+vw8nxn0Yn+i32BXM2zGb3QYuMf1zEqXcdtcSK6l08e/BjO+pRf9XQn0dGuXaA+5ErNDUJnh63lqkbu6VOugQGV2Z28mhVbEndJHWGd+qelkLtFA2JXyFUimuD93z+YF3IeLVfZJnyffOSNU0rJQqD/PV2yg91ygYvDYFNNqJRSGpsc6P16Riim8InTsqQV48q0LOnEJjmLZlnxySTXqGUOuSZXT8sSmXrgXWGQrYXSWvaG1/vz7NrBMUKQazmZNoQiHvph/NnyVlsUvqVprknFHHFNvhBvDqdlUQIofIh8wUhRIEUSvl8HLbuB0ff4fuODI07L7wAaXRNPg08WxQdqaevwAqGUxiZdppLkhHMbEz6BLE24GjUq0YdI6KsmDQOatzqvfTc2NuJ2nGg8vzyP7lrSDrjkd9aXQXKmX0ppPNjbtdItL9deIks/uxr3QPUFL5+glJKZmy27DjnGeUpmhlv3AvNGx9ATgSb4f14xqgBq2cEHv0zefE8FZXU93gg/4XE266DM4HoUCoZi2c5Hya93zx/WQGl1q8sXTl4S4R9/e9nacOZWKOln2Y6Wq2wFL1uTmqwuPmorE6sPVwpcbNoGpsbi+Jvn/ojbYTVfehCj4kQwatCecE9H+eDwR6ZKBsqb3VPCdghflomXNS3uUPrY5Hho6Fy1SizPZDGsmXhZt3rUBc2r1MKToY4DNdaPr3FJrl3pfKdnLJqx7xaEL8vEy5qmr0KEUhqduNai0xzs8jwrpHUX01mCoPAh8gUjRYFsWfhWllaD8iNs7999s+mPyAQ//pcGDQOgrW397Pu7Hx9gGHXdB8OhuPhAVVXVv206/UGb+VDzJ3dDcUrCvgHWqGGA2W+9POAJLlK6GPS4WOMegNLq/2X6361tpnIVqAy2zwd/8t8+r9cAlOga/tA78nN4vM+sKwEAUO+3XPpHzulO0g9o/a8/n3hDBaCqtXzAsizbbTthKGeyNv8tT0dSWm39mPMERUUj/KMB29tVdcdt3adNDaedo9NC8vWH/a31anHZrjOnj5Xp9Fa7yzPB//cDZ8MeAEZde6rv++8uHyhLmzMlK/HQ6JU2vY5JNk2WlOvbnN8+FkerED7H0bKWLRXtrERnPHvZ9Zmj1dTc+4D/T9Dj6k4WuPN2MPZSCN22N+xlAEBdb3XeTRVjgk8Wb4nO3Ocb+kN5tcl2+au7o0O97fUMqHSWj67/9PCn6x9ZdCrxUI8nfxywm8sBVHrbF6niyiF8mUur6dv6/ctLq8Vn/bec1oNVhs609dZSJbOytNrh1v6HWeYRzCV85LmvR8+sbvZ9U1zSg9LFoOdvn9sMKgCV3vY593XmVzpFLOgZuGLTawA0etsV7oZvNnkBGUur6VuvplZJifjsBxjY2porK2A6SxAUPkS+YKQokIJq+LbChmpQkC0h1bLNKXzZecn7b/W7v/VOvYI5oV8RJNh3ON+EQeuD6SxBUPgQ+YKRokBQ+HYQUi3bTQrfDoMI4Xsf5xojsmEwnSUICh8iXzBSFAgK3w5CqmWrdOF7NvFLwav5YTpLEBQ+RL5gpCiQVyp8ZPbHfttbGgCm2nqZuxOM7Zgmu9ePlMtW2cK3PWA6SxAUPkS+YKQokFdew4coDxS+wsF0liAofIh8wUhRICh8SNFB4SscTGcJgsKHyBeMFAWCwocUHRS+wsF0liAofIh8wUhRICh8SNFB4SscTGcJgsKHyBeMFAWCwocUHRS+wsF0liAofIh8wUhRICh8SNFB4SscTGcJgsKHyBeMFAWCwocUHRS+wsF0liAofIh8wUhRICh8SNFB4SscTGcJgsKHyBeMFAVSiPDFw97PTppOXLzy6UXzgfrOoZBAaGxi2Mme0Os0564OsYc1AKA+2OV5RiiJBb91su/py2vOXfuSNewGYNR1rCcsUBIJDp3Xq8TV5YVZ3wBr3ANQxXoX+OAtVq8BMHEhgcz6BtgGTXIlicXgyBcfdRyrLn//q9HPWmu1ACU68xf/nPG72SM6BoCpNH/xKFa0UkM2BQpf4WA6SxAUPkS+YKQokAKELzLSrlXtsfsSlJIplwEq2j1zlBIh4KwDYKpPuXwzS7y3p64M9vb4XhBKowHnIYDS6laXLxzlfR/WMaq99p9eUEoFL6sWhY9SKoQ4E0AV6+Up5b1slSh8lK5aOmzO014B8Lvmvh/CQiLiObsLVJq6PwyF4pTMjXbuA9V7g3OFrmeFbAsofIWD6SxBUPgQ+YKRokAKED7h6cilP131L5Ck8KmN3BSlq7Qs3djSTS5T8rYifHneEo+w3+5b3LZyQgoAha9wMJ0lCAofIl8wUhRIgX344rP+W85zp22d71ZJTvhSJ0JeNyh8hYPpLEFQ+BD5gpGiQAoQPjIz1nO0xjowwSdoiDOi8CE5QOErHExnCYLCh8gXjBQFsmXhI9HRrl3LUoXCh+QGha9wMJ0lCAofIl8wUhTIloUvMTf4ngrK6nq8EX7C42zWQZnB9SgUDMW2IHwk6DqkBu0J93SUDw5/ZKpkoLzZPSXQF5OuIwxUNLsnl/jHwx816Rgobb7+q0A2JHx3f+ROHjN1DARipAhFh2wUFL7CwXSWICh8iHzBSFEgW2/SJfwDZ8MeAEZde6rv++8uHygD9cHOr4Zv9pjLAVR17VdGApO+z6zVpQA6U8/Q+Pg3Paa9AOq69isjj4O+vtZqBkBr6rkdjNEEP95n1pUAlOjMfb6hP5RXm2yX3b5ZgfAPes2VDACjO97r+7q7fJ/J9smAL/jY09teWwbwO4vjxk/+sesOiw6AqbY6RwKTvr/ZTXsBNPpjuwAAQGtyTxexCJH1QOErHExnCYLCh8gXjBQFUkAfPjlA+Mlv2Sbb6PPXfSGKBoWvcDCdJQgKHyJfMFIUyM4WvgQ/3ney65uQgE26rxMUvsLBdJYgKHyIfMFIUSA7W/gWf/H6w2h7rxsUvsLBdJYgKHyIfMFIUSA7W/gQSYDCVziYzhIEhQ+RLxgpCgSFDyk6KHyFg+ksQVD4EPmCkaJAUPiQovPahE94OmI31zec6rZZ9IazA4GFVOt+gvdfPdnQ1NZ91qI/3No3ttLun3OXZUhs/OM6JjUf0KZJ8P6rrbVacfx4ne3GBJ9c8ZnwD/tb69UAAIy6rvP6RCT91JjOEgSFD5EvGCkKBIUPKTqvSfgiPvsBVb0zsEQoTcwNt2m1rYMzAqVEmOTMmoMO/yKllETudlboGnr9sXy7pBF74KgrW5kAcpOQ0Ffv1BztvvJX7tqnNsNugNIa9l6EUEqm3O8caOj+yzXur1dsb2kAmJoLY5HE8o6YzhIEhQ+RLxgpCgSFDyk6r0X4yDTXqCqt7/1Xsp5s0dNeqqpg70fpgpfdD5UOf9KmeJ+9FlQW94yQe5dl+HHHOwZ95VaFj/f1/N7uiyT/Fb3PVqig5NRwJPHC99Hb9h9SJ1rwsvsByq3Ds8t7YjpLEBQ+RL5gpCgQFD6k6LwO4RNCnJnJWF5vijOqYTfr/c8j576S1Dp+NLVmzG7L4JOcu8RFAySx8U8az3wzfs20VeGb9w7cCa201PJetgqY4+7wC95789vQ0srVe1l15oThmM4SBIUPkS8YKQoEhQ8pOjmEL8EHbthPnuzoPmup3aMz943zCUoXgx4Xa9wDoNF33hwf/7K1SlNluTQcXNzkORdGbZUAja6ppcxXDvcG7rBqAINrarnbnpdVA7PH/u2dXLsE45RSGnvgaPzAMx8PcVsWvlXMedorYJ8z8HLV62TRc6YU9M5AbPklTGcJgsKHyBeMFAWCwocUnazCR+bvdO6zcNNLlFIS7K0HRts+EqGUUiJM9jeoGG3rNzP/7j9yuO/x0hZmUpzijOpMLRMXX65i7//YW18KpWc8i8nDiqs6q1mXK9cuXp5SftzRcsYTJsmVmrdD+KL32YqKJvfUmttb8LJvaJq+SqsLxHSWIih8iHzBSFEgKHxI0ckmfEKIMzMavbWbZVmW/cBSqwIo6xxNNp5GH/c2qhhdVbW593E012Hzklv4vPPTXJMKtA2uxwKllEQe9zWVQGl9761rOXf579j4J41nbs8T8cq3RfiWQu7fV5i5yTUTg5PQV00VzdxkLP1FTGcJgsKHyBeMFAWCwocUnWzCx3vZqrSOdGtY8jvry6DivDe6tYVSRFdba2+NrqklKjwdsR/VMSXltYcMhmPH364AqLX7nuXcJTDmaPzAMy+O8tgW4SPCtLvlzYvp43CTCJPulqPs2Nyq28Z0liAofIh8wUhRICh8SNHJKXwrVXqrIfO3z1Rry6CszvEglnWLdUiE3cfzjsBIseR31pcx9c7AkpBrl9E73WrIRh5hzQvhH3x68sJQKL7mjYXxT892DT1Z65KYzhIEhQ+RLxgpCgSFDyk62YQvFnDqAfa2Ds+k/Cs60X+xLxCllFIS9px5h73vH2rdC6rGrbXqkmmuUaU+5ArmnmOFUhqb5Cwapl6sUcu5Cz/1wLvMvUH2TYA32cF73sDsVmr5hCDXctI1sXwh8dAP48+IeDFt77h+To0ZIULo4YNnyX9hOksQFD5EvmCkKBAUPqToZBM+SkJfNWkY0LzVee27sbERt+NE4/l7EUIpTcx7Ous7bs8TSmZutmgZVUP/2o5uG2DNLMqaFnfa1CeUxkND56pVb3Ss1KituwsttElXeDLUcaDG+vE1Lsm1K53v9IxFaTw0dK6mxnp55Y1Pbe84llu0MZ0lCAofIl8wUhQICh9SdLIKH6UJfrzPrCsBAFDvt1z6R0gglC4Ghy4YNbuNPd/PEkpm757XawBKq62f+bZQm5a+Tpq+rd+/vE5afNZ/y2k9WGXoXL14Ws5dVrbYuvCR574ePbO6YfhNhz/C+z6sW/1GSY3j4bJsYjpLEBQ+RL5gpCgQFD6k6OQQvtfFS95/q9/9rXeK39p4kNcCprMEQeFD5AtGigJB4UOKjsSET5ZgOksQFD5EvmCkKBAUPqTooPAVDqazBEHhQ+QLRooCQeFDig4KX+FgOksQFD5EvmCkKBAUPqTooPAVDqazBEHhQ+QLRooCQeFDig4KX+FgOksQFD5EvmCkKBAUPqTooPAVDqazBEHhQ+QLRooCQeFDig4KX+FgOksQFD5EvmCkKJDXJXzkxfilfcyeI9wvLymlVAgPWjVMHTs2n3MHftI7zF22dfUHtrS2KvL6yCl86bMcG86mzYFMhNBte6O+oa3LZnnL0DEQ4BOv/KqlBaazBEHhQ+QLRooCeW01fCQ8cr7JemnsN0IppSQWuNpq7nIHc62auhj0cA7L7yBjbXtEHuQQvjXrmGlbB2cESimN/mCv2VXv9C9RSsnMcGultuXmjIxmSS4CmM4SBIUPkS8YKQpERk264pJWKHzyI6vwkWmuUVVa3/uvpMgtetpLVRXs/ShdmuaaVHC4NxgXN1z0nCmF/ax34TVcumTAdJYgKHyIfMFIUSCvVfgI/+zZyvJWhJ/+ZTaee2sUPrmSJHLHxAAAIABJREFUTfiEEGdmMj7NKc6oht2sNz7JNWhAzXqX16oNcUZgdrNjeb4cOx5MZwmCwofIF4wUBfIKhC/BT3x90Xy02dZp1VfVtl718wkh/NNAj1VfXqJmvQIVZr2f20z71KA2clOUJvjADfvJkx3dZy21e3TmvvFk/6104cu1DSJFsgnfwqitEqDRNbWU+crhXv93tjIAg2tq+adAfNRWBlDfGyTRCVeTRtPkmsjV9L9jwXSWICh8iHxRcKTEQ9/7nrx83VfxOii68JGZmy27za7JGKXkha9nLzB77L4EJULAWQfL9TgkPtpZBmojN0Xm73Tus3DTS5RSEuytB0bbPhKhNF34cm+DSJFswjfFGdUAJi60XI/He9kqgCqWcxoBwMiFlvcXvKxa/K5EJ1xNWl3LNRQ+kVjQ0++w1qoBQFXb+kn/nWBsQ10dCT/pHXLZrUes16e3MIIKEdmA8CXmBlt/x97P+n0l/KOBrtPtZ01VjPZ/tv7l5tC2DEojQvjBYN/FVmN1eVoteT5ePHDsK9McuTaZ7xG46kuCyB5lCV/0PluhgiRi3yFKaZ6BgzuTYgvfgpfdr7IMzon/IjPez3qvi2Ua4owrwic+09VGbiLEmRmN3trNsizLfmCpVQGUdY7GSZrwzefeBpEi2yd8r/a6pUTudBb/X4i14xuECLOBu05zSWqvTY6gQpKsL3xkkmvUgrZteG5tE0TEZz+gto3GKR/ofRPgfxw/vpFBaYnF55G8/w+IsDD3zPdh7cb/x5BnnvMtzZe+n8+boJlfEkT2KEn4lqa55vp2J5fkpjck9g/KPXBwh1Jk4Us8dFSqsudOduHze9mqjIf9CsvC9yz3NogUySZ8ot6tFb5GV/Auq84mfOmNvMpjW4WP0pX/cZvbC0lnPeEjS/5LNQAA2kZucvWXN+Gz72HSsnEjfZSJMMmZzQPrR19muiLIWhQkfEt+54G3e3zPV/0fzD1wcMeyVeELu00MZENssU0heFk1rNTwpZNH+LJX12UKH1bpyYdswpcIu4/nGLTx1G3S4qCNVRRd+DY3ggqhdH3hW/Cyb1muOK1aBmou+Zcy82q1k60vfIT3XTJoNvRbd9PCl+CfzfDrBmrmlwSRNYoRvsTccJtWtJPyQ23OuyFB/ArnGTi4Y7/jxW7S/XXQshtUJtdkqmOKEBz4eHiG5BK+QMCpB9jbOrw87Vp0ov9iXyCaFoizubdBpEg24RN/XakPuYLZp2VhjrgmX4gb4rQsdKPCR2LBb53se/rymnPXvmQNuwEYdR3rCS9LxdMRu6Wh+Wx327vHDDUqUBu5ybwjqOJh72cnTScuXvn0ovlAfedQKisRStcTPjI31Lr/j97ocy+7HzK+wC9531/ZdmM5gKrW8gHL/ml48mWG8BEhPNZ38p3mi59eufhubf0Hw6E4Jb95r5yoVQGUG9tZu8v3nFJKyYK//32jscXWfcpYUdVgv538gFbSNT778IqpZLfBduXmvX/zJMGPf9Zifv+y67OPLDWMkQsJM76BHqtex6hZr7AYHL7CnjCUazquDV0waBgAbV3X7TAhmV8SZCegHOHjA7cHXJfZE4ZyBgAYTaNrYonkGzgY3LG/dYstfIl5zzkdAFPV7HCP3Pf8zdH8+0vjPKW5hG+KhL5q0jCgeavz2ndjYyNux4nG8/cihGYM2si5DSJFsgpflv4TmhZ3aInSLBMva5q+ChFKaXTiWotOc7DL80xpn/aGa/iiAechgNLqVpcvHOV9H9Yxqr32n15QSsmzkTN1ezvvRgilNDbpMqlSmphrBBWNjLRrVWKdPZlyGaCi3ZOlsl6x5BW+pWnu+H7Hw6VUw25J8+Bc+rc2Xw3fb572SkiW+y8uQ1lpu2eRpvo2rNTwRSdcTbsO9T1eIpQSYdrdrC3RnfwmnP5zWngydObdM0NPkmd5+XPvgTeSVRpLDx2GP/kSlAqPnHWlyUsR/2b2t7p+DC/N+3r0DNTaffyaLwkiexQjfCsQ/hHXup9JdrHI3Y985079Vmzho5TGQyM9DboSAEZd2+ocnRYoiQXvuNgGDQBTbXWOBGMZDUwJfrzPrCsBAFDvt1z6R0gglC4GPS7WuAdAo7f13vA9i2TZBpEoOYQvc4SUvq3fn31pNX3rVX9y2p2Iz36AWTWkQxlsWPgyWwZXFEEcI1/v8KdGp6U36eb49UWFpyOX/nTVv0CSwod9/jLIJ3xLfueBpmQtNQm6DqlhpdKaUppf+OKhEef5qw95khS+5Bd+lfBFRtq1ZSs9kOii3/EmgN4ZiCUPfq7/ZtfZT8fTBh4mHjoqSzQNfx4LxymNT/3j/tRLmmzJSl5K+t/5viSI3FGg8FGaHK6rsgzOofBl8kpX2hC8rBrKrcOzRTo+8hrJKXxbggT7DitvFp6ChS8WcOrT021DwkcppfFZ/y3nudO2znerUPgyyS18JOo9X8GU175tNBqNRuNbteUlAKmqVpF1+vARYXb8a2en1XbWUlWSVfgSPvuejE9E7PygNbmnxYMDAKiMzn+mP72E8EhnNQPAVJo+Gg4mf0eh8CkRhQqf2G5r5EJ5Bg6uNPLuNF638AmzgR9+nhWI4GXVq34BIzuF7RM+IoTvfXzywlBox/axyEXBwidm2Ur3lA0JH5kZ6zlaYx2Y4BM0xBlR+DLJLXy/edoPtXt+W3khMtKuZUD7vieSmsYun/AJs2MOY82pgYlIsuEpq/D5HZWgqnQ8XB4kt/KzOcQZAcre6+qsKWVqLoxF0ieFiYd9VzvqtACMpuEv43wChU+ZKFj4frebHYvnGzi4YxsMX7PwJXz2PVBWa/v8mq2x0fkAB4DtSLZT+J5N/KLIVVUKFj5xSNous/tpcoja+sI3GR3t2rV8KBS+NeQSPjLNNe7pGo2mx9nzUVtVxvwseYQvete2a3nGlpzCJ27GHHKljvgyMnyqRNXETS+lDn6f/+enBpUq2bGPUprwffKRN04pJQuB/vd0sNsy+CsKnzJRjPDFZ3+emF3u9BW9z+592xmI0nwDB3csr7uGj/CT974e4L782rejpztUNtvbpKtMChY+SuaGWrUMU31uKBSnJPJP5xEVlNayNx5M8SS78P0yN/ieCsrqerwRfsLjbNZBmcH1KBQMFbgWxI4hh/BFA863ysRhFiuI7a3AJEcp5RW+uUGLCpi6D32R50GP06JTgeGLidC/nyz+P+e+Eqi55H/x3H9nfF5caRDqWO88oZSS6cGW6jrHg1jGwcVtys1cUKCUCl625rxXNNH4qK2syjb6HIVPmShF+MJuEwOMrumjm3e9o3+/bG3uGk6NYcozcHCH8rqFD1EAKHyFkz2dY0EP52yvW15abWR8/Jse014AdV37lZHHQV9fazUDoDX13A7GaIL3X22t1QIAqA+eaW8oKzdY7a6bN7/6IscIKsI/cDbsAWDUtaf6vv/u8oEyUB/sXIlLpZNN+BYnbn5g0DCquvYrI8GUGZNY8M4XNoMKAGCPkf2/d0eHl0etXebuBGN85qC0wEPnMQ0AqOtb+zx3Lx9mQFvXORQSohPXWnQMMLrjveJQDLIQGOg0VL1psXW1mY61Ou+GhJex4J1+u7kcQKW3fX5jzH+vR68CYPY2dH82EviWVZfojGcvuz5ztJqaex/w/wl6XN1GDQPMfqvzq5tf9ZjKVaA60H5l5PGkt8+6nwFGa/qvGzdvrBpmh8gdpQgfiQQ9Vx0sy7J/dLi+9a+aXjTnwMGdCQofUnRQ+ArnVaYzjqDaILn78CGI1FGK8CFpoPAhRQeFr3BeRTrjCKpNgsKHyBcUPgWCwocUHRS+wnkF6YwjqDYLCh8iX1D4FAgKH1J0UPgK51WkM46g2iQofIh8QeFTICh8SNFB4SscTGcJgsKHyBeMFAWCwocUHRS+wsF0liAofIh8wUhRICh8SNFB4SscTGcJgsKHyBeMFAWCwocUHRS+wsF0liAofIh8wUhRICh8SNFB4SscTGcJgsKHyBeMFAWCwocUHRS+wsF0liAofIh8wUhRICh8SNFB4SscTGcJgsKHyBeMFAWCwocUHRS+wsF0liAofIh8wUhRICh8SNFB4SscTGcJgsKHyBeMFAWCwocUHRS+wsF0liAofIh8wUhRICh8SNFB4SscTGcJgsKHyBeMFAWCwocUHRS+wsF0liAofIh8wUhRICh8SNFB4SscTGcJgsKHyBeMFAWCwocUHRS+wsF0liAofIh8wUhRICh8SNFB4SscTGcJgsKHyBeMFAWCwocUHUUKHxFCPu+T+HYdDtNZgqDwIfIFI0WBSET4EvzUj8PcJ7bTfw0kKCWhwWYdU/3HMf5lcU63BRbHHQcZzbvcZJwSfso7zF3uOt0fSFDyYvzSPmbPEe6XPNdK+EnvkMtuPWK9Pr2Zk8Zn/d9xl23mjq/Dq9+SfomtkFP4hKcjdnN9w6lum0VvODsQWCDJNxK8/+rJhqa27rMW/eHWvrGwQDIPGQ/7Bj66/q/Eho6WzpaOvNGzLHjZ/bBMxXlvNNslbAlMZwmCwofIF4wUBSIN4YsFPdyHFp0K1KxXoJTyAVeH+Yw7uLRtz8uCEcKenqbmy2PzQix4h3NYdJC8WBIeOd9kvTT2W+5rJcJs4K7TXAJqIze1iXPGprx/txtLAIxcaPVb0i+xFXIIX8RnP6CqdwaWCKWJueE2rbZ1cEaglAiTnFlz0OFfpJSSyN3OCl1Drz+W3Cse9g2wDXuZVPmvd7R0tnbkdPKdhUxzR+rbr3AiA9e9oRwH2QqYzhIEhQ+RLxgpCkQawkcppVOcUZ3nSSstQpwxnxZkQfCy6s0KX2q3LMJHqYxKLKvwkWmuUVVa3/uvpKIuetpLVRXs/ahYT1bp8Ccr2XifvRZUFnfSq+K/heaWplyGzPLPfbR0tnLkdPKeJRpwNtb3ePniKDemswRB4UPkC0aKApGs8CX4J5Ozq5vbXjOEn3nGJyhdI3yEf/ZsnQd98YVPiiUmkk34hBBnZqCK9fKpV6Y4oxp2s97/PHLuK0m75cTc4Hsq2G0Z/HXliKuFO/fR4mkF8nILR04n31nI3FCrlgEAYHT6tiujoW3rvSeC6SxBUPgQ+YKRokCKLHyx4EjfnzpM+8rPDYz2napVM8BUmr94OBO4LradMTrLFwHx8ZnSl6UZb1+nqVoDYOJCAqUJPnDDfvJkR/dZS+0enblvnE9QuhgcumDUMKAydH4zEaOUzH7fY9ytNTl/mo1n257Egt862ff05TXnrn3JGnYDMOo61hMWH+tZT5FOPOz7ssdqKGdSD/ukFozFwj8N9Fj15SXZFUF4OmK3NDSf7W5795ihRgVqIzdF+H/fczttpn3l5/pvdrzBQHmTe4qQBX//+0Zji637lLGiqsF+OySqmyh8B7uu2I/qGABm78pbmy2x4SvsCUO5puPa0AWDhgHQ1nXdDpON3H6hZBO+hVFbJUCja2op85XDvYE7rBrA4JpKqZrgZdXA7LH7Vi5rtZblPlowTbzEwtzckdPJdxbCB74d+MLJvqcvLwEA0DS5JsTqxeiEq0mz8s8tguksQVD4EPmCkaJAil/Dt+hpLwXQ/b7PNyOQ3zwdvwNmV53tm5BASORuZ4VKZRmcozSzvkp8jpq4kEDm73Tus3DTS5RSEuytB0bbPhKhlNJFv+NNgDfF/liUzg5bjzr8i7m3jwachwBKq1tdvnCU931Yx6j22n96QWnuXdIRd18lfF6BEiHgrMuqCOTZyJm6vZ13I4RSGpt0mVLCN+Vz26oBQPuO87uveztO9oxOPnY17TrU93iJUEqEaXeztkR38pswSTmKptE+/Hg+PH6TPaSCsnqnf2kLJSY8ctaVArO/1fVjeGne16NnoNbu4zd2+wWRTfimOKM6ZagivJetAqhi7//YW18KpWc8i0kvE8sgo4RXa1nuo63UxlFK/rX5I6ezwbMsBLjT1QyoGrlpQkXh0+parqHw7ThQ+BD5gpGiQIovfBmNkkKIM6U9IKc4oxqSFSzp+iI+R01cKBbizIxGb+1mWZZlP7DUqgDKOkfjhCY7VCV7UJEZd9Nh1yQRcm+feeqVq8qzS8ZtZOyergXZFYG88PXshXqHP5pWDKkm3VW7REbatWUrPcOSLqt3BmKrm3Sj99kKVaqlcrMlltEEnLqeiY3dfkFsTvi889Nckwq0Da7HAqWURB73NZVAWs+5LGW+MRWjS5s/cjobPAtNdhZUvTc4t211pZjOEgSFD5EvGCkKRALCl3y6ZtWX5162KkcPNkrJzHDrXtC+74nEp7kT77ifEnHH7NvnEr48u+TefX3hiwWc+nQ5yCN8CZ99T0b3PrLoOVMKWpN7ek0fvjlPe0XqsJstsazC59/Y7RdENuFbvuBV8tTomlqiwtMR+1EdU1Jee8hgOHb87QqAWrsvTapWl3neo6Wz6SOns+GzUBIf7SzL2LJQMJ0lCAofIl8wUhTIVoUv7DYxkI3MHlF0O4QvZ4UTiXrPV8Au85ffXHm7yxN5mdwx+/Z5hW/9Oq3NCp94Cyt9yPIJn99RCapKx8PlchO8rBrKrcOza4SP97JVqUbJzZZYbuHb7iq9VWQTvkTYfXz9YRaU0iW/s76MSc6EkmJ1mW/4aJs+cjobPwuJj3aW5T/7JsF0liAofIh8wUhRIBKv4eMDTj3A3tbhmdSTMzrRf7EvkOoOJT6z1drq5NQYsdzb5xK+PLtk3MYmhU8c0bnL7H5KVoohR5Nu9K5tF8Mcck0mr+BlZPhUiaqJm15aI3yzw9Zyldk9Q7ZQYlmFL7Cx2y+IbMIntsirD7mCeSdSiU1yFg1Tz47NZajTmjLf2NG2cuR0cp+FCLMTP88uDxBZ8LIHUl0ttwdMZwmCwofIF4wUBSJx4RNI6KsmDQOatzqvfTc2NuJ2nGg8fy+y8ogWe2UtD92gubfPJXx5dsm4jU0KHxXn6WCqzw2F4pRE/uk8ooLSWvbGgymerN4lOuFq0kAd650XOycOtlTXOR7EVpceEabdzXvfSY333GyJZRW+qY3dfkFkFb4skxhrWtyhdEeKh4bOVave6Bh6slq/spT5ukdLZ1NHTifXWabdJi0wlaaPbox67w5ePm3uGkoNpo5OXGvRaQ52eZ4VUqiYzhIEhQ+RLxgpCqTIwhcLenrbaxkAncVxfcz/0w2H5XcApdVW58jjoG/goqlcBSqD7ZNLjsv/R5xmxfb5oG92Pq2zVIIf7zPrSgAA1Pstl/4RypxqjswNnXp3YHrltazbk1hwqMe0F0Bd135l5HHQ19dazQBoTT23g7H1TkHpYtDjYo17AEqrrZdv3rzhYhs0ACr92T93dbIfNGgAmGqrcyQYy9grwfuvttZqAQDUB8+0N5SVG6z2/pHR7/4vm9zlMncnGCOUUkoWAgOdhqo3LbauNtOxVufd5DWQBX//GX357mpTW7fNam6+4BbX8ooFPa7uzZTYYnD4T6ZyFagOtF8ZeTzp7bPuZ4DRmj68HYysd/uFkkP4Mpcp07f1+5eXKYvP+m85rQerDJ1rVkhbDHr+9rnNoAJQ6W2fc1/7ZoX1jpbOlo68/jUn+OAdl+OPLMuyjv5hf3iViTKQazLFjYLpLEFQ+BD5gpGiQIpfw7cVeC9bBSWnhiNSXBlWkki6xHIKX3Ze8v5b/e5vvVPbvmhF8Y68DiTYd7iwyW4wnSUICh8iXzBSFIikhI8Isz//EJgVKO9lq9L6tCG5kEeJbVL4dhhECN/7+OSFocLW3sB0liAofIh8wUhRIJISvkWffT8wB2zXPrcZ3nWOZ22SQ9KRR4kpXfieTfxS8OIlmM4SBIUPkS8YKQpEUsJHCf/ve4NfcgPf+MLbvBTpTkUWJaZs4dseMJ0lCAofIl8wUhSItIQP2ZGg8BUOprMEQeFD5AtGigJB4UOKDgpf4WA6SxAUPkS+YKQoEBQ+pOig8BUOprMEQeFD5AtGigJB4UOKDgpf4WA6SxAUPkS+YKQoEBQ+pOig8BUOprMEQeFD5AtGigJB4UOKDgpf4WA6SxAUPkS+YKQoEBQ+pOig8BUOprMEQeFD5AtGigJB4UOKDgpf4WA6SxAUPkS+YKQoEBQ+pOig8BUOprMEQeFD5AtGigJB4UOKDgpf4WA6SxAUPkS+YKQoEBQ+pOig8BUOprMEQeFD5AtGigJB4UOKDgpf4WA6SxAUPkS+YKQoEBQ+pOig8BUOprMEQeFD5AtGigJB4UOKDgpf4WA6SxAUPkS+YKQoEBQ+pOig8BUOprMEQeFD5AtGigJB4UOKDgpf4WA6SxAUPkS+YKQoEBQ+pOig8BUOprMEQeFD5AtGigJB4UOKDgpf4WA6SxAUPkS+YKQoEBQ+pOig8BUOprMEQeFD5AtGigJB4UOKDgpf4WA6SxAUPkS+YKQoEBQ+pOig8BUOprMEQeFD5AtGigLZsvAtBkc+YxsqAIApr33b+FZteQlTfsDCXg/wiU1ew+K44yCjeZebjG9yxw2S4Kd+HHLZrYb26+FE8U+XG8JPeb9x2a0G641w0U/173s3P7Nbj1ivT695M70EEvzUj8PcJ7bTfw0k0v+m6xWUEB60apg6dmx+3YvJKXzC0xG7ub7hVLfNojecHQgskOQbCd5/9WRDU1v3WYv+cGvfWFhIvUPjoZGexvojbd1nLXpjx8AjPvUO4R8N2I4ZzG3dtt8b6sz2kadC7uIRwj9xH934efVXNdfraRuEbtsb9Q1tXTbLW4aOgZVve8572R4wnSUICh8iXzBSFEhBNXyCl1UDqFmvQCml8dDQuWoGmLqPx2ObetgJYU9PU/PlsfnNmuIGic8GPE7TbgATFxKKf7rcCLOBu05TCYCRCxX5VISfvO80l4DayE2tvY6VEogFPdyHFp0K1KyXT/tboOsVFIkFrraau9zB6LoXk0P4Ij77AVW9M7BEKE3MDbdpta2DMwKlRJjkzJqDDv8ipZRE7nZW6Bp6/TFKKSVRX0+N6i1nIEopJXNDrdq9LYPThFJKpgdbKivY+1FKKSXCRJ8htdmqyxbCP3HsER2z8sXN+3om0R/sNbvqnf4lSimZGW6t1LbcnCF57mXbwHSWICh8iHzBSFEg2yh8lJKnbvMugCrb6PNiXGsB8F62KiV8rxWxyIovfKlTZRW+VUxxRnXqU0z/e9vIKnxkmmtUldb3/iv542DR016qqmDvR+mCl90PlQ5/0jN5n70WVBb3jEDJJNeohfreYHKfOU97BVSc90YJDbtNTJnB9UvyHcHLqrPeOxF++/W3paDLULZa+LK/ns7SNNekgsO9QbHKkyx6zpTCfta7kPtetg1MZwmCwofIF4wUBbKtwpf0qo1IxmoIP/Ns023BG2e18BX5dLmRjPCllUA+4ctfUISf/mV2/ZbxbMInhDgzA1Wsl0+9MsUZ1bCb9f7nkXNfSVoRJeYG31PBbsvgryTENTDpVyeEOBNADeuN0Ohd2y6GqfvQxycoJUsBZ332Gr60c2URu7y+Sya5Bk3GuyHOCMxu9m4w173Et61dF9NZgqDwIfIFI0WBFKOGr6Z7+ME9t9Nm2ld+rv9mxxsMlDe5pwhN8P6/thsbm21dbcaqioaekVCc0njY92WP1VDOVLFenoa4Bp2xrZtlWfYDS60KgDnQc/PWBaOGAZWh85uJGKVk9vse426tyfnTrEApJfzD/vajxuaz3W3GioqjaT23iBC6bTcfbbZ1tZmPGN5QA5i40GLG6baTrHcnEg+N/Mnc0GLrPm0+dugN1bYLX4Kf+Pqi+WizrdOqr6ptvernEzQlfG9fHug1VzIAoD7Y5XlGVhU4pTmEb+1m6Qiz3s9tpn0poSRCeKzv5DvNFz+9cvHd2voPhkMZFphN+BZGbZUAja6ppcxXDvcG7rBqAINrKiVLgpdVA7PH/tPiaGcZpFXjURIf7SwDsWotNslZNMBojH+6PXajs/5gx9CT3NWUWxK++KitLOPCkq/Un3eezXEvwfkJV5NG0+SaKLSyD9NZgqDwIfIFI0WBbGsfvpHuWobRmLnJ+Umf21YNANp3nN993dtxsmc0/GLC1bjrSO/jKKWUCpPu5grQdQyHBUqjAechgCrWy5Ng//vcZKpLVgUwBsc4T+mi3/EmwJtipy5KZ4etR5N/L/3saqw61BtYopTS+LT7hBaqTg6HCKUk/N2Z6rrO0TlCKRUeuxq0qRq+ldNtXzGSpZx3J4RHOqv3fjAaSVBKhMn+hu0WPjJzs2W32TUZo5S88PXsBWaP3ZdIfTpM9Rn3RITw3p66slQ76aoSyFXDl7+gRNkShe83T3sliGclv7gMZaXtnsW0TbMJ3xRnVGc2sou1sFXs/R9760uh9IxnMa15FkDNjk5xplX1xxnfQLIw3ntcxwCA1uh8yOerXNuS8IU4I2R+dsnT6436HPfinZlwNWl1LddQ+HYiKHyIfMFIUSDbIHzLo3RBvc/UOSBWL4lPx7RH52+e9sq03ldkyX+pBkr2OR+9TDbMpYtFYm64TQulNfYfxOckmeYaVclOUWTG3XTYNUkopS8jnve1K32qKF166KgpgX3OwEveZ69N7weW1qS79nSFk/vuXvxk31ta6XiYSC+y7RS+BS+7X2UZnEueecb7We/1wAJZ3aSbpwRyCd86BZV2/HhoxHn+6kOeJIVv1Q1uTvi889Nckwq0Da7HAqWURB73NZVAaX3vo+l1hc/5nvlcu1HDAOxpcD7I7XyvTPi27TuG6SxBUPgQ+YKRokC2tw9fGquEL+Gz72EyHpaLnvZSYEzu8BqxIPO3O3QqpubCWCTVe4zMDLfuBe37nkh8mjvxjvspoZTSRZ99f+aDds7TXgHMcfezh5n9wIosfLnv7lnAuS/dUbZd+BIPHZWqrB/BKxQ+SikRZse/dnZabWctVSUbEL61w2jEVxpdU0tUeDpiP6pjSsprDxkMx46/XQFQa/fxa3slCl77P3AjAAAGh0lEQVRWnWzk5QO9pl0N/ZMCEUJ3eox7APa2Ds/kUL4tCd/az058xeBwdee+l20C01mCoPAh8gUjRYG8MuF76KhUpVW5JXcusQ5HVokFmRtj6xmo7vCE057WJOo9XwG7zF9+c+XtLk/kJaWU0qjfUQ9Q7/Avt5fxXrYKSk4Nz33PqiGtyq3Ywpfz7ua8rBrSxm9uu/AJXlYNKzV8q9/ZFuF7HuJMsEzqQ007vjA75jDWnBqYiBDxCOsLXyLsPr6hgQ5Lfmd9GSPOeBJ2m3IN2ogMW0tWuveRuaFWLZO1WNbc8kZeF5l2m7TZBm2MTm3wXgoA01mCoPAh8gUjRYG8KuGjz0dtVcAccU2+SL4QGbaWaBu5SZLhHyQ2/nEdo9J13J4nlFL68smDH8MCpakHv1pbvTLbBYmOdu0C9SFXyuvo7LC1XNXITb+c5Bo0ybk8KC1+k27Ou3sZ4hoYUJndybqm7W/S/XXQshtUJtdkLPmCEBz4eHiGvMIavuhd2y4m9VlvUPjEZvq0zy77VCaxSc6iYerZsTlCqTgtC3NIbNCn+aZloVOcUb3dwrc0zTWpVj7lVdOyrHsvBYHpLEFQ+BD5gpGiQF6Z8JGlCVejprSa/Z4nlFJhZrB1V3KK5jSxWPI768tgZdLaeLC3K9VFT5wFbXnohvjaz67GPVB9wcsnqDh8Ydchxzi/3AuwuuNWSCCEf+g0agHeZAd9U3y8CMKX++7ExmjmjY6hJwJN8P+8YlQB1LKDD6byjirYOIl5zzkdAFPV7HCP3Pf8zdH8+0vjPH2VTbpzgxYVMHUf+iLPgx6nRacCwxcToX8/Sc2/nVX4skxWrGlxh9LbQOOhoXPVqjfSxtuunXhZ1+SeWh7lozrU93iJUEpJZKRjV2pO5ixsTfiyTLysafoqlHXi5eS9RCeuteg04vjogsB0liAofIh8wUhRIFsWvpWl1aD8CNv7d99s2iS2s74BtkEDwFRbL3N3gskHf4IPfGkz7KuznO1ua2po/ctoKE7pYtDjYo17AEqrrf/15xNvqABUtZYPWJZlu20nDOVM2uR5c0On3h1Y9Qwn/KMB29tVdcdt3adNDaedo9OprRf8/adr1QwAo66zth+rKNdb7a4bN919qdM5R4KLdNvIenfiFT7sb61XAwBo686cPlam01vtLs/ENgkfFVcba9CVADDq2laxBMjsD33W/QwwGiM74As+HnFaq0sB9hjZazdvfr5SAuMPPK5ucdYb259ZG3s2+ffn/a7+K/kLakX4yMK485gGANT1rX2eu5cPM6Ct6xwKCfmFL3M5Mn1bv395ObL4rP+W03qwytC5Zo2y9KXVDrf2P8xYWq3jYHntcVt3m9lwzJa26loaJBa8M/C5Ta8CUBlsn3M3fGLPgVyvr949fWk1fWoGnNz3EvHZDzCwDXW6mM4SBIUPkS8YKQqkoBo+RMkIXlYN5dbh2XW3zCl82XnJ+2/1u7/1blcd6OuGBPsOt49ECjsIprMEQeFD5AtGigJB4UM2iTAb+OHnWYEIXlad3m0xN5sUvp0EEcL3Pj55YSi0/nok+cF0liAofIh8wUhRICh8yOZI+Ox7oKzW9vk1W2NjvrnuVlC08D2b+GU7FvHDdJYgKHyIfMFIUSAofMgmIfzkva8HuC+/9s3kXrssAwUL37aB6SxBUPgQ+YKRokBQ+JCig8JXOJjOEgSFD5EvGCkKBIUPKToofIWD6SxBUPgQ+YKRokBQ+JCig8JXOJjOEgSFD5EvGCkKBIUPKToofIWD6SxBUPgQ+YKRokBQ+JCig8JXOJjOEgSFD5EvGCkKBIUPKToofIWD6SxBUPgQ+YKRokBQ+JCig8JXOJjOEgSFD5EvGCkKBIUPKToofIWD6SxBUPgQ+YKRokBQ+JCig8JXOJjOEgSFD5EvGCkKBIUPKToofIWD6SxBUPgQ+YKRokBQ+JCig8JXOJjOEgSFD5EvGCkKBIUPKToofIWD6SxBUPgQ+YKRokBQ+JCig8JXOJjOEgSFD5EvGCkKBIUPKToofIWD6SxBUPgQ+YKRokBQ+JCig8JXOJjOEgSFD5EvGCkKZNPChyBbA79ChYNlKDUwGxFZg99eBbIh4UMQBEEQBEF2GCh8CIIgCIIgOxwUPgRBEARBkB0OCh+CIAiCIMgOB4UPQRAEQRBkh4PChyAIgiAIssNB4UMQBEEQBNnhoPAhCIIgCILscFD4EARBEARBdjj/HzcXe3gz5ksGAAAAAElFTkSuQmCC" width="342" /><br />
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" 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" 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" width="400" /><br />
<br />
<br />
<div class="t-9-8-bez-uvl">
<sup>1</sup>
Ukoliko je potrebno ispitati samo određene proizvode pod bilo kojom
tarifnom oznakom a u carinskoj tarifi ne postoji nikakva posebna
pod-podjela pod tom tarifnom oznakom, tada se oznaka navodi kao »ex«
(npr. ex 1006 30: uključena je samo Basmati riža za izravnu prehranu
ljudi).</div>
<div class="t-9-8-bez-uvl">
<sup>2</sup> Osobito rezidue: acefat, metamidofos, triazofos, endosulfan, monokrotofos.</div>
<div class="t-9-8-bez-uvl">
<sup>3</sup> Osobito rezidue: amitraz,
acefat, aldikarb, benomil, karbendazim, klorfenapir, klorpirifos, CS2
(ditiokarbamati), diafentiuron, diazinon, diklorvos, dikofol, dimetoat,
endosulfan, fenamidon, imidakloprid, malation, metamidofos, metiokarb,
metomil, monokrotofos, ometoat, oks<a href="http://www.blogger.com/blogger.g?blogID=7501537574606285660" id="anchor-11-anchor" name="anchor-11-anchor"></a>amil, profenofos, propikonazol, tiabendazol, tiakloprid.</div>
<div class="t-9-8-bez-uvl">
<sup>4</sup> Osobito rezidue: acefat,
karbaril, karbendazim, karbofuran, klorpirifos, klorpirifos-metil,
dimetoat, etion, malation, metalaksil, metamidofos, metomil,
monokrotofos, ometoate, profenofos, protiofos, kvinalofos, triadimefon,
triazofos, dikrotofos, EPN, triforin.</div>
<div class="t-9-8-bez-uvl">
<sup>5</sup> Osobito rezidue:
triazofos, oksidemeton-metil, klorpirifos, acetamiprid, tiametoksam,
klotianidin, metamidofos, acefat, propargit, monokrotofos.</div>
<div class="t-9-8-bez-uvl">
<sup>6</sup> Referentna metoda EN/ISO
6579 ili metoda validirana u odnosu na referentnu metodu kako je
propisano člankom 5. stavkom 7. Pravilnika o mikrobiološkim kriterijima
za hranu (»Narodne novine« br. 74/08, 156/08, 89/10, 153/11)<span class="footnote-reference">1</span></div>
<div class="t-9-8-bez-uvl">
<sup>7 </sup>Osobito rezidue:
karbendazim, ciflutrin, ciprodinil, diazinon, dimetoat, etion,
fenitrotion, fenpropatrin, fludioksonil, heksaflumuron,
lambda-cihalotrin, metiokarb, metomil, ometoat, oksamil, fentoat,
tiofanat-metil.</div>
<div class="t-9-8-bez-uvl">
<sup>8</sup> Osobito rezidue: metomil i
oksamil, karbendazim, klofentezin, diafentiuron, dimetoat, formetanat,
malation, procimidon, tetradifon, tiofanat-metil.</div>
<div class="t-9-8-bez-uvl">
<sup>9</sup> Osobito rezidue:
karbofuran, metomil, ometoat, dimetoat, triazofos, malation, profenofos,
protiofos, etion, karbendazim, triforin, procimidon, formetanat.</div>
<div class="t-9-8-bez-uvl">
<sup>10</sup> Osobito rezidue:
buprofezin; imidakloprid; fenvalerat i esfenvalerat (suma RS/SR i RR/SS
izomera); profenofos; trifluralin; triazofos; triadimefon i triadimenol
(suma triadimefona i triadimenola), cipermetrin (cipermetrin uključujući
ostale smjese koje se sastoje od izomera (suma izomera)).</div>
<div class="t-9-8-bez-uvl">
<sup>11</sup> Osobito rezidue: triazofos, triadimefon i triadimenol (suma triadimefona i triadimenola), paration-metil, fention.</div>
<div class="t-9-8-bez-uvl">
<sup>12</sup> Osobito rezidue:
karbofuran (suma), klorpirifos, cipermetrin (suma), ciprokonazol,
dikofol (suma), difenkonazol, dinotefuran, etion, flusilazol, folpet,
prokloraz, profenofos, propikonazol, tiofanat-metil i triforin.</div>
<div class="t-8-7-fusnota">
<sup>2</sup> Pravilnikom su preuzete odredbe Uredbe (EZ) br. 2073/2005 o mikrobiološkim kriterijima za hranu.</div>
<div class="t-9-8">
Za potrebe ove Liste primjenjuju se sljedeći pojmovi:</div>
<div class="t-9-8">
»Sudan bojila« odnose se na sljedeće kemijske tvari:</div>
<div class="t-9-8">
(i) Sudan I (CAS broj 842-07-9);</div>
<div class="t-9-8">
(ii) Sudan II (CAS broj 3118-97-6);</div>
<div class="t-9-8">
(iii) Sudan III (CAS broj 85-86-9);</div>
<div class="t-9-8">
(iv) Grimizno crvena; ili Sudan IV (CAS broj 85-83-6).</div>
<div class="clanak">
III.</div>
<div class="t-9-8">
Lista hrane i hrane za životinje neživotinjskog
podrijetla koja predstavlja poznatu ili prijeteću opasnost, a koja
podliježe povećanom broju službenih kontrola hrane pri uvozu uspostavlja
se i redovito ažurira uzimajući u obzir izmjene i dopune Liste koju
objavljuje Europska komisija.</div>
<div class="clanak">
IV.</div>
<div class="t-9-8">
Objavom ove Liste prestaje važiti Lista hrane i
hrane za životinje neživotinjskog podrijetla koja predstavlja poznatu
ili prijeteću opasnost, a koja podliježe povećanom broju službenih
kontrola pri uvozu (»Narodne novine« br. 153/11).</div>
<div class="clanak">
V.</div>
<div class="t-9-8">
Ova je Lista važeća osmog dana od dana objave u »Narodnim novinama«.</div>
<div class="klasa2">
Klasa: 310-26/11-01/2</div>
<div class="klasa2">
Urbroj: 525-13-2-0705/12-40</div>
<div class="klasa2">
Zagreb, 9. ožujka 2012.</div>
<div class="t-9-8-potpis">
Ministar<br />
<span class="bold">Tihomir Jakovina,</span> v. r.</div>
<div class="footnotes">
<div class="footnote">
<div class="t-8-7">
[<a class="footnote-anchor" href="http://narodne-novine.nn.hr/clanci/sluzbeni/2012_03_33_809.html#footnote-29081-1-backlink" id="footnote-29081-1" name="footnote-29081-1">1</a>]
Pravilnikom se preuzimaju odredbe Uredbe Komisije (EZ) br. 669/2009 od
24. srpnja 2009. i odredbe Uredbe Komisije (EU) br. 212/2010 od 12.
ožujka 2010. godine kojima se propisuju pravila provedbe povećanog broja
službenih kontrola određene hrane i hrane za životinje neživotinjskog
podrijetla pri uvozu u okviru Uredbe (EZ) 882/2004 Europskog parlamenta i
Vijeća od 29. travnja 2004. godine</div>
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<br /></div>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-44965707266135177312012-03-12T14:13:00.002-07:002014-04-22T12:45:58.457-07:00Poceli s prodajom genetski modificirane "hrane" po Codexu Alimentarius<div class="MsoNormal" style="margin-bottom: 12.0pt;">
<span style="color: #666666; font-family: Arial Narrow; font-size: medium;"><span style="color: #666666; font-family: "Arial Narrow"; font-size: 13.5pt;">DOBRO GLEDAJTE STO KUPUJETE !<br clear="all" />
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<a data-href="http://toplegendarycars.com/mercedes-benz-190e/" href="https://www.google.hr/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&cad=rja&uact=8&ved=0CCMQFjAA&url=http%3A%2F%2Ftoplegendarycars.com%2Fmercedes-benz-190e%2F&ei=FcZWU42AFcriywPjl4CoBw&usg=AFQjCNGP5i1kNeea5SCaphfGcITbIXqJ6w&bvm=bv.65177938,d.bGQ" style="color: #660099; cursor: pointer;"><span style="font-weight: bold;">Mercedes</span>-<span style="font-weight: bold;">Benz 190E</span> : <span style="font-weight: bold;">Top Legendary Cars</span></a></h3>
<span style="color: purple; font-family: Tahoma; font-size: small;"><span style="color: purple; font-family: Tahoma; font-size: 12.0pt;">
<br />
PROSLIJEĐUJEM I NE MOGU VJEROVAT DA JE ISTINA ?<br />
----- -<br />
UPOZORENJE GRAĐANIMA - ŠTETNA HRANA JE U PROMETU<br />
[<a href="https://www.blogger.com/blogger.g?blogID=7501537574606285660">cid:<wbr></wbr>D3E2EBD378974E1B80F89B6FBD16F9<wbr></wbr>EB@JGRANICWS</a>]Dole
desno u uglu se vidi ig Codex Alimentarius</span></span></div>
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<span style="color: purple; font-family: Tahoma; font-size: small;"><span style="color: purple; font-family: Tahoma; font-size: 12.0pt;"><br />
Upozoravamo građane da su se na našem tržištu pojavili prehrambeni proizvodi
opasni po život i zdravlje obilježeni znakom piramide i imenom Codex
Alimentarius</span></span><span style="color: navy; font-family: Tahoma;"><span style="color: navy; font-family: Tahoma;">.</span></span><span style="color: purple; font-family: Tahoma;"><span style="color: purple; font-family: Tahoma;"><br />
Navedeni proizvodi su se pojavili na tržištu nezakonito, jer genocidni Codex
Alimentarius nije usvojen, nije ,,usklađen", niti može biti, jer su
odredbe Codex Alimentarius-a u suprotnosti sa Roterdamskom i Kopenhaškom
konvencijom.<br />
Bilo kakvo mijenjanje ili ,,usklađivanje" zakona da bi se Codex
Alimentarius počeo primjenjivati je neprihvatljivo.<br />
Codex Alimentarius sadrži odredbe o korištenju umjetnog goveđeg hormona rasta
i antibiotika u svim vrstama mesa namijenjenih ljudskoj ishrani, to će imati
nesagledive posljedice po zdravlje sadašnjih i budućih generacija. Sve vrste
prehrambenih namirnica se po odredbama Codex Alimentarius-a moraju zračiti da
bi duže trajale, a ne postoje neopasne doze zračenja za ljudsko zdravlje. U
poljoprivrednoj proizvodnji Codex Alimentarius obvezuje upotrebu jedino
genetski modificiranog sjemena, a od 12 zabranjenih herbicida kao
najopasnijih kemijskih sredstava za zaštitu poljoprivrednih proizvoda, Codex
Alimentarius na listu dozvoljenih jedinjenja vraća sedam, kao DDT, lindan,
malation i druge otrove. Zvanične preporuke Codex Alimentarius-a su smanjile
minimalne količine hranljivih materija u ljudskoj ishrani, tako da će se u
zemljama koje prihvate Codex Alimentarius, vitamini, ljekovite trave
(čajevi), korisni minerali biti zabranjeni u slobodnoj prodaji.<br />
Autori Codex Alimentarius-a su prilikom sastavljanja odredbi planirali smrt
tri milijarde ljudi, jednu milijardu od neposredne primjene odredbi Codex
Alimentarius-a, a dvije milijarde od posljedica pothranjenosti i nemogućnosti
liječenja, a sve u cilju smanjenja ljudske populacije na za njih prihvatljivu
jednu milijardu.<br />
[<a href="https://www.blogger.com/blogger.g?blogID=7501537574606285660">cid:<wbr></wbr>7F367737D46D4BCB8931B80EB7244F<wbr></wbr>11@JGRANICWS</a>]</span></span><span style="font-family: Tahoma;"><span style="font-family: Tahoma;"> <span style="color: purple;"><span style="color: purple;">Codex Alimentarius je nastavak nacistčike filozofije
koga je osmislio Fritz De Meer, direktor farmaceutske kompanije I.G.Farben
(danas Novartis) koja je proizvodila Ciklon B za gasne komore u konc logorima
tokom Drugog svjetskog rata. Zbog toga je u Nirnbergu 1945. godine osuđen
zbog zloćina protiv čovječanstva.<br />
Zato upozoravamo građane, umjesto Vlade i resornih ministarstava koja su
uvučena u kolo genocida nad vlastitim narodom,<br />
ig Codex Allimentarius je na ovom oglasu i označava da su svi navedeni
proizvodi podvrgnuti tim specifikacijama<br />
<b><span style="font-weight: bold;">NE KUPUJTE NAMIRNICE SA ZNAKOM PIRAMIDE UZ
KOJI STOJI NAZIV CODEX ALIMENTARIUS, JER TAJ ZNAK PREDSTAVLJA NADGROBNI
SPOMENIK NAŠEM ZDRAVLJU I BUDUĆNOSTI</span></b>.<br />
Obilježene namirnice zbog štetnih sastojaka u sebi kod korisnika i potomaka
mogu izazvati maligna oboljenja, sterilitet, šećernu bolest, atrofiju mozga,
impotenciju i još 60 najtežih oboljenja.<br />
Dobro zagledajte proizvode pri kupovini, beskrupulozni proizvođači su već
dobili zeleno svjetlo od odgovornih političara i opisani znak stavili na
svoje proizvode.<br />
Bojkotirajte te proizvode, zaobilazite takve prodavaonice, a ako skinu znak
sa proizvoda i nastave sa prodajom otrova, sudit ćemo im!<br />
RAZLOG JE PROFIT<br />
[<a href="https://www.blogger.com/blogger.g?blogID=7501537574606285660">cid:<wbr></wbr>2316887F8D904524A43DD457FF9CC2<wbr></wbr>81@JGRANICWS</a>]Kako
bi multinacionalne kompanije ostvarivale velike profite i bile favorizirane
na svjetskom tržištu obaraju se sve dosadašnje kontrolne norme u oblasti
proizvodnje hrane, aditiva i ostalih dodataka hrani. Ali da bi se ugušila
konkurencija donosi se i veliki set propisa koji će ovih dana u Srbiju
donijeti monstruozni Codex Alimentarius</span></span><span style="color: navy;"><span style="color: navy;">.</span></span><span style="color: purple;"><span style="color: purple;"><br />
Vjerojatno većina nas nije čula za Codex Alimentarius, zar ne? Ako niste čuli
za njega, to znači da je elita postigla svoj cilj, jer im upravo to najviše
odgovara. Kada biste znali šta je Codex, njihov opstanak bi bio ugrožen.
Upravo to želimo postići ovim blogom, jer Codex dolazi. Biće stavljen u
upotrebu 31. prosinca ove godine. Možda vam u ovom trenutku to ništa ne
znači, ali pošto vam sad obrazložim u čemu se Codex sastoji, biće vam jasno.
Ako poslije toga počnete da razmišljate o njemu, moj cilj je postignut.<br />
Što je zapravo Codex?<br />
Codex Alimentarius je skup pravila za regulaciju poljoprivrede i potpunu
kontrolu hrane od sjemena do konačnog proizvoda. Pokušat ću to na
jednostavniji način napisati što znači njegova primjena:<br />
<br />
* Pod Codex-om više nije potrebno obilježavati životinje koje su
genetski modificirane, to je do sada bilo obavezno. Na taj način će se
životinje ukrštati i time će se uništiti prirodni potencijal postojećih rasa,
to je i cilj Codex-a.<br />
* Sve povrće i sjeme će biti izloženo zračenju. Trenutno se to
radi samo kod sjemenja i povrća koje je dugo u transportu, kako bi ostalo
svježe što duže. Pod Codex- om će to biti obavezno za sve povrće, sjeme,
životinje i meso.<br />
* Uvođenjem Codex-a će sve životinje, koje se uzgajaju za hranu
ili mlijeko, morati da dobiju Monsanto hormon rasta i Monsanto antibiotike.
Inače, kompanija Monsanto je najveći proizvođač genetski modificiranih
životinja na Svijetu. Vrlo podla, jedna od najpodlijih kompanija na Svijetu.<br />
Ljudi će obolijevati zbog upotrebe genetski modificirane hrane. Kada se
dogodi tu uskače farmacija, koja će im nuditi pomoć u obliku svojih lijekova.
Gotovo svi prirodni lijekovi će biti zabranjeni i označeni kao opasni, a
dozvoljeni će biti samo farmaceutski proizvodi. Pa neka mi neko kaže da je
kemija zdravija od prirodnih proizvoda, kako hrane tako lijekova. Prirodni
lijekovi su konkurencija farmaciji, pa ih zato žele ukinuti. Vitaminski
dodaci će se moći dobiti samo na recept. Codex u osnovi sprečava i ukida
prirodno organsko ratarstvo.</span></span></span></span></div>
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<span style="color: #888888; font-family: Times New Roman; font-size: small;"><span style="color: #888888; font-size: 12.0pt;"><br /></span></span>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-59716901625202084922012-01-10T23:06:00.000-08:002012-01-16T05:39:16.061-08:00Da li je EU zločinačka organizacija?Donosimo cirkularno pismo koje kruži internetom, a odnosi se na ulazak Hrvateke u EU. Širite ovo dalje, šaljite svima koje poznajete, naša budućnost je u pitanju!<br />
<br />
1. Hrvatskoj vladi je naređeno da se svih 35 potpisanih poglavlja drže u<br />
tajnosti i da Vam nastave prodavati maglu do konačnog ulaska, pa sad<br />
pročitajte ISTINE koje su se Hrvatskoj dogodile, ili bi se dogodile ulaskom<br />
u Eu, pa će Vam biti jasno zašto ih hrvatska vlada i hrvatski predsjednik<br />
skrivaju od Vas.<br />
<br />
2. Ulaskom u EU gubi se suverenitet, neovisnost i pravo na slobodu<br />
odlučivanja. Sve daljnje odluke su ustvari naredbe po volji Bruxellesa koje<br />
moraju biti izvršene, inače slijede kazne i sankcije!<br />
<br />
3. Lisabonski ugovor (Ustav EU) napisan je na nerazumljivih 2800 stranica<br />
koje nitko iz vlade nije niti pročitao, jer su i sami priznali da nemaju<br />
prijevod Lisabonskog ugovora!<br />
<br />
4. EU nije zastupnička demokracija. Političari u EU se sami biraju između<br />
sebe. Eu birokrati su sami sebi izglasali Lisabonski ugovor, bez pristanka<br />
svojih građana putem referenduma.<br />
<br />
5. Vijeće ministara EU bespogovorno potpisuje sve zakone koje im EU<br />
komisija (EU Vlada) daje na potpis i pečatiranje. (Priznali da su 2008.<br />
potpisali sve zakone, a samo 15% pročitali jer '*vjeruju'* Eu komisiji).<br />
<br />
6. Predsjednik EU komisije sam odabire članove EU komisije! EU komisija<br />
sama bira predsjednika EU komisije!<br />
<br />
7. Zakone za EU komisiju piše 3000 radnih grupa za koje nitko ne glasa i<br />
nitko ne zna tko su. Ispisano je već 100,000 stranica zakona preko kojih se<br />
građani polako privikavaju na novi robovlasnički sistem!<br />
<br />
8. U EU možete glasati samo da bi izabrali zastupnike u EU parlamentu.<br />
Hrvatskoj je dozvoljeno samo 12 mjesta u EU parlamentu koji trenutno broji<br />
čak 784 zastupnika!<br />
<br />
9. EU parlament nema prava veta na zakone. EU parlament samo diskutira o<br />
već donesenim zakonima.<br />
<br />
10. Odluke poput rasprodaje svih hrvatskih nacionalnih bogatstava,<br />
naseljavanja Hrvatske, broja izbjeglica za prihvat, odlaganje radioaktivnog<br />
otpada, uzgoj GMO kultura će se donositi bez pristanka Hrvatske!<br />
<br />
11. BBC već sada savjetuje cijeli svijet da razgrabi hrvatsku obalu i<br />
otoke. Postoje planovi o naseljivanju 250,000 ljudi i to samo u Dalmaciji!<br />
Ulaskom u EU, Španjolska je naseljena sa 5,5 milijuna useljenika, od čega<br />
samo 780,000 Rumunja, dok je Poljsku, nakon ulaska u EU, naselilo 60,000<br />
Vjetnamaca. Tako će i Hrvatska dobiti nove stotine tisuća useljenika, pored<br />
285,000 nezaposlenih Hrvata, gdje tzv. kukuriku koalicija sa hns-ovom kozom<br />
već priprema teren za veliko useljenje Hrvatske ako dođu na vlast, dok<br />
druga hdz-ova koza tjera Hrvate da rade van!<br />
<br />
12. Lisabonski ugovor propisuje da se bilo koji državljanin EU može<br />
kandidirati za lokalne jedinice uprave ili mjesto u vladi bilo koje države<br />
članice. S obzirom na planove naseljenja Hrvatske, vaše lokalne jedinice<br />
uprave ili gradonačelnik će biti birani iz redova stranaca koji će vas<br />
brojčano nadjačati nakon poplave useljenika, a koja će uslijediti upravo<br />
zbog hrvatske sačuvane ljepote kakvu je EU sebi već odavno uništila i<br />
hrvatskog Jadrana, najljepšeg mora na svijetu, koje bi takvom politikom<br />
useljenja stranaca postalo europsko, kad nemože biti hrvatsko. Ulazak u EU<br />
odgovara samo velikim članicama, ali ima katastrofalne posljedice na male.<br />
Hrvatska može biti prijatelj EU bez ulaska u EU! Može li to EU?<br />
<br />
13. Hrvatska vlada je potpisala ugovor o rasprodaji hrvatskih oranica i<br />
zemlje Europskoj uniji 7 godina nakon ulaska. Aneksom se hrvatska vlada<br />
obavezala da EU može jednostrano i poništiti taj ugovor već nakon 3 godine!<br />
Ne zaboravite: riječ zemlja se često koristi u zamjenu za riječ država!<br />
<br />
14. Eventualnim ulaskom Hrvatske u EU, NE otvaraju se nikakve nove<br />
mogućnosti izvoza hrvatskih proizvoda u EU, a koje već nisu ostvarene kroz<br />
"Sporazum o slobodnoj trgovini između Hrvatske i EU".<br />
<br />
15. Eventualnim ulaskom u Europsku uniju bit će Vam zabranjeno zaposlenje u<br />
uniji slijedećih 7 godina, dok se danas tamo možete zaposlit odmah, ako<br />
nađete posla pored njihovih 30 milijuna nezaposlenih.<br />
<br />
16. Prema Lisabonskom ugovoru, ako bi vaša firma obavljala posao u EU, vaše<br />
plaće moraju biti hrvatske. Ukoliko želite studirati u EU, možete to i<br />
sada, ako vam roditelji to mogu omogućiti.<br />
<br />
17. Sad bi se plaćalo Bruxellesu putem izdvajanja: 50% prihoda od pdv-a +<br />
50% prihoda od hrvatskih carina + godišnja članarina od 550 milijuna eura,<br />
što je ujedno i cijena Pelješkog mosta kojeg Eu inače brani graditi, jer se<br />
navodno ne uklapa u njihove vizure<br />
<br />
18. Eventualnim ulaskom Hrvatske u EU, hrvatski dug će enormno porasti.<br />
Primjer za to su države poput Portugala, Irske, Italije, Grčke, Španjolske<br />
koje Europska unija pogrdno naziva skraćenicom PIIGS (SVINJE), dok će<br />
izlazak iz EU značiti plaćanje do 30% jednogodišnjeg proračuna<br />
<br />
19. Ako je hrvatsko zakonodavstvo sada usklađeno sa EU zakonodavstvom, čemu<br />
onda ulaziti?<br />
<br />
20. Omjer ravnopravnosti Hrvatske u Europskoj uniji kao i mogući njen<br />
utjecaj u EU:**** ****<br />
Europska unija (500 milijuna stanovnika)<br />
Hrvatska (4,3 milijuna stanovnika)<br />
<br />
<a href="http://www.vrilo.com/zanimljivosti/1196-ne-u-eu.html"> http://www.vrilo.com/zanimljivosti/1196-ne-u-eu.html</a><br />
<br />
<div style="color: orange; text-align: center;"><span class="short_text" id="result_box" lang="en"><span class="hps">Is the</span> <span class="hps">EU</span> <span class="hps">a criminal</span> <span class="hps">organization</span><span class="">?</span></span></div><div style="color: orange; text-align: center;"><span class="short_text" id="result_box" lang="de"><span class="hps">Ist die</span> <span class="hps">EU</span> <span class="hps">eine kriminelle Organisation</span><span class="">?</span></span></div><div style="color: orange; text-align: center;"></div><div class="almost_half_cell" id="gt-res-content" style="text-align: center;"><div dir="ltr" style="color: orange;"><span class="short_text" id="result_box" lang="bg"><span class="hps">ЕС</span> <span class="hps">е</span> <span class="hps">една</span> <span class="hps">престъпна организация</span><span class="">?</span></span></div><div dir="ltr" style="color: orange;"><span class="short_text" id="result_box" lang="fi"><span class="hps">Onko</span> <span class="hps">EU</span> <span class="hps">rikollisjärjestö</span><span class="">?</span></span></div><div dir="ltr" style="color: orange;"><span class="short_text" id="result_box" lang="es"><span class="hps">¿Es la UE</span> <span class="hps">una organización criminal</span><span class="">?</span></span></div><div dir="ltr" style="color: orange;"><span class="short_text" id="result_box" lang="sv"><span class="hps">Är EU</span> <span class="hps">en kriminell organisation</span><span class="">?</span></span></div><div dir="ltr"><span class="short_text" id="result_box" lang="ru" style="color: orange;"><span class="hps">Является ли</span> <span class="hps">ЕС</span> <span class="hps">преступной организацией</span><span class="">?</span></span><span class="short_text" id="result_box" lang="sv" style="color: orange;"><span class=""> </span></span><span class="short_text" id="result_box" lang="es" style="color: orange;"><span class=""> </span></span><span class="short_text" id="result_box" lang="fi" style="color: orange;"><span class=""> </span></span><br />
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<a href="http://www.restaurants-hr.com/novosti/77-goji-bobica-.html"><span class="short_text" id="result_box" lang="fi" style="color: orange;"><span class="">http://www.restaurants-hr.com/novosti/77-goji-bobica-.html </span></span></a><span class="short_text" id="result_box" lang="bg"><span class=""> </span></span></div></div><span class="short_text" id="result_box" lang="de"><span class=""> </span></span><span class="short_text" id="result_box" lang="en"><span class=""> </span></span>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-83521792858033137962012-01-02T14:05:00.000-08:002012-01-02T14:05:20.011-08:00Prijeti nam kataklizmaSupervulkan u Njemačkoj pokazuje zabrinjavajuće znakove "buđenja". <br />
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Supervulkan se nalazi ispod jezera Laacher See blizu grada Bonna te je sposoban izbaciti milijarde tona magme. Ovo "čudovište" eruptira svakih 10 do 12 tisuća godina, a posljednja erupcija se dogodila prije 12.900 godina, zbog čega se strahuje da bi se ubrzo mogao "probuditi". Kod posljednje erupcije su kamenje i pepeo pokrili preko 1000 kvadratnih kilometara površine, piše Daily Mail.<br />
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Znanstvenicima česti potresi u regiji prošle godine govore kako je vulkan sve aktivniji. Njegovo potpuno "buđenje" dovelo bi do razaranja širokih razmjera, masovne evakuacije te možda i do kratkotrajnog hlađenja Zemlje zbog toga što bi pepeo blokirao sunčevu svjetlost. <br />
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Vjeruje se kako je vulkan po veličini i snazi sličan Pinatubu na Filipinima, koji je 1991. godine priredio najveću erupciju u 20. stoljeću. Izbacio je 10 milijardi tona magme, 20 milijardi tona sumpor dioksida i 16 kubičnih kilometara pepela što je izazvalo globalno zahlađenje od 0,5 stupnja Celzijevih. <br />
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Vulkanolozi vjeruju da je vulkan Laacher See još uvijek aktivan, jer magmatska komora izbacuje ugljik dioksid u jezero što se vidi prema mjehurićima na površini vode.<br />
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<div style="text-align: center;"> <span class="" id="result_box" lang="en" style="color: #999999;"><span class="hps atn">Super-</span><span>located</span> <span class="hps">below the</span> <span class="hps">Laacher</span> <span class="hps">See</span> <span class="hps">lake</span> <span class="hps">near the city of</span> <span class="hps">Bonn</span> <span class="hps">and was</span> <span class="hps">able</span> <span class="hps">to release</span> <span class="hps">billions of</span> <span class="hps">tons of</span> <span class="hps">magma</span><span>.</span> <span class="hps">This</span> <span class="hps">"monster</span><span>"</span> <span class="hps">erupts</span> <span class="hps">every 10 to 12</span> <span class="hps">thousand years, and</span> <span class="hps">the last eruption</span> <span class="hps">occurred</span> <span class="hps">12,900 years</span> <span class="hps">ago</span></span></div><div style="color: #999999; text-align: center;"><br />
</div><div style="color: #999999; text-align: center;"><span class="" id="result_box" lang="de"><span class="hps">Unter der</span> <span class="hps">Laacher</span> <span class="hps atn">Super-</span><span>Lage</span> <span class="hps">See</span> <span class="hps">in der Nähe der</span> <span class="hps">Stadt Bonn und</span> <span class="hps">war in der Lage</span><span class="">, Milliarden Tonnen</span> <span class="hps">von Magma</span> <span class="hps">freizugeben.</span> <span class="hps">Dieses</span> <span class="hps">"Monster"</span> <span class="hps">bricht</span> <span class="hps">alle</span> <span class="hps">10 bis 12.000</span> <span class="hps">Jahren,</span> <span class="hps">und das letzte</span> <span class="hps">Ausbruch ereignete sich</span> <span class="hps">12.900 Jahre</span> <span class="hps">alt</span></span></div><div style="color: #999999; text-align: center;"><br />
</div><div style="color: #999999; text-align: center;"><span class="" id="result_box" lang="fr"><span class="hps">Super</span> <span class="hps">situé</span> <span class="hps">en dessous du</span> <span class="hps">Laacher See</span> <span class="hps">lac près de</span> <span class="hps">la ville de Bonn</span> <span class="hps">et a été</span> <span class="hps">en mesure de libérer</span> <span class="hps">des milliards de tonnes</span> <span class="hps">de magma</span><span>.</span> <span class="hps">Ce</span> <span class="hps">«monstre»</span> <span class="hps">éclate</span> <span class="hps">toutes les 10 à</span> <span class="hps">12000 années</span><span>, et la</span> <span class="hps">dernière éruption s'est produite</span> <span class="hps">il ya</span> <span class="hps">12900 années</span></span></div><div style="color: #999999; text-align: center;"><br />
</div><div style="color: #999999; text-align: center;"><span class="" id="result_box" lang="ru"><span class="hps atn">Супер-</span><span class="">расположенных ниже</span> <span class="hps">Laacher</span> <span class="hps">озером</span> <span class="hps">недалеко от города</span> <span class="hps">Бонн и</span> <span class="hps">был</span> <span class="hps">в состоянии выпустить</span> <span class="hps">миллиарды тонн</span> <span class="hps">магмы.</span> <span class="hps atn">Этот "</span><span>монстр"</span> <span class="hps">извергается</span> <span class="hps">каждые 10</span> <span class="hps">до 12</span> <span class="hps">тысяч лет, а</span> <span class="hps">последнее извержение</span> <span class="hps">произошло</span> <span class="hps">12 900</span> <span class="hps">лет назад</span></span><span class="" id="result_box" lang="fr"><span class="hps"> </span></span><span class="" id="result_box" lang="de"><span class="hps"> </span></span><span class="" id="result_box" lang="en"><span class="hps"> </span></span></div><div style="color: #999999; text-align: center;"><br />
</div>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-31738943900546165402011-10-23T10:51:00.000-07:002011-10-23T23:06:15.773-07:00Istina o Libiji - The Truth About LibyaAko rat u Libiji ne spada pod temu paralelni svemir, bolje rečeno - paralelni svijetovi, ne znam što spada.<br />
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<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-Gnv2utNtaa8/TqRTq1wT0AI/AAAAAAAAAjg/ZJBEkyy3GZ0/s1600/gadafi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="190" src="http://1.bp.blogspot.com/-Gnv2utNtaa8/TqRTq1wT0AI/AAAAAAAAAjg/ZJBEkyy3GZ0/s320/gadafi.jpg" width="320" /></a></div><span class="commentBody">Europska Unija i Amerika duguju Libijskoj državi <b>200 milijardi dolara </b>za isporučenu naftu. 2012. godine ističu koncesije velikih naftnih kompanija<span class="text_exposed_show"> koje polažu pravo na Libijsku naftu. Gadafi je zatražio vraćanje </span></span> <br />
duga i zaprijetio je da će u suprotnom sklopiti međudržavne ugovore s drugim zemljama i kompanijama. Zbog toga je došlo do ovog neviđenog razaranje Libije.<br />
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Je li libijski građanin imao razloga buniti se protiv režima Muamera el Gadafija? Mislim da nije.<br />
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Ako gledamo standard libijskog naroda i povlastice koje im pruža država imali su vrlo lijep i lagodan život. Živjeli su kao mali bogovi. Libija ima 6,5 miliona stanovnika, a imala je <b>14 miliona registriranih automobila</b>. Ako je neko htio studirati u bilo kojoj državi u svijetu podnosio bi molbu i država bi mu osigurava stan, hranu, automobil, besplatno školovanje i mjesečnu stipendiju od 2300 dolara. U Libiji se nije plaćala voda, struja, plin i porez, a krediti su se davali bez kamata. Ako u roku od pet godina niste mogli vratiti kredit, država bi ga otpisala ili vraćala za vas. Ako ste htjeli kupiti auto dali ste 20-30% od cijene, a ostalo je dotirala država. U Libiji ste za 10 dolara mogli kupiti 85 litara benzina ili nafte. U Libiji je hrana bila gotovo besplatna, 10kg kruha koštalo je 0,15 dolara. U Libiji građani nisu radili fizičke poslove, sve su to radili stranci.<br />
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Živila sam 10 godina u Libiji po raznim gradovima i nikada nisam vidila ni jednog prosjaka na ulici. Libijci nisu išli raditi po bijelom svijetu, jer za to nisu imali potrebe. U Libiji ni jedan građanin nije izbačen ili mu je oduzet stan ili auto zato što nije mogao vratiti kredit, što nije rijedak slučaj po ovim takozvanim demokratskim zemljama koje su se okomile na Libiju.<br />
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Iskreno, žalim Libijski narod jer će se pretvoriti u najamnu radnu snagu, raditi za 100 dolara i gdje će im ove povlastice biti sve ukinute, a o lagodnom životu kakav su živjeli moći će samo sanjati.<br />
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Par činjenica o životu u Libiji pod Gadafijem:<br />
-<b> beskamatni krediti</b>; u toku studiranja prima se prosječna plaća za to zanimanje;<br />
- ako ne nađeš posao nakon završenog fakulteta, država plaća kao da radiš u struci;<br />
- po stupanju u bračnu zajednicu, država poklanja stan ili kuću;<br />
- kupovina vozila po tvorničkoj cijeni;<br />
- nikome ne duguju ni centa;<br />
- Europska Unija i Amerika duguju Libijskoj državi 200 milijardi dolara;<br />
- besplatno zdravstvo (medicinska sestra na svakog pacijenta) i obrazovanje;<br />
- 25% ljudi visoko obrazovano.<br />
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Da li je to dovoljno činjenica za razaranje Libije?<br />
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<h2 style="text-align: center;"><b><span id="result_box" lang="en"><span class="hps">The Truth About</span> <span class="hps">Libya</span></span></b></h2><h2 style="text-align: center;"><span id="result_box" lang="en"> </span></h2><div style="text-align: center;"><span id="result_box" lang="en"><br />
<span class="hps">The European</span> <span class="hps">Union</span> <span class="hps">and America</span> <span class="hps">owe</span> <span class="hps">Libyan</span> <span class="hps">state</span> <span class="hps">$ 200 billion</span> <span class="hps">for the supplied</span> <span class="hps">fuel.</span> <span class="hps">2012th</span> <span class="hps">The</span> <span class="hps">concession</span> <span class="hps">stand</span> <span class="hps">of big</span> <span class="hps">oil companies</span> <span class="hps">that</span> <span class="hps">claim to</span> <span class="hps">Libyan</span> <span class="hps">oil.</span> <span class="hps">Gaddafi</span> <span class="hps">has requested</span> <span class="hps">payment of a debt</span>, and threatened <span class="hps">that he would</span> <span class="hps">otherwise</span> <span class="hps">enter into</span> <span class="hps">intergovernmental</span> <span class="hps">agreements with</span> <span class="hps">other countries</span> <span class="hps">and companies.</span> <span class="hps">Because</span> <span class="hps">there was</span> <span class="hps">this</span> <span class="hps">unprecedented</span> <span class="hps">destruction of</span> <span class="hps">Libya</span>.</span></div><div style="text-align: center;"><br />
</div><h2 style="text-align: center;"><span id="result_box" lang="fr"><span class="hps">La vérité sur</span> <span class="hps">la Libye</span></span></h2><h2 style="text-align: center;"><span id="result_box" lang="fr"> </span></h2><div style="text-align: center;"><span id="result_box" lang="fr"><br />
<span class="hps">L'Union européenne et</span> <span class="hps">l'Amérique</span> <span class="hps">doivent</span> <span class="hps">Etat libyen</span> <span class="hps">200 milliards de dollars</span> <span class="hps">pour le</span> <span class="hps">carburant fourni</span>. <span class="hps">2012 e</span> <span class="hps">Le</span> <span class="hps">stand de concession</span> <span class="hps">des</span> <span class="hps">grandes compagnies pétrolières</span> <span class="hps">qui prétendent</span> <span class="hps">pétrole libyen</span>. <span class="hps">Kadhafi</span> <span class="hps">a demandé le paiement</span> <span class="hps">d'une dette,</span> <span class="hps">et a menacé</span> <span class="hps">qu'il</span> <span class="hps">serait</span> <span class="hps">contraire</span> <span class="hps">conclure des accords</span> <span class="hps">intergouvernementaux</span> <span class="hps">avec d'autres pays</span> <span class="hps">et les entreprises.</span> <span class="hps">Parce qu'il y avait</span> <span class="hps">cette destruction</span> <span class="hps">sans précédent de</span> <span class="hps">la Libye.</span></span></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><span id="result_box" lang="de"><span class="hps">Die Wahrheit über</span> <span class="hps">Libyen</span><br />
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<span class="hps">Die Europäische</span> <span class="hps">Union</span> <span class="hps">und Amerika</span> <span class="hps">zu verdanken</span> <span class="hps">libyschen Staat</span> <span class="hps">200.000.000.000 $</span> <span class="hps">für die</span> <span class="hps">zugeführten Brennstoffes</span>. <span class="hps">2012th</span> <span class="hps">Die Konzession</span> <span class="hps">stehen</span> <span class="hps">der</span> <span class="hps">großen Ölkonzerne</span>, die <span class="hps">libyschen</span> <span class="hps atn">Öl-</span>Anspruch. <span class="hps">Gaddafi</span> <span class="hps">hat die Zahlung</span> <span class="hps">einer Schuld</span> <span class="hps">gebeten</span>, <span class="hps">und drohte</span>, er werde <span class="hps">sonst in</span> <span class="hps">zwischenstaatlichen Vereinbarungen</span> <span class="hps">mit anderen Ländern und</span> <span class="hps">Unternehmen</span> <span class="hps">geben</span>. <span class="hps">Da</span> <span class="hps">gab es</span> <span class="hps">diese beispiellose Vernichtung</span> <span class="hps">von Libyen.</span></span></div><div style="text-align: center;"><br />
</div><h2 style="text-align: center;"><span id="result_box" lang="it"><span class="hps">La verità sulla</span> <span class="hps">Libia</span></span></h2><h2 style="text-align: center;"><span id="result_box" lang="it"> </span></h2><div style="text-align: center;"><span id="result_box" lang="it"><br />
<span class="hps">L'Unione europea e</span> <span class="hps">l'America</span> <span class="hps">devono</span> <span class="hps">Stato libico</span> <span class="hps">200 miliardi dollari</span> <span class="hps">per il</span> <span class="hps">carburante fornito</span>. <span class="hps">2012th</span> <span class="hps">Lo stand</span> <span class="hps">di concessione</span> <span class="hps">di</span> <span class="hps">grandi compagnie petrolifere</span> <span class="hps">che pretendono di</span> <span class="hps">petrolio libico</span>. <span class="hps">Gheddafi ha</span> <span class="hps">chiesto il pagamento di</span> <span class="hps">un debito</span>, <span class="hps">e minacciato</span> <span class="hps">che avrebbe</span> <span class="hps">altrimenti</span> <span class="hps">stipulare</span> <span class="hps">accordi intergovernativi</span> <span class="hps">con altri paesi e</span> <span class="hps">le aziende</span>. <span class="hps">Perché c'era</span> <span class="hps">questa distruzione</span> <span class="hps">senza precedenti</span> <span class="hps">della Libia.</span></span></div><div style="text-align: center;"><br />
</div><h2 style="text-align: center;"><span id="result_box" lang="ar"><span class="hps">لجنة تقصي الحقائق</span> <span class="hps">حول ليبيا</span></span></h2><h2 style="text-align: center;"><span id="result_box" lang="ar"> </span></h2><div style="text-align: center;"><span id="result_box" lang="ar"><br />
<span class="hps">الاتحاد</span> <span class="hps">الأوروبي وأمريكا</span> <span class="hps">تدين</span> <span class="hps">الدولة الليبية</span> <span class="hps">200 مليار دولار</span> <span class="hps">ل</span>تزويد <span class="hps">الوقود</span>. <span class="hps">2012th</span> <span class="hps">موقف</span> <span class="hps">امتياز</span> <span class="hps">شركات النفط الكبرى</span> <span class="hps">التي تدعي</span> <span class="hps">النفط الليبي.</span> <span class="hps">وقد طلب</span> <span class="hps">القذافي</span> <span class="hps">دفع</span> <span class="hps">الديون ،</span> <span class="hps">وهدد</span> <span class="hps">بأنه</span> <span class="hps">لن يدخل</span> <span class="hps">في</span> <span class="hps">ذلك</span> <span class="hps">اتفاقات حكومية دولية</span> <span class="hps">مع البلدان الأخرى</span> <span class="hps">والشركات.</span> <span class="hps">بسبب وجود</span> <span class="hps">هذا الدمار</span> <span class="hps">لم يسبق لها مثيل</span> <span class="hps">في ليبيا.</span></span></div><div style="text-align: center;"><br />
</div><h2 style="text-align: center;"><span id="result_box" lang="ru">Правда о <span class="hps">Ливии</span></span></h2><h2 style="text-align: center;"><span id="result_box" lang="ru"> </span></h2><div style="text-align: center;"><span id="result_box" lang="ru"><br />
Европейский Союз и <span class="hps">Америка</span> <span class="hps">обязаны</span> <span class="hps">Ливийской</span> <span class="hps">состояние</span> <span class="hps">$ 200 млрд</span> <span class="hps">за поставленный</span> <span class="hps">топлива.</span> <span class="hps">2012th</span>концессии <span class="hps">стенде</span> <span class="hps">крупных нефтяных компаний</span>, которые претендуют на <span class="hps">ливийской нефти</span>. <span class="hps">Каддафи</span> <span class="hps">просит</span> <span class="hps">выплату</span> <span class="hps">долга,</span> <span class="hps">и пригрозил, что</span> <span class="hps">он</span> <span class="hps">бы в противном случае</span> <span class="hps">вступает в</span> <span class="hps">межправительственных</span> <span class="hps">соглашений с другими странами</span> <span class="hps">и компаниями.</span> <span class="hps">Потому что</span> <span class="hps">это беспрецедентное</span> <span class="hps">разрушение</span> <span class="hps">Ливии.</span></span></div><div style="text-align: center;"><br />
</div><a href="http://vrilo.com/zanimljivosti/1191-istina-o-libiji.html">http://vrilo.com/zanimljivosti/1191-istina-o-libiji.html</a><br />
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<span class="" id="result_box" lang="en"><span class="hps">Does</span> <span class="hps">the Libyan</span> <span class="hps">citizen</span> <span class="hps">had reason</span> <span class="hps">to rebel</span> <span class="hps">against the regime</span> <span class="hps">Muamera</span> <span class="hps">el</span> <span class="hps">Gaddafi</span><span class="">?</span> <span class="hps">I think</span> <span class="hps">not.</span></span><br />
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<span class="" id="result_box" lang="af"><span class="hps">Is die</span> <span class="hps">Libiese</span> <span class="hps">burger</span> <span class="hps">rede gehad het om</span> <span class="hps">te rebelleer</span> <span class="hps">teen die</span> <span class="hps">regime</span> <span class="hps">Muamera</span> <span class="hps">el</span> <span class="hps">Gaddafi</span><span class="">?</span> <span class="hps">Ek dink nie</span><span>.</span></span><br />
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<span class="" id="result_box" lang="ar"><span class="hps">لا</span> <span class="hps">المواطن الليبي</span> <span class="hps">لديه سبب لل</span><span class="">متمردين</span> <span class="hps">ضد</span> <span class="hps">نظام</span> <span class="hps">القذافي</span> <span class="hps">شرم</span> <span class="hps">Muamera</span><span class="">؟</span> <span class="hps">لا أعتقد ذلك.</span></span><br />
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<span class="" id="result_box" lang="el"><span class="hps">Μήπως</span> <span class="hps">το Λιβυκό</span> <span class="hps">πολίτης είχε</span> <span class="hps">λόγο</span> <span class="hps">να επαναστατήσει</span> <span class="hps">ενάντια στο καθεστώς</span> <span class="hps">Muamera</span> <span class="hps">el</span> <span class="hps">Καντάφι</span><span class="">;</span> <span class="hps">Νομίζω πως όχι</span><span class="">.</span></span><br />
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<span class="" id="result_box" lang="pl"><span class="hps">Czy</span> <span class="hps">obywatelem libijskim</span> <span class="hps">miał powód</span> <span class="hps">do buntu</span> <span class="hps">przeciwko reżimowi</span> <span class="hps">Muamera</span> <span class="hps">el</span> <span class="hps">Kadafiego</span><span class="">?</span> <span class="hps">Myślę, że nie</span><span class="">.</span></span><br />
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<span class="" id="result_box" lang="id"><span class="hps">Apakah</span> <span class="hps">warga</span> <span class="hps">Libya</span> <span class="hps">memiliki alasan untuk</span> <span class="hps">memberontak terhadap</span> <span class="hps">rezim</span> <span class="hps">Muamera</span> <span class="hps">el</span> <span class="hps">Gaddafi</span><span class="">?</span> <span class="hps">Saya kira tidak</span><span class="">.</span></span><br />
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<span class="" id="result_box" lang="hu"><span class="hps">Vajon</span> <span class="hps">a líbiai</span> <span class="hps">állampolgár</span> <span class="hps">volt oka</span><span class="">, hogy lázadjanak fel</span> <span class="hps">a rendszer ellen</span> <span class="hps">Muamera</span> <span class="hps">el</span> <span class="hps">Kadhafi</span><span class="">?</span> <span class="hps">Nem hiszem.</span></span><br />
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<span class="" id="result_box" lang="no"><span class="hps">Har</span> <span class="hps">Libyan</span> <span class="hps">borger</span> <span class="hps">hadde grunn</span> <span class="hps">til å gjøre opprør</span> <span class="hps">mot regimet</span> <span class="hps">Muamera</span> <span class="hps">el</span> <span class="hps">Gaddafi</span><span class="">?</span> <span class="hps">Jeg tror</span> <span class="hps">ikke det.</span></span><br />
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<span class="" id="result_box" lang="ru"><span class="hps">Имеет ли</span> <span class="hps">ливийский</span> <span class="hps">гражданин</span> <span class="hps">имел основания</span> <span class="hps">бунтовать против</span> <span class="hps">режима</span> <span class="hps">Каддафи</span> <span class="hps">Muamera</span> <span class="hps">эль</span><span class="">?</span> <span class="hps">Думаю, что нет</span><span class="">.</span></span><span class="" id="result_box" lang="no"><span class="hps"> </span></span><span class="" id="result_box" lang="hu"><span class="hps"> </span></span><span class="" id="result_box" lang="id"><span class=""> </span></span><span class="" id="result_box" lang="pl"><span class=""> </span></span><span class="" id="result_box" lang="el"><span class=""> </span></span><span class="" id="result_box" lang="ar"><span class="hps"> </span></span><span class="" id="result_box" lang="af"><span> </span></span><span class="" id="result_box" lang="en"><span class="hps"> </span></span><br />
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</div>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-68635597869111381392011-08-01T00:57:00.000-07:002011-08-01T00:57:37.130-07:00SUNCE SE GASIRezultati Američkog astronomskog društva šokirali su svet: Sunce neočekivano ulazi u ciklus mirovanja, preti nam ledeno doba!<br />
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Na konferenciji Američkog astronomskog društva koja se održava u Nju Meksiku objavljeni su iznenađujući rezultati najnovijih studija o Suncu. Umesto da jača, kako se očekivalo, aktivnost naše zvezde će narednih godina znatno slabiti, što će na Zemlji izazvati – mini ledeno doba!<br />
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- Ovo je neverovatno i potpuno neočekivano! Činjenica da su tri potpuno različite studije ukazale na isti zaključak snažan je pokazatelj da se ciklus Sunčevih pega bliži hibernaciji – kaže Frenk Hil iz Nacionalnog solarnog opservatorijuma u Novom Meksiku.<br />
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Astronomi proučavaju ove tajanstvene pege jer njihov broj i učestalost služe kao pokazatelj Sunčeve aktivnosti. Sada upozoravaju da sledi period najmanje aktivnosti Sunca, kakva nije zabeležena još od sedamdesetogodišnjeg perioda, između 1645. do 1715. Tada Sunce gotovo uopšte nije imalo pega, što je rezultiralo malim ledenim dobom. U prošlosti su ledena doba trajala oko 70.000 godina, ali nisu bila jednolična.<br />
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Unutar svakog su postojala razdoblja malog otopljavanja i zahlađenja, kažu stručnjaci.<br />
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Iako iz naše perspektive izgledaju sićušno, Sunčeve pege su ogromne – čak do 50.000 kilometara u prečniku, a ponekad i šire, recimo, od Neptuna. Naučnici su izračunali da ciklus Sunčevih pega traje 11 godina. Trenutno se naša zvezda nalazi u 24. ciklusu otkad traje posmatranje Sunca.<br />
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Evropa će biti okovana ledom?!<br />
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Hrvatski akademik Vladimir Paar, profesor na zagrebačkom PMF, upozorio je prošle godine svetsku javnost da se spremi za ledeno doba, jer ga je nemoguće izbeći! Njegov stav nije naišao na podršku ostalih stručnjaka iz ove oblasti. On je tada rekao:<br />
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- Čovečanstvo treba da počne da se priprema za ledeno doba. To znači da će veliki deo Evrope biti pod ledom: Nemačka, Poljska, Francuska, Austrija, Slovačka, dobar deo Slovenije… Ogroman deo mora biće pokriven večnim ledom, što znači da ćete kopnenim putem moći da stignete od Hrvatske do Irske. Severno i Baltičko more neće postojati!<br />
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</div><div style="color: #666666; text-align: center;"><span class="short_text" id="result_box" lang="ar"><span class="hps">الشمس</span> <span class="hps">ويخرج</span><span class="">، ويأتي</span> <span class="hps">عصر</span> <span class="hps">جليدي جديد</span></span><span style="font-size: large;"><i> </i></span></div><div style="color: #666666; text-align: center;"><span style="font-size: large;"><i><span class="short_text" id="result_box" lang="fi"><span class="hps">Aurinko</span> <span class="hps">sammuu</span><span class="">,</span> <span class="hps">tulee</span> <span class="hps">uusi</span> <span class="hps">jääkausi</span></span></i></span></div><div style="color: #666666; text-align: center;"><span style="font-size: large;"><i><span class="short_text" id="result_box" lang="ga"><span class="hps">Téann an</span> <span class="hps">ghrian</span> <span class="hps">amach</span><span class="">, tagann</span> <span class="hps">aois</span> <span class="hps">oighear</span> <span class="hps">nua</span></span></i></span></div><div style="color: #666666; text-align: center;"><span style="font-size: large;"><i><span class="short_text" id="result_box" lang="ru"><span class="hps">Солнце</span> <span class="hps">погаснет,</span> <span class="hps">приходит</span> <span class="hps">новый ледниковый период</span></span></i></span></div><div style="color: #666666; text-align: center;"><span style="font-size: large;"><i><span class="short_text" id="result_box" lang="tr"><span class="">Güneş</span> <span class="hps">söner</span><span class="">,</span> <span class="hps">yeni bir</span> <span class="hps">buzul çağı</span> <span class="hps">geliyor</span></span></i></span></div><div style="color: #666666; text-align: center;"><span style="font-size: large;"><i><span class="short_text" id="result_box" lang="it"><span class="hps">Il sole</span> <span class="hps">si spegne,</span> <span class="hps">arriva</span> <span class="hps">una nuova era glaciale</span></span><span class="short_text" id="result_box" lang="tr"><span class="hps"> </span></span></i></span></div><div style="color: #666666; text-align: center;"><span style="font-size: large;"><i><span class="short_text" id="result_box" lang="sv"><span class="hps">Solen</span> <span class="hps">går ut</span><span class="">, kommer</span> <span class="hps">en ny istid</span></span></i></span></div><span class="short_text" id="result_box" lang="tr" style="color: #666666;"><span class="hps"> </span></span><span class="short_text" id="result_box" lang="ru" style="color: #666666;"><span class="hps"> </span></span><span class="short_text" id="result_box" lang="ga" style="color: #666666;"><span class="hps"> </span></span><span class="short_text" id="result_box" lang="fi"><span class="hps"> </span></span>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-31283200380695693322011-05-17T03:49:00.000-07:002011-05-17T03:49:48.860-07:00Vrijeme ne postojiRekao sam: „Vaši satovi mjere vrijeme vrlo precizno“, na što su mi odgovorili: „ Naši satovi ne mjere vrijeme“. Pomislio sam, to je vrlo skromno od njih. Ali, rekli su: „Ne, vrijeme je definisano da bude ono što mjere naši satovi“. Oni definišu standard vremena za planetu – vrijeme je definisano brojem otkucaja njihovih satova.<br />
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Niko nije bolje zabilježio trag vremena od Ferenca Krausza. On je u svojoj laboratoriji na Institutu kvantne optike Max Planck u Garchingu (Njemačka) zabilježio najkraće vremenske intervale koji su ikad posmatrani. Uz pomoć ultraljubičastih laserskih impulsa uhvatio je vrlo kratke kvantne preskoke elektrona sa atoma. Događaj je trajao svega 100 atosekundi. Za usporedbu, 100 atosekundi prema jednoj sekndi je kao jedna sekunda prema 300 miliona godina. Međutim, čak i Krausz radi daleko od „granice vremena“. <br />
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Postoji vremensko područje koje se naziva Planckova skala, gdje čak i atosekunde traju kao eoni. To je na granici poznate fizike, područje gdje su udaljenosti i intervali toliko kratki da se počinju rušiti koncepti vremena i prostora. Planckovo vrijeme, najmanja jedinica vremena koja ima neko fizikalno značenje, isnosi 10 na -43 sekundi, što je manje od trilionitog dijela trilionitinke atosekunde. Iza toga? Tempus incognito, barem za sada. Pokušaji razumijevanja vremenskih intervala ispod Planckove skale vode do jako čudnih stanja stvari u fizici. Ukratko, problem je što vrijeme možda ne postoji na najfundamentalnijem nivou fizičke stvarnosti. Ako je to slučaj, šta je onda vrijeme i zbog čega je ono tako očigledno i prisutno u našem iskustvu? <br />
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„Značenje vremena postalo je vrlo problematično u savremenoj fizici“, rekao je Simon Saunders, filozof i fizičar na Univerzitetu u Oxfordu. Problem sa vremenom započeo je u prethodnom stoljeću, kada je Einsteinova specijalna i opća teorija relativnosti uništila pojam vremena kao univerzalne konstante. Jedna posljedica toga je da prošlost, sadašnjost i budućnost nisu apsolutni. Einsteinove teorije otvorile su procjepe u fizici, jer zakoni opće relativnosti, koji opisuju gravitaciju i složenu strukturu svemira) izgledaju neusaglašeni sa zakonima kvantne fizike. Prije 40-tak godina, slavni fizičar John Wheeler, tada u Princetonu, i kasnije Bryce DeWitt, tada na Univerzitetu u Sjevernoj Karolini, razvili su neobičnu jednadžbu koja daje mogući radni okvir za ujedinjenje relativnosti i kvantne mehanike. Međutim, Wheeler-DeWittova jednadžba uvijek je bila kontraverzna, dijelom zbog toga što daje preokret u našem razumijevanju vremena. „Pokazuje se da vrijeme jednostavno nestaje iz Wheeler-DeWittove jednadžbe“, rekao je Carlo Rovelli, fizičar na Univerzitetu u Marseju (Francuska). „To je pitanje koje zbunjuje mnoge teoretičare. Možda je najbolji način razmišljanja o kvantnoj stvarnosti taj da se odustane od zapisivanja vremena – da fundamentalni opis svemira mora biti bez vremena“. Još niko nije uspio pomoću Wheeler-DeWittove jednadžbe integrisati kvantnu teoriju sa općom relativnošću. Štaviše, nekolicina fizičara, uključujući Rovellia, vjeruju da će uspješni povezivač ova dva glavna dijela fizike 20.-og stoljeća neizbježno opisati univerzum u kojem nema vremena. <br />
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Zakoni fizike ne objašnjavaju zbog čega vrijeme uvijek protiče prema budućnosti. Svi zakoni (Newtonovi, Einsteinovi ili kvantni) jednako bi dobro važili ako bi vrijeme teklo unazad. Za sada možemo reći da je vrijeme jednosmjerni proces, nikada se ne preokreće, iako to ne zabranjuje ni jedan zakon. „Misteriozno je zbog čega imamo takvu strijelu vremena“, rekao je Seth Lloyd, inženjer kvantne mehanike na MIT-u. „Obično objašnjenje ovoga je sljedeće: da bi ste odredili šta se događa u sistemu, ne samo da morate odrediti fizikalne zakone, nego morate postaviti i neke početne ili krajnje uslove.“ <br />
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Majka svih početnih uslova bio je Veliki Prasak. Fizičari vjeruju da je svemir započeo kao veoma jednostavna, izrazito kompaktna lopta energije. Dok se svemir širi, on postaje sve složeniji i neuređeniji. Posmatrajući sa tog gledišta, vrijeme ne postoji izvan svemira, ni jedan sat ne kuca izvan svemira. Mnogi od nas razmišljaju poput Newtona: „Apsolutno, istinito i matematičko vrijeme po svojoj prirodi teče ravnomjerno bez obzira na vanjske faktore“. Međutim, Einstein je pokazao da je vrijeme tkanina svemira. Suprotno Newtonovom uvjerenju, naši satovi ne mjere nešto što je nezavisno od svemira. „Zapravo“, kaže Lloyd, „satovi uopće ne mjere vrijeme“. „Nedavno sam bio u Nacionalnom Institutu standarda i tehnologije u Boulderu“, kaže Lloyd. INIST je vladina laboratorija u kojoj se nalazi atomski sat koji određuje standard vremena. Rekao sam: „Vaši satovi mjere vrijeme vrlo precizno“, na što su mi odgovorili: „ Naši satovi ne mjere vrijeme“. Pomislio sam, wow, to je vrlo skromno od njih. Ali, rekli su: „Ne, vrijeme je definisano da bude ono što mjere naši satovi“. Oni definišu standard vremena za planetu – vrijeme je definisano brojem otkucaja njihovih satova. Rovelli, sljedbenik teorije bezvremenskog svemira, smatra da u NIT-u imaju pravo. Štaviše, njihovo gledite slaže se sa Wheeler-DeWittovom jednadžbom. Nikada stvarno ne vidimo vrijeme, vidimo samo satove. Ako kažete da se ovaj objekt kreće, ono što stvarno mislite je da je ovaj objekt ovdje dok je kazaljka vašeg sata ovdje. Kažemo da mjerimo vrijeme satovima, ali vidimo samo kazaljke satova, a ne vrijeme. Kazaljke su fizikalna varijabla kao i svaka druga. „Ono što se dešava sa Wheeler-DeWittovom jednadžbom je to da moramo zaustaviti ovu igru. Umjesto uvođenja fiktivne varijable – vremena, koje nije opservabilno, trebali bismo samo opisati međusobnu povezanost varijabli. <br />
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Pitanje je da li je vrijeme temeljna osobina realnosti ili samo makroskopsko pojavljivanje stvari. Ja bih rekao da je to samo makroskopski efekt. Ne postoji fizikalna teorija koja potpuno opisuje kako svemir izgleda ispod Planckove skale. Ako fizičari ikad uspiju ujediniti kvantnu teoriju i opću relativnost, prostor i vrijeme će biti opisani nekom promijenjenom verzijom kvantne mehanike. U takvoj teoriji, prostor i vrijeme neće više biti glatki i neprekidni, nego će se sastojati od diskretnih dijelova – kvanata (u žarnogu fizike) – kao što se svjetlost sastoji od pojedinačnih nosilaca energije – fotona. To bi bili gradivni elementi prostora i vremena. Nije lako zamisliti prostor i vrijeme da su sačinjeni od nečeg drugog. Gdje bi drugo komponente prostora i vremena postojale ako ne u prostoru i vremenu? Kao što Rovelli objašnjava, u kvantnoj mehanici sve čestice materije i energije mogu biti opisane i kao valovi, a valovi imaju neobičnu osobinu: beskonačan broj njih može postojati na istom mjestu. Ako se jednog dana pokaže da se prostor i vrijeme sastoje od kvanata, svi kvanti bi mogli egzistirati zajedno u jednoj bezdimenzionoj tački. <br />
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Einstein je pronašao ohrabrenje u svom revolucionarnom shvatanju vremena. U martu 1955. godine, kada je umro njegov veliki prijatelj Michele Bosso, napisao je pismo njegovoj porodici: „Sada je on napustio ovaj čudni svijet malo prije mene. To ne znači ništa. Ljudi poput nas, koji vjeruju u fiziku, znaju da je razlika između prošlosti, sadašnjosti i budućnosti samo tvrdoglavo istrajna iluzija“. Einsteinovi zapisi iz 1905. godine iznenada su promijenili shvatanje ljudi o prostor-vremenu. Sada je ponovo slična situacija. Kada se slegne prašina, vrijeme, ma šta ono bilo, moglo bi se ispostaviti da je čudnije i iluzornije nego što je Einstein mogao zamisliti.Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com1tag:blogger.com,1999:blog-7501537574606285660.post-53505832366150668932011-05-02T06:05:00.000-07:002011-05-02T06:14:49.623-07:00Edward Leedskalnin - Koralni Dvorac<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/-pb2-AtiI3xY/Tb6shLz4gWI/AAAAAAAAAUU/Q_sOLHM7IHI/s1600/Koralni%2Bdvorac.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 375px; height: 162px;" src="http://1.bp.blogspot.com/-pb2-AtiI3xY/Tb6shLz4gWI/AAAAAAAAAUU/Q_sOLHM7IHI/s320/Koralni%2Bdvorac.jpg" alt="" id="BLOGGER_PHOTO_ID_5602104672601538914" border="0" /></a><br /><div style="text-align: center;"><span style="font-weight: bold;">Koralni Dvorac, antigravitacija i levitacija</span><br /></div><br />Čovjek po imenu Edward Leedskalnin je u Južnoj Floridi svojevremeno izgradio Koralni Dvorac dvorac (Coral Castle) od kamenih blokova, od kojih su neki bili teški i do 28 tona. On je to uradio sam i bez ikakvih tehničkih pomagala.<br />(Onaj hram u Balbeku, Liban, imao je neke kamene blokove težine preko hiljadu tona!? Ni dan danas ne postoji tehnologija koja bi bila u stanju rezati i transportovati tolike blokove.)<br /><br />Leedskalnin je još 40-tih godina napisao nekoliko brošura gdje se bavio magnetnim strujama. Tu je opisivao razne eksperimente koje je izvodio uz pomoć magneta koje je sam pravio od elektroda za varenje, čelične žice i automobilskog akumlatora.<br />On je proveo neko vrijeme u Egiptu proučavajući piramide i kad se vratio u Ameriku tvrdio je da zna kako su one bile građene a to znanje je i demonstrirao gradnjom ovog dvorca, međutim, on ga je sagradio sam i bez svjedoka. Tvrdio je da ukoliko otkrije tajnu nekome, vladini agenti će odmah likvidirati i njega i onoga kome je otkrio tajnu, što vjerovatno nije bilo daleko od istine.<br /><br />Edward ne samo da je sagradio taj dvorac, on ga je za veoma kratko vrijeme i premjestio sa jedne lokacije na drugu, jer je imao neke probleme sa vlastima u vezi zemljišta. Niko takođe nije vidjeo kako je on te blokove od par desetina tona premještao. Navodno kad bi mu predveče došao kamion, on bi slao vozaća kući, a kad ovaj dođe ujutro, kamion je bio već natovaren. Tako je bilo i sa istovaranjem tih blokova.<br /><br />Čak ni svom najboljem prijatelju koji se zvao Henry, Edward nije htjeo da oda tajnu. Henry je jednom prilikom rekao da je najčudnije bilo to što na mjestu gdje je Edward rezao te blokove nisu ostajali nikakvi tragovi kamene prašine, koja se normalno pojavljuje kod rezanja kamena. Henry je navodno bio jedina osoba koju je ovaj puštao u unutrašnjost dvorca. On kaže da je Edward imao od namještaja samo jedan krevet u obliku KOLIJEVKE (mogao se ljuljati!), drveni sto koji je bio prekriven mrežom koja je navodno štitila hranu od insekata (nije imao frižider) i jednu drvenu stolicu. Ono što je najčudnije, sa plafona je visila i jedna pilotska stolica (uzeta iz nekog aviona) na kojoj je još uvijek bio sigurnosni pojas, i u kojoj se on vjerovatno ROTIRAO.<br /><br />Možda je tajna u toj stolici, odnosno, - rotaciji?!<br /><br />Edward je dosta pisao o tzv. kuglastim magnetima, tj. magnetima u obliku kugle koji su mogli da mijenjaju polove na bilo koju tačku te kugle. Pominjao je i vezu između magnetizacije (sjever-jug) ‘štapićastih’ magneta i latitude Zemlje. Sjever i jug su posebne magnetne struje, koje se kreću “protiv drugih” kovitlajući se u smijeru kazaljke na satu (dekstrorotarni heliksi). U jednoj svojoj brošuri on je rekao:<br /><br />“Magneti su kosmička sila koja drži Zemlju i sve na njoj. Ja imam jedan generator koji proizvodi niske struje iz vazduha bez korištenja ikakvih magneta. Prirodan put za magnete sjevernog pola, na sjevernoj hemisferi, je da idu prema dole a magneti sa južnog pola idu prema gore. Kada magneti izviru iz sredine zemlje, u momentu kada se sretnu s nekim objektom, oni ga ‘okupiraju’ uzimajući u obzir da u svakom objektu postoje obe vrste ovih magneta.”<br /><br />(Edwardovu terminologiju ne treba uzimati bukvalno, tj. moramo je shvatati u kontekstu činjenice da on nije imao nikakvo klasično školsko, odnosno, stručno obrazovanje tj. bio je nešto kao “sam svoj učenik i majstor”. Vjerovatno je zato i uspjeo da sazna neke suštinske stvari jer je izbjegao proces ‘ispiranja mozga’ kojem smo svi mi podvrgnuti kroz klasični obrazovni sistem?!)<br /><br />Sada se postavlja pitanje da li je to bio taj “generator” koji je prozvodio ‘struju’ iz vazduha? (Edward je bio – rotor?). Izgleda da je dužina lanca na kojoj je stolica visila takođe bitna da se ostvari određen broj okretaja u minuti?! Čak i kod radiestezije dužina kanapa na kome je visak je veoma bitna.<br />Na primjer, prof. Lethbridge je tvrdio da je uz pomoć viska dužine kanapa preko 40 inca mogao da određuje ‘stvari’ u drugoj dimenziji a do 40 inča, visak je radio na frekvencijama materija u 3D. Recimo, na dužini kanapa od 20 inča, on je određivao prisustvo srebra itd. ?!<br /><br />Iz nekih novijih naučnih radova može se saznati da aplikacija magnetnog polja izaziva kretanje u “nemagnetnim zidovima materijala” što dovodi do emitovanja jedne ‘elastične energije’. Radi se o proizvodnji zvuka kao odgovor na djelovanje magnetnog polja.<br />Da li je Leedskalnin rotirajući se određenom frekvencijom stvarao unutar sebe određenu energiju koja ga je povezivala sa jednom drugom oblasti postojanja što je onda dovodilo do pojave “magneto-akustične emisije”. Da li je on proizvodio zvuk određenih frekvencija koji mu je omogućavao da pomijera ogromne kamene blokove.<br />Da li zvuk emitovan iz jedne bezvremenske dimenzije (koju čovjek možda može na neki način da dosegne), i pravilno usmjeren na kamene blokove, može da ima dejstvo na gravitaciju?<br /><br />Čini se da su stari narodi i civilizacije (koje nama, uzged rečeno, naučnici i istoričari predstavljaju kao divljake) još davno savladali gravitaciju. Ta znanja vjerovatno potiću još iz vremena Atlantide?! Da li ćemo i mi stići, u ovom “krugu,” da saznamo nešto više o tome?<br /><br /><br /><div style="text-align: center;"><br /><br /><span style="font-style: italic; color: rgb(153, 153, 153);" id="result_box" class="" lang="fr"><span title="Kliknite za alternativne prijevode" class="hps">Edward</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">blocs</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">de pierre</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">aimant</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">sans doute</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">apparemment</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">ont prétendu savoir</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">le château</span><span class="" title="Kliknite za alternativne prijevode">, l'un</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">cordons</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Henry</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Inch</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Leedskalnin</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Secret</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Coral</span> <span title="Kliknite za alternativne prijevode" class="hps">Castle</span> <span title="Kliknite za alternativne prijevode" class="hps">et</span> <span title="Kliknite za alternativne prijevode" class="hps">l'homme</span> <span title="Kliknite za alternativne prijevode" class="hps">anti-gravité</span> <span title="Kliknite za alternativne prijevode" class="hps">du nom d'Edward</span> <span title="Kliknite za alternativne prijevode" class="hps">Leedskalnin</span> <span title="Kliknite za alternativne prijevode" class="hps">en</span> <span title="Kliknite za alternativne prijevode" class="hps">Floride du Sud</span> <span title="Kliknite za alternativne prijevode" class="hps">une fois</span> <span title="Kliknite za alternativne prijevode" class="hps">construit</span> <span title="Kliknite za alternativne prijevode" class="hps">le</span> <span title="Kliknite za alternativne prijevode" class="hps">Château</span> <span title="Kliknite za alternativne prijevode" class="hps">de Corail</span><span class="" title="Kliknite za alternativne prijevode">.</span></span><br /><br /><span style="font-style: italic; color: rgb(153, 153, 153);" id="result_box" class="" lang="de"><span title="Kliknite za alternativne prijevode" class="hps">Edward</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Blöcke</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Stein</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Magnet</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">wahrscheinlich</span><span class="" title="Kliknite za alternativne prijevode">, es scheint,</span> <span title="Kliknite za alternativne prijevode" class="hps">behauptet</span> <span title="Kliknite za alternativne prijevode" class="hps">zu wissen</span><span class="" title="Kliknite za alternativne prijevode">, Burg</span> <span title="Kliknite za alternativne prijevode" class="hps">ein,</span> <span title="Kliknite za alternativne prijevode" class="hps">Schnüre</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Henry</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Zoll</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Leedskalnin</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Secret</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Coral</span> <span title="Kliknite za alternativne prijevode" class="hps">Castle</span> <span title="Kliknite za alternativne prijevode" class="hps">und</span> <span title="Kliknite za alternativne prijevode" class="hps">Antigravitation</span> <span title="Kliknite za alternativne prijevode" class="hps">Mann</span> <span title="Kliknite za alternativne prijevode" class="hps">namens</span> <span title="Kliknite za alternativne prijevode" class="hps">Edward</span> <span title="Kliknite za alternativne prijevode" class="hps">Leedskalnin</span> <span title="Kliknite za alternativne prijevode" class="hps">in</span> <span title="Kliknite za alternativne prijevode" class="hps">Süd-Florida</span> <span title="Kliknite za alternativne prijevode" class="hps">einmal</span> <span title="Kliknite za alternativne prijevode" class="hps">gebaut</span> <span title="Kliknite za alternativne prijevode" class="hps">Coral</span> <span title="Kliknite za alternativne prijevode" class="hps">Castle</span><span class="" title="Kliknite za alternativne prijevode">.</span></span><br /><br /><span style="font-style: italic; color: rgb(153, 153, 153);" id="result_box" class="" lang="ru"><span title="Kliknite za alternativne prijevode" class="hps">Эдвард</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">блоки</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">камень</span><span class="" title="Kliknite za alternativne prijevode">, магнит</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">вероятно</span><span class="" title="Kliknite za alternativne prijevode">, по-видимому</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">утверждал, что знает</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">замок</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">один</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">шнуры</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Генри</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">дюйм</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Лидскалнин</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">секретно</span><span class="" title="Kliknite za alternativne prijevode">,</span> <span title="Kliknite za alternativne prijevode" class="hps">Коралловый</span> <span title="Kliknite za alternativne prijevode" class="hps">замок</span> <span title="Kliknite za alternativne prijevode" class="hps">и</span> <span title="Kliknite za alternativne prijevode" class="hps">антигравитации</span> <span title="Kliknite za alternativne prijevode" class="hps">человек по имени</span> <span title="Kliknite za alternativne prijevode" class="hps">Эдвард</span> <span title="Kliknite za alternativne prijevode" class="hps">Лидскалнин</span> <span title="Kliknite za alternativne prijevode" class="hps">в Южной</span> <span title="Kliknite za alternativne prijevode" class="hps">Флориде</span> <span title="Kliknite za alternativne prijevode" class="hps">раз</span> <span title="Kliknite za alternativne prijevode" class="hps">построен</span> <span title="Kliknite za alternativne prijevode" class="hps">Коралловый Замок</span><span class="" title="Kliknite za alternativne prijevode">.</span></span><br /><br /><span style="font-style: italic; color: rgb(153, 153, 153);" id="result_box" class="" lang="uk"><span title="Kliknite za alternativne prijevode" class="hps"></span></span><span style="font-style: italic; color: rgb(153, 153, 153);" id="result_box" class="" lang="ar"><span title="Kliknite za alternativne prijevode" class="hps">إدوارد</span><span class="" title="Kliknite za alternativne prijevode">، وكتل ،</span> <span title="Kliknite za alternativne prijevode" class="hps">ستون</span><span class="" title="Kliknite za alternativne prijevode">،</span> <span title="Kliknite za alternativne prijevode" class="hps">المغناطيس</span><span class="" title="Kliknite za alternativne prijevode">، على الارجح ،</span> <span title="Kliknite za alternativne prijevode" class="hps">على ما يبدو ،</span> <span title="Kliknite za alternativne prijevode" class="hps">وادعى</span> <span title="Kliknite za alternativne prijevode" class="hps">أن تعرف</span><span class="" title="Kliknite za alternativne prijevode">، والقلعة ،</span> <span title="Kliknite za alternativne prijevode" class="hps">واحد</span><span class="" title="Kliknite za alternativne prijevode">، والحبال</span><span class="" title="Kliknite za alternativne prijevode">،</span> <span title="Kliknite za alternativne prijevode" class="hps">هنري</span><span class="" title="Kliknite za alternativne prijevode">،</span> <span title="Kliknite za alternativne prijevode" class="hps">بوصة</span><span class="" title="Kliknite za alternativne prijevode">،</span> <span title="Kliknite za alternativne prijevode" class="hps"></span><span class="" title="Kliknite za alternativne prijevode">، سرا ،</span> <span title="Kliknite za alternativne prijevode" class="hps">المرجان</span> <span title="Kliknite za alternativne prijevode" class="hps">القلعة</span> <span title="Kliknite za alternativne prijevode" class="hps">و</span><span class="" title="Kliknite za alternativne prijevode">رجل</span> <span title="Kliknite za alternativne prijevode" class="hps">يدعى</span> <span title="Kliknite za alternativne prijevode" class="hps">إدوارد</span> <span title="Kliknite za alternativne prijevode" class="hps"></span> <span title="Kliknite za alternativne prijevode" class="hps">مضاد الجاذبية</span> <span title="Kliknite za alternativne prijevode" class="hps">في جنوب فلوريدا</span> <span title="Kliknite za alternativne prijevode" class="hps">بني مرة واحدة</span> <span title="Kliknite za alternativne prijevode" class="hps">قلعة</span> <span title="Kliknite za alternativne prijevode" class="hps">المرجان</span><span class="" title="Kliknite za alternativne prijevode"></span></span><br /><span id="result_box" class="" lang="ar"><span class="" title="Kliknite za alternativne prijevode"></span></span></div><span id="result_box" class="" lang="ar"><span class="" title="Kliknite za alternativne prijevode"><br /><br /><br /><br /><br /></span></span>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-86113235706271512922011-05-02T05:54:00.000-07:002011-05-02T06:16:21.222-07:00TAJNE PIRAMIDA<p style="text-align: justify;">Piramide kriju tajne, tko ih je gradio, kad, koja im je svrha...?</p><p style="text-align: justify;">Možda nema tajni, ako prihvatimo da je istina sve kako tvrde Egiptolozi, no ipak ostaje ono ALI?</p><p style="text-align: justify;">A možda nam je način i smisao gradnje pokazao <a href="http://paralelni-svemir.blogspot.com/2011/05/edward-leedskalnin-koralni-dvorac.html">Edward Leedskalnin, gradnjom svoga Koralnog Dvorca.</a><br /></p><p style="text-align: justify;"><br /></p><p style="text-align: justify;">PIRAMIDE - ENERGETSKA POSTROJENJA DREVNE CIVILIZACIJE<br /><br /></p><p style="text-align: justify;">Egipatske piramide impresioniraju prosječnog čovjeka svojom starošću, grandioznošću, svrhom i brojem.<br />Jesu li drevne civilizacije bile puno naprednije nego što smo ih procijenili? Egipatske piramide, najtajanstvenije građevine na svijetu potiču puno pitanja i još više odgovora...<br /><br /></p><p style="text-align: justify;">"Grobnice" bez mumija<br /><br /></p><p style="text-align: justify;">Promatrati velike piramide kao grobnice više je nego pogrešno iz jednostavnog razloga što u njima nisu nikada pronađena tijela, već se takvo mišljenje oformilo na osnovu senzacionalističkih novinskih članaka iz vremena kada su Sir William Flanders Petrie, Richard William Howard-Vyse i drugi istraživači istraživali egipatske arheološke lokalitete, pa su grobnice u Dolini kraljeva poistovjetile s Gizom i piramidama, premda ta dva lokaliteta djeli 500 kilometara pustinje.<br />Jedina bliska piramida gdje su pronađene mumije je mala stepenasta Đoserova piramida, a i te su mumije donijete 2500 godina nakon njezine gradnje.<br /><br /></p><p style="text-align: justify;">U centru svijeta<br /><br /></p><p style="text-align: justify;">Plato Gize se nalazi u centru masa svih kontinenata na Zemlji kada se oni konformno preslikaju na površinu, i da meridijan koji prelazi preko platoa ima najveći udio kopnenih površina u usporedbi sa svim drugim zemljopisnim dužinama. Visina Velike piramide jednaka je prsoječnoj nadmorskoj visini kopna na Zemlji i iznosi 1/43200 Zemljinog polarnog radijusa, a u istom omjeru je i duljina stranice baze prema opsegu Zemlje, te da je zakrivljenost stranica piramida jednaka zakrivljnosti Zemlje. Tako dolazimo do zaključka kako su piramide bile u odnosu sa Zemljom i njenim vibracijama te da je plato Gize i njezina okolina pomno odabrana za izgradnju tih kolosalnih građevina.<br /><br /></p><p style="text-align: justify;">Istraživanja Cristophera Dunna pokazala su da je Velika piramida bila drevni, vrlo precizni stroj za pretvorbu Zemljinih seizmičkih vibracija u druge upotrebljive i primjenjive vrste energije.<br /><br /></p><p style="text-align: justify;">Velike piramide rabile su tehnologiju koja koristi vodu po principima koje su u novije vrijeme ponovno otkrili austrijski izumitelji Viktor Schauberger i Johann Grander.<br />Promatrajući plivanje pastrva Viktor Schauberger je zaključio kako voda, ukoliko nije obasjana suncem, ukoliko je na temperaturi od 4oC /anomalna točka vode) i ukoliko se giba na način koji on naziva vrtložno ciklonidalno spiralno gibanje može osobađati energiju i izazvati brojne efekte poput električnog nabijanja tvari u blizini vodenog toka, stvaranja vibracija i svjetlosnih efekata, te stvaranja potiska koji se može iskoristiti za pogon turbina.<br /><br /></p><p style="text-align: justify;">PER KA ILI PER NETHER<br /><br /></p><p style="text-align: justify;">Da Velike piramide nikada nisu bile gradjene kao grobnice može se zaključiti i iz tvrdnji Stephena S. Mehlera kako su drevni Egipćani, koje on oslovljava pravilno Kemićani (od 'KMT', što danas znači Crna zemlja, zbog plodnih crnih naplavina rijeke Nil, kako je glasio ispravan naziv onoga šta danas smatramo Egiptom), Velike piramide nazvali PR.NTR (Per NEther) što znači "Kuća Nethera", ili "Kuća prirodnih zakona". I premda egiptolozi danas smatraju Nethere Bogovima, treba reći da Kemićani uopće nisu imali bogove u onom smislu kako ih danas mi doživljavamo, već im je taj izraz označavao ili viša bića koja su donijela znanost, kulturu, naprednu poljoprivredu i arhitekturu, ili pak personificirane prirodne zakone koji upravljaju kreacijom.<br /><br /></p><p style="text-align: justify;">S druge strane, grobnice su nazivane Per Ka ("Kuća fizičke projekcije", tj. mjesto fizičkog pokapanja fizičkog tjela Khat) i u prvo vrijeme to su bile nastambe s nadgrobnim kamenom, a tek kasnije su ih podizali kao male stepenaste piramide.<br />Hramovi su bili nazivani Per Ba ("Kuća Duha") i unjima su ljudi doživljavali izmijenjena stanja svijesti i stapanje s "bogovima".<br /><br />Nastavak o tehnologiji vode<br /><br /></p><p style="text-align: justify;">Drevni Kemićani su znali tu tehnologiju a tehnologiju koja koristi te zakonitosti nazvali su Asgar Nefer ('Asgat' je stara riječ koja označava vodu, a 'Nefer' je 'sklad' ili 'harmonija').<br />Ta tehnologija ne samo da je primjenjivana u Egiptu već, prema Zechariji Sitchinu, postoje vidljivi dokazi da su i južnoameričke piramide ovisile o vodi koja koja se podzemnim kanalima dovodila iz obližnjih rijeka i njihovih podzemnih tokova.<br />Egipćani su te dvije vrste vode nazivali "Mjesečevom vodom" i "Sunčevom vodom". Njihovim mješanjima u jajolikim posudama koje ih navode na vrtloženje ne samo energija već se implozijskom tehnologijom, sličnom onoj koju je otkrio Schauberger, može izvesti svojevrsna piroliza i tako voda rastaviti na plinove: vodik i kisik.<br /><br /></p><p style="text-align: justify;">Odakle voda u piramidi, ili još bolje, odakle dvije vrste vode u piramidama? Postoji li trag akvedukata koji su dopremali vodu u podzemne odaje velikih piramida i odakle je stizala voda? Odgovor na ta pitanja je fascinantan: ne samo da postoje vrlo očuvani podzemni kanali koji su dan-danas puni vode te tragovi akvedukata, već i tragovi jezera koje je nekad postojalo pored piramida, pa čak i zid koji je tvorio umjetni bazen oko velike piramide.<br />Pažljivi promatrač može nazrijeti i nekadašnje dokove za pristajanje brodova, pa i sam 43-metarski brod od cedovina koji je pronađen 1954. godine u posebnoj odaji u stijenama ispod površine tla uz južnu stranu Velike piramide, a smatra se Brodom Sunca koji je vozio faraona na posljednje putovanje prije nego što je položen u grobnicu.<br />tuneli ispod platoa Gize protežu se i po 50 kilometara udaljenosti, nisu istraženi, ali su vidljivi svakom turistu koji na njih obrati pažnju. Tako se iz Sfinge nalazi tzv. Reiserov tunel koji seže 300 metara u podzemlje, završavajući u vodi.<br /><br /></p><p style="text-align: justify;">Arapski pisac Abu Zeyd el Balkhy na osnovu astronomskih odrednica smješta nastanak Velike piramide u vrijeme prije 73.000 godina<br /><br /></p><p style="text-align: justify;">TAJANSTVENA DREVNA TEHNOLOGIJA<br /><br /></p><p style="text-align: justify;">Uzimajući u pbzir sve pretpostavke, još uvjek se ne nudi odgovor što su bile piramide, kako su radila i zašto su uopće sagrađene.<br />Piramide su plod vrlo napredne tehnologije, te je preciznost građevinske izvedbe tolika da se s njom ni današnja tehnologija ne može nositi. Kamenje je rezano i obrađeno sa srednjom preciznošću od 0,25mm, a pogreška od ravne linije duž čitavog silaznog hodnika koji vodi do podzemne odaje iznosi svega 6mm, što je daleko bolje od današnje tehnologije građenja modernih nebodera. Današnjoj industriji kamena u saveznoj državi Indijani u SAD-u trebalo bi 27 godina uz 100% proizvodnih kapaciteta samo da izreže i transportira količinu kamena potrebnu za izgradnju Velike piramide. Pretpostavlja se da je toliko i trajala gradnja piramida.<br />I na kraju, rupe izbušene metodom trepanacije u granitnom "sarkofagu", koji se nalazi u kraljevoj odaji, pokazuju da je cjevasto svrdlo ulazilo u materijal 500 puta dublje po jednom okretaju nego što bi danas mogla moderna dijamantna svrdla. Jedini način da se to postigne bilo bi upotrebom ultrazvučnih vibracija na nekih 19 do 25 kHz, pri čemu kvarc u granitu uslijed rezonancije gubi tvrdoću i omogućava svrdlu ulazak.<br />Ukratko, tehnlogija mikroprocesora u vrijeme kada, barem prema tvrdnji arheologa nije bilo ni kotača, a oruđe je bilo primitivno, bazirano na drvenim i bakrenim klinovima.<br /><br /></p><p style="text-align: justify;">Tehnologija je postojala, znanje je očito bilo na zavidnom nivou, i drevna kemitska civilizacija je sagradila nevjerovatno precizne građevine. Takva preciznost i tehnološka ingenioznost zaista nije potrebna za megalomanske mastabe, tj. grobnice, pa se postavlja pitanje što je to što danas vidimo kao velike piramide, a što su Kemićani nazvali Per Netherima? ...<br /><br /></p><p style="text-align: justify;">MICHIO KUSHI govori o piramidama i drevnoj tehnologiji<br /><br /></p>Neki ljudi misle da su piramide služile za pokapanje kraljeva, ali nije tako. Piramide su izvorno proizvodile energiju visoke frekvencije.<br /><br />Pi znači val visoke frekvencije. Ra je zvuk spirale. Mi znači sakupljanje, privlačenje. Do označava veliku zgradu. Pi-ra-mi-do. Piramida sakuplja snagu svemira. Energija dolazi iz zemlje. Dvije trećine od vrha piramide i jednu točku od dna nelazi se spremište energije. Odatle se prirodno automatski proizvodi energija kojom se opskrbljuje i potiče prirodan rast biljaka i usjeva.<br /><br /><br />izvor: <a href="http://www.google.hr/#q=%22Piramida+sakuplja+snagu+svemira.+Energija+dolazi+iz+zemlje.+Dvije+tre%C4%87ine+od+vrha+piramide+i+jednu+to%C4%8Dku+od+dna+nelazi+se+spremi%C5%A1te+energije%22&hl=hr&biw=1280&bih=610&prmd=ivns&ei=kKq-Tf6fKI_oOeqs2fUF&start=10&sa=N&fp=5fa9d89a8b56e060">TAJNE PIRAMIDA </a>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-90461143620114536752011-03-07T02:20:00.000-08:002011-03-07T02:23:28.629-08:00Protokoli Sionskih Mudraca - Iluminati Protokoli<p class="MsoNormal"><span style="font-family:Arial;"> </span><span style="font-family:Arial;"></span><span style=";font-family:Arial;font-size:100%;" ></span></p>Ovi dokumenti pojavili su se negdje pred kraj 19 vijeka, što znači stari su preko 100 godina, međutim oni su danas takođe još uvijek aktuelni iz razloga što mnoge aspekte manipualcije ljudima u svrhu ispunjenja određenog plana, koji su u njima pomenuti, možemo ako hoćemo danas lijepo da vidimo. Mada se u prošlosti, u nekoliko navrata, pokušalo implicirati da se radi o krivotvorenom materijalu, danas svako ko pročita novine, pogleda poslednje vijesti na televiziji i okrene se malo oko sebe, može i sam sasvim jasno vidjeti koliko istine ima u njima. Ukoliko se posjeduje i nešto osnovnog znanja iz naše istorije, tj. bar nekih njenih poslednjih 100 godina, onda stvar postaje još jasnija.<br /><br /> Justina Glinka, kćerka jednog ruskog generala, došla je u posijed ovih dokumenata za vrijeme svog boravka u Francuskoj. Dokumenti su prvi put javno objavljeni 1905 godine u Rusiji, gdje su kasnije, nakon dolaska komunista na vlast, bili zabranjeni. U nekoliko navrata ovi protokoli su bili javno objavljeni i u Srbiji. Bez obzira što su u njima Jevreji implicirani kao glavni nosioci ove zavjere, čini se da su ovi dokumenti djelo tajnog društva koje se zove iluminati ili Bratstvo Zmije. Zbog toga se ovaj dokument danas često naziva i - Iluminati Protokoli. Jevrejski narod bio je i još uvijek jeste žrtva njihove manipulacije kao i svi ostali narodi. Iluminati stavljaju sebe izvan država i nacija, mada koriste mnoge od njih, manje ili više, za svrhu promocije svog plana. Oni koji su imalo dublje proučavali djelovanje ovog tajnog društva, mogu vrlo lako prepoznati njihove otiske prstiju i u ovim ‘protokolima’. S obzirom da se ovdje radi o jednoj multidimenzionalnoj manipulaciji ljudskog bića, ne samo u poslednjih 100 godina, nego od pamtivjeka, svaki onaj koji teži ka istinskoj slobodi mora dobro sam da prostudira neke od ovdje impliciranih metoda, kojima se ovaj kontrolni sistem služi prilikom kontrole ljudskih bića. Čovječanstvo danas ulazi u svoju možda poslednju fazu i ovo je jedan odlučujući period u kome se određuje njegova sudbina, kao i sudbina ove planete. Međutim, mi kao ljudska vrsta još uvijek spavamo jednim dubokim snom te se, u ovom momentu, situacija možda već čini beznadežnom. Prvo, malo ko je uopšte u stanju da primjeti da bi se tu uopšte moglo raditi o nekoj zavjeri, tj. da nešto nije u redu, jer je kondicioniran da ovu situaciju u kojoj se svi mi danas nalazimo smatra normalnom. Zašto? Ukoliko se neki plan može da pronosi i odvija stotinama i hiljadama godina od strane jednih te istih entiteta, onda to podrazumjeva da postoji i jedan hiperdimenzionalni kontrolni sistem koji sve to organizuje i nadgleda. Naši linearni umovi diktiraju nam i linearno shvatanje vremena i prostora. Ukoliko su oni istovremeno i kondicionirani od strane istog tog kontrolnog sistema, onda to podrazumjeva da ono što mi smatramo pod objektivnom realnošću, nema skoro nikakve veze sa njom. Da li je moguće da mi živimo u jednoj iluziji koju smatramo objektivnom realnošću? Ukoliko uzmemo u obzir da Sve Što Jeste ima razne svoje aspekte hiperdimenzionalne prirode i da je naša trenutna uloga obezbjeđenje energije određenih frekvencija kojom se hrane enititeti sa za nas nevidljive (više?) ravni postajanja, u vremenu-prostoru, onda će i kontrolni sistem koji su ti entiteti uspostavili imati za funkciju da nas stalno drži zarobljene u mentalnom stanju tipa ovoga u kome se sada nalazimo. <br /><br />Upravo jedan od glavih aspekata manipulacije čovjeka i jeste u tome da mu se smanji njegova percepcija raznoraznim vidovima manipulacije njegovog uma. Sa suženom sviješću zajedno ide i sužena percepcija. Jedan od glavnih uslova za to je – kontrola istinskih informacija jer one imaju potencijal da promijene čovjekovo stanje svijesti. S jedne strane, opasno je u svemu što se događa tražiti neku zavjeru, ali s druge strane, možda je još opasnije ne vidjeti zavjeru tamo gdje ona jeste. Ukoliko ovoj grupi entiteta pođe za rukom da ostvare ono što su naumili, a kako stvari stoje u ovom momentu, čini se da oni imaju dobre šanse za to, - cijena koju će platiti ljudsko biće mogla bi da bude veoma visoka. Ovdje se možda ne radi više o - gubitku “glave”, jer glavu smo u prošlom periodu vremena-prostora gubili nebrojeno puta, pa se opet inkarnirati na ovu ravan postojanja, međutim, čini se da je sada i naša duša došla u pitanje, a ako nju izgubimo, jedini pravac koji možemo zauzeti je prema ‘dole’, tj. - primarnoj materiji, jer bez individualne duše nema ni istinske reinkarnacije. Naš um je kondicioniran da linearno razmišlja, tako da on, recimo, nije u stanju da shvati različite parametre vremena-prostora, dimenzija i denziteta. Takav kakav jeste, on ne može ni da shvati da se jedan vješto organizovan plan može da provodi tokom hiljada godina od strane jednih te istih entiteta, odnosno, da kontrola ovog našeg realiteta može da bude i - hiperdimenzionalne prirode. Da li nam je Kastaneda u svojoj poslenjoj knjizi slučajno rekao: "Upravo kao što mo gajimo kokoške u kokošinjcima, grabljivci gaje nas u ljudskim krletkama. Tako im je hrana uvijek na raspolaganju". “Ovo je nemoguće”, reći će većina onih, koji spavaju a misle da su budni. “Da je to tako, ja bih to već na neki način sigurno znao.” Da li je to mišljenje izraženo na osnovu vlastitog istraživanja ove tematike, to je jedno veliko pitanje? Poslednji je čas za aktivaciju našeg mozga, odnosno, - uma, jer ako ga ne aktiviramo sada, lako se može dogoditi da mi to više nikada nećemo biti u stanju da učinimo. To je lična odgovornost pojedinca i prema tome kako je on koristio svoj um dok ga je imao na raspolaganju, odrediće se i njegova dalja sudbina. Oni koji su živjeli na prostorima bivše Jugoslavije imali su “sreću” da dožive različite aspekte ove istorijske manipulacije, odnosno, osjete ih na svojoj koži, i da im upravo to pomogne u njihovom buđenju. Naravno, ako oni ta znanja budu u stanju pravilno iskoristiti, bez tendencije da za svoj duboki san optužuju druge, koji takođe spavaju. Imali smo priliku da vidimo kako su nas podjelili na osnovu pristupa “Hrkljušu” na nekoliko glavnih grupa, kao i na mnogo drugih podgrupa.<br /><br />Mada su se sukobi kroz istoriju između ovih grupa činili spontanim, oni su uvijek bili veoma vješto manipulisani, kad god je to “kontrolorima matriksa” odgovaralo. O njihovim posljedicama ne moramo ni pričati. Većina nas je takođe imala priliku da vidi kako je izgledao još jedan sistem/program dizajniran od strane iste ove grupe, tj. marksizam/komunizam, zamišljen da bude jedna antiteza kapitalizmu, koji je takođe dizajniran od strane te iste grupe. Vidjeli smo i dinamiku kojom se ova ideja provlačila, slično kao i religija, sa svim svojim “svecima” (Marks, Engels, Lenjin itd.) čije su “ikone” visile na mnogim zidovima raznoraznih objekata. Prilikom uvođenja komunizma stradaju takođe desetine miliona ljudi, kao što su nekada stradali uvođenjem ovih najnovijih religija. Obavezno učenje programa u školama, programiranje od malih nogu, ali ovaj put ne vjeronauk, nego marksizam. Marksizmu se takođe pristupilo sa jednom takvom ozbiljnošću, kao da će trajati hiljadama godina. Na kraju, poslije toliko žrtava, “puj pike - propalo”, ne važi više. Stoko nazad u stare torove! Tako kasnije idemo opet nazad na vjeronauk (svako na “svoj”), dok iluminati ne izađu s nekim novim programom. Sada nam se “new-age religija” smiješi. <br /><br />Naravno, prvo: problem – reakcija – solucija (rješenje problema). Da bi se pod solucijom provukao i “new-age” između ostalog što spada u njihov Novi Svjetski Poredak, sada je za očekivati da će ova gospoda morati prvo da naprave problem, što će vjerovatno biti jedan veći oružani sukob između hrišćanstva i islama, (tj. između onih ‘što ga ljube u dupe’ i onih ‘koji su mu se naguzili’), tako da vjerovatno poslije jedne ograničene upotrebe nuklearnog oružja i možda par milijardi mrtvih, može da dođe do adekvatne reakcije naroda, odnosno zahtjeva da se taj užas zaustavi po svaku cijenu, kako bi se onda moglo reći: “eto vidite do čega nas dovedoše ove religije, sada moramo napokon nešto poduzeti”. Pa naravno, imamo rješenje – new age religija, zajedno sa Novim Svjetskim Poretkom. Ali obavezna za sviju, naravno. Ovakav jedan scenario nije nimalo nemoguć u našoj bliskoj budućnosti. Podatak kako su Lenjin i Trocki stigli u Rusiju zapečaćenim vozom sa 20 tadašnjih miliona dolara koje im je za tu svrhu, između ostalog, obezbjedila jedna od 13 iluminati porodica (Rockefeller), nismo uspjeli da doznamo iz naših knjiga istorije. Ni ostale podatke o dizajniranju, finansiranju, uvođenju i održavanju komunizma u Rusiji i mnogim drugim zemljama svijeta od strane iluminati društva, takođe nismo uspjeli da saznamo kroz nas obrazovni sistem, vjerovatno zbog toga što je i on pod njihovom direktnom ili indirektnom kontrolom. Finansijski sistem koji je u rukama ove organizacije, da ne pominjemo. Ko je imao vremena imalo dublje da prouči metode njihove proizvodnje novca, mogao je vidjeti da su ga oni pravili od čistog vazduha, tj. da taj novac u realnosti nikada nije imao nikakvu podlogu, nego je samo fiktivan. Na bazi te fikcije oni naplaćuju interes kojim stvaraju bazu za kupovinu svega, od prirodnih bogatstava pa do ljudskih duša. Tako danas ne postoji zemlja koja nije njihov dužnik. Naravno, “IMF” (Međunarodni Monetarni Fond) je takođe jedna od njihovih važnijih organizacija. Kontrola svijesti počinje od kontrole informacija. Kontrola informacija se uspostavlja kontrolom nad obrazovanjem, naučnim institucijama, medijima, religioznim institucijama itd.<br /><br /> Oni koji su imalo dublje proučavali zbivanja u vezi ovih poslednji konflikata na balkanskim prostorima, mogli su da vide osnovne aspekte manipulacije kojima se ovi služe za razbijanje država, izazivanje oružanih sukoba, održavanje rata dok se industrija i infrastruktura neke države dovoljno ne unište, a onda - uvođenje mira, postavljanje na vlast marionetskih vlada, kreditiranje tih država kako bi se obnovila infrastruktura i privreda zemlje, uz visoke interesne stope. Te kredite uspostavljena vlada, sastavljena mahom od mediokriteta podržanih od strane iluminata, obično ne uspijeva da vraća, te tako i ona i država i narod postaju “vlasništvo” IMF-a, koji je opet samo jedna od grana iluminati društva. Usput se obavi i tranzicija prirodnih bogatstava, industrije, komunikacija, medija tj. svega što je bitno, - u njihove ruke. Oni koji sve ovo prežive postaju jeftina radna snaga, ukoliko imaju sreće da uopšte dobiju posao. I tako stalno u krug. Normalno ljudsko biće u kontuzovanom stanju svijesti opet će prije poletjeti na komšiju kako bi se njemu za nešto osvetilo, nego što će biti u stanju da primjeti kako su i on i komšija izmanipulisani od strane entiteta koji su za njih nevidljivi. Bez obzira što sve ovo izgleda na prvi pogled kao preuzimanje bogatstva i kontrole od strane manjine nad većinom na jedan veoma sofisticiran način, odnosno, implicira da je stvar u svojoj suštini materijalne prirode, sve bi to na jednom duhovnom planu moglo da ima i jednu drugu, mnogo značajniju dimenziju. Iluminati, mada na vrhu piramide u našem denzitetu imaju opet samo egzekjutivnu funkciju nosioca ‘matriksa’, za šta su dobro nagrađeni u materijalnom smislu od strane njihovih šefova. Velika je vjerovatnoća i da se njihovi pripadnici stalno inkarniraju u istim familijama, da se radi o osobama sa individualnom dušom jakog OPS polariteta, koji su je svjesno stavili u službu tzv. “snaga mraka”. Njihovi naredbodavci su, kako se čini, na spratu iznad našeg. Predator o kome nam Don Huan priča. Za predatora je bitan jedan stalni konflikt. Kada se nađe nekom, bilo u unutrašnjem ili vanjskom konfliktu, duhovno ljudsko biće postaje baterija emitovanjem emocionalne energije specifičnih frekvencija. To je ujedno i hrana za entitete sa “gornjeg sprata”. Zbog toga je bitno da ljudsko biće u momentima kad nije u direktnom konfliktu s drugim ljudskim bićem, bude bar u nekom svom unutrašnjem konfliktu, koji je takođe rezultat njegovog neznanja tj. nepoznavanja svoje objektivne suštine, kao i suštine ove kreacije, odnosno, objektivne realnosti u kojoj on živi. Jevrejski narod je takođe žrtva ove manipulacije, možda čak i više nego drugi narodi, jer je on, čini se, dobio jednu “specijalnu pažnju” od ovih 4D entiteta, koje najbolje simbolizuje upravo taj (reptoidni) entitet - Jehova. Na toj “pažnji” njima ni malo ne treba zavidjeti, jer kao Jehovin “izabrani narod” oni su kao takvi stavljeni u jednu podređenu ulogu, analognu sklapanju ugovora s đavolom. Dovoljno je samo pročitati "Knjigu Jozue Nunova" iz Starog Zavijeta, pa vidjeti kako se pokolj ljudskih bića na ovoj planeti manipuliše od strane tih reptoidnih entiteta "odozgo" na čelu sa jednom fiktivnom individuom - Jehovom, i kako smo mi samo jedan instrument u njihovim rukama. “Ko s đavolom tikve sadi – o glavu mu se razbijaju”, kaže naš narod, i kako se čini u tome stvarno ima mnogo istine. Vještom manipulacijom ovih Protokola, odnosno njihovom implikacijom jevrejskog naroda kao nosioca ove zavjere, stvarni zavjerenici su skrenuli pažnju i eventualne konsekvence sa sebe na narod koji realno ne stoji iza toga, nego je takođe samo jedna od njihovih žrtava. Sličan primjer možemo vidjeti kod tzv. cionističkog pokreta koji je takođe organizovan od strane iluminatija, i koji se nalaze u njegovom užem rukovodstvu i svojim zločinaćkim akcijama za “dobro jevrejskog” naroda, čine mu upravo suprotno, te mu na taj način stvaraju uslove za propast, pogotovo na području današnjeg Bliskog i Srednjeg Istoka. <br /><br />Prema nekim saznanjima, grupna karma je takođe nešto na šta se mora računati ukoliko se jedan narod relativno uniformno ponaša, jer na kraju, svako žanje ono što je posijao. Zatomljivanje duhovnog aspekta ovog duhovnog naroda ugovorom sa Jehovom obezbjeđuje njegovo vezanje za materijalni aspekt kreacije, kao i stavljanje mnogih njegovih pripadnika u ulogu glavnih nosioca i promotera materijalnog pogleda i pristupa starnoscu, kontrolora i kršioca slobodne volje i prirodnog prava na egzistenciju drugih ljudskih bića, što se u nekom krajnjem aspektu mora na kraju takođe “izbalansirati”, na neki način. Kolika će cijena za to biti biti ovaj put? (Atlantidu smo na žalost zaboravili) Zašto je jevrejski narod dobio ovaj “specijalni tretman” od strane naših hiperdimenzionalnih kontrolora možemo samo nagađati, međutim, ima nekih indikacija da njihov semitski genom sadrži određene gene koji imaju veliki potencijal ukoliko bi se njihov nosilac "probudio". Čini se da ti geni u jednom takvom slučaju mogu da obezbjede njihovom nosiocu da se suprotstavi “kontrolnom sistemu matriksa,” kako ovdje u 3D, tako i nakon tranzicije na jedan viši nivo postojanja, odnosno izlaska iz realiteta u kome smo trenutno zarobljeni. Međutim, ako je čovjekova svijest zarobljena, onda od izlaska iz "podruma" nema ništa. Ugovorom sa Jehovom/reptoidima, genetska razmjena sa pripadnicima drugih naroda je spriječena, dok su oni kao “ekskluzivan” narod ostali sputani a njihov istinski duhovni potencijal amputiran. Semitska genetska komponenta ima potencijal da dovede čovjekovo tijelo u frekvenciju koja može da bude u rezonanciji sa tzv. “kreativnim principom”, odnosno, kreativnim silama Svega Što Jeste, omogućavajući čovjeku jednu egzistenciju na tzv. OPD (“orjentacija prema pružanju pomoći drugima”) način. Tako se na njihovo čelo nameću iluminati (arijevci) OPS polariteta koji sami sebe proglašavaju “jevrejima” samim preuzimanjem judeohrišćanstva, te u smislu Trojanskog Konja i uz pomoć tzv. “cionističkih metoda” vode Jevreje-semite ka ambisu. O čemu se u stvari radi? Sasvim moguće o pokušaju – eksterminacije semitske genetike sa ove panete, prije njenog prelaska na jednu višu ravan postojanja. Kako? Ratovima i entničkim biološkim oružjem. Kada? Uskoro. Stvar postaje jasnija ukoliko je jasno i to da većina Arapa i Jevreji-semiti imaju skoro identičan genom (U5 haplotip). Iračani, Iranci, Sirijci, Libanonci itd. po genetskoj strukturi se ne razlikuju od Jevreja-semita. Radi se o narodima koji su samo drugačije programirani od strane “4D kontrolnog sistema”, u religioznom, nacionalnom, kulturalnom i drugom smislu. Sada je za očekivati da će iluminati (arijevci) izazvati jedan veći oružani konflikt na Bliskom i Srednjem Istoku. U međuvremenu će se objelodaniti uloga Mossad-a u rušenju Svjetskog Trgovinskog Centra. Tako će se okrenuti javno mnenje protiv Jevreja-semita koje će ljudi poistovjetiti sa Mossad-om, dok će se većina jevreja-arijevaca izvući, jer ionako veoma malo njih živi na području Bliskog i Srednjeg Istoka. Arapi će dobiti zeleno svjetlo za rasturanje Izraela, što će oni jedva dočekati, a Izrael će se naravno braniti svim sredstvima. Nuklearno oružje će se vjerovatno koristiti sa obe strane. Tako će, na kraju, žrtve biti niko drugi do - ljudska bića sa semitskom genetikom. Amargedon?!? Zato su i u ovim Protokolima Sionskih Mudraca, Jevreji (semiti) ti koji su implicirani kao nosioci cijele zavjere, dok su njeni pravi nosioci, u stvari, “jevreji”- arijevci, odnosno, tzv. “iluminati familije”. U određenim istorijskim periodima, kao i dan danas, samo objavljivanje Protokola smatralo se jednim antisemitskim aktom, odnosno, napadom na ovaj narod, bez ikakvih pokušaja da se utvrde neki dublji aspekti ove manipulacije. Zataškivanjem dokumenata nije se mnogo postiglo, osim što su se otklonile potencijalne smetnje odvijanju ovog plana u čiju zamku bi mogli da upadnemo svi zajedno, uključujući i mnoge od njegovih perpetratora, koji trenutno smatraju da im njihove sadašnje pozicije obezbjeđuju totalnu ličnu sigurnost. Kontrolni sistem je danas već uspio da hipnotiše mase do te mjere da se ratovanje i ubijanje drugih ljudskih bića kao i trovanje prirode smatra neizbježnim, tj. jednom sasvim normalnom pojavom. Naravno, kad se to radi u “odbrambene ili preventivne” svrhe, radi “bitke za mir”, za “demokratiju”, protiv “terorizma” i još bezbroj drugih “opravdanih” razloga. Ljudska hipokrizija upravo u ova vremena doživljava svoju kulminaciju. Šta su nam sve ovi entiteti pripremili da iskusimo u našoj neposrednoj budućnosti, možemo samo da nagađamo, međutim, šta god da se bude događalo, svako od nas će imati neposrednu i ličnu odgovornost kako za raspolaganje sa svojim ličnim umom, tako i za svoje ponašanje. Iluminati su trenutno zaokupljeni organizovanjem terorističkih akata, i neprestanom promocijom straha od terorizma uz pomoć medija, kako bi pod “rješenjem problema” mikročipovali narodne mase u većini zemalja. Ti mikročipovi imaju, navodno, sposobnost da modifikuju rad čovjekovog mozga, pa time i njegovo raspoloženje, proces razmišljanja, ponašanje, emotivni status, itd. itd. Radi se o kontroli uma. Osim toga, ti čipovi bi služili i za svrhe praćenja, identifikacije, finansijske transakcije itd. (Da li ovdje stvarno treba naglašavati kako su ‘prednosti’ tih mikročipova, koje se već neko vrijeme promovišu kroz kontrolisane medije, u smislu pohranjivanja medicinskih podataka čovjeka, otkrivanju izgubljene djece itd. itd. samo priče za malu djecu?!? U stvari, tu se samo radi o jednoj trakvilizaciji ‘ovaca.’) Znači, uz pomoć mikročipa, - "baterija" - bi se uključivala i isključivala kako je to našim kontrolorima po volji. Činjenica je da na gornjim nivoima već odavno postoji samo jedna vlast i da je samo jedna iluzija da su političari većih zemalja međusobnom konfliktu ili njihove tajne službe. <br /><br />Da li se ovdje radi o jednoj zavjeri ili ne, to je stvar ličnog prosuđivanja pojedinca, kao što je na njemu leži i odgovornost za sve eventualne konsekvence, ukoliko se tu stvarno radilo o jednoj zavjeri. Isto tako, ako je neko na neki način do sada bio prevaren, ne mora značiti da on to mora i od sada da bude. <br /><br />Odgovornost za to je na njemu samom i ni na kome drugom, jer je on svojom indolencijom i nemarom dozvolio da bude izmanipulisan a svoj um nije koristio na pravilan način. Oni koji misle da se ionako ništa ne može protiv ovoga poduzeti, - možda treba prvo da si postave pitanje - koliko su oni sami posvetili vremena istraživanju samog sebe i svojih ličnih potencijala?! Sve je na kraju krajeva – slobodna volja. Onima koji nakon čitanja ovog teksta i Protokola, u svemu ovome ne vide ništa nad čim bi se trebali zamisliti, mogu samo da poželim – laku noć i miran san. <span style=";font-family:Arial;font-size:100%;" ></span>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-27672217735604306622011-02-10T13:43:00.000-08:002011-02-10T13:51:06.852-08:00Codex AlimentariusU poslijednjem postu je opisana <a style="color: rgb(51, 102, 255);" href="http://paralelni-svemir.blogspot.com/2011/01/svjetlost-je-hrana.html">svijetlost kao hrana, </a><br />LINK:<span style="color: rgb(255, 255, 102);"> </span><a style="color: rgb(255, 255, 102);" href="http://paralelni-svemir.blogspot.com/2011/01/svjetlost-je-hrana.html">http://paralelni-svemir.blogspot.com/2011/01/svjetlost-je-hrana.html.</a><br /><br />Po svemu sudeći, taj način prehrane ce se u budućnosti sve više primjenjivati jer tekst koji slijedi je zastrašujući.<br /><br />"Tko kontrolira hranu kontrolira ljude, tko kontrolira energiju kontrolira kontinente, onaj tko kontrolira novac kontrolira cijeli svijet", Henry Kissinger. <p>"Codex Alimentarius - Prehrambeni Kodeks" je kontroverzan (monstruozan) plan globalne elite koja kontrolira međunarodne organizacije, u svrhu usvajanja novih zakona, propisa i regulacija za kontrolu hrane, aditiva i drugih dodataka hrani. U ovom prehrambenom protokolu se zbog ostvarivanja privatnog profita na štetu populacije, podržava upotreba velikog broja aditiva (i onih veoma opasnih po zdravlje) u hrani koju jedemo...</p><p>VIŠE NA:</p><p style="color: rgb(51, 102, 255);"> <a href="http://www.vrilo.com/zanimljivosti/652-codex-alimentarius-prehrambeni-kodeks.html">http://www.vrilo.com/zanimljivosti/652-codex-alimentarius-prehrambeni-kodeks.html</a></p><p><a href="http://www.vrilo.com/zanimljivosti/652-codex-alimentarius-prehrambeni-kodeks.html"><span style="color: rgb(51, 102, 255);">( OBAVEZNO POGLEDAJTE VIDEO )</span><br /></a></p><p><br /></p><p><br /></p><br /><a href="http://paralelni-svemir.blogspot.com/2011/01/svjetlost-je-hrana.html"> </a>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-59501007210806604352011-01-17T00:03:00.000-08:002011-01-17T00:12:03.451-08:00Svjetlost je hrana<div style="text-align: left;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_noI0ymUDc4Q/TTP5VoiRd8I/AAAAAAAAASo/gl8XvamlOCA/s1600/sunlight-for-vitamin.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 320px; height: 240px;" src="http://1.bp.blogspot.com/_noI0ymUDc4Q/TTP5VoiRd8I/AAAAAAAAASo/gl8XvamlOCA/s320/sunlight-for-vitamin.jpg" alt="" id="BLOGGER_PHOTO_ID_5563064114786432962" border="0" /></a></div><strong>Svijetlost je osnovni sastojak iz kojeg potiče sav život, razvija se i ispunjava se energijom. Svijetlost i zdravlje su nerazdvojivi</strong>. Osobnim ponašanjem uspjeli smo se odvojiti od izvora svijetlosti koristeći fluorescentnu rasvjetu, životom u zatvorenom prostoru, naočalama, kontaktnim lećama, sunčanim naočalama, losionima za tamnjenje kože, jedući meso, hraneći se prerađenom hranom i kuhanim povrćem, mnogi od nas pate od kroničnog <em>nedostatka svjetlosti. </em>Kao i neuhranjenost nedostatak svjetlosti nam uskraćuje potrebni nivo hranidbenih tvari i ritmičko stimuliranje bitno za život potpuno zdravog bića. <p align="left">Nobelovac Laureate Dr.Szent-Gyorgi opisao je osnovni životni proces kao mali strujni tok poslat nam od sunčeve svjetlosti. Bez svjetlosti nema zdravlja. Ovaj iskaz je ključ u razumijevanju <strong>značaja svježe biljne hrane i drugih načina za unošenje svijetla u naš organizam</strong>. Mi smo ljudske fotoćelije sa sunčevom svijetlosti kao osnovnom biološkom hranjivom tvari.</p> <p align="left">Dr.Szent-Gyorgi govoreći o toku sunčeve svijetlosti koje Sunce isijava prema nama, zapravo govori o visoko nabijenim elektronima koji sudjeluju u prenošenju sunčeve energije u našu submolekularni uzorak bez mijenjanja naše molekularne strukture. Model kvantne fizike počinje prihvaćati (ozakoniti) naš više intuitivan model vegetarijanske hrane kao kondenzirane sunčeve svjetlosti koju unosimo u naš ljudski organizam jedući biljnu hranu. Kada je energija zemaljske vegetacije indirektno unesena u naš organizam konzumiranjem mesne hrane, veći dio bio-elktričnih vibracije energetskog uzorka je uništeno. Energija sunčeve svjetlosti je također uništena u vegetarijanskoj hrani koju kuhamo ili prerađujemo.</p> <p align="left">Uzbuđujući proboj za mene bila je konceptualna sinteza kako hranom unosimo energiju fotona sunčeve svjetlosti u naše tijelo i kako ga ono koristi. Aludirao sam na taj koncept kada sam govorio o istraživanju dr. Hans Eppinger koji je pronašao da su sve stanice u osnovi baterije koje su pune kada je čovjek zdrav. Kada je čovjek bolestan, baterije se isprazne i jedva funkcioniraju. Značajno otkriće je da samo nekuhana hrana ima mogućnost povećati naboj stanice kao baterije.</p> <p align="left"> </p> <p align="left"><strong>Slijedeći korak u razumijevanju metabolizma stanice kao baterije</strong></p> <p align="left">Pozitivan naboj se energetski hrani kisikom. Negativni naboj se hrani energijom elektrona i fotona ispunjenih sunčevom svjetlošću i skupljeni u vegetarijanskoj hrani. Ova elektronima ispunjena hrana otpušta energiju elektrona kroz Cytochrome oxidddase sistem.Cytochrome oxidant sistem djeluje kao transformator koji energiju elektrona pretvara u ATP. ATP je osnovno energetsko spremište molekule bioloških sistema. Biokemijsko otpuštanje energije ATP je gorivo za sve energetski zahtjevne procese na molekularnom nivou u našem biološkom sistemu.</p> <p align="left">Elektroni su u biti provučeni kisikom kroz cytochrome oxidant sistem na pozitivan pol stanične baterije. Više kisika u sistemu stvara jače privlačenje. Vježbe disanja, konzumiranje hrane bogate kisikom i život u nezagađenom okruženju bogatog kisikom povećava ispunjavanje naše potrebe za kisikom. Ključ razumijevanja je cytochrome oxidant sistem postoji u svakoj stanici i zahtjeva energiju elektrona da bi funkcionirao. Ta energija elektrona dolazi od biljne hrane koju konzumiramo svježu. Kada je hrana prokuhana osnovna harmonična rezonancija uzorka žive energije elektrona u svježoj hrani djelomično je uništena. Kada jednom razumijemo ovu naučno dokazanu činjenicu logičan slijed je da ćemo konzumirati hranu bogatu elektronima kao voće, povrće, orašaste plodove i sjemenke te proklijala ili namočena zrna.</p> <p align="left">Dr Johanna Budwig iz Njemačke nosioca diplome iz fizike, farmacije, biokemije i medicine i jedan je od prvih istraživača koje je kombinirao dubinu znanja kvantne mehanike i fizike sa sveobuhvatnim znanjem ljudske biokemije i fiziologije. Ona je zaključila, ne samo da živa hrana bogata elektronima djeluje kao donator snažnih elektrona nego elektronima bogata hrana djeluje kao sunčano rezonantno polje u tijelu koje privlači, sprema i povezuje sunčevu energiju u našem tijelu. Ona tvrdi da su fotoni sunčeve svjetlosti privučeni vibracijom suncu sličnim elektronima u našem biološkom sistemu, osobitu u duplo povezanom elektronskom oblaku pronađenom u našim lipidima. Ti suncu slični elektroni poznati su pod nazivom pi-elektroni. Taj pi-elektronski sistem unutar molekularne strukture ima sposobnost privlačenja i aktiviranja sunčanih fotona.</p> <p align="left">Ona misli da energija dovedena tim sunčevim fotonima djeluje kao "nati-entropy faktor". Prevedeno terminologijom biologije, entropy znači starenje. Anti-entropy je identično sa obrnutim procesom starenja. Iz točke gledanja kvantne fizike fotoni nikada ne stare; oni imaju brzinu vremena. Sunčani fotoni pronose visoki nivo naloga (anti-entropy energija) u pi-elektrone našeg biološkog sistema. <strong>Što više svjetlosti skupljamo u našem sistemu, to više obnavljamo zdravlje i unosimo energiju koja zaustavlja starenje našeg ljudskog organizma</strong>.</p> <p align="left">Zbog toga, ljudi koji jedu rafiniranu, kuhanu i visoko prerađenu hranu smanjuju količinu sunčanih elektrona koji energiziraju sistem i količinu visoko sunčanih elektrona koji stvaraju visoko elektronsko solarno rezonantno polje. Zahvaljujući Dr. Budwig, obrađena hrana može čak djelovati kao izolator zdravom pritjecanju elektriciteta. Što smo više sposobni apsorbirati sunčeve elektrone, više smo sposobni reagirati, privlačiti i upijati sunčeve elektrone u direktnoj rezonanciji sa suncem, drugim sunčevim sistemima i čak drugim galaksijama. Što smo više u mogućnosti upijati sunčeve elektrone u dublje nivoe kože, manje su mogućnosti za dobivanje sunčanih opeklina i teoretski manje karcinoma kože.</p> <p align="left">Možda dvije <strong>namirnice najbogatije sunčevim elektronima i namirnice koje imaju sposobnost apsorpcije sučevih elektrona</strong> su <strong>mikroalge</strong> spirulina, i AFA dodaje dr. Peter Naydenov, i <strong>laneno sjeme</strong> u različitim oblicima, uključujući i laneno ulje. Dr. Budwig je izvijestio o slučajevima općeg ozdravljenja i čak karcinoma koji se povukao nakon upotrebe velike količine lanenog ulja koje je povećalo količinu energije elektrona u sistemu i time stvorilo dovoljno raspoložive energije za izlječenje sistema.</p> <p align="left">Kako spirulina i AFA rastu na visokim nadmorskim visinama i toplim predjelima, imaju povećan beta-karoten i druge karotenoide, sisteme enzima i drugih bioloških sastojaka za bolje apsorbiranje pojačane sunčane i kozmičke radijacije. Otkrio sam da uzimajući spirulinu i trljajući se proizvodom Phycotene Cream (proizveden od Dr. Christopher Hills iz Light Force) ja i moji suradnici i dobrovoljci nismo imali problema sa sunčanim opeklinama radeći duge sate pod užarenim nebom u Tree of Life Rejuvenation Center u Patagoniji, Arizona.</p> <p align="left">Druga su istraživanja pokazala da su spirulina i Phycotene Cream bili uspješni u obnavljanju stanica squamous karcinoma kože i rješavanju <span style="text-decoration: underline;">pre-cancer squamous cell carcinoma</span>. Druga su istraživanja pokazala da su tri četvrtine ljudi hipersenzitivnih na sunčanu svjetlost (pate od erythropoetic protoporphinaria) bili u mogućnosti povećati vrijeme izlaganja suncu. Tri četvrtine onih koji su poboljšali svoju prilagodbu mogli su se izložiti suncu četiri puta duže. Za one koji razumiju da smo mi ljudske fotoćelije koje često pate od nedostatka svjetlosti, ovo je izuzetno uzbudljiv pronalazak.</p> <p align="left">Dr. Budwig je također pronašla da kada kombiniramo laneno ulje sa visoko vrijednim bjelančevinama, tri duplo obmotani elektronski oblaci prisutni u svježem lanenom ulji i proteinima, stvaraju bi polarnu mrežu kondenzatora koji čak bolje apsorbiraju, spremaju i prenose razmjenu sunčevih elektrona i pojačavaju sunčevu rezonanciju. Ona često upotrebljava neke vrste ovčjeg sira kao visoko proteinsku hranu za kombinaciju sa lanenim uljem. Kao vegetarijanac koji ne koristi mliječne proizvode , otkrio sam da je pčelinji polen i spirulina savršena visoko proteinska koncentrirana hrana za kombinaciju sa lanenim uljem.</p> <p align="left">Prema saznanjima moderne fizike i kvantne biologije, po Dr. Budwig, ne postoji druga živa stvar u prirodi koja više akumulira sunčeve elektrone od ljudskog bića. Izgleda da su ljudi osobito povezani sa sunčanom svjetlosti. Sa istom rezonancijom sunčanih elektrona, naša povezanost sa zvijezdama je povećana našom sposobnošću da prihvatimo poklon njihove svjetlosne energije i biokemijski ju preradimo. <strong>Svjetlost je naša pupčana vrpca sa svemirom</strong>.</p> <p align="left">Naša sposobnost da se ispunimo sunčevom kozmičkom energijom ovisi o jedenju <strong>hrane koja sadrži visokosunčane elektrone</strong> koji su u rezonanciji i privlače sunčeve i kozmičke zrake. <strong>Naše zdravlje i svjesnost ovise o našoj sposobnosti da privlačimo, spremamo i dovodimo energiju elektrona koja je bitna za energiziranje i reguliranje svih životnih sila</strong>. Što je veće spremište svjetlosne energije to je veća snaga našeg ukupnog elektromagnetskog polja, i posljedično više je energije slobodno za liječenje i održavanje optimalnog zdravlja.</p> <p align="left">Snažno sunčevo rezonantno polje najavljuje evoluciju čovječanstva u dosezanju punog kapaciteta kao <strong>ljudskog</strong> "<strong>sunčanog bića</strong>". Svjetlost podržava evoluciju, a nedostatak fotona u našem tijelu sprečava je. <strong>Svjetlost i svjesnost su međusobno povezani.</strong> Vraćajući se u nazad do prošlog stoljeća, Rudolf Steiner, osnivač Waldorf Schools, Antropozofske medicine i biodinamičkog vrtlarstva mislio je da dozvoljavajući vanjskom svijetlu da uđe u naš sistem oslobađamo jednaku količinu našeg vlastitog unutarnjeg svijetla. Što više povećavamo sposobnost apsorpcije i asimilacije svijetlosti to više svjesni postajemo. Što se više mijenjamo povećanjem naše apsorpcije svijetlosti to više sami postajemo svjetlost. Ovo je profinjena <strong>tajna </strong>"<strong>svjesne ishrane</strong>".</p><br /><br /><br /><a href="http://alkemija.blogspot.com/2011/01/svjetlost-kao-hrana.html"><br />http://alkemija.blogspot.com/2011/01/svjetlost-kao-hrana.html</a>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-13371684900730392522011-01-09T19:35:00.001-08:002011-01-09T19:39:07.198-08:00Ipak se okreće - Sjeverni pol se pomiče prema Rusiji<div style="text-align: left;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.vrilo.com/images/stories/thumbnails/images-stories-VRILO-2011-sijecanj-zemljin-magnetizam-133x100.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 226px; height: 169px;" src="http://www.vrilo.com/images/stories/thumbnails/images-stories-VRILO-2011-sijecanj-zemljin-magnetizam-133x100.jpg" alt="" border="0" /></a><br /></div>Zemljin magnetski sjeverni pol polako se pomiče prema Rusiji, no na svom putu izazvao je prave probleme Međunarodnom aerodromu u Tampi. <p> Aerodrom je službeno zatvoren sve do 13. siječnja, kako bi se potrebna signalizacija i instrumenti prilagodili za novu lokaciju magnetskog pola.</p> <p>Nestašni pol prema Rusiji putuje brzinom od 40 milja godišnje, zbog čega glavna staza mora dobiti novi broj. Prema National Geographicu, premještanje pola uzrokuju promjene u Zemljinoj jezgri, no te promjene nisu toliko česte da remete rad aerodroma.</p> <p>"Želite biti nepogrešivo precizni kad se odlučite pouzdati u kompas," izjavio je glasnogovornik FAA (Federal Aviation Administration". Nakon što se osposobi glavna staza, iste će izmjene doživjeti i druge dvije. Prema Wikipediji, staze su označene brojevima od 01 do 36, što u prijevodu znači da je staza 09 okrenuta prema istoku (90°), staza 18 prema jugu (180°), staza 27 prema zapadu (270°) i staza 36 prema sjeveru (360°). Međutim, staze u tom području imaju brojeve prilagođene blizini samom magnetskom polu, zbog čega je orijentacija još važnija.</p> <p>Ovo nije prvi ovakav događaj, jedan je aerodrom u Minnesoti morao pribjeći istim mjerama još 2002., dok je Londonski Stansted oznake staze promijenio 2009, prenosi <a href="http://www.vrilo.com/zanimljivosti/329-ipak-se-okree-sjeverni-pol-se-pomie-prema-rusiji.html">vrilo.com</a></p>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-23246587964803924042010-12-24T11:05:00.001-08:002010-12-24T11:06:06.626-08:00Merry Christmas and Happy New Year<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_noI0ymUDc4Q/TRTvGt4cvNI/AAAAAAAAASc/gPwJhdgYhy8/s1600/Happy-New-2011.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 259px; height: 194px;" src="http://1.bp.blogspot.com/_noI0ymUDc4Q/TRTvGt4cvNI/AAAAAAAAASc/gPwJhdgYhy8/s320/Happy-New-2011.jpg" alt="" id="BLOGGER_PHOTO_ID_5554327139129277650" border="0" /></a>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-39131363166710346772010-12-07T15:07:00.000-08:002010-12-07T15:14:02.003-08:00ENERGIJA NULTE TOČKE<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_noI0ymUDc4Q/TP6_pA5T71I/AAAAAAAAAQs/1GL18Drn80Q/s1600/%25D9%2586%25D9%2582%25D8%25B7%25D8%25A9%2B%25D8%25A7%25D9%2584%25D8%25B5%25D9%2581%25D8%25B1%2B%25D8%25A7%25D9%2584%25D8%25B7%25D8%25A7%25D9%2582%25D8%25A9%2B--%2B%25D8%25A7%25D9%2584%25D8%25B7%25D8%25A7%25D9%2582%25D8%25A9%2B%25D9%2585%25D9%2586%2B%25D9%2581%25D8%25B1%25D8%25A7%25D8%25BA.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 300px; height: 168px;" src="http://4.bp.blogspot.com/_noI0ymUDc4Q/TP6_pA5T71I/AAAAAAAAAQs/1GL18Drn80Q/s320/%25D9%2586%25D9%2582%25D8%25B7%25D8%25A9%2B%25D8%25A7%25D9%2584%25D8%25B5%25D9%2581%25D8%25B1%2B%25D8%25A7%25D9%2584%25D8%25B7%25D8%25A7%25D9%2582%25D8%25A9%2B--%2B%25D8%25A7%25D9%2584%25D8%25B7%25D8%25A7%25D9%2582%25D8%25A9%2B%25D9%2585%25D9%2586%2B%25D9%2581%25D8%25B1%25D8%25A7%25D8%25BA.jpg" alt="" id="BLOGGER_PHOTO_ID_5548082502302953298" border="0" /></a><br /><p>Svi "fenomeni ljudske svijesti", od vidovitosti, telepatije, empatije i liječenja na daljinu, do magije i predviđanja, sasvim su logični i nepobitni u skladu sa sveprisutnim, povezujućim poljem nulte točke. Polje nulte točke objašnjava i temeljnu ali do sada neobjašnjenu pojavu - gravitaciju. Klasična fizika nikada nije uspjela objasniti što je gravitacija...; u svjetlu novih spoznaja, gravitacija je vidljivi dio djelovanja energije nulte točke... </p> <p>To je i savršena metafora za objašnjenje našeg prožimanja sa sveprisutnom energijom nulte točke; oduvijek smo je osjećali, bila je neizostavni temelj fizikalnih promišljanja svemira, ali do sada nedovoljno objašnjena, shvaćena i korištena.</p> <p>Energija nulte točke je energija u maksimalno praznom prostoru (vakuumu), gdje je gibanje subatomske tvari najbliže nuli. Iz takvog praznog prostora koji ispunjava svemir, znanstvenici, sa dr. Halom Puthoffom na čelu istraživačkih projekata, pokušavaju dobiti izvor nepresušne, obnovljive energije. </p> <p>Vakuum koji ispunjava svemir samo je prividno prazan, energetski mrtav prostor. Ispunjen je neograničenom količinom potencijalne energije koja je, premda je ne možemo spoznati čulima, izvor svih oblika energije i svih postojećih energetskih frekvencija te izvor svih vidljivih pojava u svemiru.</p> <p>Koncept energije nulte točke potječe iz kvantne mehanike i načela neodređenosti koje je 1927. teoretski postavio fizičar Werner Heisenberg; zaključio je da je univerzum prožet temeljnom energijom koju ne možemo spoznati, jer je bez fluktuacija, ali povezuje sve i izvor je svih pojava u svemiru.</p>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-67910333387183977392010-12-03T12:48:00.000-08:002011-01-14T13:18:59.348-08:00PLANET NIBIRU<div style="text-align: left;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://3.bp.blogspot.com/_noI0ymUDc4Q/TPlZLTjKvZI/AAAAAAAAANw/lrBYi1Owzb4/s1600/Nibiru.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 271px; height: 186px;" src="http://3.bp.blogspot.com/_noI0ymUDc4Q/TPlZLTjKvZI/AAAAAAAAANw/lrBYi1Owzb4/s320/Nibiru.jpg" alt="" id="BLOGGER_PHOTO_ID_5546562466844687762" border="0" /></a><br /></div>Suvremena nauka je pretpostavila mogućnost postojanje nepoznatog planeta na rubu našeg sunčevog sistema. Planet vrlo velike mase (moguće i do pet puta veće od Zemlje) i još uvijek neutvrđene udaljenosti (navodno oko pola svjetlosne godine od Sunca), otkriven je matematičkom metodom, a na osnovu neobičnih anomalija u orbitama Urana i Neptuna, kao i u pojasu asteroida koji kruže unutar sunčevog sistema. Te su anomalije, doduše, zabilježene već mnogo prije otkrića Plutona 1929. godine, kada se špekuliralo o postojanju ogromnog nebeskog tijela, u neposrednoj "blizini",<br />koje ih uzrokuje. Pronalazak minijaturnog Plutona nije mogao dati zadovoljavajući odgovor zašto dva velika planeta imaju nepravilne putanje, pa je to pitanje ostalo otvoreno sve do danas. Zašto je trebalo gotovo jedno stoljeće da se izađe s ozbiljnijim informacijama o tajanstvenom planetu ? Nepostojanje tehničkih mogućnosti ili nešto drugo, može se samo nagađati. Ali dobro je podsjetiti se da je Uran otkriven primitivnim teleskopom još 1781. g., a Neptun 1846. g.<br /><br /><br /><br />Međutim razlika između ovog i ostalih planeta u sunčevom sistemu je ogromna i to je osnovni razlog zbunjenosti i zabrinutosti današnjih astronoma i naučnika. A glavna posebnost planeta je ta da se kreće eliptičnom putanjom i suprotnim obrtanjem oko osi od svih ostalih planeta.<br /><br /><br /><br />Zabrinutost je tim veća zbog delikatnosti pojave koja bi mogla ugroziti život na Zemlji,<br />a službeno bi objavljivanje, dakako, izazvalo nevjerovatne reakcije širom svijeta.<br />Teško je i zamisliti kakve bi samo poremećaje doživjele religijske zajednice, zbog činjenice da je planet nastanjen naprednom civilizacijom, a naročito kršćanska Crkva čiji bi krvavo građeni temelji i 2000 godina stara doktrina bili teško uzdrmani.<br />O poremećajima u svijetu kapitala i financija teško je i razmišljati, a toga se najviše i boje oni koji su za sebe odabrali uloge dežurnih svjetskih dušebrižnika, na prvoj crti obrane civilizacijskih stečevina (i kapitala).<br /><br /><br /><br />Gdje se trenutno planet nalazi nije poznato, ali postoje određene špekulacije i dobar su temelj za razne proračune i predviđanja. Kakva nas budućnost očekuje i da li ćemo uskoro biti svjedoci apokaliptičnog nebeskog događaja nitko ne može sigurno reći, no ne treba zaboraviti neospornu činjenicu da Zemlja, kao i cijeli Sunčev sustav, ciklično, prolazi kroz turbulentna razdoblja; prirodnih katastrofa, promjena klime, nestajanja civilizacija.... !<br /><br /><br /><br />***<br /><br />"Ovo je veliko čudo Sina,<br /><br />Koje se nije dogodilo Zemlji<br /><br />Od davnih dana.....<br /><br />....Da je Sin,<br /><br />Gospodar svih Bogova I Božica,<br /><br />Koji boravi na nebu,<br /><br />Sišao sa nebesa."<br /><br /><br /><br />(Stih na glinenoj ploči iz Sumera)<br /><br /><br />SUMERI, MI I NIBIRU<br /><br /><br />Ono što je za savremene naučnike zbunjujuća novost, drevni Sumeri su znali prije 6.000 godina. Svoja su saznanja zapisivali na razne načine, između ostalog i na tzv. "glinene pločice" koje su, jednim dijelom i nekim čudom, ostale sačuvane do danas. Međutim, podaci koji se nalaze na tim pločicama neprihvatljivi su današnjim naučnicima, ne zato što im nisu zanimljivi ili vrijedni proučavanja, već zato što su u suprotnosti s njihovim, većinom, patrijarhalnim učenjem, zasnovanim prije svega na Darwinovim evolucijskim tezama i čovjeku nastalom od primata ili majmuna (!?).<br /><br />Srećom, postoje iznimke vrijedne spomena. Prije svega, prerano preminuli, Carl Sagan, čovjek velikog otvorenog uma, koji se usudio prije dvadesetak godina, u svojoj fantastičnoj seriji (i knjizi) "Cosmos", spomenuti "... ogroman, tamni planet koji kruži dubinama Mliječnog puta, o kojem ne znamo gotovo ništa osim da na njemu postoji život..." (!). Tko se još sjeća predivnih putovanja na zamišljenom brodu - maslačkovoj pahuljici i preleta preko tajanstvenog planeta ?<br /><br />Carl Sagan ispod "Krilatog Diska".<br /><br /><br /><br />Dr. John Murray, britanski astronom, nakon opsežnih matematičkih izračuna, prvi se usudio objelodaniti podatke o postojanju velikog, nepoznatog planeta<br />u susjedstvu Sunčevog sistema, kao uzročnika neobičnih odstupanja u putanjama udaljenih kometa. Do istog su zaključka došli i fizičar Daniel Whitmire i astronomi američkog Sveučilišta u Luisiani. I to tek nedavno, 1999. godine.<br /><br />Dr. Zecharia Sitchin, je naučnik koji svoja istraživanja, već više od pedeset godina,<br />ne usmjerava prema nebu već upravo suprotno, prema zemlji, kopajući po arheološkim nalazištima, proučava povijest zapisanu u drevnim narodima. Jedan je od rijetkih ljudi na svijetu koji može čitati sumersko pismo i, kao što sam kaže u Prologu svoje knjige "Dvanaesti Planet", svoj je život posvetio proučavanju Starog zavjeta, Knjige Postanka i povijesti drevnog Bliskog istoka; sumerskih, babilonskih, asirskih, hetitskih, kanaaskih i ostalih drevnih tekstova i epskih priča. Arheološka otkrića i odgonetavanje starih zapisa potvrđivali su ispravnost biblijskih aluzija na kraljevstva, gradove, vladare, hramove i običaje drevnih vremena. Stari Zavjet na više mjesta navodi : "Prijestolje Jahvea je u nebesima"... "Sa nebesa Gospodin gleda na Zemlju". Rukopisi drevnog Bliskog istoka, uključujući mnoštvo astronomskih podataka, nedvosmisleno govore o postojanju planete sa koje su stigli astronauti ili "bogovi". Svi drevni narodi vjerovali su u bogove koji su se spuštali na zemlju sa neba i koji su mogli sa zemlje poletjeti natrag u nebo.<br /><br />***<br />"On je taj koji sjedi na krugu Zemaljskom ...."<br /><br />(Prorok Izaia, veličajući Jahvea, Stari Zavjet)<br /><br />***<br /><br />"....Vidi moj prijatelju kako izgleda Zemlja !<br /><br />Pogledaj more, na stranama planinske kuće.<br /><br />Zemlja je zaista postala tek brežuljak,<br /><br />Široko more je tek poput kade."<br /><br />(Dio sumerske priče o kralju Etanu, koji je uzašao na nebo)<br /><br /><span style="font-weight: bold;">PLANET ILI RATNI BROD</span><br /><br />Sva dosadašnja istraživanja, saznanja, pretpostavke, kalkulacije, tumačenja ili jednostavno naše želje o tajanstvenom planetu kao prebivalištu napredne rase u mnogome se mijenjaju posljednjih godinu-dvije. Postoji nekoliko verzija najnovijih istraživanja da se ne radi o "običnom" planetu, doduše netipične putanje, već o<br />planetu-zvjezdanom brodu, opremljenom za duga galaktička putovanja, ali i za ratovanja i odbranu.<br /><br /><br /><br />Površno gledajući ovo izgleda poput nekog detalja iz SF filmova, no sve je mnogo kompleksnije i uvjerljivije od filma, a ne treba smetnuti s uma da filmska industrija uporno smišlja i najnevjerovatnije scenarije s ogromnim dolarskim budžetima. Pitanje za razmišljanje; tko i s kakvom namjerom !?<br /><br /><br /><br />No, ovdje je riječ o planetu kojeg od milja zovemo Nibiru, iako mu daju razne nadimke i nazive; od Planeta X (!?), Tamne zvijezde, Smeđeg patuljka do 10. planeta (10. u našem sunčevom sistemu, iako taj planet uopće tu ne pripada). Dakle planet do 4 puta veći od Zemlje kruži eliptičnom putanjom unutar Mliječnog puta i u naš sustav ulazi, približno, svakih 3600 godina. Otuda i prisvajanje ovog kozmičkog putnika i svrstavanje u red planeta koje kruže oko Sunca. No, prema tvrdnjama nekih medija (u pravom smislu te riječi) Nibiru pripada "Galaktičkoj federaciji" naše galaksije (na Zemlji nazivane Mliječna staza) kao njen glavni predstavnik. Zbog svoje specifičnosti da kao planet putuje na razmjerno ogromne udaljenosti i tako dotiče mnoga područja galaktike Nibiru je odabran za svojevrsnog ambasadora i rasadnika civilizacija. Ako je Nibiru samo jedna stanica federacije gdje se nalazi baza !?<br /><br /><br />***<br />"Duboko u Visinama, On određuje svoj put;<br /><br />Gdje svjetlost i tama nastaju."<br /><br />(Psalam iz Knjige o Jobu - Z. Sitchin, "12 Planet")<br /><br />Originalno, Nibiru je nastao raspadom zvijezde Sirius B i u toj koliziji odbačen u kozmos. Premalen da se zapali i tako postane novo sunce, poprima eliptičnu putanju privučen snažnijim tijelom, najvjerovatnije našim Suncem. U jednom trenutku daleke kozmičke prapovijesti prošavši sunčevim sustavom udario je u ogroman planet (Tiamat, prema sumerskim zapisima) koji mu se našao na putu i od tog sraza nastaje današnja Zemlja, Mjesec i pojas asteroida - "Nebeska narukvica".<br /><br />Kako, kada i zašto je Nibiru nastanjen prvom civilizacijom ostaje enigma. Ali ono što nas vjerovatno više zanima od toga je pitanje što skori prolazak tog planeta znači za Zemlju. Da bi se to razumjelo potrebno je imati na umu tri ključne činjenice;<br /><br />· Nibiru je planet do četiri puta veći od Zemlje koji u svom perigeju prolazi putanjom između Marsa i Jupitera,<br /><br />· Nibiru je nastanjen naprednijom civilizacijom,<br /><br />· Nibiru nije samo planet već i kozmički "brod" opremljen ogromnim brojem letjelica i oružja.<br /><br />Nibiru je u jednom trenutku svoje povijesti iz obitavališta nižih životnih formi postao boravištem naprednije vrste kojoj je za život na takvom putujućem planetu bilo potrebno odgovarajuće okruženje u uvjetima dugotrajnog izostanka sunčeve svjetlosti. Planet je doslovno izdubljen i sav život je prebačen u njegovu utrobu, dok se na površini nalaze postrojenja te baze letjelica i oružja.<br /><br />I dok nam sve ovo može izgledati čudno i nevjerovatno nije na odmet baciti pogled na naš divni planet i zaviriti pod površinu. Navodno je i Zemlja ispresjecana podzemnim tunelima, od kojih mnoge nisu izgradile poznate civilizacije. Razlog postojanja podzemnih boravišta na Zemlji, ako nisu namjenjeni iskapanju rudača, vjerovatno leži u potrebi skrivanja stanovnika u sigurnije okruženje dok se na površini planete događaju izvanredne okolnosti; npr. poremećaj sunčeve aktivnosti !?<br /><br /><br /><div style="text-align: center;"><a href="http://alkemija.blogspot.com/2010/12/aneli.html"><span style="font-weight: bold;font-size:130%;" >ANĐELI</span></a><br /><br /><a href="APARTMANI%20HRVATSKA%20-%20PRIVATNI%20SMJE%C3%85%C2%A0TAJ%20U%20HRVATSKOJ%20CROATIA%20APARTMENTS%20-%20PRIVATE%20ACCOMMODATION%20IN%20CROATIA%20KROASI%C3%83%C2%8B%20APARTMENTS%20-%20PRIVAAT%20AKKOMMODASIE%20IN%20KROASI%C3%83%C2%8B%20%C3%99%C2%83%C3%98%C2%B1%C3%99%C2%88%C3%98%C2%A7%C3%98%C2%AA%C3%99%C2%8A%C3%98%C2%A7%20%C3%98%C2%B4%C3%99%C2%82%C3%99%C2%82%20--%20%C3%98%C2%A7%C3%99%C2%85%C3%98%C2%A7%C3%99%C2%83%C3%99%C2%86%20%C3%98%C2%A7%C3%99%C2%84%C3%98%C2%A7%C3%99%C2%82%C3%98%C2%A7%C3%99%C2%85%C3%98%C2%A9%20%C3%99%C2%81%C3%99%C2%8A%20%C3%99%C2%83%C3%98%C2%B1%C3%99%C2%88%C3%98%C2%A7%C3%98%C2%AA%C3%99%C2%8A%C3%98%C2%A7%20%C3%A5%C2%85%C2%8B%C3%A7%C2%BD%C2%97%C3%A5%C2%9C%C2%B0%C3%A4%C2%BA%C2%9A%C3%A5%C2%AF%C2%93%C3%A6%C2%89%C2%80-%C3%A5%C2%85%C2%8B%C3%A7%C2%BD%C2%97%C3%A5%C2%9C%C2%B0%C3%A4%C2%BA%C2%9A%C3%A7%C2%A7%C2%81%C3%A4%C2%BA%C2%BA%C3%A4%C2%BD%C2%8F%C3%A5%C2%AE%C2%BF%20%C3%A5%C2%85%C2%8B%C3%A7%C2%BE%C2%85%C3%A5%C2%9C%C2%B0%C3%A4%C2%BA%C2%9E%C3%A5%C2%AF%C2%93%C3%A6%C2%89%C2%80-%C3%A7%C2%A7%C2%81%C3%A7%C2%87%C2%9F%C3%A4%C2%BD%C2%8F%C3%A6%C2%89%C2%80%C3%A5%C2%85%C2%8B%C3%A7%C2%BE%C2%85%C3%A5%C2%9C%C2%B0%C3%A4%C2%BA%C2%9E%20Chorvatsko%20Apartm%C3%83%C2%A1ny%20-%20SOUKROM%C3%83%C2%89%20UBYTOV%C3%83%C2%81N%C3%83%C2%8D%20V%20CHORVATSKU%20APPARTEMENTS%20KROATIEN%20-%20PRIVATE%20UNTERKUNFT%20IN%20KROATIE"><span style="font-size:180%;"><br /></span></a><span style="font-size:180%;"><a href="http://www.vrilo.com/cetinska-krajina/grad-sinj/ferata.html"><span style="font-weight: bold;">FERATA</span></a></span><br /></div>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-63023753545230478642010-11-23T08:43:00.000-08:002010-11-23T08:49:28.897-08:00Sjeverna Koreja napala Juznu - Proročanstvo Babe Vange?<table class="contentpaneopen"><tbody><tr><td class="contentheading" width="100%">Sjeverna Koreja napala Juznu - Proročanstvo Babe Vange? </td> <td class="buttonheading" width="100%" align="right"> <a href="http://www.vrilo.com/index2.php?option=com_content&task=view&id=6926&pop=1&page=0&Itemid=51" target="_blank" title="Ispis"> <br /></a> </td> <td class="buttonheading" width="100%" align="right"> <a href="http://www.vrilo.com/index2.php?option=com_content&task=emailform&id=6926&itemid=51" target="_blank" title="E-mail"> <br /></a> </td> </tr> </tbody></table> <table class="contentpaneopen"><tbody><tr> <td colspan="2" class="createdate" valign="top"> Utorak, 23 Studeni 2010 </td> </tr> <tr> <td colspan="2" valign="top"> <p><img alt="Active Image" src="http://www.vrilo.com/images/stories/slije/arhiva/atomska.jpg" name="view_imagelist" width="241" align="left" height="330" hspace="4" />Sjeverna Koreja prijeti da će ispaliti još raketa na Južnu ako Južna Koreja "samo za djelić milimetra" prijeđe njihovu spornu pomorsku granicu. Upozorenje dolazi nakon što su sa sjevera već bombardirali južnokorejski otok u blizini sporne granice, pri čemu su prema najnovijim informacijama stranih agencija poginula dva marinca, a njih 13 je ranjeno. Sjevernokorejska vojska rekla je da će provesti "nemilosrdne napade odmazde" ako ih susjedi s juga ne budu poslušali.</p> <p><strong>Velika napetost</strong></p> <p>Južna Koreja je nakon napada rekla da je uzvratila vatru i pripremila vojne lovce, te da "nehumani napad" krši prekid vatre iz 1953. godine, kojim je prekinut Korejski rat. Dvije zemlje su tehnički još uvijek u ratu, jer nikad nije dogovoren mirovni sporazum.</p> <ins style="display: inline-table; border: medium none; height: 280px; margin: 0pt; padding: 0pt; position: relative; visibility: visible; width: 336px;"></ins><p>Sukob je došao usred velikih napetosti zbog sjevernokorejske izjave o tome da imaju novo postrojenje za obogaćivanje urana, i samo šest tjedana nakon što je sjevernokorejski vođa Kim Jong Il imenovao svog sina, Kim Jong Una, kao nasljednika.</p> <p>Artiljerijski napad pogodio je mali otok Yeonpyeong, na kojemu se nalaze vojna postrojenja, kao i vrlo malo stanovništva, a koji je već ranije bio točka prijepora. Poginuo je jedan marinac, trojica su ozbiljno, a deset lakše ranjeni, javila je južnokorejska vojska. Stanovnici otoka brzo su se sklonili u 20 skloništa na otoku dok se sporadična paljba nastavljala.</p> <p><strong>Krvav napad</strong></p> <p>Napad se dogodio usred vježbi južnokorejske vojske. Sjeverna Koreja je upozorila da te vježbe moraju prestati, a tijekom vježbi se s otoka prema pučini ispalilo artiljerijske projektile. Nakon baraže sa sjevera, južnokorejska vojska ispalila je nekoliko vlastitih artiljerijskih projektila u suprotnom smjeru. Lokalna televizija YTN javila je kako je nekoliko civilnih kuća na otoku zapaljeno, te kako granate još uvijek padaju.</p> <p><strong>Teška povijest</strong></p> <p>Južnokorejski predsjednik Lee Myung-bak naredio je vladi da "čvrsto odgovori" na provokaciju, ali je također dodao da se treba osigurati da situacija ne eskalira. Lee je u uredu za hitne slučajeve okupio sve važne civilne i vojne dužnosnike.</p> <p>SAD je pozvao Sjevernu Koreju da "prestane sa svojim neprijateljskim postupcima", te dodao da podržava obranu Južne Koreje. Kina, glavni dobročinitelj Sjeverne Koreje, izrazila je svoju zabrinutost zbog slučaja, ali i pozvala sve strane da se smire.</p> <p>Zapadna granica između dvije Koreje dugo je vremena točka prijepora, jer ju Južna Koreja ne priznaje. Granicu je jednostrano iscrtao SAD 1953. godine, nakon završetka rata. Samo u zadnjih nekoliko godina dvije su Koreje vodile nekoliko krvavih sukoba oko granice.</p> <p>Dvije su zemlje u posebno napetim odnosima od ožujka, kad je potonuo južnokorejski ratni brod Cheonan. Kasnija istraga međunarodnog povjerenstva zaključila je da je brod potopljen sjevernokorejskim torpedom, ali Sjeverna Koreja negira svoju upletenost.</p> <p><strong>Koji su razlozi novog sukoba dvije Koreje?</strong></p> <p>BBC je donio listu mogućih razloga zbog kojih je došlo do nove izmjene vatre između Sjeverne i Južne Koreje na osporavanoj zapadnoj pomorskoj granici.<br /><br /><strong>Prijenos vlasti</strong><br /><br />Neki analitičari čvrsto vjeruju da je do nove provokacije sa sjevera došlo zbog prijenosa vlasti s Kim Jong Ila na njegovog sina Kim Jong Una. Stari Kim je najkasnije u rujnu, kad je sina postavio na ključna mjesta u Komunističkoj stranci i Centralnoj vojnoj komisiji dao do znanja koga je odabrao kao nasljednika.<br /></p><p>Analitičari vjeruju da su šanse da su incidenti kao današnja artiljerijska baraža ili potapanje ratnog broda Cheonan izdvojene akcije vojske malo vjerojatne. Puno je vjerojatnije da im je cilj pojačati ugled i dominantan položaj mladog Kima.<br /><br />Mladi Kim zasad nema nikakav glas unutar vojne strukture. Ipak, ako se bude činilo da kontrolira vojsku u sklopu ostvarenja nekakvog vojnog uspjeha, to bi mu vjerojatno pomoglo pri preuzimanju vlasti.<br /><br /><strong>Nuklearni pregovori</strong><br /><br />Sjeverna Koreja je u prošlosti znala izazivati incidente kad je bila suočena s problemima u dugogodišnjim pregovorima o ukidanju svog nuklearnog programa. Pregovori sa šest svjetskih sila, koji su počeli 2005. godine, prekinuti su od travnja 2009. godine.<br /><br />Jedan od ključnih razloga za prekid pregovora je bila činjenica da Sjeverna Koreja nije htjela biti sasvim otvorena o programu obogaćivanja urana, za koji se vjerovalo da vodi. Te su se sumnje pokazale opravdanima, jer je ovaj mjesec Sjeverna Koreja predstavila svoj skromni, ali iznimno moderan program obogaćivanja.<br /><br />Amerikanci su samo nekoliko sati prije početka najnovijeg sukoba rekli da nema šanse da se vrate pregovorima sve dok taj program postoji.<br /><br /><strong> Vojne vježbe</strong><br /><br />Komunikacija između vojski dvije susjedne Koreje tradicionalno je loša, a zbog nesporazuma je već više puta došlo do manjih sukoba. Južna Koreja priznaje zapadnu granicu, koju je kao demarkacijsku liniju iscrtao SAD 1953. godine, ali Sjeverna Koreja ju ne priznaje.<br /><br />Južna Koreja je usto upravo počela s vojnim vježbama u tom osjetljivom području, zbog čega je moguće se da paranoično vodstvo na sjeveru uplašilo.<br /><br /><strong>Humanitarna pomoć</strong><br /><br />Južnokorejski predsjednik je, nakon što je preuzeo svoju fotelju 2008. godine, drastično smanjio količinu humanitarne pomoći koju se šalje problematičnim susjedima. Daljnje slanje pomoći uvjetovao je sjevernokorejskom suradnjom u nuklearnim pregovorima.<br /><br />Sjeverna Koreja jednostavno ne može prehraniti svoje stanovništvo bez pomoći Južne, a prije Leeja je pomoć dolazila redovno, pa je njegov potez imao drastične posljedice.<br /><br /><strong>Obično zveckanje oružjem</strong><br /><br />Sjeverna Koreja od SAD-a želi i ekonomsku pomoć, ali i pažnju, a u zadnjih nekoliko tjedana je pozvala na nastavak pregovora, ali pod svojim uvjetima. Ta je zemlja često znala koristiti napade i provokacije kao način privlačenja međunarodne pažnje na sebe, ali ovaj put je problematično što je došlo do smrti vojnika.<br /><br />Južna Koreja je u pravilu prilično mirna oko ovakvih incidenata, ali pitanje je kad će im oni dojaditi.</p> <p><strong>Incident osudili svi i pozvali na uspostavu mira</strong></p> <p>Današnji incident između Sjeverne i Južne Koreje su osudili SAD, Rusija i Europska unije, dok su Kina i Japan izrazili svoju zabrinutost stanjem u regiji. Kina, bliska saveznica Sjeverne Koreje pozvala je na uspostavu stabilnosti i mira. "Nadamo se da će boje strane učiniti sve kako bi se uspostavio mir i stabilnost na Korejskom poluotoku", rekao je glasnogovornik kineskog ministarstva vanjskih poslova Hong Lei koji je dodao kako se očekuju dodatne informacije o incidentu, prenosi AFP.</p> <p>Japanski premijer Naoto Kan je zbog incidenta sazvao hitni sastanak vlade s visokim časnicima. Premijer je kasnije objavio da je ministrima naložio da budu u stanju pripravnosti u slučaju "neočekivanoga razvoja događaja", ali i da pokušaju skupiti što više podataka o današnjem incidentu. Za Japan Sjeverna Koreja predstavlja vojnu opasnost zbog svojega nuklearnog i raketnog programa, pa su zbog toga i odnosi među tim dvjema državama već godinama napeti.</p> <p><strong>Lavrov upozorio da incident može prijeći u rat</strong></p> <p>SAD, saveznica Južne koreje oštro je osudila sjevernokorejski napad te je pozvala Pjongjang neka prekine vojni napad i poštuje prekid vatre iz 1953. godine kojim je završen korejski rat. Glasnogovornik bijele kuće, Robert Gibbs je dodao kako je SAD u bliskom odnosu sa svojom saveznicom Južnom Korejom "za čiju obranu, ali i održanje regionalnog mira i stabilnosti, će sve učiniti".</p> <p>Ruski ministar vanjskih poslova Sergej Lavrov je sjevernokorejsko pucanje oštro osudio i pozvao na prekid nasilja. Lavrov je nemire nazvao "ogromnom nesigurnošću" koja lako može prijeći u oružani konflikt.</p> <p>Visok predstavnica Europske unije Catherine Ashton osudila je sjevernokorejski incident i pozvala Pjongjang da se suzdrži aktivnosti koje će povećati napetost. I NATO savez je osudio napad , a glasnogovornik Cameron Romero je najavio da će NATO savez pozorno pratiti razvoj događaja na korejskom poluotoku.</p> <p> </p> <p style="text-align: center; font-family: arial;"><span style="font-size:130%;"><b>Proročanstva Babe Vange</b></span></p> <p> </p> <p>Baba Vanga je bila predvidjela početak Drugoga svjetskog rata, potonuće ruske nuklearne podmornice Kursk: "Potkraj stoljeća, u kolovozu 1999. ili 2000., Kursk će prekriti voda i svijet će plakati nad tim." Riječima "Strava, strava! Američki blizanci past će nakon što ih napadnu čelične ptice, vukovi će zavijati u grmlju, nevina krv bit će prolivena" vidovnjakinja je predvidjela napad na Svjetski trgovački centar 11. rujna 2001. Blizanci su doista srušeni, i to u vrijeme mandata predsjednika Busha čije prezime u prijevodu znači znači grm.<br /><br />Vanga je predvidjela i perestrojku u SSSR-u te smrt princeze Diane, a priča se i da ju je u vrijeme Drugoga svjetskog rata posjetio Hitler koji je iz njezine kuće izašao uzrujan jer mu je prorekla neslavan kraj. Točno je predvidjela i vlastitu smrt 11. kolovoza 1996., a zabrinutost su izazvali nedavni sukobi u Gruziji koji su također našli mjesto u njenim vizijama. Kad je riječ o trećem svjetskom ratu, Baba Vanga bila je prorekla da će početi nakon pokušaja atentata na četiri državnika i sukoba u Hindustanu 2010.<br /><br />Rođena je 3. listopada 1911. kao Vangelia Pandeva Dimitrova u Strumici u Makedoniji. Vid je izgubila kao 12-godišnja djevojčica, kad su ju nakon oluje pronašli zatrpanu prašinom i kamenjem, s očima punim pijeska.<br /><br />Neko se vrijeme školovala u školi za slijepe u Zemunu gdje je naučila brajicu, svirati klavir, šiti. U Bugarsku se morala vratiti nakon smrti pomajke da bi se brinula za mlađu braću i sestre.<br /><br />Tvrdila je da njezine paranormalne sposobnosti imaju veze s nevidljivim bićima koja joj šalju informacije o prostoru i vremenu. Prorekla je i da će ljudi, tek za oko 200 godina, uspostaviti vezu s izvanzemaljcima iako mnogi od njih već godinama žive na Zemlji. Dolaze s planeta koji se zove Vamfim i treći je planet od Zemlje. Recentna istraživanja koja pokazuju da na Europi, Saturnovom mjesecu možda postoje tragovi života mogla bi se pokazati kao vrlo istinita.<br /><br />S obzirom na to da je bila u dobrim odnosima s vrhuškom bugarske komunističke partije te da je često viđana u društvu Todora Živkova, skeptici smatraju kako je svoju popularnost mogla zahvaliti barem djelomično informacijama koje je dobijala od bugarske tajne službe. Također, baba Vanga govorila je u vrlo jakom dijalektu i bila polupismena tako da su njene riječi tumačili i zapisivali njeni suradnici.</p> <p><br />S druge strane, ruski istraživači paranormalnog zanimali su se za babu Vangu, no njihovi su zaključci i dalje tajna, jedino se zna da je opći dojam koji je ostavila na Ruse prilično uvjerljiv.<br /><br />I neki poznati ljudi s prostora bivše Jugoslavije pohodili su bugarsku proročicu - tako Lepa Brena tvrdi da joj je brak sa Slobodanom Živojinovićem prorekla upravo baba Vanga.<br /><br />Baba Vanga bila je vrlo neugodna prema ljudima koje je smatrala zlima, gotovo je uvijek raskrinkavala njihove grijehe i mane. Bavila se i liječenjem i smatrala da se ljudi moraju liječiti prirodnim lijekovma koji rastu u njihovom zavičaju.<br /><br />Kronološki poredana proročanstva od početka 3. svjetskog rata zvuče kao vrlo neugodna mješavina SF-a i filma strave:<br /><br />KRONOLOGIJA</p> <p>2010. - Početak 3. svjetskog rata. Rat će početi u <i><b>studenome 2010.</b></i> i završit će u listopadu 2014.</p> <p>Počet će kao običan rat, zatim će biti upotrebljeno prvo nuklearno, a zatim i kemijsko oružje.</p> <p>2011. - Kao rezultat radioaktivnih padavina, na sjevernoj polutci neće ostati ni životinja ni biljaka. Muslimani tada počinju kemijski rat protiv preostalih Europljana.</p> <p>2014. - Većina ljudi patit će od čireva, raka kože i drugih kožnih bolesti (kao posljedica kemijskog rata)</p> <p>2016. - Europa je skoro bez ljudi</p> <p>2018. - Kina postaje nova svjetska sila. Zemlje u razvoju prestaju biti eksploatirane i postaju eksploatatori<br />2023. - Orbita Zemlje se neznatno mijenja<br />2025. - Europa je i dalje jako slabo naseljena<br />2028. - Stvaranje novog oblika energije (vjerovatno kontrolirana termonuklearna reakcija). Glad postupno prevladava. Svemirski brod s ljudskom posadom polijeće prema Veneri.<br />2033. - Polarni led se topi. Nivo oceana raste<br />2043. - Procvat svjetske ekonomije. Europom vladaju muslimani.<br />2046. - Svi ljudski organi mogu se uzgajati. Zamjena organa postaje jedno od najboljih metoda liječenja.<br />2066. - Za vrijeme napada na muslimanski Rim, SAD koriste novi oblik oružja - klimatsko. Dolazi do naglog zahlađenja<br />2076. - Bezklasno društvo (komunizam)<br />2084. - Oporavak prirode</p> <p>2088. - Nova bolest se pojavila - starenje za nekoliko sekundi<br />2097. - Brzo starenje pobijeđeno<br />2100. - Umjetno sunce osvjetljava tamnu stranu Zemlje<br />2111. - Ljudi postaju kiborzi (živi roboti)<br />2123. - Rat između malih država. Velike sile se ne mješaju<br />2125. - U Mađarskoj dobijaju signale iz svemira (i svi će se opet sjetiti Vange)<br />2130. - Podvodne kolonije (uz pomoć savjeta izvanzemaljaca)<br />2164. - Životinje pretvaraju u poluljude<br />2167. - Nova religija<br />2170. - Velika suša<br />2183. - Kolonija na Marsu postaje nuklearna sila i zahtjeva nezavisnost od Zemlje (kao nekad SAD od Engleske)<br />2187. - Uspješno prekinute erupcije 2 velika vulkana<br />2195. - Morske kolonije (podvodne) potpuno su osigurane hranom i energijom<br />2196. - Potpuno miješanje Azijaca i Europljana<br />2201. - Na Suncu se gase termonuklearni procesi. Postaje hladnije<br />2221. - U potrazi za izvanzemaljskim životom, ljudi stupaju u kontakt s nečim užasnim<br />2256. - Svemirski brod donosi na Zemlju novu strašnu bolest<br />2262. - Postupno se mijenjaju orbite planeta. Marsu prijeti kometa<br />2271. - Ponovno se izračunavaju fizičke konstante koje su se izmijenile<br />2273. - Potpuno miješanje žute, bijele i crne rase. Pojavljivanje novih rasa ljudi.<br />2279. - Energija ni iz čega (pretpostavka - iz vakuuma ili crnih rupa)<br />2288. - Putovanje kroz vrijeme. Novi kontakti s izvanzemaljcima<br />2291. - Sunce se hladi. Počinju pokušaji ponovnog aktiviranja<br />2296. - Snažne eksplozije na Suncu (vjerojatno kao posljedica pokušaja njegovog reaktiviranja). Mijenja se sila gravitacije. Stare svemirske stanice i sateliti počinju padati<br />2299. - U Francuskoj se pojavljuje pokret otpora Islamu<br />2302. - Otkriće novih važnih zakona i tajni Svemira<br />2304. - Otkriće tajne Mjeseca<br />2341. - Nešto strašno se približava Zemlji iz Svemira<br />2354. - Kvar na jednom od umjetnih Sunaca dovodi do suše<br />2371. - Velika glad<br />2378. - Nova brzo rastuća rasa ljudi<br />2480. - Sudar dva umjetna Sunca. Zemlja u polumraku.<br />3005. - Rat na Marsu.<br />3010. - Kometa razara Mjesec. Oko Zemlje se stvara pojas kamenja i pepela<br />3797. - Kao posljedica oblaka oko Zemlje, na njoj izumire život. Ljudi se uspijevaju preseliti u nove zvjezdane sustave.</p><p><br /></p><p>Izvor: <a href="http://www.vrilo.com/index.php/Zanimljivosti/Sjeverna-Koreja-napala-Juznu-Proroeanstvo-Babe-Vange.html">vrilo.com</a><br /></p> <p> </p></td></tr></tbody></table>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-32545671795106909192010-11-18T13:34:00.000-08:002010-11-18T13:46:22.041-08:00Je li Adolf Hitler izradio leteći tanjur?<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://4.bp.blogspot.com/_noI0ymUDc4Q/TOWd4mVqxGI/AAAAAAAAAL4/qeidSK50qB8/s1600/ss-nlo.jpg"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 257px; height: 249px;" src="http://4.bp.blogspot.com/_noI0ymUDc4Q/TOWd4mVqxGI/AAAAAAAAAL4/qeidSK50qB8/s200/ss-nlo.jpg" alt="" id="BLOGGER_PHOTO_ID_5541008512238928994" border="0" /></a>Kako su se Hitlerove vojne snage na frontu počele raspadati kod Staljingrada i u Sjevernoj Africi, on je povećavao pritisak na svoje znanstvenike da izrade super oružje kojim će dobiti rat. <p>Neki od tih oružja, kao rakete V2 su došle prekasno da bi se išta promijenilo, dok neki ambiciozniji projekti nikada nisu sišli sa crtaće ploče. Ideja o izgradnji "letećeg tanjura", koji bi trebao bombardirati London i New York, bio je jedan od onih za koje se mislilo da nikada nisu zaživjeli.</p> <p><strong>Znanstvenici izradili prototipove koji su letjeli</strong></p> <p>No, sada neki tvrde kako su Hitlerovi znanstvenici uspjeli dizajnirati takvu letjelicu te su s projektom došli toliko daleko da je prototip mogao letjeti. Program izgradnje takve letjelice vodio je SS-ov časnik Hans Kammler, a u njemačkom znanstvenom časopisu PM stoji kako su eksperimenti bili vrlo uspješni.</p> <p>Navode se čak i citati svjedoka koji su vjerovali da su vidjeli njemački "leteći tanjur" iznad Temze 1944. godine. "Amerikanci su isto ozbiljno vjerovali da takvo oružje postoji", stoji u članku znanstvenog časopisa. U to vrijeme je New York Times pisao u misterioznom "Letećem disku" i objavio fotografije letjelice koja je letjela iznad gradskih nebodera.</p><p><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://1.bp.blogspot.com/_noI0ymUDc4Q/TOWeDTdkp7I/AAAAAAAAAMA/5vmb0lqP3ak/s1600/ufo.jpg"><img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 272px; height: 195px;" src="http://1.bp.blogspot.com/_noI0ymUDc4Q/TOWeDTdkp7I/AAAAAAAAAMA/5vmb0lqP3ak/s200/ufo.jpg" alt="" id="BLOGGER_PHOTO_ID_5541008696150370226" border="0" /></a></p> <p><strong>Znanstvenici u Kanadi 1960. godine uspjeli rekonstruirati letjelicu</strong></p> <p>PM kaže da su Nijemci nakon rata uništili dokumente o svojim aktivnostima, ali 1960. godine su stručnjaci za NLO u Kanadi uspjeli ponovno izraditi letjelicu koja je, na njihovo zaprepaštenje, radila. Projekt se zvao Schriever-Habermohlova shema. Schriever je bio mehaničar i testni pilot, a Habermol je bio mehaničar. Obojica su bili od 1941. do 1943. godine bili smješteni u Pragu.</p> <p>Saveznički zatvorenici tvrdili su da su vidjeli srebrni "leteći tanjur" koji je bio širok šest metara. Inženjer na projektu Joseph Andreass Epp je kazao da su izgradili 15 prototipova letjelice. Nakon rata su mnogi njemački znanstvenici radili na američkom svemirskom programu.</p><p><br /></p><p style="text-align: center;"><a href="http://alkemija.blogspot.com/2010/11/otkrivena-antimaterija.html"><span style="font-weight: bold;font-size:130%;" ><span style="font-family: arial;">OTKRIVENA ANTIMATERIJA</span></span></a><br /></p><p><br /></p>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-53110558027624958332010-10-17T03:28:00.000-07:002010-10-17T03:32:05.056-07:00Holografski svemir - paralelni svemir<span id="linknar"><span style="font-size:100%;">Kvantni fizičari razmatraju teoriju kako su naš svijet i sve u njemu samo slike nalik duhu, projekcija iz razine stvarnosti koja je u toj mjeri izvan naše da je doslovno izvan i prostora i vremena.</span><b><span style="font-size:100%;"><br /></span><br /></b></span><span id="linknar">Kod holografskog modela najviše uzbuđuje to što je dao smisao širokom spektru pojava (poput telepatije, vidovitosti, psihokineze...) koje su toliko neshvatljive da ih se u pravilu svrstavalo izvan područja znanstvenog razumijevanja. U sklopu holografskog modela paranormalna i mistična iskustva su objašnjiva.<br /><br /><b>Michael Talbot</b>, autor knjige <i>Holografski svemir</i>, objašnjenje ove teze započeo je ovako:<br /><br />"U filmu Ratovi zvijezda avantura Lukea Skywalkera započinje kada iz robota R2D2-a izađe zraka svjetlosti i projicira minijaturnu trodimenzionalnu sliku princeze Leije. Luke, skamenjen od čuda, gleda dok skulptura svjetlosti nalik duhu moli nekoga po imenu Obi-wan Kenobi da joj dođe u pomoć.<br /><br />Slika predstavlja hologram, trodimenzionalni prikaz napravljen pomoću lasera, a tehnološka magija potrebna da se izrade takve slike izvanredna je.<br /><br />Međutim, ono što još više začuđuje jest činjenica da neki znanstvenici počinju vjerovati kako je i sâm svemir neka vrsta divovskog holograma, sjajno detaljizirana iluzija, ni manje ni više stvarna od slike princeze Leije koja navodi Lukea na njegovu potragu.<br /><br />Drugim riječima, postoje dokazi koji ukazuju na to da su naš svijet i sve u njemu – od snježnih pahuljica do stabala javora, zvijezda padalica i elektrona u vrtnji – također samo slike nalik duhu, projekcija iz razine stvarnosti koja je u toj mjeri izvan naše da je doslovno izvan i prostora i vremena.<br /><br />Autori ove teorije, David Bohm i Karl Pribram, do svojih su zaključaka došli neovisno jedan od drugoga, radeći u dva vrlo različita smjera.<br /><br />Bohm se u holografsku prirodu svijeta uvjerio tek nakon godina nezadovoljstva zbog nemoći standardnih teorija da objasne sve pojave u kvantnoj fizici, dok je Pribrama uvjerio neuspjeh standardnih teorija mozga u objašnjavanju različitih neuropsiholoških zagonetki.<br /><br /></span><span id="linknar">Međutim, nakon što su došli do svojih stajališta, Bohm i Pribram ubrzo su uvidjeli da holografski model objašnjava i brojne druge misterije, uključujući i očiglednu nemogućnost bilo koje teorije, bez obzira koliko opsežne, da na bilo koji način razjasni sve pojave u prirodi; sposobnost pojedinaca koji čuju samo na jedno uho da odrede smjer iz kojega dolazi zvuk; našu sposobnost da prepoznamo lice čovjeka koga nismo vidjeli dugi niz godina, čak i ako se dotična osoba u međuvremenu bitno promijenila."<br /><br />Za vrijeme dok su Bohm i Pribram razmatrali holografsku teoriju, još je nekoliko istraživača došlo do sličnog zaključka. Evo nekoliko primjera:<br /><br /><b>Kenneth Ring</b><br />1980. godine psiholog Kenneth Ring sa Sveučilišta Connecticut izašao je u javnost s tvrdnjom da bi se iskustva tik do smrti mogla objasniti holografskim modelom.<br /><br />Ring, predsjednik Međunarodnog udruženja za istraživanja iskustava tik do smrti, smatra da takva iskustva, kao i sama smrt, u stvari nisu ništa drugo od prebacivanja svijesti osobe s jedne razine holograma stvarnosti na drugu.<br /><br /></span><table style="background: none repeat scroll 0% 0% rgb(226, 226, 226); margin: 8px 0pt;" width="310" align="center" border="0" cellpadding="0" cellspacing="2"><tbody><tr><td class="tekst"><br /></td></tr><tr><td class="tekst"><br /></td></tr></tbody></table><br /><table style="text-align: left; margin-left: 0px; margin-right: auto;" width="310" border="0" cellpadding="0" cellspacing="2"><tbody><tr></tr><tr><td class="tekst"><b>Stanislav Grof</b></td></tr><tr><td class="tekst">1985. godine dr. Stanislav Grof - voditelj psihijatrijskih istraživanja u Centru za psihijatrijske studije u Marylandu, i profesor asistent na Medicinskom fakultetu Johns Hopkins - objavio je knjigu u kojoj je iznio zaključak da su postojeći neurofiziološki modeli mozga neprikladni, te da samo holografski model može pružiti objašnjenja za pojave kao što su arhetipska iskustva, susreti s kolektivnim nesvjesnim i druge neobične pojave koje se javljaju u promijenjenim stanjima svijesti. </td></tr></tbody></table><b>Fred Alan Wolf</b><br />1987. godine na godišnjem susretu Udruženja za proučavanje snova održanom u Washingtonu, fizičar Fred Alan Wolf održao je govor u kojem je ustvrdio da holografski model objašnjava svjesne snove (neobično živi snovi u kojima sanjač shvaća da je budan).<br /><br />Wolf vjeruje da takvi snovi, u stvari, predstavljaju posjete paralelnim stvarnostima, te da će nam holografski model u konačnici dopustiti razvitak «fizike svijesti» koja će nam omogućiti sveobuhvatnija istraživanja tih razina postojanja na drugim dimenzijama. <br /><br /><table style="background: none repeat scroll 0% 0% rgb(226, 226, 226); margin: 8px 0pt;" width="310" align="center" border="0" cellpadding="0" cellspacing="2"> <tbody><tr> <td class="tekst"><br /></td> </tr> <tr> <td class="tekst"><br /></td></tr></tbody></table><br /><table style="text-align: left; margin-left: 0px; margin-right: auto;" width="310" border="0" cellpadding="0" cellspacing="2"><tbody><tr></tr><tr><td class="tekst"><b>F. David Peat</b></td></tr><tr><td class="tekst">1987. godine dr. F. David Peat, fizičar sa Sveučilišta Queen's u Kanadi, u svojoj knjizi <i>Sinkronicitet most između materije i uma</i> iznio je tezu da se sinkroniciteti (podudaranja koja su toliko neobična i toliko psihološki smislena da se čini kako nisu rezultat pukog slučaja) mogu objasniti holografskim modelom.<br /><br />Peat smatra da su takve podudarnosti u stvari 'pukotine u strukturi stvarnosti' te da su naši misaoni procesi mnogo povezaniji s fizičkim svijetom nego što se dosad mislilo.<br /><br /></td></tr></tbody></table>Ovo su neke od zanimljivih tvrdnji koje je Michael Talbot istraživao u knjizi <i>Holografski svemir</i>. Sâm holografski model ni u kom slučaju nije prihvaćen od znanstvene većine. Usprkos tome, mislioci koji ga podržavaju, smatraju da bi mogao predstavljati najtočniju sliku stvarnosti koju smo do sada imali.<br /><br /><a style="font-weight: bold;" href="http://alkemija.blogspot.com/2010/10/kako-objasniti-prastare-magijske.html">ELIKSIR ŽIVOTA</a>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-13333699276423864592010-10-17T03:02:00.000-07:002010-11-13T12:02:20.510-08:00CRNO ZLATO<p align="justify" style="font-family:arial;"><span style="font-size:85%;"><strong>Kome treba skupa nafta?</strong></span></p> <p align="justify" style="font-family:arial;"><span style="font-size:85%;"><strong>Potrošnja nafte u SAD je čak 25 odsto čitave svetske </strong><strong>proizvodnje</strong><strong>. Sjedinjene Države danas uvoze šest od svakih deset barela nafte i dva od svakih deset kubnih metara gasa. Do 2020. SAD će uvoziti osam od svakih deset barela nafte i četiri od svakih deset kubnih metara gasa. Ovo je tvrdnja jednog izveštaja američke vlade. Vodeći naftni trgovci su pod komandom porodica Rotšild, </strong><strong>Rokfeler</strong><strong> i holandske kraljevske porodica, koje su, takođe, i glavni deoničari američke privatne centralne banke </strong><strong>FED</strong><strong>. Sa druge strane, mogućnost da Saudijska Arabija izgubi status najvećeg proizvođača nafte u svetu, znači da se gubi kontrola nad podlogom koja američkom </strong><strong>dolaru</strong><strong> garantuje vrednost. I tu Rusi postaju problem "broj jedan" jer ih prestižu.</strong></span></p><p align="justify"><strong><br /></strong></p> <p align="justify"><strong style="font-weight: bold;"></strong><strong style="font-weight: bold;"></strong></p> Zakon tržišta po kome ponuda i potražnja diktiraju cenu ne važi kada je u pitanju nafta. Iako je u opticaju nekoliko priča o pravim razlozima za njeno poskupljenje, čini se da je samo ono što se u globalnim medijima ne pominje - najbliže istini. Evo tog razloga.<br /><p align="justify"> Kada je Tomas Gold, profesor američkog "Kornel univerziteta" početkom devedesetih godina XX veka, objavio svoju knjigu "Duboka vrela biosfera" (The Deep Hot Biosphere), izneo je tezu da je život potekao iz vrele dubine zemljinog plašta (mantle), gde nema ni kiseonika, ni vazduha. Plašt obuhvata dubinu od 2900 kilometara ispod Zemljine kore. U njemu se nalazi "podzemaljska oblast" koja je veće mase od čitave biosfere sa svim živim bićima na površini planete. Gold je smatrao da živi organizmi koji postoje u ovaj "dubokoj vreloj biosferi" nisu ni biljke, ni životinje - već bakterije koje se razmnožavaju baš u vrelini i hrane se ugljovodonikom, odnosno prirodnim gasom i kamenim uljem.<br />Tako, ovo kameno ulje (petroleum) zapravo nije organskog porekla, već deo "praiskonskog materijala" od koga je i sama Zemlja napravljena pre nekih 4.5 milijardi godina. Petroleum skoro uvek sadrži biološki inertan helijum.<br />Vodonik i ugljenik pod visokim pritiskom i temperaturom, kakvi su postojali u Zemljinom plaštu prilikom formiranja planete, stvorili su molekule ugljovodonika koji su postepeno bili istiskivani na gore, ka Zemljinoj kori. Ovako potisnuto kameno ulje i gas prolazili su kroz pukotine u sedimentnim stenama da bi se onda u jednom delu, kada su naišli na granit, zadržali tu zarobljeni u podzemnom rezervoaru. To su danas poznata nalazišta sirove nafte.<br />Ako je ova teza tačna, znači da nafte praktično ima svuda, u svakom dvorištu, ali je samo potrebno kopati mnogo dublje. (Pod uslovom da imate tehnologiju za ovo).<br />Goldovu teoriju je najžešće osudila grupa ruskih naučnika koji su ga nazvali "običnim plagijatorom". Tomas Gold (umro 2004.) je inače perfektno znao ruski jezik. To mu je pomoglo da još sedamdesetih godina pročita veliki broj naučnih radova ruskih i ukrajnskih naučnika objavljenih i u udarnim ruskim medijima o neorganskom poreklu nafte.<br />Najbolji materijal bile su beleške o ovim istraživanjima date u oko 200 dokumenata. Jedna takva studija je nazvana: "Uloga metana u formiranju mineralnih goriva", koju je napisao A.D. Bondar još 1967.<br />Ruski i ukrajnski naučnici su ovu teoriju o neorganskom poreklu nafte razvili odmah nakon Drugog svetskog rata kada su utvrdili da visok pritisak, neophodan za stvaranje nafte, postoji samo duboko u Zemljinom plaštu i da ugljovodonični sadržaji u sedimentnim stenama ne pokazuju dovoljno organskog materijala da bi pokrili ogromne količine kamenog ulja nađenog u poznatim naftnim poljima.<br />Kada se vremenom iz ovih poznatih rezervoara vadi sirova nafta, pritisak polja se blago smanjuje, pa to omogućava da se nove količine sirove nafte iz ultra-duboke naslage u plaštu ponovo uzdignu i napune postojeće naftno polje.<br />Ruski naučnici su u svojim radovima o ultra-dubokim bušotininama, kao npr. "White Tiger" u Vijetnamu, dali veoma grubu procenu o brzini dotoka kamenog ulja, 20 do 30 posto manju nego što je brzina eksploatacije nafte na najvećim bušotina na Srednjem Istoku.<br />To znači da bi reduciranjem brzine vađenja nafte <strong>u postojećim </strong><strong>saudijskim</strong><strong> i iračkim </strong><strong>bušotinama</strong><strong> za 30 odsto, eksploatacija u ovim </strong><strong>nalazištima</strong><strong> mogla biti večna,</strong> jer bi se gornji sloj u rezervoaru stalno dopunjavao istiskivanjem novih količina iz plašta.<br />Aleksej Milkov, ruski stručnjak za naftu koji sada radi za <em>British</em><em>Petroleum</em> u Hjustonu, kaže da je o uzroku nastanka nafte mnogo šire diskutovano još u Sovjetskom Savezu. On primećuje da u Americi niko od naučnika uopšte ne sumnja u postanak nafte na način kako je to do sada učeno.<br />Zapadni mediji, međutim, ostali su uzdržani od javnog publikovanja ovih tvrdnji. Svetska naftna industrija, pod kontrolom moćnih naftnih kartela, doživala bi težak udarac ako bi se otkrilo da nafte praktično ima svuda i da je svaka država koja bi uspela da usavrši tehnologiju dubokog bušenja mogla da dođe u posed jeftine nafte.<br />Ali, ono što je dobro za narod, predstavlja gubitak za naftnu oligarhiju koja od skupe nafte, ne samo da ima ogroman profit, već su počeli da je tretiraju kao zlato u robno novčanoj razmeni. </p> <p align="justify"> <strong>Crno zlato</strong></p> <p align="justify"> Naime, početkom sedamdesetih godina (tačnije 1973.) SAD su sklopile "gvozdeni" ugovor sa Saudijskom Arabijom, koja je tada bila najveći proizvođač nafte na svetu (oko 25 odsto ukupne svetske proizvodnje). Suština ugovora bila je da nafta na svetskim berzama, koju je prodavao OPEK, može biti kupovana samo za američki dolar i niti za jednu drugu monetu. Tako je američki dolar, umesto zlatne podloge dobio naftnu podlogu, a nafta je postala crno zlato. Niko nije mogao od OPEK-a da kupi naftu ukoliko prethodno nije kupio američke dolare.<br />SAD su tako od 1973. preko svoje centralne banke FED emitovale dolare (zeleni papir), a čitav svet je grozničavo davao amerikancima svoju robu i sirovine u zamenu za ovaj zeleni papir. Količina emitovanih dolara zavisila je, ne od privredne snage SAD, već od procene bankara kolike su potrebe za naftom zemalja koje su naftu kupovale na obe naftne berze - u Njujorku i Londonu.<br /> Praktično je čitav svet od tada počeo da radi za SAD, a oni su samo emitovali dolare i prodavali ih u zamenu za robu i sirovine.<br />Ovako profitabilan tip trgovine, zasnovan na uceni, u koji se "najmoćnija sila sveta" ugradila lagodno ubirajući stvarne vrednosti i robu čitavog sveta, za posledicu je imao hiper produkciju dolara. Bankarska gramzivost nema granica, posebno ako se otrgne kontroli.<br />Da nešto sa emitovanjem dolara nije u redu može se danas videti iz podatka da FED već tri godine ne objavljuje koliko dolara postoji u opticaju.<br />Privatni bankarski kartel koji kontroliše američku centralnu banku, FED, vodio je decenijama svoju politiku koristeći praktično čitav američki narod kao svoje robove kockajući se pri tome njegovim radom, imovinom i ušteđevinom, na ogromnom ruletu nazvanom svetska berza. Igrali se i sfućkali ogroman novac, stavljajući sve prave vrednosti pod svoju kontrolu, dok su narodu prodavali kredite od zelenog papira. Da bi pravili što veći profit, naterali su Amerikance da prosto gutaju naftu, kao kljukana guska. Svako zrno je donosilo ogroman profit.<br />Potrošnja nafte u SAD je 25 odsto čitave svetske proizvodnje. SAD danas uvoze šest od svakih deset barela nafte i dva od svakih deset kubnih metara gasa. Do 2020. SAD će uvoziti osam od svakih deset barela nafte i četiri od svakih deset kubnih metara gasa. Ovo je tvrdnja jednog izveštaja američke vlade. Vodeći naftni trgovci su pod komandom porodica Rotšild, Rokfeler i holandske kraljevske porodica, koje su, takođe, i glavni deoničari američke privatne centralne banke FED.<br /> Sa druge strane mogućnost da Saudijska Arabija izgubi status najvećeg proizvođača nafte u svetu, znači da se se gubi kontrola nad podlogom koja američkom dolaru garantuje vrednost. I tu Rusi postaju problem "broj jedan" jer ih prestižu.</p> <p align="justify"><strong> Rusi pretekli Saudijsku </strong><strong>Arbaiju</strong><strong> </strong></p> <p align="justify"> Komunistički Sovjetski Savez nije bio isto što i kapitalističke SAD u kojima je korisno samo ono što donosi profit. Ako nema profita, nema naučnog istraživanja, nema novih tehnologija.<br /> Tako su Rusi i bez profita razvili tehnologiju dubokog kopanja nafte još pre trideset godina i uspešno je primenili u Kaspijskom moru, zapadnom Sibiru i u basenu Dnjepar Donets.<br /> Još 1970. Sovjeti su počeli sa kopanjem na poluostrvu Kola. Ultra-duboka bušotina SG-3, je dostigla rekord od 12.270 m. Od tada su ruski naftni giganti, uključujući <em>Yukos</em>, iskopali više od 310 super-bušotina i počeli iz njih da vade naftu.<br /> Pored ovoga ruski naučnici primenili su i tehnologiju kojom se "iscrpljena" nalazišta ponovo aktiviraju.<br /> Naime, istina je da se obim proizvodnje iz svake pojedinačne bušotine smanjuje polako sa godinama eksploatacije. Razlog tome nije iscrpljenost rezervoara, koji se očito stalno puni iz plašta, već začepljenost naftnim blatom. Ovo se mnogo puta pokazalo, jer je na istom nalazištu u neposrednoj blizini rađena nova bušotina i nafta je krenula. Međutim, obrazloženje za novu bušotinu za američke koropracije uvek je isto: "iscrpljenost nalazišta".<br /> I dok Amerikanci odmah kreću u kopanje nove bušotine, kako im se profit od eksploatacije ne bi umanjio, Rusi su pribegli neprofitabilnom procesu čišćenja.<br /> Za to vreme, bušotina nije u eksploataciji, a sam proces čišćenja košta još dodatnih nekoliko milona dolara.<br /> Tako su Rusi za deset neprofitnih godina oživeli hiljade starih nalazišta nafte, dok su Amerikanci grozničavo bušili nove.<br /> Godine 1990. Amerika je trošila šest miliona barela dnevno dok je Rusija trošila 8.4. Danas, Amerikanci konzumiraju devet miliona, dok su Rusi reducirali potrošnju na 3.2 miliona. I naravno, ostali sa punim naftnim poljima.<br /> Ova strategija razvoja ruskih energetičara, išla je na dugi razvojni period ne obazirući se isključivo na profit. <strong>Tako je 2003. Rusija pretekla u proizvodnji nafte Saudijsku Arabiju, a ruski </strong><strong><em>Yukos</em></strong><strong> postao vodeći proizvođač nafte u svetu.</strong> Rusija je tako sada na putu da postane vodeće svetska sila u proizvodnji i prodaji nafte, dok je zapad u grozničavom nastojanju da otvori što više bušotina iz poznatih izvorišta ubirajući u svakom trenutku profit.<br /> Zato je agent korporativnog biznisa sa Vol Strita Mikail Hodorkovski dobio zadatak da se po svaku cenu dočepa kontrolnog paketa akcija u <em>Yukosu</em>. Hodorkovski je na prevaru to i uspeo, i trebalo je samo da svoj udeo od 13. 5 milijardi dolara proda Amerikancima. Putin ga je u ovome sprečio, strpavši ga u zatvor, zbog neplaćanja poreza. Ovaj paket akcija je samo nekoliko dana pre hapšenja Hodorkovski uspeo da "proda" svom "starom prijatelju" Jakobu Rotšildu. Ostatak <em>Yukosa</em> je preuzeo <em>Rosnjeft</em>, koji sada pokušava da ogromnim zajmom od preko 20 milijardi dolara kod najmoćnijh bankara Vol Strita ojača svoju poziciju i proguta ostatke <em>Yukosa</em> kupujući njegove dugove. Rusija pak planira da <em>Rosnjeft</em> potpuno privatizuje, i da najunosnije poslove u proizvodnji i prodaji nafte poveri državnom <em>Gasporomu</em>.<br /> Naravno, ruski premijer Putin je, dok je bio predsednik, zbog ovoga naišao na žestoke kritike zapadnih "demokrata" zbog "gušenja tržišta i privatne svojine" u Rusiji.<br />Ovo automatski znači da Saudijska Arabija, koja je glavni garant prodaje nafte isključivo u američkim dolarima, tu poziciju gubi, što za SAD i njenu monetarnu politiku predstavlja katastrofu. Trilioni bezvrednih dolara u tom slučaju biće vraćeni u SAD, a Amerikancima sledi teška inflacija.<br /> Naravno, naftni trgovci i bankarski kartel sa Vol Strita pokušaće sve da svoj biznis izvuku i da se kao novu rezervnu svetsku monetu ponude respektabilni evro koji oni već kontrolišu (jer na politiku ECB ne može da utiče ni jedna država članica EU) pod uslovom da EU bude dovoljno velika i ekonomski jaka da preuzme ulogu nove svetske imperije. Tako su zapravo bankari sa Vol Strita kreatori EU koja će imati preko 500 miliona stanovnika. Što više robova i što jača ekonomija, jača će biti i moneta. Zato i srpska ekonomija mora biti pod kontrolom EU odnosno Vol Strita i zato su potrebne političke marionete koje danas funkcionišu kao "srpska vlada" rasprodajući nacionalnu ekonomiju.</p> <p align="justify">Kao kockari koji su grozničavo ubacivali novac na rulet, oni bi da promene žetone za igru i nastave dalje. Napravljene dugove i loše investicije će platiti američki narod, a američka vojska koja je izuzetno moćna i još upotrebljiva, biće stavljena pod okrilje međunaronog vojnog saveza NATO, kojim takođe upravljaju ljudi sa Vol Strita.<br />Oligarhija sa Vol Strita mora imati i kontrolu nad najvećim nalazištima nafte i sprečiti svakoga ko pokuša da buši u svom dvorištu, što znači da NATO vojska, mora biti stalno u pripravnosti. Naravno, javnosti će se ova stalna pripravnost pravdati opasnošću od globalnog terorizma. Intervencije NATO vojske će se nazivati mirovnim misijama, a lideri zemalja koji pokušaju da buše u svom dvorištu će biti proglašavani opasnim diktatorima. Darfur je najnovije opasno "dvorište".<br />Uprkos činjenici da su američke obaveštajne strukture znale za rusko dostignuće sa ultra-dubokim naftnom proizvodnjom još osamdesetih godina, očigledno je da je ovo bio spor i skup način dodavanja u nacionalne naftne rezerve sa ovakvim apetitom za benzinom. Za privatni korporativni biznis, ovo je bilo neprofitabilno i išlo se samo na brzu zaradu.<br />Sada, kada je potrošačka mašina u SAD potpaljena, i guska naviknuta na kljukanje, potrebe za naftom rastu prebrzo, ali rezerve novca su konačno ispražnjene. Jednostavno, neke zemlje neće više da daju svoju robu za dolare, već traže stvarne vrednosti. Amerika može da bira da prepolovi svoju potrošnju benzina, ili da ga pokrade od nekog drugog nasilno, kao što je to učinjeno sa iračkom naftom. To znači konstantni rat - do kraja. Taj kraj može biti samo uvođenje u rat sa Kinom ili rasplamsavanje ratnog požara na područiju Indokine.<br />To je politička igra danas. Novac za nove ratove će se izvući podizanjem cene nafte.<br />Grozničavo je zato nastojanje Vol Strita da se otvori još jedan novi ratni sukob u Iranu, koji planira da otvori sopstvenu naftnu berzu i prodaje naftu Kini i to možda za juan. Takođe, treba sprečiti naftovod u izgradnji koji ide od Irana ka Indiji. Priča o namerama Irana da izgradi nuklearno oružje je, naravno, samo zgodna priča za javnost, kao što je bila i zgodna priča o oružju za masovno uništavanje koje je bilo u posedu Sadama Huseina. Jedino oružje koje je ovaj bivši plaćenik CIA imao bilo je hemijsko i biološko oružije koje su mu Amerikanci prodali za vreme iransko-iračkog rata. A onda se otrgao kontroli i planirao da naftu prodaje za evre favorizujući francuske naftne kompanije. Američke i britanske je najurio. Nova iračka marionetska vlast to sada namerava da ispravi i ponovo favorizuje britanske i američke kompanije.<br />Rat u Iraku je već premašio cenu od jednog triliona dolara, što će američki građani takođe morati da plate. Sada se vrše pripreme za Iran, ali uz izglede da SAD tu prođu kao u Iraku. Zato su neke azijske zemlje možda mnogo bolje, na primer Kambodža, Vijetnam, Tailand…<br />Kina i Rusija takođe imaju ambicije da rublju i juan postave kao monetu u trgovini naftom, zato vešto izbegavaju sve provokacije koje bi ih uvele u bilo kakav ratni konflikt sa SAD. Posebno onaj koji bi se vodio na Srednjem Istoku ili možda na Balkanu. Sa kim ratovati? Sa američkim narodom, koji je žrtva iste profiterske družine? Pravi rat koji Rusija i Kina vode u ovom trenutku odvija se u oblasti finansija i lomljenju finansijske mreže Vol Strita i to pomoću jakih državnih investicionih fondova. Kada ova oligarhija sa Vol Strita počne da posrće, Rusija i Kina će dobiti najboljeg saveznika - američke nacionaliste.<br />Tako rast cene nafte, zapravo pokazuje pad vrednosti dolara i najavljuje dolazak teške krize u SAD.</p> <p align="justify"> <strong>Kako Amerikancima reći istinu?</strong></p> <p align="justify"> Trista miliona građana SAD naviknutih na udoban život i visok standard (glumci i sportisti zarađuju desetine miliona dolara) nimalo nije lako svesti na realni nivo ekonomske moći zemlje. Danas je prezaduženost SAD u svakom pogledu ogromna. Državni dug SAD je danas preko devet i po triliona dolara. Tačnije 10. jula je iznosio 9.502.200.154.758.00. Ukupan dug je preko 40 triliona. Bruto društveni proizvod je jedva preko 13 triliona, a ogroman deo proizvodnje je izmešten na daleki Istok zbog jeftinije radne snage.<br /> Kako Amerikancima, koji su decenijama terani da rade kao robovi i po 12 sati dnevno, reći da proizvod njihovog rada i njihova ušteđevina, njihovi penzioni i zdravstveni fondovi jednostavno više ne postoje? Decenijama bildovani, drogirani, zabavljani seksom i fitnesom zaglupljivani Amerikanci su postali teške žrtve bankarske pohlepe. Destine miliona ljudi bi mogli da pobesne, pri čemu ogroman broj njih poseduje oružije.<br /> Zato je napravljana posebna konstrukcija koja treba da opravda drastično poskupljenje nafte u narednih 20 do 40 godina (u stvari drastičan pad vrednosti dolara ) I tešku recesiju. Sa tim će ići i povećana cena hrane. Priča tako kaže da nafte ima sve manje, da su nalazišta iscrpljena i ratovi za naftu obeležiće ovaj 21 vek. Onda će doći ratovi za vodne resurse, za hranu, problem sa promenom klime itd.<br /> "Tajni dokument" koji potvrđuje iscrpljenost naftnih nalazišta je napravljen pod nazivom "PEAK OIL" (Naftni vrhunac) i prosleđen u Belu kuću gde trenutno sedi baš ekipa iz naftnog biznisa: porodica Buš, potpredsednik Ričard Dik Čejni i Kondoliza Rajs. Zarad profita svojih naftnih kompanija, oni će lako pokrenuti američku vojsku u svaki kutak planete.<br /> "Otkriće" ovog dokumenta pripada izvesnom Majku Rupertu, bivšem agentu CIA, a sada slobodnom novinaru i publicisti. Rupert je odmah nakon terorističkog napada na kule STC u Njujorku i Penntagon (11. septembra 2001.) izneo u svojoj knjizi "Prelažanje Rubikona" svoju fantastično "hrabru" pretpostavku da je ovaj napad aranžirala američika vlada odnosno američki potpredsednik Dik Čejni, kako bi pokrenuo vojne akcije širom sveta, a sve pod izgovorom "borbe protiv terorizma". Majk Rupert tvrdi da je Čejni to učinio nakon što mu je predočen izveštaj "Peak Oil". Potpredsednik Čejni je godinama bio izvršni direktor moćne kompanije <em>Halibarton</em>koja je najviše i profitirala ratom u Iraku, dobivši i najunosnije građevinske poslove u obnovi Iraka. Obnovu naravno plaćaju američki poreski obveznici, a zarađuju privatne ugovorne kompanije.<br /> Najbolji političari i u Americi su oni koji vole novac i koji bez državne funkcije nisu niko i ništa ili samo loši biznismeni....<br /></p><p align="justify"><a style="font-weight: bold;" href="http://arizona-attorney-today.blogspot.com/2010/10/attorney-near-arizona.html">ARIZONA ATTORNEY</a><br /></p>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-58123275183516084752010-08-06T22:26:00.000-07:002010-08-06T22:34:35.310-07:00ISTINA O NAFTI - THE TRUTH ABOUT OIL<div style="text-align: center;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.ivonazivkovic.net/nafta%20istize%20iz%20plasta.jpg"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 300px; height: 261px;" src="http://www.ivonazivkovic.net/nafta%20istize%20iz%20plasta.jpg" alt="" border="0" /><span style="font-size:130%;">ISTINA O NAFTI - THE TRUTH ABOUT OIL </span></a><span style="font-size:130%;"><br /><br /></span></div><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.ivonazivkovic.net/abiotic%20oil%20shema.JPG"><br /></a><br /><p><span style="font-size:100%;">Kada je Tomas Gold profesor američkog Kornel univerziteta objavio svoju knjigu "Duboka vrela biosfera" (The Deep Hot Biosphere) za Amerikance i čitav zapadni svet bila je to još jedna zanimljiva Goldova naučna spekulacija o postanku života na Zemlji. Gold je već bio poznat kada je nakon mnogih osporavanja prihvaćena njegova teorija o postojanju neutronskih zvezda.<br /> Kao izuzetno kontroverzan mislilac bio je predlagač i teorije "o konstantnom periodu" gde je pokušao da negira postojanje vremena u relacijama početka i kraja, čime bi se i postanak Univerzuma tako sagledavao. Ova teorija se, međutim, i dalje odbacuje i umesto nje opšteprihvaćena je teorija o "Velikom prasku".<br /> (Moram priznati da mi se kao laiku uvek više dopadala tvrdnja da je vreme statično, a da materija cirkuliše prelazeći iz jednog oblika u drugi, te da je smrt samo nastavak života u drugačijem režimu prometa materije. Dakle, MI smo prolazni, a vreme je večito isto.<br /></span></p><p><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.ivonazivkovic.net/abiotic%20oil%20shema.JPG"><img style="display: block; margin: 0px auto 10px; text-align: center; cursor: pointer; width: 351px; height: 429px;" src="http://www.ivonazivkovic.net/abiotic%20oil%20shema.JPG" alt="" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.ivonazivkovic.net/abiotic%20oil%20shema.JPG"> </a></p> <p><span style="font-size:100%;">Na žalost, mi smo naš život ne samo prilagodili merenju vremena, već smo kao veoma važnu meru uneli i novac preko koga smo izveli i sve ostale vrednosti u životu. Tako je nastao simulakrum koji je vremenom potpuno obezvredio vrednost našeg biološkog fundamenta. Danas je npr. hrpa limarije u obliku automobila gospodar našeg života svaki put kada dodamo gas da bi smo stigli na vreme. Koliko smo danas robovi ovih izvedenih i lažnih vrednosti, upravo će pojasniti ovaj tekst o nafti). </span></p> <p><span style="font-size:100%;"><br /> Gold u navedenoj knjizi piše da je život potekao iz vrele dubine zemljinog plašta (mantle), gde nema ni kiseonika, ni vazduha. Plašt obuhvata dubinu od 2900 kilometara ispod Zemljine kore. U njemu se nalazi "podzemaljska oblast" koja je veće mase od čitave biosfere sa svim živim bićima na površini Planete. Gold smatra da živi organizmi koji postoje u ovaj "dubokoj vreloj biosferi" nisu ni biljke, ni životinje - već bakterije koje se razmnožavaju baš u vrelini i hrane se ugljovodonikom, odnosno prirodnim gasom i kamenim uljem.<br /></span></p><p><span style="font-size:100%;">Organski materijali koji su pronađeni u ovim ugljovodonicima objašnjavaju se metabolizmom bakterija koje su pronađene i u drugim ekstremnim okruženjima sličnim Zemljinom plaštu. Ovi hipertermofili pronađeni su u hidrotermalnim ispustima i na dnu vulkana, dakle na mestima gde su naučnici ranije verovali da je život nemoguć. Petroleum skoro uvek sadrži biološki inertan helijum.<br /> <b>Prosto rečeno, po ovoj teoriji nafta ne nastaje razlaganjem fosilnih ostataka biljaka i životinja pod visokom temperaturom i pritiskom na područijima gde su bogati fosilni ostaci organskog sveta ostali duboko pod zemljom, a koji su izumrli pre nekoliko miliona godina (kako se i danas uči u školama), već je ona neorganskog(abiotičkog) porekla. </b></span></p> <p><span style="font-size:100%;">(Ovde je dobro podsetiti se i na teoriju Džejmsa Lavloka o Gei kao "živom organizmu". On tvrdi da Zemlja ima sve homeostatske mehanizme kojima reguliše optimalnu količinu toplote, vlage i kiseonika, te da je samo tako i moguće bilo formiranje svih ostalih živih organizama na planeti. Mi smo tako po Lavloku samo deo velikog Geinog živog organizma).</span></p> <p><span style="font-size:100%;">Poznata nalazišta nafte koja se komercijalno eksploatišu i za koja se veruje da su ograničen priorodni resurs, zapravo su samo <b>skormni rezervoari</b> ugljovodonika koji se nekako "uspentrao" iz dubine Zemljinog plašta i tu ostao zarobljen svega nekoliko kilometara ispod zemlje.</span></p> <p><span style="font-size:100%;"><br /> Ako je ova teorija tačna, znači da nafte prakrtično ima svuda, ali je samo potrebno kopati mnogo dublje. (Pod uslovom da imate tehnologiju za ovo tj. da vam onaj ko je ima ustupi).</span></p> <p><span style="font-size:100%;"><br /> U nameri da proveri svoju tvrdnju Gold je uspeo da još 1990. ubedi švedsku vladu da istraži ima li nafte na područiju nekih 200 km severozapadno od Stokholma, nazvanom Šiljan Ring. Ovaj granitni region je nastao nakon udara meteora koji se davno zario u Zemljinu koru do dubine oko 40 kilometara i tada je načinjena brazda prečnika 72 km sa mnoštvom pukotina. Kroz njih bi nafta neorganskog porekla mogla da se probije bliže ka zemljinoj površini. </span></p> <p><span style="font-size:100%;">Kako stena nije sedimentna, ona nije mogla da sadrži nikakve fosilne ostatke, pa bi nalaženje nafte značilo da je ona zaista neogranskog porekla.<br /></span></p><p><span style="font-size:180%;"><span style="font-size:100%;">Istraživači su već našli abiogenični petrolej i metan kako izbijaju iz dubine zemljine utrobe. Sledbenici konvencionalne teorije o nastanku nafte ismejali su ovaj projekat Šveđana.</span></span> </p><p><span style="font-size:100%;"><br /> Nakon tri godine bušenja i potrošenih preko 40 miliona dolara bušotina je doprla do 6.8 kilometara pre nego što se burgija zaglavila. Značajne količine metana nisu nađene. Pobornici teorije o organskom poreklu nafte su likovali.<br /> Ali, Gold je smatrao da je bušenje zaustavljeno pre nego što se došlo do rezervoara koji se nalazi na 7.2 km te da bi druga dublja bušotina bila delotvornija.</span></p> <p><span style="font-size:100%;"><br /> Našli su se i investitori za nastavak bušenja. Na novoj bušotini, malo dalje, nakon tri godine na dubini od 6.7 kilometara "obmanuti" švedski kopači bušotine ispumpali su 12 tona naftnog blata iz granitne stene.</span></p> <p><span style="font-size:100%;"><br /> Kada je iz nove bušotine, opet malo dalje, duboke samo 2.8 km krenula nafta, kopači su za podmazivanje bušilice koristili samo vodu. </span></p> <p><span style="font-size:100%;"><br /> Da li je, međutim, ova nafta nastala ispod sedimentnih stena nekoliko kilometara dalje, pa onda neki putem, prodrla ispod granita ili ne, vodi se i dalje je žestoka naučna rasprava. </span></p> <p><span style="font-size:100%;">Gold je umro 2004.<br /></span></p><p><span style="font-size:180%;"><b><span style="font-size:100%;">GOLD PREPISIVAO OD RUSKIH NAUČNIKA !</span></b></span> </p><p><span style="font-size:100%;"><br /> Ipak ono što najviše kompromituje Goldovu teoriju je osuda ruskih naučnika koji su ga nazvali "običnim plagijatorom". Tomas Gold koji je, kažu, koristio pasoše i Austrije, Švajcarske, Britanije, Amerike i Izraela i dobio diplomu na engleskom Kembridžu iz astronomije, perfektno je znao i ruski jezik. To mu je pomoglo da još sedamdesetih godina pročita veliki broj naučnih radova ruskih i ukrajnskih naučnika objavljenih i u udarnim ruskim medijima o neorganskom poreklu nafte.<br /><br /> Najbolja arhiva za informisanje su bile beleške o ovim istraživanjima date u oko 200 dokumenata. Jedna od studija je: "Uloga metana u formiranju mineralnih goriva", koju je napisao A.D. Bondar još 1967.<br /><br /> Nakon što se upoznao sa ovim naučnim radovima, Gold je počeo to isto da piše na engleskom jeziku i objavljuje u raznim popularnim revijama. Kako ruski nije pupularan jezik na Zapadu, radovi su za njih bili nepoznati. Ali Gold nikada nije naveo originalan izvor tekstova. Dovoljno je bio oprezan i da ova "svoja" razmišljanja ne objavljuje u strogo naučnim časopisima jer bi tu morao da iznese sve reference i brzo bi bio razotkriven u svom plagijatu.</span></p> <p> </p> <p><span style="font-size:100%;"> Američki novinar Džon Brigs koga su ruski istraživači mnogo godina pre Goldovih "otkrića" zvali u Švedsku, i gde je upoznat da ideja o neorganskom poreklu nafte potiče još s kraja 18 veka, razotkrio je Goldov plagijat nazvavši ga lažovom.</span></p> <p><span style="font-size:100%;"><br /> Ruski i ukrajnski naučnici su ovu teoriji o neorganskom preklu nafte razvili odmah nakon Drugog svetskog rata kada su utvrduili su da visok pritisak neophodan za stvaranje nafte postoji samo duboko u Zemljinom plaštu i da ugljovodonični sadržaji u sedimentnim stenama ne pokazuju dovoljno organskog materijala da bi doveli ogromne količine kamenog ulja nađenog u poznatim naftnim poljima.</span></p> <p> </p> <p><span style="color: rgb(0, 0, 0);font-size:100%;" >Kada se vremenom iz ovih poznatih rezervoara vadi sirova nafta, pritisak polja se blago smanjuje, pa to omogućava da se nove količine sirove nafte iz ultra- duboke naslage u plaštu ponovo uzdignu i napune postojeće naftno polje.</span></p> <p><span style="color: rgb(0, 0, 0);font-size:100%;" >Ruski naučnici su u svojim radovima o ultra-dubokim bušotininama kao npr. White Tiger u Vijetnamu označili veoma grubim procenama u brzini dotoka kamenog ulja, kao 20 do 30 % manju nego što je brzina eksploatacije nafte na najvećim bušotina na Srednjem Istoku.</span></p> <p><span style="color: rgb(0, 0, 0);font-size:100%;" >To znači da reduciranjem brzine vađenja nafte u postojećim saudijskim i iračkim bušotinama za 30%, eksploatacija u ovim nalazištima bi mogla biti večna, jer bi se gornji sloj u rezervoaru stalno dopunjavao istiskivanjem novih količina iz plašta.</span></p><p><span style="color: rgb(0, 0, 0);font-size:100%;" >za više informacije idite na:<br /></span></p><p>www.ivonazivkovic.net/istina%20o%20nafti.htm<br /></p><p><span style="color: rgb(0, 0, 0);font-size:100%;" ><br /></span></p><p><span style="font-size:100%;"><br /></span></p>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com0tag:blogger.com,1999:blog-7501537574606285660.post-7059605028090670622010-03-23T05:24:00.001-07:002010-03-23T05:24:56.619-07:00Specijalna Teorija Relativnosti - Nije TocnaPoštovane dame i gospodo, <p style="margin-bottom: 0in;">Većina ljudi kada vidi ovaj naslov, cinički se nasmije i neće dalje ni da čita o ovoj temi, jer “pošto čitav svijet zna da je Einstein bio i biće najinteligentniji čovjek na svijetu”, i sada dođe neko poput mene i tvrdi suprotno. Ja se već 10 godina borim za to da što više ljudi sazna za stalno postojanje kritike Teorije relativnosti i to već od 1908 godine. Uspio sam mnoge da uvjerim u ovo sto pišem, a prije dvije godine profesor fizike u Mostaru (Trešnjo) pred 50 učenika, nakon što je držao predavanje o Einsteinovoj teoriji kaže, da je pročitao moju knjigu “Einsteinova teorija relativnosti – 100 godina laži” i da sada misli da je ta teorija potpuno pogrešna.</p> <p style="margin-bottom: 0in;">Radi se o činjenici da je Max Plank kao najveći naučni autoritet u Njemačkoj, ovu teoriju bez ikakvih daljnih provjera i diskusija o njoj „na silu“ uveo u škole i fakultete, a od 1922. god. na naučnom kongresu u Leipzigu zabranjuje kritičarima da uopće dođu do riječi. Ti kritičari (Prof. Lehnard, Prof. Gehrcke, Prof. Stjepan Mohorovičić itd, itd.) protestiraju pred kongresnom dvoranom dijeleći posjetiocima letke u kojima se žale na takvo diktatorsko ponašanje u nauci od strane Max Planka. Od tada se u prvom redu Plank, Max von Laue, Born brinu za to da kritičari Teorije relativnosti ne dospiju na fakultete; da novine ne objavljuju kritične članke i da izdavačke kuće ne štampaju kritička dijela.</p> <p style="margin-bottom: 0in;">Da se u Specijalnoj teoriji relativnosti ne radi ni o kakvoj naučnoj teoriji, nego o fantaziji, znali su i u Švedskoj 1921. kada Einsteinu za Teoriju relativnosti nisu dodijelili nobelovu nagradu nego za njegove radove u objašnjenju fotoelektričnog efekta.</p> <p style="margin-bottom: 0in;">O čemu se u stvari radi u Specijalnoj teoriji relativnosti vidjet ćemo u slijedećim primjerima.</p> <ol><li> <p style="margin-bottom: 0in;">Einstein uvodi apsolutno konstantnu brzinu svijetlosti, dok su spram nje dužina i vrijeme relativni. To nas dalje vodi do zaključaka koji se protive međusobno. U nauci tj. fizici, postoje temeljne veličine, tj. dužina (d) i vrijeme (t). Koristeći ove dvije konstantne veličine mi izračunamo i znamo da je brzina svjetlosti c = d/t, c. 300000km/sec. Ako sad ove temeljne veličine pri kretanju ne ostaju konstantne, kako onda možemo uopće izračunati brzinu svijetlosti? Einstein kaže da se prilikom ravnomjernog kretanja dužine skraćuju, a vrijeme dilatira ( produžuje ) (http://hr.wikipedia.org/wiki/Vremenska_dilatacija). Pošto se čitav svemir i u njemu zemlja nalaze u kretanju, onda je po Einsteinu nemoguće uopće imati jednu konstantnu jedinicu dužine i vremena, iz čega dalje slijedi da je nemoguće izračunati brzinu svijetlosti.</p> </li><li> <p style="margin-bottom: 0in;">Po Teoriji relativnosti pri velikim brzinama vrijeme dilatira tako da pri dosegu brzine svijetlosti to vrijeme više ne prolazi, a dužina se skrati na veličinu točke. Ako imamo jednu galaksiju koja je od nas udaljena 2 milijarde svjetlosnih godina, onda će svijetlosti trebati 2 milijarde godina da dođe do nas. Pošto za svijetlost vrijeme ne prolazi onda slijedi da će u jednom vremenskom momentu ta svijetlosnai zraka biti u svakoj točki istovremeno na tom svom putu od 2 milijarde godina, a čitav taj put bi bio u jednoj točki!!! Da ova glupost nije u nauci - bila bi smješna.</p> </li><li> <p style="margin-bottom: 0in;">Kada teorijski fizičari objašnjavaju Specijalnu teoriju relativnosti kažu slijedeće:<em>“Po</em>š<em>to je rezultat Michelson-Morley eksperimenta 1887. bio 0 (NULA), jedini zaklju</em>č<em>ak je morao biti da je brzina svijetlosti apsolutno konstantna</em>.“ Međutim rezultat tog eksperimenta nije bio 0 (NULA) nego je postojala interferencija 2 svjetlosne zrake kojima je mjerena brzina zemlje oko sunca i to od 5-8km/sec. a ne 0km/sec. Rezultat eksperimenta je bio negativan, a ne 0 (NULA), što je ogromna razlika jer se zbog ovog rezultata ne može izvesti zaključak o apsolutno konstantnoj brzini svijetlosti.</p> </li><li> <p style="margin-bottom: 0in;">Da bi objasnio negativan rezultat M.M. eksperimenta engleski fizičar FitzGerald 1897. predlaže da se „rukav“ MM aparata koji se kreće u pravcu kretanja zemlje oko sunca nešto skrati zbog pritiska etera ili eterskog vjetra. 1905. Einstein uvodi to skraćivanje dužina pri kretanju u Teoriji relativnosti, a istovremeno izbacuje eter iz nauke!!!???</p> </li><li> <p style="margin-bottom: 0in;">U nauci za svaku posljedicu mora postojati i neki uzrok. Ovdje smo vidjeli da se u nauku uvodi teorija o skraćivanju dužine u pravcu kretanja za koju ne postoji nikakav uzrok. Tako isto Einstein ne navodi ni uzrok za dilataciju vremena!!!</p> </li><li> <p style="margin-bottom: 0in;">Paradoks braća bliznaci relativisti objašnjavaju na slijedeći način:“Kada jedan brat putuje raketom velikom brzinom, onda vrijeme kod njega prolazi sporije nego na Zemlji i kada se vrati nakon npr. 1 godine, na zemlji će već proći npr. 30 godina“. Međutim, Einstein uvodi u teoriju takozvani „princip relativiteta“ u kojem se može tvrditi da brat u raketi miruje, a onaj na Zemlji se skupa sa zemljom velikom brzinom udaljava od rakete, tako da bi sada brat na zemlji morao biti mlađi!? Pošto su ovu nelogičnost relativisti i sami uočili, tako oni pokušavaju nekim drugim glupostima ispraviti ono što se ispraviti ne može, pa kažu da će u stvari oba brata vidjeti da kod svakog od njih vrijeme prolazi sporije ali u momentu kada brat u raketi pri povratku prema Zemlji počne ubrzavati, tada će kod njega vrijeme sporije prolaziti, tako da će ipak on pri povratku na Zemlju biti mlađi. Stvarno je za nevjerovati koliko se ulaže kriminalne energije da bi se gluposti koje je Einstein uz pomoć Max Planka servirao svijetu, barem koliko toliko učinile ukusnim za vjerne potrošače. Međutim, u Specijalnoj teoriji relativnosti se radi samo o RAVNOMJERNOM KRETANJU. Kako to sada da u teoriju trpaju ubrzano kretanje? Ako se pri povratku prema Zemlji, pri ubrzanju, vrijeme produžuje, onda je logično, da se to vrijeme pri kočenju rakete moralo skraćivati, tako da pri povratku na Zemlju bude isto.</p> </li><li> <p style="margin-bottom: 0in;">Ako pitamo jednog filozofa za definiciju vremena i da li je uopće moguće da se to nešto što mi zovemo vrijeme produžuje i skraćuje, odgovor će biti, da ne može, jer vrijeme nije neka stvar nego naš subjektivni osjećaj kretanja materije, tj. rotacije Zemlje oko svoje osi i oko Sunca. Da za braću bliznace, po Einsteinu, vrijeme različitom brzinom prolazi, značilo bi da njih dvojica moraju mjeriti potpuno različit broj Zemljinih oscilacija ako osi i oko Sunca.</p> </li><li> <p style="margin-bottom: 0in;">O kakvoj se teoriji radi govori i činjenica da danas postoje dvije vrste relativista koji se ne mogu dogovoriti, da li su efekti skraćivanja dužina i dilatacije vremena stvarni ili se samo pričinjavaju? (Da nešto što se pričinjava može biti dio nauke je više nego žalosno.) <span style="text-decoration: underline;">Tako se institut fizike u Potsdamu izjasnio da se ne radi o stvarnim efektima. Ako se ne radi o stvarnim efektima, čemu onda uopće služi ta teorija?</span> Pošto je i sam primjetio te nelogičnosti u teoriji, tako i sam Einstein nekada govori da su to stvarni efekti „ tj. činjenice koje nam nameće naše svakodnevno iskustvo“ (1911. Zürich), nekada koristi slijedeće riječi; „dužine nam se pričinjavaju kraće“. On se nikada do kraja života nije izjasnio o tome.</p> </li><li> <p style="margin-bottom: 0in;">Zakrivljeni prostor oko masivnih tijela u općoj teoriji relativnosti je još jedan Einsteinov biser kojeg je “potvrdio” Sir. Eddington u njegovoj ekspediciji u Africi. On je slikao zvijezde prilikom pomrčine Sunca i upoređivao ih sa drugim slikama tog dijela neba i navodno dokazao da se njihova svjetlost zakrivljuje kada prolazi pokraj Sunca. Ta svjetlost mora proći kroz sunčevu atmosferu, koja je 3 do 5 miliona kilometara velika i pri tome se mijenja njen pravac kretanja. Na njegovim fotografijama su zvijezde bile pomaknute na sve strane, tj. i prema Suncu, i od Sunca i paralelno sa Suncem, tako da je i najveći relativist današnjice Steven Hawking rekao da se iz tih fotografija ne može izvesti zaključak kakav je Sir Eddington izveo. Sir Eddington je i prije njegove ekspedicije znao da bi pozitivan rezultat bio jedna svjetska senzacija i zato je rezultat i bio pozitivan. O kakvom se prevarantu radi govori i njegov odgovor na pitanje novinara, da li je istina da samo 3 čovjeka na Zemlji razumiju Teoriju relativnosti? Na to on odgovara: ”Razumije Einstein, razumijem ja, a tko je treći?”</p> </li></ol> <p style="margin-bottom: 0in;">Svatko tko ovo pročita će vidjeti da je ovo što pišem logično i zato otvoreno tražim od fizičara-relativista da se izjasne o ovim problemima i činjenicama koje negiraju Teoriju relativnosti. Naravno da bi se oni rađe bavili mojom osobnošću, nazvali me antisemitom ili nekim tko nije razumio o čemu se u Teoriji relativnosti radi, samo radi toga da bi spriječili diskusiju o ovim nelogičnostima u teoriji.</p> <p style="margin-bottom: 0in;" align="JUSTIFY">Tako relativisti sugeriraju ljudima da se ta teorija ne može razumjeti zdravom ljudskom pameti, a koju pamet treba koristiti - oni ne kažu. Tako se isto u javnim medijima neće čuti da postoji ikakva kritika i to već od 1908. god. Od 1922. zahvaljujući Max Planku se profesorima na fakultetu zabranjuje da uopće spominju tu kritiku. Plank i relativisti utiču na medije da ništa ne pišu o toj kritici, o čemu se naučnici već od 1931. žale, (vidi 100 autora protiv Einsteina).</p> <p style="margin-bottom: 0in;" align="JUSTIFY">Herbert Dingle, najveći relativist i predsjednik društva astronoma u Velikoj Britaniji je u Encikopledija Britanica napisao tekst o Einsteinovoj teoriji relativnosti. Baš zbog Paradoksa braće bliznaci on počinje u tu teoriju sumnjati i onda postaje protivnik. Kada je počeo pisati kritičke tekstove o teoriji relativnosti, novine prestaju objavljivati njegove članke. Tako on završava na nekoj vrsti suda gdje se odlučuje o njegovoj daljnjoj sudbini i bio je skinut sa njegove funkcije!? Relativisti na tom sudu kažu da se bez Einsteinove teorije ne može računati kretanje elementarnih čestica u akceleratorima, i da se masa čestica povećava onako kako je to Einstein predvidio. Formule koje se koriste u računanju kretanja el. čestica nisu ništa drugo nego Bradlyjeve formule kojima je on u 18. stoljeću izračunao brzinu svijetlosti, jer pri povećanju brzine kretanja elementarnih čestica ne raste masa nego se smanjuje količina primljene energije od strane magneta, jer se ta energija prenosi brzinom svijetlosti…</p> <p style="margin-bottom: 0in;" align="JUSTIFY">Kada uzmemo sve ovo u obzir sa koliko se kriminalne energije sakriva i pokušava sakriti postojanje kritike Teorije relativnosti, onda ja mogu biti i prezadovoljan sa održanom prezentacijom moje knjige u Mostaru prije 2 godine, iako se ta knjiga sada može u samo 2-3 knjizare u Bosni naći.</p> <p style="margin-bottom: 0in;" align="JUSTIFY">Mnogo pozdrava!</p> <p style="margin-bottom: 0in;" align="JUSTIFY">Jelovac Seadin</p> <p style="margin-bottom: 0in;" align="JUSTIFY">Gelsenkirchen - Njemačka</p><p style="margin-bottom: 0in;" align="JUSTIFY"><br /></p><p style="margin-bottom: 0in;" align="JUSTIFY">izvor:<br /></p><p style="margin-bottom: 0in;" align="JUSTIFY"><br /></p><p style="margin-bottom: 0in;" align="JUSTIFY">http://www.val.hr/index.php?option=com_content&view=article&id=942:einsteinova-specijalna-teorija-relativnosti-svinjska-gripa-stara-105-godina&catid=22:clanci<br /></p>Projektiranjehttp://www.blogger.com/profile/13997889838384656878noreply@blogger.com2