tag:blogger.com,1999:blog-259564572024-03-19T10:48:41.845+02:00VasarahammerThe Hammer's gonna bring you downVasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.comBlogger880125tag:blogger.com,1999:blog-25956457.post-28090095918076546552024-02-18T14:25:00.000+02:002024-02-18T14:25:16.813+02:00Venäjä-huijauksesta uusia tietoja<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjACVMNEykzxsAJACIKKKrBHchyGrxi5O45eX-6M39soxNo8mUcLKyiRbwsfFepRIKuy7KJYGttKt3WbhSd7L5ZaErG4xu0YD1auHujP7PIPvsZlp2_ADe5UfYf22zM3j43IJP9dLugow1QIdKCf2xSYJA9nh7yanSwMgKF9C2MEiTgCZGUPqU/s866/Russians_everywhere.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="684" data-original-width="866" height="253" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjACVMNEykzxsAJACIKKKrBHchyGrxi5O45eX-6M39soxNo8mUcLKyiRbwsfFepRIKuy7KJYGttKt3WbhSd7L5ZaErG4xu0YD1auHujP7PIPvsZlp2_ADe5UfYf22zM3j43IJP9dLugow1QIdKCf2xSYJA9nh7yanSwMgKF9C2MEiTgCZGUPqU/s320/Russians_everywhere.jpg" width="320" /></a></div><br /><br /> <p></p><p style="line-height: 100%; margin-bottom: 0cm;">
Olin hieman yllättynyt, kun kuulin, että Twitter files
-raportoinnissa kunnostautuneet Matt Taibbi ja Michael Schellenberger
ottivat seuraavaksi kohteekseen Venäjä-huijauksen, jossa ”Syvä
valtio” yritti lavastaa Donald Trumpista Venäjän asiamiehen.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Toisaalta asiaa
sopii myös penkoa, koska yhtäkään hankkeeseen osallistunutta ei
ole tuomitttu, vaikka sen aikana tehtiin rikoksia ja kohdehenkilöiden
kansalaisoikeuksia rikottiin. Ilmeisesti journalistitiimillä
Schellenberger, Taibbi, ja Axel Gutentag on myös uusia lähteitä.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Ensimmäiset
julkaistut artikkelit näyttävät keskittyvän Venäjä-huijauksen
alkupäähän. Yhdysvallat ja osa sen liittolaissmaita (Kanada,
Britannia, Austtralia ja Uusi Seelanti pitävät yllä
tiedusteluyhteistyötä, jota kutsutaan nimellä Five Eyes.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Tässä <a href="https://public.substack.com/p/cia-had-foreign-allies-spy-on-trump">artikkelissa</a>
kerrotaan, kuinka Yhdysvaltojen keskustiedustelupalvelu ohjasi
Trumpin neuvonantajia Five Eyes-kumppanien tutkittavaksi ja
manipuloitavaksi.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Taibbi,
Schellenberger ja Gutentag kertovat, että tähän saakka virallinen
totuus Trumpin Venäjä-ythteyksien tutkinnan alusta on ajoitettu
heinäkuun loppuun 2016, jolloin Trumpin kampanjan palkaton
työntekijä George Papadopoulos kertoi australialaisdiplomaatti
Alexander Downerille, että venäläisillä olisi raskauttavaa
materiaalia Hillary Clintonista.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Todellisuudessa
Yhdysvaltojen tiedustelu yhteisö pyysi jo aiemmin Five Eyes-ryhmään
kuuluvia maita tarkkailemaan Trumpin piiriin kuuluvia henkilöitä ja
toimittamaan tiedot amerikkalaisille tiedusteluelimille.</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Kun presidentti
Obamalle oli kerrottu, että Barack Obaman CIA-johtaja John Brennan
oli tunnistanut 26 Trumpin piiriin kuuluvaa henkilöä seurattavaksi,
tiedusteluyhteisä määritti nämä henkilöt sellaisiksi, joihin
pitää ”törmätä ja joita on yritettävä manipuloida.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Tähän valvontaan
liittyvä aineisto löytyy 20 cm paksusta kansiosta, jonka
salaisuusluokituksen Presidentti Trump määräsi purettavaksi
kautensa lopussa.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Jos nämä
salaisiksi luokitellut asiakirjat ovat olemassa, ne mahdollisesti
osoittavat, että Yhdysvaltojen tiedusteluviranomaiset rikkoivat
useita vakoiluun ja vaalien häirintään liittyviä lakeja.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Joidenkin arvioiden
mukaan FBI:n Donald Trumpin omistamaan Mar al Lagon kiinteistöön
tehdyssä ratsiassa etsittiin näitä dokumentteja.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Joillekin voi herätä
tässä vaiheessa kysymys, miksi pitää nähdä noin paljon
vaivaa.Tällöin täytyy miettiä operaation luonnetta. Kyseessä oli
disinformaation valkopesuoperaatio, jossa Hillary Clintonin kampanjan
tuottamasta sepitetystä aineistosta saatiin ainakin päällisin
puolin uskottavaa.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Kaikki Five Eyes
-ryhmässä tiesivät, että kyseessä oli roskatieto eikä kukaan
halunnut omia sormenjälkiään sellaiseen.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Lopulta
disinformaatio päätyi FBI:n haltuun. Siellä sitä käytettiin mm.
salakuuntelulupien hankintaan FISA-tuomioistuimesta.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Venäjä-huijaista
tutkinut erikoissyyttäjä John Durham sanoi, että FBI:n
Venäjä-tutkinnan avaamiseen ei koskaan ollut riittäviä
perusteita. Kuluvan vuoden aikana Yhdysvalloissa käydään jälleen
presidentin vaalit ja Donald Trump näyttää toennäköiseltä
Republikaanien presidenttiehdokas. Demokraatit ovat </p><p style="line-height: 100%; margin-bottom: 0cm;">jälleen
järjestäneet likaisia temppuj ja ovat politisoineet
oikeusjärjestelmän ja pakottavat Donald Trumpin osallistumaan
lukuisiin oikeudenkäynteihhin, joiden syytteet vaikuttavat enemmän
tai vähemmän tekaistuilta.. Syytteet ovat olemassa vain sen
takia,että Trump on ehdokkaana. Oikeudewnkäyntien tarkoius on sekä
viedä Trumpin aikaa että kululuttaa hänen taloudellisia
resurssejaan.Parhaimmillaan joku syytteistä vooi johtaa jopa
vankilatuomioon, joka ei luultavasti kestä ylemmissä
oikeusasteissa.Manhattanilla käyty Ehkä irvokkain oli äskettäin
päättynytsiviilioikeudenkäynti, joka koski Trumpin omistamien
kiinteistöjen arvostusta.</p><p style="line-height: 100%; margin-bottom: 0cm;"><b>Demokraattien "lawfare" </b><br /></p>
<p style="line-height: 100%; margin-bottom: 0cm;"> on yleensä vahinggon kärsinyt osapuoli ja oikeuden tehtävänä on
määrittää korvausvelvollisuuss. Trumpink siviilioikeudenkäynnissä
ei ollut vahingon kärsinyttä osapuolta vaan kaikki osapuolet olivat
saaneet rahansa ha teehneet jopa hyvää voittoa kiinteistökaupoilla.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Jutun syyttäjä
päättii jostain syystä, ettää Trumpin lainan vakuutena käyttämä
Mar al lago -kiinteistö oli kaupassa yliarvosttettu. Kauppaa
rahoittanut pankki ei missään vaiheessa valittanut kyseisen
kiinteistön yliarvostuksesta. Oikeudenkäynnin tuomarina toiminut
Arrhur Engoron määräisi Trumpille 309 miljoonan dollarin sakon.
George Sorosin rahoittaman kampanjan käynyt piirisyyttäjä Letitia
James lupasi vaalikampanassaan tuomita Trumpin. Tästä huolimatta
häntä ei jäävätty tehtävästään.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Rinnan Trumpin
oikeudenkäyntien kanssa demookraattijohtoiset osavaltiot ovat
yrittäneet tehdä Trumpista vaalikelvottoman omassa osavaltiossaan.
Nämä yritykset eivät toistaiseksi ole onnistuneet ja
tuskinonnistuvatkaan mutta yrityksen puutteesta se ei ainakaan jää
kiinni.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Demokraattien
ehdokas Joe Biden on kognitiigvisilta kyvyiltään niin heikossa
kunnossa,, että hän ei välttämättä pysty palvelemaan toista
kautta presidenttinä. Siksi Demokraatit luultavasti menestyvät
lakituvassa paremmin kuin vaaliuurnilla.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com1tag:blogger.com,1999:blog-25956457.post-55482787460769850742023-12-13T08:01:00.006+02:002023-12-13T08:58:43.593+02:00Totuus koronarokotteesta paljastuu vähitellen<p style="line-height: 100%; margin-bottom: 0cm;">
</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjobtzoAhdLb5f_AWe395HVqlhPUlUMd6d8KsUrLYwoznWaNJXs6K5e4mk6ydu4vm7Qcbuf9N2gT5TqtK3yE3EQbGbi2qwTh8sAdvGmjKZkXkEtpWP92fYlkcnSAW5y5bGqwLQQsMpgNGqNYYul9MgFgFX4hPYeowqK2aZleeXSrXPfgumWTe8/s1417/nzwb.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="412" data-original-width="1417" height="93" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjobtzoAhdLb5f_AWe395HVqlhPUlUMd6d8KsUrLYwoznWaNJXs6K5e4mk6ydu4vm7Qcbuf9N2gT5TqtK3yE3EQbGbi2qwTh8sAdvGmjKZkXkEtpWP92fYlkcnSAW5y5bGqwLQQsMpgNGqNYYul9MgFgFX4hPYeowqK2aZleeXSrXPfgumWTe8/s320/nzwb.png" width="320" /></a></div><br />Uudessa Seeelannissa paikallisen THL:n tietokanta-administraattori
Barry Young imuroi lähes kaikki maan koronarokotukset sisältäneen
tietokannan ja julkaisi sen yhdessä amerikkalaisetn Steve Kirschin
kanssa. Aineistosta käy selville, miten vaarallisia koronarokotteet
ovat. Kirschin mukaan joka tuhannes rokoteannos johtaa potilaan
kuolemaan. Tämä on linjassa sen kanssa, mitä olen aiemmin kuullut
Aseem Malhotralta eli joka 800:s rokoteannos aiheuttaa vakavan
rokotehaitan.<p></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Kirschin mukaan
aineistosta voidaan yksiselitteisesti todeta, että koronarokotteet
eivät ole
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">turvallisia.Kirsch
ekstrapoloi aineistosta globaalisti rokotteisiin kuolleen
ihmismäärän perustuen kuolleisuuteen, jossa joka tuhannes
rokoteannos johtaa kuolemaan. Lopputulokseksi hän saa
maailmanlaajuisesti 10 miljoonaa kuollutta.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Kirschin näkemyksiin
voi tutustua<a href="https://kirschsubstack.com/"> täällä</a>.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Omalla kohdallani
Uuden Seelannin tietovuoto oli juuri sellainen, jonka avulla
länsimaita vaivanneen mystisen ylikuolleisuuden syy saattaa selvitä.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Tätä ennen
asianosaiset ovat keksineet syitä omasta päästään ja omien
tarpeidensa perusteella.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Kirschin mukaan
yksittäisten henkilöiden rokotustietoja ei koskaan ole julkaistu
rokoteannoksen tarkkuudella. Syy tähän on pääasiallisesti
yksityisyyden suoja. Kirschin aineisto on kuitenkin käsitelty siten,
että rokotteen saanutta henkilöä ei voi tunnistaa.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Tiedot hankkinut
Barry Young on sankari tai konna vähän näkökulmasta riippuen.
Uuden Seelannin viranomaisille hän on konna, joka luultavasti saa
teostaan pitkän vankilatuomion. Toisaalta hänen motiivinsa on
ihmishenkien pelastaminen ja hän oli valmis ottamaan vastaan
vankilatuomion</p>
<p style="line-height: 100%; margin-bottom: 0cm;"> teostaan.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Myös Suomessa on
havaittu samanlaistta ylikuolleisuutta kuin muissa maissa, jossa on
käytetty mRNA-rokotteita ja rokotuskattavuus on korkea.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Myöskään Suomessa
viranomaiset eivät ole olleet rehellisiä ylikuolleisuuden syistä.
Syitä keksitään sitä mukaa,kun niiden tarve tulee eteen.
Pääsääntöisesti THL:n edustajat ovat olleet hiljaa pitkän
aikaa.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Äskettäin
marraskuussa jätevedestä paljastui, että koronavirus on jälleen
levinnyt laajalle. Tästä syystä ja mitä ilmeisimmin riskiryhmiin
kuuluvien ihmisten toiveesta, uusia tehosterokotteita alettiin
jakamaan.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Joulukuussa
<a href="https://www.iltalehti.fi/kotimaa/a/f1eb24c9-4710-4873-af67-a44abc0e95c6">Iltalehti
uutisoi</a>, että viikottainen kuolleiden määrä Suomessa on
nousemassa ennätykseen.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Vuoden alussa<a href="https://www.iltalehti.fi/politiikka/a/1a359bbe-930a-4318-b7c7-c8380a46c809">
Iltalehti haastatteli</a> asiantuntijoina Väestöntutkimuslaitoksen
tutkimusprofessori Anna Rotkirchia, joka kuuluu samaan ankaria
koronasulkuja vaatineeseen Eroon koronasta-ryhmään kuin Lasse
Lehtonen.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">THL:n
tutkimusprofessori Mika Gissler toteaa, että ylikuolleisuus johtuu
pääosin väestön ikääntymisestä ja jäljellejäävältä osalta
suoraan tai välillisesti koronasta.27.10. 2022 Päivätyssä
<a href="https://ls24.fi/uutiset/korona-selittaa-suurimman-osan-kuolleisuuden-poikkeuksellisesta-kasvustahttps://ls24.fi/uutiset/korona-selittaa-suurimman-osan-kuolleisuuden-poikkeuksellisesta-kasvusta">Länsi-Suomi-lehden
artikkelissa</a> Gissler arveli, että,suurimman osan kuolleisuudesta
selittää koronaepidemia.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Gisslerin puheista
voi päätellä, että hänellä joko ei ole tietoa ylikuolleisuuden
todellisista syistä tai sitten hän valehtelee itsensä ja
kollegojensa puolesta. Itse uskon, että THL:ssä tiedetään, mistä
ylikuolleisuus johtuu. Sitä vain ei voida kertoa tavallisille
hmisille, joista suuri osa edelleen uskoo koronarokotteeseen. Gissler
on surkea valehtelija, koska hänen tarinansa ei pysy kasassa.
Toisaalta valehtelemisen vaikein asia on tarinan pitäminen
johdonmukaisena Totuuden puhumisessa ylimääräistä ”muistelua”
harvemmin tarvitaan.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">On kuitenkin yksi
mies, kansanedustajaehdokkaanakin ollut Lasse Lehtonen, joka kertoo
oman versionsa totuudesta erittäin vakuuttavasti. Siksi THL käyttää
häntä tilanteissa, joissa tarvitaan tilanteeseen sopivaa totuutta.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Lasse Lehtosen
mukaan Suomessa taas on ollut tänä vuonna merkittävää
ylikuolleisuutta, ja todennäköisin syy sille on korona.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Tämä lausunto
annettiin <a href="https://www.is.fi/kotimaa">29.11.20</a>22.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">9.12.2023 Lehtonen
<a href="https://www.is.fi/kotimaa/art-2000010046816.html">kommentoi
pitkästä aikaa ylikuolleisuuden syitä</a> Lehtosen mainitsema syy
jääköön lukijalle harjoitustehtäväksi. Vihje: Syy alkaa
k-kirjaimella.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Koronaa vastaan
kuitenkin puhuvat moneet pandemian aikana paljastuneet tosiseikat.
Ensinnäkin ensimmäisenä koronavuonna, jolloin rokotetta ei vielä
ollut tarjolla, koronakuolleisuus ei näkynyt tilastoissa
merkittävänä ylikuolleisuutena.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Ossi Tiihonen on
jonkin verran perehtynyt pandemia-ajan kuolleisuutta kertoo
sivuillaan, että <a href="https://ossitiihonen.com/2023/07/31/talven-2022-2023-kokonaiskuolleisuus-edelleen-korkealla-tasolla/">kuolleisuus
alkoi nousta vasta vuoden 2021 toisen rokotuskierroksen aikana.</a></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Tiihonen väittää,
että kuolleisuus kasvaa sekä Suomessa että muualla aina uuden
rokotuskierroksen aikana.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">En olisi yllättynyt,
jos viime aikojen suuret kuolleisuusluvut olisivat rokotuskierroksen
aikaansaamia.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Mitä tulee
koronakuolleisuuteen, koronaan kuolleen <a href="https://www.google.com/search?q=koronaan+kuolleen+mediaani-ik%C3%A4&rlz=1C1GCEA_enFI1084FI1084&oq=koronaan+kuolleen+mediaani-ik%C3%A4&gs_lcrp=EgZjaHJvbWUyBggAEEUYOTIJCAEQIRgKGKABMgkIAhAhGAoYoAHSAQwyNDQwMDYzajBqMTWoAgCwAgA&sourceid=chrome&ie=UTF-8">mediaani-ikä
on</a> miehillä 77 vuotta ja naisilla 80 vuotta. Nämä luvut eivät
hirvittävästi ole pandemia-aikana muuttuneet. Tiedetään, että
ikä on yksi taudille altistava riskitekijä. Kirschin mukaan myös
rokotteisiin kuolevat enimmäkseen iäkkäämmät ihmiset.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Barry Youngin
paljastukset tarjoavat oikeastaan ensimmäisen kerran mahdollisuuden
arvioida, mikä on länsimaissa tapahtuneen ylikuolleisuuden takana.
Toki asioiden perinpohjainen selvittäminen edellyttäisi
riippumatonta tutkintaa. Itse en pidättele hengitystäni sitä
odotellessa.
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Päätän
kirjoituksen Lasse Lehtosen viisauteen: ”Lehtosen mukaan
koronakuolleisuuden kasvussa on kysymys pitkälti siitä, että
riskiryhmien rokotukset lähtivät liikkeelle liian myöhään –
epidemia-aalto ehti tulla päälle ennen kuin rokotussuojaa oltiin
pystytty vahvistamaan tehosterokotuksella.</p>
<p>Lehtonen muistuttaa, että rokotuksilla pystytään vähentämään
kuolleisuutta merkittävästi.</p>
<p>– Ehkä itse sanoisin, että kun rokotukset jatkuvat ja
joulukuuhun mennessä”</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Vielä kun joku
kertoisi, mikä on se rokotussuoja, joka koronarokotteella muka on?
Käsittääkseni ainoa tosiasiaväite, joka edelleen uskalletaan
tarjota on se, että rokote saa väitetysti aikaan lievemmän taudin
kuin ilman ”rokotesuojaa”. Muilta ominaisuuksiltaan rokote on
korkeintaan plasebon veroinen. Toki myönnän, että lievä tauti
voi auttaa suojaamaan kuolemalta, jos kuuluu riskiryhmiin.</p>
<p style="line-height: 100%; margin-bottom: 0cm;">THL:n edustajat ja
heidän nimissään puhuvat asiantuntijat kuten Lehtonen eivät ole
koskaan myöntäneet rokotehaittojen osuutta ylikuolleisuuteen ja
ylipäänsä rokotekuolemia ja vakavia rokotehaittoja. Aina, kun
valheeseen perustuva virallinen totuus on uhattuna, Lehtonen tulee
julkisuuteen ja julistaa ilman mitään näyttöä, että
ylikuolleisuus johtuu koronasta.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Tässä vaiheessa on
hyvä kertoa, että ylikuolleisuuden havaitsivat ensimmäisenä
amerikkalaiset henkivakuutusyhtiöt, joiden maksamat vakuutussummat
kasvoivat huomattavasti. Toinen ylikuolleisuuden konkreettisesti
havainnut ammattiryhmä ovat hautausurakoitsijat, joiden tulot ovat
kasvaneet pandemian aikana.</p>
<p style="line-height: 100%; margin-bottom: 0cm;">.</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Itse luotan siihen,
että totuus lopulta voittaa THL:n ”omertan” ja kumoaa Lehtosen
sepitteet.Siihen vain voi mennä vielä aikaa. Uuden Seelannin
pilliinviheltäjä antoi kuitenkin toivoa, että totuuden
paljastuminen myös muissa maissa on vain ajan kysymys.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><a href="https://www.theguardian.com/world/2023/mar/02/italy-former-pm-giuseppe-conte-investigation-covid-response">Italiassa
entisen pääministeri Giuseppe Conten ja terveysministeri Roberto
Speranzan ja 17 muun.toimet rokotekuolemien salailussa tutkitaan</a>.
On toivoa, että THL:n johto ja hallituksen koronatoimista
vastanneet ministerit joutuvat jossain vaiheessa vastaamaan
toimistaan oikeudessa. </p><p style="line-height: 100%; margin-bottom: 0cm;">Loppukevennyksenä, jos nyt vakavalla asialla saa vitsailla, Iltalehden<a href="https://www.iltalehti.fi/terveysuutiset/a/2cea6bed-5453-4134-929d-4ae7299470ac"> uutinen 3.11.2023</a> Siinä selitetään, että Suomessa on väkilukuun suhteutettuna eniten koronaan kuolleita. Tämä lisi järkyttävää, jos se olisi totta. Koska jutussa esiintyy Lasse Lehtonen, voidaan epäillä, että luovalla tilastoinnilla saattaa olla osuutensa kuolleisuusluvuissa.Jutun mukaan positiivinen koronatesti 30 vuorokauden sisällä kuolemasta tekee kuolemasta koronakuoleman. Tässä on yksi keino, miten rokotekuolemat on hävitetty tilastoista. Pidän todennäköisenä, että Suomesta ei yllätten löydykään samanlaista tilastoa kuin se, jonka Barry Young julkaisi eli Suomessa ei ole rekisteriä koronapistoksista ja niiden seurauksista.<br /></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p> </p>Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com20tag:blogger.com,1999:blog-25956457.post-17137009134113967452023-11-28T16:28:00.003+02:002023-11-28T16:28:26.793+02:00Moraalisen omahyväisyyden aika<div class="separator"><p style="clear: left; float: left; line-height: 100%; margin-bottom: 1em; margin-right: 1em;"> <br /></p></div><p><img alt="Christian Virtue Signaling | Journeys of a Windmill Fighter" class="rg_i Q4LuWd" data-atf="true" data-deferred="1" data-iml="707" height="182" 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" width="277" /> <br /></p><p style="line-height: 100%; margin-bottom: 0cm;">
</p><br /><p style="line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Elämme juuri nyt
moraaalisen omahyväisyyden aikaa. Aluksi voisin määritellä mitä
tarkoitan kyseiselläa aikajaksolla. Kyseessä on aikakausi, jolloin
hyveellisyyden julkinen esittely ja irtisanoutuminen kaikesta
vääränlaisista mielipiteistä oli välttämätöntä, jotta
ihminen pystyi toimimaan julkisuudessa ilman, että joutuisi julkisen
häpäisyn kohteeksi.Kyseisen aikakauden aikana hyvyyden julkinen
näyttäminen on muuttunut tärkeämmäksi kuin hyvän tekeminen.
Moraalisen omahyväisyyden aikana hyvyys on ensisijaisesti
performatiivista.</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Koska hyveellisyyttä
ei voinut esittää teoilla, sitä esitettiin puheen avulla. Hyvän
tekeminen on Moraalisen omahyväisyyden sisäistäneessä
yhteiskunnassa ulkoistettu valtiolle. Kun valtio huolehtii hyvyyden
toteutumisesta, ihmisen tehtäväksi jää vain hyväksyä tapahtunut
ja omaksua hyvän ihmisen mielipiteet</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Moraalin mittari
Moraalisen omahyväisyydena aikana ovat ihmisen mielipiteet. On
olemassa oikeita eli hyväksyttäviä mielipiteitä. Sen lisäksi on
mielipiteitä, joita kunniallisella ja hyvällä ihmisellä ei saa
olla.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Kun kyse on
etnisestä tai sukupuolivähemmistöstä, tällöin vain yksi
mielipide on sallittu.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Milloin moraalisen
omahyväisyyden aika sitten alkoi. Karkeasti voi sanoa, että se
alkoi, kun ensimmäiset somalit saapuivat Suomeen. Ennen somaleja,
Suomi oli toki ottanut pakolaisia kuten esimerkiksi vietnamilaiset
venepakolaisetNämä oli kuitenkin varta vasten noudettu
pakolaisleiriltä. Somalit olivat kuitenkin ensimmäinen ryhmä, joka
ylitti spontaanisti Suomen rajan ilman tarvittavia
matkustusasiakirjoja.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Somalien
maahantuonnissa oli myös mukana aktivisteja, jotka rohkaisivata
somaleja hävittämään paperinsa ja jotka nimenomaan halusivat
tuoda somalit Suomeen. Moni näistä aktivisteista eteni myöhemmin
korkealle virkakoneistossa.Puolueista Vihreät kunnostaútui
erityisesti tunkkaisen ja impivaaralaisen Suomen muuttamisessa
”avoimeksi” ja ”kansainväliseksi”</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Ennen täyskäännöstä
somalien suhteen Suomi oli tullut kansainvälisesti tunnetuksi tiukan
pakolaispolitiikan maana. Tämä maine säilyi vielä pitkään sen
jälkeen kun Suomi oli siirtynyt pohjoismaiseen valtavirtaan
liberaalin ulkomaalaispolitiikan maana, eli Moraalisen omahyväisyyden
kannattajat voittivat. Tämä ei toki tarkoita, että näin
radikaali yhteiskunnallinen muutos olisi mennyt läpi tyystin ilman
vastaväitteitä. Ei se mennyt. Itse asiassa Moraalisen
omahyväisyyden yhteiskuntaa on vastustettu koko sen olemassaolon
ajan. Vastustus ei ollut erityisen tehokasta, koska yksikään puolue
ei alkuvaiheessa asettunut maahanmuuttopolitiikan radikaalia muutosta
vastaan, vaan vastustuksesta vastasivat muutamat yksittäiset
poliitikot. Myös Helsingin Sanomien pilapiirtäjä Kari
Suomalaisella oli merkittävä rooli uuden yhteiskunnallisen kokeilun
perinnäisen valheellisuuden paljastajana. Ei kuitenkaan kestänyt
kauan, kun veteraanipilapiirtäjälle annettiin tylyt potkut. HS:n
päätoimittaja Janne Virkkunen kertoi haastattelussaan Ylelle, että
Kari Suomalainen oli loppuaikoina rasisti.<a href="https://yle.fi/a/3-6880504">https://yle.fi/a/3-6880504</a></p>
<p style="line-height: 100%; margin-bottom: 0cm;">Näiden kahden
miehen ero oli siinä, että Suomalaisella oli lahjakkuutta ja
Virkkusella oli tarjota ainoastaan suurten ikäluokkien tympeää
sosialismia.</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Todellisuudessa Kari
vain kertoi lahjakkuutensa avulla, miten valheellinen uusi paradigma
oikeasti oli ja on edelleen.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Maahanmuuttokriittisen
liikkeen nousu</b></p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Vasta maahanmuuttokriittisen liikkeen nousu mahdollisti
laajamittaisemman pyrkimyksen muuttaa Suomen maahanmuuttopolitiikkaa.
Kesti kuitenkin vuosia, ennen kuin eiralaisälykkö Jussi Halla-ahon
perustama poliittinen liike kasvoi riittävän suureksi. Liikkeen
kasvu kuitenkin sai aikaan vastareaktion eli valtio alkoi
mertsästämään ”nettirasisteja”ja syyttämään heitä
kiihotuksesta kansanryhmää vastaan. Tätä toimintaa johti
vähemmistövaltuutettu Mikko Puumalainen yhdessä Valtionsyyttäjä
Mika Illmanin kanssa. Puumalainen on Venäjän hybridioperaatiossa
päätynyt taas julkisuuteen, tällä kertaa apulaisoikeuskanslerin
roolissa.</p>
<p style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
<br />
</p>
<p style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
Syytteitä jaettiin ja moni Perusssuomalainen toimija ml. Jussi
Halla-aho tuomittiin.Yritys tukahduttaa nousussa oleva kananliike
epäonnistui eikä mielipidevainolla ollut juuri mitään vaikutusta
Perussuomalaisten kannatukseen.</p>
<p style="font-weight: normal; line-height: 100%; margin-bottom: 0cm;">
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><b>Venäjän
operaatio</b></p>
<p style="line-height: 100%; margin-bottom: 0cm;">Juuri nyt on
käynnissä tilanne, jossa Venäjältä työnnetään tulijoita
Suomen raja-asemille. Suomen hallitus on reagoinut tilanteeseen,
mutta toimenpiteitä haittaa virkakoneisto, joka haluaisi käsitellä
turvapaikkahakemukset siitä huolimatta, että turvapaikanhakijoita
työnnetään Suomeen osana vieraan valtion hybridioperaatiota.</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Viro, Liettua ja
Puola pystyvät työntämään tulijat rajan toiselle puolelle, mutta
Suomelle tämä tuntuu olevan tyystin mahdotonta. Virkakoneiston
lisäksi myös hallituksessa on puolueita (RKP), jotka mieluummin
ottaisivat turvapaikanhakijoita kuin lähettäisivät heidät
takaisin Venäjälle.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">Tämä taas kertoo
siitä, että Moraalisen omahyväisyyden aikakausi ei ole vielä
päättynyt vaan moraaliposeeraus jatkuu edelleen täydellä
voimalla. Moraaliposeeraajat eivät tunnusta, että itärajan takaa
työnnettävät maahanmuutajat eivät ole sellaisia, jotka
rikastaisivat Suomea muutenkin kuin ”kulttuurillisesti”</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;">He edustavat sitä
samaa maahanmuuttajamassaa, jota on eniten tyrkyllä Euroopan maihin
eli nuoria muslimimiehiä. Niin kauan, kun päättäjille
moraaliposeeraus on tärkeämpää kuin Suomen etu, tilanne huononee
koko ajan . Yhä enemmän turvapaikkamaahanmuuttajia tulee Suomeen
eikä sellaista yhteiskuntaa ole, josta massiivinen
turvapaikanhakijoiden vastaanotto tekisi paremman.</p>
<p style="line-height: 100%; margin-bottom: 0cm;">On ilmeistä, että
virkakoneisto sabotoi hallituksen toimia mutta hallituksen olisi
toisaalta pitänyt ennakoida, että nähdyn kaltaista toimintaa on
odotettavissa. Mitä kauemmin moraalisen omahyväisyyden aika jatkuu,
sitä pahemmaksi tilanne ajan myötä muuttuu. Muissa Pohjoismaissa
kurssi on jo kääntynyt jopa niissä puolueissa, jotka aiemmin
puolsivat massamaahanmuuttoa.</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
<p style="line-height: 100%; margin-bottom: 0cm;"><br />
</p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com14tag:blogger.com,1999:blog-25956457.post-39802314833606001012023-11-16T07:38:00.004+02:002023-11-17T08:20:27.850+02:00Vuosi valehtelua Nord Streamista<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal">Hieman missasin Seymour Hershin viimeisimmän <a href="https://moderndiplomacy.eu/2023/09/27/seymour-hersh-a-year-of-lying-about-nord-stream/?utm_source=pocket_saves">artikkelin NordStream -kaasuputkien räjäytyksestä</a>. Todettakoon, että Hershin ei tässä asiassa
ole tarvinnut muuttaa mieltään.</p>
<p class="MsoNormal">Viimeisen vuoden ajan Nord Streamin<span style="mso-spacerun: yes;"> </span>räjäytyksestä on kiertänyt tarina
ukrainalaisesta purjeveneestä. Tämä tarina ei alkujaankaan vaikuttanut
uskottavalta.<span style="mso-spacerun: yes;"> </span>Hershin viimeisimmässä
artikkelissa<span style="mso-spacerun: yes;"> </span>Hersh<span style="mso-spacerun: yes;"> </span>kertoo suoraan, että Bidenin hallinto teki
sen. Presidentti Biden ja alivaltiosihteeri Victoria Nuland ovat ainoat, jotka
ovat julkisesti ilmoittaneet, että Nord Stream -putket tullaan tuhoamaan.</p>
<p class="MsoNormal">Hersh kertoo, että Bidenin hallinto ei ole myöntänyt
vastuutaan putkien räjäyttämisestä eikä sabotaasin todellista tarkoitusta.</p>
<p class="MsoNormal">Hersh kertoo tietävänsä vain vähän CIA:n operaatioista.
Hänen mukaansa tehtävän onnistuminen kuitenkin edellyttää, että teko on
mahdollista uskottavasti kieltää. Niinä kuukausina, jolloin amerikkalaiset
miehet ja naiset matkustivat Norjaan ja sieltä edelleen räjäyttämään kolme Nord
Streamin kaasuputkista hankkeeseen osallistuneet eivät jättäneet itsestään
jälkiä, jos onnistuneesti suoritettua tehtävää ei sellaiseksi lasketa.</p>
<p class="MsoNormal">Mahdollisuus kieltää osallisuus hankkeeseen oli välttämätön
osa operaatiota. Tietoja siitä ei kirjattu tietokoneelle.Valkoinen Talo oli
eristetty tapahtumien kulusta Oslon lähistöllä. Raportit ja päivitykset
lähetettiin suoraan CIA:n johtaja Bill Burnsille. joka oli ainoa linkki
hankkeen suunnittelijoiden ja sille luvan syyskuun 26. päivänä 2022 antaneen
Presidentin välillä. Kun tehtävä oli suoritettu, kaikki kirjallinen materiaali
kopioineen tuhottiin eikä mitään fyysistä jälkeä jätetty. Mitään todisteita ei
jätetty myöskään mahdolliselle erikoissyyttäjälle tai presidentilliselle
historioitsijalle. Tätä voisi kutsua täydelliseksi rikokseksi.</p>
<p class="MsoNormal">Hershin mukaan yksi virhe kuitenkin tehtiin. Tehtävän
suorittajien ja presidentti Bidenin välillä oli aukko<span style="mso-spacerun: yes;"> </span>ymmärryksessä. siinä, miksi<span style="mso-spacerun: yes;"> </span>tehtävä suoritettiin. Hershin aiemmassa kirjoituksessa
hänen tehtävästä perillä ollut<span style="mso-spacerun: yes;"> </span>lähteensä
kertoi: ”Se oli kaunis peitetarina mutta sen ainoa vika oli päätös toteuttaa
se. Tämä on ensimmäinen julkisuuteen kerrottu asia tästä viasta räjäytysten
vuosipäivänä. Ja siitä Presidentti Biden ja hänen kansallisen turvallisuuden
tiiminsä eivät pidä.</p>
<p class="MsoNormal">Jos palataan Nord Stream-putkiin, on tärkeä ymmärtää, että
kaasu ei virrannut<span style="mso-spacerun: yes;"> </span>Saksaan putkia
pitkin, kun presidentti Biden antoi määräyksen putkien tuhoamisesta. Nord
Stream 1 oli toimittanut suuria määriä hinnaltaan edullista maakasua Saksaan
vuodesta 2011 lähtien ja auttanut vahvistamaan Saksan asemaa teollisuusjättinä.
Putki kuitenkin suljettiin Elokuun lopussa 2022, jolloin Ukrainan sota oli
parhaimmillaankin pattitilanteessa.</p>
<p class="MsoNormal">Nord Stream 2 saatiin valmiiksi syyskuussa 2021, mutta
Saksan liittokansleri Olaf Scholz esti kaasun toimittamisen putkea pitkin kaksi
päivää ennen Venäjän hyökkäystä Ukrainaan.</p>
<p class="MsoNormal">Koska Venäjän öljy- ja kaasuvarat ovat valtavat,
Yhdysvaltojen presidentit John F. Kennedystä alkaen<span style="mso-spacerun: yes;"> </span>ovat varautuneet<span style="mso-spacerun: yes;"> </span>näiden luonnonvarojen käyttöön poliittisiin
tarkoituksiin. Tämä näkemys on vallitseva Bidenin ulkopoliittisia haukkoja
edustavan neuvonantajakaartin keskuudessa.,Hehin kuuluvat ulkoministeri Anthony
Blinken, turvallisuusneuvonantaja Jake Sullivan ja varaulkoministeri Victoria
Nuland</p>
<p class="MsoNormal">Hersh kertoo nyt myös sen, mitä hän ei tiennyt ensimmäisen
Nord Stream -kirjoituksensa aikaan eli todellisen syyn putkien räjäytykselle.
Hershin lähde kertoi, että Venäjä toimittaa öljyä ja kaasua yli 12 putken
kautta eri puolille maailmaa, mutta Nord Stream kulki suoreaan Saksaan Itämeren
kautta.Bidenin hallinto valitsi Nord Streamin, koska ne olivat ainoat putket,
jonne amerikkalaisilla oli pääsy ja ainoat, joiden räjäyttäminen saatettiin
uskottaasti kiistää. Ikun tekijät olettivat, että Nord Streamia käytettäisiin
pelotteena sodan estämiseksi. Siksi hankkeen suunnitteluryhmälle ei tullut
yllätyksenä, kun Victoria Nuland kertoi julkisuuteen, että putket eivät
etenisi, jos Venäjä hyökkää Ukrainaan.<span style="mso-spacerun: yes;">
</span>Nuland totesi myös, että keskustelut saksalaisten liittolaisten kanssa
jatkuisivat.</p>
<p class="MsoNormal">Kaksi viikkoa Nulandin lausunnon jälkeen Helmikuun 7.
päivänä 2022<span style="mso-spacerun: yes;"> </span>Saksan liittokansleri Olaf
Scholz ilmoitti yhteisessä lehdistötilaisuudessa presidentti Bidenin kanssa,
että Saksa liittyisi samaan rintamaan Yhdysvaltojen kanssa ja kulkisi samaa
polkua. Nuland ilmoitti, että Venäjän hyökätessä Nord Stream 2 lakkaisi
olemasta. Kun Nulandilta kysyttiin, miten putki tuhottaisiin, jos se on
saksalaisten hallinnassa, Nuland lupasi, että homma pystytään hoitamaan.</p>
<p class="MsoNormal">Yhteisen lehdistötilaisuuden aikohin<span style="mso-spacerun: yes;"> </span>räjäytyshankkeen toteuttajat ymmärsivät, että
Saksan liittokansleri oli tietoinen tulevista tapahtumista.</p>
<p class="MsoNormal">Noihin aikoihin tiedusteluyhteisöllä oli haasteena saada
aikaiseksi suunnitelma, joka olisi riittävän<span style="mso-spacerun: yes;">
</span>tehokas estämään Putinia hyökkäämästä Ukrainaan.Hershin lähde kertoi,
että he löysivät erinomaisen pelotteen,jolla oli voimakas vaikutus Venäjän
talouteen.<span style="mso-spacerun: yes;"> </span>Lopulta Putin hyökkäsi
pelotteesta riippumatta.Yhdysvaltojjen laivaston sukeltajien tutkimustyö ja
harjoitteli vaaativat<span style="mso-spacerun: yes;"> </span>useita kuukausia,,
ennen kuin tehtävä oli valmis toteutettavaksi.Erinomaiset norjalaiset
merimiehet löysivät nopeasti paikat räjähteillle.Korkeat virkamiehet Ruotsissa
ja Tanskassa väittävät edelleen, että he eivät tienneet, mitäheidän yhteisellä
merialueellaan tapahtuu, ja katsoivat tapahtumia sormien läpi.</p>
<p class="MsoNormal">Amerikkalainen sukeltajatiimi sekä tiimin emoalus, joka oli
norjalainen miinanraivaaja olivat hankalia pitää näkymättömissä.</p>
<p class="MsoNormal">Tiimi ei tiennyt, ennen kuin pommit oli räjäytetty, että
Nord Stream 2 -putksessa oli maakaasua 750 mailin matkalla.</p>
<p class="MsoNormal">Aiempaa kirjoitusta laatiessaan Hersh ei vielä tiennyt, että
Bidenin ennennäkemättömän uhkauksen jälkeen CIA:n tiimi sai tiedon, että putkia
ei räjäytettäisi välittömästi van tiimin pitäisi olla valmiina laukaisemaan
pommit sodan alkamisen jälkeen ,kun käsky tulee.</p>
<p class="MsoNormal">Kun Biden antoi käskyn räjäyttää putket, norjalaisen
hävittäjän tarvitsi vain lentää lyhyt matka ja pudottaa muunneltu kaikuluotain
oikeaan paikkaan. Tuossa vaiheessa CIA:n tiimi oli jo hajotettu eikä enää ollut
mukana operaatiossa.</p>
<p class="MsoNormal">Tuolloin Hershin lähteelle selvisi, että putkien
räjäyttämisellä ei ollut mitään tekemistä Ukrainan sodan kanssa.</p>
<p class="MsoNormal">Kun putket oli räjäytetty, Valkoinen Talo ei sanonut mitään
samalla, kun koko maailma ihmetteli, kuka oli toteuttanut sabotaasin.Hershin
lähde totesi tuolloin,että presidentin päätös oli isku Saksan ja Läntisen
Euroopan taloudelle. Hän olisi voinut tehdä sen kesäkuussa ja kertoa Putinille,
että me sanomme, mitä teemme.Hershin lähteen mielestä Valkoisen talon
hiljaisuus ja kiistämiset olivat petos sitä kohtaan, mitä he olivat tekemässä.
Jos aiot räjäyttää putket, tee se silloin,kun sillä on merkitystä, Hershin lähde
totesi. Räjäytys oli askel kohti kolmatta maailmansotaa. Mitä jos<span style="mso-spacerun: yes;"> </span>Venäjä olisi todennut, että te tuhositte
kaasuputkemme. Me aiomme tuhota teidän putkenne ja tietoliikennekaapelinne?</p>
<p class="MsoNormal">Muutaman päivän sisällä räjäytyksistä Ruotsi ja Tanska
ilmoittivat<span style="mso-spacerun: yes;"> </span>tekevänsä tutkimuksen
räjäytyksistä. Mitään merkittäviä tuloksia tuskin kannattaa odottaa</p>
<p class="MsoNormal">Ei myöskään ole todisteita, että Bidenin hallinto olisi
teettänyt räjäytyksistä minkäänlaista tutkimusta.</p>
<p class="MsoNormal">Hersh kyseli noin kuukauden verran räjäytysten jälkeen<span style="mso-spacerun: yes;"> </span>amerikkalaiselta tiedustelulähteeltä: Kuka
teki sen?<span style="mso-spacerun: yes;"> </span>Amerikkalaiset ja
Saksalaiset<span style="mso-spacerun: yes;"> </span>tiedusteluhenkilöt olivat
haluttomia vastaamaan.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Artikkelin lopussa Hersh kertoo käsityksensä siitä, miksi
putket piti räjäyttää. Teolla ei ollut mitään tekemistä Ukrainan sodan
lopettamisen tai voittamisen kanssa. Bidenin hallinto räjäytti putket, koska se
pelkäsi, että Saksa horjuisi ja käynnistäisi venläläisen kaasun virtauksen
uudelleen. Tässä tapauksessa Saksa ja sitä myötä Nato siirtyisivät hiljalleen
Venäjän etupiiriin taloudellisista syistä edullisen energian ja
raaka-ainevarojen houkuttelemina. Tästä seuraisi perimmäinen pelko
Yhdysvaltojen johtavan aseman menetyksestä Länsi-Euroopassa.</p>
<p class="MsoNormal">Ne,jotka ovat tätä blogia lukeneet, voivat muistaa, että syy
Yhdysvaltojen sotiilaallisselle läsnäololle Euroopassa on estää yhtäkään
yksittäistä valtiota dominoimasta Euroopan mannerta. Käytännnössä vain
Venäjällä on tähän edellytykset. Aiemmin historiassa Britannia on näytellyt
vastaavaa valvojan roolia.</p>
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_if09BzWp_1qXXFIgDpcujDulrsc_cztsD-aT1_3cEWKEZe6pyTGESOJG6eZgAwI5BncxLUEYbIorKBAZiiUixEAaxDPY4ug2h3mLVD6ybdIS6qg5Gd_ZFVnD2Svw3isJOsp0Uztug6MVSZGbnxUY7zvX8H0grPGnGrFcxHc5onMXwo8xpc/s1032/nordstream%202.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="720" data-original-width="1032" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8_if09BzWp_1qXXFIgDpcujDulrsc_cztsD-aT1_3cEWKEZe6pyTGESOJG6eZgAwI5BncxLUEYbIorKBAZiiUixEAaxDPY4ug2h3mLVD6ybdIS6qg5Gd_ZFVnD2Svw3isJOsp0Uztug6MVSZGbnxUY7zvX8H0grPGnGrFcxHc5onMXwo8xpc/s320/nordstream%202.jpg" width="320" /></a></div><br />Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com4tag:blogger.com,1999:blog-25956457.post-88047649802392967282023-11-07T09:26:00.000+02:002023-11-07T09:26:09.175+02:00Iltalehti ja Yhdysvallat - tavanomaista roskajournalismia<p> </p><div class="separator" style="clear: both; margin-left: 40px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrbJivt5XzLv5s7xHXeACzRwQv4ehbdZxsIsdJS26wuyM4zbXeshMDKDLEEJSNuz3Txdzog9e1Bbxaj0y_n3CMWRaLG07wfArKB9zf-RjFL5DHGnzyUP7Ao2_ScL3JSLLoFtxfFPZX1J8YhhyphenhyphenxSQvL8lZ9m8Vu1BMROHs6h5aZY1U-EdUJ46s/s474/Trumpraivo.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="266" data-original-width="474" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrbJivt5XzLv5s7xHXeACzRwQv4ehbdZxsIsdJS26wuyM4zbXeshMDKDLEEJSNuz3Txdzog9e1Bbxaj0y_n3CMWRaLG07wfArKB9zf-RjFL5DHGnzyUP7Ao2_ScL3JSLLoFtxfFPZX1J8YhhyphenhyphenxSQvL8lZ9m8Vu1BMROHs6h5aZY1U-EdUJ46s/s320/Trumpraivo.jpeg" width="320" /></a></div><br /><!--[if gte mso 9]><xml>
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<p></p><p class="MsoNormal">Entinen presidentti Donald Trump on <a href="https://www.iltalehti.fi/ulkomaat/a/cda6f808-5050-4e52-95ee-351fa4f19bc8">edelleen
valtamedian<span style="mso-spacerun: yes;"> </span>toimittajien kauhistelun
kohde numbero yksi</a>. Tällä kertaa Iltalehti mollaa Trumpia tavanomaisin
argumentein.</p>
<p class="MsoNormal">Trump kuvataan jutussa mielipuolena. Valtamedian
toimittajien tavoin konteksti piilotetaan, jotta Trumpista syntyisi
mahdollisimman negatiivinen kuva. IL kertoo, kuinka Trump sanoi, että
Yhdysvaltojen kaikkien aselajien komentaja Mark<span style="mso-spacerun: yes;">
</span>Milley pitäisi teloittaa. </p>
<p class="MsoNormal">Ihan ilman syytäkö Trump suivaantuisi Milleylle?<span style="mso-spacerun: yes;"> </span></p>
<p class="MsoNormal">Todettakoon, että Milley otti Trumpin presidenttikaudella
esimiehensä tietämättä yhteyttä kiinalaiseen kollegaansa ja sanoi tälle, että
Yhdysvallat on on vakaassa tilassa eikä suunnittele minkäänlaista hyökkäystä.
Milley alkoi siis esimiehensä<span style="mso-spacerun: yes;"> </span>tietämättä
harjoittamaan omaa ulkopolitiikkaa. Tämä itsessään voidaan tulkita
maanpetokseksi, josta voidaan rangaista kuolemalla. Jos Milley olisi
varoittanut kiinalaisia tulossa olevasta hyökkäyksestä, kyseessä olisi varmasti
maanpetos.</p>
<p class="MsoNormal">Jos olet Yhdysvaltojen kaikkien aselajien komentaja, et
lähde sooloilemaan ulkopolitiikassa presidentin tietämättä. Tosin
amerikkalaiselle valtamedialle Milleyn toiminta oli täysin ok, koska Trump.</p>
<p class="MsoNormal">Jälkikäteen on huvittavaa lukea liberaalimedian
artikkeleita, joissa ollaan kovasti pelkäävinään sitä, että Trump sytyttää
ydinsodan. Kaikki tämä on kummallista, koska Trump ei<span style="mso-spacerun: yes;"> </span>presidenttikautensa aikana aloittanut yhtäkään
uutta sotaa toisin kuin hänen dementoitunut seuraajansa, jonka johdolla
Yhdysvallat alkoi aseistaa Ukrainaa sodasssa, joka juuri tällä hetkellä on
päättymässä Ukrainan tappioon.</p>
<p class="MsoNormal">Mark Milley herätti myös negatiivista huomiota ns. Jan 6
-mellakoiden jälkeen, kun hän kertoi <a href="https://www.washingtonpost.com/powerpost/republicans-joint-chiefs-chairman-critical-race-theory-congress/2021/06/23/84654c34-d451-11eb-9f29-e9e6c9e843c6_story.html">haluavansa
ymmärtää ”valkoista raivoa</a><span style="mso-spacerun: yes;"> </span></p>
<p class="MsoNormal">Yhdysvaltojen kehnosti hoidettu vetäytyminen Afganistanista
menee myös suurelta osin Mark Milleyn piikkiin, vaikka päävastuu toki on
Bidenin regiimillä.</p>
<p class="MsoNormal">Iltalehti kaivaa jostakin Brian Klaas -nimisen tutkijan,
joka minusta on sekopäisempi kuin kuva, jonka hän piirtää Trumpista.
Amerikkalaiinen liberaali vihaa Trumpia mutta on samanaikaisesti täysin
kykenemätön käsittelemään<span style="mso-spacerun: yes;"> </span>Trumpia
muutoin kuin mielipuolisen raivon kautta.Trump on oikeasti päässyt
amerikkalaisten liberaalien ihon alle eivätkä nämä kestä sitä. Amerikkalainen
liberaali on oman käsityksensä mukaan hyvyyden perikuva ja edustaa parasta,
mitä ihmiskunnalla on tarjota,vaikka hän todellisuudessa olisi pikkusieluinen
ja omahyväinen narsisti, joka on kyvytön käsittelemää oman ideologiansa kanssa
ristiriidassa olevia mielipiteitä. Voimakasta Trumpia kohtaan tunnettua
vastenmielisyyttä kutsutaan Yhdysvalloissa nimellä Trump Derangement Syndrome . </p>
<p class="MsoNormal">Todellisuudessa Trump ei presidenttikaudellaan ollut mikään
autoritaarinen<span style="mso-spacerun: yes;"> </span>johtaja vaan johti<span style="mso-spacerun: yes;"> </span>maata tavallisen republikaanin tavoin eli
ensi töikseen alensi veroja.</p>
<p class="MsoNormal">Demokraatit sen sijaan<span style="mso-spacerun: yes;">
</span>yrittivät kampittaa Trumpia myös likaisilla keinoilla. Näistä pahin
oli<span style="mso-spacerun: yes;"> </span>Trumpin lavastaminen Venäjän
asiamieheksi (Russian collusion hoax,,) johon amerikkalainen valtamedia
osallistui suurella innolla. Olen käyttänyt omissa kirjoituksessani tästä
termiä Venäjä-huijaus, koska kyse oli Venäjä-yhteyksien lavastamisesta.
Venäjä-huijaus huipentui erikoissyyttäjä Robert Muellerin tutkintaan, jossa<span style="mso-spacerun: yes;"> </span>Venäjä-yhteydet jäivät toteen näyttämättä.</p>
<p class="MsoNormal">Biden on se autoritaarinen johtaja, ei Trump</p>
<p class="MsoNormal">Kun katsoo, miten Bidenin hallinto on käsitellyt Jan 6-
mielenosoittajia, voi helposti päätellä, että<span style="mso-spacerun: yes;">
</span>kyseessä on autoritaarinen hallinto. Suuri osa epäillyistä ei ole
syyllistynyt väkivaltaisuuksiin mutta heidät tuomitaan tästä huolimatta pitkiin
rangaistuksiin.<span style="mso-spacerun: yes;"> </span>Lisäksi syytetyt
joutuvat odottaamaan pitkään oikeudenkäyntiä. </p>
<p class="MsoNormal">Demokraatit ovat paisutelleet Tammikuun 6. päivän tapahtumia
rinnastamalle ne Pearl Harboriin ja 9/11- hyökkäykseen, mikä on
kohtuuttomuudessaan täysin uskomatonta. Kontrasti BLM-mielenosoittajien
kohteluun on valtava</p>
<p class="MsoNormal">Autoritarismia on myös oikeusjärjestelmän valjastaminen
regiimin poliittisia vastustajia ja erityisesti Donald Trumpia vastaan. Trumpin
syytteet vaikuttavat enimmäkseen tekaistuilta ja syyttäjän tarkoituksena on
lähinnä sitoa Donald Trump loputtomiin oikeudenkäynteihin ja lopulta pakottaa
hänet luopumaan ehdokkuudesta. Kyse on puhtaasti oikeusjärjestelmän
väärinkäytöstä eli toiminnasta, joka on tuttua ns. banaanialtioissa.</p>
<p class="MsoNormal">Iltalehden toimittajat olivat kovasti närkästyneitä siitä,
että presidentti<span style="mso-spacerun: yes;"> </span>Joe Bidenia kohdellaan
seniilinä höppänänä mutta Trumpia ei Ehkä se johtuu siitä, että Trump vaikuttaa
energiseltä ja Biden taas hauraalta ja seniililtä. Bidenin mokailut ovat
yleinen naurunaihe internetissä. Biden on myös patologinen valehtelija, joka
kertoo paikkansa pitämättömiksi osoitettuja tarinoita yhä uudelleen ja
uudelleen.<span style="mso-spacerun: yes;"> </span></p>
<p class="MsoNormal">Bidenit ovat myös rikastuneet käyttämällä hyväkseen Joe
Bidenin virkaa varapresidenttinä. Bidenit ovat myyneet palveluksia ulkomaisille
tahoille maksua vastaan, kun Joe toimi Barack Obaman<span style="mso-spacerun: yes;"> </span>varapresidenttinä. Tämän suhteen Edustajain huoneessa
on menossa tutkinta.</p>
<p class="MsoNormal">Päätän kirjoituksen journalisti <a href="https://twitter.com/ggreenwald/status/1721137719504486499?s=12&t=PBv5yrT-hidmBJ96b5XBzg">Glenn
Greenwaldin twiittaukseen sanoihin</a>: Kuvitelkaa, kuinka paljon
amerikkalaiset vihaavat maansa johtavia instituutioita, jos Trump,joka on
saanut rikossyytteen neljällä eri lainkäyttöalueella, johtaa gallupeissa
viidessä kuudesta vaa’ankieliosavaltiosta. Amerikkalaiset ymmärtävät, että Oikeusministeriö
ja valtamedia ovat toivottomasti politisoituneita ja korruptoituneita.</p>
<p class="MsoNormal">On myös todennkäköistä, että pahasti dementoitunut Biden on
pelkkä keulakuvapresidentti ja joku toinen hoitaa taustalla<span style="mso-spacerun: yes;"> </span>presidentin tehtäviä. <a href="https://www.youtube.com/watch?v=djU-3zH6yxs&pp=ygUWb2JhbWEgaXNyYWVsIHBhbGVzdGluZQ%3D%3D">Oheisella
videolla</a> Varjopresidentti Barack Obama kommentoi Lähi-idän tapahtumia</p>
<p class="MsoNormal">Suomalaisella valtamedialla on ongelma, kun sen normaalisti
käyttämät lähteet Yhdysvalloissa pääsääntöisesti suoltavat hallinnon
propagandaa ilman vähäisintäkään kritiikkiä. Kun propaganda käännetään
suomeksi, se ei muutu lainkaan paremmaksi.</p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com12tag:blogger.com,1999:blog-25956457.post-33061690687281508172023-11-02T10:08:00.002+02:002023-11-02T10:08:48.450+02:00Kummittelevatko Lahden 2001 tapahtumat edelleen suomalaisen urheiluyleisön mielessä?<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9t0SeFFBZOPbNOf09DXBZ5cLrGpooTtqOX_TfqUTH3uZIjeE6cvFRFPmf3vYhGUPRLkqSmqF_IyAFRcONjafwqFWt_lS_qd8KBxFOD3Ovk1a2uHhMiWxpOGC17KUykgLVhbd_OaR5ocGDCv1uURFvQxLPrKZbuQzF1Z4cA1_AT8E86S4WAd8/s474/Lahti2001.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="248" data-original-width="474" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9t0SeFFBZOPbNOf09DXBZ5cLrGpooTtqOX_TfqUTH3uZIjeE6cvFRFPmf3vYhGUPRLkqSmqF_IyAFRcONjafwqFWt_lS_qd8KBxFOD3Ovk1a2uHhMiWxpOGC17KUykgLVhbd_OaR5ocGDCv1uURFvQxLPrKZbuQzF1Z4cA1_AT8E86S4WAd8/s320/Lahti2001.jpeg" width="320" /></a></div><br /><!--[if gte mso 9]><xml>
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<p></p><p class="MsoNormal">Uutisissa kerrottiin, kuinka doping-skandaaliin ja
suomalaishiihtäjien joukkokäryyn päättyneistä hiihdon MM-kisoista Lahdessa
vuonna 2001 <a href="https://www.is.fi/maastohiihto/art-2000009947937.html">on
tehty tv-sarja</a>. Itse työnnän tässä lusikkani soppaan. Todettakoon, että
katsoin kisoja tuolloin televisiosta kuten suurin osa suomalaisista. En
vaivautunut paikan päälle.</p>
<p class="MsoNormal"><b>Doping ja maastohiihto</b> </p>
<p class="MsoNormal">Maastohiihto on kestävyyslaji ja siinä dopingissa on 1960
luvun jälkeen aina keskitytty veren hapenkuljetuskyvyn parantamiseen. Suomessa
on toki perinteitä varhaisemmastakin dopingin käytöstä. Suomalaisen
kaukopartiomiehen varustukseen kuului pervitiini-niminen valmiste. Sen
vaikuttava aine oli metamfetamiini eli kyseessä oli pirista. Pervitiinin avulla
kaukopartiomies saattoi hiihtää vihollista karkuun, vaikka väsymys olisikin jo
painanut.</p>
<p class="MsoNormal">Sodan jälkeen pervitiiniä käytettiin maastohiihdossa
doping-aineena siihen asti, kunnes piristeiden käytöä alettiin testaamaan.</p>
<p class="MsoNormal">Myöhemmin suosituimmaksi veridopingin menetelmäksi muodostui
ns. verenvaihto tai ”veritankkaus eli urheilija talletti harjoituskaudella omaa
vertaan, joka sitten lisättiin taas verenkiertoon kilpailukauden alussa. Tästä
menetelmästä ei voinut jäädä kiinni doping-testeissä. Tästä huolimatta
joillekin urheiljoille tuli tunnontuskia. Hiihtäjä Aki Karvonen tunnusti
käyttäneensä veritankkausta. Samoin teki Moskovan olympialaisissa 10 000
metrin juoksussa hopeaa saavuttanut juoksija Kaarlo Maaninka. Tunnustuksen motiivina
oli uskonnollinen vakaumus. Ainakin Maaningalla näin oli.</p>
<p class="MsoNormal"><b>EPO</b></p>
<p class="MsoNormal">1990-luvulla mukaan tuli erittäin vahvasti
erytropoetiini-niminen lääkevalmiste. Tämä mullisti veridopingin täysin. Kaikki
vanhat menetelmät saattoi tässä vaiheessa heittää romukoppaan. Merkittävää oli,
että EPO:n käyttöä ei voitu todeta testeissä.</p>
<p class="MsoNormal">Hiihdossa lääkärit olivat mitanneet arvokisoihin
osallistuneiden hiihtäjien hemoglobiiniarvoja, jotka olivat poikkeuksellisen
korkeita ja jopa hengenvaarallisia. Tästä syystä hiihtoon otettiin
hemoglobiinitestit, joiden perusteella päätettiin, voiko hiihtäjä osallistua
kilpailuun vai ei. Liian korkea hemoglobiiniarvo johti kilpailusta sulkemiseen.</p>
<p class="MsoNormal">Urheilijat kuitenkin jatkoivat EPO:n käyttöä mutta käyttivät
muita valmisteita, joilla hemoglobiiniarvoa laskettiin. Yksi tällainen valmiste
oli Lahden MM-kisoissa kuuluisaksi tullut ”Hemohes” Kyseessä oli ns.
plasmanlaajentaja eli ”plasmaekspanderi” kuten vuonna 2001 sanottiin. Lahden
2001 MM-kisoissa suomalaishiihtäjät siis kärysivät plasmanlaajentajan käytöstä.
EPO:n käytölle ei vielä tuolloin ollut testiä.</p>
<p class="MsoNormal">Jos muistan oikein, Suomen hiihtomaajoukkue ei tiennyt, että
heidän käyttämänsä plasmalaajentaja oli lisätty testattavien listalle.
Tuolloisen päävalmentaja Kari-Pekka Kyrön mukaan muut hiihtomaajoukkueet
käyttivät Albumin -nimistä valmistetta, josta ei voinut jäädä kiinni.</p>
<p class="MsoNormal"><b>Suomen hiihtomaajoukkue ja EPO</b></p>
<p class="MsoNormal">Milloin EPO sitten tuli osaksi hiihtomaajoukkueen arkea.
Itse olen kuullut, että <a href="https://fi.wikipedia.org/wiki/Hiihdon_maailmanmestaruuskilpailut_1993">Falunin
vuoden 1993 MM-kisat</a> olisivat olleet käännekohta. Tuolloin Jari Isometsä ja
Mika Myllylä olisivat olleet testien mukaan huippukunnossa. Jos katsotte, mille
sijoille he kisoissa sijoittuivat, huomaatte, että sijat olivat joukossa ynnä
muut. 10 kilometrin perinteisellä<span style="mso-spacerun: yes;"> </span>Jari
Isometsä oli 15. ja Mika Myllylä 17.</p>
<p class="MsoNormal">Jos Isometsä ja Myllylä olivat tuolloin testien mukaan
huippukunnossa, tuolloinen päävalmentaja Pekka Vähäsöyrinki varmasti tiesi,että
<span style="mso-spacerun: yes;"> </span>jotakin muuta kuin onnistunut
harjoitusleiri, oli kisoissa menestyneiden taustalla.</p>
<p class="MsoNormal">Norjalaiset hiihtotähdet Björn Dähli ja Vegard Ulvang
menestyivät erittäin hyvin. Tuloslistalta löytyy myös Saksaa edustanut Johann
Mühlegg, joka myöhemmissä arvokisoissa kärysi dopingista.</p>
<p class="MsoNormal">Dopingin käyttöön ajaa tieto tai arvio, että ilman dopingia
ei ole mahdollista pärjätä. Itse uskon, että 1990-luvun EPO-maailmassa asia oli
nimenomaan näin. EPO:n käyttäjien etumatka puhtaisiin urheilijoihin verrattuna
oli niin suuri. Pidän myös todennäköisenä, että Suomen hiihtomaajoukkue
sitoutui ”farmakologiseen ohjelmaan” siksi, koska maajoukkueen johto uskoi,
että menestystä ei olisi voinut saavuttaa ilman sitä.</p>
<p class="MsoNormal">Dopingin käytöstä urheilija ja koko laji joutuu kuitenkin
maksamaan hintaa. Menestyksen kannalta merkittävä osa-alue joudutaan pitämään
salassa ja keksimään peitetarinoita. Itse olen ymmärtänyt, että aikanaan
kovasti muodissa olleet alppimajat, joissa urheilija eli kotonaan
keinotekoisesti aikaansaaduissa vuoristo-olosuhteissa, oli tällainen
peitetarina. On myös selvää, että sekä sponsoreille, julkiselle vallalle että
nuorisolle ei voi myydä dopingin tahrimaa lajia.</p>
<p class="MsoNormal">Siksi hiihtomaajoukkue eli eristettynä omassa maailmassaan.
Kaikkia asioita ei yksinkertaisesti voinut kertoa ulkopuolisille. Ne
kerrottiin, jos kansallisella tasolla maajoukkueen portteja kolkutteli lupaava
hiihtäjä. Hänelle oli pakko kertoa, että sitoutuminen edellytti ”harmaalla
vyöhykkeellä” liikkuvien menetelmien hyväksymistä. Kaikki eivät tätä
hyväksyneet ja joko siirtyivät harrastelijoiksi tai lopettivat uransa kokonaan.
Myös Hiihtoliiton luottamusmiesjohto pidettiin ulkopuolisena eikä heille
kerrottu, mitä keinoja maajoukkue käytti menestyksen saavuttamiseen. Asia
valkeni vasta Lahden kisojen aikana.</p>
<p class="MsoNormal">Internetistä löytyy myös <a href="https://fi.wikipedia.org/wiki/Hiihdon_maailmanmestaruuskilpailut_2001#Ep%C3%A4normaalit_verenkuvat">Lahden
kisoissa tehty verenkuvatutkimus</a>.jossa selvitettiin kisojen mitalistien
verenkuvat. Tutkimuksen perusteella kisoissa testatuista 17 prosentilla oli
erittäin epänormaali verenkuva ja 19 prosentilla epänormaali.Tutkimuksen
yhteydessä toki todetaan, että epänormaali verenkuva ei ole todiste EPO:n
käytöstä eikä normaali verenkuva ole todiste urheilijan puhtaudesta.
Tutkimuksen tulokset<span style="mso-spacerun: yes;"> </span>antoivat aiheen
olettaa, että veridoping on yleistä ja tehokasta, kun taas testit ovat
tehottomia.</p>
<p class="MsoNormal">Lahden kisoja on mahdotonta tarkastella ilman siihen
liittyvää tragediaa eli Mika Myllylän 5.7. 2011 tapahtunutta kuolemaa. Vaikka
kuollema on luokiteltu tapaturmaksi, ei voi välttyä ajattelemasta, että Myllylä
ei kestänyt Lahden kisojen doping-käryyn liittyvää häpeä ja lääkitsi tätä
päihteillä. Huippu-urheilijan elämä on kokonaisvaltaista urheilun ehdoilla
toimimista. Mika oli satsannut kaiken hiihtoon eikä osannut löytää oikeaa tietä
muuttuneessa tilanteessa.</p>
<p class="MsoNormal">Hänen kilpakumppaninsa Jari Isometsä putosi jaloilleen.
Isometsä jäi suomalaishiihtäjistä ensimmäisenä kiinni, valehteli joukkueen
puolesta. Pääkohdat voi lukea <a href="https://www.is.fi/maastohiihto/art-2000007812030.html">tästä artikkelista</a>.</p>
<p class="MsoNormal">Kyse on lopulta kuitenkin vain urheilusta. Elämässä on
muutakin ja urheilu voi olla vain mukava harrastus. Sen ei tarvitse olla elämän
tärkein asia.</p>
<p class="MsoNormal">Maastohiihto ei Suomesta hävinnyt Lahden tapahtumien takia.
Toki norjalaiset ovat paljon meitä parempia mutta meidän täytyy tulla toimeen
sillä, mitä on.</p>
<p class="MsoNormal">Kaikki eivät ole haltioissaan Nelosen tv-sarjasta mutta itse
toivon, että sarja on hyvä. Ainakin näyttelijöiden kommentit vaikuttivat siltä,
että henkilöiden sielunelämään on paneuduttu tosissaan.</p>
<p class="MsoNormal">Toisaalta ennusmerkit eivät ole hyviä, koska <a href="https://www.hs.fi/kulttuuri/art-2000009960039.html">mediakonsernin oma lehti
arvostelee sarjaa</a>. HS:n mukaan Lahden tapahtumista tehtiin jännäri. Tässä
lähestymistavassa on yksi vakava ongelma: Kuka on roisto ja kuka on
sankari?<span style="mso-spacerun: yes;"> </span>Lahden tapahtumista on vaikea
löytää ihmisiä, jotka ovat yksiselitteisesti roistoja tai sankareita.</p>
<p class="MsoNormal">Varmasti monet inhosivat ja ehkä jopa inhoavat edelleen
Kari-Pekka Kyröä tai Paavo M. Petäjää. Kyrö jatkoi vain siitä, mihin hänen
erittäin menestyksekäs edeltäjänsä Pekka Vähäsöyrinki oli maajoukkueen jättänyt.
Paavo M. Petäjä taas oli doping-asioista tietämätön liiton luottamusmiespuheenjohtaja.</p>
<p class="MsoNormal">Suomalainen urheiluyleisö olisi vaatinut päitä vadille myös
siinä tapauksessa, että Suomen parhaat hiihtäjät olisivat kotikisoissa jääneet
sijoille ynnä muut. En ole varma, olisiko kohtelu tällöin ollut jopa vielä
armottomampaa kuin joukkokäryn jälkeen.</p>
<p class="MsoNormal">Todellisuudessa koko hiihtomajoukkue oli muutamaa poikkeusta(Sami
Repo) lukuun ottamatta täysillä mukana myös harmaan vyöhykkeen menetelmissä.
Lisäksi kaikki muut huippumaat käyttivät täsmälleen samoja menetelmiä. On
mieletöntä syyttää Lahden MM-kisoissa mukana olleita suomalaishiihtäjiä
mistään, kun koko järjestelmä oli veridopingin mädättämä. Hiihtäjät olivat onnekkaita,
koska hemoglobiinitestit varmistivat, että kukaan ei kuollut ladulle.</p>
<p class="MsoNormal">Hiihtomaajoukkueen henkilögalleria olisi antanut sarjan
tekijöille mahdollisuuksia vaikka mihin ilman, että tekijöiden tarvitsisi mennä siitä
mistä aita on matalin.</p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com7tag:blogger.com,1999:blog-25956457.post-33232343993140426382023-10-24T17:32:00.003+03:002023-10-24T17:33:29.578+03:00Etnistä monimuotoisuutta pitää saada lisää<p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMui1Z0EoVsOOlOcLllePh8LgDmyZzR71mG_YEsGPtGXKs_OJHw2aa8ncnCVQB25SFd_Rvglkw0oHVfhVMjhbhTtka27qZTTjvFvuzdJjkZk7Ao_t-ZPdO547knpDUMz8cYqYczZJ00BcQZT-QN6QTCK8vRD_UNVQJ_OZEfSIdX4M-Uq8r01g/s559/arsewomen.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="257" data-original-width="559" height="147" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMui1Z0EoVsOOlOcLllePh8LgDmyZzR71mG_YEsGPtGXKs_OJHw2aa8ncnCVQB25SFd_Rvglkw0oHVfhVMjhbhTtka27qZTTjvFvuzdJjkZk7Ao_t-ZPdO547knpDUMz8cYqYczZJ00BcQZT-QN6QTCK8vRD_UNVQJ_OZEfSIdX4M-Uq8r01g/s320/arsewomen.PNG" width="320" /></a></div>Aluksi todettakoon, että viittaan tässä lähinnä
vasemmistolaisiin, jotka esiintyvät liberaaleina. Todellisuudessa nämä ihimiset
ovat totalitaarisia vasemmistolaisia, jotka haluavat kontrolloida asioita,joihin
heilllä ei kaiken järjen mukaan ole osaamista vaan motiivina on poistaa
todellisuudesta sellainen osa, joka ei vastaa vasemmistoliberaalin käsitystä
siitä, millainen maailman pitäisi olla.<p></p>
<p class="MsoNormal">Virheen todellisuudessa aiheutti tällä kertaa lontoolaisen
Arsenalin naisten jalkapallojoukkue, joka koostui kokonaisuudessaan
valkoihoisista brittitytöistä.</p>
<p class="MsoNormal">Vasemmistolainen Guardian-sanomalehti, joka toimii lipunkantajana
monelle muullekin vasemmistolaiselle mielettömyydelle, julkaisi <a href="https://www.theguardian.com/football/2023/oct/23/arsenal-accept-lack-of-diversity-in-their-womens-team-needs-to-change">artikkelin</a><span style="mso-spacerun: yes;"> </span>Arsenalin naisten jalkapallojoukkueen
puutteellisesta etnisestä monimuotoisuudesta. Lehti toteaa ykskantaan, että
asiaintilan täytyy muuttua.</p>
<p class="MsoNormal">Tyhmempi saattaisi luulla, että valmentaja valitsee
joukkueeseen parhaat pelaajat eikä piittaa siitä, mihin etniseen tai
uskonnolliseen ryhmään nämä kuuluvat.</p>
<p class="MsoNormal">Asia on kuitenkin kuoleman vakava. Arsenal totesi omassa
tiedotteessaan, että nykytilanne naisten joukkueessa ei vastaa monimuotoisuutta
seurassamme sekä siihen liittyvissä yhteisöissä.Jonas Eidevallin valmentamassa
kauden 2023-24<span style="mso-spacerun: yes;"> </span>joukkueessa ei ole yhtään
ainutta mustaa tai etniseen vähemmistöön kuuluvaa pelaajaa. Arsenal kuitenkin
väittää tekevänsä työtä, jotta vähemmistöihin kuuluvien nuorten naisten määrän
lisääminen naiset on seuralle ykkösprioriteetti.</p>
<p class="MsoNormal">Guardianin mukaan Arsenalin tilanne kuvaa hyvin
monimuotoisuuden puutetta koko englantilaisessa naisjalkapallossa. Vuoden 2022 EM-kisoissa
Englannin Euroopan mestaruuden voittaneessa joukkueessa pelasi kolme i
säännöllistä peliaikaa saanutta tummaihoista pelaajaa. Tämänvuotisissa
MM-kisoissa Jess Carter ja Lauren James saivat säännöllisesti peliaikaa mutta
olivat ainoat etnistä monimuotoisuutta edustavat pelaajat joukkueessa.</p>
<p class="MsoNormal">Minusta Arsenalisa huolehditaan turhaan etnisesti
monimuotoisista pelaajista. Ajan kanssa heidän määränsä kasvaa yhtä suureksi
kuin tummaihoisten pelaajien osuus miesten puolella.<span style="mso-spacerun: yes;"> </span>On kuitenkin yksi tekijä, jota kirjoituksessa
ei mainita lainkaan. Arsenal ja monet muut lontoolaiset<span style="mso-spacerun: yes;"> </span>joukkueet toimivat alueella, jossa on valtavasti
etnistä monimuotoisuutta. On kuitenkin yksi etninen ryhmä, josta ei ehkä kannata
odottaa vahvistusta Arsenalin naisten joukkueeseen.</p>
<p class="MsoNormal">Muutaman kilometrin päässä Arsenalin Emirates Stadionilta on
kaupunginosa nimeltään Tower Hamlets, jossa asuu paljon muslimeja. Valitettavasti
Arsenalin naisten jalkapallojoukkue tuskin saa Tower Hamletsin<span style="mso-spacerun: yes;"> </span>asukkaista lisäystä etnistä monimuotoisuutta tavoittelevaan
joukkueesensa. Ihmettelisin, jos näin kävisi. Syyn uskoisin useimpien
lukijoiden ymmärtävän.</p>
<p class="MsoNormal">Kannattaa myös muistaa, että Intian niemimaalta tulevat
eivät suuremmin piittaa jalkapallosta, mikä rajoittaa entisestään
potentiaalisten pelaajien määrää.</p>
<p class="MsoNormal">Moni muistaa varmaan <a href="https://en.wikipedia.org/wiki/Bend_It_Like_Beckham">Bend it like Beckham
-elokuvan</a>. Se oli kuitenkin satua ja perhekin koostui sikheistä</p><p class="MsoNormal">Ehkä kannattaisi hyväksyä, että jalkapallo ei ole kaikkien etnisten ryhmien juttu ja jättää etninen säätäminen tekemättä. <br /></p>
<br />Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com5tag:blogger.com,1999:blog-25956457.post-55525057260218219772023-10-09T20:01:00.002+03:002023-10-10T06:36:11.506+03:00Israel yllätettiin housut kintuissa<p> <!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
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<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
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</p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYzcX3S0Vr_TTIwqElHEk5BRtoePrSTei_CelfDUAIabqQG2XPKYesuMBe2FP5ytwhhPXNz-CUb2qthszh4JlreX8LZU2aNgXLas8-R0kC82UcCuSrjqM-s0BGXDM6HbeSjP8gSvGJfmidDL7-2tPreA2-JiZ_VdtPoYCsXOIGJSa_5LC22T4/s3000/Gaza.jpeg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2000" data-original-width="3000" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYzcX3S0Vr_TTIwqElHEk5BRtoePrSTei_CelfDUAIabqQG2XPKYesuMBe2FP5ytwhhPXNz-CUb2qthszh4JlreX8LZU2aNgXLas8-R0kC82UcCuSrjqM-s0BGXDM6HbeSjP8gSvGJfmidDL7-2tPreA2-JiZ_VdtPoYCsXOIGJSa_5LC22T4/s320/Gaza.jpeg" width="320" /></a></div><p></p><p class="MsoNormal">Israelin ja Palestiinalaisen Hamas-järjestön välinen
konflikti leimahti taas pitkästä aikaa, kun Hamas yllätti Israelin housut
kintuissa. Hamasin yllätyshyökkäyksessä <a href="https://www.theguardian.com/world/2023/oct/08/israel-gaza-hamas-attack-netanyahu-warns-of-long-and-difficult-war">israelilaisia
kuollonuhreja tuli ainakin 700, joista 44 oli sotilaita</a>.<span style="mso-spacerun: yes;"> </span></p>
<p class="MsoNormal">Guardianin toimittaja Peter Beaumont sanoo, että Hamasin
yllätyshyökkäys Jom Kippur -sodan muostopäivänä oliIsraelin <span style="mso-spacerun: yes;"> </span>kaikkien aikojen pahin tiedustelun epäonnistuminen.
Hamas taas onnistui hyödyntämään Israelin korkean teknologian puolustuksen
heikkouksia ja onnistui huijaamaan israelilaisia. Hamasin<span style="mso-spacerun: yes;"> </span>menestys herätti spekulaatioita, joiden
mukaan Hamas<a href="https://www.khaama.com/hamas-possibly-used-us-weapons-from-afghanistan-ukraine-in-israel-attacks-congresswoman/">
olisi saanut käsiinsä Yhdysvaltojen Afganistaniin vetäytymisen yhteydessä
jättämää kalustoa ja myös Ukrainaan alkujaan lähetettyä kalustoa</a>.</p>
<p class="MsoNormal">Nykytilanteessa on myös muitakin aiemmista Gazan konflikteista
poikkeavia asioita. Perinteisesti Yhdysvallat on antanut Israelin hoitaa itse
turvallisuusongelmansa. Maan armeija kykenee varmasti hoitelemaan Hamasin eikä tarvitse
ulkomaista apua. <span style="mso-spacerun: yes;"> </span>Nyt joidenkin uutisten
mukaan Yhdysvallat lisäisi läsnäoloaan Israelin lähellä.</p>
<p class="MsoNormal"><b> </b></p>
<p class="MsoNormal"><b>Miksi konfliktia ei saada loppumaan</b></p>
<p class="MsoNormal">Monet muistavat varmaan, miten Trumpin presidenttikaudella
yritettiin saada<span style="mso-spacerun: yes;"> </span>konfliktia loppumaan
tekemällä yksittäisiä rauhansopimuksia Israelin ja Persianlahden arabimaiden
välillä. Sopimus saatiinkin aikaiseksi Arabiemiraattien ja Bahrainin kanssa.
Nämä sopimukset kulkivat nimellä Abraham accords.</p>
<p class="MsoNormal">Niiden perusajatuksen ymmärtämiseksi täytyy ymmärttää, että
palestiinalaisuus ei ole ainoastaan politiikkaa ja vapaustaistelua vaan myös
rahan keräämistä. Palestiinalaisten suurimmat tukijat<br /> löytyvät Persianlahden
maista. <a href="https://content.time.com/time/magazine/article/0,9171,782141,00.html">Palestiinalaisten
edesmennyt johtaja Jasser Arafat kuoli rikkaana miehenä</a>. Pelkästään Saudi
Arabia maksoi hänelle 50 miljoonaa dollaria vuodessa. Arafatilla oli myös 3 miljardin
dollarin finanssi-imperiumi </p>
<p class="MsoNormal">Myös Gazan johtajat saavat rahaa pääasiassa Persianlahden
maista. Aivan kuten Arafatille aikanaan, heillekin rahalahjoitukset<span style="mso-spacerun: yes;"> </span>Persianlahden<span style="mso-spacerun: yes;">
</span>arabimaista ovat<span style="mso-spacerun: yes;"> </span>elintärkeä tulonlähde.</p>
<p class="MsoNormal">Voi myös väittää, että rahavirrat ovat merkittävä konfliktia
ylläpitävä tekijä. Jos Israel onnistuisi tekemään rauhansopimukset palestiinalaisten
tärkeimpien rahoittajavaltioiden kanssa, Hamasille tulevat rahamäärät
vähenisivät merkittävästi. Koska konfliktin ylläpitäminen on<span style="mso-spacerun: yes;"> </span>Gazaa hallitsevien tahojen tulonlähde, mitään
rauhansopimusta Israelin ja palestiinalaisten välille ei tule. Israelin ja
palestiinalaisten välisissä neuvotteluissa. Rauhansopimus merkiitsisi rahavirtojen
tyrehtymistä</p>
<p class="MsoNormal">Konfliktin oloissa ei synny <span style="mso-spacerun: yes;"> </span>tuottavaa taloudellista toimintaa. Siksi
fiksuimmat ovat jo ajat sitten muuttaneet muualle Gazan kaistaleelta.</p>
<p class="MsoNormal">Jos ja kun rauha lopulta tulee, Persianlahden arabimaiden
kehityksellä o siihen ratkaiseva vaikutus. Nämä maat eivät enää halua olla
riippuvaisia pelkästään öljystä vaan haluavat muunkinlaista liiketoimintaa.
Saudi-Arabia on perustanut <a href="https://www.flashscore.com/football/saudi-arabia/saudi-professional-league/">kansallisen
jalkapalloliigan</a>, jonka tasoa se pyrkii nostamaan.</p><p class="MsoNormal"> </p><p class="MsoNormal"><b>Lisäys</b>: Olen katsonut järkyttävää kuvamateriaalia, jossa näkyy terroristien hyökkäys Israeliin. Kuvat ovat todella järkyttäviä. Raakalaismaisuutta korostavat jatkuvat Allahu Akbar-huudot.<br /></p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com6tag:blogger.com,1999:blog-25956457.post-29525165249993974812023-09-26T08:53:00.002+03:002023-09-26T09:06:00.569+03:00Historian ymmärtämisen tärkeydestä<div class="separator"><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" 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</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUh1atdsHLhboWvAxc6hvwjlynEe0H1qz4GdS9yySHVbd27v4Ts-VJcTa7836qXnyjCenOujIN4ZAJ5B9siku_ikHA4QlCNIuuTSkvJsMBv5fgpYfiXUZ70LPzcVdPnV3JS-gWK46Zu8X9xWtEiRJpsdt8rTtKpZ1qCRu-c7-kgpjafruGlSE/s2048/Galitsia.jpeg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="2048" data-original-width="1411" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUh1atdsHLhboWvAxc6hvwjlynEe0H1qz4GdS9yySHVbd27v4Ts-VJcTa7836qXnyjCenOujIN4ZAJ5B9siku_ikHA4QlCNIuuTSkvJsMBv5fgpYfiXUZ70LPzcVdPnV3JS-gWK46Zu8X9xWtEiRJpsdt8rTtKpZ1qCRu-c7-kgpjafruGlSE/s320/Galitsia.jpeg" width="220" /></a></div><br />Eilen Ukrainan presidentti<span style="mso-spacerun: yes;">
</span>Volodymyr Zhelensky vieraili Kanadan parlamentissa. Parlamentissa
vieraili myös kanadanukrainalainen sotaveteraani Jaroslav Hunka, joka soti
Toisen maailmansodan aikana <a href="https://en.wikipedia.org/wiki/14th_Waffen_Grenadier_Division_of_the_SS_(1st_Galician)">Waffen
SS:n Galitsia-divisioonassa</a>. Hunka oli kutsuttu parlamenttiin,koska hän oli
nuoruudessaan taistellut venälälisiä vastaan. Tässä vaiheessa viimeistään
kellojen olisi pitänyt soida. Ukrainalainen sotaveteraani<span style="mso-spacerun: yes;"> </span>Hunka taisteli natsien puolella. On
käsittämätöntä, että kenellekään Kanadan parlamentissa moinen asia ei edes
tullut mieleen.<p></p>
<p class="MsoNormal">98-vuotias Hunka sai kuunnella, kuinka Kanadan parlamentti
antoi hänelle seisaaltaan suosionosoitukset kahteen kertaan. Tästä ei
välttämättä pidä syyttää Hunkaa. Kyllä vika löytyy Kanadna parlamentista<span style="mso-spacerun: yes;"> </span>ja pääministeri Trudeausta. Lähes kaikki
parlamentaarikot taputtivat Hunkalle, joka siis oli taistellut natsien riveissä
Puna-armeijaa vastaan.</p>
<p class="MsoNormal">Todettakoon, että Kanada osallistui myös Toiseen
maailmansotaan ja taisteli liittoutuneiden puolella. Parlamentissa
suosionosoitukset kerännyt Hunka taas taisteli Natsi-Saksan puolella</p>
<p class="MsoNormal">Myös Ukrainan<span style="mso-spacerun: yes;">
</span>varhaisempaan historiaan liittyy synkkiä tapahtumia.</p>
<p class="MsoNormal">Ukraina oli yksi hajoavan Venäjän imperiumin osista, joka
pyrki bolshevikkivalankumouksen jälkeen eroon Äiti-Venäjästä suurin piirtein
samoihin aikoiihin kuin Suomi, joka siis oli myös Venäjän imperiumin osa,
itsenäistyi Venäjästä. Ukrainalaisten johtaja oli tuolloin mies nimeltä <a href="https://fi.wikipedia.org/wiki/Symon_Petljura">Simon Petljura</a>. Hänen
valtakaudellaan Ukrainassa järjestettiin useita juutalaisvastaisia pogromeja.
Niissä kuoli arviolta 30 000 – 100 000<span style="mso-spacerun: yes;"> </span>ihmistä. </p>
<p class="MsoNormal">Bolshevikit eivät kuitenkaan antaneet Ukrainan itsenäistyä
vaan valtasivat pääkaupunki Kievin ja liittivät Ukrainan vasta perustettuun
Neuvosto-Venäjään.</p>
<p class="MsoNormal">Simon Petljura joutui pakenemaan ja hän löys uuden
kotipaikan Pariisista. Hänet kuitenkin murhattiin siellä ja murhaaja nimeltä
Shlomo Schwartzbard tappoi hänet ampumalla.</p>
<p class="MsoNormal">Petljurasta ei tullut ukrainalaisille sankarihahmoa mutta
eräästä toisesta eli Stepan Banderasta tuli erityisesti länsiukrainalaisille
suuri sankari.<span style="mso-spacerun: yes;"> </span>Stepan <a href="https://en.wikipedia.org/wiki/Stepan_Bandera">Bandera toimi ukrainalaisen
radikaan nationalistijärjestö OUN-B:n johtajana Toisen maailmansodan aikana</a>.
Bandera teki yhteistyötä natsien kanssa ja sai natseilta lopulta luvan luoda
ukrainalaisen valtion pääkaupunkinaan Lviv. </p>
<p class="MsoNormal">Ukrainalaiset nationalistit osoittautuivat kovaksi
vastukseksi neuvostoliittolaisille. Sisäasiain kansankomissariaatti (NKVD)<span style="mso-spacerun: yes;"> </span>kävi ankaraa sotaa ukrainalaisia
nationalisteja vastaan. Taisteluissa kuoli 150 000 imistä ja 200 000
karkotettiin Gulagiin.</p>
<p class="MsoNormal">Sodan jälkeen Bandera muutti Saksaan eli sen läntiselle
puolelle. Lokakuussa 1962 KGB:n agentti koodinimeltään Bohdan Stashynski<span style="mso-spacerun: yes;"> </span>murhasi Banderan Saksan Münchenissä.</p>
<p class="MsoNormal">Ennen Ukrainan sotaa Banderan suosio rajoittui pitkälti
läntiseen Ukrainaan. Sodan myötä myönteisesti Banderaan suhtautuvien määrä on
lisääntynyt ja lukema oli <a href="https://www.dw.com/en/stepan-bandera-ukrainian-hero-or-nazi-collaborator/a-61842720">DW:n
artikkelin julkaisun aikoihin</a> 74%.</p>
<p class="MsoNormal">Toisen maailmansodan yhteydessä puhutaan paljon Banderasta
mutta kannattaa muistaa, että yli 7 mijloona ukrainalaista taisteli
puna-armeijan riveissä.<span style="mso-tab-count: 1;"> </span></p>
<p class="MsoNormal"> </p>
<p class="MsoNormal"><b>Ukrainan katoavat uusnatsit</b></p>
<p class="MsoNormal">Vielä 2014,kun Maidanin väkijoukko syrjäytti presidentti
Leonid Janukovitshin, länsimainen valtamedia uskalsi kertoa ihmisille, että
nämä Maidanin kaverit eivät kaikki näytä erityisen salonkikelpoisilta vaan
enemmänkin uusnatseilta.Tässä vuonna 2014 käydyn ensimmäisen Ukrainan sodan
aikoihin julkaistussa <a href="https://www.theguardian.com/world/2014/sep/10/azov-far-right-fighters-ukraine-neo-nazis">artikkelissa</a><span style="mso-spacerun: yes;"> </span>pohdiskellaan, että Axovin taistelijat ovat
uhka Ukrainan konfliktin jälkeiselle vakaudelle.</p>
<p class="MsoNormal">Nykyisen Ukrainan sodan aikana ei enää edes myönnetä, että
Ukraiinan riveissä taistelee uusnatseilta näyttävää porukkaa. Jos joku uskaltaa
avata suunsa uusnatseista, hänet leimataan välittömästi Putinin kannattajaksi
ja Venäjän asiamieheksi. Internetin faktantarkistajat muistuttavat myös,
että<span style="mso-spacerun: yes;"> </span>Venäjän tavoite denatsifioida
Ukraina ei tarkoita, että Venäjän käynnistämä sota olisi oikeutettu. Ukrainan
denatsifikaatio oli yksi Venäjän ”sotilaalliselle erityisoperaatiolle”
asettamista tavoitteista.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">.</p>
<p class="MsoNormal"><a href="https://x.com/i_katchanovski/status/1705739708683128836?s=12&t=PBv5yrT-hidmBJ96b5XBzg">https://x.com/i_katchanovski/status/1705739708683128836?s=12&t=PBv5yrT-hidmBJ96b5XBzg</a></p>
<p class="MsoNormal"><b>Hyvikset ja pahikset</b></p>
<p class="MsoNormal">Ihmisillä on taipumus jakaa sotivat osapuolet hyviin ja
pahoihin. Tällöin<span style="mso-spacerun: yes;"> </span>ajatellaan sotiminen
manikealaisena hyvän ja pahan taisteluna, mitä se harvoin on. Toisessa
maailmansodassa Neuvostoliitto on saanut paljon oikeudetonta kunnniaa<span style="mso-spacerun: yes;"> </span>Toisen maailmansodan<span style="mso-spacerun: yes;"> </span>voittajana, mutta Neuvostovaltion luonnetta
yhtenä maailmanhistorian repressiivisimmistä ja julmimmista valtioista ei voi
sivuuttaa. Neuvostoliiton leirijärjestelmä oli Stalinin aikana vailla
vertaistaan.</p>
<p class="MsoNormal">Neuvostovaltio ei piitannut ihmishengistä vaan teetätti pakkotyötä
ja antoi leirivangeille niin vähän ravintoa, että sitä syömällä kuoli varmasti,
jos yritti täyttää vaaditut normit.Jos leirivangit eivät olisi oppineet<span style="mso-spacerun: yes;"> </span>huijaamaan tekemällä tuftaa, ihmisiä olisi
kuollut vielä paljon enemmän.<span style="mso-tab-count: 1;"> </span></p>
<p class="MsoNormal">Historian ironiaa oli se, että Neuvostoliiton puna-armeija
oli se, joka vapautti keskitysleirivengit, ei tosin omiaan vielä Stalinin
aikana.</p>
<p class="MsoNormal">Toinen maailmansota alkoi, kun Hitler hyökkäsi Puolaan.
Tässä kuitenkin unohdetaan se, että Neuvostoliitto<span style="mso-spacerun: yes;"> </span>oli tuolloin liitossa Natsi-Saksan kanssa ja
samalla toinen sodan aloittajavaltioista.</p>
<p class="MsoNormal">Historian ymmärtämätttömyyttä on myös se, eta nykypäivän
amerikkalainen, joka suhtautuu myötämielisesti Venäjään, kirjoittaa tällaista. <a href="https://twitter.com/jacksonhinklle/status/1704192832771145887">https://twitter.com/jacksonhinklle/status/1704192832771145887</a></p>
<p class="MsoNormal">Kyseisen herran mukaan puolalaiset marssisivat hanenmarssia
ja puhuisivat saksaa, jos puna-armeija ei olisi vapauttanut heitä.<span style="mso-spacerun: yes;"> </span>Tämä kertoo, että edes pääsy käytännössä
rajattoman tiedon lähteille ei auta, jos kyky ymmärtää puuttuu.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal">Itse en välttämättä edes yritä ymmärtää, mistä eri kansojen
keskinäeinen epäluulo ja vihamielisyys johtuu, koska Itä-Euroopassa syitä on
loputtomiin. Toisaalta tiedän, että maa, jonka kansalaiset ovat kokeneet
stalinismin ei koskaan enää luota Venäjään.</p>
<p class="MsoNormal">Puolan ja Neuvostoliiton suhteita rasitti vuosikymmenten
ajan <a href="https://fi.wikipedia.org/wiki/Katynin_joukkomurha">Katynin
joukkomurha</a> ,josta vastasi Neuvostoliiton turvallisuuspalvelu NKVD(
Sisäasiain kansankomissariaatti).</p>
<p class="MsoNormal">Eli yritin esittää, että sodassa harvoin on pyhimyksiä.
Länsiliittoutuneillakin oli omat sotarikoksensa eli saksalaisten kaupunkien
lentopommitukset sekä Japaniin pudotetut ydinpommit.</p>
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</p><p class="MsoNormal">Lisäys: HS teki Kanadan parlamentin töpeksinnästä <a href="https://www.hs.fi/ulkomaat/art-2000009878007.html">”analyysin</a>”, jossa
voivotellaan, kuinka Venäjän propagandakoneisto kiitti suorasta syötöstä
lapaan. Olennaista on kuitenkin se, että töppäyksen toteuttamiseen ei tarvittu
Venäjän apua. Se hoitui ihan länsimaisen poliittisen eliitin tietämättömyyden
ja typeryyden avulla. Vastaavaa voisi tapahtua Suomessakin tai missä tahansa
länsimaassa. Historian ymmärrys on<span style="mso-spacerun: yes;"> </span>heikolla
tasolla, vaikka välineet etsiä tietoa ovat paremmat kuin koskaan ihmiskunnan
historian aikana.</p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com15tag:blogger.com,1999:blog-25956457.post-3704506637531325432023-09-20T20:06:00.003+03:002023-09-20T20:06:40.835+03:00Russell Brand<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9hRkGoBu3RDOEyx-X6egmsDkETrCsm7qCGr779xXUqIhLVkRzEpuBtYX4aQIW8r8DAgHQBUa48UOEhiWDE0Sy1B5CvT0z0SIc9bJpRK93CLYJ9iAy-ZEWKFmW29tlc_lZR6fCmeiqpiJgB-jp1EE3nVrLQ_JFHh5FyeqfTaFeIm0461zFE78/s212/Rusbran.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="180" data-original-width="212" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9hRkGoBu3RDOEyx-X6egmsDkETrCsm7qCGr779xXUqIhLVkRzEpuBtYX4aQIW8r8DAgHQBUa48UOEhiWDE0Sy1B5CvT0z0SIc9bJpRK93CLYJ9iAy-ZEWKFmW29tlc_lZR6fCmeiqpiJgB-jp1EE3nVrLQ_JFHh5FyeqfTaFeIm0461zFE78/s1600/Rusbran.PNG" width="212" /></a></div><br /><!--[if gte mso 9]><xml>
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<p></p><p class="MsoNormal">En voi sanoa, että aikanaan, kun näin Russell Brandin ensi
kertaa julkisuudessa jonkun englantilaisen tabloidin sivustolla, olisin pitänyt
hänestä lainkaan. Hän on taustaltaan koomikko ja hänen ehkä tunnetuin tekonsa
oli mennä naimisiin amerikkalaisen pop-laulaja Katy Perryn kanssa. Avioliitto
jäi lyhytikäiseksi.</p>
<p class="MsoNormal">Jonkin verran närkästystä herätti myös käytännön pila, jossa
<a href="https://uk.news.yahoo.com/sachsgate-russell-brand-jonathan-ross-074733229.html?guccounter=1&guce_referrer=aHR0cHM6Ly9kdWNrZHVja2dvLmNvbS8&guce_referrer_sig=AQAAAD4CsPio5srA0jxdO4XGb8ltkvTVDhk5s1rAfSiYQO9QeVQWP6MVFHjoUfHOPfr9Va4FaC17oJ3QkLgvi8gUByYJAPxOesht-eZd_-6a-cMJYvy3M8b7KJ5SwZ_B37Q86CCEGoqn4tiHdF2lfjVXXCH6NcpLLzv-jcLVp_rcyvwO">Brand
ja hänen kaverinssa BBC:n toimittaja Jonathan Ross soittivat pilasoiton Pitkän
Jussin Majatalo-sarjassa Manuel-nimistä tarjoilijaa näytelleelle Andrew Sachsille</a>
ja jättivät tälle joukon enemmän tai vähemmän sopimattomia viestejä. Brand
kerskaili,e ttä hänellä oli ollut suhde Sachsin tyttären Georgina Baillien
kanssa.</p>
<p class="MsoNormal">Teko herätti Britanniassa voimakasta paheksuntaa. BBC sai
tapauksesta 4700 valitusta. Tapauksen jälkeen Brand jätti BBC:n Radio 2:n ja
Ross oli lähetyskiellossa kolmen kuukauden ajan.<span style="mso-spacerun: yes;"> </span>Tällaisia uutisia tulee väkisinkin luettua,
jos käy hakemassa jalkapalloon liittyviä uutisia<span style="mso-spacerun: yes;"> </span>englantilaisen tabloidin sivuilta.</p>
<p class="MsoNormal">Myöhemmin Brand on tunnustanut olleensa seksiaddikti.</p>
<p class="MsoNormal">Juuri äskettäin brittiläinen The Sun ja<span style="mso-spacerun: yes;"> </span>tv-kanava Channel Four julkaisivat uutisen,
jonka mukaan useat naiset syyttävät Brandia raiskauksesta ja seksuaalisesta
ahdistelusta. Brand itse on tunnustanut, että hän on harrastanut seksiä naisten
kanssa mutta molempien osapuolten suostumuksella.</p>
<p class="MsoNormal">Brandin tuttu, toimittaja Piers Morgan kertoi, että Brand kohteli
naisia saaliina. Morgan myös väitti, että Brand oli paljastanut hänelle
viettelytekniikkansa.</p>
<p class="MsoNormal">Voidaan turvallisesti sanoa, että Brand oli aikanaan
seksuaalinen saalistaja, jolla ei ollut suurempia vaikeuksia löytää saalista. Hänelle
oli tarjolla riittävästi halukkaita naisia ja hän käytti tilaisuuden hyväkseen.
Kukaan ei kiistä tätä. Elämme kulttuurissa, jossa valtava määrä nuoria naisia
parveilee Brandin kaltaisen julkkismiehen ympärillä. Vastaavasti on valtava
määrä nuoria miehiä, jotka eivät kiinnosta ketään.<span style="mso-spacerun: yes;"> </span>Kuten lakimies Robert Barnes sanoi, elämme
yteiskunnassa, jossa 80 prosenttia naisia jahtaa 10 prosenttia miehistä. Tämä
kehitys on tarkoittanut, että Brandin kaltaisten karismaattisten julkkismiesten
ei paljon tarvitse etsiä itselleen seksiseuraa.</p>
<p class="MsoNormal">Vaikka Brand olisikin aikanaan ollut kova häntäheikki, hän
ei kuitenkaan ole mikään erityisen vaikutusvaltainen mies, kuten<span style="mso-spacerun: yes;"> </span>Hollywood-moguli Harvey Weinstein eli Brandin
tekoset eivät mahdu me too -sapluunaan.</p>
<p class="MsoNormal">Russell Brand pitää nykyisin podcastia, jota julkaistaan
sekä Youtube- että Rumble-palvelussa. Välittömästi, kun<span style="mso-spacerun: yes;"> </span>tieto Brandin<span style="mso-spacerun: yes;">
</span>väitetyistä seksirikoksista tuli julkisuuteen, Youtube katkaisi
mainostulot Brandin Podcastilta, joka on melko suosittu mutta ei kuitenkaan Joe
Roganin tasolla.</p>
<p class="MsoNormal">Monet Brandin ystävät Glenn Greenwald etunenässä ovat rientäneet
puolustamaan Brandia. Itse olin aluksi kahden vaiheilla. Kun katsoin <a href="https://www.youtube.com/watch?v=10rDofV4oZg">tämän videon (alkaen
kohdasta 7:45</a>, ymmärsin, että väitteissä siitä, että Brand joutui
vaikeuksiin podcastinsa sisällön takiia, voi olla perää. Brand on
vasemmistolainen, joka on podcastissaan arvostellut tapaa, jolla
lääketeollisuus on kasvattanut voittojaan koronarokotteiden ansiosta ja
aseteollisuus puolestaan rahastaa Ukrainan sodalla.</p>
<p class="MsoNormal">Brand ei ole vaikutusvaltainen mutta on julkkis- ja Hollywood-taustansa
ansiosta sen verran tunnettu, että hänen cancelöintinsä kannattaa. Brandin
väitetyr rikoksetkin ovat tapahtuneet<span style="mso-spacerun: yes;">
</span>noin 20 tuotta sitten.</p>
<br />Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com7tag:blogger.com,1999:blog-25956457.post-31879679970336542252023-09-11T19:42:00.001+03:002023-09-11T20:00:28.810+03:00911-ajatuksia ehkä viimeisen kerran<div class="separator"><p class="MsoNormal" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">Olen <img alt="" 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pCtNEb9+BQojgwU++GYwyBw4bDc00W6G3wBX1louoZ3XGVZl3yvBnBijGae6e/HbasAzEi/KItzYHfVlHr9XXX/6PuYy+ib6cXmaKf61hzGNMTPFFIvXw0AtSMS5scd+u5p+bRy/rdbghjHa1bEa7LnFkAcpdotjcbqdcoCbVEP6keyMgILPVDkcyMAE8Wuiw6992PVXkBeFcAkTV1DUVuUxcnrAMyedwR4aoPm+NsDGIII15UKAHRbfhv3aL4LNpJzxPwmgC0AjBcJuPy3c42Uf5z/nJ7q+KseLIvAqOFER6H4EGSrIUmBrr9d6iMCQ0Y2MNEOY+oBDNNEldmSRurbgePWVFSMiTuCFiMwiqrV+OhhT+4PUxgdfXqx2mLEqAIJF8ZIIR0hD533qhMh8FNFU0ep4+rnQ3qqQvKa8wN0z1Dy5HpeG/Fs3RSS09NhhDN3ymO7ChCjKyPtS8EmhVLpEIbxVYjA+NgQxs2oX8phD1B6xVBg2wOQZSBmZFRGDrXntepHbxx74KLP4t6RsVZe9/fr+Fvb7nIgrUtX68GXKDL9rQAwy4Ai56m/ewPYOyzV8xFA7Gk36mOOvn0anIa4gYpxayovWlS8Tt8jWV0r/JJ60WTvOBGYFs2qAMYXDyiT4PLt1QO5LqVZKDwHYJQn/ecRn+kER459DsCozpJnxwUwE1lYEoHx0gPSMghbSxeWyUX/3XEATK9HtJH8DY5GqktqcHIOryWAWUcP1P5NFiBzAAYRGDUGLRqDg8UWU0jOuK3TswCmN/DLUkgc7AjA8LtgXFT0x5bmcQoJ9/WhqH2NwLggAZTgAKH0z+K8ewPrspYRmMMEMIoMeyFR5ZozrurgpsYOefA2LwIG1AKNVuUVHArAmRuPAqTJc5ibnArIMSOKdoDaIZuzCtAoAtNHHpoRfm0BDI2WzrmPTlDheX0KsloRcR/W7FcFfX2UAiTls943MsIj5zxnoNXwtvFw62kUz3tiNiNlEVlZDmAYUUMaVjL0x7Ghx75XZfy40ZDvB8Acd6Bzuqv8Oc7K9zhgTec5scOZ2qjZwbbWWpie0nn9FNK0JoM7XXzsWQ9zXDquuh+Lpk3sDoWtQz1I7kBClF7r7KJGJyZM+9fbffUP/Upf60T4nPJPdRjtvKo1MBKR8NIZ+zsOoMtt79BcWTivopnKYNSUxEn0yw+ijAUNV6G9Lm1lHUwueyYpMz+8sKv5WZDnNWtguEhbR3dG9nHiz+cAzId+/u/XFBIa6QFMc7ouMt7POIUEpxCHN8UzWfeS6QA6UiVG7wx4Dxy3KnNMjsWHrzAC46OPAlaABSoIxxDFt8F2ztTXIAZ4DsP6VxqPAEpvrBWs6OqqV7wGMLLfDL35axoSwPS0GNGtV4R+jJO/UWdkUxpFYABg8K8VI4fCjQAM5zJdPf7DHYGZi5KogezvGRmZKjdLDBJlYsQbBSmqE31Uj9EV/o57o4bItQKgHCdrelpoNFLKVbvvtwLAHMepq1z1Dijm3FaxygfOXh3EKzGei7an9al8m+Nr0+nV0Ys5AONjWKcAJuXvH5kIDCMSk9RMTNV5Sfs7sLe9XlJXRiCFckIejQCMXnvNIzB5Cm49XDUHxhTe4t5Yla5I+fkil75oiWyoL1I6MLLozdTleav5mUuZLejuJJuRmQ361yUppHnrNP2G418rAvNrv/Apl5mRg8J5IFrE60bTw/o77tDhYPuQfo+Uga4Rr4qUVEs7cWU5BDFyX3MCiLCEIVEQgO+HO5882b+YD45zB5oBpBD7QW0ZkXDsmmPwOEzaEu2nLwrVCMBE9BKQ9IY2/g6nEmdAaDgXhcyIgDhnIiedp+z2c9d2eyWtc+sAoRfxJs97o49vfIdCVzxMPmsKiaujKQ+QGnltIzAqr0T5yxwbHdIImPTKqcrfZKCtBOd2D3FMGtFhv30RsDrgUUpsGmEKWm5uIq3K85e486gdsLjMsYbMNAAT7XGVtq5ZCVmMc0xYd7O8DaVl7H6SMyxWdKuOveftKgBDHVlFE5V9lY1+48K6457Od51alLAz6LufExh25OlrRI1tpEvBaStYXzcCEzRqeu4LRNn9ZNsl4tyZ1+RlAimQGSXwygkseBFd2MLKKlaSc6C3d3CUD/JbgY2CUdJ5wQ4I/VVmepIPHasTMpz46Eh/Rpe8zyzNwNxcx92XMVIyz2AvfkbqF4eAmjDEjql5BVJdd6jiFRCRsnY/4jLnVJs0MjffWT7MDKFvp49qkw+jHVWqu2tHYPgQjXBMzA7N0SPlk9DcheQHzuXLHmnoVRE5aTDQt852AEaNkjpFb0tW/CE0wQA6eY5XCcsxqMBiR83UiCWSFQBT25KaEA/QywrgyOJqsY2bW8ojBdGiVRmZclAy3f6paZY+5cLCSgKYNp/QYRh9jxtNxhKARseiSFWv9wrN9hF90tqSKf+N73IAYE/r2kaOaREA/IOLwPTGf8EJCB97mqnzUj2cu693ipy30q53dHPjUzC6qHu9VaD3itN78bO/H++q0jmsctYNLEOGWcS73ntNpKc0eq4h+W+J4RU5ne5+mrF8gzlxXsrbdQBMTxvVob73Hvj3PH0lAOa4zwznlLVwq+I4U5ldrwYm4tESzfK1adovOL3XqgYGNrKLHvg48nqc69fs6SpJoY/iQoZ87tPM/JuLLm3X/VYWM/eRkO93FxJXvwyc+Pgw16T9qvm5LGbmwLdyZyRnOaDto63BZ11czZ1Ac9wamOn4w1a1ONo0cqm+QrFCb7soz2sBGEZg1DG1z9O3UTsp3YmfmKQVFDz0IMZ3IXnF0DQC0zsK7Z8Aps+b+zErgwhMDyx0/HPEUYPG+/0t0ilcasR841kHXhTAqLHkc6N+e6cTegpAIrvA6CIcyMU+52W04jx6A42/+yLRCY0B2AQYVcX3bdRTvlPpexnhXNVY01GOD7ID/9bcRh2aOyzi7fsdObkRwFhYebmtbPRV3ulce2fYt7PMOeLZkYOcylesyEbgM/gf5+dwniyI7+tzlhnD4Ev4hldexEsw9Y8OgFnHQfR6OQITqwBiLzu6WFnOl/kITGwgeC0jMNOjBijz/bbi49LwuPdPAAzyGysiMKMVPfsc6dCcfqpe6ue58dPOLdRzLYnA8JmRzVhHphqAwXlk8L9xmOFxAAyjLRo9Xqfv3u+s88yIdqN2XjUA8/d+8dPuRtUhV4cuKaRq0EG5jQAw+KevExgxCwDG1vSx3SqjFqN0lTqc4wMYGuZWnBntTVcj7q/Tki8CGBsnYoBwFhN6xCq1B2ZE/upMFUyMAAzfqt2MHVN3AWDUUcLJRJlDrEb6fnoHu8oRLzzvAGbaJ/5C1EojMNWx+qnLvkarvHe8JwAr8Z9b3LuZMpiCHu/BAe3o5Yw9GHN50chYypzOhXxRGvH7/tqrBWBGfS1TbgV4o7H1BnZ6/6sLYEaRkCkAFaHIiapDb5/nIjAqrwqaQv/XNYJOE18Zx894DAlARUeasuAhfzJ1aFUcI3RNgR4XD7zWtGX8aQISE5CufibnmSmTKh/ZGNJI4xTSHJ3XjcA0fvS2BJTSmpBVc3hF35Mt5A4jML5jAzRhFJygWXtpQFplqi9LoKzNXdcWjwtgRnP2hFCCGUpb9YkZmVjmI+boGBGY2Pa80MHgIS4i4zUVrI2LCMw681T75jRkxCg08djs9vHL/N1m57hGukWaaS2sd5psn9D5137RamASXOCeSIvMpZCiVkNP4lXh54mgscrLNAtqS+xsvlEEZlS7gjwhRqCn83KlecgD6DCXbD8mG5XZ7Rq/b6+0Z9QS4Cgq3hto4HN+/mzahXDW8XP3mCkkVSpGL1R4qpHyecCZI7Sk0QDQDrnKlkJim/jNw7n61Ntcv6o0lS82O5z0q8Lq/LedZwpgQjhCehxQKN1xP/7OXQuM/oLWowhMpMwCkhzmKb2kS39SbijOYgRG05qcL+VjtHKmTPcAVOc9ZwT7+hTcp3zUFCLan6t10XC28nGB9siLd6+rp07hcMFpCim0WftcZlm4cwE6tHoXw1xLzXFMz58Zg4SpzE4jXSutYOo1TgLHz1IAI3K80K4OeVWnEDkAD5zSrVEAP8JhteHW+fJMrFVdhj2KHZaqp+407DpOrR0BmHAIaZ9cLnFIIWjcbN6qvinP2i9kdQu1EjMplVVtvpLvnUUVwDACk/amnjItiEdAKWlOXdWoM3nGeWrkRHV+Xcfe91VlIkFLfxJv+A7jH7YrM4Kfq0btf0gzBXiQASwIt35rIjBh81ftfJrnPJ8NX0d6zIOpCmAOzCOnzaWwIyJpZGg47u/9gkVgxHmGg3Oz36USMruFsObdnQmAcMdWzyeJiYQywf3F0fEjAOMMFodIRSLyWj+F1EdgCGZa2D19cEZg4lfvxA6dSa0tQr44P7IZiwoCosrWf3R1r8LJe9WBtnn7J0AJbyOO0M41I5y3AJh+rCNQ0verzyzQekUEhtGV2sarGYGRg+zUyEwMeMrG9xOBUYeixpr9KE10HD0vlY7qyHS8o+fV6VJG2KeuhCgj/K6/NyQiZBM/0+MCGnhY5mNJi4ODVkNVhVfkV6/1sq1yHroxtzqOJ7m6igVNW/GP+uivOW1tatS8Vx6BmRnmpMOkYWL16jtom5w+q0c9me+rEIHxdP0/gAhMX8uHqb7mAEYdNOi7AGC40WK5jClXer1WnVRd1yJt3rNOZEIBzFBPfB4m5y631IFMEf5DE4GhXq4W6OpPcjGfS4nVitDd8apEYOivk7b1lQ2//oufvXvg2zDjnzK6z8vTKB3iJJUELXo/d8yoQjjq8hVGCCS+4z+upnX1DUuhY9Eow+ZmvERy2if+0uhL+745IlSAR2QyjHC8DTnAyuK82X7GPwroA1vtqx65Xw+rUmdJsIKxo+Cy/d0OBvT7YVsNnfdFnRHtMKDouGaxeHgEkDhm/tawaR+pSQKCElXUKnj0g+ym0SncNDqKn1t5fVt6RmLw299lBT5m1GaBnzhoIAGRRqhGoIwAhjskFAgq0FCZUPpwgmp82I8+36+w5/LsC/nvXlk7eWJkpi8qVGPLJkbjaeMOwBC0DLlotTH8PG9b2E5EYKYRhZ4eKkuhL4u79qqO5HfLADxpoHLe76rz5yXUTAkc6fuIv/3Mec86ESrVXZWXRgfQax0ag1ZxX9TNcdfWHF/COccc4wgK1RXQZAu7T4QuDMVbnFSWVQ0c9js7RrYC14bRb5HddRz6vLQtl0OVKeUvolBbW9u++GVEqUWWGAGgHkQh+jK+qI7NRUFpf7RmSeVhpCu9DWpAnrvz1gcH/UJmaJOIjCP/ux6aThZw/BWo2XXsLXOfPFyATHmH53ds9yPseX39wzEZP4rPSvxgoTXKO2pSlYdDm/kxAJgEAGRmdWZ+Ii4VjC98BAFiO2cDKhgDQASKP5mGCqViGmAEYNiGOkdMFqmNJtg8EyaMQm/QAoSsAWAwRDtRCA6xGIBxouaqsFfyapztrqjhiXnQISudRitpBTAHFgZrChv5aR5E5v3g/3giYp13GkEp4u2VimNUg9ec3XSn0ty9KkSV514Dk+4j5+zPMwLDVWkCSUqfx47yuzg1ebpjy8fp7QA5jo21S1FG8nwuAHG+Jdu5Vo17T3PVANKDCtvnv0kLpUmvQeqwl9030mP2v46TnXMSvTz2ehm8okNd17kGT0YApsq7ABWl46sFYFa2848FgAm7wgXSSEbatQAw4YSnJt2NOLa7I7U0ADBeVzioRxjJLgGkyibH0C9SOY7XCsD0stbsGmwWFnM8ZjSXj9Vfqxucl/1ed3p7MAIMXFDTZvxjDWCMjNgcclwA81rKQ68jFcA4WAsnqYvhCYD82C985u5hvmmTgKJHPSEEmUKyFvf9Jcx9JASOZrp7JZxWOC41whQY7U+Fhm9hDmfGvtC+qH5VeIytHXyn0Z+2yogt2KgrcSe7MT0qn62OlB+uE/UaATaakelX4jp+EhjALAAMC6ma45440nytQXXSzjEgs7YLqRyVAiwAACAASURBVAKFCbhrq+k+v6vtK+2Vb73jx99Io/URmJ7XvZPujeDIKHob/j/GVGigOsMtAMnlA6AGlK8pyumZGT0gUQPZ00DBngKTHmwoL5XuvZyM5EX7HN3fj2/k4OYAzJSuIZEA8OtHB8Kx6iJubq4jANbf28u8yknvDNToYORKu9oO5hNi4rtvRvzisyO6fT/0HulC2JLVK/0mI4zqHg/A5Iy9L58fFk5+9gdODbfFIiINrEnJYs45ANMDoZ5OI/3v6awyTz4uo/f3+12MKUBJh+NqtHAxsuSH+daUP6PplI9pFqBFHNURz0VZKY+jaCu+W6yZCSA6rQtbThX2MQJU5EelPRV2zQjMSKepf+HFIFMoDq/ocHawaAsRmH+gAAaLVyy2Ej+orVZ59Hl+1Gpg/KjjzjH2AhAzDCGzNHo9CVSdWdTNNDDB7+CAdEWuAAatLqQn0JOs5qNfHmS3CJ7iHS/tGSppM5JYxaBRTBSjBIBpDrQXJjUC+IwIFVc7Sid9021vzAkaGIGJSNaUNpSaOO5FAKGvuHzT/2RlNqV1cwJqlEYGSgVg2ffOiwGAwfUeIKEdyogaPF5XfleawXn6OdXLQ4M6z2UpJJ0Xx9gXwaox6u+fM9TKSzUmvVxRmchrnTP7mqwWspDC2w9L29AEjYkrLWs/cuHgq6bFBQMfWR/A0EnwHJhpCrHnmf7dG1qd3zJTTVrGdFekojQCk5PrZX6treM9LUnnmYHS/XABMeVjOKb1aRwsPU4EhgCGztsXXg7mjE8o3hwAGGyp5XZalVdNheh0VQ9GDq6/9lo7rF5X6Fvm6DYdj0ZgpoCcuqi6vY6sqpyOaKXt/RMAs0zjv//vNALDc4HU704WRx/9+c9YDUxLOSgAQeShpZAIWo7K3gHyuwEYGCVh0S8FzZ0bFBkOUU7EpRNgP/hNAOMnEwJ5TUBQRD8wFoS/p84yVp+RvupSV34jw455mm6moI5Qqa9FVXQagxC61+TkXFURYtxRJJx+yXtk+iQUiRGYfH2BnvcCJJ95xUiQxE9zmLYTwN5bowZ85CCVsXNGiquXHlz2aNbpnACmd+I6tr7P/rulERicZ5Lb1XVudEzDFBLkjAAbzt93icjZOeLcnR/5vf9ONO+727KwsgdxSoe5lBPHumrHgtJGearOG/f07fT0nihpVxfWxh/yrzhoznyET18PwCg/VeZ7J6dGf77fxdWva2ana/63AphOH9hXT5dRv3O0nBtj5VNaDM7Z9Rm2y8dLpznfyhRIxByX/eh8C17D4oyMJ1yO8d8rADA0SLR+kP2+5miZbKLvdWqHVtFzlUyoHIcN10MWl9HumCkk4es6Y14mPyqHTf7/4YrALM6ROhi+6h+1FJLa6wX6f+TnP41dwnU1rU6ud0SBkosBmCCROqDoZFqLwu9r8Y9EehTA9KE6rjb7sRwcRA1JtEvkzRX94ngqaveQmRkFfxMv0hKR1vH5+M4fpjcyfs25uSVBICTiLw1cRD3QdLUTQuwEzm1zAGaHNmZ8E7tBQ5D8cD+fQIJArrB4ra7BpzU/Cg5HYEaNko61X1mTdyroFJJVKSTlOz8fK4WEwkaZrwrnwjidV0whZdQGfHRKTiNxHEsY/vieRdfRLk6DnkYCdbXWO8ZeJjnOAKzJZ3HCLioCNHj/yGA6gMGLSfOdXP7bozKt8Lk6v5lIRLR/3PTGIoAZjZOy029JXQZg9Ls5x62gpZe9CYBxvkckKvSEUSmbMc6yyOtz/UyARPJ8xIfJtaRngIrEEWlnXF7XAjCSQvIjH5b36nOr0SF8zsibr+MCzCiA8dboKyO7HPYp5+iLxbSRfm9Gdh0TSRRKbUNzwk2fVgGvOqskVMyzad2yWY/6qzIIAJMyXW0pdYy0IhHyyNgRX0KXxEa4qc2opw5+ZsgqPzreamN8jM0GNKYcr4jXF206BvIzfZLsfa3Qnru1lsI7sXO0S5z2cQEMdG8ri3h7WqzUqVd4A6OPOC3ebYAcaUC9IPjf+NWf/yRKp0IsYDhyZRsOuts141GFuwZgYpmgxk8dERXEJ5yrY0+TpIH2dyjZ0I7g3LNPdRBsW79rYyN4aVELHXu0EzUTh34mQqZiIHR3I58MwnClMzGSbigTiORqPW6MXHhtO4EHAV0V+CT0xjaMbCtiJU0VgCiNJoKBtnMvntXkR58C/EZ0xvxHEQzc24fc++cpY7x+gJN4EVmaefcSnT7bVkc/+qy7HYJPXlXk9OT9vaOswBWrBdQfpQxVgw/5QXTFQSltp3EO4AIFxDAAUhgNXtisJlX01eh3QHSZ8ZrTx5FRVv0YGcFtB0L5ZlnoH3gMmZPDppphR01IzM+dudID01/lKSHBdRWO53VHR8xKdbn/uwfLrskC5FRf+d2IVj2ddNyLi6U2Lh1bDyCHPBFgQCA7x7sq/7m4UJqHLXBzEmBzBRhS2dH08rK++QzO+NHn/W3wudBZxd/6JmnYvHwNSPAEfEL0EvIfvrJOKN9pxfch8Rvq61wqajKXtFVRq9NSXfPzDdsNk9zelwa5Z8oN0dPVka4GGJptJp9oK+tMU1fwt9onXej4OTwZrVVZ86itLzaEcpCB7kC4V2Iz5mjEtqYAqYHU/voyPet9KnVzlRyPaDeyYWvp4hLhX0a3OTrQ1lQ6/Mpf/kR4SBf4MI78BwCjxjLsJ4p4M3ohxlQnrW24wYUgJIBx4OLgIrbSMpLRExt/azqhT3+MDG67B0ge4Ahqi3RDKrNvHwtnQNvUz1sJFEocRoB6wLnxPs5bQcrGFkBToH7cz+3iGsbVuY2FAyAocuH+v85xafSglxGlFb7rt0zOCSiugy8HcHa5wugdy1Qepts++zEqj9gOTvoN4DcGwf11lw8P43d9xQK1/YA+MEQOmgECMwLj9UubsZMsPyuPp2eqNEPBuaxyHtpWLxMqW9oORoIlA0/XdBAWVPF5TiI5fl8UtSqQ5cTnohq9TCz7u2+j54HK2khWdd7rjkfnqM+M7IDyYp0aGDWMazlikLaLpo1osMrwvxJHNjLUqjer+lS5icM5Y7EV19sC/xD1NIn2dZzcvt3Lx7EcZby4zaM8y4NOCU4MpEwAjNs3jCDGuOrN6rMAppvEnI2h41UdUhnufYs2i+/WTf8eRwd570ge+v5X6diUv9MFDp/Vs3Dmxkm9H6XNV41hnbmvoy+juVSfBHv5Sz/7G2b38ebjlv4JZqLGI051rAYk1ePIIhlkeC8kvLc6swQw/l4PPO/tWmolAQzuU4dLQ6/X9bN+r33Xft3bA8AgehTKEADArgHIYD5Z9KtCi8/jVaDHaOp8VdB6Q+N/O5qfOiF94VilSzY0cpQRQnMXFz3PrCJ62vd5boKqHsCMhM/bgh0C5Yj4vOusCM8Xd/bOpp9PTx8dI55FVMwjDRmNUzkaGQ4CXG3Xxwm2zkVgCGaSczCqHtxFKiBPmRrNq1e6XnnmlFKNjsqU0qYCGI6tixTxOZXveg3jT8DW83wdgMVxg5ZY6atzGs1RZbKX8bn58b7jjEfnrHZDHUwvE+u0r3NaF8D0tkDlct2V5rryonKksjOypbh3lbNgdqgttqLWIQBMwOLYdK2QhhHltrVTebgOP+sJq/AdZh882r30h+AEYAf+xhZpfs6NRGC+TwDTywv/ZgSyB2aUJ9rKOV3RaS2TQfJzBSFmvx49P5KrdcbQ2x+V43XHhzZeS8A2GofOdxk9/bv/7y99zCMwakDCXy4CGFdq/xcHyo2cF65RGFx4agQm+vAai1cAYDgRbVsVW6+H0EJxEYVJ4EIQk45sJOiLACZcHyMwPWF74+5/DwCMhi7VSPWrUDKTAAZnIsSqanWkQ1NINL5U2t4492PQ7z29hz5lRdo7l34+2l7/eRHwxL4iovuepuo4XAqlWLcKO+pZkH5ZC8AEaGE+lStE9suCcTUIxzVCvH8EPhbaShmxWH+GBbvwtKRmqnw5YAvZGunccYzRKwEwCwYFfOkiaL0+HWdMvYzg2X6FeBye6HiPA2Aoe6Px9I5v3fmtuk/npbqjY1nVRtzr4uGRDUYw1gEw3MGpesdxrASL7FQiMMvHytCoApioe4lYEZcay+M4x43A0I4siySMbPmqgn2dq9qA48jqqA3q+MgmrSOHC/qaNgV9qWyv4u9Ip7V/Li77nZ/ryGv1dQOANKKJ3q/z2Pg7f/EjNs4ewDDE30dlQiUO/N1ALa0xYn41tPaIv2DUjV6kJ/x8FPuMzSjrppB00KP+1CHG98hVxjxQygMdixckoj4iFalLZYzAhbezRgpJhU7rL7x/2VXVC9CssPr7SOYBTA8AlOkaTcN9oxRSv6rjOEA57hrj2LUvFSQFYCPjO3IkUQMz3U7OFaQ6Z7antGsOPWpc8KK7TUkd+d+IbEwiMAFg8E4Zrj/VOSgY6+e2jrHoHc1E6b2uJWSwGosUPX9vCu15djznzNysA7x08rrKAPWGBO2rUeb3I4c9kedcrHCuTBX0/DrueJR2Vf6SVipbPY2PYyCPc6/KK/s8jmMaOY7F/qfOOZ5pjuWV0nQIYBzUjGpgWmSVh+gp/X1MMNq+kF3yI7rndWcrUkhMkfqiDLsRfVco6GG2zmtQIvK/Wo40ktRSZr08qT433gStWdaii471+Demx3HkZI6iy/rHd/3iY5126Dd7XV9N4yYjIxvZ28rj6JneO0u3ZPHIBiudNv7f/+UjFtHnKh+Fu6z3wEo8A49cbcGA2q2Hnt44BoBBARyMsAAYP6wud4bUOgTPgTrJA3hkNMCdAoBQFlpp372Q8l7fv+JABVuw0RbGHk4gtgTFPEdOM5yQ7ArJc2DUqKtjrWMIqkwUuc6jFgXH3cucYyh61MD0c9Ux9N/1KaS5exXQTKIGoJUZlv4k3R7AqJNW+nE8vWzo/ZApF8CgVBDD2QR+xHZ4dah8qWdvaBjpqk5fVoP1mstoW9dpxIb38PDFxdXO+m9ubUooOhFECFlOWcpJ+98oeuxloFdmpy1aSKBTt/Pn9aCjF/tMfxSpyTe4P14cKLuouu+ZrnSeJbLkOJSvPPKg8jLH5LKtbcrnFv1KPXEStWPttX2kIxy4ZTrTKeHzShtBOemmHiJFz5u0maGHPqoyOro+p69TWQugSp0fOYmQhfbD5yPaOo1qa9v9NOf+jjqX+FE3rzUw1Leot+IRBdPFKlO8PocJOZs8Nxkx0IFF2toABlTIQnIHMCxoj1EP6ZbAlrY5nnGv0klci0aF22g2Bn/R1+F4kLBr8dqC9QBzWK1FhZtITH6v1Kcc9s82Xk35uRiBwrwDwLSjIeZkgHLTaBU2FT/Njq4Gis1Gdoswp0LupPRARpiK4/4sbb9bbDl/aEezf5ffv/0/A8Dsp/JMD4TDqtWF3Y1TEBuDPToAIRedv6ZgNArgMurPinLZ5wPrNyIw6dTcOOmOKLyziIfjAXe0dyGxPbY5cqp8u3Ss+APdN4PbxqRt8Nwbd+L2X7yKUugARcrtr73x1TnSGKnj7RWT/fZnLjijkB9OYVWBVCOnxlJX1ryH4yFf+pU2x8/78D1SKgfGj37c2m/f/gK4EF73z1EusMsCltyr/BEZw1uqs19F/OS/GhiOuzqVBLwUct05wDRav6OAND2Q2h4qoBuLY7x6nv1BuslTpr7qDgcHsNxtZO1vL9aisP8FYJOKO3Jw1cmJbeS1EUAa5bN7w9PrEguoA0wEqHC3w2PuJd1IQDXRS9eZbqdjOhdE0nq9QRtblqaGycKLPGAfNs0WbW5Z9Nd2QGJe4VhplegAw9BijJQFFG8PQV436RHNer2jnFeZSsCxzOH63Nx+wInB2eZ+IB97OESfT6bl1a5pPyM7Unmfcod7YhETTlnlefgZoMO+cPuTkUIMaYH/yV/o7KZtUFC6BAg4KAeH8c63pT8VXEIWFn0Ix9+3r7a02R7MlVF2gtrwpCEDU6/KNkFTLIoABrbtvUs4aBS02sxdYL19neiQgnrIv0y2qh/DyU6LWCTHicEMDITNo04pD8l7+LlovSl12DzTCVl8RPe8rw1G5+p3JF9CJkAr0wpEwLIecI5nc/Kv0LiSJEfSAGHusFwiE0LOyVwrHQRYxhx0rqk7f+svfNjGGbuN+joSfZmSC4UDGtvRcZBFYqnA7LB/3oUhFVgNmgs9amFM8DWFpApAQSLAgQHYyIPdVMn5WZnAZ2OzlKxqBIzpeEZCpO16SsUuMO9fjQHPkFFBFpCGy6TJnJGD8egBTKDGtguJYw1jEQqoDp3d905e5zAHSPQ67j8OgOG4dBu08qEfD2VMDWTIJIx7gNieL5XW4ix6WQo5y5Vb8ng0315GcE+/C6kpz/oRGD7D+ap8+jjUqKV87OzsTPhOZ9WHa9UYcd6qZ3TmvQyPjFIYwcV58dl+/D292K/PL82J8gefe7nUtnVuPo7cCg8ngn+4F47F9WE/dBdR1FhpY+xwBtuRgs77qT/6olcdx15uRBjR45Vc42Jgjr51/l3ElcYac/DTFnLl6vTx2bGoti0M1Vn1Mr9oM8azUZ6qPVCbMrKF1GnlZy9rVTaxMJRFzzK6NjmdFvz2MtjPfSrfsBMRgZmqVtiAZWlh2hgCmIj8Um5joRvSHeI3BUKUej7TZtrhpfwC90HOo46SkIdz4ViarUqgg0yB7Boj37a2pjZD6dzTa8S3phdWU+Fg+jhhk3XG3/jBMS+3T8voibaareJcmzzHsxt/87//NfvUnAeJit+e5knENxXytmrqhV9TK2wLBYhEnJwYvkMEhn/3KRkdhxtOd0yYUEOy6gh1HBRBnP2hSJcM7BV55DTDsIRRwdkoI+POMaog4ZoaOb1HhYxjgKGYngFBtI7i4wYU2Ye2x3HT+c3NqweGvXD7c4g4GeLtAYwKovKkn6fytadz/1xPb65SAJAV0Kqi6/xppHTeTTkXw53Kn76dVwPAqHFVmVxmTLe3p6up0Vz5PGSkH6d+t8p46ZxHBXe981BeKjjtZbmX55GsaFvM4eOaA3GPAGRkxgFKgHmf215GZR3A4H4sdg5MV3aqzZgC5IjKTGQd/fjOM9i6eWOttO8BCvm5DAjUPgGkMQYItNSEhE+MeQCFRX8BVDRdS57qHFR2FUCObEk//zm5Vz7pvPrFVk+XvrBa22/kXeUUG2BQnW1OvKWQtH+VUfZLGvbPRhmEpqKao2w2ciorQYe2I2s5EJpbBDQAP+UPxhMbIyI6OAX6dfw+OIrqlI4xn4ja6k+vu/y+l9fpeFrGo1tvT0UmAx7RZYsIjfgSdI0oc9gJnlLPyEk0PceXHgD2kZzG84js1Hn/jT//IdO5WP2gkfpmZ6Mkt97xOw4g3qYcP5NVWa6S1WF51CJp3jsuABgVlMlzuYJp1+Bk28qlCWIjTFIowogIPldk3caLe/paGralkQ0aMs/W5rz6PnnPCLSRPhw/jUsQnquPGNcUYOQc6+FO8b0at7laoF6w2HbvYCnME6DFNIU9ROCnc1AjoXyaSnwLPwfozAjcQC6YiiBNPbwpACaATKy8R7RUoLCQgpsYr36ETV4wp+8XwPSKVxUrhT5WeFOj3MuR0naU4lFHPXJSdf5IeaI4Pg8hnBqLMR04FpXPkW4pz/F5rqDQ+/TkT847xwR+njx5spw4ccLB8q3dW2V3d9cWMRvl1KmT9u+0t8kIYxT4mwUyVdmy1NH+/l65c2fXrhW795T/w5gRidnb27N/SAU0AOTjhW5Zm7GKnp+/60lKWk8zypk6BNICz00OrIP9DDEu29gYwYUb2gdYse8OGTLIlX/0Nx2b2oNRv3hmBLT6xZDycdSO8lz1SefHNuZkifZsvYiQruKbg9Nx9Iu/kexH+jmiMGiR9cYZcE96zjhcXwkH3+orbLqo5NQeKxAK+zYbxexSHu2AQS2RCGaPAFuzhdwkMw3eHqGWs7Nt1d5koGFZu03KNHK1XDFG8+39TN+n6szU743Bl/rIkc8ZyXGd91//c79yFyEuKoUKLPLTKswcGM810Yb1eVynUw8XNE0NhFAe2YF4ezVMxJU3haqfCNo/9Px32COdtBPQ5TKMVjhOYzYEM0/H7Y2yzlP76udEAAPS+1kiOORNHITPNRFhRInaXHvlX8fR0iH6MTmey56G0eYcjdJjZHRH9JwoUgIYTxsKmIk5NGTttO0AHcHViI7Of9yf26GdVgmAOU4XxswTc2WOE3hHRpqCq2FiP3fHc7thtBZPz9RVTRhRtvP9A5gWtsb8GeGgUqsxbAbEqRp+1cF2gDQ3FhI2pfFW+iqAqcY9+VXp3/1dDUx3fSITSUPnlYAPH1vKNWtgRs7MeWnkx/hHOoC+EHXCP3y/b6Djzv5+2bdo9okTBmBOn/Ijy3H2lNclpJPe3tmw73fs2r4BnptmA44cvJy0f6gv2hcA42kBiWy5LCWImNJ+8a85R0BZUkdKuaXNqjx2AIOIj1W0+JlTDRj5fACY+X4zoWvdlZNIZsjjTudGuoHnNJqrs6w63dkn2iTyPVCfi2fwMWXBnXEupJoDw72B2jw6joeWRLqiURDFLWnoSkYjKDejF+RqZIhjiHEjXdR1meMniGYUXQEcPu+77JmccU6pGz3tVQdDxsMBkZ51cQ5bbfVB/f2uuybTsbAIG1VtuvuTiHyn4/I5eW2PnIfTbFXbYKG6OweoaIuCj+G71Oav0gnapC2rFRrNSyMhbTzN1sZcY85zNkP1at5Whixy7BPf/9f+3C95ja0KKgUXK4ZR6gc1M/hhJKYqdDpy/1sVoAr5FMgcHO25tnAS3HEyh8IP9gO1V6Oahp/CT4K7gEFwcjUEIWtK107GJdHZ30JkJkGRbisOu9OcOIlZ5+zfhaDAT0OtvegRBXAOCJvCNaPJgqd86SRXF6mc6gxJa85VQcA6wql0GNE5apOmFept3dQAWsw7jF1dcWfEJABJRpkqqIuCwUlkJreX+/22yoYx8XNobOWNF2V6iggGJhWcfMc8D+0eppAIXtxY+KAiClCVSoyTzh/3ox0a5xYpjJdv0pI3xeKqrqm+tkfeuuJyt0C203gdANyjBdYc6yEmxkTpCtpkpIj30GCFjEV6VZXfjWUPhNJhjoyEG23ZNjsCICrnKnPaXuUP9I0Lh+Q/DD9sv/MlP4NX9jYRo8WWO14M0fkBfcFzHrXZNrBy0mXi9u1dJ8GWgRSAHTQFGwTQA2CDNvCdnyKN6/b87b07C2H3Ca07y1vX7RijS1JIQbxKoEWcJ3pPUQuz5/dvdQAmXm+Bs4sawKt0tKewO49H1i8DMPFM2tFcuLl9S0eI4vMqk2Ekgt45F9pljlTtKW1K1ekEO7P89qaxOBkAiTGRE8DAPkd6n7LMReEEwLje0reHTakAxp0iwIFEN3F/Okt1mAq43FYgVe7vqUNK0nZ/pV0KvU359PEzhU/ckouVpIvLvoCaqNmYXPK/fZMKitBTJxUIViAU3cWP+49Wo+Iy5e0EMcj2uBfACXsak6P4Mq83GxzOvwIZtDGR7iGz4hn7j7pG4a707FJ19Iv9PPuDXZcBFY4dk6RPbUIQNNLrG3/1v/zb5uvT8HcCS+Q7dZLhoCkolTBYYcR+HScq85AkjRpFfgYwwOcarcnP8880xxpyE5EcGg3HTTD4aMfnFDUzmPXU0YQB0Dnoip5zqsqQ1fr+DNoKKxCOHqImdAMVNrfQPk6YhNTF6iRoyPFPUek8Qo1oD396INODmX5VNhLLlQBGioSbQQ2AFdXz1I9mRNVo4FsCC3fiCvZkuQTjwR1AoKWH+jOyBbUhPwBk8ONIPmkP2Yq5hgywjoBv99YdGEoDsTWV/yHjuboMyz35qc4E8pYRSY+MhTeOdigT+aQ/49cmvYfxxUOYC8YPMUrnojLHBx1UQHpTmZX/agT9Hhn4ZHVYlcNvqi8vDSAxBT7emTvh9MQu21l/ltf8b/CjK7Cb2APhueuH/dvPYloFXy6/fqy8Q4SaPoKsbW+fSqBjUQU45ZQrABw6ZO4YrHoPB5QO3O0CnPpBLJJW/zgzMLNKc09VOElM10GrpA3tV/3edbtFYv167lSsYEMGMLWn8QXliDzpdYr3hAxDXqGP8Rzl3h2wAhixcerQw2DmfPEmX3xO0McdlqDzBAykDXXZohyjGZ/n4qJnRO/eBmMc2I2H3UBo88BfXdN2QDa6NDmtcp80m8xrjsl1vnwvHsFBLsLyuapfmFf6xFH7vFb1csn9LuIgMbom+Oh8T+hTA070J72+c/Hn/Wafqndoh/TR603685P/UsOwTDsSkan8oh+X92bhRiCXY2kRopZKW9ZjKoR1svrU8I1f/M//b+u7OfO+nqMpTnP6CHERFAQaihCVvx5ABIuKPvrt96UDUACj97ItTnb0gjR14no/hmXufxbAsE0l/LL8K+/nPQReuF5p5jbBHFOehkkAgx1FrO9QAaPjnML2RdZSkCmgcwbwuACGPamD9LB77nLycblShPKRz5XOCdx6WqIN7ibp5YF/aw7ajbAZMnQUtOR5RNwZBycXr68gqPb7HCI2Jz+hnPqs1NW6SkkZ5Ss0SFf93YwUDU+FbmmIFsOiath6XqlxBGhBSiHehdTcK58fgVZtm45q4mCSV72TYL+8runfCs6EcL1sUR/DaAa9e0Cl/J8bE3YD4ce3rOLttgnMXVdCKFzumJbBNlvfqWX9erEvAJ89s2+RFoIsXKMh38YqNGtgAFyQHsDOmBMWCpnG4xb1izIZjnn6UkWXeThpfEdwl/Kjzq2nm9JBeTIBeukA8D11TiMSKu+qR+7r3MbEXCY2rFtkjPjh9MtUVwC2Zs/7+8l/7ae3Ryrr+l1P6V428bdHzbB4gW77YjQqL/VH6TyS2TFHVajts0e18eqCVp/Vy63K9ZBuSesKosRvju9Hn4j4jFNCqlsKVibyWG3wdHfVOvdr+ytpdMwbXOa6xZf6YvVz/Mx3Ky6TEeUJYH11wwAAIABJREFUCvZ7gKbfu1z8lf/kb1YY1QMNddb6YM0OiAK6Q9fVdjo3VS5+duSG7wcARgGUMnIh35wDUqVoShamFsfNx9uwpwqh89Ln5wCMFvcqHTRC5XNLAGPHwdrnjMDk+z5CgYLUKnxzzqA3GE0IWqX8xLkkvdcRjl5xezpzvjpONWQ6thFfaJi0HqSnFZ2Vyw2cE86X8FUgz/0JevG5ST43r6tT1zmso4vKi54vXMVSHtRo9ko6Mt493TieavhMUOIk3jGAwf09iOnnyoLVft69k+gBDApeVQa1L9K65y/vHzkPbV/b7ekLAMNrrFVxkAurYTznCd2+sss6Mxbq3r592501CoANknjoH6CmOn2Tmx37zp1/Pr9nNQ5ILe1s2E7HdALL5MItBpwNAExnx3xeBrDnnHlv43qj2zsSvR9ta/SXfCVdJ7Yqo2C5XKx2jff0ujgnCxqB4c5OLkh74KWyMJJ9yg9TQKvsT29vA8Dg3BPoOvKJcT5JW9s3rvVOW/VKxzbiM77fxIoeEicZBB2PynevN73NVB5r32wv7l8OYFTfVHfU+ave8/4R0OppMwfA1rGNeo/2r3Pr6a26wbEs2rD1IzBob3v7xAKAQduKETZ+7s/+n5aajRRH72R6xWwTa5EWXouwV6QZeqXslYCT9TcEV2fEdNI0vaNj6CMMSlBVYu/Po9IWmvRClAAwNIz8zHGR2csAjApw3+/EsOXRd3gRQIQusMJhGijOGeiLrqZCPxUxNQhq1Crds16lN5LrCKoqAsegEZjjAhhVeo3AaDu6yq4F21zlIkyN2hb8nfUxlKc5AKNGLG3GehmDlIeR0eqVn3/XGikgf0nt6dh6Q9SPz1NLJhaWZaypp54PGunQ9vSzGofqPNKBj+SJ1whg+nZ1nL3OufFnxETAQG/QRsDN52aN8x1ojM4BjKDgdtNrruxcF6vmhf2gbkB+EIFBH9iBhL9RuFvu7hSAExRh8kAyruJdBxIAR9TG6hyszm6VU12MSERUw+mA3+DU9mLtCmk4tZORnuid2sj4LzP6I12nvQo7mwfiJdjidyoX6pyn/UcaKt4Th4jaNAKjQIh+weXWbXurRaE9XUlfMUY6JsrCli1eouSgRa97zEl6jvR1HVsHLuLVLP76goRHSn/ysre31C3VcY5BHamOr9H6+wMwvS1RoLsMzKlcLvMta9Etdb+3UfrsxP+JrWjjZxAhi3jWSOmizVURGG//L/1Hf91rYDgI/d0UJkAJiREvDIspqPLi3BjmfLWdYftxZwVOo37ZvoITdZIkYm8s/Dn8A+LGmLrweo+eVfi0TaI97IrQ670xmgoyXjSIMGju2XcAgxBpKijCbvmPbep4pnSeHhtNZVKg2dNgRJ9eUDl+P0gsQ/O85gDG5tsbil7ZSTNdFahS8Xn9jXEQINXfAAMAsQjT478sDCNN2c8IwLAmp/K/5rrWUc2QXa3J0Dkz1TJxylAYaTqK07KwUPSj1q7UuoF4ju2j3x1bdXqxKeY/I59+f8pyz1fyowfDq2butPK0VZPDOFm3pYYog6rbKpfsW40900A6R6UnCuqxkwh1T6gRAYABQNlC9MWLcP3c7LKzvWPABumgttUV7Zy2XUonTp4q2/bM3p07vnU6jJyt4Hdwai+2VAeogTNEG5jltWvX1wIwbTdN0sV5lzVrSGNlIkqjMyOeBKfbYlBpOcdDpdmI5mrfwrZFDYzaYMry9EwpLQ1ob4sOmYP8owi2BaiqDcjaxApaMlIekZvIJ0/0Iheh6wAZ9oHfBEDrABiVv97OqA7NyX8FMKzLk6NAqj0UfVSHrW3iXgfeshO1BxZtPKtTSGh70lcqvKcJ5bUB9EX9/SPbofesQ5tlNkNt5MRWUR8S6Dso9P9F0a/6/CYXxwMwPPdmwUbKjsmN/+k//N8txZsRGCnYC0cSUREKDye6basRrjJU6KPAj2AoIyq+iglnEc4uQIvXh6RiRM1D3B+3d4WRdg1tY2stC0PJJA2xhnLj/yLvvQ6A6RVDFQyEh0HEak9pQJqQST2AQTItjo2P03Qd9XfbOdVocS7ZSdiJuDhxcNpfr1RzQliFZwTkkl6qQMeJwHi4PgW4ByzunO17hvXD9kX4j//c2WBcuOb3p2wwjeSsbFv/qlKg37zH9V3GwLxspeEMYarDrTsb3C6HYYZcZvFw5U3yApNiVb3OuRn1sEAxVu5mYttprOyOE17fMQWozZDKWJJuGFa/628KJKYzdsBE/iYN3OHnNmOtHaLxIX0p6/pW8ugr9CqUtDkx1SGnF2FeBUp2MY9tRzQFczlhZ8LseATGdiKZfgF8QFZAlx0DJHctcrK7e9t078DBzqnTJ8vps2c8vokIzG0DMZANAB5ss4Yz3rc2kG7CPNA2UhM3b6Ld4IXzBXZhIBMBCjC3WGwob9125a6ZsF26gIvzjoIGmHx8x90xbbWfgJmLxWrw40HyipFHDhGRpNZ+WkbsaCHg92dDr0A/zLm3YbrRgeP0qfoOrpx3GJwJX1W+fEGYNpo64qA3i3gBTJutEeHrqK3OiFvUMZcoSI4Ta/k2bacBCZN6jr91h1+vQzPqnosVRmAQnQt50PQi/c4IUFKkMX7IXOz2Sr9Euvh4QcMYd9gmdwNZaoSLwWvSmuN1m+LDyY0PlEfenbZzonepX7StlGEuRpCS64+UmKPPMropIFkGUikv3FHoRSVV74wWHulbZZljJC4nGQTo5Vn91cb/+Kf/N5QeVCdAEBHndQCex3cEIXg4tp6Fs6F8KtDhRELZcUvc26+qJ/elUUR4PbY/N4BThTijplwZcCJwhHWF7qIRouhFvCsIpsRZQHopNAAwmmbrQV0/D9+hkfvfg+EwEvMv4pr0y4gIIiGdk6CQ4X7Od0TTanxToVxh0FY6a7ajKTWOoa9/iSZahK5H/P3qg31XxcwVm9MM9KRMCJCZ0A/XcU8C6B4g1fGAPhX0NofD71fpSfoaT+fodvswa7bKcvDZClcnCi60pLGggUvtq+CTEZLGk5AHf2O5GLvafnpXdRLUQQfr9t82Ig4OfmLBQBlTa+919t2Py01X2R/jjTn3AAZfgTbo3/kMnqRxcQvgoCY6avNrW10VBGxu2VZoA4V39nf9YDocXucG1mwJ0kd7t28ZeNku5yzSchcn7hpgePHFl8v1a7d8B9Ot/RvlgYfuLZt2lMIde+6WASHo5Rkr9Dt78nTZvW1pKNP4l2/eKOfPny+nzJFfOnvBQjpnHAAd2H5t9MfD8rwo13UzfwJ91O3k3G3Vop0RlWyySklBdDYjZa6vcGoGpvIU7d5WLdhJt3XGF99OHhHRiFJhLLl7sQKkoD/l0keQPEgrY1caAJtMrU6TgpE6JrzTowOY0okdfvjHYt9Wg0e+qw3gmEgrLjDbWELO3H6lTaA9U8DE+0flDd6Hjct3MOW5QhNdojynUuqCWH1WjNXsDQAUNo6lLtHFUgd9nmwLAAbb/rlDLemvkWjaUpd/+CG8PiIBDWmGrUmbVpDODEHIYoCYQ1PeOEG6+UAv/Df90bd+hw2z2SEF142f0d0m4K/sE2hnSy1/X11dhDvYhD/JbecuQ3Gmj//497hoQg2/j9Sw6TMOcaxLCNW9fmh4HiD9yOxc9kuc0fuijf/uT/18TSGhHY0mxAbIBDD+OwFmOlYVOK6I2YY+5wWayWg1eosAJhDtAUO3JEYycxOFsRnJUOChShLCtz6AUdrNARimE0bAhfPUuVBI1ZlHqmG64h6JFJUHv+upi2nAhvcLMFSD7DUadC75YL+qrO2lYXbhkFUWhYVGhCCEc4a8UnE1FVNrRVywQ6pJW91yTllTEKafFfT2BWEcu8prFe5UkxG9eK0CGN9ZCcORwu36l2+LngMwQk+dt8oPacD5k/aa8qkKJQNV4+dyFMJUFwBoJ3bnUJYawOT8KxCROYUqwXwsAjPtc0HG/an8SSfvgMrlpEVo6/wSINFJ8fr2zmmPZt6+c8sBDFJC+NmHwzYwgn+nDGicO3PKi2/v2Pbn7z31XPnOd79Xru/eKHuHt8oDD14uhl7KbXtx4K79gxM7s2PPnDpTbt25bffd8t/nzp4tF0+dLW979M3l4uXXmZPbqTucWjRGnJKTGA49aI0dTQA8iBZBXrECjUBgUIKbECDa3HHIRaDvbLOGuG1cZR+0RTq6yakrhv/zt5NnWoIpaz3tmO3w98iORrsAZtNVLtkWwyfwnNryeDauqZNQxxy8jAiT2n7q6QQQio6M7OrEViWY7MGwAhuOQ+evtU+97GufyoPJfdAHmwvAhe9n8/k3YIvPi4diIgJjBzLmrkjSQccXKptxFtDV/zX/HsDI+omw07RPkwM/TDR56MA0GYP7HbA4MApp5Phr9EWAAefS04LqvM5vX8w5sBIAk2PqaVXn7QcbYpyIOBDNGIUT0CWh57tPALNxdw0A89/8yb88ADBUVqZ1QnF7Q0eB43eqnBPHkgCGI26rmraKU8MZ7x7KMxiceUEHw71phFtqpVee7wfAKEUVIGk9RG84eoOiit2cLlcwbcsima007DnaO1Z83wMGdfIaUXGSAbVDyKOz2nxvaHrl13bwkOZ7e0DC+faRhn5ePYAh3TifHrgoaFxw6unQde4Tg5FGYZmCTpTfV8Ek1DyA6Q3sCBD2QEXf/zMx5BqOF91Sh1FlhOuWnJfXjuTbc8Fc1xXqiU8aCKPCjtTdEAFfWeOARIpi9q3AasE5QgY6wx5dLAIYWOqeBvj7xMmz7rx3b990AHPmzBkfz509Sx9ZPcuhAZLzZ07b9VN+Su+LFkn50te+UT73pS+WG7tWx3L3dnngvkv2jqQji77ccQADEHfBXkFwxmpjXrZ7rt264cDh0pnz5Z6z58sH3vW+8uij7/FV+lFu0XZZJrDvwLXP22iD+yF/d5CmAriwaM6Rn+fUIlB0LCim1dV56BIATDtAT21J74jVrmpUlfzQHZBqI/WzAo56BEKyn1JQQW3yewQq1HZ5+756DhvNM3eoUwrceW0EYEY6yLFzvgS7SguOt4/AqL3Fd/1CYc5ZxxymJ+VyvP0iiNfn2o9UXWz9pg3SKNTIXk0AWy4ue1tKfVc66Gflz9x17aef7zJ7OPcdzWIFTHnjHD0dyENXPKJL/ACDE2UVPRCaHxN6bm/lpjlTWXc78+f//Z+b3YWEfdsklP6m8VQlwvf6GgBXVCgAmNyFp1UIMUye5xC/450h9VXfFY0BsTYU2BuFKgxuvl9ZBEaJqe2PaIBro1WBOu4GDMLJwAhGAbSCCa54Flm5EBnoHDPbn0bNchUR2uCNsreF1UXmzRcMlz/aVhAc2TKjVwEMnq2HibU6iQZgFosPSUuOQ4FJT0/OQbdh67girAlaTw8B7KnrEmJ8wFHzDDHrPBEi1iLbOn6kcdKZ628+G9fi1GX8EMCErMQBj/iMaENEUbJeKvWEB8Q5MIn/ixWxnyyLFU0UuvJQvQZUZIkHzG+LhpDb6Ur7YH9xKyON0VDOxdlzvs4fz2+PUkgxf9zLuePvE5bmObSoxu29XYtwbPiOInf09g6jAzst964BjwsXzpXTdv2ORWletOLbT3zu8fKJxz9d9g28nNzaKxdP2xbqvbvlhkVZdu/esVD+jl07W07Zdstnrr1U7tzFFvG75ZF7HiqP3v+68thb3lkefeT9AUj85OZwYr5TyTcJNj2svDc20bEGiI7Fx+aGvcPJkV+uiGFlHMC12g+V8X2LIM2B/WlEK+yj66r9AshD5AcHOHIcqgOMpnDk0+94KGC2l5Oa2LJsIJ6L+5yPTMem0JC3jDZh4jjxNaJR3DHaXvfB1JzTN22OzzNtVrMxIfPqAHs9UtujNo7yiWuMujcbGxThXPVwPwVvntRh+tbu9/sybT2xj2gsIx3esIBdROhAC7VX+nlqC9ppw1Xa0n5wDk6LXFH43F0WGg/V9qitq+NKPdTx47vvG8DIGDgeVpBxHAw0eN/uecFbeuBIqYac5UaBLpJDWunvFoSweq5stX0fUIpD2/iv/8T/6hEYMj+EE3/Fke68rr+DnyH4vK6f+wgLD7hTwXQjaErKADUBT/8KgIk2cOegCKo63yRVBTCWSfZNc82Fj8g1f83nhChGN1cVPJ1/v3qO79BEgJY+vBvtAM1Pj/9mmNDpHMSe8EEFlc6eY+JsnD94tAM9uuqZ3LtgaDJPLeRR5eHrETBBNUa4fRqxiaV+PBvh9ZCVFMQUUTciUtPCeVGupuArTwaW+ymTLmPJtyl8m0YkACcwMpyw2kvIqhRSNZK+bTmAw3g1iW2hsVLTMaG/86fPeBhabQRu8wPZBDz62HJOXCDE0eG268bfGxSHv1VDEV6jbFhhaziTLBrEQgAzZVGLhJxIY65mFZjEeTURtvZ2k2/7qB0YppAiVcrVawW2myedDPv7t23XkAEYe/8RHDWqN/ct0nFkEZWLFy4YsNspt+2dR88891T56Gc+VT71tSfKffefL/dfOFnO2mBu3zooV2/eLLsHd8opi7yAjietDubFO/vllr1q4OWXr5bH3vTW8piljx6+93Xlwn3v8sJg0IqgVmWK4t1kO14QCdCDl0+y9mPHxuXhetitdDgus1Z5o/aTjvO21fWMAMxcBCbq3Yw+eEeU0QNjCEffFLAd3BeWQW0uWIuakJOnUNAczwQmoj4k8Eo58Pmm7IauBYjhqzjQSFsYZVrFMQ9kKs7gUTuvgkzNdgietrP/TV5QPjSCS12mXaEtUF5NHXnT4OZYp1F69t8DJ9fbAQAgSJr0A9oZT7aQws1jBagrart0rg7ka+1huHj6FF/SpN2tYBpAwOULNZxZ+5u2kyfXK/AO8JMxwARGpBNt5gLoaSK19BOf0+hSry9hM+iiwG8EJPIunOmT9gcHvFrJ/loRGPqtQzsGhYt4qoHy0ef3X/17f9HGOU3luGL4oKZnGlBhKOS9Ank7aaz5mRXwKpQkglfYg4keeXFuRsQGPoFUSYVzFkn9mPedhj1WRpIXTFOLnf/pxitQcm8TGub/51NN4xHilWg47yEinsw1BY/XYuhBwx5IsAguDE4wWAEV/tYwqBsfzq1D4uxHBbgKV04J39EY+FjckFXsP3GOVNLR93OS3SsFi215nf0H/5uRxJwwjEz7Bt/T0uKXz8MPNQtHWw197+FzYORVyCpkIcShtt/xONguRo3AyXfWcJxNhgJ2cCUhAFLABWXac/EIZ+cOAm7l9VCz/cOuGhTeApzgbx+vOTh/YWUaIKeX0cDz30kX5SVetRCLGRcQnyuiPKesBsQPfAJQAiCyu7CB6rYBhT1ENjCL3NaI9nYQ+gadsiA4GkVbsaJUB+v9+7jyenhE/znCC2BDhapMB8bJFFJGwtoqkMAmAD2LRLfMSN2xAl4LwQSAMQf80gtW+/LkV8vHHv9U+dx3vlIefPCect8Ze5M1jpq3GhvUutw0sIL+Ll+4WE6fOFWu3ra6GHP8zzz/THn/W99dfveP/ISlkS6VjZMP+c6r2M0WL5erO3vE8Lt8prkF3QBeLl684Py5fu1lKzI2euJ9Rfa8QQSr3dn3VBiKYzxR67JHG2DfHwKI0rG2AumI6qSLT9sDIqJwFxOC/GJn0JZF2TAGpL4Avlgkmez3lBtoGIsfg1FZpOwprU0DYP5iTPTPXXzgb9gDbyP1wW2AXeerPVwcfIdTyGksLFD8HNfuWA0S5Pm0RdRQW+RjBgi1gmoCbdpytwm5AyxsTNI46eTR0jyVma8K4e5FtsVaPpfL1D21xQ26EDYlF9sXFSTQIQf4CEH205vBeRFmXUBQx1PUwy/h+Yywqt0P9eyiknbvNvQIQC7BZLQfdTHots0Zl3lKN0cYdhQ3oy4mammaPUd/W6BzFtnQDoeWTm0/r3GcUyAkyiy+NWQyFp09cFJbH36ykjXG6ERNDGG/AWDW/oHsma47rYX39Pl1fv/FH/8LdyH8E0b4u1piPCRINUR27Y7loEmEcMzhRGr+NRnJVALmgTd14vtYWQQxEL533iTTdQwTIYWRTxTLF9XhOSwmsUJ0I0tjVJkWoWxGA2iYMQ5X46qcGRHAmFw4gZjjqHPfKodxpu7w6HkCjj4/TUDAA7Y4X9CqhdPTwGO87nSl1ieVKkBPbMMmTYg8tW+CF46VeVmsHjF2vmuIzyovMSZN+dF58XwOHhSm/eN5vu3XzQQEBMRJAKogJgrsCAjh5aC+MIZmSPHyNxhNs9luIFGsjne7QOgSwPRyB7mpqxyYAlsJ+io/3kDgmmNuwNpFiJuRnhbVccfqxjQV0Q2cjcOPnMf7q1rUgGAYMqIgFewBwGCYHM4FzyESwG3Rd2wFff36DV9FwzhftN025y9YmuO8RQpO2KoeMmXGfvfG9XLTHDHuQz/YLnzTIgs3DXj4kQEJbHDuCVJGh1aHgT5OWH9bRsvTJzatXuR0OWfg5fyFe8qJ0xfKhu24ubt5uty4ebvcunnNdvG8YMWvh2XbilyxjXnbwM7FU5ApHATHo/3NwNp3O/buIdAYW5QxZwdbOH3WaLqHOhWzEduWssH7SSA323YSX4hui9QFz/zSBCg7dyxVhPYuXrhk26P3ytWXrpUzti369KlzXheD94ddMDqdOLVdvvylL5SvfOmJ8qVvfal8+/lvlsv3XCgGX8qZ7dNl78SuA6pr12x+ljZ6+MGHy+XLl8v+rd1y3ezSk08/U972xneUP/Sv/EGb6wUDHpH6wRwhu5R7nn2Dv8O2xFzwUsgDAycnLeJyzz2XjJbXyre+/s3y1FefLI8//Y1y/uLZ8s4H7y1Xrz9X9uyU3509489JO7vGnDpMNWDdgQGHW7cz8pU6Dpq292eF+aVuAYRYx+XWrb1y6Z4HyqXLD5Z7LQV2/30PllsmJ9ft39YOzsCx3VQwUfbsbRsXgMWFC+eNP7fKSxZ5eu7ZF8r3nvmWycCVcv+99xvNT9qcAW4AEE+ZTEW9joOGdEzYlQbdvIVCaQNuAJDbBggPjwwYW2QL5+3s2Q6wU6dsXsb/7z59s7zhgdeVNz/yVqO79WFjwg7LXUv5ubvyqH2CFZeHSKdSn8O2tULoVoiLYbRUivMld7aEe0n6uaa713E7fqhFy3C01vgWgF1blnjfoe4AhqHnkHXYx23w3uSSh6o6PPDFSIIEn0MAEDpwykvvt2hnFxYgnq6MKDzKCGIhZePEThsXu+iLNEJaEv+mGx6seHiHLwRugJi7EQNzNDpHe6yAbImYijEE4FEWfbt0vsNLf6Oovp6JFKIb/Ohqimo7GUVW2+mfSdNsY+kvt9Ohk27bA2/6HDUitPGf/rH/wex3y2lOiA9SC1HIQH/DKxUwf3PwitL0mgOWPFPFV3/5fhFFrPzMAk4+z4lqpCJBqYM8BzA5ORfAOnHk4eOUx5reMaLHhoJp1MkplEyp4W8Ivqc9GvHoAHXcOk+mQgicOBeG2lSZOS8Fa2SQK74XD7awU993nROUtoYpowgR/RGgzAGYnvZoz8GPCaDWmKhykTbVKGB8ub3WZQUrE6NXtJMRDAcvAWLuGrgAcAnA1IpK70auQsLWIazk+STFZAPCtj43NA7SwXOP21i74HfLs5NGnq4UHeIheLFdNgAj+6PMU2sI0B3wpNzAoPEtsFjRY2cCacI3aEPuLmL1b2O7eXS7HACg4XkDCVdfvuKA5Y7pEmi9d2fP/759iAPacgeajczpaEb3lBXB+mrL5nvx3DlLnZz2OpcLZ+4pZ8+cs63Cp+yeM+Ws7b5xJ7Vz0hwx0h2l7Bn4uHnL+rd53nf2tBtHFtx7XYP9QxQHq3AHruaE4Dx8pWpjR+2K950AJowRaj+mRrMCmKqLsbrEjQcGglB8fP78BQNtB+Xay9f97zNnzpqDtLSSzev0GbwO4Kg88cSXyic/+bny5HPfLFeuf6fcc/lcOWOAArUuextxgN0No9W1l18uDzzwQLlgkZJdi5Bcu3GrPH/lpfKB93yg/IF/8feVi2cu2j1Q3jjwjgCGsjQx+Bgn6O62AhEPG4+dPfOygaRvGoD5/OOfK7/xrccNOG6VH3jLW6zdl8pLd67buIzvvtCx+hVfKcKOGIi+cyJsr9CCCwDVd3yPRNSVa1csErVvdTvvLR949wfLg/c9VM7bNvA9A2XXb9wwAHPS/hmP3EzZTqzrL3sk5NKli0aL6+XZZ58t3/rOt8vjX/ukRaKeMWD3hnJ6+36Ty03bmWURJA9Nxmq4yjf+ykjC3p1dCwrumRxZGsp2jG1tnHagA3nYP9gtZ88aSDE+ffN7z5Z3vO7t5Z1veo9Fxt5k7zA7b/VNJuOHu67PsbW/zVt1Su15A28hf9QxviCzX7DVhUf6m7CTqAsLYFNto80PwABRCV6LtgJExIInauSYxnL+gQ9wmk6TrH9zarW5MG3k9gZbr9NvOg89jRt9LgAYV4FM5vrBpgJgUj8wwCmAyeyE28mwG1s7WFiPU2MqZ85jt2lxwKP3rDRyXyeTC8Y4v10N0k7ylowLe1v8CVs0fdki+dvm0eaktOkxQm00P1ReJn2d14lgFgDMn/2j/20FMOFUpEixQ3Xs+I4fRjXNwZJxcwAGY4sCNYQ+A8Dg8LIKrVIwFbUpsRaugwcQDAIYOE8RtlDUVnVeIzBw7MmwakhCAqvwejrA/0XYLyIwDSX3BFfhUHSIzwpgesWm4JPmFABnoAkTQrQ16kBB7pjMcfl4E51OjlYndIW8dmBUDSl5T4BC8KNGoAI7giW0x619QhQaLY/UgoL+m4dURQTGnXTu7EAoDSkJVxQBm6qUNDiVj147ZEDNDBJAqquppzzR/hTA+NzM8vfzDRAMIW9gKZx2ylLSrspeAmUaPtRFoI3dXTPefpDXXatBOGkr98tm8C0aYsZ87+Vr5YWXXizffO575dvPfcdWyi/ZluE7tuK96s4p2rbRm6zsW1oAZ5mpPX2oAAAgAElEQVSk6XKKeoDb5mr7jmpuHH3gPUE7mzb/ExfN4ViU58Tp8rp77i1vfPiR8rr77i+XH3zEAME5jyZetYjQSy9eNQd5p9xzyc5GsS7rVt0ErIhQeE0NDpXDXHwlSp0CgQBG8HI1I7hbuIjg9DK1ANBBS/Da2gTIA2DBCxlvXL/pzyPihyjPjhnnHXOehwbgHn/8s+WXPvYFc7wvGMC7Us6dNwBn33n6Kw+4QeQKUZh7773X5nnGgI5FtF6+gUxU+eD7fqj8zE//jIG7i+XlF/EuJJMKhPINMGHsTCGF7nBlDT5ENPTAxhAgZqM8//yz5ctf/lL5/Ne+VL720rftu93yoNXd4JC9QxvTUbnpsnVgoA87oAD+tqzg99y2bflOL0Gg5xgedtOvx7d+EraBjJt3DUDc3iu/7Z0/Wn7kfT9aHrz0kG0pP2fRbovoGVjbMvAGEANbhPO5EIHZMfB0+VJEiZ595tny9e98rXzia79mYPU52511yWhx0cL2W+XO4XUDfgFCXabcLjr3cjywU7DLBly3bceY1SvtFAPIHsXFnG6XM6ehaIflRZPntzzw9vLWh95THrj3TXbPeePPWQN7FjHIhYnrkwAlXan7vNPJux4lgHZgb/8pgOn1X30Lhs908XQucRKOr6PqgiWcRdiHdoYWiODgh74sH0B7TKk6wTo59wJ9b3+6CI5YQVwPOsciK/gfERivyvR6SJNHvIm9A1rhSxAPAr9aWwEYphGYGFh2muNUoLdp9mEUUeFp572vXvDdde4B7BTzjAAMU/EVwGUame3OYQTSmL85h34BTj5MIjB/5o/8Oac2HZgKDUMPk5WK3aBvndZOuarTAakDnAAYONsG6Kow0Pmps9HxVSJDeNw4GnEhyQIwGuJuiNXTPeA3AAzRHJkCoRkCmEDmCAn3NFCU6cIa3rrOo4/AjFAn0SSdMmkVio2QdwAYMlIR/yQS4ui55ax7AONRDAGmHjlIesXhZMzdx84HysJkJQGjh/QaKvAztAt6+krdKMuDv5T3XgOQyssIia8KbIUaLMicKKIy5sTszTVRF5JRJ/RPuva7jmBg4HS3zODi2PhNzw8jtQQHG/l+zsPH5sagyTlXNS6DntLuIjDJSy5JXPlyxKAZaIH+8YMw+7avjPAW7lJOWb0GPOmt2zcsBbBrq+uXyjeefrJ846lvl6vXXnTjdPYkgV2AFDd8gC4JMilLvqB3oGhRHo/IlXITq2XzFjubFr7fOWddbZSz5uAeuHRvecvrHy1vesOjlla615z7feXC+Yuea4WTjSgUin+N0pmS8/SjOxHjgcua8cG9ZOhU0BnyApoGsSJnH1GK0IN2eB2iRX5NBMEdgj0bUTlsad6wE3Mt8oRiWQcu2wbIQEtLo926Xn7z058qf/XvfKicPY1zXuwk3h2bq4XPwYEtl0F7K7WlwG5YZOLSxYv+KoEnX3yp7Ng8H7n3ofKD7/lt5Ud+6EctMnWhXH3BUk65WqwRmNw84HaCeuGhc+g66kGsvsX6w5buKwZgHv/858rf//Jnyhef/YqBzmvlDZfuK7u39ss1Axfbm/aiybRlEZ3DQsjmUwzAeuQx/pv+JGj1+iv7MZnZvWuAbm+r/NC7f7T84Ls+aPN4tFy+eI9tDb9lAOaGgb+TBlYtAgNbBJmzlA/UEHVDSP+89OKL5asGYD7yxN+1s3aetwMBL5Y7t06UkyYXdzetMNhAWfvRKLVLWqSXsFMEumDnb2zeRdH1pkXvbEeU7QI7ewYpMpvzjZvlLQ++o7zjkfeWNz70LksDPmj8sxTngYFHAHHYY/uvgpYEJQGG43tPkXpUAfY4D0ZNO8R3jPULRl3khTeNNLLeT5sMRtbCc/cTuBfC2nZNYXyUh0QdwQu063Kf9hyzqvIdwIw7DHsAQy+/4MAlhQSa+snsADMJYJzoGHPqPgCM13A4vcK1EcDoYjkdTrDVgU/QlJ/hP/TsMW2rgbt4nK/f0Pa5uIo6lpDZdBu+0OSrVHQnJe5D206jHAs+tFRX0HfZz2icPpZcAGhNzsaf+sP/mX03XZ1WQYCyZIhRUbSXPQr65KS1BoYDVADjNSH2z2sOTEBghBWdsR0+oyBGkWUwzkG1r+74wkaSpa6sYGyRMqLCOG/NgGf/3j5RuCsE5hu1L27YM91EAEPn4kAIz8FbpcC7cyOSh03KNAwL8HzFkMYy9CT60sp/Kj8BDF5mFfnHqC9S5Im+PY2RgMP5Y+0CJKpyVhrmmH3c+RwBFAEMhDKEOWtHqvJmnYD1gDoGrxHKglXQCFuOsXpLXBhzcycG+koEBlvIrQbGTEesHLzGxz4YgNmwGgjEHhSwKc/7XQ8EMNvmaBzAQE4tirNtxteOsnRnx3lgTnDKpF+dn83zALYDj6bxoJy7DOWEGg1xOqTx1gFcOD/SGnpyYGd/HJrBPzi0Q9Wuv1SuXX2xfOW7T5WnXnq+XLNzSvbMiWwCiBgF7r+8ZaH3nL87kNhmWGUjZYnAacML1S2kb3Jww1b/u5Zu8CdsVe7FnJbesbLPcmrzjBW23lve9NBD5ZHXP1weeej1Vg/xQLn/nvutKPREefHqTa9p2UddixeHhgy5KHtIXrdHWy2Mtb9jThD8PrDISRhegJTY+aTAHp8BSMI+ZWQDdDUxOOHhaYJjyCkOddu3CMymF6vunNgwcLBbXnjh+fLrH/9Y+YUP/V8WhbhUHrhgB94ZXe2sB6/nOZ1yD7Bwy5w7HDho8viT3yqvv/xQ+fH3/HD5wGPvLW9969stKnCuXH0xAAz0BRGgJgtqe3y47uRQ64PD9hBBu/+B+y0C80z51Kf+fvnkFz9ZPv3kZ2wbuO1yeviNFgHZKFdu3C6Xz4UswJbt4VUGnl631N5JKwB2l97AQtCL0UE39d7nxtZRuX7nSjnYvVs++J4ftxTSj9gOqjdatOw+4/UtB2qIvmzjROFcTO1b3RAWBRfs1OEbBvpeuHKlfP3Jb5S/94W/a+DqexYdecDOzDlt4A+6cAc14wkuWPMTYXnXCV8AQpYBJmDbLbJ011JgNnaPNFnU6fwFq4cxgPn8S9fLY298rLzrDQZgXveOcu6cnY5sQBonKbv9TjvjxephpiuYSR84sWWuP7CVsDl4Nrf/uwRVhx7+pjo+t/3GU9TBoaYka2zwjNslL+AkSMxnYY0AYO6CEHEYJAGMg1i7naUF1InqB2nvc04xjrCVutjr/VcF92b3/DRjBy4B8IFasehirU3ciwYxTkRgMCYIjHfjP0jJ9wCm94vqlz0Ck3ak97OLQCiAkoOmlNtI+aN8brHfNqrpJ8gS6gKVFgE+YgG44MdnGwr/yHZ4W/VZ9DF/4g/9x76uahOPidQQoGt2EyaMAuHS+GmCxecboYgc2wg1pRLFsWwn+leB0IHzOzrrcC7heEAYjyonqqtCbpfojCKvHSsXJ0AHP8PZ0qc2AMO2zKalsc7VZSoMw51JoiR2uxdOHYpJGWzIsjEy6NbyxqQBUkiIwsBx6z8KAA8zU0Hkm3jdkWRNhgtO0pYKGdGbiMJoigp9h3NvfHGmOOhpZ3t4FMaVGbnmcFixq8RFNB8JoBQAJhQ4DDYQQ+7x8QJCPGz3mpIgEsK5Bl2CKfFqAdlmbZdx1D/miPdyoYAy8tLAMEi1BIChccGA9nO7sbePSIMX76LS3TpBZqKLwLh85aooyBcK6BuYQ/ByVbRljtLqBSy8vmfnk1y7fq089ex3yjdtNfzi1efKFXOGL1uNAgDIeUufnLX0zwnj651bz1sBMVKxqOMJwBx8C9pSJ+OtyrGK9M82gh0rGoZUoRgWoAjjO7GNGhnbgmzFozCS91rNwsOWRnrovkfKO9/6tvK+dz5mEY3zVjhsRbkoYLSi2v0sqPd5wTg6r0MGAoBgWzfeNWSrf5OXPatdQSQHIHYDWyTTLsTYIzITxivtRRgO/9sjAdZRFC3HORrYMgxEeBYvajQgg+jUM88+VT786x8tf+OT/0956MEHyyNW37JnThw6uGug65yt9k9Y0SxSUiiYPmW1Pzj48rNPfbm8zWoz/oXf/tPl3W9+rLzOIlHbVg/00rNXg28AMCYn+AHIn2w4CKXzsULObll/ZyxN9ODr7i/PPvd0+Y3f+Fj59Jc+Uz7/3ONWj3KlvPHiw8Y7c9o2v9PGd1/pemQ3Xkzp70ESp0r7khYubJcbdPAqQMON3SsGRA7Lj773d5Yffd9vLw8+8KjV9ly2uqhdr/fBrqRti8L4GsPGuYfCZ5P3C+fPWYTmWnnm6e+VbxiA+fgXP1xevPHN8sj9Fhkp501uAFR3PaICiOCAqY4t60j8UEAbh4EdlKmjhmxj02TMQCZqiw6ODMCc3Sm7R3fKs1evlfe8+QfKe9/0vvLm17/TaprusTnYO6eMZvQZYHuL0ko0Ju2Q+wEseHIVjwWR6yqm5ungkMOgW6sr6QGM2w3AgtTdiZ8K0Uu/JkeDeKrM5NFAM+S6LgpdBMJ+TQEM2tFC5IwaZ/SMfs8FK9tQJx1thR2Ew/JXeWDRaYOFNHp8IP2PT9ttMuxvHLERC93wd66jUgPD/giCCBCqvQKvfUbRbphm1rqEV6q+CWOBX4AO5HUCbNQnejQ9ARXnR78SDTmx/ePCIX9pv0mjdX6jbfow7cf9nfuaoM/Gv/sH/8zdOI8CDoIol2GgRkAKJx0uiasMXERXQQotmqqrYEw2maGosW9PnS/TJv39fqjQJLoR9IRhwHtJwmBAMIJhOxm1oMDQsXvxVv5zhjssxxPhpOt9Pqcw1tFvCnWyPs5ICYZSmBwEZL91jgkutECpApLcXsOoFY0unkU7UEBlMHfpcE5eYAXHArvM8GwCEShUpJGimG1Cc3eS0zCfGxqffxTcEWFXA5OghX37GNGX129EBAYgBsSIkG8UsjmYQcP2t29JtXaQ5nDjhnvBM3ve/yWACeGPQj3sIMAWWRYex84KD/LWMC+fQ9QN0T847Xh5YJ4LkjSh0eLcYoszz6xBDUVU6AOwISqGn4hc4M3KtkNk+7qtlK/bLo0Xyme//IXyuW9+1gLu171uYMNSJvdage09586Xk1YYemSg64UrL9tOoYgOnMBWaHeuZtSMTkiTBF0C0LnBNw+OflH7ctl2x+wYiLiBug+AIJPrExaB2bSdKtctrfH8VTjtm+XsifvK+c0Hyo/9tneXn/qJHy/3X3rEWrSTbr1exyIa+3auChwU/jYQh5cigpa+pRc8BLCytvHeok1r/44VGiNCgYgMUkikQRQaxxZxbtWtuuIAxk7e3bGTeG38KFTGihsvc/TzTozXl60o+eypEwb6vl6+8b1vlV/79Q+XX37il8tD9z9cHrp8X9mzAuS7Nia8JgC26uKlcxZFMqds/d26aWkca+uJ5z5f3vuGd5Y//DN/qLzx/reWe+5/g+2QOVmuPf98TVN4ys/IijnwjeuYAyQeKS7ImUlHObT3LQEs3Hff5fL8C0+VjxuA+cwTXyyf/PZH7BUHt8s77nl7uWmpwTvbFgE6db4CUNAMKagjmyfqYaar62kBeAMwJkdmp67cerFcu7NTftcP/O7yO976wfKw1TKduvcenx8iMKA/wGQ40y3jm83fnkOaa9dSlc8a8PvqV79cPv7Er5Vndr9b3vTAg+XMnXPlcOeo7G7Zjrj9APX4H3kTh89ZfMb4EIXixntsVTd53dkwOTE6obgcKaQzp43WBpafsRqY9z76A+Xdj763vN1AzL33vM4LhHEKMkAlwBzTt7HQabYTxOdhpfWt81lY7DYJ9ghpWD8OIGwQwU3vW9wvuGzB6bYU5iY2DuCUQrfR0F/8M55iC7w9cpg1XidtGziK3iELjiEcVKDPAOYwU6STp6oz7Q6Z4yKLgEodLG0p7TjtNe9h5Md9hM3BzR76T30PBw0oJwAmv9MsSAVzMVOaxQTG4brMckzaDprg/wH7EsBIv+6vZCyMEgSAiS4cJKb/64HFZA7p27iIJP90wZ0tDn9hHD7KhpuG9238sd//p218MTpGrGJgDH2K4wZx7TvdPuwGwAneogrsiYPWMyYm4KMDMGyDha/qWDFxMJ/M1nZ6oqRsm/BHMAx/R+GoU9/35SswUmM7ATDRWaDmZJoySYUo5KGhUM7Ff8NAppKxX/29APwc3JkyQ6EzAkMAg/aYtlAAQ0fNNFUAmIgWeD4YgCCdSYSKw2HqVr1AW/zXBLw9G6katkNekA4L6RcTC8dhHiLLMKrREqHNoBVDhEhNhUpN0lcuxbEi8KPgOT5PY0TxLsELUX+8rJBh2mgP48f2YN86yZ02TMk5i9ucvB0AIaQ6XaEjDeARJxg2RECwy8sNJUBRRED29l6yw9eetkJKi75895vlmetPm/m4XU7ZWM7ZcfeXz13wbdB4Y/It281x188JYd1U8hSRJNAkx+S9Z2QLjgapn52du7aV197KbG9rvnr1SrliqaQdKxq9iB1Idirtng3mxq2b5frBVYuynLHRnrYdI6+3cP9D5R1veZ9FYn7QoyE4jAuO+s7t3HlkcAuHywFYUKc96mV0QKEtnCccGrYZb3lxYDOOXkPjO9+CLzRyEaUL+p62bdrQa0RN4NgVKJ21nVHAb1/9xlfLp77w6fKxT/1G+c1vf9K2677BIwkHu5aaM6CDs1+Qvjt37rTxMY5yuGlbxjdsbF96+mvlxyz18kf+tX+zvPWRt5tjv2Qn+BYr4r3i/Ky7kIw+LmOpD9RTX+nbf/t2mi92SSEld+nSeePpk+VjH/uIAZgnyqef+rg5+NvlrZffZqmpl8s1K449aVvXETXjLsCIRFohr2/Mra6lOig1+hBsjGPbZP/awbXy8u3N8rt/4KfKP/WuHzMAY7uI7r1s6aADS0decwCDOhgH70bvOwbmCGBuWXry6ae/W75ihca/8fkPladvPFkeue++cmr3dNm3M2FubRjdDnCqabMD5A3Pj4FtxS4wiCQOYN84RL1VyBwAzGkDMLcNCDxrAOZdj7yvvOv1j5V3vvn95YH7X29qvF2uA8Bgq72143pjz4IudUuyL+jCGlYdV7sEWcmlP3eu+aIibfUIwPAFue6UM4JZz1tx2ufizGSbhdtuTwHCIeu28EC0zPXadTGixQQvkDVfJGWhsds32OW0yTGbtPCehnNpr5GcwIu5GIwbfaHitjdtGdJI4WvV3rYToHXeXGSpLY9WGT1qv3mtAb0EOglg6OxH/qz1mQxxiM90aPhQ+lwCYp+515FNt1fzuZy+k4itcuz9b45Z38un/noCnP7ov/ofWHS6OTdtDAyjQ1Rn3Z8fomhT7yMh+Ir3Cjo8JB7FwBwMQRDTTNomUSyiDmxzAoTEGAXj3GZlPtfdgc0DChRmyok4cegthE8hYf8Q7K0tnHWwCOQWgEfHiR6hq0Hn+PUefHbDCsXGZxup54ZTYeiMY+UfqQaN6tAwqEP2lXQsvPyHz8RYWniW4wnlbY6HU+L95NMI9Om4vGDUa0QIYNBuvFdmCGA8v9sAjMoRU0guKw4qogBux1MvsToK8IT5AVy0OgynmY0FaROPviSAYS2WrzkEwHBe6IuyT/nz7zx3HY76xEl76Z/Vu1yxVf6zV54u33rqyfL17369vHQLTtPSG2asLlu654KljlC/cMsKV6/Z7hucGHvhgjkYAzb4oT4BKCD4wbMyAuThDkRHbXVs0Zat7QMrnMTR+JaaspTLczcBYHbKvXbWywXsOjKngbm9YEWV129YTYeBlHPm9/YslfX+d/+O8q//s3+g3Hf5HltRnzW5wEsLjTY2LmyRxfH+Zz0dhusBbPZtBe6RGdMBkN+P4/cwOEFpFna7LGKnUC580vmQttteBJyvQwDJs7YOK1G8PgAr3y985XPlVz76ofL4V79QvvjMFy2K8IifObJv48MWcERgLOjgZ5UgVoLxXLWUBl43950XXiz/9Ad/svxbv//fsMjA2z3ltGen897Zw26nBmDA7yhmziip2AKMD2fAOIAxUHTx4rnyvae/VT7y0Q+XTz3xhfLJJz9qQPhWeYsBmGt2js3LR3YWi51PM4kAQsesj1OotdDVLUYhzjj0Ko4S2LH02c27t+yE4Y3ykx/8PeUn3/0TDmBOXjYQtnvYAIxFlHwuJuPYwYYt54jA3Lh1zV58+WT54leeKB95/JfLc7tPlYeNxyd3LYoCAFMsWrNv9EcaN+0ebRFqw0ALpNewHRrAHDVpm0eWpjP6IlppEmI8sggMUki2/f3db3h/eewN7ynvessH7KwaS6cZb5FC8qLsfDs0dCeitaGLTCk5aNN0cBpr1qD5+KDLSS9+XgAwsAIO9mNhoYszpFDDXeNcmIjAuN1ynQ4QjrOVwOPoPu2/tQlQ6HWQRgevhQS9GeVNe+sRPERhwc+sGwyr1Jxz2FMfRgQy0gJH2tvApNv5SAkE7vElcoApr4eLtjSKx5srbcIpRfsJiGLRhWsRuV4AO3gEdIMvTLqFJGYaPUGIgxGnMSKTfP1I2NgY7jQIwGs8v6otcls/vc+LlhZ/OOYjHPYJ/0W9yX59bqAf/vt3/qU/GTtJc2QapmLTitJwrU87OAGccMmMfJAD8d00dSdIYla7H4VvbK+2ASMHKy5tKIDpgc2IKAQwUHAXZgiHH56WAIZjTcelUZcewODv7S0cKQ6Q10KVigKVBcpYMpW/ewDTgz2utrnu99rvXC1qCkV5xTadfqjpkGp2Hxd468rUQKpvO863BisvG+CcApgQxrjGcSjNFBTBifnpoFBs7zNTSC74MGo4hjt3IUkEBoAAoCTsTIzV55bCWoudXVFtJYMoUhqU+I26GqB/az+LyKps2TMoAPUUkikFikf9QEUUrTqBgoNN6eJvlS1+t2OywLD0ufN2HL6dkfGVr3zJnO9X7dyS71rk5btmNK2406IKlw1UnLaxYcS3cBaLRRL2DFAgirNlW1VBC7RLAIPUCr73uik6P1+dYXAI9yP1gx0yWBGhtsEiORbZ2LHv7OQOq4Ox9jyCZLUmqCc6wgoTb3d/qVyxc2cee9tvL7/vJ//l8ujDry/3XLzXIpHmYEwvdu0QuF1zVDiQ7bSBKqzGQR+klw4NBCBdhWJejJuHY6Homvny4H9E5/CeIwW31bGkDDrgTpmGXUDdBZzmbSsC/cRnP1H+2t/6P4yO9gbqWy+Uhy368qBtDb9jhaQHNqfbKPrFqtijenBOG7Z9+IqN64TR+VL5Pb/rp8o//9P/XHnro28pN65ZsbKBryM7tA8/7RyYOPUWdKmLhzTUXmdk/+1ZfRCiHUhVPfW9b5WPfuzD5dNf/mL5yFd+1UDU9fLOe99uu8tul5sbdkAcSrIxf4Bpz5Ui4mlybkAo2ufqOpcQ6vRAE6MFAMyLd66Wlwxr/dQP/d7ye60O5qGHHikn7YyXQzv59rqlCrGF3U++RQk80nxGC+jLadvxdv3GVTu5+JvliS8/UT76hV8tz976TnnD/Q+U07fPlsNtS73ZODdshxOd6GSB44uYiKbBXvqOPAOE25ZCAq/hqI8sKoVt1Fet7uZ7ttvpB9/2w+X9b/7B8s63vN9SSA9ausxOK7b0KcAQZJibJlhn1yKzYY8c+ubiNexo1ImE7aQe5m/QL8FuamnoprvpADDVEbudwpewG3gOeoKFlOk8FlPug6IeBgsRr0LxRQ8BjH22S7BfvmUZ9l5khzZJj5iIMTWbpX6QPoJ2BPf1AMan1kQDgh02E1QhWsjPbheTHuqn2D9/e3Opb/jo7aSNC2SU9BEAU+/L+TgvnFm4KdJq4eB7QNL45bKevGF7tRZKwLvOi/TT37T/PH+q6mn6BfW9G//2z/zxIYBRoNADGHZAxiijeqcchG5v7ozCLaevv4cmUHEoEFZ3LprppPgb30PIsEKl8rHvWoRVmY3nQWQ4swAwzvZE5d4xVuWOeIP4Ud8Q4CTC4AztR+oHjgY/VEQypwcrZILSZwI2UGFfFZQKmzsBct4VxGA+Hq7MWozcIeKXWdyVAEzHxsJoonlX5Eyj+NHdPp8AMEHzVgMTQHEazmzGLuqhCC6ZNggWxqFGNOJOJ9DLVxQEMAEUgupoK1YCUAh8DrpHUbEqJ3cz1KhfolOkAQFiUPTn/Ev+s0iOf7tsIRSOOhKAmBqBwarM5gODRv2mDEFRMvpI8OzjRtrKiiFPWb3Gkb1M8NCKG2/eetlqD54oH//sE+XZ61csafRC2Tp5WB60E1LvxxZnSydcs+jHS7cMvBhYOGWA48yWpVMspM9a6YDViMTYmLBTArKQK7vqHN1w4V1Ce+bIbUVt9587ayf8nsTOKyOjKRMWhSgsPURdjl3b2T5XjqwG59qd75WXbPvr6+57d/nJD/zO8u53vstAzBvKBXtj8zlLPe3t7vsLEqljJ2y3EnYpAcAgehXXsRsp3g0EkrovzR/qBX47T0JBUo/S4NkqGKzDSt9rCAzQnbLi3S3bQo3I0lXbav7h3/xo+dm/9gtGq+t2jsl2ue/iJS98RhGrFa7ZyxqPbJ8V9BnbqqHTpTz51FMW9Tltu49+ovz4j/1E+eAP/nB5vRUvX3/hZT8T5sjOq8FqzYt4sfJ1OvP9UWHVudKEIQT99/dwdH5EYJ60iBoAzCef+Hz52Nc+ZIfE3SiPPfBY2bXU1U3b+oxzVmK+tA9BFF/9O3iJv5popbdKvfFUiwGYKzdfNABzt/yeH/5nyk//wO8yAPP6csJ2WG3sWXrJUkhbttMHhw2irXhbNnYbBoDBYXtPPvn18gU7wfgjBmCeufnt8qhFrk7fPuMAZtekctNSQtMUEvWcZQGgE6IKqMuwdJWd6Ox1jgCb/z9n7wGnWVndj5/pZWd7gWVZWGDpIL1IEaygYgFLVKLYMVZM/r/0aAxGicYkmmj0Z9QklkRFwEJvS7UXLEiHZRe27+yUnT67v295zr13Zjfl8x8c9533fe+9TznPOU2Pm6gAACAASURBVN/TkcVEC8wAKv4+tZUA5uQ47uAT4qhDT4QLaX8VTBxAUUFait22gTyY1gWfZ7nXCn9Nni7eWXiPaKW4cMQjGopi8mhnbPJclj3Ta4MMy1W/XwEYch/xf1ovS+0x0gF5HuWytEMCz7TemgkQ/9P1JfdX4VZ2DxooJcASr5KcMiKriuA1BHWeD/FN8jW84Xix2gKjk9/g44JWijmp5cNsmZeAK+NyPO8SDlD4BseaWWaz5RZDY2qgmOu2l2Bp0SjuTauU5GUySj+vuZc5Bv7bNEDk2PewbuTi7OXfSn6m3Cp721TCDXvxe/Hz3lms6F6wGi07DiDz7HXQCwLyRtpE5vfKRMtB9q3NhDWBAgi810aR/P8s2WXQUs/EmmaNxpsAJuFqZr3kOPxEjRK/JDYHQtVpawWUFFNiPq1JDFngqSn8KBDNOPYEMHmPapPKG82NbVpdpJEUYstrpK3IjDvTN8zYD2Yi2eJhUGdNycwwNZcEXdX9SsCtAuK4FtQ0y6qIBGftcWoMTWaSBczqeRVfNFdUB9EBzNS2PBjGuqTZl4zDwa5ZIbcopgKVBi9GsC7oxJc+tDJf6yeBJIRO0Y7q+jCmFQa6VpYfaUu4F37bSouBpB8DNJaHh2CC0FQcDONhSGO4D3R0WAKRTqxnGqQpiK4SwD6QAn5U/ZGiLVcmrtwxtEVNB9dBePzswYdjB2qEROtOxAvsisUQzouRGbRleACCCRV28awe1OZYPG+ZAj8nxiFYYFmQK4x1NGgdgubf0spYHxeSE0gsTHoM42UwIc2qQ4hDIH0sQIzEgm6f0zFYSoYgVAcn0EYAc1wEod6LOigwBaA9wXb0RmKmCdKSF+wXpx1/cpx01Imx/7L9Yt+lS7AeUzEAgMM1I4OlosB1UpAta53guQx6ZME8A1+slRN6qr2yIlC04cZZqVwAsBhwL3rQ/oDgZQL3ZSsEKjF0U23Zuinu/tnd8fmvfzHG2yZj3/lzowfPY58jut64IrSWMVmtDYKWw5jCXj3+1HqswcK4+LxXxfEnnBirDjosliGwdHA71ogWSQZRl7VsxuK515rHTwKWKwJ7YQsM17pT3bHXAcDccustce8vfhI/XncP0qRH4rClhykAexSWjV4pNzwDPFukQ7vKWJQw+YgEVD6KvK8IPp95BHEzA2sCdDI8Hc8/9bw474Rnx37LD4getEhAqBMK9g3gvtwX0p3rD7H5JWV5N+JWBga3xZPrHo9fAWTd/oubYIFZjzTsJdELADOFVgKjsAi2TjlRQ8NIwIB/5UIqVgq6WnyeUTgRWUh0x6rgIWhyDiwwQwDOmwFUjjnwRGQhHR/POPKUWLn/QTqPQ3ifrhUHBtf1Vng7r4PPdApOif60/PBzeYK8jq6zkrxKN5ghMBuUp2sSHKUcKSzJKEXbyzNlPmD8A96IDKtd5BVMTNAZs4LAeCQGNMsKU9jRngDCwcniYTmYwmP5ZyrX+ZF4UFHSad1MIK16L0WmFuSlsbXJ4uE5VzxYe1WC69Py3Ags9hqnHPWoBNQKwJoB8BTkbIKs3zfYnP0j5ZKGqrKPKb9nf68pA1Mp3vNexgNao1w54zeNxbI7wUT5N98rMs+0m3SEb7/qnLehxII12BkLVjZCt+YF5W8zqjIICaH0R1nA54IJnZbBUc75zJYIFFpFtPk27zYRN//OIGGPp17opn+1uUgtSOMz2jTwSbOVNAr8ZIxExtdoc0lU+I9jpj+UwpiVPpvpwPL3Y206UVqbP00km+vSdKXkd0geNFPzswwu1QEGEyKWsxAoyL1YBmg5aaYQS7ugK4YEzk0th6kZI5Rj0DpxHYtfU24cxkKUvjbZ+r15EBPIiJnmQeQacm3wb84rGY/u3SC8vJ5jyJTuyhWiXkwGawzONZDhAHkwGcDmOA0W5crg6rY2VmPlGlM78QFmQGA716y4r7I/UwpaCwYXNhP4pAuDQqRxMNP3PYFnKQ6GpfKZUo31Z7lxRlfQf891yBgrziktL7w+uxOT/kgjqiIN2lq7YW38Ag0Ht23fFGv7N6Nq6iBcHFPqNzQX2Ubd+P7AxC6VuCd46kHZdfYt6kF6L8u203rTBgHDWBoCmlYE43ZCa5yicKJmSKENYMKC4OMIXG2nYIFwZffmaVo7ILx6oSlTuxvDNWO45wh+Oc85rAoDICIAzRRoaOyDcDWMQRt9xqGnxYXnviyOOPBQAJjFMdkyHsOoD6PaOrCQ8Dzwh2vFmijMfOqFO4yNF+X+otYrM7d5hnr55OtSM8J7XseWTSDlm+eTrQRIJ6zhQjDTBgvCGNwxG2BJuf2HN8env/7JmL90TqxANePhoVGMBxletFhBkLMa7XQbiqpxHzGPYVTCffDRJ2Pf7kXxx298b5xwwqmxFJlL81EAjrExOxHMzPWV+4gB0rIeFWFSrL0+E2WcmMYEsowwbdWQYZG8jUiJv/rqq+Ken/0ofrD+rhhGxs+qhQci+BnutQ7EhmCtWCd5CkiM6cd0Z4nXwdWXh7YSEuSbRekzn64BzPD4dtWVOf/08+L8E56LfTkw5iHwenwMFjQCGO43uyBjvCxoqEGCirvmdEY/LH9PPok2AgAwt/38RsRFrYfrbSkADCyAqK8zBgDTAvpKHu69Ih/iWUQNG6ZZI1aGz+AcWJ6/k4Xz4I4dQQYYhXpfXycseagqPcwspFPiqAOPjxOPPi1WAMBwWsNDCBoHjfMe6aZlvBvXPs+zATn+pnuzKAomT8ofjI5p0SpOV8si06+Vk0q54MryO4prTICkU6swgTa6wnAOCc5sbXbmEAPfyUp4zhgTuQtWUPJini9gFgEXzpVKhb4H8M/XZpHmSWpsKXDXSCihbMBnlDYJAlIuio+kUoTPrSA4m4yZUQQxoo+ChPgPnX2zz4+qIqvNB0GYlS1aclRhuvBXxxFlnSGCBbvqKys74a94pmoVi34qwaITX8OI8qeul7VT61/3aBON8/szZLS2ACFUNV6QbCm/+f00hFgE0iqWsiXBTO1FqdKQ9DQDnDQQ6H4Xnvmm3VXNkGpAlpYedAM1lddVAaBZg2sOLDEW9yYBDAWWLPrFzMUaHs3750FPq0UuYtOKkYuRFomsDlpB4QLk7KZK364ZVAr/JtI0A3anYAqn5uJ4bHRRUPOsAUwCgQQoTfSZpmoyf/6kVs+Fp1bnmJDalaQGesjM4LNcQ8KaAoWOBUMSiTUNxTTI/+35aFtxrTsdW/jnuITYOe4CAJr3qgm0EJhvpEBXHZKC8qs5ksio0eYhyENE4aAMlAJKC/hR8zyCGMZKNACMGAeZvWiHSpJjk9rBQDvEPOxeUqYKiqIxgFoN5/DcTH32ntWguyrMR6sMGViafMqcVKaf68ty74yBKe0suKmMqxiBkKa6ki5KAWVcyzolXAsJQAEXdpZFhVZYV6ZhJfg+XB633nmzgNkQgMPY1BCSlFFcDEG2cyH0eyAExvH9YbQamEC2DxlnBywKHZgTXREs0T6FwEjuWWcng2oRnAmLgYIpKVhgmeC8u5Bm3QYtfQrjoVzsRBwO6s8DME2pTgfXg6CDlhxWpRVoRizNKNxCpIFelHrn2Ddv24paHtMIjj04XnLui+PMk54JixBaESD2pX8bUr7xQ0HPdeAPLTMsstaFNgXMXBIxYe/4n4F4ETSpwXIcABUGlkVpKZobeyHxZw7cXtxHplN3A+T1wMoxCIvSUxvXxw23XxufufrTcfCqA2Ip+gDxfWrJjEGTBQggaowgkcCccTNw5f32N4/GwpY5ccUffjBOPeUM1EVZLJrZsWOgNNT0/glkc9D4yaDwPJ/1uWCjWqwZ1q4Xz18MC9cmZCFdffW34pZ77o3vr78DezkUqxasgvUMQasdkzG3q8+p06BjuvCmkPrEdWGRQitAXqN8bWGYPLUGMIPj/QAHE/GiM86P8098Htx9B0QfUqEnFQPDLCRAI9AB6VIF+chfIFy7ejpj28DmeOIJ9Gv67a9jDYJ4Nw6tjRW4tmcEY4N/cRzVgtsYRFT9mElKwPH8Aca3IFBTzTvVhsNxf/x3gnV7YIHpAhAanhxCy4bhOPbAk+PYg06K4488OVauPEjnfxjNHMnHONfM9tPx43NIL7LYkk/gTEMgVvyi8BNbNLg2qbQ26Kvwmqb2L8FXriGdZhNJAz0KULuMq9gaxQfSo4DxUOHlPPHLbDMBBsopARjKiuIlUL+vuqR/Ahg2Pm0FjYlRFfrmHF1+zgphlsaQyBVopvWkjoHRvQRgirUllVRaoBT+UHtDJP9wT1vLjBySL2u+XJ8cB2W2zp6tinrdcNVRjglB6owaEGifkiYFporlobzPflqJBeqz7e8YfM18rcojBTukPM37z8AUlAEcO70G5bX5hs+Hm1rW+CPJ14G9Je39orPejHvUlo7mYZ59cf5NYstYhURFJlW1FZawTzBCBJUNqOQykP8tBXPzMNevjdprP2AOPCdfgwwDohy/P/d9clPS/ZTXzjZvpVUlK8o2n+W1mAlgqu83BHe+l8+iQPXhccBdElOmLivItYwxNfz0y1cxPbhW8QaNuXhsdiXVFhLtuBiD6qA0wAe/Xe9TvSe5Fs1gNFvMSoBjASGZPiiwoJv5+PD65gFqjiXvTeuBGBZNsrTFEr2r1xGPFTUfa+0CNCRgWOPIl9PMr7WT5kwrQh2vk/PL/c21F71xXBg73UiVr1xASZSpughkdmS06acdxWumNqs+A4Q300a5DryGGs4c9NmhtWgMIISCvYsps5gTbBOx5t7b4vq7r4VQRrwAojMmxncCnMDSAmbfDQbXAeA7ie8qhXuSh5G0RH0PabDIEoJdH0IW90XMSV/PAgjs0ejH+yoUR/oBbXcCCNHN0oL3CYj6kB5MADQ1DosSrDOjsAQpeBbrxd5IArJlLfhc/nbD0tFKaxDM/AMY49zu+SgFvzpe+aJXoEbMabhvD4QkrFBlb7lvaRGkst8F0NWFZ9MmZKs8/uOeJoDJf3V9MnWb5fM7tNoqc4Mamui3TZ2U23s70EH5KYCXG+LOH94Ra358Oxo0LkEBvkWqO+PS+dkoE+e7dRKZXT2yJG1E8PH6dRvi6CWr41OXXxHHwzU2iqwdFtxjvyU9s4D9pJOkmyZ/Sb4hkIyqv5Owms3pmxNLli6KDRsfjyu/+Y24fs1d8aMNtsAcsuggAFJaYLBHtL6w9QBiVEjLHDMpvIutEZKx+9R63aidZiyHBB3r77TG4NgOWGDG44KzXhQXnHI+qifvH3PgBprEHu9kHZjCb6SsYJ+Vsgza6p7TBVfmtni8AJhbf3ZjPDX4eByw7woAGKTVwxIxyjTqST87lUEH0RKwEHAyu421b8DX4SJVxiYDXDk+MljQaWcnWjeAdjYDqJxw8Clx0mFnKCV/3+Urdc6HYCViFhLHmS6kiv+Ib5Xnk1ZoMaUvUM+nVu/MKvHFsk6mEfPJunJ4I4mC37OkruZEJiULOmgja0nxniq/UUC1i8I5O8+NIMFjaHmUxSXjA/0cWihUS0aPIX+0FcIB6yUkoShb1hQtyP3dwqs5bwhiF+5zfA35inEOFUwDDT2unCNyO+qulWeiWO6Sdi2XaoBjd7rXV6pDGYNham0BqQr+yY1POT0LwMymTx1W7hfn5TlleAGvdIZUATESEGlJ8TObYMVPatB/EygV2eNFqHEAjQAzDCiFNizd/dPy6nPfjhpR1AI9uBwkL3SDOuM0czdvokqXlkUst9FnrUDq2khOTgLYS8jOtVowZTGUMvR4m9pw82cP0FI2NEu219aM8tQisCtNsIH6OJ+myygJbrZAT8HHqUlMkw5z7HwtH6ktMCnQ0wKQlqsmc8yUZ85F/k6afRUf4t+msG9aexLA2LLENXPvmZwD0Td/W3Gg2iEgGWTIgEg9m78U0qXabNNC0QxYTFBpTcKuEe1zQeh2q2ljK/BV3Ys7mTFN+Ly5Frn+aRXxfTFOrp2sKD74bBjH2Bhqd0qnVmYNgAVL1MO00C5rDfWhYoHhYWemjr5rxsAx8jkJvqq9pz7B/YLAEzQqe5gupGnGN5Q5Kz2Yh4OuF1kZ2lBptE/7xAaBY4hNIQNdiFTUZUuXqhvwli2bZT1YDKE7AuvJtsHNcCvcDbfHLdGFPjHzexapsi6oGs/HuaFgwC+DQu2Y89ly0CBcaEoMpm9+EhadPjA2NCTcjNRcpP3OZfYS1mYOgEMb4m02DWxH/6PtsQAgZx7K63O9lB1EmoLwk0VBLjlrnZwzM4dYd0bVYSWEDKqHaW0CeGQdkTdf9KZ4y2veio7Z6GiMDKkUPAJ8Je18N850NwBDD34Bj0jBsmRwrSVsGiCG82NdHNFMcWM6aBxj6WnXurLKLTnBAsxjMQACI5B/8Zufxf/54B/Go089Ko2MP8uXLVLWDe9Fut7JnkDYh4WL58dyNHDcgAaZ9z/+pKweLz/hvPjYh/4yDj708Nj41FbEp4xjr/qUnk0rWp6pypTO81UsI7UgEqtXgP8Y3F19fSg8uGRerH/q4fiP//ha3HTn9+OnG++NnYiBOXTpalhpAHzbASBRp4UBz2xSSYHDuCErLrYyZqZWxdvEHy3o+IqulE7s1SA6Rm8DgHkZXHsvO+2FsWQRCtkhiHkaDR65ZrJoMnhX8VpOf2fn6DnzemNwZ3+sRSuF+379y7j+B9+NpwYeR1PPldE9AosVLHwEMC0TrmyayqHPIzeRVYQJYCxcuZ58fxqWJIpWPqMV7t12WJuGJ3fGJrQSOGX1qXHGsefGEYcch2J/+2ivd+LccL7kSeYzFqpVYUopPxaCdfVr9lAiaCQoQ5CyOns7HlAip/BCVQlWDFrhd4VHsW0HI/249lQuuL9UTujeY5d3rjDnTBcolQIDD86RcU5wHoufuhWJLS/8Nc1Z2eBR4XgKFCjj4nESCRGMFkHt+fI9W9WS1wqAcS48l1SKBJKs1JIvNLNbM5XcRf1s/c+1lEJls2eJ0avlFHWJ2uVEQJHgiutY5Il4YgE4AjAzLRsaZ+GZNfhgvCP5C3lVfdar7MMyvtpYQRhAS5QTIwqZixbSyFDLe9KezwFR/N4sMFQGZgMYYYumR+EVZ78FcsldcVMTqa0Vdb8QEVQiINQIyMU24OP/ceN8eO1TLsiM17FzrWZEU5g/5791vElNrBpgQbemUzM0Xd1w8STjNLHXFomZApn9W4ziUrgmk25q7onNOqjpFwBTf05NklaAUksCxJeazGw/pQ+cg3L5nAyIFIBRcJoPd5Np5hxzXA4Y5YwIYOw/lmACgnfRJbhaAGA6WL21ct2YWHhI3FDThzKBCq/XFuVaNpBu87kJYHLuVRVNjV/LXM19RnGngr4N6CwcSZyKLUoAg/GzxkYLzLa0TNifb5BG6wR98CxmxsBlXksAwg7FKC8rgCFmUYKZm7FQ1eExwpabS4pQcWvoCOO9KYBoWRWKYKag4VpP4Nm08tAawOM9AEZM5sY1mIvKuYtQDXUIWufGjRtR2n1+LIXLZWBwSzy55bG45xd3xQ9//f3o6G2LJT1LZf2hnUemz0k2rUQQJAAKa0s4w8pnjMySFn0KLzL8XfhjbIzVdtGtGeDlpCOPjqNXrELxu7kxhsk8gBTZu3/yI1Q73Ql4hDXEM/rA7Htwj26WQ8d9JvDMCfbj4TrjdRf2vBeMm/5oVt7lyOiipJtpAvuwBW0OLrnwTfH6C94Y+/WtkIWKgaeiAYyTa0UFg0pJFzKVBGCYeq86OLVyUq+/6YugLGk8wbrOC2iWZ5GxL/yc8SXzF6LRZOeuuOsHd8QbLnsjYjl2xH77rowpxH3MnQMXHGrS6OADBNKVQQvS3IXYE+zBBqTz/nbt09Gze05ccs5F8ad//L7Y/9DVsfGJzXK7zMHaKai4dCHP1O1U/Ci7MzaOZ9AWOeyP4nPGEaszJxYsQxr1kw/E1776lbjprh/HTzbcg3TznQAwhyobbBKNJncOwToHgammkgAtI7AKMRhdAemWwzrD5tXWQAupFn5LANOOXlmDyEQajwuR5n7hGRegy/RyAZgW7MEIrH9ZwZVrSN5JoMHYqb75c2CB2Q4AszZ+/sufx3fvuTo2DD4RB6KVQvfOHsREIQepFWNCNhMBQjYgddNO8mG6tQFgUCCR6zUJ4EL3Ci0xPCtz+uAuaSfAAfgEuH56+8445ZBT4lmI0zkclXgXoecSY61YFdr1ZJwpKr5WQLPKOxQlyfFjrvxMxZAZX5MYGzPc2jEfAuYELuLluGebXMxs+ulK0TyndgMCWGEK3aATro8C4aGY8Gw7hd7KDsdHfki3K3kw5879E9Cna1H6OM8o+Zc7rtNSTMWrsCODqgQw5d/k3bWMKhabIpe9964YTmCccZG0klYApmFpkeuXYI1jEb/Oc1buU/h9tZZm6vq+rTAlo6oAFdW/KS6qBCg2AswMDclxpoyssYD5FRVPnY0yngRSzXE0ZctkCd0QvYsODKi4fnsAJ45dO0reUVx3BYvQHTsDwJT3Z+CDl5z2ep7aCvWa8jTeCnXVB9ETYvOuFIh6tAiWxEbmWpBeATUyM6mSmt1HNvGVKOLiGmgSLB8v32bzPprezJ+MVPe7ewMwXC/7Y02ctRsi71QvhM14nSXOIRmbmY0j1TVvxZnYPdGs+GqB76hvzb8EO6XG44201WRvAKapIcpioAUnZTMl0chd35Eib2JVRcdEzNLwCWDykBhsmWZqBK41LczFc68D41Jzp6jjaohg8Z3UtrmFmL0mmHNQbIhAi2nAlTchMOWGYX8elsi3BYaHQFVrITkYNtchpgKtCXLD5enxfQWL1WXEdW/uWwVGTOAau4aYmqzRvDAyXQ4CMIWJFlqmVsCgOcb4kLmRgbm6MTXTDqQk92kO6v1CQFXiJnpQKIxCdzviR2j9mIP85G07tsXDTz4SP33gJ/GrR34SXXMjFnagqR1JjT2C5Goh6GMHX2YWic+IwXPgqnuCM0CXTxfSoPuHxpGBMhLL5x0aJxyyKp535jlx3GHHIAgY8Q3IYnpo7WPx09+gkNpvfhEPbXkQ2TkoXIfgzU6BQVqeIHg4N9yftZVo8+kEMVJYCVTw2file2w3BBWLoA2iP9PrXvTauODsl8Xq5YdHJ1KqSSv6TqEZBSwyJRvPY88hjlcnUeZnEoItZRl0yT2XDlDoIf/l93bRDI370l1HMEFwyPsyXuHmH14fl/7JpTGM6roH7LsqRgZYBJAF66A5E7xivVien8HWjIWZi+se2LIOcxiPYxceES886/x40xsvjpWrD4odmwbg3oEbD0BQ1lZpmzoJWnuPiRzDoDItEgLynDcL++0cib55yOLapzc2oKryN776tbj57h8gBuZOWGAAYJagUB4sYBPt47AM0ZU3hsDh+RJUI6MIhqbgK0w7lbRy7GrhLrDH48y4IWQhje5AD6PxeOVzXxEXnfnSWLQQadToA9Va4pxoYeBYuX60gpFNEPz2AGAQwDy+9lEAmJ/Fd++6Jp4eXBsHrVwZHYNdiHmCBQdF8trRtZSuSoN/AjbWQuJuIlgXFhb+kudME1nLresimgQwtNC0AASNoIjfhu1DcSrSqM8+7jmqA8NKvAQWw6AnW/5YZNDIjXcX/+Ut6dpOgYwD2k43EpQTZt4xnIfxge2Mn1IzSX8/eaGsflTK1H3eFZ/5HVopaOmSlVuC2WUeaIXhbza2NUjh5y6q5+J9BtoCNhyvaNkeAiVZNEIh0nKU/JT7W7kCZwimouUVAZNSi/y6qio7w8pR3GNF4a/q5tCbofGU2JPCx5PXmq4LRVMu4Q91aWfMYeGVnCgBXrUXktt12nkl5Itk3bsFpo5FybPjdTL/paLePFfec6lwidFtCS/rMRN4+dsCeDnPAlAKWy/hJjyvPrsJZmYoTeef/GpYbb35Mx4gQeFHm6HVTKAT1UUlqAsT02YX1KiHq8w4X7jDqaP/6wBex8EIG3j+nLD4WzKZ2tVirc4ASL79JI7CJJt/JxEnA06hnJYSz3Gmby6ZbMbAzIj7qJ7hgTYRsaLXkR2R73utSHAkLgOqFPQGe9Rc65oDuQlNtJt74IA/r4FdJdbguA5qdQ8tgfhEclzIW/BRmoWvtRVLlhfukw6370FCMLbhnGpTo55NCw7+pQZPrSk7T0uTwXVkIE1Cd6AZGUqOh+CO+844FLgNaBZmd2I8huBlEoJTsWzYyy7QUBd67EzBtM1xslNyJzTErHHTBFA1ujdQ9D6bxmZrKWlFEt1I+3BWEqtJOlWZ1VkR58CIfrlIaa1CbAt7S2EeVMQnsgIkmFsH6o+MoEz6TvzOQ12O3t4p9DtCg7+f/DIeR3zEI0/+PDp7h2NB11IYxwzgdNiUwm8oWAvO/Asl7iEo5kID7esdQe+aFgRior7GqufFy888Nk4/+aw44MDDFIy6fTs6WQ+gTQG6NF99y3fiO9//nlw6fb0o/b9rHrRLKg5ej2mMO2OvtFDljHIt7ErD3LphZcEkd2zfES8588VxATT+o1Y9IxaingfTdAfYR6kAGAkLglJcx8BRabJcy7Ju2YSyaXp2ZoN5Q4Jo7RfdE6JP9trZFYvQz4lWlUmAkGt/eE289/J3xQS072ccfmJsXtuPayflssvMMILOKcyxGwG7SwF6rnvyR4iFmR+XnXVxHHHGOXHuGc+GS2phjCOVfBSAkG0VNN8Sk5N1ddKHTzHLNWryDBo4J+g6gDWhZz6E4pJeNUn89n98M264+/ZY8/idMTwxGIcvORzRvmj6iH5Tg3C90fzNsdLFNgUa16ZL6a6D7JPPSJCnRirKwFdhRuhHl+uBwdF47fNfF68+58JYuOTAaEOjxhaAI8YxEezxHk5VFiJQh2oK5wHUkHn8yYfiZ/f9OL53x3fjSVhgDj0AJf63MygcKc7Tw8heM4BxtWe7cx1wzMBygn/3QILTSKOaQDo+eVYPmlrCfIPX5FMT3AAAIABJREFU4zEE8LYFVrDTDz8tzjzmrDh69Ymx7z4Hy8q3cwx1YMAzOJ4KrOE+6erlm6ljC4xQUdE0rDyrLQgUPNXcIg8q1mRr+wQU5p1WLgs/Zfd5KT7Otkv+OQqLFX/zLCT4S9DhGjq+X2a8WikyGNBe8X7Fpd5M25XA5blgrE8pfyHuq7gmu3Jc86UABsoB8iFc52wrn0XNmaBDYRU6MJWXgPfzcErMT5lbVuWdbSExePHz5CozypAyJzKXLDKgFG8qsTqNEJgZfH22lcQFYGtDhXmrA2lnWE6k+jqYOa0plu2WuTWYL9iC8ojjprLHcZXMxvr7zSBeg+KM3eF89L3nn3ihcEOzCiwnac2qQhjlqFlgZFpxpWEVll2iZWRxoRD3vwUEyfrC5xTwIqxikjZw8U8K2WSAuVi8i9B9+W71/ixGne83/fnNcZqpeAOaDJ6bQVOuUXnxtYqAOKZCAKa0ChQQSJjYDdL4savC5manO4zrtncA0wQyTRCplFbMN11gytwiUcsiROuLD4sMS1pLu69o+s/Dk4GqDoxVtLPHLmDmxowVOCpCS1lRslp57GQsenYhwgRluUbsmK04IZbelgXL4+jAGLsQ60KzMMmIxcrompH2A+2OwpLZLWamyKaAyt1VAEwGFPt+9dp7rUz8Ndg1reY1WQzRoMFk60Pl8t/U+MbBnOkecYAnmCb2WxUyZSGrY49sfmVH3hFp2YyJmYsMo/tRefe6NWvgRnoSFW6fQAwLUqe75jlAWYat2t2VwL+mQWtd29HDqBPFxZYu7UA/o7bYvH1jnHPUS+INL3l2HH/sybFq1eGyBK1b9yRAIEAUxvyN730zPv+tL0HIwrTfMxnzutCOABYVastc86rLctHC9MwiNipwjGDMcezFdmT4nHP82fHck18QZ59wThx66LFisNu3bauYmdyUpfAcl5JdtGX1ozuUGrS06Kz3Y62YRcOSztJSJgVGcVAcqzNB5i+cA1A4GuseWRc3//j6+KvPfBCZXbvihKNOiW3r++HOGoEbp08uCVrLtN94Hl0OS3C/OzbdH0t6F8blv/P+OOW558chKw5W4O34CFwD+E4nhDuF/e7qgCSP8dmk60HjLDoR70+FUs1fUVW2Yz4sHku6Y+uGjfHtr3w9vnvHbXHHY2sgxFGJd8lhsRtpyWOoAzOIfdyN5/ShISVd0M7aKexS/KwRg5APK2dQh5GBnbDADCBFeTsAzOvPe1286tyLAMYOjHYGORNwE8BQUuN6pSongAHw7gAoGRzeHo+tfTB+jFTva26/OtYBwKw+YP9o2YG4IyhUO9F2ogPNHGkpIcDgmMhX3JOUeww6p+tGdOQ+Zaz/Q5sriw22thUAwyBe0M0z0avprGPPjqMPPQkdww9WRtgIXGDpkqk0ZJ2DEldnFiWl1QV/TT88/yQc7rOC18XkDHx4Xi14DWIq5ZI0SGsDzjStMJQLAieiL8QwMQYG+5BgkeBP1g1Z1K0wSUFsJFNUAqj5QhhXAzAQKPKKfFkVhwVEbLlLHmwZVjwVRYYq3l3KVi0XKgBQ3jNf5efk76YfW0yEqArg8drIAiNassJPK6xKSZBfzwgw5udFBhfaS/lYAwxPWONRynlt6ajeBy/PdZAEKTx1NtDR3wRwUro939k/+X5+Vj2PHppc6nKtLWV5nxojNO/Z8pzjXmoAo4OWvlpvVmoK9UDK4W/0BuLN8nMSE+/lPikZd6FviHJV94N/FheSionNmqQWsgCA1Ow8YNY/YI2FGtHNBiFJIPm+mFIJRK4Rem2BsVnTBEImyzRqfq8GMJ6vzYr8moU5XxuwGFFnp+IkoMwyaoKTLHKVlpXmBlZEVSFV+26pjfAQV/MhMQrAFJCkdeKaOuOCa1+DFmsX/Mm55/rYcsKxk1klOra2SG2Phz+v47UZF8FDqANSXEc0v7q2TQEwCpTz/lDL6oZfuwPAhHShCrLIuBHAwKPYNNDdYGkqZnt7pO+mj5d0SAtQ2Y+ksRw/199IvGgoJKmi1VT0IeDDL5IewZAhWBkDkj7yrAfTAguR1pMAE+vtirNg8ni+ARcAHbRqng0GnS6AS+kHP/9JfOU7VyHWYCOEwFCgHAsCbxHoXZ6VB/+/Fl6wwCBQtH26I/ZZ3hfbAGA2AAxddPJr4nUXPjdW7HsIgM1ypBqPA8A8EfuvXI6y9gvjm9deFR/7wsfhbkBWCjohL+heGvPQZE9uEjw0A1abjLJJgxIwCJzZiU7Om/r7YXk5BsLomfGq814dp558tvZ8C/o68XsKflRsAbR4xhMw64VxCKIb0HwJIE/az7VW6X5vUMN8TObEMTK4D2cOGv+c+T1qiHjfj++L6++9Nj575ecgyXfFyUefEkNbhhBcvROpzKg9AxqgO0D1TyBM+1GHZAEysH6w9dHYb/6y+Lc/+bs46fnPj17EwnAfpwFQJRzxH61trRDayeiT8RnEF8YoHuvxqtgZAq+n2TF7Puh6CdKxN2yKb3/5m/EdAJg1j9yOhosDBcBAULYCwMACQ4sSXZAJYAS6FcpVXL8N8L8nY3dM1ADSqLfDcnTJCy+O15zzyli8zyq5kDqx7myAmaUrXGvF9M6GhO0AMAPIQnr08d/Gj37yg7hyzdWxXhYYdB7vR6o9zuPwNLLjAGBogSGAUQXqhgWmHSCYsXUEMIH4RkpQARhYPbpB73QhoZEDAsCHlYV0xpHPjLOf8aw49rBTY8WKQ0R7QwBR5D/ZcLfJd/I8SPgVnZj1nQhY0tXjGB/HxcmKoXIRdv/7nPN82qWdwJnZPaSqdK0kv6ebjdmG4kMNN3flZlItFwMi0m1lJeLTyp4l+JnNpzmXrHvVVJJ1ncBCA8AIaJES92JRoewRJq+tLHVcKfejKJC0vpR7qpRDATBSywo+kPdAwcEl1CF5XyM4tlC5rqclcw86FI2mwu4jnPumFhblMz/XfFWTbfzkPbWeCZzyeMlCVbwxJS6ntuokOCxYsZyXPbKQyvtNDNBy7rEvUiG72ufowZsJ2sVQCw4vGgXfDARV5uJQF4KSvEfx+bM+SWmmqC1WEBGLRjWqVWqT7BaRj7EAqCZ4YvBnkynMBjAzTdle2RkmQv1t9Jpo3YjLWryKoBWCz3vZxTDT8tMcU5o1s1y2AEpxzeTaebeLkJSFxr/5eR6s/NsgzmAqBbO/jP+JtjnOJGBqTtSgOKcanTevbQKYtKrUnVy91mnuJkOhBsOfHKc+o2uKQyhxQCrqpkBhB8YxgNGAxjUQuJbdYEqdqDFC6wzvO4r4AGsPcC+B+RLAcD9oQWC2Axk5iTpjfmavU1MwG4DZ/MQtbAKYslSm0SKgqPmzQByFmnzkrAVDDZ3lHPQlauUcL1xbiPfgOMZheSEz5LUEZkuWLQVo6Ig7fnxPfP6qr6LK7lZYmXZHLy7vAQCrK4LuKbyamgeHBSMBYmZQiG5BR2xGCZbBwU3xlme9IV79yvOjZw76FKFA3SD6+fT3b43DjzgEWSlL4ju3Xhcf/tzlSLcdBCAbQubT4liIAGIH/8wskd9cq/yMY5iD728HANo0sCMWzV0WRy8/Jn7/kvfFec+9QPPctBmNKMFgnL1RAAw7EkOYuDuv0/Uz7qAJyH0erZXqjBVgIPqim4ttEhBr0YbqwV3zOmPT0xvjpmtvi++s+W7c/CPU0wGwOfHwY2MXGlSOIbGgGZ/C1x0AiZsGtkUvYmR+ObAxViH+4tuf+Jc4/NyzomWQLjSXcWCsjtoIUNjL1FJcpVSqJE5ojawVL66P+QregxtlAnTavhD0vbQr+p/cGN/7yjfj23feGbc/civcNQOIgVkNC0wCGFgncGEfG2kyRoVnh/wE52E2gMnn5NlPZY1/D4xujx0IHn7j+W+I1z7nVbF0n4OiE80cu5jCD3pV9VY8hyCcu02+1oEif7TA9COo/OHHfhM//OkP4qo118Q6WAVXw4XUsqMDdYh2xXCxwMwGMJNIJabLCMYPrAkBDLePWZPMcioABnFIgeKBu9GRepguJACYM9Fs8pzjz43jDgeAQedvrtuOgS0aX9YQSv4xA8TTDkH3MvaAdYXIs+jqGUelZQb1060sEFP4nus+kYqK0lj4ZvJfu53IA8wLk6ebp5S6KwDacn0LRDgeyuc5ebCL06WL1UCE9yru56JMV/IIz3JGk3lzukXSGlOlG6f8IriQwpsupYZcbQDbtAjp3MjNaIW5SSsJUFI5SEsM68DsFcBwspxPUSiSB8mIsBcAIibSfJ+X478OuvUKFqgzkLBuDF0gTigytLq/XC2Wq/4RrJvxr/ewViLKn7om79MEMGIthQ40reQt5x5zvqhDLiQe7WJhsFCrzV4p0G0dycDNHJyHKAtdsbzoEQpoJPnBxCerS3EyyWfPUuB2dyRgKrPVdbMZI5F5J+pVJJHO1m6TwJpgIBm375UWipkAJomA42AWSQIYEwvXk8RaarnMQpz+3H5HB5ySPeL7DBYTASYQs4CktcKdTi0E8pDnYajKrjcADP2pEgyF2L3iiWa93kxzo2XGdOOOz44/KMWPymGU5lyQetkxjblC1LiCVgeWuOfzMsaB/mgabJ2lVaxwJSWTadGkB5rBGZhnOgcjw/MJYFhoi89kvZORncNKmZQbUgCGLiQHdtN9lCmYCUZEcyaqPUA0M8MEsPGx46vIhIp1Lo9NATAJWJmCSmsC5ygXEkENK3aKZhnTRA21S0yYsR5jcHG4lDotYi0obAbAAIvHHT+9O/4JrpyNaCUwF2AH+SeKUVB9KMVB1QBG+1X2OulBKeYAB61TCBCGS+KpAWjwcJ+88wWXxEWvPh9a71IFotICw1iEAw5cgcq+vXHdHTfFB/7pL2IL1nFiFwDInH1jEVORdLhrAJNML59dM/bpWDivKzaj19BGpCG3oAXkQfNXxUf+4K/jFS+8UAHjW7b0i3lTQ2V3arqQBOJgKXO9DLuQkon7bJlXZbpp4ZcaUzIj0Sa+N41u2m0Iq+joa4snn3giPv33/xLXoRjg2oH1CEjtQIn6g6MNFpZJZCfR1ceUV7lTSc8YyzoIyt7NY/Hb0f5YveKguP2LV8by4w+NXdswRrUAoBbPB5nnKq6j8M6MpaPqq9ekZVkEarDRiuybcTQtbFsEelwMALN+Y1z/b9+Ia+66K2596GZ0jAaAWbQaBwXjaxuFRQYWJxBxWmBoBdN+89kC17XFOOmw4nNmIBgz+h1hPjt2TsQbX3RJXPy8V8ey5YegmWMCGAj4En9mqwTOPDs/d/aqAed2rMlDj/wqfvDT78eVcCGtRyE7WmB2b0e9ISzbMGoIdSI+ayaAQUyRjGV2IdkCQx7i9ZtmwD02TJlgrbTIGsDQhXTW0WfGOSecC3ff6bH/isOkcAzugOVuFoBxbKVjr6qfooR1Yp8IWhggTxDD13OQDk2eQL5DHpCFK+0ZMKBImUgA10Ueoiy8OtYos82kuOKhSqSg+63wVL6pAo2Fj9ntbouv722lh3/bRV+sGqKVtH7bapJKvy13JQhcILlWwHk+1HiWJJFZQqKPIvgbwcIK/lYSg8eebi+5YMuZTBqygmDewlTyzEKy1dqyjupgWm+ylYHOI3lqHtIKZHiHmlCDfyv1mw1yZUGt3UKS6wTpXBeFJ4jg7QaS5ae85vfK3vks5D4mgMHoVaG9uqDiGbVVy/PxUHkPy1PN5dxnvBB8yz4rp6Z5gtVEUgiXfy1ki3m+LGDePKOFLTdkKvADFX5hpGyPnLUiM5RCMyTOnAMOk90k+RynuHW2zbGZl2NNwV7G0LTYVEhQaLsEElfo29en9SYRt4KsODYSW8OP6FiUBDBeFde0qU1iCQosOIqlhYRVXCA6eMUxbhNoCeYVkXqeXIY0IdYgmE+xZuiF4r1JHIWQWKNAPmbX32GFWwkfxXM4C6kCQGWdsnNz06pWcQWMeRImcXb/1efFJyui0/gy3sFmXJlnSdy0wCCwkloiH6t6ELiWQZ9dqJbK+VEQj40hsI5WD2pg0By7UX1WgdZYz27EyvB60k4Vc1OA5wwAI/ojPRjAuAO3aSxNlxl87sPuQ85DosBAusiqIF6W1mNFU8dn0XKmSrkMCsR1KhfPQAH62eFqYkr13O7dcRsKrn3mm1+K7SM74MKBFQVabBdTvklBAnAGp0lj+qNBp3x/7ty5uP/ueKp/SwyhdfS+qPz63gvfFi+54DzUlVkQIyijrzpJuBUrwnbDFXL9nbcCwFwOy08/4lgGYsmCRTEf8TEEFPxe1gFqgv9ktBnQvgQdlreyezEsO9SFl3eviL+/7Ip45St/R4W9diDLhPxALlXWMYKAcOquTfVkxqYx07DWWlkTDqJs/pjhmXL52aSAIP7AL100D//mgfizP/uruONnt0crOnvPRXr0ikWLkBeD+Ac8ayeygWgt4zgUxAprytqtT8fUZlQ2xv6fefjx8bl//FQsOWll7NqAawRg3O5gN4Eyn4VA1RRK3hT+6fc0tiJQfcRwDS0wLEa3EPNfhvTm9dviui99C7Elt8YtADDc80MXE8DAMoIw3mHFwACAMgamuLt0dv6XFhgOQnVgkIW0A4D1rS95EwDMq+BaNIDpwF7QpZsB0a6dZf7H9P9OWKW27tgUDz386/j+j++Nb8GFtBYWmINXroi2wU40wEQa9m4WstvThWQLDPfYqc0s00BlhPzPRQdxDV2jKB4YuMcgOnGzEu+zEMD77BOeg0q8pwNcHyXlYaB/k84Qy+Qn/WesWsVrxUMIDug6AT+H1ZJKAssuqF0FMuHY9TytTdTAHeQr05Bkh6UkeQwCujF/dk9P63HKBKeIOzzBAr0OAeDFdhlZIDatKPysabms0oYr94zlkeWSr01rj5WnYskpACZd4IoPbFjeU65JeVY8WQ14BKrF3y0bUvkheaodRrH8FKFgvkJ+WMZlC3spBJv0zlVLWWzKL3tUSxq/mnl+fTm59cysLF7OI7SrAjBlMSW/8X2X4nVQrllhOXYNYCNARHDLidrqVb7qaylzmjE5ZXQ6sySHMtSWc449D+VDCoCReV/nuLFRtYXEmjqRp4dUIT1FHZXBa8TeEDFPAQ7XJnF/HBKTg7IEzgvTa1or2FVCMEcF4CxIlaO/mxaYPQFMbR2qg5A0Hi5oEfaplTZdZdp8jrHEwrgEvRcnCYfEQGGb96kWl9taCCwFhvvx4Hq6wRS06/gQWXEyELhJyAIJtUupSbC5J7UwNuDjGNVbQxC71BzRhhClc77WnpOI9T0J8uLOK89sdog1iXlPJxGbMcU4gjw8ZAJ4bS2ltClQgTlXznSpf7u0usHsVONEWiI1JGc9cCycD11TymABDdFV041UVxVlA8H3dhPA2EqnYyONqY5xqenD7gClP+I6FqMyoIb5ni4EWu9mBefxWrDCKrOBQtF+crpKLFTHUOpfliBogO5uDf88+uIQ8JB5MptqMQAMtdUb77wl/u3Kr6FJ4lggGxiP7Ai09MG/oFHhxjrTIGks6dx02BKLoG1u2TkYa7f3w93WHcvnLIv3vfEd8fLnX6jMm+2oc8J15PrR8sMzdMNda+Ij//zJ2DD8FLI+tqKoHjomd7B+jdcpQQpfZwo/n9/sIcUaKjsRr7AO5edR0i4WTC+JT77j8vjdS98Go8JuFCQDaMP+M+NPMS/YJ7oteFjprmDBMzJq1cgoZ7wCbJqZYIuZEn8LE5vEPo2jJ88c3g9NC7tR5+Xee++JP/rLD8SDT/08VhyEmI0WuGFApvP7yDt6UR0YlibslSog49k8C+uefgyp5bvirANOjtc+8zlxwdsvivmnr4zp9aCjKv7FdTyUEYhCadl5vknnOuMEYxXblFTE99nCAXNcCBpdjviRp3bE9V+8Pq65+Zq4iQBmbDBWw4W0C/QyumsYYJ90YwBDOifYkOBkTZNiEawVKtN1xrMoS4brDPfpIIARAcw7Xv6WeAMsMMv3A4CBCwnRzBWAEQjM/ma09OIMcB03A9Q98ugDce+P7oUL6cp4pB+VeFegjgwK2Y1PAiAAgOxGrZWZFhjGdhGYMJWfzTtZQwrFJNULi80iuTJ+RgvqA7QgYLkf1qd+AI7nHvusOPeE58fxR5wWB60+XsrJ0PYNyj8j0EypZflQ+LX4PHkJj7et2nQ772LaPuLT2J6jqxe1e3D+6Jrm15NuFU9ZehJxD9PKTjc1LW5p6eJ6ZnHO5CF5/jIZIZXXPZTYSqk1iMmUZl7fjKNJAMP3DWAMWgxgTAs5xpQLVCYrXlYBIMvMOgHEQbwUIKomTuWxgBVb1cFze1x/jQJYtKUAaPP7Jn+slNMC9CTL1OypKHTCgz6jrrFAWUItjry5Pi8J8uSO5XkpAE8gi3+hCKUtMNpa/fj0Gyfw/OuMkVULtBL4mEPouxZJrtulaxsghn+YVeqDCloJwBTrCz9+1jEvgFxyzv0Mq4ZglgfV1NYzGJW3TCHvf0VGs97L6y1gjWgNSmSBKeAlAZOJw0S+54bQLMxurNY+mmNNpJsgxaAkfZ41qvTz0qJRz01gjGJA6MOALefNe2bkfr6XWhs3rgIvErbWSNlTI4Wq5+z04MptVOJImsArkbOfbODVBHccl9x3HCE/05aWFGuZHB0kzbmkC2l2XEiCgtkaui0VvifN8DLba9wNzaCMKesMZEaAgSUBDAJxYW2hpYKMkGvYDUFMjSwBDJm7e4KULCQIM1bipObfi2s7YU1IAMM12BuAEa2RTjhmhubQclIAh29tq0W1j+W7DFxj0Hj2niJzVP0Z8FsyUrps2HCxExYY0RHGyJgZ1+Fh5kyo2F1b+zT64twW//qtr6Iy6RjeA33sogWG2oUzHRIUN/cvhViemblYm21wBa1Hz542+FRWzN0nLnvDO+Ki8y9SWvfWrVsE+Lh2y5cvR5PIiFt/eFd89LOfiif7n0QsxgbUgumCBQgApgSTNwFMc4+r7CSsxTxk6kxPj8VWCMxNQzuRCdUbf/fWv453vufdSqEfGQLUYx2cAlzVKZtKAGhD1UpVoI10JrOqlRExwqTc5EhmYCVoC5WDQVddALUY8+6diLhAttAtd9wc7/nzP4mptv447KjDYls/AC6sH0sWAAh3zqtAHMEB50NNfd3mdeIDr30e6qU86wVxwrNPipaV86JjiDVMGBhJhmoGqgB3mbNrXladr8Ius14Q56Q9AvlMjuFaFAnuWBaxswCYq275dtwMANMPS8lqdKPeXQDMGOiG52xuGSP3TGcdLtWmsMx9zzOYZ5xryPivwZ0GMO98xdvijee9NvZbsVoxMG2YE10sSVOsTsrFluUTQKMH67lp6wYAmN/G3T+4O7556zfi0R2Px6r994uO4e4YR5V1/gfz1x5BvAL8cJayfIGFP9sTMCPPFbJpKnNtJ8bDjCJ4HJlSsIo99xnnxLNPfH6cgGDeVYc8A+s+EUOwAskCA5dW0oKK1pX4kib90/pC5Y60oSJsoKse0FknUt/bwRMEoHCzbPlRl0ywUE9hx6aWaquAs50upzoDpuahufZN5bW5N02e25R1Td6e8SfNe/EeeeZStpA9zeazCfT3CjLEn6w4m99xfgAlRdHMEAeNhT3SCHJKdo4BTG19aY5dDLjQtPoNyUDM1bbVpzI9CmxYyRWAnwFgLM/Jn4uoLjKBJEgrIy/jZ7XMrGwpZAmcFlmpvUtiE4lIxFEKYlFcZ8FSYt2JZCzOdImwRXlNGz50E82j5ayjnjcDwOSCpfBrIs5coA41dqtBRn0YZwKYBHbUhHI2ukdpJjVbSOezFEvREJ56TYixmwAmzX7Nlu0ZIFVfZ4Ly+0lotRXFY08hKeKhdmD7fzW3/LxpGcnreA0rRO7NgkItXJamCrT5dV0qembEeB6OZtYNx1rF55S18PbjTtRqGCzLmhpkuvRfK67IDGNvACbXem/gJeesdEAwTBWDK5ahGYeifNFgK2sywLS/FwBDdNHFtE0VrDNDcoNLF2li5U3GwVi4BgAM/mY1u8b6a6zaexHbDHAs7QfghyvikvO26NEpJHCdsT0FwJDoU0OrLDBk2HB9UTC7Iig1UJhSaNaVW49ZajZXM2ujB1oibPEAMLfHvyOIdwTvzZsPLZAABpYcqhrGVwUQNkBok4GTSfUCNG1F8a8NqDnS3oruy337xB+85d3x8hdciPG3CcAMo3Q+rzvgQDQ3hIC8HS6Cj37u7+OJzU+gbsxTsXgu4gbQ10gppWQ0RRts0jbnkc1CeS8KmC5wklFUX318yzYEvrbGx9/0kfiDy96veY6N4FzBMiWTNH9LRWdqwLRU5fwcN2TGJStwxZCKOsVNk9fYf+8exfr3wZKFtgvTO6bjqUfXxU233hh//A9XRN8C1H855qjYvgVVYxE4PXceI5B6ZHngmF1bxFatxzasiz60zPzjt/9+vOi8F8biFUtiCnFAXS2IhaBmytgXglox1WbKaeGFhVFyY1Ph4lCpYZKAWLl3mgBmAehiKdKD1w/E9V+4Lq6+9Ttx04M3xTYAmMP3OVwAZgQWGFb9JQ0nyCKAER8jgJllgUk+me4gnW/8RwAxgPsODI/Gu1/9e/HWF78e2T0AMAtQyA5Cih2h+WPwzTXBfNktGspCDywwm7ZsiIcfvT/u+v5d8fUb/yMe3vFYrFqBQngjADCwIo5jr/dmgbE7yt2R82yQd3RgPHL7s0pJATC7diHeZ3RAAOZ5x50bzznpBXEiAMzBh54AAYc2AwIwM4N4lf0nJSCVMfNcuegh/Ri7x7i6HpVQIK/olmWW68O1YfaVs4lsxakBhfdW1bzl7rJi4tRrn/9UZpPvpWWkVpo9piaPbSocef1MBdXj509TOUyXFAP9c49TlolXkh6KldQZoLWnQLYMvldCJsTqcG5SJszg27MBDBGjgpxreabnkv8U+SYQw9fsEl94mgQ/LSEF1ydvotu1AjOeifhrWrgqnqp36ZbCqSSJAAAgAElEQVQvLqIEHGVt9GdxDYkHlLPG283QdRK0zAIwVkqtnIoOSzyZ/WCFn3AEnPsZRzxnDwAzW3NoCjG+ZpZGBuNowZORUXCUhasEvYiJxCKzSoX+bNYt8Sjlutx0RT3zvtpY1xGRFYO9fgvReYw23fEnLRgziINuq+K+qEy7JTYkn5Vzy0J2Qoq5+bMII+daPa8Q3UwiV4jdDABj9j7T5dRMecugXr2XGgbnWQ5tjpGUKp8pBWppxV75h0V7tEo4+NaNI2dqCEmoTXNm3lvrSjBE8CKiqV1b/k6Jd6j2m8/gYXRreGrmPQ0XEt0M9O0zXTrdWSrCpb20UGI9IQXTgkl3091UKmrmOmtP05VVnptzEMMCgOHYXOHYJnutPU2XxYKU9YyyA3HTAsOqvIzvE4CBNioNlKn6PEDqPcOYGMY/0Yw/piDjadTEIID5N1hgDGDASAFgWI/lfwIwSTccWzd8JTsQE/Q0sjp2w/W0X9+y+D9vfU+85iUXY02RWYIgW5bOJ/g46KCDY8m8bgS73hYf+tTH48ntsMCMbIhFfZ0xvxcVgGdZYJrMl8/MYEi+JtPpJhjpaYuHkXE0CcvIh9/8kfij9/6+1m98VCjQ1lvSA9aAGrJdmQ62k2nbx1ngREy4aJ4+uNRX+D28ZgVe/EwP4OqFADAAJ5P9yCK65+dxy803x8e+8SW4D8biuCOPiLEhp7u3dLChIjPVHD+VbhPGdt2/7vHYB+6lK/70w/Gcl77Ibi3yALggSbcMNiYjdpEtDtIgQWPSnAy4ivXac+BJ0fkBcMMnkygs2DoP+7qkLUbXDcaNX7g+rrrtmrjh/htj+/iOOGKfI1QHhgCGhRi5vr1o+sl9VRsNAjqs2X9lgRGAER8z52fjx0GkZ+8YHIn3vuZdcelL3xT7o9lmG/ac7eXGRg38SZ8ESBxrApjePlhgtmwSgLnj3jvjP6//ajzU/2gcuP+K6JIFBgAmAGDYxZxp1AD7PAsUugYwXGcCGAMxN1DFefImCsCyDgwBzI4RA5jnH//seC4AzEkI5k0AMwKXJKfTzELiLRg4z8V2oKuFUVqn5YrEX3Qdy90si635BeNYyLMzE0lwipbr8psAhrTYBC9ZyLMps9LV0+R1/9XeNHlPApqm0qdwg8KTmiDGFgrKs4yvMVAhgXVg0ux57eDZYrUnyDDpGfAWfqu/GTPTaAXD9+Qm6iqWDhUDTReSQccMBancE+nFohvJWrqPbFi25ULARsOprt1NhTCtMdVBxvdUGsgHxXK9rkNTuYx0/s3bs0yKlB2eg1I4z4dMQ6rOnG4nzKmB6TzIilMsqGWJfAl5D6tE0+ojKwzmcfph52LuRqIzfYj14s4GMIwU14LpYZ4UByLzcvV38bfJxJRNHkuMgwbLaxLAeCFzI2kerf8uAIZmR4RLyqRPF1LZNGsxfLbNnbXvkkKMlVRRrho1DWiG5Q8PWKL5tHhICAop18G0acERAcjK4TkqcBT/yqZShHpGl1fAoAA2MVCuERkBAUyxLDUPhIOEfTDr61N7Sy23oHZaFbjg9JXwHzbZUuAYfdQ89AZ12fSM35FWosBZz6NC+iS44maTxYD2BqwlOzkrswjPct0Baws5Pq2LwGe6yooLiV2L6UISGKALic3moFUpsNfBueosDGsRn8ZsH2pcE2hWRwbEUvVZbXSG9sJ1wcXJOJqWQfrpORwCGLqyuCysuCu+IetNgjBbRGoLjJs5Sltjbym4rliV1Cb0AmAY/wHw0os6GKSKYdZewRwmEMdxy71r4itXfU2l7/vmYiXQw2gOmAu7bEtmas+93j7gZhJchNSO5iFGYgTC+im4kHbC6rGsd1H8ydsui9df9GasWw/eQwo14mAGAXBWrz4EdWB64huoA/NHH/9L1J/ZjLHuiAVz22MRitk51sp1f6xR2q1GeuNo6NLj3LTPABSdoBfGTjwMK88ohOOfvuXy+Mt3/5E40CQygNSBVsyGjmtq1SVeQSUIuOBYr5JtaIZWGKvmS+ugmbAKWSoZDs/tB+0twXgQHDsGV9E931kTt11/a/z9LVeits54nAwAMznK3lEQ0rsHcSliIRLAsPEegS7uf//G9bG6c3588iOfiGe+9Plw94DOdoKmFjkbbgqdqHEsVOlVZw+WMfbfkjzmuIoxuBYeOkk6o2bMqBU0grXDvrYvxljXDhnArPl2XPeb6xADMxBH7nsUmiMSwAypKziBMCvxcinYC4nPaoNbKCu1Jv/gk/iawolfklWA2AsWiGEUsts2MBKXvfZd8Xsvf1Pst99qBDYjCwx7MYI94nlimvgYrVL4r5PdwXG2egFiN6LR6COPAcDcfUd89bqvxMMAMKtWFhcS3JwTcAHtQqB4p1y8ADC0MqkmUtMCg/aiTJVn+jyAjqzkjIEh2Gpl7Now4l8YAzMWz0MK9XNPOi9OQTDvwShmx9o/I6BJVeLFnqXyWlkvi8vfEoXHwMH/nNMULUoYC5UfBc/LBQ9FAfQ6CoBPAG9h5kw0u7hM7+zUzjo4zPxK11Guse5D3sF4OIzL3aBtmUlrjHZe58XnNa9N/pPjTSDSFPZ5jc84NzbpqGSNkmf6IAZ1mzbFnMwEKk3QMgMkEXQD1BG0iN/RCEBFvqvQKDLlZJUqsTB2qmlhPZdiEJCokAWUAIauXt7L/py9uWzAOmcAGLEsYgP4rxnHouvKo6TPJCDhuSq0recrs5S8A+8zySCDXJR3bVkqa79uWYCILELGFM0f3Ve/JbsLr8kHNF0C4lNXP0sAJjezuZH52mvjxbFWXIKGipk+NRyZ3RWZk+uZg7G+o4ErbsF+O65iPiM1fLsNGtHenJD2Pl1IRvIpkPNZlQVG40xXkJsaknn7sJqo+ZPF3KrqhxTYlj61L5JMD0uTEe05h7SSSMcraNxaL//GL9EutVhZJlzZVRYYVkss7+V1BE6qrcF1LZkd3lg/uwlstA/8JMEmm2wV/6805GJiU1yKLDnMTGL9E1s5VBtBwKsGJKmty4+M79CvLBdhUk5Zj4yi95nM/ZGvTBWr+XUG4jHuhcKGsLoTJm4yJQIZMw4yEaYvU6MkI2LBOM+KQIcpurp3w/qjv/GNZDS5Nvou1pKgyAF0XjR2v24Gf8+wMOF7KmYHpskARtY2kYZOc6W0GhapYq2hIrsBxhhQy32jC4l7OY1YgOuRzvw5WA4mMPiFqBfSjnouLOlPCuL62L9bAIwYkAVXFk3kfBfMaUWF1IA1ZUBZUYs7+uLP3/aHcfEr3ii//hCaSjLFdBxurf0gjOYixfhb114Xf/YPH4HVZj1qg2yLxcgoWty9xABBAI3BtgbzZjR835kS/MCxGRgvvteO4jUPbtyMTKiJ+ItLLo8/f9/7nX0CeUHNRj9UqQFgmGFGEzTnQaup9kNfIDHUTM3MyGdTZ5s+cpIIheFwxOiycWTWdMfYY6Px6Y//U3zjxm/EenRSngsX0OGrVsUE+goRarch06u9tVtKB4VOL9xn21C3ZguK7/WjX9AZiw+OT37yb2P1i4+LEVhzulG6pgVgjtoeLTBikqIbjrhi72X8Pls5xWTIph/ODedlFOuE2Kb2RagFtG5n3IQg3itv/RYADGJgxvrj6P0PB8hBfRX0BqJiQtpkOXvOW33ABKBr3pYARryOAKZkiZimYY0DsKAFZitSlN/3mvfEO1/69jjgoEMi5mDxkBXFoGfSMWCIi/PhvXZme8Ad2A0As3X7trj/t7+KO++5I75241fioe2PuBfSTigIADD8r7bAZC8k9wXjYKk48AwZ5IIPQehob0FXZJdtoIF2WAwJYDYPDsTzj3t2nH/ai+KkY56JIN5jRGM70e6Cgf4qJ6BDaiso48csXijYa6aSYIV1c+gWc7yca8NIjmA8ilNjggldBbKmW/akgib3NK2iEuSFInNDObPy/VTQm/JsZuxKsRBxzEVOpYVc5yazUovQNnjxEWl6AUS9DaHupA7MRxZNygWMvchQuWdlca/lquVLEdDYAirUFvQW+q20wBjDmEdxvEIZHJjlpI0K5b1kimLa2up6b8ifKCu9VTqvPKfiX7yP+JjXQxYP0rQZgN7z98tzy8mqZDlFlMxtfm4aNnQaJfM9CZduIa6iwuQ6UVL6PSDxnvLK/zJEQsiLv1ayWk5cdYa2IhFg0/eWpts8gLXpzFkqtng48EjTLYva1JLz3rUbwXEbea/auuEaJanxVyhYIIIrwkcUgFGItHmtUCYnWYCWllmL4n8pXIouLJDhfTfx6JffEAipQYO/x9gCftdLOcM6IN08rTNm+k3zIuecvUH4bJfcL9aWYo2RCZXomlaYPCgYnMQEQU3DZGohyL1nwzIXZXMNBJdGZ+oyJYYDwWi5cKsACm2CigmVBzcBMjizG/5mae64nw40exJBE6LQ5h5SI3PvlWQezm5JDUiCExquuhhjjeb29AHEINVdXURRPRTMj4yqp4fWFmoTfo7H7loM3V1zrLV5gw3kGtaoCmCRSRW64V53ULOhORzvj0HQkRnTxcNiWO4q65lmEzUyAq4prVVTCGx0BVBUeGVgGzU0zJ2MsaPda8LsJvc3cdE29W7C724UBbv6xm/Hx7/6KUy/M/bbB7UrEFTa2kbRS62yPgdinAy4E5Mwx0ug29e9KwYm2uNx9CTqQKGwhdBIP/DmP4/XveYS1fjYhgqwBI2dveh7tGgh+h6Nxg1rfhh//bnPxOM7fo2Az6di34X7xdK5S7W3WWWYe8U1J4Ez0yqtb1wruoLaUPyslVbMbtRSWctKwlPx0Ysvj8ve91bsfZ/Tj1WRVTwG8wcAAiCfZqNNgRGY0GFqprWJJeQrYS3GB+sXXD9iTGwQK3Iko4ZVDrEi2/cZjMWL5sX0j8fiLe96Z3z1Z1+OZyKLhdVvF6BNwyi0e9LsQsyXlsXNG7eIBvdbdWA8hIrED65dGyeib9P5B58Wf/jBy6LnzKXo3TQcfU/zTGEPEHfClhG0MrVRa+TKTxpki7EX3qeN4PmvwBf3zLTSiucyBqYVMTD8nXh6LG4GgPnmzf8Z1/1qTewY3xrHHLQ6hgfQTwoZSHNoraCgkZXBNWvIRqanEXhb+AkfnMXEWkVTdYFK0gNrrWxDP6Ptg9vjfb9zWVx6wbvi0KNWx1QfyuGjq3nbVg92HAUApydBj3Bb7UaXaZS6ji70bBpAttZ9P/1p3Iksta+t+Uo8iCrFB688EJYpABiczRFYT9hlW/WN6Frm9gqwOCWbLiOq2GxdIe0Zez7JaGbMiTVqmK48DyCyH0G8TyLe5gXPeE689KyXxsnHnhoHHHwQ1q0V64Eq2wTGAkNFwpKEioVDZ5GLXs6B+BrOG2UMf7PbtpRbKXoJmIs2X50d82f+UP6oSmzh+3WwrJWg/EkAk9/j3+SdPB8S0EUJbMq55EGUAcoiklJg/i/y4dkuPCktOgZrNZBKWcH14Zx4H3pUyaaVKo4XNEo4+1WCTmvEJSIwNpGWZ1JYE8C4pE1+XfeinlHhGK2xrRmK0eRd+H96BMbM59AK3gQwXD+eWfJCfiz8ir95dCgDEROXmEgnqTyU4zdXKz8av2NDC+Io/1IGi8Q0cIEW/q0UebwAH3RMTsMCwy8hHLEsS6EeAyeLCittAjDNjWsCi0xJmw1guBAJeFLA2LpSzGdlg3OzOQu6EXLTSaTZu6EJQmptOS0k1si1qWKqiS+1LVwNEVSayu2nN4oV5iXg0WJzQXkff9Yccw1guKjidBUIqcdTZ0xp3jxgAiQ+JLkW+ToJnIfA3U692IpVmAVKiMhZOTTjVjL+hmYyKcCz/L6aGpms0h5ZfMpIl/U5DGB4eGlLMuQWom8EueV6q5JuiTlJ9yE/c8oqrRDW3JXqSbBaQEwFYLQGEBg4DOPqMAwLDIQjfdjTbBIHJwN92wQn3QQwsIyQYBNMMeZExQnhOnKdHR4S+pdL5gM1jrJWnHIFivmH5mttjK8phHkOCGAkvGlp0EG1UOKP1pMxMli7Kbh+zDjHbSLHZ7TkMO6FpnnRctmzBKFyh2luO+NbN14df/tv/xjTeP4+6JfTNYWsGZVjdyM74W0911p4xml5SNZu+2BlGEBq6xPbmIU0FotgcfjA2/4iLv6dN0hw9G+CWYHnBs+dh/TtbgRiXnvbPfHhf/6neGLH/QAwT8fyRfvGkr4lAoOMiSKQ4RnIcu4En2lat5sS9IAYnzYyjp6JeGDdRgmtj/zu5fH+yy7FXqDCnAL5SDQ6xAZkEGK7AGB0nFi+XUtqpltlGgjAYP8QFMzrWHdH3JNeNVqw8N7wHGRtze2JLT94Ii79/94d3/nlDfHsY88EYENdHDTK3IkgVq4Pexpxb7dt2arxL0NGzQNPPKqu3L/7/FfFBSc8Oy547Uui7eg+WIxAs5vwIMRXk17GEVxLqNoJixUBFxoxm4k3eBL3pOZpCWzIZQBiMewpxsAgjbqNAOapsbgJQbzfuuXr8T0AmAEAmKNXrY7RQdQ+QcmBLtBb8jnvOemWPBbp1Hqy11GZIBLeRaiU9/lPD+JntsES1T+wNf7gdX8Ql77snXHg4QfF9Dy4dABgdm+zZgqcjCxBxpHj7gjORRno6EaczACsU7/+xc/jjrvuiK/c8tV4cNsjcfABB0bXUE+MwaQ2uhulnnEmsxs1FyMVFD5f9II9Z1sP8tldkC5TLRDu4tMIMsbncwGy+pFCvn7rpngBOlETwJxy7OmxajWqEuOa4YGd2iue96Y1JIV7Anj9S55drKyOX2EsmrMVm8ptM8ZEFJcWjWIBNu83mGm6fTKJYTbYSHeMcG2C+wIa3FnZAjsVyczISv6+B4DhtZJ5/OU2uyaXp1hCDOi6kWXDc3bQLYAh+YAa3daJJyYJQwJSY10XrFiGyNrMrsxnipHDz/Z7ovYEJzy/vJdYDmWfAUyrCsymfcUkatTkEAoOTaBH7NUZvV5jf1UWqAJd9InJWv8KhBTrSKIb73nhfXkTrVk5h3CJzQYwusSi0/fPn3wW/+b8jz/gdAGYJiCxicwIfeZhdzCfGfFMf57XwANqXpPvZzG4JOjZFphcmCS6mQDJTFVIVlYRWz32do0YBMem+ZWKt0KETCH7rwGMhGIBML6vEbDXwgAmCVhjK0IyD1HOpwY9dR+OFGLNeJK0dNF9xCZ5Mi+SwEloeDLNopMgHKH2ymqD+XBsAhdGryZ4CnSWfPaOZ0t4roIFah3Mm3RgcOWKvRm9z71R8TIyNI5B5lvWVaH/uYCYAnxcdZgaLwAMA/XYkJHVNSEgBQbwCQEMAU0PiqQQXFCrJk05hZmZLrRQsXYMgghhDVH8TmO+yZxmMzKtOU3KhaHx72Q27QIgnnfSseZfgIQBDDtjpwXG/a0I1tzQEZq8rFIWOtwTBRyXIMNdUzvjyuuujiu++HcxNQPAUDOpLTBNxt30uQs8475zUGl2xzgAzNZ+3H8yFqOz+Qff/oF4HQBMC9Z8BzKE+EMA04d02g64rq679d748GcJYH6LNOqnY5+F+8ACs0wATsAQ/3LOmbWTwY2cvyuSknpAa8xeA4B5cD1iaQRg/ip+//0AMIxto7WxABjxNLIq6gDwv1OwtRFkgnGwNYDOIqejei8GMC2wECgbjqn9/Aw0QAAzBYvTCABjN87wY7/4dbzng++NW371fcRTPEvpz+x6zGwb1vVw7SAEtqIzNjWuJfsti18/+iAsMA/Hn1z4jnjFBa+No886LmJ/WKgQ8Dy9BWdzHuYIS85oPyv+ICh8EQQiM4F2mHk2eUZWHd9TILk/zTRcSAQvBDG0wNz4LwAwyO6hBWZgcjt6SBHATALATCGY1u5R8dMCll3Pw7EbZsApccjcDbSaVmoCmC2wwPSjqOGfXPJH8faX/l6sOHJlTCI7q20MtLyNnAsWzC6sM27bCuA7CoscGEd0owDgMIK97weAWXPnmvjSDV+DC+nhOGTlKriQumCBmYKrcghWM8akOSMwx+pGse7mzJ0WgIF7ahrWs0kAGCYLUKFgRe25iJnqHxuOdVs2AsA8Ny581svj1OOQRp0AZgfahOD7s3shVdaJWcpt01JNPpNW3Rn7pDNrQVcpmhLE9W9TBuQ9zUPqjMZUnJtyyTzITWvzc75OpSmVz+TTTc9Ec+yz7238UVw+AidWWBRaQDpUx1CXKWhl1mWxNlmckZ/zmjJnS/0KOMDAW1pUFABTk1UDwOg2Jr2iQxjA8JpigVGSg62OiSd8A8s9nWOCGZ5f386flfvqzfybL42ZGmRuOvd7vLpYlTRXv5/rLuzBObO2C8elw+r7W+sorzUp/sFxWVEQgDlu5WkCME1Akoy/KSTrz/cEMEZpNaKaDWD4WTbcagKY5iSahJjPSjOeF0tOnoo4ZjOfPQicGFMbVOCkAIyF2mywoWvxGcFE7obXhGtmAJMwMK8VoRMgELEXE2OzsB3nY4DAFGJqwvYB856yaBTwQNDRSZdHA8BwoyhApwgeCkKvQIzAmSlAY9TCkTAI1zh8z0HVE1V/Jq0ANSPgJc2DKm2MTSNLkFuCx9QGLNhrM6gBnKmYFhjWWCEx0ZLUhmdynk0A0wvmRwtGAhi6kPhMBp8yaJb3c7XXGsDk+jQZRJqjJZALiOTekTHbBM1ieHTnlHRmjC+7VBMQUj9yTySCKAb+eRy2VOwJYGQBKxaNzJDYBRfSt66/Oj76+U8goLclli/rlQtJ/FIWGO9zBeR5kyJAc925Pz0dU8hCQmXZbShk1z4RSzt640Pv+CAAzCXS1BPAtGDt+xbOR9zDzrj+FlhgPvtpW2CQhUQAs2zeUrmp7O7bO4Dhc00/9Klj7whgeifjoQJgrnj95fG+3397A8DgAlpgyCAIksnM6JViPCdpTlaaYt0sAXoVgFGAIQGN0I9cSAQxsRjj29IaWx7fEr/41d3xkc9/LO69/7547nGni9l1oaLqBCxJWaKBwnQSNU9aYRKZu3he/Ap1Th5f/3h84bKPxcsuviQWHLQYFgm4nGB+hmcjOpbDRTLZFWNbEF6Ma7vR5Rv1AdGkp3DLwmWTppPf6CCVsyStF4yUAKZ1IV7LhTRhC8wNBjB0IR296lDUy5kSgKFwT0AimpZlgWCW4KAIiP8BwHQjAHgT+mrt2LY5PvSWP4+3XHhpLD1yRUwuwiYAp7QDwPA8TyPOCqV1YYFBwTxExDAuqXNOB+Y/FL/9+X2x5o7b4/9e++V4CBaYQw5AM0i5kCZiJ11IewUwFuBULghsackT7WJDxtGLSq1VMB8DGFpghmSBOe/458VF51wYpx1/Rhx0KHoh0QIDAMP1UxxLkYq5LnzGbHdLU7nIc5HvNT9LedH8rKm88vMEFzVvdmhDyrUmD9G1mBddznlemvKqyZtzL2t54RhP1cYpbsO81vOraWmmgk8QX2SyYrQAYEgbrN5dhHqGKFjeOy7PZFNcSOT5jEUjbel82aKSpFVL/AYAcDuo2qLC75MZoQDdDACDLyklunI50RrNeJO8VlLGRgEOQYenWHBmgxd+JBdiCTQu2EJARR4SAyQqv147XsD/2aYzA8BQB9Aa5CEt61vqzxjA7H8q5FYDwHBhyub/dwBmdnDpDCTKzeRgypNlWmSZ+KJ58MOMDtd1s/yGadWos4q0Yth3a9YiKHOg/waZM4DVAVhWDw1g+NNsDVABGryvLKQCJU2M3qTshVQdNKHp4kaSe8WWjAzCTctBpoHSRJpdl3nP5iFhB2ZaLhyk5qAuWj1oMVCZk3IqdJjoBuB45MKzT9bERGqH+0D+Zt6D3/IhM5HM9MsmUElQlACmWiAsV2pSBAM0Ibs2T+1e0+oQZKHGrWqCsOgV/nMtHVqToI3hJes6zOljfQeaqV0LhgDGBM2y5RYABBR0MdGHzvUkU9U+az2siWW8D9eEwcZJ1yxDzngepR/iftIydShqIEEAI+UH6zQFpk6rBfu9sDAYmRlpRTUwEAOjZ1JGc32LRYNuNVqTCGCuvO6q+Ov/+7cws7fGcsTA9O5ifRhaxDL2pmbYheQqZirGinF1A7TsQGbIWlhg2jsmYhnaKvzVOz4UF7/mjSrulQCGUZRzFs6D0BqOa2/9flz+uU/F2v4HYIFBDAxcSEvn7eMMnb1YYNKyxrU2fdKyhDkx2HfOZDy4brNckVe8/sPx3j94O0AEXEiOa/aZobmbTBDrgcbZqrxJrbyN1W1Z84ZMjjiG2Q1YJ8a9oFuj147/8TNmgWBtpvYdiK6Ni+Jn1/8mbvnpt+PLN18Va58ejtOPWa41Zudr1uJhkTN3Q2emCncYbhQEPP8CpfI3bHo6rr/i3+Kc17wmWhdBUKLHTws6eY9PYF/2H8aU5gJwYC3gLule1ok4HwA6FLhLodUUaLVWb+UkBVErJsQ06jYUsmtFijwBzI1fuDauuf4/49pfr4l+xsAceAgADFxII5PqxZMMljTGESvtHE0rmwAmm95JK+Za6Vya7/YgvuRpdJQeREG6j1z6gXjThW+PRUcsj7F9QPd0kW1mXEECGLqQmAWGuWHorKszAQDzwH33xW23o8XFNf+KLCS4kBAD0z08B2nUE4iBGQR7KDEwxQLDZ9ONS0HGQFjyR1rCFPMHAQsHq4QKAXwXAQysRIyBWb9tU5wPAPOKZ18UpwLAHHIYauJgzYZ2oBwA5s506CagmK2ANC2TuV5NhUn8l+vD815+U4jneulMpYaOl3n9jHoqxQqbfIrXpjzj/eoqv2SfxY1T7iXrC4Gp5IvBv7MaHW/isv12reQYJX6xDkn7kmGKh7JobkXwi4R2AhhOgABGssTB3NQYrCzXXbg1zwK6WghgxNP9/crAl0wm/+X51W1s0XAaMy+lBYaWVManGbDkOvLvdll/aOHw96UD478pnuuiw2uchbeq2nbewmEyAjasZm2DSXFhaQpFeeca8rW+UOSbbAz1eEwCuPcIv1z2usyNn6Gns0wiPhcAACAASURBVH70vaP2OwnrsXcXUtOq0rTAuHHUnr47EqRvbDSaACZRciVxNKaGlto4zLxG6bu0cJSgVt+HV9hUW/sG/brpB9UaFmCjuBk+tACYBDx5wJpWHM1Hi56WJL+2G8bdTJtWHgkEghhZU0ppfY5Z9UMMLtIs6hiUOl0vP1McCoUmXUhFWBuB0huvmcpiUM+pNAaTG6/4VCVouegctyvyaq0IiBiUhf/UgbsQQO6JBZqfWzGZ4uvkQcu+GxlcJ+tSWQMP0VlLdCEVmKfUVWbQuJ8K3V/UrLvhHqCFhKCCAIYF4xyzoh0FeHPvFZfs9/o5PsdZWwRjBgQJYCwwzMGkIaotAVxRohc31UwwVmlIeKOqBYNnpe+dhdNsjTGgogUgQYZgWVpgIKgIYqYQA3PVDbTA/J0sMPsSwKDomoS4Ctl5XHl2yrJXwiqzwzoAYNgDaS2aJ7ahzsY+CGb+y3d+KH73dW8UEO3H+4LpEIZzFs7F9iJ9+1a0EvjkF+PxnT9FNsiW2G/xcgCYBYgDIThzWmwdA8Pgcxf3Ip9w9gaEM+fJdNm+3Sjhv0Vz/9glH4EF5m2oqYLmmjRv87k8O6oLoQPlWhDkXWRKihos4LJhgeGX2UtIT1S0ouQiDVMxumgo5u6YH9/7/A3xZab6bnkcLqKxWL1qvnr6cL+nSmHCEdQaoSWvpxfuITDPwdEhuI8eU12cH/37DfGMC8+O8Xb0B0LW0q4dWHfW7tl3DJ2b+2JqG6xpjPdYALpG5d9ASvRswFCkjPcqD0bRBl3IDmdnIQEMYiWeRuHCL94UX7/hK3HdfbfHEFxIx8ACs3OQFhgUN0RWl7VxxzqZL7JvDQGtmXYTOFECphs8szG7BWC2ALRujI++4y/iLa/4vVhw5L4xvgQUCDdjO+YozRUuMfhr1eySVaXpUmiDYjCJ9g+P3vfLWLPmtvjHa74Uv938MNYVLqRhgEEAlxEEFHPPs6gkadKWR1vsFMQL4UtLJJ/DQGhW8OV5F7jE530IJt/BxqNbN8eLTzwvLjznojjjZKRRH4a2CrhsaLuDjVJp47K6pYeD4WWFpmJbLJJUGEQvAhreBwu83BCCBWcX2YrKUYsY9f1cQytC5sNWqmeW7TdvSyu0ywwkmJG8KiAy5VvTte44TY8ns9oqnbJhZU3eJIDCVSPw55TSGsfr1XqjTAHr6+q7+J7cjZZjOUX1ttPbVAp4/CibMAcG0qczoF6m5OzV+ggb8LoKVOTKGRzuYqBX+oNyTFSKS7kBDpRWkgQw03Ip5U3NenmZFL3y2nq/ZaTLeZTviH14Vz0Xfo8vCrjiNcV1VO2+hxn0knIu5vdaHV27m81H9Qfue9i+x6lMS5MI8sA3OyHzLvmdbjWuK/coBCREz14K2jmCkyKwi1AUeMil1ucmKg/Ks/VEGYzaiCwvgp0brr4XZZHyOm78bIuKCE4rZUTMZoEq896YQxJ8CvR6HEb/Gp/IkX8bCOj6Ao5I6HT/5H1sMXC8Sqcqw9brlSnM6YpKACNwQOtNAYMWnF4PChG6qLLeTY6TrpNOBoaJgGxn1AElui6paXyf/UQ4Ft7P9SjMCOpmjtQSGSPkw88fmcAJXhgnAWGXAbtiDPyezMs8Fe6ALW1KLhN2x2UDRwfRuhs3AEw3wAUEv9oJyOzHhoOMrcreIXyP8TXsn+IKms4EKgHGjLsRgCk1Mwr9cA8cqglBgbExS4KF8NTIT3PBeihgt9asRX/FuqWmjiqEh2BIWDYmkWqqqUAiZMYBaUbBa7jOWUh4BtwcBDDX3PTt+JvP/UOMYe7L9u2Lnhb0T+JoSiuBptbZPCdJ36qxAwAzMtkRT27qx3NHYh9kAH3gPX8Vv/va12MpkLGD97nm7KkzZwEsC+hHc+8t18ffXHFVPLJrDXooDcYBS5CFhEJm09B4MgaG86+DeAuAwTo4BqYtxmABa4WloxPNFB98ehusYTvjE2/+WFz23rdC4KOOChupkh4BRFqh/cPoWejeANbxLbTElDMG4EaqoQbFz2idIehQJVpoelPU7HqQ6oqaKm2bx+Mzf/Pp+PSX/jX2PXAxUpG3x/xFi53dJcDtHjxMH2+BMCVwG0XA9SOPrcU4kXrevSi++pl/iaNeerjiOnpHCVhg0mdH7l6OAuOH2Zn72o4gadwOTLCktovXFKhNHlKAWeGOEhDKIiHYh4WjBYXsYi7mhiaRt/37bfGVG/49rv3FregeviOecfBhqHuCLDJYinogVNoQh0NLHi0RBAMq0Iau23WMgQWveZfXbYYFBi6kp1HJth8upMsv/dO49NXvjflH7YMYGICOnTjDSB2nNjCNrKNA3Zt2FBskr4XvElllAJ3oZv7kfb+GC+mG+IfvfCF+/dQjcfghB0fbEAJ4AYDGQO9tOK+ybhYLTBY3lALGMbOJJVO0uQeg61FkOdEVwLF2gbfRAkMA8/S2LfGyUy+Il531sjj71HNi1WEH6ezs3I5UbfyXdbZk9ZP1wT3IakBvOlFmaFHEci0qKxitAJLCdivMtsQkb62+X/inXd1WfiX+G+tc14nZs7hnyguBF1lfjNY7QMPiyeID5rOcEa2YlJmSEA0eUwnqMu5U8s3feZAYT1iEOM9QBcgksPSXcAJ5ufGNv0yAQ1mARAGXyyCzKpYYPksSvkIilg324vh1wX/yJvB1Mzi2AlWFRnmhXKAcg/kfr3dxUFuTpJiQlkvWcGURKrKZGZz6HF8VUtDy8X50S/F+iUoKLQjAyE4lunCleTwE/McgV/9vjADaYVNYNY0kHR267FjZgQxOSqaCNp5BnDODeF2rBeXkULdgBvjgY3ABXQkiHFNE8u4KdSeh5AfKcEki04e+usNNFiorDz/i2JgKmj+V9YQApghgf69A1BK55PL61CQIYAy8ZgdmVYROICAy8o+jym0FMKqux6TCdwX1K/BVaapOhSawSbOk72PilyUkARDXGgeFB4bltDlfjatspTadB6WMJ++nbCMJ43K4EgRiQ50KDeEEawRTM/nTjBtJ8Kc1ElH7mbke/D4BAwGk0v5KnE4CGDficqogLSbU1uWSYRAvi4eB+TGmRRZHbGEHhC/BHAvCsd+QHsssB2q5RWOVywtrjGHoc2tADiRWCrMAXinoVMCyJsYv4/NsOshA6MxKyjWbwVwKk5N7TtonC9mRuaJhI11Kqt7qTAjSGgGMewDZnebsrG6MfTSuQRr1Rz/7twAwga7Bc1AYDnE31JoAdLO3TtN6mTSQ9MO/Gbi7EwXwntxYA5i/eBcsMK95vXqdbN+03WAToKJv/tyYQg+me1B6/+N/c2U8NH0nYme2x8rFK2LZfAgwBM6mC+m/BTCY2wTPHKxg7RDQD6zbBvA2glYCV8Rll70VaZpo6of/DGBAf5CbYqQSND6fIjeeBTIPCqhmDAxplqVoSiGu3dD0prGv7fAlMp5kbP1Q/M2HPhaf++a/owDaQdGF4iSdKBRI1xxvzqrOpEsW8SPDXrRsITJz+uOXv/hVHLHy8DjrpLPjrb/39lj5rJWI0RhRr5/dqC/TArAyDYDXDiChej4647wlzu9EHcieTL7oS2bOycCp6PBEEFwDLHG8LWh9ML1xFwDMrfEfN3w5vvezW2J4Ynscf8gRsXMIAAad27tB1wTgjN/hfVlU0Rp0FmDT7mt+/x2A2TCEGBjEl3z4HX8Wb3vlu2MBAMwEKhd3sIsArD0CMKCFFlQAbkMXc8adtSAmppWZcciIWovA6DV33Bh/d9Xn4/4NCWAQYA/aGAGtE8BQuWgmUxDENAEMLXgKFoaAmGC0MGglAUwf+ElaYF522kvRh+rlceYpZ8cq7CNPySjq8dD1RD6YAN6CZ2afPSlnKifhrNSUIwlSxK+K27iprHIVk3emMpeKl95v8ONm4Gw+ozqPHE/2EkreWQSvlFHyvAI4xJNKTS/OxTVZioWhKOZNHpPjyTk15YUVe/N/si7BFSGDWfKyAJiCXiqZKKNF5mAXsFLsGjNkbS27/AxxsALeZQLS/TmNhsvG1FmBBKEcfpf/apw4Q5n9JHePhJpjcpq4ycuj2kXmEbinHAi07hDAUNH5nwBMuTdRklzVvqcxhYczXVxXAjCHLDlaoixjWhI18vuzs5C4+BQSvdBEZ1tQBGDKxJqE1tQ0moy8JnIfbP0UAEMLAF83xyLGTOFYAIC+TgZPgihgKQlbB4eTI8YlY5J2XeqjNEEIAUO5X5MQk+UomErCte5GXQMQ5/VzXAoilYZr4k9LgNZETMDjaQKYPCx0e8xotV58jLIgyPVTW3KUDYSbMV06AYzXlDSMZ7HiKp43B52O585FiqnSoG0m9hqXtSJ9FStcAhgyFDfS5HgYl+JnpBvMpdltWWMxOpZ8F2ACY1SVSxBbu4JyATwAUtRjCBoM14KdnInRZPa1AUe+ZGs0NL/D9CxBwLmWapsKjqSlwi6dZvC3rGAKKmbMDSZT1smAy+OcDSAUkFZOdwbuKvgVwZAsrOex2P1HSwBdLfLRF2CZAAZtiOFCugZdof82JjDefZb3oZAdrlPgCC1JOk4zNLMm3Zt+qN0VC8zG7fjYFhgCmIt/53crANO0wOxCvZ17br85PvGxb8VDU3fEY8hSOmDJitinAJj/VRYS6GeSVjYCGFSaJYAZg1ZNC8z73vsWAZhpWE0SwNBdIY1J50zBG6Lj1K503sRMbJlTxWmaj2mNIZNGzAy6LPiMgfkOrd8SV3zs4/HFb/9HHHHk4dGFWjwdCPBmerpok6gX96cFhkB8+crlsQ21Ue6+58648KQXxRtf+YY47sVnx7yjQNt0dQ2C1ogTEOvCNGEGPO9m/AkFBZiRaNzDrnlMoYEKzNOa2bDWsXQ/AQyzmlrmggY27ZYF5uuwwHz3xzcZwKw+MkaGEacEAGMLDAEMaYj0agCzG0GwyY/yWT6D5rUpsOWiURDvtugvAObtr3pPzD8CFphFdBdhLmiwiUOELCQCGIAOgBoVj+ziwQFvggVm7X33w4V0fXziys8BwDwaR6B6cxsypcanWvcKYDI+imNUdV6MnRlp5JMEpYgMoylLq9XFQPLiQlqPtgUXnv4yBfGedcqz4sBDD8C1eEb/uPYkSyIoaYF0UCrgyh0kwEIs5uSGJs9tZgRV8oBU0eDXewMwsjIXxSbPqtfdFpg8ezVActf53JNaZvj7dWwnFUSef9KOTRnJQ3kv83ILrZxH05JdKysGycUo5NcED3hBS5fmlBKa9yN/JA+RBcZMi0qEjAwl+NZSyUBCSi4LvjVjWiqZYNlQGTzwvqqaY38lMws4aK63gnMLePE4PAbyIrVpoXwqlh10QJlR4E58D99tZy0pvi6lGLL5ZOn+qAFp3dPSQhuuLLhGR7aGkrXU6EjiSuzGOCPn3nLw4iP/1wBGWjmYTG9Xr/yTTSEhAm0AiSYwKDxjDybSJDCNryxqCssZYIVMv+GaMaK1QG4CGAnrspIqZEeamAVgKhCyFwBTCUvLoWJlcV2UvE7go/ymxltZKxoAJlOG7UtlNlL6yGtLTqZjNy0hGgMZQOnpYrDjmBVaYGTgLOApD6uIQfEOu1GWGzEh0Jiafu4KDBYmSguDhUaJ41FMjGNYnMHkuTuWhkLMJpIEMEpHpoWOOjvVXvA69rBSDAnWnVp3O4qJaewCGwXAUAAmNYor8J5OA1ddNFqkFP9SfNmlKF0eshyvLF1022G/VT4e/9HUnVWEm8yxAtuFVrIXDEHixO4xF+KTlc7P5e9EcXPxsCmQmWnUDNiEYFIQ7z9/PKbwvP1WzFXxNsXjFQBjplGbl5P51QyYnYHRDBA1PtZu2IY1Ho2lqMHyF+/6SwTx0oW0WxaYPQDMbTfF33/iGgGYhzduigOXrgSA6YXgsbX0f85CghZP2mENnr6IB57citL0Q7LAvP+yt8mFxPgHAxgwExaw4jErTMxc3HOTBWYPAIP9pmSlqRjMv5XVe0EDYnxo5rj2/t/GR//xb+Lqu2+OE44/LuYhsGYSph6nvNoCQ/g5Ogp3BMDNwv2WIlNrKO5CevDvvejN8a5LLo1lpx8aLegSTa2wdYetK9NdKJo4AvcRLRLo8UR6RT8CNTC0LtRQkjQFm6w9/sLIxTTxHi2EsDy1zMMvAMzujQAwX74tvoEYmG//6IYYAoA5AQBmDACmvwIwnQXAMEHg/x+A2QgLzHYAmL+GBYYAZt6RCM5GFhI8jbF7iC4kgAy0HKAFphUuJAKOoJuMlWjlQnogbr/9uvjENz8bv934GFxIh8BCxRpNewIYbmOm2M8EMK7My4NIVyIDfylRad0kgOlHteD1iIG56JkvrwDMSgIYXEYXEmUA+aBi48gTuDdQDqpmjhKYjjWjFSZ/DAjqWL9msG2TL84GMMkjmmDE8ZBp7UobhYETC+3VcZq1RV0AKOWJ+GECoDQp1CCFY87g3fxeykHxy6JspaLif+2ZsOJF5MllwL8cKnlrEc4ydqT80uIYbCRQUh8y3EsApvBi0fYsl1AFmG1TsdxtAqW9uZASUPC0EKAIS/AsWzGpZLXEroGF4ttqjJF4qGwr7kPBK001URQMBgpDKNYfsxOth14pZofXeb/Ed2QFoszwOdXjBGB4VvH3IUuOwvyK2biBQGcLgEroywKDoMICYLIks+INtPFGeRWAKQtYLWTFQErsij7XyO124b8FeQqbNkAR+2cIhRWhm72Imuav5jVqKkUi4ETlc/WhybG514+BkMYtotCSaqHcTJGCkhVYadq0xUfoGr+ZGp61WjQuvK+gXGq7iDdgRoXiZVjwStlBJD5r4Q42LfEu6crBe0K7BDDYSAUyAwAoXoYmYPIXDDEtI9X4qVkzPa8EwWaWV84rAcz/Y+09ACyrqnTh1RW7u6pzJEoGQQUjUWUcRJ2gohIVBMeE4Y3pzaijoo6CaUxjGNOYHRUBQRTJIEmiIDapoXOgc3d1xa70vrDXOacKnPT/hWVV37r3nH32Xnutb38raV35n5gQGwBeQ8yDGCRmE6V/uhZcXpesh+XCzAsXbRgxCrtgQZl+2gHwwkafzJVi5V2WoOf1pWjgTvAJhTOQLjb7PMXD8ESNQbmnVc1mlUO0UXsDNHKO5LbDayOKPxjFvevGkdoSDRBBKljp1TJdVEKscYPgUmQVDSNwwgAG4Iv3J4CB8VYZ8yIXzMSSqwMA5sLLL4zzv/E5sAudsede6AYNAEMGhjE00gON+0443ZRrcQ46O1EhFS0ICGDG0BRwIYJ4P4Qg3rPOOEvU/baMgUHcw/RZYBzAwNwKAPPFz/8aAOYaxK88DgCzd+w2Z7r6F9FgpEugGQOTJ1sbAlbPxZyDLWjtnoJKvBvRb2ZnfObsC+K9qAMzjnvVAAaDZeFmLZmVjvzndMlSZqVXioLBDzI10skEMIw9wcy1sBquKoei+/WqnagWe0v8yw/+NW545J543rOfg8zqNhS5Z4sGgnvKCdk2ZBWhnxDwXezqQhb0rsG46/a745/OfV+898x3Rst+qBczHX8nmNyC9URtlF2d+PcOpGF3IHNmptdvSg/kBdlEiK+2crTqk/aTq6j49LXZi6xIB8ENOArWo4U9rsDCjALAXP+j6+MXADAX//7X0TcEAHPgoejaPUV9gexCYgyM06YFYNijDNRQnqxTP9lQFiNVZIR7r7NreqzbtkFp1B9/K2JgXvPOKoi3DQHaLT1gcxjkDNe9XUjAlpDPcQAYVtQe3gFw+MclccN1V8QXLwQDAwBDBqYNPaJ2IeV6AIa7FSgjY2A4joqBwSgVA1MYGFkHHD5GkTk2ppYgBDCtQRcS+0CRgXn1MSfFq49/VRyLIN699t+b4hq9WwBg+F7FADmInfO9C7V/qvml3qQ8iVKYyJDkPpkMZpp6rj5AWtasfxknSGVWAxIDGB6GFI5exkMZ8HcadGcT+fPOWE3gUox4YRsFCMge62RSjK7sRFpvy1BmQXk8XmfbqgQBfI9ZDMkE3TLU96IJa5anQBqDFwEKx4RMYYwWtxynsFxboQ2MrGgE2VYARutgEFPZ4zR3UlR+hAIRBIyUzk3wIjdSQQwsTqkHLHsFBsjeL7NHPhCUnxjgMDLw0kUleyeTSjDjiruVe0yCUZ6dY+Ut+E8CGI6PHbS1XkVrG+P4zCEUg/vuM/dgOaqyemHGQyRln+gyewfx71NRsyIBTEXNCTLlRFlwKtTGB6SCK1Qtp4z/NlouclUmx1NSJqxcIxcky0YnAyJAwf+YbVNiVJrzk5kBXBHWHOGVM5DVPTfShWSz2nRZaVh4JroTOtgfpywSXzerkFlIdR0YfR5/VzYMjSBOkfzmRmMGiztrm5HQXhCtanquZkJKFg0PJEztVblsB7a2KGuJBdw40TVQzPty1jSnEqwimHqfaVsHp/FU5LYBVFqZYu3YExo5gqQ61khGSQCEG8lZOby4MwTYT4UF4WCEWFUXNVg4V2RwGK7UXhgYb2SmlzrehQDG1yz/pmyoqJSzkMxYZQqiATwnij+y3YQqGAPQ8Tojg2wIhzYIcIE0U96lSD3ROqk6xkhCVSh81LtAsOKIspIYPOFr8jl3gaXIIODKTQgWZmRXf/wSWUifBICZggrDu+02A2mtbIVAVx0VqjfcZAYm91MyZtO72uCOiFiOlgGdUAhzkb593js+EKehlQAV/M5NaN/MmYIbbtqcLjw7YmCuvia+/NWfxiND98YDax+LfRfuiTows8DAOEMrT64JYHJvWmYNmrm12nAqZ9DrkpVbYXh74rNvuCDe9e6zEd0PFxJBMPeFspAIOq0siZqlRsqJyn1TKAt0M4nvFshhMDebgbKN8vg0uCTAGpAhW30jsmTuuD0uvfE3cf/y++LZz3oWwE4nSJ4Br4uUegbdI5YCa7ILDR1Xt2yOVX94OL76nn+Jv37LSajPgvUGQOgAMhrvw2cQwDuKNPT2newUDhU8jXsdr4OBAY3gcuTF6FCCeBcCGOmJchDJvZ7M0hgCX6d04UPI1BrfFHHjD6+PCwFgLrn9t2BdtsRzD356DCCNeieAYAeBOZ53F4299oplgA0OE8BokwvgWRbzlJ16rQtF/NYhq2zD5sfj8285L15/2tti+mELAaBwsKQegKBMIQPDWkrMNAMwY7AyXUht7CS9YyRW3PsQAMxv4/MXfRUMzAoAmP3AwABAgG/vxTjBT/kAVA5tzowEdYd5ILtIEMLsQK09jbpS4h3vRtduFyvxIhtsNVgiMjAEMMc97wWx5wF7Yu+irxcBDGNgSrNcub9lYxoBvGXOabMY6KmeepLLer80U/9TzyZQycNWWlIzxDYh+ZWAxAfZtCM+0dvuaAkKWLEuz0N47k1fi++1faqAi/RJASC6dH1zZdqWcAC7nhPA+H4CCXyNW0VMCsbE+khFn9ZXKgMsespISKPRAU9ffLPYCdstFXbjNfm7FL/lTWBN/1/ujbVXfJpeIErJR9Dk+NKUXY2T1y9uY4o2QUVxawnk8PNSzLynvRMJTMbUgb4GOZJ5vsIDcxpo3bLYKU5zgkOdWMt4cFrP9dKxM0FjThGHsdecA3F/ZinwhGkKnV+JhFMRc6EzK4VBnomyJwtcshAyqoLbHhwfUC4NxoRwMcppPoU0hdjTnif9iTR8NvtK14YVEE+/BWCUjSCggquMoO42MxLoGqBhIu3Kk7cNqYWXM6SxWk6qDA5l5OjE786pZg8szBWgkNIl0q8znPiefCb322HwHPsOMc2XIITXc3YRa5HI11eYoQkbllkgzOwpDcvsViFDwmd2fEaCjwR0Ts2zWFToH/8WawPww3opMvild062GNCzch7wt06k0naiG7JPJa72S9lIF1C2H+Bz0uiPKRjWAIABjGwNQFdAO4JOOwBgFFvj3WxmhXPJIL6SJVWdDBRv5LlLWchNleCFz9vs/M3S6Hz/CEq6033G018rgICVFedHk6ENMUUMkw0lJczGnSdZgB8Zfxsg94FC11+tjTcS7+FMJBRK6+uN31x3eXz8axfAQLfH/LmY0+FpYKdYl8MguQLuBF06Bdndmtfi31kfpwfysXz9+piF/lGzME+ffu8/xt++6nTojU7EFMCNwufFabhzFgOjR+Pmq26Iz3zxs/FI74Z4bNuy2H/xgpiPSrzZMmCyCyn3pu9LgEqlBXkEMKDb5U/Ld+L5dwDAfDLe8d7T8QxwR8GwSJ6oL3iQ4imRmFjhKaRtkxa22yc3jhQygz/ZaFC9X7DX0cunDVlSI0h3vv/Cq+OHV1wfD656NDauuj8Of+bTox8NLIf6dgiUU85VjA+y2Q43ENoooijd3PhT+wMxtuTx+Nn7fxiHvR9F7wDoOgbBdCFrV4crxlkh203uLgZRa86L6mY8DwPwqWQlX5ZD7eNyiKr+rbUWXxvjg3i26XgHQEzLhrH4nVxIP4mLEQOzuX9LHHXYETDYA8jUYTyL40QoM5XOoKFgijJ1hvRuOcHTCOR9iy7he2Zgv63r34Q+Q+vi22/5RJx8xluj7Yh5MY3+I0z8aD8ADNkzume4zwDOxhicDJcZ13QUDM1jdzwSN95wTXz+ki/FQxtWyYXUiTkaBEbpRbNEAhjqwKzSzLHy8MEyCFPhvqReHsKbVcaANoB+IelT6GsIQzdA1jZ0ZF+FVO9XH/XKOIkA5mgCmL0EFAc2o28TAQxTsssa6NCD6c6K3nmYGME8MIg/9Z1AR9kjTbuThz3GwaVdqvcWXdzUhZ7fKg1Za+G9VtkUHuhkf5zp6ExD63O+rngdylJROMlS8yCWh5EqXIKHcBoLMrqEw9W1WffKB1S+N1/nbXAW0vNyWpnd2Qp2S9WrBWAcHSuAUsSTNqEGNBqyXxCxgfuXTu8CLWSGxP76w8Zpng+CUM6/g2cNSsTglG/ZHv5d76fNtRvPnhQeBAyEeKjRGAVaCKQKQ0KiSe/BLzQ9Ym44NeWgWORArlkCVfXI16UgxgAAIABJREFUK89S5l77gyFwjPGRK5HeAbxYdLZr0tXxRnZBuV0Dwf2Up8w72GxRYRUyzc6bMgOvasaEgtSJk3bSkHST1CyNmYQqILicePOkkQaT105AUPk4C3sh5VM2fVP5i2qFAeFXJcwSYLo86HcuJxs9ixE9s2MERrkYTNUlfSymRqJr1oP/0HWY0VJn5CSlSQbGr6ewGsgp/oKTWRYiBbbZSyOro/L9rFXCIk85P5o/nnC4CIUXE0gU1U9FjAtjManY5b7As/PzvOEYg045R2V9+EBi/vhToMvrYEBGBsnsA7NoMguBHWDp3nJXZp66fWLpQk2K6UiZ5LUziLuZli2mprA8apAIJbgLND8pdG6iDihjZTtgX7Zjo5GeNrVqMOPuzk53TrbP4/epJE9NCZxToaXiqoKKC6Dms46pCR3iBeS6czdcAeECQHiNtlJgi3/jWNIXznmwhqiBygj7JFGhcnPzaIr3011FwDQyNIiCcr+Kj3zx40prnQcA0zLEZpXcwDx9W/U0907Kf7KOUqbYlP0Y94r1G9EQcGrMw/en3/fh+NtXvhpjb48hnKoFUGFLO2a43cOdN9wSH7vggnhgx8rYAIO3z27zYiGaOQ6z23oBy15nt0MggM6GrJlJxRK7rWM8zQ/H/ct24D3b4jNn/XO8831nRstUNOIsQJL505lGq5MX9SwfjYJGQwygojOfFCMVmGbcNDQDaMnAIIunDZVip8Ddcu33fh3/8t0foLDsIDJ91se+++4RfeMIfkU3bLKLZgHYNR6sBrLWWPp+6dKB2Nn1eOze1xGf+4evxuFvexayscASwGXXghoRZHuCLB/cRFpBGFIGk+sfCHiUTmc8i4yclsWGrJxLc8/y9TRagjYD2H9wX5GBmbJxPG6iCwmtBH7++9/EFgCYow97poJW+5CO3oLsJ+6d+hRvhpVzlyfWvH7ugybjwMF149CwpudxlOlfH9966z/HKWecG+3PYHo5q1NDgaPeDCt1j0O2eehpA0PE7tKszMu9OLpjKJbd+RBiha6NL1zyFQTxroinHngAAAwyv/C+PsgBHNrYl9nSw4BL/YCw3snAqIu8yhqQXTbYooKiYZoBN9dWdKNesWF9vJoxMMe/Oo478jgBmDHM++AWgi2nUadul/EswK4GKKwHY6gocSq6inPUPAznWtUH57qERs5f1iMzYPJ3c+/VjIo1AqWTYlrZJ2IYrh1kjTqwefCQnED/jpR6Nb6+VtKAB/9Jf8mGOO3bwMC2x9eiPgdbhuflMzODneFeOgwSI/K9lFHJZWoh8SjVv1OPaTyUbc6dxu19J1eLmHHPaVF8viAD6wsIYTXtMgNYn9pWWl0Vjam9jychuUCdXLm2/Lx25XgzmRGyThBwEZgqOkKzrU1VAFX5N3WGDXJ1kNQ/mc3EIVCvlG/HCNVZS0Wtegxiua2Kpuwz/xBWr7AxbwjThE1WNn6e6hPAJMBI4UkBmHwdqw4HjqVPfvJ7mvdrlu5vXjMBTKV4tHZO+y2hTZ44GXIvDMF4plLzkK31JoKlDOQzF2FrRxqmGjUK9XlDyHDJ1+rPaF7pxqGxLHU/6g1RA7jmRtIJHtfJrCWDi+KLF9q0IZBRL/U6lCJGZFwMdQa2ykjLAHKx60BqCoBBQl2bhmNWmnYptOdqsux7gvgCKLUBdHFugiz+3R1enQ6eFZLzJGQWpi4U5QkhU+PIftd0Ka0E8DydiGwVgCkuMoIpZSlhXE1583zbj53jbwKBBAMTTjZyeZW6L6w4SbaixBUlqGy6ceh+a1qy/JsBHU6qg4NSoNmJm0qCz+/iXmbm2Kl7DHT8r6/7dZz3xY8BwLTG/PnTo214OtaNdKuZuMn7wiKZ8mMly3XZ2tuHSryblA69oKM7/u8bz42/+tuX44DQFbuQeSKACyXUOaMdtTyG4r7b7orv/PD7cf+WZXHPsj/EvrsvjsXdC1Rbh7s5a3vkHDZBlGSunNbamBqEIJMHwcCMDG2LT5/zyXjLu06NVnQTL0uqVgJqOcI0UhWy8vSp8i7VXNlXDCpMBWZnN97AujSsRAsQ0M7MGXjDvvvFH8WH/vVLsS9cDnvM3gXg14US93A99AHAFHbLQe9kBFqjH0Xufr9kaxx5+II48cBnxStPOTcWvHAmQBHGwe61YHVGyboQwKBSL6sET2F2DgJcqQRap/MoCJFCunPu51wHjjIPPM11oZuOe24UAKYFMUIhBibidz++Li6++mfx01t+HVsGNsUxT3sO0oaHopdsEdbdFa9rF56LPpL5KSdjzaq/qhN72b8cy0xkda7ZuT5WbQQDc+4nAWDeEq0AMNPAkjGIqAYwYGPEwOBlrPkYulO3Yq6m9A7HmruXxe+uvzYu+OnnYsm65XHoQQeJgRnCWvQBFLKBp9hc7s9ihNkTjAwMY3i4B0xcFFZZbgGzh/w5Aw02CWBWYoyvPoZBvK+M4446PvYgAwPDNLzVDUVTvySYSNe+5IoHHh3cWGmcLioav5qxbDKVzbnK+lp5zVxPJRc05lQ2W6DJsR/1VwEw5SRfhS5Y2it38uQ96jH7KtXzyHJKWetH9VycJ7IIFYBJe+pBycDLLhlEyT5p/AQ/Jbun4AgLioamnwmIxExQbmi/BBjMhKjiNd/K/c2fnGfpWLu8DHL8JgPH4t4rIFK7gWMXgW8Xkmwoh1DmVC5ivp8vkCUR9cW38fDCD04CMNpkBjAev0yFn6msWbU+jHUpAIagkVOsxqcNAGPDngNy6IXiZfZd8FQwWTUV1jyVpDLOG4qqw2ATwDTf+4RFxgtpcBKRNyntPH03T9oWYCtBpfQ2jDF/zyJJeV+Px8xJQS5mVDhhBCcwxPK38oSK065rfZAVcBh2KnUZVJUut5smn4Wv83TIrB5OfLIBZm7qWA7GliigtDHeanEoc1gdQ5ZS66UYcD4pwWOrjmoEVnVsSDvvwTnUDsrsJcy9GBkzYPyqNn0DwCSrpQ7XjLuhcGIunEkDkIb701AMgU1QSW3MO1/vRjqn0qJRF4UBq5qfAopkpEQxclTlhMG5pJ3g3lAJf+XMxi6xMUiSYDwMAVGZF3WK1mYxxZoghuM1xe8sDreQaNCzABaSnQZg0ymxABg1FdDmKJRqynpjA5XzZMWMpGzPQiVb/r5t2zYxUulmY02jyanJ/BszMy6/9vI470sfRz+h9li0sDs6RruAXUhrypmrtWn61SeDMQElGO3NPSjNvn1rHLzXU2OPafPi7aefFX9x4gmo7toduxD3QHfBCJiMzhmoqAralADmF5f9Mv60ZUXc+Ier4ym77R6Lps+XYiFLlwxGZnRkZhzvn1knjBNpR2OjFlSpfWRVP4wjGJhzzo/Xv+NV0d49U3NBQMSS5wp51l6xYffxlRqNyyyB8L6T9mSdB8gp9hjTakcYbw83TBsLpK0fiM9+6etx3ne/Es9/5pGxz/wpMQPNIftgXHf09mvsnFvGTQwBWE8D6Nm+tS8uu/OxePuJz4u3v/z02Pv4v4yOfUGnwG3XCgaGXaaHmVIM9xEBDLOeGLQ7hpopOoTMYcAyXkOdmOZXdVDikGXxUlhkyvRMY2hP0ML4FwIYlPG/5Sc3xsXoRv2T310mF9ILjnhu9G8dQgwMwBZIYcXgQX6T7ZJZoutKCj5vwEvXrgXrEp+QZ5KB6Vsfqwlg4EI65bXnRtvh6ECOVHuyceN9CBDmJoOeGUNQbysKfKneDeJ/WgFikMQWm+9dFTdde22c973z437ERz3tYAAYzAcBTD/XEjLXqr3lfnLUiYz9Ul8aubB9rDcwpTuuABjoAz4CdcO2gR1wIa0FA4M06uORRn3UC2N3AFK2ORhBzynuF+7lZNrl0sYT5EGjnNvFjJP9SR02cY6KoS/z5h86jRYV7/nUZ8qhJ9lcZzs6Q2sMcuf+QjUIsd5KJqXW56mLJo8ndVAFIGgEuA1ocGlcBZRq5kgscgl/0DU5Hh7e1NA043yKV4NPlYeKfDY/mHUIAUHSM7ptmRf+tTAw3ns+YGhc8jzoiX1FBeEWkMPpItjJ7ZqApBZ/4xDhE+9rcUH8yYMrPyvZ8Lg0nnIxMbPc+8VFpbsLDOf8ayOUCt78o5l2D5VARYMTA6Mplslj9mfNwPhKZUwsU0Dwwsvut/DQcabJNRFm07hUqLQoZt5gGtwEehBcMPsoJRBJdJyKIsEGf6axTcOlQnaF7ci/eRwO4Jx8SufpuBKmgoQ1iXxYgTAr1owY58IyLoOnFhaa4nUNnCwMlZHkvaiuodjd2KwslAAMgpbhOvBrVjpiYNh5GKcjbR7FFzQ7SpfJFvPg56YwZABd877K2BGAscDXtWUczFq5cQgWSpZQK5sG6iPe2DzNKOW6AKRkawRkiguM92fGQsawkC4ehMEmiOE9CGC6urpxXfruSeMbwHjTez1UawbP3/Qxuy+T16wNHZUJPhSfo9pbLGLnVgF8Fhcsc4qlZJ5zJ9DGOecJBgwM3V2F5ZHAcuPg9WQXTEH6pJNp/cySkGeDMTkWiGoNtZl0IuEdqPitQFKuZ84ggGmJ7eh8TFbKwdYwiAAknFfT6gBjcPHQtTYCTv5XBDBfMIBZuBCF7FDCvhWl41kHJoPbc7wT5KzsAcr9dMz3IMayDA0V589cHAuR2ffBt74rTnzZi+DuQsXfPpbEB4uBue3ohuEChr79+lvj81/+cjzQszoefvzh2H3B7Nije6HXuGE48vny4JDyzJ9DWNuWUZzEAWAeW9GHsvlb4lNnfTLOfMdJMRVgjoaXLim65cTMkkEhuyWXCGSAqdElhkxzK91jbSKDwbgpZHONIXYHoTZI8xqN3mVb49Pf+kp8+gffi5e84ITYbeogqhePA8C0x86B7ZI9dmTmvBBEsjz/tp29cdltD8aH/+b4+MA574jh5xwRUxf3YG6mK+trvA/xNmim2AKmpb2Lgb1gGPqx11FQTTWC5iHqA8/Y0kflOzEugeNWJlKRI86L4zNKXNkQnpkuJAAYupAIYC697hfxgxsvjs1oung8QNjAdraCGIa81Psw++uozg8atjTlrLkmAokFlHMs3bjImp2rYxV6IX37rYiBOe3c6ACA6WQqFo0F5pDPNMYYGNbwAYChC28MAKaF3wAqm+5ZHjdfd3187PufivtWL41Dn3pIdMGFRLXXx3gTsFVkQ/OwwJovZF9K6VdlgvHIJEJY/XqoL2mocBjBeOVCwlqt2LA6XnUMC9kBwCAGZo/995LuHEdDTYIi6t4MEGbBByZPsIUFWSkzk9RXLn7ZTJ3WXk+dX+g+25hijBsHp7QpitFjTGO63Wmz5cq0EWwac88/dRX/WjPskw/Z1gtFP/AAlLpCl7V7hxVlJfe6h9kePosMajHuyVq72CP3B22AKJAyLuu2CiTwddovBangH5OzisozaU2Uim02x+yKGQ49F/ch2XDaHQEP84BiVbi2fJfspMeR+FrnEx5ECWD4Vo3FP1mE1LJA1p8fdHxhNcQSA6PH43B0uPeDmjSq9W3OYh4cpM8ZT6TwDmbS4iKFaTI4sycitTpllKU79Byc1gMXPQ3gvk4f1g34IXwrSlzi4C/7xxnnwEDJcqYtF/dq+n1Npd28nhe77rDcRLwJgHgR95SxgUtjz580vtVk6HYmxPLGzmTQADzZ8nmW5nJcleLK4AI0gZWEgdsQLqQMEDYTZADD07JPa76bmRYHBajYW4npSME3pWy2R0akAKx0n1QnY7JHuAZbU8goF3dRPisV+xg2etKh2Rsog2BFBpaANd0PQ1YTsgoYsD4JAYRdYOnCMTBCoOogAhFRc4P9cDg2GuhOxHWohHZh5bzODpij+NstUbKnxERx7FwMu9WkILkGzKDCNTJ1U7EzYkwo/xaUKl5IgND1O+xusvxZAfmrYjR0Q2eHGTz6s8ouIbgSL823WPlok2rkpq/1ulbWUkNgwpfpTuM9MjWei8ITJefeAe4wsghkhHVHN+qL4kNfhgsJxnO3BXNi6giKsaEnjSG9x9oEninH/JvjlhBTMBNxRlD8S1evjZ2IA1nUMTM++84PxstedZJAX5A5gNEZRJ2a1nkA1gASN1xzQ7zzn/4+1qLxHyP956NY4YKZc7VWvHWT4Uz51jwXEMj3sL5HG+kRxMA8umoghpBV86nXfjTOfsfJ0TlzjuZ0DLEdo2A3VIBQjf5cX0hlDkrmhNgKacIymQIw+B0pyMPwaY/OA+OHfw8/tjXWPro+Pvuj78R/XHZpvOyEF0c3glPHEHvUDzaBXY+ngZmbphR1GFv0QeqeMT1W9OyIa2+5PS44883xPlTfHd4PQG32EObGAGasF0CYKcadkBUyMNzrbP7W65ilmIHgVsaIsBZM4+sJDEzjb+nGHEOPKtbJkQtp05S49ac3xaVX/zy+d8NFMOLb4vhnHRm9qHuyE8Hj01Btmgbarlj287LWt1umVtz6vRhoHeayVgomsBsyuHIHAMzGtfGdt3wyTn4tg3jJwAA8sAktGBgGTYyTgWFSQgmGHOlgGwXoJrgbN923Km4DgPnIDz4X969+OI48+DAAYMwnkwGYZo8962rhTFmnfDLouPQx054rJQZo5KRT/DcF8QrAdIF92hYrHl8VrwED8xrEwBxz1PPBwOzBSI8Y3c6kNet29+Aq2TrUrGIiHH+YBe3YRY0HS4MUn/Szt1zWUxHJx+0sW8DPW9YkcgkCSzXh5qHbS0r9UR9WXIOLupuvW79UBkvPaZZBNytgw4XbeKWM3fDfK9nnhxSzYVukUIASF5lshta6AHyPKjeMtVA+u0mmAozwltRR0hmJNNQFHjcTM0F5KspNcsX3eXIKP2LiSqjK85tsDB9WAKZsXd9DIqZ5UYxYIhujMut0zptOguXfZd14gM3qvjWA0Qe0Ek3SQS7DMp+VXuKgfYOKSdeDlCBwQ4u09Xwbg67N6Ew5ZLdnQKeK76nAQhpqYnKnjdVKQItcykVnHRMCA6EkxgsU8NMECClcT4wwdxXFGsjYf5kC9mSxJU1EnE0oNellUTQNiscwIBBgcsUgo1W8T1lelszq2QweCJAoyO6FkUI9FYCNbzeT4MCtBCsJOrQGHDs3m+bDG01/L26uKQITNup6Nn7jM6006GW8+cxkK6aiOzCVQdLN3NB0Cdl9QgBlo5VIntlNjjnxetG1xcwnsjxcqyqLTEAQQaSot8HYD54c+Te2H5iGglUM+s1OsZZbbkwGlbq/C2/s073n2CcgMmBmhNIQcH+p+F75tu/ZIIJfOac0hJ1wPyV4qE4mlL1JDJ0UACaXLFR2/05Z41WzkVotVx6v6HqCvHJCy43FMdH4kH1pKkFGug8hOJns0zQUbuRaTUWMSBvq3lx01cXx4X/7JPoEDqCh4uLoAiBoY0l3nvAwBwlgch2ajGPKbye6CNMYrdi0KdZu3xKLp82Nz7zhPfGKU8+B621qDG3uA9uD9Wkditn7zgPQmha/vfbqeMuHzo0BGP+ZMOSzwdpMh7GnoqVccK/WLEDNYKaiUBYGnqsdraXHpg4DPA3GACrAfup158Ub34bsJ7qQCCbRb2eU9YtQd4SGTS1CeDpjWiMPSFTsqmdBxcg/SBS8v1CwbnAa6h/t2RZzcIjfceOjceud98d3rvhl/OGeO+KEF70IoAg4A9lHQ0hJH0NCwDSsPdphqo3Fzt5eZF11x2Pbe+PWW66PC96OAGOkeLcvwBqip5JqKSGIFcWL3bQXICUAYtTyAIZamQ40MawEwH5eZCrIIBU50piLJbTeKLqPuk4sIAsj4lCBPkjjXfjc5pa4/ee3oRv1T+J7N16CujQ74oXPOip2YH16kR3UzSaiAPzcRwyup4G0sTSr3dSdkn3upaLApXcJDgBglm2HCwng4Ntv/kSc9vq3RcsRAMZYexwXXchOvTkMPlD9T3uHsjENnd5H4M7a/uC6uO2q6+MD3/9MPLBuaZx4wOGxGc+zHXM0h9lIiNVJNzfHJRkFGCeLQTc5v6qmiTC4owC6yVZyj0yHLtqM3lUrkeF06lEnxSkvOjmOOvLYWHzQYswcgrG3ECRZL9hdSYMopSi9YMPlr8klOCoAU2JIdBCirBXXghnzojaEGfxvucFKQ0rOc5OJ8VnFekbPhrmuwxZKzAmNImVA6eLppi/jlPIuLhSLd2ElcE2ZB8uRvDeM29BNqCd9mFD8EOWJS0z3X3Eh0egqJJb340OIoeFnfCBQQHgBRUWdWmXymopLMxCWt7rUY1E8inR0ASscb0EnGk7ZnzKDVof+2fzia0pAlgHUeAQZtEdKRiaer1UMTMmcIrARKuQ9pH1dP4YlFmQIzQDZ3JYF5P7LYXBuODbIqDOhDJ68bri70qgNHjXcghWmMB27tNmZcvBi9EJqfOlG2mSsI2ODlJsw/8ZQ6qohU04ab1KAAz+TzEnz9/TRp7A0lUrOrAXP90yBSwPQjIHx86QhrCeH48701/rh+RwEJF4QM2L+vf42gyAjpnoeLPdtg8T0OLEFjcDR+vksdLxepuJRKSq2pbiWnF5HwGKGIhkYCkobT2vVYteB1MwYUvdjbNJmPAVvRRqNwCAZLc6FKtMWoJDPlC4n2Z/C7mQcDD9LpctvKoEEMJ0wWgQjOb+1EqbT3elraeg1l3RryS1X2KayLmqKByHM5833CVgosprCW9aYahqsg11sFtr8SiDSzHTja1mOPAGUZElA0ONrAmNeKz+f187n4txmunsFRvl+Euz06bMOEMCJGKquGTGMWhhX34pYg6+eH5sQD7HbggXoqceqwy6Cx69mlVOtTYkBSjepxoDYFrJ+69ASYE3PtpiDuJePvvbtcB+8PmZ2z0VWRy/YERh4nLLn7b0APYM645eXXxbv+fj70NhxNGZN7waTQcCJ2BExjWb90nU1ed9KViiXUHrtCOIdQ3zFI2sAkHZsigvO+licc+4pMNozvfas9Ar3SAtYJaZx6xBDwVMtoKJMpZmL3Osk6HMf015GwVwMLGgLXC3W/XZJfPvHP4/fP3JfPP74+jjm2KOwFnC/9GxXPRf28unEfusgW4fvAbCBQ6AOehGH8tDtS+IjH/zHeO3/OS1GAShU2IrGm0QHvmX/qcRVyIsWjZNvncAUVSlVx2BXX5VsSAWkVdRsEfZILs3A4BcCmE0tcdvPb4lLr/xpfB8AZuvgtviLZx0dPei+3IvsoC7sF6Yy78K4CWAyA7KuvF0UcEMm82CVAIYMzPJt69AXa5UYmFPONAPTifo2dFOPI0i3YmCY5g6Qxq8h9NPqRCuGMbjNtj24BgDmhvggAMySNQ/HCQcdEdvxPD2IgekmgIHMMNaI+zAPksxo4p7Jg0Mylq7tw2annjwyKF0AMJv6NiPtf1WcgiykU44HgDkKAObA3aUvd202y5MApmAzrkRlC6yvOR9OOW/uSYkSAUxxN4uFaQAY2wo5Dqq9nZXOU9/VAGai/pA8FDCZc1/rCMqBQexEe6AXZJCrWBSNHl+lgoD8GDpwU2h4k2R3+NFim/gJmx8D6bJPK08E/i7wzQsXxiE9KJUapM4UYmOYgAFGFprTc1SynAMscl0YUsawKD5NfZ2KufcZvP4qAEZbQvax4Bz9TsZDkKIUmvP1M4BYOrdUGDYJ5A97/E8EMHy5AjF8i+aujJ32Pxl65V0U9qusoZiYrCeTDEwTCDQBTKZX8x422H4IARjehBOUk0sBYa5Yw5ClQKSxT4Frot0UHP/k5Tx7TSOZYGYygNH0FMFMgzX5WYzeKPRcenkhFXTKeyQw8jhrAENXkgLz+C4+ZnlvE8DkmJ5gKIuhoDKmkVVnZQILzlmJVUiDZjAFgESh5hyXuTMwyNo1zm7IeKEMWjabUehegj1ep4AJsyM2nHIDMndfmVMO5FUwKsbJeINMgzeAYTYNEbdr9SQSNnmHeIIilfnsafAzSK9pHMbZgwn30BgUyOtuyNoI0m4W9JwLFeor4KUJYJIdbAIYzY/AoN1IKV8pV7krm2uTvzcBDD/XTDVuAhj66FkbQ3E8CEZmLNWMbgCYEQCYm66LD3/5k6LUF8+fzzOy2a4SAD4ZwOQY8xk4vk7Ez5AbW7NhY6xBw8IZbdPj/57+pnjFX50Ue+2xD0AtWBLGbqGpXgdSkdsRh/Wji38c//SZjyBAdlyuo+mtMP4woM7Aq2PMJhqGcorCnPN5OsBWtKPOzFj7UDyyuh+xHAAwZ388znnryajOO1NyMgUMzGQA443jYETFDWQqpsCYN68MDAND4WnbNRelA3BSu/+nN8Y/nP8pZSURpB500AGq3rxzZ48NBmuTYN2x43RvOi6Wr1kdCzrhmkAp/De+85x4/utfCLaBTSgh40zMoZLTIlNXFHcwDZwAiPe4tScBjNC73t3UFal3Kn3B+SsMzCgYmArAgIERgLnqp/G96y6ObUM74kXPPTp2bh4AyBpGWxWCAhY+ZFCqU6r9lRbiiQAm90kFYMDwLt++DlWZV4qBOfUspFEDwHS0FQaGFQ/J75OBYZ8ZdullzR3UWupkN3IAmO0Pro3brgaA+e6n0I16abwYAGYb9vFO7P0ZfajTUgCMY2BKJV7GrPDky6D5Ylh1QGH2SgEwmjM8EwHMRsT/LMcYTz0aDMxfJAOzG9FiDIOBYUuR/x6AIXipC9xJDqifxMA0GF0ZXMqvgVG60nMv/zkAY3eT2ZWmDkh7lLKQgC0ZnokAhvQBjTQdvew17+whnZEYlEt5EnihffcYXaXabnUFC9PiENTYiOTJfIIsSk71AbyHAMZSO/ErSQJmW/K5OC/aj4WZ4v0ldwUglvsqHjAZGL2/gItECzXO80cnMDDaTWZFyLxTw9A281BPBoasE4mYPLxwjZSxyGEYyNXz0DgsVKisGq4OGZPtuJAGGZjCaAjjFFvPNifSdzwkH7wbu1E3/lhOVQoIlWGfCCY44ay82WRgqg6TDddNKogmEGkyME0X7FNhAAAgAElEQVRh0XYvAMlKyTEwEwWKp/Tar5wItimgTQORn00Ao0mtXDsW7iaQMPLPuAoDmLq1gccy8f11unXlgsP1JTT4n9w5uF4HFXQJvhX93bwOnpXv4+kzg6FzvpyubGVTBc2SsSGrU8ZZoVOuUVkvs0hlvKW3kTYRFRWUF7OYCGD4lYaWf1OxPb6O8auoWxGY3ORskCfMhLG6jQLdYHVxw+Z8S+ZwyqZxqRgngjcJZMl04MmsADYXu2PGlAY+QfEk4GgCGK0DgwPpW5fc+Pkmx1elcaJMNf3h+Wz5ObqXuGi5vvyca2SQ6ckYIjAKM9EgB7T9lTdeF+d/+fOoCbJNgGAagkjpBkngyHEktc17NRmYHNN09DDqwEliDSrxrgEb0Qka4Zy/Pjle8eKXxUEHHIrKp7PVjkFjASjYjpiQH178w/jKD7+OwM32mDd7NgACXVc8pljmkqlL7SdZkgLy3PDvHcjaqQFMH9KBN8b5ADBveAvSqMHAUIm2wg3E9gytdNnAPUKqQzR1nhApBooToAKz8qT+c80JGEUMaRQVcwk2fvuNC+Odn/hoHIKuxfPmzEE2S7fWYghuMKXqF/DdwTUkCEHczU2/vy2esehZYDqeG3958gmx94sOQOdvuDpgiFsBLsYYNMa0aabAiRhk0jLHQkViDaLDuk78/sq1rvZM4zX9vQAYPggZmCmsAQMGZgpiYG6/8DYBmO9edxFcSNsBYI51DAxcSFMxXq6TM5CYhUNZ4/3pNikGZcIhKw9qZV/jubvAQi3burZiYAhgWo+YDQDDGBgwMDvBxNAlJRdSzcDsah8BgAGARUDx9gfWxa1kYL4HALPu0TixAJgeKPuZYGAGAADZGT4PPtr7BcCQza2N/ZMAGMwNMzE39W15AoBZdOBuMmhD/w0AkybW7MvEporKKNQBM/UsQQ1PtNQHXsPmITVB2JO7kCad2ifJQVMmahA8yd7wTYXpKHBFcuX/s2wZoBSgKhvqPxY1ZoNLuWKwLfUd3ZSFhdGeIQCi24iPWWSX8kvZNRDmRb1/lQWkOjAGOk0AUzM/CWDoCqUtsutXXl7sFTWPLGBeBASvWZiiGsB4D1XPqcl3SxW5yArTpDY9Wf+pxOIorZu/k1Iq68aPa1RFR1eLqTnkH6i4+KZ0E6YLietf9rIfq1r/ioHhIxyy+BlaCk+8jUehQsQO1AbVxoJ/GxG6qq5aRQoLnZUJarqQJAvFB511YJoKJd9bgyX7ZNN4NUFUE6k1EXYTvDRZGBluBfKaZZEsMwumAIl0f/AnT9rObKE7oNQv4aYqM9RE8Pl7BS6KMc7TDI0xFTTjSZT5QxRP2SsR85oPDIUpwDyBZoC055tjJdgpMSNl/syo1FlPuaH1fo6TrA9jY2SwTQ0zBsbpfj7FZM2NpFJp1PzsrBYMZgagQ+mV3qUSLIUMKJ3SKZeuFeOaLs2y/3lfEyyIB9CGqV1mdvMQOZf9Ua2Bg4b5bAIw0g/FT1wAijOXatZMsT3lWTlG/t3xQMUFxXFLgUx0KXrX+CvnKN/n1hL2rRO8JCtHY8QRz2TKNVwvN9/5+/j6934YazevjfVbVsZc1IKZCZdOAv5hGQeDwGR1+FNp4CVmqbMLsR8ALVs2b0MK7Y7YuaMvXnHsCXEC4iuOOOLZsfue+8e8+fOQabMr1q1eHXfdd2f88tpL4+q7ro+ZC+fGglk4oY+y35RlJwFcBaYLM8UxJF1PYDoVoKStMDAPIgtpYAcAzFkfjTe87VR0qJ7lYG0xMDCadCci3VkuWcb3MAOJiogMDJW3gIvpbNeY8Ul0F9LwWxcgKBfP9OMvfTP+4V8/GycedRwAzNzo6UGMC1yjnFuCw4HhATFRrLXEGMVWzMuFl/4y/uKQF8cH3vS2OOjYg2P0EETIQGl3buHi4Hna8bxI0WYBrClgZdh8sYUxTmwcyUx+/ofgXVayHld9Hu+PP8vASJcXBgbyKQamxMC0bm6N3//sVgTxwoV0g11IBDAsZNeDFhb0XrUDRDIQngCGe8NrYTWalqA6PXIsZAhKNh/v24X5WLbVDMy/v+X8OAUApu2ZADCtdCEhXg0MjAqRsWt0YWBU9Ris1lTEwIzvGJYLiQDmA9+FC2ntw2Bgnhk7sC474EKaRQCD7EIepuR6LmCWBRufzIXkooWuipwGdypAFgHMSmQhiYE5/jWIgTkuFh8MBgY9bgY3OWuPhyS5MUtvIVfPbsQy4HndyqRkORVwp3jAAmDsbi5xM0XeUr9rbgsgb+r5pj5vHvrqQ4zjK23ebMsINm0TJsbA2PZw85pRsJRbPpzRRtTMLZFACdcj0GjEe8iFpH2C51U8iQ/NFUMny65XHSPD6A92UrfWnWjnyxyNgXmrGRhuljT6Zn7sCjMTaQDDoBkHLou10fsTcBm8iFUpqt4MTGEsdS0+E8fsquUO4uVb8JNjF04xaJHqJnMnYOYYGM91w4VUQJMVfD4ofrIkUIK0ove1i1VjyQAuSRb+MqX0VJIX+yAyMOkX08QZxEjxNgBMvu5+KjyVJezhJW0omkqiCT4sLDV1mYo9lW3+O6l2B9FOXETdv4CgyaepDGRtsjFeleJicYi0vjkXyfK6IJ3jLhh/0YngSRscZiMxVZkrREE1Wm1uRE+oM0py/KqAK1aA1XtLzEyJe3FkvRmYJhDiHHfwJEphr/5Wx8I051GgAdcTC9NomqZn0BANLqr1K24ZuaCUdYBAPjUldEErrVzZHLx2VnDVc3Hu8Ll6jSS59bVLa4MOZqpQJjC9Bbs6PZL9tQTEDKrMQtCFZPpYE1dAnrtgJ9NhBZP39Xp57Zqp9Z5L7jj70v1tJVF/meJt/jsNCl8TgBGb46j+TLcVW1E2G0GaUsfxPQcGuBWG88477oiLL7sM9TYejXvQmHCv3RfCpTNToEUbrown5SLXoymfHQjiZezTtq07YwsK2nHKDtnnILQH2D2Ofd7R8dSDnoY2BQuR6t4f9y+5L6656fa4+e7bYOiWxp6LF8duaCMwDgOkAHUaBaaUNh5WCr3sl1ToBDBtdHnAqI0CiC1f3wdXyKY4//XnxZvejCDeWWBgKD8sBof4DnQqRL8dXt+Bh+6PgqdShTvPn1hKKi2tJ3TRVLyT7A1icwYf3xrf/Mq34tPf+0a8/ITjkcnSHZs2b65S9lUBlZQ7xqWGdhDJISjZS674TfztoSfFpz7zwZhzyNwYnQ9UwliNnWxKCPcXmhiykSE3MivtIpFJMWeitBXgRkCD/yPNDYRB48Kx/VkAI+mygeKeGBvC1ZhCzVTqjWNx58V3xGVX/iy+c81PAQh64i+fdwxaCexCEC8DYLmnCGAYmIPxwQi5cCYNSjnkabKsggzPrTM1Z/jfdAQCP7ZldaxYtyK+iUJ2rwOAaTlsdrRNhzyhz9B4zy7oFbDPLFHAOCbEwNBADCHNurMb8rl1V/Q8uDFuv+o6AJjz4771j8VLD35O9CAmZydmdhq7UmNuyMBkCxfKtFqZQFaT2c60Zu7jUZT6za7LHHIXqjRvRgzMssdXxiloJXDKX54SR2EeFgHAkCUa2eiu9NyXrDGlFi4EIVyLCkx7P6rxKAWeU5KAgrqYwEL7vBxCaGq4LjygyPfsOVOihybRbh3NatHPTRY09329L+pDUer91FkeSznAS8+ZTZc6kfwURVKAhxiDdA9J9L0HMoFEb0u5UnyIQVAabr2f/5COxMuVicKrOY6iI/XcfI0IP9nQwg7JLmloiQrKdZuuK86j4mA8TgEyfkYALZEExlAKvEpONa8cNweWgWQev88zjXHK1Vbba6khq3fNqeaBP/Mz1cIYACmzifPpGan0mNZDr6attX4n42p3Fq57wGKkUVNIBLHqRaQgsD5M04DmAvPklI3uvBvLaMvA8n2pMBLA8PXJDEzzpJ2C3goAk5/15Qt6LaebyQDmyd7L13JDWvb5jH6+dhjdVL7JIDDQtgNKQgxHATDaDJQZXKvpPpKRklHLTVgzA1XvpOLeSIYnTwg5VV5YuG5ghA1gvFmqOSiBn+nP5TwwzoIdn9uVsWOmpXKb0JQRwLDFgdxPZFu8fhnnQcWhuBzWg2EachEZzoXWG8AmQQyfm0pZioZ/rxpreS3ylMQ0cwuZXUxaY5zA5dJNxqiAF41ZAXxUjhZwngjbWSdiCsAjgWvZh5XASzkQaNagzuyV2RrLhwHMZLmrZadmKZoAR8+tq3st+Ld0J7EnEK9PwMd54Pe8ecgGmtkZf7zz9rjhxuvjtpVL4pp7bo59dt8j9oB7ZFhtCfyVSjPHpQBljDtdOchxEiMzgqBUTAdu1Rb9YFva4I44bP9DYr9F+8RcNGocg4F8cPmDcdu9D8cO1KppR/flxWBgZqEL9dBwHw5hrlujqr0NACP3XJkfrl/S9uM0YmxUiRTdtSgWt2M9AMzffTTecvYZMTZ7hmqNtMGFhFQnViJUtVe3efBpjOnlPBkJzqomUt3/hc89Nhf37UN/KaS/rHxkZXz/ZxfHTy65KE586VFyX27Zslnzw7kcQlXjXtS76QJz0om4HlY63jzQF1dee2OcedTZ8YEvvyM69oSsTpuB6rg8sQ/A/QUXFEDJGDtdc1xgixjUK7AmBcY9m8qQQmilmyAr5Sp1XQIvKkQ+FWvajKMOTCCOp7UL8rBhOO659O64/MpfxL9d+b3oRQzUiUgf7tmENHDMUwfWQwAGz8LMNSb0jLJkOk+JTQBTScbEX7gu0wRglseKtSvja287P85+/bkRByIEejYMNJZhbAeqFaPG0ij7HuG/NgZzjqK4IbK9OroBagCmdj64Je5CDMz7v/uxuGfdsvirpx6FHki7og8MXTtaDQxiHqjPVdyz6MYEvQlgKt2MCWMfuQTjfP8MBLAziPdRVPklA3Pyi06Jo488JuYDwLB2xzgAzLCY7RbMhUvzK+6ugJdknLk2fJ+zHA0s64MrmYzalqReoqzVAKYGfzStsrnF4Df3f30AMvDgZV2vyv/OprF+vQAmXcoKSMyJLOTE16Sf/H/+W9nr/JiryHqvpOGWbiGA0TmAex1/V7JuYUAEIsx6kEFheQTH/ZiVMYQTp2KvB/eyDIU/T2CjrhnGAOlNtt2y+TIG4e8CSS63IR6mMCh1wTu/Ue5hHuqoZQU8HPNW6CjrSvyTnh+xWby3thnGKHBZp69nwTrJEj/JudGgvBRuLlnWvRycqz2p3mae5MQJOmjQeIgNwvf+iw4TgJmg/MqC0rCmcDQNMRmKfH/zc83Fm6wo0nBMdvXk59PAS5jVPa4MWk/JRYCBRSBj3iMNd14vr988ZeVDJ7y1fifY8ORlh21vNDAwhXVpQ2qna6fwjbWAN9N8hYozAr28R+wN417weY6/OWdNw5nXVIAYFoEOJgpT1kFIgJBdhSuQJ5bIACavrU0uStSxMZN7BfFeCWA4V+kuIotDGUq2gPd0rROkUSvWiCm5LO3Ok2XZBMXIpxtMY6BQEuQIjJiWpTGlIkrj5sq6diWNy/ddn76SmVFxvrLuzbXMZ+NrlaKjsdLG8unFCshr2wSzfGWyPEyWkwSiKa92J2nrSuY4ZgY7M1tr3tx5KJrWHiuWPhJ333NnXPvgbfGL6y+PvRcsiv0BYsZ4ovVNGwxSnYnFP2VA9uAwquBCBqcjNburayaycvpj/boNMOA7ENCK3kjT58VsAJhRoJstcPNs7d8YC+fMi8WLF8kYs/cR67SQKeQzNil23ieLJqaCTQBDlEnXCgHMqk29sePxTfEpAJg3veH0GJ3NGBi4E8HAjBYAg1xe09ZUiLwYXTKs64gfdj823QP4fSFAGmI2tj+2MW676bb4Hdiqm+++M57znKdKHljxmGOZPXuW1qunZ2d0I8OqjQoO678DcSW/u+3OeP/p74m/+8jronURwRnWGynSreiDNIX50UpLLdS0qgZTmVmLV7qxgDmRdLyT5KWc4PJv5TVLzpMxMPgMGJi7LrkjLr/qwvjmVT+OnWBgXnLkC8FcDUbfIFoJYC5qBoYAxgelUbj3noyB8WjKF+cU+4wA5tFNK8TA/Nu558dZADAtB8Odx27UdJGBgWGX+IkMTAsYGGQhgYEZEwOzWQDmHwFg/oBKvH91KAAMXMF91Bn4PLojVDEwCWASsFDPcE24111Li1DOLlAdArHu3ZDTBDCnH/tqpFGDgQGAmXfgYu3b8U047JT4jhEY6Uw6kF5XPKHXhpPDiIo8AKexr+INCWyK/UkAQ/CSvctSF/InGd7sy6Y+cOW7ZmRrptB2xt/8Nd3gaX+SuUn9oENZCeJN1ozyJWNtDFSBHWOuWvb8R37nG2lvi7uGIEdTSsNcGB6yPXTvyNwQRHMN6kOVXqM+IvtSAFWCF+5JApgKwZTPOUbFY9DYiouHepNdreXG1LU8VhfbKx6H8lo+hrxMBXDoveXRsj1C/ax+k6d6IpCrDqRco4b8V/PC99Om6qOcUM+RWa4GgCGwEhNFZhVzwkq8CWBygyciVfowBbBiA6ysGCvCr6Yw5b8rAUgUykE1FEai+qbCTUF1cCb9Z3ZJNEGSGAJs9MkGavJ9K2DjvC9fo/BzNYDhib34QAloCoDpgBF1to5PtekrTQapmW2j6S3PluPnhPM9CWByU6SwT/i3V0jUN4N4uTOcWTPRBdScY46NhenMwNSBd6rxog7QTpNMQ5+/Z5pwKhW7kNxiIMvlc4x8v4rZqSOzFRr94BZUC3vORYIY0riKiWgAGFbHpACn3NRxP2RgWEvGAGYCq8VgRTUI9KZPGfQ6PLEycxPATEjRLhsn90jzZ1N28veshVHJY9mrSnkvaem9qE3S398vANM9d1ZsfXxdLHngj3Hx7VfGdy//Yey/295xwO57ooUCA5drUJj0fL7WBPjDcJvwSWcicJZVaPv7YBDhStq4Y2f0wYgDRoiVGx0diJld02L2rJaYi3t3IhukZ0dvDPSjBgiyxqSIisuquV8YU5LzmABHhct4QIDRH0UK7qpNPWJgPv2mj8cbzzkVgbdgYADcCWDG4EIahwsJ9CCwgo9bzE4jeJkyDWuCX9mLSPFXYip5uhqPXWANOmF0l9+9NH4B9mXVxjWo3roq9thzkQJBM3BcJ3LKDtg61h6ii2g7uiq3Rnds2bAzznnFyfGyt7802hbBPdGDvcyCyNOcAeHTHE9uVEIlvbaUGm3OAYVSnd8Vm/efABjZkgJg6C6jCwkMTAsYmLGNo3H3L283gPntzwBg+uMlR78ALiTUgQGIZMNSNp800AeAYUwSAczIJADzZAJJQ46xcb89uuExNPZcEV8HA/N6AJgpBwHAzMJBALE8BDBt0EljZGDoQiIDg9PpEGr5sErzKOrA9D60Ne5CHZh//M5H4571y+OvDz06+iFjffhMB+Z1ELqDMsFYkwQwycAQwGSChYRSTIX3aBPAbCQDs3ZZnHHca+LUE06NI+FCmn/gIqydAYzTqNmvqQYw0nGUD58wCth2zJr2Re5XGlbqBOnFwmBQr2C8Yi1pdAvgtE7kdQmOeJUavKT9cd0nM7O5/2xczQ6kKz3//mQAhkGvOmROcPFnOne9oNJVNDMlJsXWtwGo+TdzKCUQF39mLCD1qol0zblZQlayNuBLufW405nC9/v6DACm2JfCvJoTjUPzSi7FY6hcYYWJER4Re8MJ9yGQYI3MjhkP2s6JMTU1bcLrGwQJaOXnC63StIlNJsoA78kYGAO7zDaaAGCynkwTwEiG8IIjGkK9kJoARgsppAmgUlwRzZOvXRMGEpNPt0mXS6SKwDaFTgwFT+H47ITS8OX9lUGTUrIhy/vovg0GJv+mSUq0yp95yirKQcPQStk3renn4k04vfuU0A4a3ywKy+hbsvy8jt6fXPNEp1ICJU6mNp2pSQaYJmNQnTDKpsy5yXkhEzKV81wCaRPANOcws0vcwoBxMG4JkHPgwOMEMKb0k/Hg9bKwGl1ejJ1JACMasNRBSRBGZZoVj6uCbNxhEHC71yYG5UotyR/EE3JhYGicyfaQGSpxRjXgoavD6ZZNVmUUp2jYVykYftUyZ1DblEHJltwmVkZuQukMjZy3JwMrE0/hpkkZB5DxQU2Z5jq2q3N2K1iCHlSI7ZPbYzbSpvt3bI+Hly6JH19/cfzbRd+Ig/bcF/2M9hOAqcGCY3I8rqzMa93Da/ai4iyb683H9fi1ZctWj4XsCnQ7v7eDrRiFW4pNG+fCZSQ1yDVDfAFdXDrLVEGjnosiFKr50TyRelzs7wBgJgCDGJgNCB5euyk+c+4n4uxzTo4xFJAbJUhG0CcbCI6i+i/jUpTeSsBCAERyEfE7U8jiAMDkGkoWISO75g6DP+qIJdcsia/+61eQ8o04jJEdmoc5s2ajlk6XZI7zyWDnKfieM28OMrm64qEHl4Eu7AAYPDBeeeJL4umvOTzaF6IDOIyj+u0AULTTlcjTJVkhih4Bh5jMuj6IFCWe1240gmafLi0TmsYJcmJ702RgIJvT8VlU4yWAIQPzm2sBYK74BZ5lKF4CF1L/9p3RizYcyiKE289sRg1gRgDi/msXkgHMNMjZwxsejeXrwMA0AcxMpo7ThcQCeUx9J4hkDAzHSwCDFHswMONIoyaAuRsA5n3f/mj8Yf2y+JvDjgGAwTwTwIARQ1kduZCyflTubU6EZJR6gCCMc8MpY7trnn6LwZ+BLvUbdm6OpWsei9c+/+Q47cWnKQZm7oELBW7HFcTrQ4sBDMAMs8T0GtlMrxm/2OGZVXupNzJ5we4K6jFTZrlXXdzM65wHUukcWV3KgF29lnVnSPIrDyQ1G2O9n0XrXGeLlc69b/4zAJOcgVkTX9uD5LnTLL10ErONMs6EwyvD5C8yEXwjp5WB2AXkqBCkXEgFwPDNchGkrfKFBE74Vl6LwKfEwGQGsJwKpir0WR0EtUck3FWMDUGZGDEBGKFA3Vum0e+unk3XEjAzC1K5fhJQlTHzA8XT4ztrvE/CwDwBwPi+wnpGLpqzWo85hkrXb+g2pWgT7vL59l1wqIvn6Q31TWW4GwxMGiAulJr2lYs2gUbGnKRSSzaE7+XfMgNG68jTvUpve87TQAnEkJIkei6DlsBQVzdbCZT7+14O9JK/LhcglZQm1KciR5xzUzoCXjJXTpAqe8/eHQIwHfibg3v5bxrIBDDZS0iUJbdPOf1q+fGaS+KX6zTYEP69OR82wjYOnQJHBhY5D9X8YvzMFhiB0SI9rfRhMEXMfPAmt2Cr4BrjY6ruz051Vm8iBuwRVODNinMBk8WAPgoHfffNYnZNkCZ3B91BpC+hV6iIaHRVEItBwFIYFB5uT6Zpew5GQV2rBkypL1G7nAheWcjD2UxZAJDjYCzIqEqkWzk0WRsXuOJalAA/gh8GC6ri56jSv/lcZJrys5MBTAKm6nUadI6Z4aOl9H8Gg+u9eL6p6BLM+aDbg3VLFi9aFDMBYgbh9li24qH4IUrLf/nHX4LB3SOevt9hcDWVqsmUCWZZSIdYqed6Sl5Yn6N3UEqGoIiytHnLJj3DLNT1aINyHcKptgdsTBs6Bu+G2JRonxHbtvcA+PQohouuPu76MTIZBDal0nCKP+NNqhiYInsqtAafRxszbQBglq3fHttXb4jPvf2COOuck+BCQnwJwTD6DI2iS/QYYmCovNrpTGdcA7PTcNuWmbj2IK6BlgM0dirgpy0K1m53uFXQa+nWn98an0X9l7l7zYgpM8eRZTUQ8+fNR++ohVgnZM2giSUNWvtIW3TNmxHdcF/dfO1NKJsfcfLLT4tXvOilMeeExTEOT9PomiEB9F2MMWZ1XRazY3Ar1xC1UFBYGAV5lTojQCAZKqCEGddWrpMZGG6cfI1TWWIeqMxLDIwYmA2jiIEBA4Nmjt/6zSUozT8WLznmBdG7ZUv07UJMDmScDIwrOSOgF6CPsRD/HQAjoCUGpiMeWveIspC+hiDeZGDaZpOBAcgGg9JOAIN5ppumlbFHGQODFP6x7YglIgNz5fXxD/9+HhiYFfE3ZGAAOAcgKx1oNZAxMG4lYGYi211QrxI88xm0P2STC0NCA4//ZiDLbgPqwBDAnPnCU+L0F58Rz0Ow+ez95sH+Yu43I2KE9pBjhK6ivpUdxpdbCdiw6cok1ASoHRyfhkvlGYoO94ndsRqK9xDL4TXT+/mTDI3Ga13sc02RiyIH6bL14ZofcQYqdQZrKOnQItvgz8tglxgQNzW0TeTruj7+T20YCNDoT2qAp3FketEVo6g6XitBlvKBC2PPmCY9M/WfL+p6LXTr4GW95qzMzADjzRUXU9KVfU+ARM4RbYjF3ayLxl8Aj1hKutt9wCTDwo7rSptnZhGHL3DJ+yaIsF3SHJP14nrhPQZKPgj4bx5PS8ls0j3k5vLnkllLAKrnSfeYMVY915NiYJRCQttMaqUgI+11uSgJhPmADl6esvec/dQLSWhb15UUKHQoM2nSeNenYNPT+ZVoOQEMX08GJpFt0ulU0vybItVLEKwRbRFAggAaxyIwZUT6TNKfEg7NsVerZlYSr/n+FXtDqquAsQRqxqZcFDNOKvEv6s4F7QhEeG8a6gQwziSyERXQKvVq8nkNpkrxOD2H2QqNtSD9/J331HUwtg7el+9l0Gtx1+ma2gh+pjwlCGYSzPG9vAY+b9BkQVTAa2FJtF58D151J2fToewK7YZbnidRtFgLGW5tSr9PQkTBFagjKKtBnwFBcQOV0y39CmbXkDVR5k4xN6qyW/okKWXRpwCNT88M4capbRgn+ixwlcya75NpjwaVOtnynoQfZQx6DoKF8l5tegHzZCaKgkrZbGyiye5MzrfWpqRzMgaGyr4Lrp6pABM8yW7ZsjF+/OsL4yNfOT/22GvP2GfBwhhnbZMCpIegpAagyFnojNT9DGQpcS42o3XAjh09iOdC0HKJH2GBNwIOgsWBfjQ6nAaQiW8BMhorutA6umLL1nMcVN0AACAASURBVK1gLnYiDgoABlk+06axno/91gIxRca4BgLauVHwLv+NVgVziIPDMCJfV23ZFn0beuKCt30kTj/1lGgHgGGRV/nU0dPItV88x9QOStdmVg+ZAHWExd/Ql2gKYkHg+YmRmXgXa1XsGI1fXvTr+Min/jkOf+4hMXdGOwJeR9DjCK0P2E8K12LXadUhaZkW3ZjPWfNmx3/8+pex55yF8aX3fyL2f97TI3YDgEKQ7HgPY6oAxBHoq8641KOob6KTJRUzwbX2cqGpq1NMUcZcc53uyolUasMuC+2n8rrBM643WBgY4MZkYH5740XxTQCY7Wjv8JLnHRsjaMPRNzyouaH6NHPNOeZBgan4rG2UQlbrq6Ze0r7G9zQY0ocBYB5buyK+8c5Px1lnvTlaDpyFVG4yMBjdNoPE0WnuwtuGOafFGZo6BAYGh0kwNH2PbIML6cZ43zc/EveseTRecfgL0UdzJHoxhk5U8h3CmlV7UCDaLDj1khiY/DeNoE7kDLa3THHM3dO7Yn3Pxnh41dI48wWngYE5PY4+7tiYtf8cZMNhEsBUEec6881Kqth9G37Ncq2zpbfLOPw6jTrLLJRDpT9UgRi9R/UXrA9dI4vRNIzDomvM+o8fkC4R4PahLZlI/tGFO8chh9Owx3Cg4n/0eFPP2Wp6sWS58VmVrOdYCkqgXVEvmjK2Mk4xeEASKimg9xsQyP4yRkuTgn+IeDKwsAX27ZyTYKuerQE4kQme9OliE8WW6Lu4fQgkNIecsGITOWpiUM6HA0Yq1oaspHCIgBPBoX8vM1BwgJSKfi8KwJhD5JCf3/Flxf7q83wGr3N+JRDVASKft6F7q/fxNWHZct9KhvzmioFprItkbI8Ze4zbHWF2wkEzRLsEMDZQrvlhVoFfo8rxt3FtfvNveaNkYfSIReh4DTMEZGBoyLxgEwwIXlFgFkdUYlPyWjRO1YOUe/F56X5QcFWZjQzoyg3j/kN1l2mOXculBXfFXUK2DHwUICjpyNz0UwsDk8Zec8JNU3oMNWM58neOM9kMBayVbJ48/RiQEcAwnZbCbBBVgUQZYpfXV5GnnHt2cmVNFvzH+jHKKtIGJhDJVGmXv9d64DXPm08O3KytZF8IsPAEZGM0H2WzKAsDktR0mWXXZ96TzAJdCbwfUTxr5lCBcB3GQDtTaZBZ03zS3YV5TxePg3h5mnBtCN1DdXJwEsLrGR+RLrMEbTmnVOKWN16Drj13D68AGK+nk1pRfkTtZCaKjNWKrOz/cspJGTV75DkUptfpjOmgbtOg9+GEPWPWDMUG3fL72+MbP/1BrOndDmCyJroRL7IIbpjZSEfuRZPMNZu2xpzuLnUzXwiAQ9ZkxcqVsWHD4whihTsFgIjxNazPsWDhAsTB9MWjK9ah2Ftn7L4IBgzP2QtwMIg4iL4hdHeEdidoaeOJCAvJn9Pap1X7q6bLCRCp0L1fmyypGIphVGAGE8YKwIPbBuOfz31/vOblZ4AFmQXcYjdICwPlWEaCtV+osNmZkWuu9YMMIIV3CrpOt/aAAdjWFy0ItmX/o/b1rbHxkTVo3HhJfPRbn40Tjn9+HDAPqdCQ8V0wmL1gssgMsiggT3/9WKupOwZRbXh6/PsVl8Sxhz87fv6Fb0TbYTCMNCBUsFQTYl1wb534igasTjLe+AYi/OnTIo0S40aSYdbfFZBMQ2Vln4DCP6lB8diD+DMadbaAORqDa+SOi26Pq26+DDEwF8UWjP/Fzz4KDAgzzcFSKasO3cUBKKnYh5D2rvMYg43/EwCTwIBP0o01fWj9w+hNtTy+9a5/iTPP/LtoBYCJ6QAwBHmbsT/w3KMzB1RGvW0A7QMw/KFOzNsM3LdnOAaWbot7rrk5/v5rH4p7Vz0cr3r2CQDQI0ilRq2YfjAxbCEhQC7/kN3KJfU+4+lc/kDKsFTiNeilHHUDeK7d8Xg8tOKReN0LTwcDc1oc+8IXRPf+syBPeNT1mAfcQy7wXAXNKTdNGqbCekrvOpYkjb1r03CFfIiSfuRaco0JdNQss2REUp/jWZiRxZ5NigkEqFfqM0//CPgeBhtKpo9fGQLAfZDxgNPArk5FNWwuuXokCsDQrhEl8M7Y96x8i2BsB8ym8cb7AKrV1qLyC0noSqCsMZYBhyVyDIcBpUAXsCM9Qn0pdqdMuQ5mfFYDGK5vsinVtbkfOTIKuUwGWRTMIwLri8W0Sw7gXjE3ZCk5r/yda0N3M4GM4lt8A44TjyjdkodDEU+aDzPIaU91VuLpgXuQn6RugDyOaUAeD++TQch6suYezXifCsCYtdFE8hrpGtZP35s2xiRFKXOhDYq14XuIV/aatfe4hLqAFgUaTQIwTQaGAyVFOBmgpHFIZdmMcUgAU8VBcGLECFjdSPlwsSXt5TTDRZ4EkGioa2VcCwpd+xKKMln5OY6B95nAhHAingTA8DNkYCa4soqRnVoKQDWfQ4BODEydHZO/p1JMAMOxyT3ReEZdizaBMIJ0WAVeLJ0WIIJHx7P4hOd5G4bGUI8mfhPAqL5DolQqEYICB+ypaJ/0cgEwmHMVoKMSIBtTGDEpVPynBmwQwgQYAg88hTu8DvfnCcZlo7nZs2+UTjIAVlaMYGCwSRhwrNRvBg03lGcCEwGjkjkl5YNN7k62ZnL4XbuSCrijUtRaF6asgJo0CJN9qW44WstGylr+bAJxvpZg2mPI+gd1wDFdcjPRBZrKf8mjD8e9Sx9C2u/VccWdtyBOZVY8ZfEc1GmZL8DKxoR9vQMKACZYodHmCZCMDkEdv7YjNZpfBDS89w7EVnTCdTNrDivWwjahqWErgAKLhM0CwGDV1x72EWIXXigQymbWK8rxp6sy5bW5vzR3MLy74IxfvW1L9G/pj0+c+8E45dWnxfRZs9C6gLVNIDfY4wQwqnZL9QBahopVa0f1CAs+xpixAbyGDKoWtA4YWQRgvHY4HvnDA3HxFZfHNy/5URx7zPPigEXzAV7QHwmZXIwnokHh83YyqBdM0NhO9OOCrbns2uvjWPQZ+rfPfSWmonidQTWVg5WbtJo7seq0ZoOQx5Y0mwXIFKOUNEuV4VAyqiakVRvyVPcbgXushTEwYGAY23HHL26L3950aXzrt2gl0LszTnjuMTBuYNjAIqnMegGWdCGxAagMwDijnVNTW7/lelS6zhgK7MbUeGDNgwIw3/z7z9UAphuHD1JiW0D5E8B0Iz2dAGYI18acVAwMAEwfAMwfrr053v21D8c9qx+JVwPA9BMwYj07C4Dp/DNBvMkS1wCG5s+FIe1SciuBBDBnHX9GnH7i6XHM858PADNDDMyUTXRn5sG2GHAJnnWzs/vI3BFE0mbZ6FkPcq8X1wr/XvR+/n0Eh92RXXbPpmxTLzjI1jE8PmBz/7KKNNxjADCspi29XnSP2WFnQTKOk647rp1rPpnZ1cGMtl3KDsNnzRHFqJBB8FjZSsBAwKKpcZKBEcvRBDDl8QnwEsBoSgqI5vonm5GGntfT64W1KQhHZ7JCAumehQlR4G0yMEaKBgIFwAj8cUxEQwIg1Nlm1802kTnioHLefQkPx+vCf1SAp9w3AcxEDwjfarDnG5QDQpkfHYTS5Otn2R/l2USAci0EWCw7eVj5swzMU+bsA/einlCLINxrfqliYCYDmDSwHGYztiA3ZpO2a7ITZhF8giZ4cSBtKiALc16jCUZSkBPAGJjw3gZBrpT6RMFPZoE/K1dOMYpPYGBwb1L1YiaKKyd/Z+pynlJyQ0wGME2wlZOd8yajSKoW103jbamnDGHGVXa8sFmcH23Eoq8nuZX4+VFwg9lkshPGIAFMLnaOW+4Z3IZARcGfql3DDW8Ghm6edOlZObCnD15l4GYBTcm8CdjqPTxxmoEhgIF6wLW4IbiOVnqMlWgyMAlgUlZys1QsDJWPqiVzjDWA4RQ1Y3IsEz4pu46D44A4zznndEs4K8qaRSfChkJM+Uqg0gSZfH8NYMgmFQWeIJWAC4qILqE2GJ31KAK3ASDg2uuvja//4qJox4luHzRePGB/1MYgGIGLZjviWLZs3aKTXxcCVWfQjQIww/vwtR07duh3MRIcM+9JOhzAbxC9dnoBaPZctDsykbpRmXcO2JjBWLZyWfQP9sVMAA4VLpSRSd//xKDE3AP5XNq7AJhwIsVKxN30bwaAedsH4tTXnA73GAAWCxCSKYPBoMKke0/F4UjSCjwWwcTvowT4qA46tnMAKb8AMKi+u+uxHXHPzb+Pm+6+Pa6888bYe589YhHcZZQIfr4ZC+cMFxhl/kAJ3QfvXxrPPuLIeP8/vj+mHYK6JxgDj4fu2ktl6nVNQ9h0kWmxy5fUohgYjJ2AvBFnIZ1FY8PTduqbSQCGLiTGvwjAbB4TgLnid780gIEL78XPORZxRABkcBmyZxYtHWMqEsDoHqhrNBm0/DkA0zWtM/60ekksXVUYmLP+LqaA2WgBgGHNnilbAFgIYGaAGiKAGUQSBe4x1AkX0gwAYQCYfgCYuwFg3vvVD8fdax6J15CBYRAvxmYAg/icyo1r1ruKgSnsog5ZVkp4Lh9UdDCAbmIa9Rr0a3pw+cPx+r94bZzxkjPimBccF137IvCbGWIo70NGQTquZNzI9tIelfl1528zF0wJNmioAYyVlK2nP2sDx1irXQIwdmvlvpYxLDrCsYmWr2G8fxjvJ4Ch/PNvmTziIF7bLcb+qFinLLZjUhLAqHqt2EbLvYun4DWeCTk2EQfW1fricxbTWTCHAQ7/Bk+wDpF8VEkLDoCMy3TgWKWr+FbN/xOYCv0hw5L0uyMf7ELSgVODKIfYks0pF5LOIQyollBiDIwjsU5U0PF/CmC8BpX+LABI7qiKgSkuJE0T9RABjPdoQSBlcrzOtV+NL9cARsNvMjCcO93b79Hv/Ml/F9eeXEj7zttPLF2BZ2WwPG3TvYFXSxaJmhFK2EzvaLqKYn+yk14+dBqtJoDIz9a9I8xASA7KhEl4y+9Z6p0uAwm5BlxOZ1TIcgPVE90ECU5Fc1G3vL78tAWw1S4kx5M0AYwbixH82JWTxtzAhNVb/P7mKb7JJCUQ0qkB70s3RBXUSSVKoIj/JgiKkK/BZOU+KS47Kkyexvl6BwN3sQkJsByMzKkxNas54NjpipKidhyM+sYoxsfxN2RgOJdSVphablye7BP06SdjkvguldjntRm7wPfyVcoKNz/1kVkTMRc0fqX2SyqQap4KxG/ONcGjIJAAUF2ULYOmJ4OQ7BXFEaRsyZVUAIwkms/IKsDJYBX5arpamvQy7zEZwFjSfS3OZzcCvPv6exFT2xWzd5sbfTv74+orroovfOu78ci6x1DevS8O3nefWIRg1THEfcDDhjlz3xeuQ2Z/5HrzfmRjCGy4FmMDvTL2/dBQmzZti23rN8azDz0sFiLYdxZADlY/HgDrs3rd6pi/YB5KC5AGt0uuZict8zLwaaQx56aD6R5CZVaUr12xeWP0beqLC975T/GqV50a0wVg2M8Ha0HDSf3KLAUuP4Gt/Nslpgg0NbNiqOTHkALejsykYcS69Dy4Ia6+9PK475H7Y8nG5QhSnh3zcdod4zfey67NnHOCOO5ipiFv6u2BP2Y8poLNOfLIY+OVbzw92uGOGkMwMbtP69nQPmCUBkaA3wo8mTUT4Tyx2khIv1AOuZ46KZeDEfcbdVd9xLRclxOxrkOjMIA56obsMAYGDMxdF98eV9z0y/g2XFzbsT4nPgcMDJToAGK95C7FPZjVQlNBBoZjaZkyseTDkzEwPrChyi3ine5f9ad4GMD02+/+F1TifSMADABtF9aCDMxm6F4WyCsApnXQSRRDncxCwu+oUNyPGJh7AGDe83UAGDAwpzznxWgqPiYGZirkcAAPzoNOgn0abgbBN/dPMjDcxwQwjpuz7upGEO9qdMx+YPlDcfaLXlcBmOn7dCvmZMpWzjeZWTZHseG2XSk6XZbcmV4y/GIJii6XYce/i9vSn0oAg+eGLBKQ6ABG4IMvdU0v9k+hCTyU0fWC9/C5GGNJlpR6Lg9Qec2mrpXLWNchw2sA42QBy5DYAApWAS/+g8P/y+OVwT4RwKSBHmfxuqa7yUJnUFKeXaBGaKgwGBUKaryXgKR8xsDnzwAYzS2HST9MAUoAsIohLQORPtUUkjkz0vQheuL2qOSW9xMLxbn4nwEYjaXsTYG4fHbuUa58Ij0xMHzeAsQkHjWA0UQLyHE+OVB8dv8FB2CM/BQXhEqP6MwQUN6E4kbRSbaADPoqhbE0CeVnQ1HqPkLR/lYgZ8kgyuJJ3kj1e3ytonSL8MoYlt85bhrcel0tPm4DUBe4y3vzp04YFDUCGAh4CrCD1gpKJPjhvWm8OQMTntegRm6aguJ5P4IhbZhSr6ZiFspzJ4jJmJ8MViaF6yBheywZtEnwwqq4E4CbAIXU4AQ2iHNE8EJETUBFAMPgz07Euwh4COT4ubmB9dw8zWsOWfPFxwBmLCmYl8+FAFJOsvzhDPKlUYKydF+l0txSp3zTQq74WgOYcUbTc5wsqsYAS8kIRshgTnyp3kKDwcpTs6npUqmTTBFdSDwtwLjWbEHtv05Zyrl1EJ9VZfZk4nOrv0ujK7rujfXynBuoEeRkDEAqNxuTOh7LJzUaa0mN5xbfdPx0IpZl+8hgzN0dGUSYs/vuuC/uQPG1h1c9Gnc+dHdsJ8BB1sjcGfNjOnrq0NfeiY7DPBEOwY0yNAjXAwROIFTrx+KEAMSY587RfqS/jsdaxKasRoozNHecedJJcdAeeyOupi96cO077r4j7ltyf+y5z14IDp5eB2DzGfgfmbSydglq1D+G7CPnHGs9SACzcUP0be6L89/xwXjlq08GgJmBPkaMgTEDI18z3UmcOlavFtHmeYFFjBHGiRDIIqMqEBs01NUWq25dEpf/9MJ4bP2K2I52BTMB9Oajimw/5pH3pwuNz0wAQ7mb1TEzHtq8JgK1b541d8943rHHxNNf8aLo3B2ZMTvBQDAeheAWFYFH28lImDlUpkg5d0rQGl9Nhck+NHqfgDUVHzUpN2r9gWQIBPq5f9gLaToOKch6IgNz5y9+H1fe+qv49m8ujq0DOxHEexyYOLSMAoAZxjeVB4vRUfuSIeMea4HbL6/LO1VN/Bpylgc/Bm3/cfn9AjCMgXkdGJhWAJjxbqRP83nhQqLhGJ0xIIPUPsieZbg/YmA6Z+J31IkhgLn3OgKY8+KuAmAG8axoUmEGBgCGfdl4eEkAn7r4yVxIw6jEOwY3mUEGQRYYmG1r44FlD8Ub/vLMOOOlrwUD8/zo3AtsImMitzEexcxo6ptMCNBg+aqAIwVBKkJf2ndCOrgXU4yRfl583mbX+SaCjHKwyTFLz3D/4w11bCUythSjBxDDn5A1sokZg1cZSg3FhxW5lHgT2Z6GCwmXV+ZUHgKKe0xxYNQIIpAKUOC/KVb8jIlGi1h5VLa7aDIwenDd04+QBj0ZmpJXUstpymsJytVUKrEJukwnyUkxMIh9kUUvAEYBuopdKaBFoCzZI8iVusqkTS+H5+IZsZ62HUwX1P8UwAjulbo3Zq787IJP9D4QXGk9fCASuCX20r1ts7w3STzgMwxh4XupCZ4yb188i9mVGpQ4jYtN1vLkKSaAF6CoEcBMAi96wKIkUjCbLEwa7azsKpeMrp+G18Y3v2xMTBubPnINlFQKzogx6MnAMRs0n2pk6Hg61OmUgav2keq0KqRb6EtIQpI6TReSDZbdSsm+JPOiKo5kMdjyII1bAjbtBcdrNEGcmIxiBNOtwWcVy0M6sQQQ1gwOV8MZOvl+G9MSZMtTBzOkaPxopCGcOpXgaxhBmtyYrhuToJA1Txw4nVlW7sBtOtHzxV2Jv6uei9c+XWdceAYEC1xA+3CtFDrFIGR2bFa1XQNK1X0w8iwAjD5q30uygb8Z6FiOpEApwAzAw2I0XTdNBiYBhuNd6vmtnwGKC4bXYNDsS546ldmGe2V/pwzWzTnKU3nNYiQL5GslsB2F26cbrptBuGEoN1xTpqDuQIn8lWtWxt0P/jGuufXmuGXJnWJSFs+cEQvmz43d99hN86VGdkzjh1HhqZ21jfg1SHcS4itakT2xGq6n1Wh6OAQX0iELdotPv+t9ceizDo/ljy6Lpcsei+vuuDmuu/X6eNrBB8KNhBMw5rHO/rDBUS2iAmglNdwLxfWGCEcFXD62cX30bNgen/v78+KvX/kauCOmAViVYx4ZI7AsCg4nI+ewC9YhhAsK6wRjM8KUahS1Y++jNhQiHMP777/m9vjBj74XPaN9MX0RWAQEGHZhHAj70QmQW49jy5487TD8yx5bFdPgQnrxc58fz37+s2LvI58aLQvALG3BXoXNDt4D96L8KQOpMnrl94JInpyBKQYidRNlQwq8xjD14YFgB/KHQnZiYJBZNY7YjnsuvcNBvJdfCOA3Gscf8RwZh17Gu0AXEuwyuJrPtgup1VTEgBlStjZ3ExRbseX1ybILc3D/SjBWK5bG99/96Tjj9W+J4f0Q7wQGhllIycCMzcQkMvNrgKlguBcYmPbpZmAGl/agEu/v4t1f/xCykJbGaUe+BD05RxHEuyumozAh8KbrwCjo3WNWB22MrnavmN3QqZy9kEoAPJ+BDMyq7WvjT48+EG884SzEwJwRRx53VExHDAzrvrBrN0GWXI4y4HY9ERCy0aDiphSoSUXin+UIakPN9WHlAdaDkr7n2trAMWmATFceBFO3mqW3S9x6yi5glVegnirMJHWI4rowPt5edkClNTwPSm7igVaxf2Yh9B7pqoIw5I7gezSwGpxKJ2vSaheS/1l/Ofa4Yd9qkFDVJBNQLLJS3DBFrGsgUwCMmZMyP5wpBdVKs2pcbkVg9CSzQjnkuPkMDojUvbL8iBapBGsX9NkcrJ+DH/3fMjBWSZ6T/EU/G7NUZMBgpbxJn6v3SY5jAgOz55ynIIiX3WFt9KtTMQFMKezWNMgyIoU5yRRbF4yi0fIpR+MsBv3J3Ct8j8AAsmzSMKQRrYRB9zF4UWQ1g0ILDa37MbC0nOApeI5qdxqegY+XlJHrpAYZpW6byWtxfMUPSABjV6RADr8mxO3QEBZAkkjff+f464J1+ZyqZVDcTYoAx7f+XQqL5Vwmo8XTJG2GnlXjTtDlMvHZA0jzyo3D3UbmplyTp1kBEtbHEH6hmwLGlcqeh2c+J1/FM1jZZoxP1nGxa4TvyXLdyb4keBFw5fhUPVbqrQIwrQrUZeuFOpOplWwV159KqgDMKq6I84vvTInniOla4+MVz6QVa8qIFJPXUuxJyRLKvzcBmBWYYJE2Z97TrkDH6hgkWbmJkZCs1gqmNma1GytlNAGdAReyV1HQjteaC/dOG5oebkdtk2XLlsXv/3BX3P7gH0C5b4ptACMjMHSz5iL9Gm6YboAEBukOoz8NY5PIcPQjlmIz4mS29eyAwepAJhCq7u6xp2JfnrHnXvF/XndWzN13r3j0jw/FddfdEDc9eE/ceNcN8Yz99lFcDRUQGbWsburU+mRTPXe5j9hlfWywH5kUU1C+fl1sW7slvvTef46XvvxkNGDEc8E2EpC1ApC0MD2BlDEzkDoKsEFdEiR+yBUw3AmAMRNMDNi+qbvaYwQ9eW6/6tb46ne/HlPQo2fxPougaxCngcBjdo2WjigGQkaMpB6aY668d2XM65gff3vSK+OI4w6P+QctwnUxlg1YSYZ9MD17Gu7FbA5vXrmA8/CgWALygGbMLe/NGBjKIXWTJ+I/BTAyvaj61jIDMoSpHUMrgT9efk9ciSDeb1z2U3XoPvawp2PdESA7AHQF0EYDywwzAtRdSK0WQ6222Fa++l85lkuXNU5q3HMz8dn7V9wff1zxcPzHu8+PU89+W/TuOwtrizgkFrLbhPVkp+1Z+AfTx4FGaJCGkQnWBuZrSi+Chx/tjTuRRv0uApi1S+O1R78UbsLR2IaWFV2YQ+JAV+L1oStdmQS/2n/c/4xJ8k6DigGAkU5yGMGMaV2xAjEwf1z6p3jTCWcDwJwWzznmudGNisGs39SykbQtGTuzY5ptrnWyZMU9IF2n9fFmpbGV3hOIkGorIMNAgnqBrArZS45PhUKVIWq2hV8O4nUYAT/P9VCKfsMGKdOWMZMCMF4THXA5TgInuNZZ00QHahlrG38KVBUA61wXpx3z2Wg3aHr0PH69LLcxGaWSj2mxawCYpCBoi3wkl9bieGnDWBOmQillPnidsjw+iJfr8SaTYmaMT2g7ucHwk3u4pJnrgKKlqR8yGUpmFU1QhkUa+H4GTMuV+79wIeVlJvysJoi0uzveq7ov5EXVZ3g/4gw/TI0DZFf4Z7M0U/aYvTeCeFmbxUquUtZUgsnAVGyCF6Lp+qnATRHVZBCasSEJCGp2wSCBDEa6mJoxDqlw8/2u1kg3kP3KFVgowILv9/jZ7dhjFHtWGIMEMFozTJFMesk4EhLn5iHzUBiCNIpStnI1mTHIaPcEMAqRxR/NzNTF6xhYm77mVArNYNRqzjh+PlkJusrnNeNEI+yUc7MVOfeG4dxo6rtUMnyqjafFthumFQKp+A9N0BMBDA262JKCc+1frlmRJpCzUTCYJOJyW3jWG2HlXsfgWDa8Puq1VABx0y3Hsai+kEALAZv92VSs2iB4wbUa6kaBKfjN2JX0hVsWCGYt5HYn1WX0c+4IOLO3VbUvZcz4vDXZ3zyNU/VY8Vg28icpaQbgbt22VQBxMdgVGs4OvGfbZoAYpJquXL8q7llyb9z1pwdiGbJL+nf1oNdWR+y1525iTXp6+pCdhOBXKN4dO3ciIPhxsUWzEKy717y94ohDnhmHHHxw7HvAPnHUC5+LGJnZsfTOh+Jzn/9CLN26NtZsXRP7LpwfXd1sJ2Awn3MiVovzWViq3E/aR2QxUcuELQGWblwb29ZtjS++5+PxMgCYNvR5Gke2kcAvFTcBDE9vkH+u7gAAIABJREFUcCsyBkW/owaJqH7MzQg6T7cBaOikiwJ021ZsjpuuviG++5Pvx4xFs2OP/XZDTAgysFALZwy0tg23DZNjrgBIUdtl+f0r4inznhJnnX1WPO3YZ0TbQhibqZhQeNDGB3EnABiElCiNWuS4AIyBmQ4+5ZT2/w8DA306VGJgCgNz36/uiatu+VV8/dKfRBvYkmOedgSYgiEUssNBAcabjBoZGG7TXWS3aBjByzcr8TZBy0QAMxozkOFz3/IlADFL4ifv+nScCgam/4CZcD2SgcFzbobsQaTHZrEuEBkYRtkXBgbuJzIwQ0t7465rfmcX0rpH48yjXyIAs2MULSfAwPRjrp/QSkBsqt2N/EpdxcPKCFykPgj6sMk6MCu3rIn7Hl0iAHPGS08XgJkOVxfjmFs3M6jb1bgdZ+H0a8UainXB5BDY6YBG1YHnKkkFdFXpECnGgHJs8MH7mvE1E2/m1Ywtf2Y190q3FgYiDzn5/opJpo6QPqUMGjyxWB1rFxFAVQCGIFisBL89dIIYls2n60bgh3pBG8tyWL3P2MhgWQJa/jYBwPCifKPduun9qPoCCQglMioX4z0V7E6vQ9FX1Fu8TrYwELNYXDDFBZSuK5xHCqvkkVVZeHoE70sjg/Lc5fP5GPrz/5qBsT0rR4jqkmXberL0LbRSyAc//3/JwOw2c0+Mn/EhnsgJp9aSJlyDCxsc9rt4MoaF4OzJGBjXfvFCp1Blxdom0EklnIZMciEjV1wCMAAU5AQwaWDlDiJJWcBVFmBirIbcXaxXwjoBFES8ia4XndhkMGnYvX5uHzDRBST0CeT/RACDzyt+xkXfkp3hs7I0+JO5zGpjWtwfRPukV4kmC92cz+vy+RMBjBUKEXSjjgpdSaW2DvecDbnZA1Xu/S8AjE8z9dqkAa8Yk/I39h0xK2nlZAADpYj4G4KYPC3VAMYn7pxPMQICrSwH79o2TbDbxlT1orAIYKiEcp1T4icDmKasJWCUW4apxY3Tl92INYDJddBzU0FOOBUnvWv2L+/RpK1TPn0ibEV5/Omg5hkDgQlC7YldiJPYunNrrANAWLl5ezy6bEU8vn517OzbLjZiFLT+doCXATRMnA7Dx+sM4DS/J1iXQw87GMZ8Uew2dUHMmT03uvaaE/MP2TOmI4bmD1feHe9899/HkOIz2mIRwAsNxp8FMISuRb/mXmKF4bEBNJLEll+KPkVNANMCAEN/umKzkFspBobPBJAx3mH3yjiLqLGaKP8DgGmfo/SkGEE/nsfuejhuv+2WuPTKX8fCvRcB2C1C6nQfwmNoiGqGjvOeHb5bkYGz+qHVse9u+8ffvfkNsf+RB6FgGywiY6q24u7IcmKBPBoPBbS2sv4MDeN/D8AoC+n/AwMzvgkMzK/ujatv/XV87ZKfRCcYtGMOOxxxMugvhHUcGbJLkAwM1ccusG0GMJQ3mYraBpQx69XyO+d6xtSuuPexB8HA3AsG5rMAMG+OXgCDadNRGBHM1TiCeKEKKgZmCjszioEZBqCCjkCsEBmYO64igPlI3L0WAOaYlwa4oNgBoNWFuij90AkM+G8erBQjiOGlCynjS7i6ZnFrADMDwHrFptVx76N/ije/+BwE8QLAHEsAw5pI0IFbIdfoN0F5dJCrD1k2SAQxPDE7dsEnTOpdsrpk/CBL+FZXa3yTQcnA+zxUJWvUZEPzoFMxxeUAVMW2ECQXN1Iy3t4rDj/wQZcnXXMgEwJ48R5Xgi+GnQe9ZGCKnZMbO3FGATp6e7HHWuJyiUoI8qXyucqVWcREWpUMi/FNDYD4B2yLqudiAiK+ZxIDUwJgqKWxhzEHvJaC8LlrDWDqCrnlRqpCWC46eczCW7SjdhP+j2NgyOKZDCoHwjIbmjMzoupCTn2bAIb343A0Fh9O7YUoOCsZmEXdu+NV+w/NDNAYO3OD/2mjyTrx+ib5s5VAxSQUY0FmozLAFWszMQ+/CWAYnNc85eciW7h8ktf19FgEKSWGAn/PsUqg1ZGX4zOI4f9p8zFnQ0X3DGA4GzSp6fpxq28DGBu82uBWoI3XUmt4jzXRvu6vVDgHF8nPWgJ9pyOlsnlKaLJGEp4yN5xXBQ6z8BAXrCg1vb8AmAkxMHw0Bpc2Tih2HzE+yXSl585xIK0QWlWmpQww6JUuJGYhKR7FqctZDZbjyrVJINs02mZq7N5KAKN4BlK6DRdSPh/97U2goMJqnD+MjyfBdNdJKDVWuhPdUyYL2j2RlaNiLS4gLbQBboJg/ruDvZxQ2Kopm57/GnRXa8050/2xilz/xvXqIN506Rl0JqBxWwzGr9AY74o+gJGB3n4Yow4UskNcAJTB1FnTAFpGYvljy2IlWJjlKx5F4brtiNMZjG2ouEv3AU+2jGOajsJa++6zbzzt2YfFHnMWA7B0iU4eRjOclrkAxEAcv7v82vjweefFLjTw65zTGQuQyk2DQdmczMBkPFfztC9WC+CuAjAbVsfWNVviC+/9WPzVK05F4Cp7H5VGfIy1gFxKQfMx2918MuhCYjcITNZoJwzWbKwzgHLf6p1xyxW/iz8uuSf++NCfYv7iBTFjDgJRQf0rdgWB9hnISpljnAIL97VAdpjKfch+T41Tzjo1Fh++OIY7cC8wD+07bfiG4cqh0mxDCIi6YadO4niommQ0imFMYEO9wfWS25hKr5z/KC+TY2D+H2XvAabXeZ0HHkxHLwRIEAR7EUWKFIvETopdrCq2FJGSYq/XycqW45W9Lo9jO2WzfrIpttYl1nq9ySaPHa8kW5Gc2OqiKHZCJEEC7J0gSIAAUWcGg+mzbznn3jtDMNkMNZrB/P9/73e/73znvN97mvQL19YMZONCEgMzAxfSlvjBA9+JP/76f0QzzxVxCVxIUwCgqCWsVhwsG2AGZhHq3QDAMPhVheys0bpr0NVxHBeD8pcPLo3N6HC+ddsj8ZVf/mJ88n/4ezF6ylIEzqKOyRT27V6sBWPt0Z1aLiRWCgYwm0RH8f4EMOMvjcCFhDowyELajIaLf/dyupBmEYs0HkvAYh0GuCCA0Z7EuOhap6tQLiTsVXV87riQWE27GD3qvRXohfTKbgCYF5+Mz934P8Znbvp0XHjpB2II45SO3QddCD1rAENJEaUh/UqbpznPWBAaWPbW0nTLI069lOvCYM8EHZy3AjBi63SosX3qMjDz7RD1WFsUk4dPyouDUAmEs2p52irJpFafLiSzwWLeFYdSAAbjpHHX3y1PTQYtn4vyIyOfa918rotALKuJH6y7OkDFn/XUvRuAYV8sAUAxBX6z5vUd9VU696ohKAZGdy0R9A1zD+nP6Vp7J8rIA3aNN7OQWF7B1X/9YN6WmA25DvNhU2d6LYuMyPvyMSQhxhflTmtcanyMIwAYkbCKp8LPdUvWZxCvDatP3s5SGeCuaU4NVuQcxMAgqn/y4mQQ0hjL4GphPUHdE3Bdl681iJjMQLpxisJcuNHr3x4C41tKAgrAFOBCCqMmkShfQev+6mG5cqaPQf+qd5CNZb9cMlb6pCy1sQhulNniQDSpRMFGTHEHxRfg0gmBMRUy6G0kPJ+FDAzdDLXJaj66AKGejfCCTp4yxC14Y6CwT0wqSicGwdV2VWcl4wnUVVpghG5O0/Muoe3nVsE6rhZ932yyhuG6uq8Bg42/587UbQXwZlxTnlQ4JRRKPS+0j+OQKGoMoPM4q2gcDarcaAlAG5YN/yb7MiSgB9CZgEgnM44Fr1NJVbXMUkwlUyU/XXZGtSsIBAm4GagnZo3ZPQ7s45fdUTmelM1KMfZKQy75PPnedp7tiuNXjaH2R60Tu3nL387r4K3M9BhCd+V+BsQyS2dsUYzuHwYTMRp79uyCgTsMeYLxRtwImSsFdmNRlqLS6eoVq2LFRqRGI96APgMGJB9GnZijUNRuElV+H7lnU3z5y1+JF/btiD1jb8eGFctiCAwGwR/nuuh2t4lIpdDsX4oy9y4YHzIwAAIv7AID88a++OL/8k8AYO5wDAwAjFKDi4HhaRrxF4vAfGgemCXCllNkNsjKLGeczKLY+9KO+Nuv/k28/NqzsW/0YKxctwZxG+hzhGecROPKGQWPZvo/xsvGlyMIWmay04qBlfHBcy+KGz5+QyyBQZwkWELa0sCo3WAzy7kHsT/hpupBLAwfjRVIuW4+hNjfL9tS1Hme5liJl0LfENgEsx0A4/OOQXABmDnFwOB6S3Hf3XPx5De3xl0Pfjf+6Ot/FivWrY5L3ntuTIwdUko7s8rIeDqIl5Ve7UIi6uvWZSp5KdmVXhaAmQaAWRmPITV+62tY31/6YnzqZ/5+jGAeloiBwb59G+NhbNKqdCGN0YUEVyu6UfcBMNOFNPnSIQAYBPH+yT+Lx3Y8Hz916a1Ypjm5kJaCJRrDaNn/jHtEGWkZ6Or4KccgFAPDeZiagpymraPML1+6PF59e1s8jvR4AZibPx0fSAAzBb3SewDrhF5ABBdyjaQLSftR8S5cQ4IWyjvkiSnTycYw/kTHcwbsyp1U3gAH2rrYnDMHu+4gxl5Zd5hNt040wqC8uFea5VaWQ+CNejXdmZwHygneKxJDAIYAx0CFgKyAhd5AUcc3x8uAdVWe5aE517IAiUZAg5x2uh2AB6L343HRsNwurcaeWzZnoV8bd1KaPNknHh54sABLSkaTj6P7+FyfF87f66GpvngNAn+lnueiykVWQCjf00xU/TsfgmtAsMQAbTWs1LHflXjVpT4P/noPGZ9cc7mkWtumSssMyRC14of2YZ0MjOkZ7dRMVeLbVPZAdsRywU3uViK29YuOGjoW13AGi4xAsgwq8Q7XUpM6zQZW6YOkcaosEAGYRFzzUmTFaJjVqPgQDrjofJ3IiXoTNBXgqZ+tUrEwC1UDgVbWUgEJGqv+Hlc1lSnSAllKtOi4/yxTAlnfIvuBKDBLhpsL6snXstJRKKXosRvg8EKOx+h+a8PgPjxFcykMNGw0WYHWwbWWrGKlugDGiJf+SgKM1oXXABs+V6Yf0xg3bFTycAU8mgwZPAZTqTkenp74HCxKpxouQrr5kJSdZK16MW/crN0xqv8P1r5dj9wkchIbzLm8uBVfUycowQI/JxDH2Jis7VLUn+aITSsznbPiZmjYKOiUhwbAqBki14Dz5D3Ih+AcKliVBkusil8Qkud6Y+4d28N7YQ2U7eaiVbWeOovnCb2HKeE0YAnEiy2bmGDYo9euMufU8gABIFwPfo2gqSPBFkHEUoAOpmz7hMsTc2+MwxVG14IrH7vJpYOI4QYhmKP7aILZHkhdJpin8meKP2QOyUixFzE2YyiEd8LG9TGAdNkXnngqfvSju2PTK0/F1he2xonoZD2Aa5BpULuIVNycLJlz/OzuJz5LH1x+7NnESrovioF5O37/1xDEe9sn1WUanRvFOCrWAhqW4jHL5khyIeGrAAxemEJDyLllYNQw5zu2bI+vfOnL8fLBZ2PV6lVEyWpyuJhF7MBSkP2Tsq6gbMjq3n0IcAZQOf34k+MDF34wPnjDJdFzLAr4IfC0dxjxXUhFptGYgfLV2FkyVMd5b3EuvgALn1OohgrO8izGhZR3noYVliGFbTmSlpDwmJlpGBgaX9aBgduKQbxze8HAfHsLYmC+E1/6y7+Ko9atikvPPgMA5jC6G6DH09hByazWGfttEnLDyq4E9j6RWpekCU3jrCFqOHzv8qG+eOyFnfHEqw/GV3/99+Jjd342Js8AK0e3JON2Rxgci/0xlEafcTGcfzIwiC9iEO/YSwdRyO6h+JU/+a14dNvb8bNXXy0X10gPgqhHFsU4Iq+L+dRBFGOeVqkAipz1lEr1+1iB3yfEdvLLDMxyMDBvxmPPPR4/d8vPxGdRyO6Ciy+JwZMHFcTdtx9xTnIhASAx24ef094V2vR6KFAXa8KtDQGXDcnMJIObxDF5Um/j6rhn2PeIl7MLSL2hCGp0uPTBTT/5H40sgQDBkBIXzFRoj1dZidzbjnO0UBCcqHq5MDk+J5eJXxeQ8db2MyTr0OpWs3haa7IQWvf6acdNYpEUXTYPTdnlZySTKZg+VelvKaIGEAIw+ZpFyMwPy/drXO1rjUznmxS/k8BBwJ+Xr/8Ts5Lz0EFdvob4Jf+/EIXZKc0JAYxsbYISvp//zMNuPUCBOZkufSLnVPvR3hUNM19tZ6qeqTw7eX2uZzEwqwaPVcxV6xrx6VVxFRyvjDCVuE+jBClLBuDvTQMvo5Dz1jZbrE1rVocup3IndAOrqHC6Pk09RBrAXB8/GAEMC0cdZlv5+QXlBGAQkegJLtDk6aAk0qgzsG5i4hB+hx6mAqdPNgWev2gdFbHNsuw2WqV0+L4+GmsCvIw3aVKL6c4o4RfgcEpxP3sY8fcM7K3YjTrF66Qs9M/8fSZcOi2ygi61cbXMYDLA5FSX6nK3EK1WFpZPHmQvaIQdiEf/Nb9Ydp7GkxLFni3eENL26mE0gPoclUpXqcvq0op71nwafFG5kG6mO4D/9oqLwaF7TmnXBhNuY9AfQ+yMrfKP6WfmeDAfdPEIJOWpidcyi2IA4y7lbdlwPpeqYiprzPQwAQCsKv5OgMITQJ20OAd2VDsuiTVWlpjpoAHQ5+2C0jflm2Asg3U5VjOKZII8h/wytS71CaWI2hvcHwCobvLIsuQuCUA5ElDCjcjK0Ej0LsG9k0EzIyRTCeOBeQP9Lzodhm8GjSyZaTF32OmtdA1MsO0AANIanPp7YeQ23/9gfAcl+lkg7sXtr8SpxxwbfQBPkpU04sVqiRFr9oONegEY1pZBXgdiYF6PPW/sjj/69X8OAPOT6L2D8aDWirrlIui2h2BFgoRvABitOv/GzBgoB8aqzCA7aQgg5Y1N2+N3fuV34tCyvXH6macLBHEuav37ES9GJ5Q6ykO+B+D+emvX7pjYOxHnvfesuOCiC+Pcay6MPqRPExT0ovrsADpzgwbWPJpRxJgAYnhv1+jAa8yqIHiXO7fN8KnGjmU6eFBQN12d+q28PT+p/Om60L4HQEZBPQEYMj9wIT353S3x7Qe+FX/6l/8FHbWXx6XvOznGxybAcCxBteRhFecjA0NgzkJ2juHA2FNzu5dMMgO5DrUezApchp5Hjz53MB5/5YH42m/+Xtz8iU/E3Jm9gVKJYiQoD2794cNIHQIn+gCmkYXUM4qeWS8diM13/xgxML8aj706gUDbi1FoDw0nkWrdC/fOJACreyG9sxs1XUtc29IBhB9TDYBxkO9qlA54eedbsemZR+PzH/lMfPbGz8Z5KOg3eDJcg9CvXC8VDVS/Hc8lY0p6deghoOSJuQAYVopNKjkvygDCM6nmDNclD42593xwM4DpyrPi5Rirwz2cuk86XaLOa+EXgmZmiSWQEVMLnej1cDCx1bezKjm9Zhn406ye91Y+A20evstlY73IG1qf8zXVs8osItUsoe5K1yRvYi1i5tDxhP5d5pvPqetYF5YOFntFAIM9qWq1/F2vJwPExlxCMtbtadCk9/UsAi74XX2KqPMcSsFO9poAAZjcHwsBDPWtJpXjtPZSxV3qUq6N9iL/5jlXdtmCWJouGaFnIuApO8I9x71LYFpIIsGbniO/tE75aDog6BoYzxowMKrL0LgTzJio/gZPPckiyGeKUzEFasnQMgnTPIqfiydh850a15IYFp9+y3DodQmDqb+usuWgeZJd6IoigBlnZVOd+tOPKSaBDIxradQ9DUrazBHGKIyjyRoXwUAtEV++T8hU7QhaJqT7HIM4SfLaKsrGrB8aJBozxWPQoLeBxWIYePLvAK1yQ2hrpfGsSHmKqtPVu24xx/Jwc7DQnGqZqM4KNzcD4RyTI3CYPykYHgfZKtOmBDBaV21EA49SAkxhH0BWF08lHpMZNnYLpjK27rUk8XeCBF6X69DU5uH84X48wdXcaz04ZgKZpHQL4HLu26JSBpvlFvLGQGxEZiCVMpXRortCK+r9Rsq+B6dft0RgET5mLVHBEQw5c4ivEawOIb6g2DArLQOmJh2b88kYGPJpadQsS1Yoxcjwojyxkm1Qd24yDIwnwefHWZyOhU7wVbIsapogVdVOKw4sqWv8RdfC+Ph5zgnjEabgVuGzTOFayxBzwOaK2mcwUlNQqPd+93vx9a9/LV6H+2jP6L44df0GIlFve2sXG2cqqGSUitErFpBF+FiUhQDmBZyo337dAObmj3w85sTAsOEn5IRBqDjpy+hwewHAaF8xqBTpzIzN6UUsDtta0AC+vOnl+LXP/WoMbVgUZ51zVlO9mfPCZxxCEDIBmTL5IB9DkLOdO3fGod2H4+orL4vzERB6ygdOR8U0yAACmuf2A+QAnDH7iOvJ07bVvF0UOuXygUUecA2TnZHgJkzk/EvyfXJVvJMADPaIlLAZPq0+/sYTMWVhlgBmJeRuGV4hgAED890Hvh3/zze+GavXLI0PvPdEBWBPBXo5TcM5g7VjPBRBMg9L3meQk1TIXRZMQpJfAu8Y1zK4xR57bjgee/ne+No//L247e/cGdNnoFEnIAyt7DRK4xfjrFpNdMFAPif6AWAYA0MG5uXheAIA5pf++Ffj0VfH4n+6/lIURByPQygm2Le/AMz8IN5yv1aRUdeF4ZgIolsAT3lfQwDz1q7YhPpGn//InfGZGz4d53/wilh8yoBdjnvMwDDGhHJiAGMmQ0aetroCeFXvxXoFnWkN9nkmoazJ5WAg2rDgNNXc315Y2wDpHhpo7qk0rrIplg0denVPAjOHLmhfcC8qocO6h20HmmxJuYl4AwIY7gF/Xvah0Yd4nVl5ie3LsHrN+fEEGGL//D6XF0kgpOt4vzL+SXsq9SzFomt3GsaekiQAk3O4kGoRMLFRL6NvoECAoau6pYbYS8wRAQBBC99sRGUw6Yf03/TDAEnFIPN5W7coP8c5lPIxSPKv//0MjCmbgmy+uQbhrc6L1kFa1+8yMOuXnYCxt5koOqXR0MBQD7G2iGIlaFhovFjFiidppG5q8xuAdMFG/d66eFoAU4aDAxMgyEDPeq8ngELISrkMhKu4G0kRXnO2S923TsuK8eiMpzHS2fOHm56xCpxs3ysnPQVGxj3RuGQppcCGwDEjKl6H61FRKW1YEuCYkBI0flKxQ8k4dZ+rnrkrpF4gamcbnPrWSUFxKnSS5pxwo5IJIrugTe7P1MaRapebyyc9fouMINLnMSWfVfPLqr10XLEib7p+6nrODmsrADt4l/SQgUsZ/rqewa6ZBSkezjHdj0zxVnxOOWjTv5yAqysfWi/OJadC61TBwt7QDv60EKeki3WqrLEZ9W0xgNE2xPu5Vv1gaPoBEsjEGMQYdNrN5kyniXGcHjEmugCoyKuKMZtW1jqIFcJ7V0GJL0HdlZGRQwItBBkEH6OHRqX49UypkAS08J86hnO9KLd6Bj4T/dF2c03h/pwrGXrG0rBpIsa3mO5DyJoq7wBAH5o5HM8++nh8/wffjef2bos39+5EttLRsQggVQpEALA2eimT+SCx1riHdV5wzVf37Y7dr+6K3/uVfxY33HYbGBgKu3vDLKL7CABGip8xMHQhcXMQwNCtMWSXIp9ydO9IPPHglvjLP/urmFl6KE46+QSsDbPMUJ8Ez8XnHESQ8mF06PYewSEIwcsEMAH3xqd/+o44+/LzonctAB3+Y7+pmYOQX9TWYeM8s5yWAbcN8WlcJ32evnkKZCybxuMvB+pqZwvA0BD1CsAQjFNhZq2NBhVTfbt9Aps59q5MBmY3XUiPx91wIf3Zt34Qy1YMxvnvOQ4xTWzHAH0UZuEG4crhFxuZWp55nPfeLfBYYLLGaAAzBwAzhwKIqOPy0t3xn37z/4jbP3VnTJ42F0tmUaQQVpRsBefMe44HGI4fOlkuJNxnBF2wX8Ma/OiR+MU//KV47LXx+NwCADMFN5x6IWX2X+ni0vcy5nl4kP5IV5wC6iEDKyHrr729Jx559rH4+ds/BQBzRwKYJQLdi+BCIpXfujIxWMZKUG8QcBH/KhYmZSobAlcsg2tUOQZCVXeFPvzl+ZP/QXNaAIaxX2ZcLQMGBvVtdliAKE/7uodibFqAZIPow5GyjOhqKQBD0EvGQ2DAcyLWFowpTv0G92kvpIc1vC6AsTEXy0s5EHNAsOF9Sdmt5A2PoAUwjRzbIHmPK27Ic8CvAt4K+s1snrL9Tqe2/Kn0RbmQ8DnVs+N49PBcpxbAmG0iOLT+oj6foSwIY3hNJN9+1cyNrsd/+/kLKDVAqHBR6kSxJ1pTKcMEWgmg6uGa1S8ZyGngcycDw+Es2rjyZOFSTYj6QrQAZhk2JY01FT83qUvzcx3bLI8jTXoDLHQyr28b24p0p2GrTJUyZtrgAgXe9DqFC3zYxTA0iOYkVEed4FMpbgrkAgDQuqaShWA8BmMqJOg6a+Vac8EymCvzqTUMTbAXhjQoFbJdayz77k7PPcgMcYOyFAi6xGiwEph1AUlzohCAaONpdBPMq2OKfB1+kWqnUqR/mSei+jvBEWNsNI9p3Mk6OHCV4MpxPIorUWUvu99KLgp48ukFtprMBPZqwnVh2KcRsyDXVcbglMuM6qWygApQ0JUyABcNxVeVOzEms0+cBwOhkpECXFaadgVWFU0KloO82iwjnVKS5Wqvwc1fwC0VASyq7+sUbdkxzjOrBGew8hDqdwisUQfgHppXgKXDABBM4SYYIYChEmdKM6sZc+x0qY2OHoIhHo9jNxwbi9csib079iIt+i2BmTWr1zgmh0WwSD9TsrqAgnEFlCVtMLA46Q5ZBAAxiHmbUDE0GHrEVAxirGs2rBM4Q2nemES9lknS8CjHP47YijdffDnuuefuePzN5+PVHa/FsQj6HWRPoQpK5MqXYuA+TYBbgFB7ii4vsj7LFqNdwYF4CwDmX33hn8aHbr1eFW8RNZrUPseQazEI2VQMDGST9VxYB2Y15Ao9ambxnicfRb2bhx+P119QP3+hAAAgAElEQVR7HUzRMOrcoAa/ADVjQlAtlgHVADAGaTgIYQwEjKyZs2x2Zfy9X/zZOPYisBrskT0+EyvYCBGpvwoSxDCc6cd5xfhU8oDybENgAEP9WsBdu9EKsmJgZDjNwDhrQm/R57h7KS+0RQbgeGY2cwQDs4gMDADMU996PO596PvxVdRZGQLr9L7T1sdhdDseR6BuL47FimFiqwXMK4NyxVoDwOSqzwMwBWgkzzLYADBok/Dos4di0wvfj6//9h/GR++8M8ZPBms1jeQEPmcecKTvqQvoAuehEtlafQSww2gM+vqh2HrPo/ELf/iFeBQA5ueuuwzNHOFCAshhgO00mzlm9p/iyJKF5DjkjsHfyn2rrMrsls41Y5zXMsj6tr17Y/Pzj8XP3fYJAJhPxXkfvCqWshIvnrnnAF06Buk0tGKKNP+ZOp3Ml0rKK/aGgJTssEG96qtpHRxMTHvj99nQdedNupKHOe5t6EKB2wSv6hytAxd1D37QcHOuKT8AUjMIaOahhdd0hd5sK8MxZKaR2BUWUku7qP1rYyDZWcTCjrwuhUaODxtzMhsy+xJI61z+bpdRyp21oYEOxSSBh/o48bCQc2g3oRnbOsAlndLocgMMQ4l5X5QTAZgERdwviufxwVAFT7mXckxmk5JF4Udyf+gHr6VIgHwGz2Y+p/vX2bbNBzBer7xF/RQG9bP//wYwNZZ8RA5vHoA5AQBmFoaMD2ZjaUEnA7MMVBkNGf2mPLGSheF1+vqYJWEGpmvsS9AMHhwX4ffYxcCvWhiBFi56nvadzssNyv+ja8AAwl8WlN4edny1IitAYNTrjVNAyEbTiN7l8qFo4DLhnuIE9sF3rJgX+S6tSKxKHCjmNbTQ8kRB37bcNTK4VQkSf+ucsjTK3JQDuJ+AaAdU1ZPU85JdUcYPhuEtWHJp36wq60JwOOcVfc/Pyj0F9kTjq5OFJgrGW0XlKG2poGDYfTZ3lUr+T+vBZ+G1FKfjLq68BDf0LNNC8c1YlSqS59OfgVBVR3a8DsdJWtrXqMlz+X/vkaoxUXS1XG7cnCkfAjLsvcO1Scat5IgX9EnectOVnWL6qu6N7sXnUWYAZ5NsCHtWEWz7HmKoaNTxqqp7QjHP4T1+BssolTiVtvs9LVKlW/ZXYtfoVatWw/APxXPPPR3PPPO0an4sQ3YG5wYqVyc+b1qDLGd3WTF7n/A7lSGpf/z74J69AAQzsQ7VfM8+86zYeOaZcPHgdH9gWIp8aM2qGFjLaNK5eH7T1vjPf/uNeAYxMG8P743jVqxWsOyRAEzjcsj7ldGiju6D8RpEDZnXAWB2vrwr/vUX/te48par0W+IW89tImIaclQABgq7B1V3+YLSeuEtG1uBZyco2T0ej9y/KZ5Cwb5t219Hy4FxuIfY2BCxcgBXY8jW4XP3smIw1x7yPDGGdHM0rxxDMb/VvUfHZz93Z6w5d32MYl8yRXvZJJgYxAQxcHUONWhkCDKGSwH48rFzx5J10dEeO4KGKBWGTr2KbDJzmC6MAjDytkuP0JXEj1P4yM7BEONT02PYl6sgD+gGPcdKvN98LB7+8d3xVz96CDFHEe879WgUJpyOQ7PYI8i84dxyv/LzjDXjvlFBNi94o0soC65qneOkscacLF+yKB55Ziw2Pf/N+MY/+lJ87I6fAoAB8JtCjBrdAwlg1EiVhzkBGLB3cCH10b2NGJip7WOx9UdgR/7gH8Sjr4zH52+4LEZn6UJCEO/+XmR2OV26DhQFYIplJAgnUKErk6Pr5UEJCoh7YRzfKwRg9iFWZ3P83O0fizuv+1RceNGHBGDIEs0BwHATU6crMEXiQmPO34kUy4DzwJlrKmYMv/P9dCvRqOO/ioEr4N1kSRJgytCSicZPNXC0rle1XEod5YKXTwBTNVJmATTJ0qE4jq6vgxwPorwjs6A4pwB5VMjF6lHe5QZKPVsgqurF2Ebw9h63sq0SOBeAYfwI72EmJwFBGvFZsGLVS9Aybt0ot75Am+VF0SVC29bhdRhtrif1nAqG85JTzlR13TXdZTPST9grAu/5bGRDxLbwZwHFBtsYwAxgThOTKWA2bywXlTwjudYaRoE3XtSKT6xVM3y7pdiKo/aHypFQXxoCl6lsnpN/EDbMV3modW8+vOXYpSdijex3tJGwa4KGcAlPTlT8OaHyVQq5okZFA2A6cS85h47nyCqvZCQy86BYBJ9QXUNEgyJLI4NoQ+mmjXap2MmdhiCFt82A8nW0aTieHJOVt2EIXzUjwrgaG0IyA3pFIImi57xr9anh5HDBhYYdAzTABocwpAIvChxleme7IXndSglXsN0C15gUZRpgDkInHMXKGAyJBbUEJzARBJFC4EnE1L+ZG7IvrGBcvZMsPHxWxlk4RofGmcqIVxGIzNNpu2aOyaCCquycmi2yAXx2zWGHKdIci6myISsAYzbMLkjKioplUbGI8ucJyKnRjJ+pmBKaHioMMzUuhJZbzfOem1Rry+tLBizBRR+7yZp9znxOAjKyPiUrJVOas6zOq/gUynKePjkuMmoEa1RqVNb8G38nqySXIdJUOZ7hg8Ma73SMxJannoqvfvVvUf4fpf9h3CemR2FIKCOW0+5pi0aHX2W0SimvWb0cjRkPx9aXXkAa7fK44v0Xxqdv/0hceMOViMGYiDE0cuRcLmYA7zFLwWD0xnM/fCL+9A/+NPbOjcHYH0KGD9Kvh8h25Kb3lKS8tHFJ5fazQkwlCTnahW7XI28diH/0hd+MK26+Bg0Z8aDl8WP8C8ghnqZn0XeRxex6JqkcAdageCeHELjah7iWN8figR8+EC+9+nJs37UDyn8MrBVijwBuyFiOIYWa6axDAH6UtXE82yRcSQM4fg4iTuS0tafH5XdcH2vPXodwCOw91CzpQeowZX8R15MuNT6TcYr3Cf8tfjwfnWCkYmP0aipgTj1FjfOSrG7z+TIKUvg2RLoTZRzhcj2rcO+VkMW3puL57yL766G74lv33hP96P580kkbICtMUoY8kX3TtdLtSQANOSGkasvEe01KZdhQ2YgrCwmusqe3HYy7nng8/uq3/nF8/DM/ERPHo+WEmD0AeAIYGVJ8S3ljzHBjTPWxlQAW7CC0xfaJ2PLgpvj8F38pXnzzcHzimssBNg8FwnkQU0TAA5YoAQx1uGXCzK5csfjbJIA6Y194UOlVg9HeZCOn4UJaGq+8fQDNSh+Oz9/26fjszR+Jcy64MpacgUq8fJR9NIjpppOu4JzbgAm4JoAhC2LXideTMTACMJoT6kDbIi5Fw77kQVnrri3uuSwmRm+WHtA78jSYQJfWmvcjOEGfpYAM8w1yZ0nn+jMujug1EVDnS95MMu7Nl01KExPiT9PAYx6LwZN+9OUNRJyxKkPuSwpYMC7FDVL9Xt/Lj2AZbp9JgMM7wW/W++vNebOch8QNeZ+cFc4BB4WbmaH2c+oK+mEAY8SS18+HtmuWE5KHmLy5GM7akXqIznUWzlmNNwc3r7WHZkOcVA6sbtw+bmF+XUZALmVs3eLj5/ohwCUs3mhkBhBEB+Ut5oGMBicwN3pfD+rANACGf7c/mb41K+r5AanK0sj383rVrMsVcVMQVUzPhrCfAqrAYgZrwbcqJWSOpICNr5donBg3ZbhYDzJAAip40AIevJfjQdjozvEtNqqCqi6gxvgAGHayUaqbAYq2nwFdBDCqjzOYAbS8NwGfF42nffUFIvKX+8SAp8BLN2iUwswsHWZvkAKWD1+UnuevTssVcGr58pzKGHMOdWPPgYQPPxifw8BQghd+c67kUvF2mbcG7g9kZqIZZ7qAvKFzbhPEOFc/t0++5lRq+vqtCAZwf3bGtnvNSt3PZGXZgBiuJE5Dmi/Wg6FrhbQ2fmqkWss6aZULsA3K1nyk24QbQSyWYne4Scn+OFC7IvqryGA1dOTauuYFS5+bbSTzcgiF1byz2bkXBpj1fHDC5X4ZO4TAUrxyeHpvPLzpkfj9P/ozaKP+WLdxDWIhDhhgJuXrNW97KUldSc64+XzyWLdyaewDgHlgy5Oxbs36uPKc98fnPnFHvP/aiwBgxmP41TctQ6uWxcD6lcja6Y8f/5f74vf/t9+PSXR9XnQ0GA50ul7at9KKX0Y8FZLmPhlJrLNkL/3wA8jqmZaxQpGz3Qdjavhw/PIvfCEuvfFa9UdSqXSy/1D0MyhBD48SSvlj3IybYmY57jPN7BwAiwGwNCOv7Y/v/M134uXtaJcAlwX6XEsO6ZKj/NEdR0C9eCmBvzOrJg8hbmTkcBx/9MY49+T3x5m3fSBWnLoSp2PcDEswyz5MMDgEMMycUHNxnpApl9LhZE6oc+oEi89QV5TmN2LBGyEYTDlOpSx5KKo+56iqRcto8jWG+TFUB5ngsytxs7dQYfh7z6ES713xg3vvisGVS+LYEzeiAu+4sZ5qSPEWyd4qG4OEAzIaO4a1ZRXbPV62dhlk7Pk398S3H3ktvvxbXwCAuTkmjzsqFi/ChIN1Jmsl5gYZWAqw5v0AmCdRm6cfAGbuAGTq9cl44pGH4xd/71dj567Dcf2HrojBiYMxMdMfowANcI42jDj3WyMTMlyWm6aEAd2M2BOU5zGwZXR7EsC8DHl55LkH4hdu/en4qdtuifeed3ksOXMF1gd6ZB/3HtaIB2AaazIJsmlmWQgg5dVmxhH/JNcJnkPnNLqZbJQWMVVe6+V5Kr2uwy3/TqzFn3VQ7+gKHcLxQbXBwN9ZS5BFFmclS1gNygIBE//HeZRcUebxu7KFGuxgkKLxN0hBc6TP5jmpHo9vZFfoXrK2meesGdUbxM3ItpWdlCzw2egeTfEUJuHfyBAzJEA63Syigs+56Mk8NgBDppYDygtJQbf2WDqHF5ZepA2jT83zro9Kx3LssiCyiXL5KX6sfXKDPTNbDp4meHAX6waIWoRkqx287di15qDP19tkTr/53b40uHx/kTKay/ySDsA312/d0Ma5QZxC+VWGk7/b1WElWCnWlCYrxjaIt2g195QxyKnPt2DCp8EmqJWTwIeTlBQDYwCT8UKZaksQw9O8jZFiDQoIaSK1zAINEpN0LRUDI4XHwkUwUgP9dD9Rmfv0r4AtzQIXxjNbfmCOtfywQ4hDGWJfFp62pCTbjK3WzUXjRWBBkGPAV+6XmlPFD3GOeCWMg/EOjDFhgT2mAje6NwFMRc3XfBYAVHpwpkLWPNdrZairmq1kXn5mY/cuiKzPVqp3d+3EaiSAaNaNMiEhL/edXUgOpLX0VpaW1p3P2hAiznKqudbv2HQqLqf0a9SpyJTkOnU07jdKidLEK0g53ZF5epC8YBOyOKFABF1GKuxnWZRrMWNt6l7FsnTllICPDEzJuoo5MhAZ68PHm0BMihmYifj2d74T//oP/ihWoEHjyacjoHNmvwtbZesHXrd7IPC/9f+SY67tUeiHNA5D8cSzL8TRa46JM48/MT5zGxiYa65G/RUUv9v+lhX/UoAoABimfz70t3fHf/jSv48RunNg71einUA/40VSwdTcmbFrs/sqo4uvLwUTQjfxyOjhGN43ClAyE5//2Z+LS66/GgCG9LnT7Vk0a46GnNkiSCkm79xzyKzHLIw7Myj6wZS89cz2+KuvfC3e2L0jBldxj7FAH9hbuI84BgIYZVrBZca+M4ytGN57MMb2DaN43YX4viSOu/TUGDgWTBfGMneIe5yuAfzgASRTP8Wk0DjyWUV5twyMgXLL0kkY0+4ok0qy2HHd5PpovijnCZrNwODaZJ5W4a8r8A8wMC9979m46+EfxvfvuxsAZnEcBwAzBQBD8VZRPN3O9LzTSTlt83shFYCpfVbywca4ywBCnkNF5G8/8lJ85R/+Unzs0yhCdzzimxATxGwmGTS6EsTApOEXgMEaMNB5GKBy23hs/fGP4wtf/IexY89E3HT1ZdE3vh/gGs1CGZCNgnZ0mdThp8nyy/3MKXMAO1gY/KzilF0AQwbm4acfjM/f+tn4qVtvjbPPvzIWvweBxjyMIGtM6e1aFsyrUCf+ly0kmhNz9n0zgCGS8bxJ1jEXek7Kr2kBszu1nvxFICaNsoAI/oTLeH7MmqtfEP8of6kNv0AK0QJdVVwgxdtxfLLKNsoFFLSeXteFXwJGvJ9IKwMLAqoZHfC4TgYNac89HklKFxHwMQyc5hes478NDvTIqePK7ooJ6TIkDYDhhuD10/LXc6Qt5q0V0C5lmQyMb6Bh/bcYGL0nlZiGlAdWxfDw4NRhbErn+j2en9wg/pl/axiYZqt2GJgCMAQvnUdqtvVCBmYoAQxv3qWbbaDmNzEUgHkHA2PDzMF1N+pCAFP/roURkJbhcbyCCpBREPACM0dc7p51NRgghlMjfdRHADDybeeCt3EnnhCxEHi+QZyoJWzaEFk3RXPs2Bdtlgxk4/gKBAzhNLl4sUtiSxAJfsQU+SRUjS3dOZoAhi6Ltski56OC4wTWeHcCmGQfVEMFLqqqFVEMTAGY2kDFSIg5ScaMr3XjbMr41jU4Jxo1jWZuq3p/XXfhmog9yRfrnoqZEcNmMGCmgd9cb88p71kASkAJ330Od7dSz/5M3GSacygTAxhnb4yDkq84mXouuXzEJtN91rJaci2+G4AhI5QAprINDNKyfQI+27BhGLPuQQCFrCKuU2UjtSyKJ4PXYs8jXv4Hd/8w/vBL/wZl5RfjNL4Gh3xkIU2znYVdl8W6Ffj01vDeqLUZxJrD8RVv7HgbKapHxXFr1sR1l10Wl155o9oIzCA+hBNLR0XfKlT1hWV46bGn4vvf+l68cnBH7BjZFStQG2bpkuWaH81SzkkXwIjxTPclX1++glkjM/HW7j0xOToVK5BR+NOf+mx88NqrcNhnPxuWq+dJGeuLYNY5lsqFO2WWMjpKlwbWezVeIzODCrAvbH4mvvwfvxJ7D+2LY046Fp810OM88n6OJ2IBvT6wPnAlIZZi787dMbL7QNx6w01x5eUfiiXvWQM0hrlDnaeZQzwN2/jTTUIlL31emSLSpDQa9ikJ6EgJm6HRXNOApGzKZeCjdHO4Wrinmtd4HaoCMk0AaXNkYHZMxsvfRxfwR+6Ou+7/UQytWhrHHr8BAdYAMGl4U0JaAENqnQxMGTgBm2KwO2OhvsX3cuiYF+HK++bDz8df/MYXAGBuicmNq5GkDQQJxneOrUzEwPB0nidorMc0KhaLgYELSQzMjx+JX/7d347dBybjwwAwPYffBoABiwIA04usutq7XI+KM+HYKy6Gf2MlYbqtqzdZF8C8+vbBeODJB+Pnb7kj/u5tt8b7LrgKLiTIKjLTeg+yPo+bgJK9V58j6Vqsi2LnyK44g8qeJc+DeGSCgnTrMB5CViv1iuWabxIa8t7iCZ+qmOBaYKVWNNdYZBrmCiyhmBcCGRE7BoBi9BWnY+OrfZOsgkGth6Cv7u8CusnYNGNyfIjTkBfUY9FjmBFSoDj1oi7t+xKQHCn9mfcu3WuMkkBAZ0XPTTMuT57sUrGOZYMb/cPxcQCctGRg/GzeJ471NQMz7/rttOq3rm3nJCoTq4Obum+fN4bOkBXETRDVQLwFN9GNct6LsZm3Bvm6dAKGe8ySE+YqnVkClZlIfngLTLEwTbE7pTO3lLnSw8ROtEqiS6d3jWyDKvFeGXMaTAX5+sQrAy3gZIOziMAmmyZWMJOuLfbFcsfNoqsl4GruJ5DhQnqMaSgAQ7AhOdUmokC7dHM3Mr8YE1UThWLXBkzw4nvx2hTorGWDGBu7qsj2ZMBoGscCI9XdmvPEKrUCbrkZ3eOjoSwaNqwBEVLaiXZzc3UZlfq9DLLApOSdgIkr2Z4LSmFVUGx3rarAnF1UuZEwyawUyw7TLuZXfY4ccMzsIc5jBTnzc1RiZKM40cIbVFFyY2hQ2nAO/nUK9jhOtAxYLkXv56C9TMZL10u3otY/wRFPa7g+GRgWHBTCYIVewlLJhcdl+XL2Vxl0GdZMIy9DW8wB783Mo2osyc+tRIVZ3nfTI5viP3z534PGR7+j5bgXq9fSt5/xY7XZC7DUv7W/8sTJMTO4fHj/4ViNTtOr0SzvovPPjUsvuQEtBY5iPq6maRyBwn1gYdgo77VnXohNmx6KTS9tjVd3bUPXargZUAE4ieIG1B0JwJRCWYLCepMIyN+2HS4qcMAbVh8Tf+cjPxkXfOgyMTDIQZMe5GsgmzQOMjD8J11IYkVWY84R6Dq840A8+cjW+Ou//hqq2Y/FhtM2In7FtZqYvVXAUHKEeZtCCusAYmP27d4bM6Pj8XEwTpdeeUXEerZdwD3ZGHGMIIn7E6dZAhjW3BBQwE8aJgslVrUFMD4hek9K+SfAUZChSyLpq+agWQ8pcGvHshFyMRcDAwAzt9MA5p5H74kf3n9PLF4NAHPCRmSPHfLpPU/L2mECKvgpwQWAyRiQcmVWAHyjD3BnARi46l/ZPRx/8+Dz8ee/8Q/io3fcElPHgYFBFV048hsGpgUwuC/mZRIp7/3QTYsOYDbemIgnNj0aX/hX/yT2jk7Hh6+5BPVh0LoCVzgMi98LHdcFMNJ1XFvOHIWRSy0GBrWIBGBc/PEQYpgIeFcAvG9Huvy9TzyISryfjM/cfmu8/8KrY/HJi7Gu0DEjVGRYMwFNrpUPKfqPy5LGSAcSqYsEmVxLAYBkb6TbbMGqllLVDGtcRwo29TUZU+P1z3Xnbz6PvhPAaFya9DT6/mn2hXMgONUBLx1kpCtyjdPVknJoGi7vfwSGRAZe40wQQnCXv+ogR52expw/K6u11kQgQxNGmTIQKRdPY+g7TIUfPB9Dn/PvJoEMmrzanjfOYwEY1+1v57F0cfdg5M/kHFl1d+7n69WBtmvrJWftQnlc7/bVATBVDsFurPyyufHaHbvilDn2YnGAo5Vwo3jl0zNQKRAjYAEGpgoJ+SENdBhvUZ/tGteugdT85kmUwEkAicaFsQsKvgWDIcVC426XjVBvopUucCrjzvQ1paulQqpsE+/LLMyHom1aQD602J53iYFh9VS6CtLlQwDTr0BCujLoWyWULzcKBToBDK7PXiNkX/itOyd7RcakW6qeis0Ze7TsBH9kAjKgV0Gx9kdzDC0g8SZ3Q8Y2xa7WhvdTZV8BP7tZlH5HAJOn8Ga+UmEVQm9AEm7swnjZxl7gwOdaMjBcXxWpy8aLihvAvMi+MDg6s7T08Pws8QRjJ0TRUovhbypK1wKYYmAcQJj9dmgI+BneF4agrVBc847XKBt8j5QB4jHE5BG7MAaHztlMw0+Q8m4AhjFDBiswFviFzIFYEjqLAGCYcskaQgRPq1evVun+Rzc/Gv/hL/5dTCIdh5H9U3j/YrhInNliIO3MBbsT9Lgp883+gBixAOP+XSOxbtVRYF0G4sorLo5LLrwm1q5ZB8PLLKmpGMMYmK7NirQvPrU1nnp2azzwwuZ4Zce2OGnV0YiNITvjU3kpDMd6uNgef7p0gffHIFgbxqG8um17DGEfn7bhpPiJWz4aZ1/8ATAwMIo0edBo/YidWDSBBwHomF4BY4cp7WOPIJ78wU4sQp2WnS++GU89gjL73/12jKOtwLoTj2EdPK1XMTDjSAXnvQleOBs0jOwNtQTPTgBzzsUXxBQyfmYWIy7sMJgBAJs5Fosk5S8GJs+sBRAJxCXbPu3ScyT7Q1ZUBojTbeWseW/rsTXguHRQyVX9W+wgtTmCeOfIwKzCiMHAvPqD5+LezffHD8DALEVfqg0AMOMAMETvxfvQfVCVfKmrkIskEF0avYwBx+Vq0syoMbu0AgDmpV3D8dcPPRN/8au/CACDRozHr0EhOyBIZuGBaZjHwPDUgLmZAIAZBDsc+3FvAJjHH94cX/jX/zQOwA334esuj9nhbVhNvA9j6WMhwAUuJB1SuEdFZxjA0JVaLiQGXbPhJgHMcsjZ9j0EMA/E524CgPnYLXEeAMzgSYtBukHHjCGDEf/1Ko7NcRwyhZwCroMCX/CagqmtHzQ3ZABod+TawHUUx2LWWHvFV9F7bWzxF8Ws4CdjWpAVp3ovhSKkCHPtuwyMqkt43nlrAy2OyyCrvirew9Y9AUDzqg+sOowR+kHOFYOIsavMHnUcx9UwJAQoZCsJ7BIs8H2lI8hKC8DohJdq03qSDysdzifjOunE43s110+81cSWdK7RyBuvynnT2Hjw4xpwub2PNP95oGTGm+kw3qd56NxT3BttmIZsPnSSxp3TX8PMCh9ar/riTFawgdc0v3KfzrtbvaELzLpLIfnxfRdtWHYSRlbFy1LYxLFRMRuYlJEsw8WMHn6pn1EaQwoBnQ8WOSvTQpHdkvrVMEwKlsaSp2IyEQAwTHl1DQXelwqJT0dQxOvhVAfFVhuuNbqO8F54X/d20ihl0PsJYCBY6l2Um6EWWe4NjbutU1MMBNkGZiHxxmKEBKioNGkQKGt8TmfTsI2AWgmo0mOxNEzvdSaM+ZU89TFoVRk/FH2mYfJzBD9ttcxJpNdqjydg0vhUoj79xhTuApdisiwWlcJbiqKLhBeyNrVWzd8TBHqjl0EggHFvITdJ5Hcb+1InyqrgzGsqVdpWVQCjBTBZsE/PVD2erNQLubeuFwbozu9qbfbN0lYsIedtiP2JqARZ+0VNSK2QzYp47brusy7Q5k7gqZPTp4J3lZVBOp0n1QQiK1HfpB/l7R/f/Fh89T99JUYm0KQRrQXU30cyW7Jvt41PIwY15TrSmPH3xWAoCLR27dyLdGQEhq49Jq6BC+myS6+RC2kaga4susWi/wPLGecyFy+++Gzc//D98fzrL8abiDlhddQlKMlf+8x1KWrvGbw0r6XR6F/aq9ozLz3/SqwD+3LmyWfA2N0Y773oHJzOAFyJdaDApOC1INhbYJqaWhCIvZhDTNiivbPx9OYt8Rjm4smnnoSbYiyOQc8mwEftLwI+/mR7BMrrJAu8cUPSgMHgrV1yVNyGTJbjrzxZikgHYIbfNXMAACAASURBVKRRM3W75zCMPwKKFVSM7CcxTEp1bc+qOg1LrrhBWtCiJVj4ndpx3ppr83qupM4tqtqTi5httRz3JgPzFnpGAcDcv+muuPfhB+BCWhLHnXBCHB4bsXGWHJoN0igEYqmPXI9Je0FIyoPQDxrSDOrm74OLB2LbroNx3z0vxe/+5ufgQro55tYtR4YR0srR3qRiYOYzMLDdYP6YhcQYmBm4kLZufjj+53/5xTh4qCduuHZjDBwEIEVAzyEWksP9ikE3gGI1aluISozgcygBgFV4FWvXq8B2AuBlYGDeOjgW9/z4ofj7t98ed97yE3HO+VfFYgAYAT8UJORK1SlbhycwP00tEgEbypYPmwYcPpUL5mufpP6qiSKA4V7nMBWrknOoJa+5zQNDpveKzUn3kAy+vm2sfXkfuGX8JDhmQHRANvLUe3jIpGbuHvxLToQjimnLwxlBVzH6Esg0zMXAlJFv5FVAwbLgL4M9AQv903ORSsRjpMqtTAoxOb6nau50fTm6vZnLhnVMXWzGTUZFr8lzZiODbwPa+moYmHweSXjJt+agM059qJBH7ic/lldK8+F1zmnP2/gz1pX52FY7iAUkYcA1MOvUfNX+5nDXIwuJtcJVdIxMAA2zNiRKpKdCLCahPWG7700JfjXRynDmnHcb6mJfCCK6wZNiSZKtcEwJA19Rx4RptUy5FdshJ5MeTNU7QT/zqzJ2usxB1z/XgC4udgIYFVsjgNFp1IqrFkjGkyCCwdwCFpUa6Xo2i3Fq5SRXnI5/JyNh9kGne7koHMirHiD0Dyrug+AEJ1/G4ZBdUfaMDRxP9qwxghs6rZkAJhtC8mg5jZOXmSKnmbP8PAuBVRYBn6Nx73E+01Dm3mkXvPO8XRam2J3uPFqf10mlID6BBFKKAQKdtWQAU5+rOa0YmDpdpo3ABZ0xUq4NG1Z+noCQrJ9lSYF3qdi5It3318PYDUTZQBl7fRAFv5C2y6J/oqGxyys9v/z8C0Ebr9EyIgZqrWsHYyPgxUQQQDATRpV78Z6lKChHyv6xxzfHN/7m67FneE8cQo+tFWuQpqOCdWUQOYVWyKrhk8qI16m/L4fLiLD59TfelJI/88TT49brboiLr7hKxeKmhhlkgvuyABncVHSlPXj/ffGXcNdMo77PNIJQ+hYjzTq7bHN+qrihmEy53gxgGjmHwRpa1R+H4RZ4butzcdLxp8R5Z78/brjmhjjurBMUiMw6LwItBGRMPSVwIPDAFmDdCgVDQp6ndh6OBx+4P55EPZzd+96OERj0NUeBNUigKHUmhcWpAZvI1B78jqKtYBxWx/FrT4zrr70xVl28Bq4OrDVkfWoZ3GVoYdB7AHuVAIZ1aQZhaGkYZYR9qLGioyH0HFMB615p7BRvwEMrtz8xE8E05qGr0JUCKgXu3eJrgl2iG5PzANIrVuCPuyOe/8Hz8dDD34/7H3lIWUgbTzwecziaY2FsigGM43FsEPkP15eyHNtA+8TaZedoV3qgX95AfMnj398W/+gf/0x89DO3Rd9qPDzq0CyaZE0ZB/E2AIaTi7WYBrDsYbuQUczrtsl4csv98Yv/4kuoDD2ANUUW3YG1aAp6EFlINHCIUSMDg2+OR3FgeRCqAHlelgCGAfVsLMp9QgBTLqS3R8bjhw8+GH/vozfHHTd9Ks5mFtIJiHUCyJw7mOUetLe8p5RRhPUUwElZ8O80SowLIcjxupSbpAUCtmiKLeEhhJiDRk2rxf/jHOvsrT9av+DPWHT1VcqwBgIYTTsZW601LXa7LurJY8RgQMGbCMALIosN6phO63sVreTnSPnaIEv2eH/dNz8h20xhJPNv9w0rbcvToc3A+3ksro1ihkn6inJdcsvX+fls2ihnF6dHNozynT6z0vMCBD7UNwBGc2aQ0CSOSuiTRdF+4KHAh/PunpGe15RDn6n3GN+U60db5iXofGmFPKedveWjiF+rvah90dFRArEFYBBb9d8EMMcgC2lagVdM0bUbSLEEuMpEx9iLxUjXgV0w8wEKabAyoPXw9R49SirxmtB5DAyvJxbDcSTkcWzMeA+DB45vSNUhW1dRg9gLTeZE8O+O5eCdOy4kfLabkeETvOM4KK4USv9eEI8ndwTcstolr6RMB7tYNF9EPBxPA2AciGyDrSvrWowHITgZ5Km0a1AIFJjOCwHkacfZMtWriTS5AVTFabjQlGMjKi221kWAkgFqKWwlJN1TeHc9Kh6kux42dEyjc7aMZdDCS1ZD4Epy4F5P3WvzrfOuKYVto2JGLf+dm8uGNVsQiCUx89TNvpq3+Tj/yTYp24hBkj4Ca27p6pM+IWDNJpJdANMFMV1jpg7RCSzEulFp4l4MbNezQuY413S7sJZJL2jT559/Lr7z/e/Ezr074i2U9F+6AqdlsUJWXN1xdwOTm8BszOlylNKfxNq/iuq1PDG+58TTEIvysbjgkktVXXTqECvWWuH1LYM7B7/f90MUU/vPX1MnaQYoshnkINP3kwXtZpZQJqvXWAvUoUCQwTSNwNzXXng13nPqmXEhMoGuuOSyWHsG+ioxQ4RBrwQtnEvsh2nQ33wsxqMwo8NwYiaGX9uLtgbfj1dff03c8BgqBTNTahmLKYINE1OI+aw1nUbNkskxnO7h3jgNz/reM85GKXo0bzwVLNxByDq6E88sQwAwwfoYjCwNHLovm4GB/FSxMQul9ljLwOR53DbN29db7x1fDbvH9UrDpb2q0yp+8vTOSsNL8TpdSG/NxUs/fDEefvRusDAPJIAxA2M1kQwMx6hr+qbMGKoBdIFTyZ7dNzam/QAwOxAD8+hd2+K3fvun4/Y7b42+owBg0ORx0VSbhfSuDAxaCUwDwDy95cH4JQCYQxODcf3Vy9DEcUVMLBpBersG1Lh4lQnXqcTb3cfKxsN3F8BQrpaDgdk9PBF3PfBA/OxHboo7bv4k6sBcHkMbXVw0DlJd23XZPC93RLqMpE46YFF6hQBSYDmnivMv3Z9zd6TTd7OiuqBjV8kc8L76rF3sYlj4N+InyoXi8QxyxArJmFOR5qFCY+XfPGa9UTLED3fEiLeFI4CdmA1ccFcxGgQh/GHWRh+RISb48HU1P4pj4RvwR8QOKTaI4+Z/9fwS8byp5ikhAhtMdl+TifRYZXMbpp7PTm8D7YE9Dvqg9DtVMueJYyT49zO4CAGfRYPQV3PIF0XqUToOKfVDvsfg31NWe6lhb9I265qJcrS6eY9Kte6+32PFd8f921mB3HeUabxt3cCGuQkGYQGpDuC0KUMLlweZmIksoiZAoJNv1eR4J4Bx8O3CejIty7HwFFybxiwAT1buu6T0PT6BUqpt5MxAmMWQMu0uVAKpUkzd+5BRonZ10TbGOjgeoIxKd6P5NEdpMtVY4IjGksBORgnHULsiDGCYvq36Nwo6pAjQddQqNI2V+wbjcBBsuk/S4HgTM06FQmEQaSPNlaZAJfhiV1+8h3EiVDD2L3uM5bZR8b86seRqL2QwFgKYci90hcfCZaH3M9Nlw1gU9hayy6dYopKJCgruCr1D/X3aKPDiqrlWUGZcuPbu1eS0zbZTLt9Xbrzuc1gGCVBZV8TxQlojyCxrPrBKMdeBm/HdAEytLcd7CCdp1ilR9/VUGrwvAQwLyfUh5oXXYZbS0NIhdYnesX0b3An3xYuvvRjPvvh0LF+9QvVv5j1/ro9dSVZGTfAm/s34rylmA6G/DFOVj1m1Nm4BE/LBSy+JVWvWYp6Y1cTYKHxj+adGJ+KRHz8cf/u9b6rL8Dga9fWj2eFSlAeo6q6VXeW9dWQAAxoQ8jMdr7zwGtiX8+KSCy6O88+9IFacslp1Mhj3ot41AEhkXVQdmUad7Cw7Q+M5CPrefuWt+AYaS76xa2esPXotDjsA1wDiZGAY/+JO3WxyyHnBNdDvZ3Tf4Rjbczg+iHteePGFsfH045FFgEvvAWBB64DpFciUQTuD3sOM+4B8IyZnDi0MCsCYkX0nA6NqqdIZNgI+Cfsn92DJXHPq4/vykGZN2TIwLYDB35BGvWhXxEs/egmB2wQwDyJV3AzM2CG4kGgACPp4M56uteYVFNumbc9jfgSUrL0VM4PvfsTA7H57JDb/cHv8xm98Jm6BC6l37RACmxGPh6rErL77TgYG84W5IWhEElxMIY362S0Pxa//7/9XjE4OxbXXgkLaszwme0biMK18sry1V7tZSKVHOCauGwGMY8wYxHtIcrts6eLYMzIVd933UPzM7TfEHbd+EkG8l8bAcYwZA2uFar8KEF0AYLQOxGnKFvLeF1CUhsNrULlOvy6D3TVVZcl8qEhY488SX0hP5/UFZNKACrDlBxqGJo2v5rxSrrUI1r9cF46R42WmFD9eMTsJSDQGggK23GAUBcGSdJnjSBoQ8g4AUwCCe8r6VHWMGCRPgEdoQOBUAKZj04pJaerVCIRRfnOMeK/LgLQ2Swcp3TIPtDV5knMe/nIdNGGUXb5XvI7Hwv9K/6fu0tzzXnq/jLBLZWjveW3mrVwhFH4uZZ57jllmWk1tgfy54HmbC9Y6NrRb3oGf5TfX6qj+9XPjoKxJJvQDxAzi9MQmfGzItzDWYh71nzctilqbQADGilp4LYFGKZByQRWFX2DDyWUcQ7onOK/K0KExquwkpx+XEe7+bE5VuYgNODoCgJl/wk9ELhqtWAKDtXZhSDOTkuTkGWSpRkgCGGdLMeaCwk/hdD0KFm2jG4mGlZJJ1TugDBkX2NMYeR+66RgHkxRng3rx5xkIdzEw/LuyBKBcphEbU+m65bYRg5MougSpy66UgHdBTBnWEtbEUfOEsYK7+zNGqcBs02YggS3/3rhh5IujS8VBu1YsSY0K0HQADMbskzrBkcFf9VvqGnwDlQLRnBe6G+2u0/bDdRkP0MsiaFkTRIUJqfxTqTbylrLLf7PUPT/PrBm6L31y4YmfFZtxPbimxhHIOwpFvmw5mjeioNyunTviwUcejCcRULvlmS1x/MnHay2ZsdQEXacsFvji/Hefh3uFrplxBOoqdRQZOOecfmZc/MGL4pTTz4ilaFsgxYK1ngO78TZaDvzgh3fF9+7+bhx1zJoYQCzONAzHEAqdVVp9C86rNEFbC4bj4OuDK4bg/hiPJx/bGh8474Nx07U3xfnvvwCGCAZzEmvEmFtaBrgnmOmiyrvo2MuIgD666SCv00h53wYA9LWvfTX2DR+IE09GHyNkSzFjagnmkO6xEQBDzocL2mFOwfwc2jseB3eOxNVXXxeXIEtm6TFIBliFfbIbgci47+xqGMJlnAuMn5lA/xUAY+reoKWUdQGYUm5WhEIwzc8GQCeNr3pBCWCol9VtHSe/OWRFza0EgNjdEy/f83IDYAZQB2bjiWBgCsAk0yJnQ0fOXbjMQKWrn0qZFzjn64wr27/nUDz2ozfiV3/tzrjpzg9H7zrMyWJkdE0xjZqZXdxTbRo1KxRPDXBNcJgkA4MYmGeRIfSb/+L/RszLYszxkpjdC5avdwzJ2JhTuMbI8BaAcVV1O0i6LiQDGAYPW3YqBoYMzF6k0f/g3k3x07deHXeiH9K5H7gs+jfAlcs0bzZzZBYSXV0FCPX0XdNmY08j6pAWG26vF9dong1s/1H2v/lLGv1kEDg1WmYhSHyna8anm1yD9JRIVhSPk4cpMiMypGZK7EaSRbd95XvTiGstOU5EMrACt4adLLCYIHkM2rEJFCVGaH4Xc8PAZegsZfm1AMZGvWI0C6hbv9WFdL16Vq9eM4bS8TVNHJMY+XkAxp+vpdHv/C6QsBCNaO590NZBoRgYXjfH6nEf+as5NPA2Amm5mJpMSYqeYd4+PcKlDO46IqG1wcdW9xw9Nw6lT7aCWbyDbCKYsRjdm/OjReGze48NSutjN4Bp/astjW4jzA1Lo0dDUfEwdU2Xj6YLwgCGsSWVRs2TNoGM5rkTpFhCVcapFq8MtMZKeg/X5n0HBxg/w3EYrdpIFnJ1wC0luGJKCsCQ45tDDQX7s3nNcqXAbdHUFzEDYzTte7AvygCo4cU4JWvwNNJ8Bs4Z3ivjS4WC12SD+VqDZg0GJtGFlsvWre/CzJQZxs3gveU+EpggM1Fynpqg68roAr4ujd2CF4uHWSBvzuovxfcwgJcMjN6jAm+VjWSWiNdsMqeYhaU5YOYD2RKnUvOLgIvAzijfVZbtcjS7o9ggBd86LqW+nA7fZlgxBZlsIVkYd0lHMCTmG5FUuLJ3Y9OcLgGMx27XV8kPM43IPi6F0e3DM4n5oesUfnT5zPHaAfRBOjiKGA80bly8uC8Owmg/jX5IW57dEvc8+KM4ev06VJpFQS+eYCSjBu/lPjHTRUbIcQK8N+O5elihGnM5CDC2+/WdcczKNXH2yafE+wFijjv1DLEohw7sjQM734hnXn4ltj77FL63xNFo+NiL7BPGwKBov2h4gq4CMMVQdfdnMVqLMEcc4zNbno3LL74sbvrQjfGeM86KOB5jQRYQOiXIXTOHtgIEEEyRVxE/3IPBpspUQTuAZ594Kr7xjf+kLKxTTz8tDowOx6GxUdQ0GVLX7oPDw2Kt+DuXYxx9e6ZRr2T/tuG4/oYb46rbr4pFKNU/uxRxLzvBFoxg7ddifpj9w6yWUayiAIydVhwTY2AoOcYjdi2pgFkpVh0i8nSePwUC0wgp1innX3sAY9e+5erImGfcCsJ1ZpbgAgji7Xm7J15BcO2jm++N+xDEO7h6SRwPAPMOBoYHoHRLaU+JgGwBTO0n36vDwmBsLPJ3cPeh2PyjnfHLv/bJuPEOAJhjACjRiLGnYmCkVwxgRB5lDEzDwKCB43NbHojf/uf/Fu0DVsWHroUbEvM6NYDO6dTL0Busrit2F4PRHtP46OK2+5pfE1izcbmQrIPJUE5jL6xavjjexpp87+774+/efCXSqD8V77/40uhbj+wjND5dtBfjTQBjPKBF0r5sWVeZKmEVzbbc1RwP/5Dgh3NYn+WAqALsuffvVLNyOVs2eS3uX1WRlU4xk9LD1yQXjNmw8ZMO5PVbtZKox0BDZVzS3cPM1ukEWh38IpdP7xLGHpl5kz3GG/TsYjcKkJARN9PiOB+7PJtMIsaXjeHDIA8EfvnZMtIcp1BKMuEF9EQP8Zn4urO1JL/J6CidhWPhvsC8MvzIoUK5FlqXFsBIjhK8CCbxtdTTDYOVy+NYITMwcoExzrP2lea2UdWNO6vKBkjm+QwZlGuZSIzYAdHd+CEf/BxraqCt8HB/mR9JBmbwWCZLa1PQeMmAMaBXLiE/TRcUWPF7oooFqPf0wSBxRtqTvUGO40Lc2K9b+bWl1zk4MzACLgJHWRtGNVs8i1r/jMUpQ8Tr0lCVsiiGgPdVVVwAIhtWp0crSDjBl2IHauZpuHh9KSEbcWVYUdkoh58G3WMs14nK9Mvgm7GhtOh5CQB4ipfhToHGpNNRVoHLNLyV8kzXUs0hf9rwYcw0zBIsK0KdHpQ9SmbD9675VI2WBEBdyrx73VrH7lwtPCUqIFEGeH79H11f/aAyBijn1uDKyk/Xyh2SLKPmUvOgebZhb9sftEDCMuNTkYNq/bP+xutXjy2DU7tIeG3HD9m1pOt3mL95J4BUDMXEaEcoJs3rovnl/Tv+ZGVmZHVS9U2iawWCuHdkf3z3XnQP/uY34AIYjJVoDUB5WAGDzUaFqnY7PKK6GgL3CfIqC48B0SU7lAMG1nKO1yxeHhs2HBfrjl2vWKNRgKcD+/bCeOyJA8MHY/8BtC1g8UPMeT9bNyhWxzItdi5T70tkKn6qAq0HlyA4fHQyRt8ejcsvuyquu+UmxHUAvKEtgLY7mRe5TFPWDuAnYlFm0T6AyYdkaF5/+rXYvHVzPPn0Vj3nyaecJFC3b/9egTw2wGTzS7o7V+PflJkJZClNDc/EYRRZ+8jHkT597fkwrjCUw5AN9OqR/KADdPBeE2CyJpyJJBcS2TsCGLkhqMApDF4HKa46nlnE/J2nVqe9ynzpb/Wb933n76m8ScfPgQFiEO8cgmh79/XE6/dvi82P3RsPIX2+Z8lAHIOu5IfByPlk6z1Obar2EcxdkZyZgTGYST+Kd3G7n/kpxqYAyO5FDMyLW16Ln/+5n4lrf+KG6F2PyUZqOTOpyXD0Ka4rGZiM2ZxEllI/GEEyMHNvgIF59Kn4nS9+KUbQA+nCS08So0YBJ5OrzuG8gsabWXLU1dRPGXQrHIEAccUeQu/y78rC0wFjEdi20XjwnufjU7ddHT+Jvl3vPe8DMXgiXIWHlkQ/Ol5zndQsNdfDh23ORx7v+Qf+KhWjzeb5kW73OirQVSdyzlSZLP6ttbxeXhtUzr/WIQ2vrpe9lWqNm1VPwKbYGF5acTFkXvAPARf8s9ibdO0I5CXwqRBUVaiXuidKZpxNCl2+r+TKkIpzav0t8CS59TObKeK905prXjoMjD5kUCY9SJuSMqe54kxxzThnqfttfz29zQxqz9hV1Mh86eOc6+aw29lOjuUBUFQ5FY9Fn+dz8GIseql3aKF9U86jzUF3e3mnQbQMbj3Pljs/A6+hJ+rYY+3/HI9EqrYsEwnInHFbrV28QbNbSr0bF8FTV/fv7e96Gk9QCSB+9qPAHf+sLJE0IgVgutepE7ABDD9SYCVja/AgjjMh80J+0ECC5y9udvrVu6wEFeU8ej6pUhoyKs9q1MffB3FCNMvC03zbq0ifTz+s9wWWiEyQ/KWtQe/GAjFws3vK5eo4pdpMFL8crEd9axcbP8/YCgMQC4LS0XPh6qewFQSzAjMtDw62MpBq2Qi+JjBD+rYsF9+fCqLrQknRmvfD7+P7eZJn9osVEetANG4/jLTNPnKckF9zt+euDPF3AkF1jE2WrgS6TsBW8p7nhc9ebIGeWPvdSpYTWQCRDjMrWrjmME6eLut0UfJVz/1uTJRkVSXf+cjcebWR2t1XJwFKO4PiZlGSfcnyJTGFwnLfuuvb8TVkI+FgAbcru/32xLqjj441qKrLdWcDyFGcYHldVvFl64ixwygMBjqfHcubdZfxdGbCFKrRDpPxAVCh3LIGzPLlK2LxcmTDIQ6B2UgjI6j8C1ldgiJ2A3DrlAwWA9MFbR6/mVJlA00NRz8M9Jqho+KKK6+NC2+8IsbYU2cX1pstM1jjBbEucwiqnR5DBhRiGxathBvpKOxVKKaZg9Px+A82x72P3hejh0d0SDgWYOsQGKrhkYOxfOUqsawjIwBvGP9quMK418YxD7No1Miu0Td/9LY4+eIzUCR3Mvp2QX6o9QBUEAGs2JsZuOx6pmDAEa/Dv3NeBF4I3pn5R1llJgjVApUyT4V8LZW2dbxdFVqctJ/NG7S8LXixnBEMk6EBCEH2Qx9cWbMEMHt7YsdD2wFg7ouHn9jM6G6t8WH0sVKMBMSQzydjz5RxdoDHQOgS7cqdfk+dPv/QwMMIAMze4dj2/Mvxsz/99+Pq26+LHrRWQLEcBDJizfDtMgxmiBTciPmYGEKFFzSXXDSMtdk5Hc9ueiH+5R//mzh4eFeccyHS4tHIqpcuMdbgwVwo45Fjq/1Ks0F2HDFNPCx5vGBNGdPHLD8ykZBL9iljBuSBg3vjsfvejE/cdk189Pab4/RzLoihU0dienhN9LOhJHWCACX+RwMjVkQVUqxvaGyxLtSFzFCqIm4CGMrSIUtRgMf73pPGQ8UCVw7HqromCQa8iS0EAkQ2eDKM/CzflwVK2G+I4EW4iuCDep+NHmVYfS+xOJQL/jl1FcfOz5Kd0RPx89TTykiiMmlunyDChpbQUXXK+NmSS96Wck0x1P30B8yLwW4d6BrAzr8pONnXSuvruRGAIaOYxTSBrlT1l/bVyljz2gQ8+5eURj+39DLtWQIJp7p70cS6aE8lWOG1ub4IzC/gYhCYc8hEYslAXiFRCLqMGOBUbEtnnr1eBWP82TnACYGzlKDa15pn/KepOmroWKtt3LAUnQyAoIMfomuk6zRZ7ElrcBk6ycyQYl1a8FNNGrv0fQEfKVgZdsdAKHNC1/BJn60EJMV8H40ojVWTreNTTrc0fPe0K9CTmS066eBzdLc4m8qgQacOnTLo8qAis8IvAEMJVjptCmATwCqGpwURXSBXILCZNwou7qNvfoYMguJsfCKyy8OAQwKDhaVS7EeAXjdmp7JKCsB0DTVXqijIWpOu8eL1u2ChjFz3vQVkpIO0Jm0bCc19sk8p2QkiM8g6jWSNSW6jnLO6b5f5qb91wUtXJgrEdMc3D0wnL8y/VRwQ524+cC5Gxzupe89SjgSoUraJ/h3A3GZS1LMWfJyZOhyLly1BH6PJuOfhe+PuB+5G0grKljm+XGPhtcbRkJHxAwxoHcL3yhUrtObDcK2wPDsZmIpHaAAHZZkxQJBFsoqKDRK9zwBwuGABVgYH3WOItD5jodx13G7Ghe5ZPiPvxZ987RB+H9m3O45aviZO3nhaXHr5lXHaB85GLTAoKDAtrLwqloXtApB9ND2BuIlx7GmyIvAE9SIT6fAedJ/+zn3x4OaH5B4cQgDqKoCUQ4gJmUAMzCBcY7yXmzjOiI3h/UfBHi3pXYqqw0fFlddcFRvOPxH3hYvkAJ6PKejEo2xSyaKR44iFQfYNT2CzcCGZgaFyZ1zckRmYAq+pc1MDYkWQEp3H1nYp3/GbwQ4PDHL/og9U7zLoBbBOvYixJoDZgvgSApg5uOCOWb9ejBkND40g94nZCoIAVpOm/vIhZqH8lox39ztrQB04cAgA5tX4qU//VFx16zUCMHNIROoB5iB73F8MDO+ZhmByCAzMUjMw8SYYmB8/H7/7J0ijnjwQZ53/HkgF1o/sC2SFg2Kj2tpDNU+yn4jXa5qPQs6YjMFjtHQiXrdMzoIB3B+P3f9G/OStV8VHbrkl3nPu+TF4CtKsh9GrCw0lRbCIjfZ+e0epfBkpG3W5KZX9wniYBDA0lHTFCQElgGlgn3awZD2VZbJvtg2JZk40KwAAIABJREFUGJrrN0G+3NcywnQr2YWIBZOx5mfkRlTMC0EEZYyGmECBf/MzCSkLXZA0IRDhrfOerkjqoRGwleHmtZsRmy0x0Z7AWnre7INACd1iyQJZjyVE4XU4dv4sQJKv6aoJFPX8ac903s+50lUI3uR+4oB4EwOYGqHJMK+FTG1Otd20fk7PfI2rABZd4rm9CEDreciQ1Bg5r7qEQSHnVe4ozTUv6oOjbqnxE5AZsojZSqyl/lN6RK4lp5pgHv8+EgMjRa/PehKPBGDqht2f/ejbURukjEXLwPDmNtzdwer9WQeGJ3wxGGI2koHhsS8ZGDYIU2qrfLnpttH6OxWuFEbjpsqx1/26LqyWBSIAcrCnO1W3k6lgY0z2DCsp0q2W7itl/ojFMYPTgqGk8hIEFUsiFiIBTIE4gRx+VkLeGlouNgWVxoK1TSoOpDG4Ymxa4NTcWwi+zXgpAVq4dl0w0VDcAk7+cvyEAVWN36ntPrkVu8SPlDupC3YaEIxnUyukBDZdxd3dnF3G790ATP29mWudFBjUqMlrsqLqeUo2upuoZGAecOL4tOly46YM1Vw4NqcFl5wlbqIBdFZm8O8TT2+Jp55/GjVQRqHcdwNMjOt5Db4IQsCgoKkhQcxyBABTpg8ePCAGZWhwcWcunXHFb4Ihniwlq6Vo8ZBLIQ+sakulx3gdrsXICNwyU+MJeN1Akc9eMUQcO0EUn5lAgmBm/5s74oSNJ8Y57zs/3nfhBXEsMoEQRhOz6EGkU2imoDI+QYoHAGCWoALuDBZkpOvp7m/dFc+89IyLqOG/VatWALCM4fuQWgXwkFD7sQ4QI3AxHb3imDjlhNPjrHPPirXvWR9TqPHSgwJoPdhfNCSIAJb8zRyGa2m640LiKUwABlLYATBSC9pACUCsrqQQW0PJ36273/2rBTBkqUCvRc9SMzB9cCHtePD1eBwAZlMyMEevP6ZhYHhvZw0yBgl6BABGfcDATP63AYwHy0PNKLLMtr+wLe745B1x+S1XI7ZkQIHPvTD0BKqqWl4MDKl4yMHk0GQDYBbtmIpnAGD+8N/9CYoKjsQZ55zq7DocAGeQNk/gR7loAQxlznM1izE38YCKC6Les5uJbyH7wu8RxDltvv/N+AnEwNx684dxj/PBwCBGZnhV9Owz0OQhR4wKQQoK7VVwa2EPpxWbTdP7OIQENWRBGUtCdrXKRGjvp15qgEpnIVuQoAs1rE4BGJFvBXD4PDow2wCzArDsLIdLsJkARuow7b2MO0UMFzLBkLEZBCtU4QQHMmkFZFpApWsmK2K3v+VEsUx5WFW7C8icjDH3W5dhqXEnGJC9SCNv3WYw4gxaPr4P5NoXsuHFFBnAvCsDoznKg1tNiNgmX0MuowQ5ui/1JH/KpUVmqwBfAsCcD2c2cXI5gR6ufk+QqL5Iwhl+wUxXskf5dj0L8TRZF6Wgk8HjXL2LC6lV8EmV5UW7p32eMvlV71XVRdyJAIZfC42my8X7Keo63c8XgHF2DwuRZRAvXUiqOZMLjoV2oK/jUMpAlfI3znW8gUviewKr4F43/qaAFBdDfl5VxW0BiDY6T1YANVNQADoFK3jVDI7GsGBuutT9PDaLoEAm1ynS3fFzXSsNVtsgjahicbhgeYprACFdcwQTTfyNYabcXJYGvd411PPBZPtaRw/4V4IOMSeetwIwmmveky45Bp4ayjcAhr/XePyTzJldzBUf1AUhRwIwJQ/1/F1AeiQAQ1dKAb9aD8WupFx05exdmR8pUx1Xmnm3ssO/OZcp493PTyADh/VgqIH37tsX297cFluffjJeeeM5FAAb09wx86ZaElTMSxn1Q6MIqkTg8LLlK1sAQ5CsyqgAL4x/ljG0e1VB7dxvSFMeQqo2dcUBuJeo8FatWiNgVPIv5gbBmsXe8Dm6tWAod3tffT3OOuvcuOK66+OEM06FqwQnbbjDeknpw8Uzg47TAgvMQFJZdOwLxQrYlXpw9/740ffuimdffR6drRkYPxcrwC7xFD+BbCkWuug29VTmHFwrowdG4pTjTkHm00Vx9HHrY8nxywxgxjFIGGhepweAXS6iw2woCbmuSrw8lReAYXyONo2NgwyLlJ8NgBdNtswGgVke/x0ARgcGFtBSDAzGBACzkwzM4/eDgXk8FiGQuQUwPpwzJoJn1YUApoJNa18vlCfbsAQwqLy882WwGx//RFx601XKCpuB+0wMDIAwWecCMAxTody2AAZj3jEdz/34ufg///zfxjiq7550BgoT4ln6US+JAIbusfkAxjrD9oU1e6ptDI0JA/IzGQH/IgNTAOaJB3fERz98edz64RvjNACYwVORZj28HPPkVGK3f9FjKQ1fwbddlFH2vQ7eOoSU3jWI7+oH7XGf8tr4j84l5+kw4yavexpZ6ca0T+qt1FzfRlkuHlEB+HexAnwC+SekTH03ggO5xCTi0rP6VoRDGt+iEnJQxTzQfafrJ4rWIVUTRBCQY5VbjYwKWZ+kDoRqfIBqvgpgFCLk/OAi0pECF/6If08XkqiLBFzFwLQXFCiTyybnudk/tG+6lm2oF7UWEL8iyUTPUbE8fFmuXG84XzdBDMdZoC2BjGvu0GZZ5+r/kn3hnlYgNk/BlCOWdOBBivap5oz3sgvJN53n4uEf2fn0CACGMSjd0ynfSoPRpyaPXQBT151/GumeuvXZdCEVgOHEm2VgAK8ZGCHYNJRdAMBJ6bqQ5F4R2LAhLYEVWyIkOd/4t583+OkyHhyn9BmMVtVbEYDJrB9WG1G6d53SE+HXfHaNKI3/QLpgmmq7lH/5RS2k3ri1C+3Wqq8KYNX7sPDvcMeJ9qzThX3DXQZiHqDqrOnCzSH3Xb5ec1UAhjE2dOHVKY5ZQA5W9Jp3QZUAjDaA4y/4tRCMlWyV/NR7GhDD51E8lYW/7ssNNYDMHQEp3FsB0awhA7kp4Nq9dheAUEBbcIe5VIE0b7YuAO1WbPYcWQGxdgszsBTpD9E8dHg07r3v3ti09f4YHj2gMa1bdzSCeVFEDLEcvFdlQ/Ga1XOJAIbzYrbG7gcV4IJ/oJ7TtUpK8c0o5oWbngCGBeZWIN6ELQlUFRn/Mf3VDTH1KQUfL0XsDd05B+HCIajauHhVnAPq//2XXxpDa5ehUivqCsFN08+CbIcwzyhDz07UrIQbYABm0SqBLg60o44x9Cl6e+eu+OF3vhcvv/lKnHjS8QK0lBe6j+jtn1JNH7NBfI5Kyx05MIw08XPiug99GAwW1m4dGnjCh96Le/UixoOi3oOsKgV7H8Y/mEKBLKRZxsAwiJBeJpamzw64BjDcQDQeXDvHZZUNUZ0NzBUzQJQJkm7aefLe/IMB/DxcJROGWji9aCUwuxR6iDEwD29HlduH5UJahDE6iBeuOSwXq2wXA1MuJA0kFbdkNw9WDTiWIjdI1mvM9gEDs/v1t+Jjt340Lr35qhg6HhlEmB9gS601dYdO61T4jLNNBmYAcUOBVgI96Nn03CPPx598+d/h5cnYeOpGuIxQz6gXzRYhhwF3HZlk2Qix4Lgz1YvskSuGc9iMx+dczqA2EQEO31IAZhQMzJaHdsVHbrwkbvnwDXHa2QAwpw3H9IFV0bc/U4PFLNu1wUK8Ojl3AIyrZdtwmXkpfOM9XsxL6UO+LubDNjgNXatLKktFOrQMPnVhsRetSKQBbSXAAMZ1G3VpfEyxHerbVBluBi8ywwLLeE/1WFLmGWWQk5oPki4d2RJ9NB9A+9jg0KUi/DDKHNJ4DRA0LzLiOXD9Yv1TQMrCk/9H+RL4NGhR02FeSoa+ZWDYKbxhYHTK5cBzPARAlC3+W8xS6kid7Rwbpuq83CMEgQnoYoKHfsuiXG8ZmOuaaCn3NEu55jN5wtA10pWk6REiMfvfZFbxBZYzoPywDBqyvlwJHDaIuIQqgoe8dUuOg9zMByq6GP6PQadlBLtxHTTiCw09p5ObTIvCz4k9ycAlbNBC1l13S2VIdBkYuZlk7yq7xwwMF5cGsRu8WoZtfrpthw1QSHm5rJIZqPiWikPhMiYy52IsZI9oVKq+B09BxcCIwSklJRDSMYychTS6NTZSwIOM80kGpuJw9DwEWlRkHUOtXiU4ubr4WwtuKNqV3lxzyc/5NGVlagoX8wXlqrAsKWcDgVqT2hbddbUBt7DWexsWRoDSFL//5tYH2twENqSOE0QVeHQPJAOYut5CWWtASTJP2pal4IXgczPnnOpaGgMBCzc1i86hdpHqFtEKsjZMW2ixMSDeIxpvA2D4T4JU3jPdkEr9I3BK/SA1Q0VXn4Nhpbtjsn8CnYkXy7g8tumx+D4CenfsekOB5+uPWSdWgnLMa7M0O9O1eZLm2nC9B+BC4oV5X8pIBWvL7ysA4nsWKGSRSSstZgliP4GkmMT1UDfVY6OkYx2GkJm0GG6cKQATrv3h0TEFKj+95ek45uhj4mPX3x4nve+0WHvmRsSgQGWh4u/gLCvf4pmZ1okpnM06F4tQXE4sAt0p+Dm2cyxeePb5uH/zj2IPCvCdcsopYluYacVnIoiZJIuE8dBlxYPO3r17xQrNjc7G+RddEBddfSkCkgHE8j8yPWzDMM0DSmaCCYireB5eY9aXgFzKhWoReIL03JqWVKo5ZyXbmhUnSnjt3+XL+8VGiPuuBxlZc0iVXbQM67NnLvY9vju2IAvp4S2PI4V2CHV41upQwzghMQ5aLBpfAoEMbOSRMS1uE0SaeqYdDRU5nhWye3DkUGx/8fW48xN3xKUfvip64EKa4zrglDuDdba7mgAG91DVgL6YHIQLCYBq0Qik7K1ZuJCejD/76p8jiHcE4OJ0HWhYwI4/dcjz0T/ng/vAAHqGwkRALvDBZ2CKMlkYZ0FyTzAGZhQuyy2bX4pbrr4mbrrxhnjPeWdF30amaGPPgYFpKvEW2EgV2QUenmqzGQIvabRtIO3GMRJNHZp2+10XsPt6Byi942O5xPlA6cYw6ODHqmO4bHMrQAZOBAeZ9WYAQ3bezF7D7ikA2bq2IGs9WwXEWv94CTq3qCXRvEtWi+mowSV4sY43oGq+8t/+kydeNptASrRlsifJysghx/vXXBUw4r9rbxVAKfKkO1ilb3MMBBGw84xlIlCi2JtIzVR0r6OGlWMsva6RSnfn+ov5yYnprD31ud4FHQEVpexIeSXkOpOoxqKjl26cB2D08PqfC691AQwHUAaN1+2CEjEw3Mkw6i2AqdRWo2u+p9xPojfliuJI6I5xVVbHyUgjUFTw//l3/gsPyvs7NqB1ndTJpgVMqVSwMSuFm1BO7oykqIoxKNBQnTa7LILkLJue1fvbIF6CDo+he19l76R7p6h93pNBeP18vgziLRapC+jKuGsj8+paU0u7Tyc2rO8EMHydypwuOCoC+lTdg0nsFnvIJKpeCCYKsNU9XA8jjQNkoUnTZnwS2RCuSLrT6rVKCachIuBjOrA7nc4HhBLcBLVdMFUy1n1WjUeCnnaAYCbBkLIoFDjpdw2pejSDJsFiIJCcAZTVvE0xKbwO0TptYZ0ucnPN8UTPq/DkI2XuWi1km4wDPf9KzWa9CZzOp9mBGvEHi9eg9gU+9/LTr8SzcCNtf+O12Ldvv/zN7BfEAFen3RvAMR2W7hRS+YyRKACj+8u44f4KgPM8CRwmezWAcTOLhD29Vq5apQqw+/YdiP3j+7Wpl6LO0XKABmZkEYhPz07EJIDTwX3DsWbF2jiw52CcfeZ745orr4lVJ6xDATKAHFLA6GTcd5h+fKwr6p/wlDizBs+JE88i9LcJGnNkJrHWzsGXD8aTj2+JR17ZFIeHx+LkE0/Ws7FyKwN3WfeFLRe47kvRKmExqhjvfOstPfeSqSVx4VUfiLMuPxfFAMHgoqVAH91WiK1R7EOurx+eAY2EFQYIxbqoJq8sXMonpVHrS+OZSo1/y2s0ACbfrw8e4Ut0NRkD8w2Kv5kZglttOfq3vY22CU/uQ6NEsGwAMP0I4F61do3WYhbMkQ4fYntoMxg35AaiOmEWgMkDYjF8jbxzLHhvL9pg7EfW1rZnt8WnP/XpuPT6KyKOQQwQ2hn0IBWadZ96s0EsAQzxBhx1MYk0dLaT6BnB33ajts+mrfGVr/2/6NE1HGeeeyYvDvcRMrowJwz67jKM2ocQHIETNqjiHDAjiX3o8Cyz0BkEMNQFaj3AGJiRw2CinosPX3l93HT99XHGBe+Jvg3L3GyyXEjSy6nvuUcFVGxTaj/zRM7YamIC3syVcL3hyw6nEaJU2F7rwx3DnetYdriDCSwf9ZH8KXYjQZJ6DinziDLjgSnINKFL47WxCdKXMqQSLAu0JiBQJd7O4BWbIZ1BMMMAYTMas5wXUzLz8Ud3rJznBDCcRQPOeppWR5mZzXERPKRNE07gvOYMzBBVJIAR21uAIntj1UC8LhinfP58Hu0IP5cEIDEIAX4COa0rUAXjWBhmYQAjhaku4W2skUFyzX1Vea9FctiGCYBy9cltLUBDhIJ3EiyqYBoPr5Qd7FEvCip5Lzt+PoDhsKlA8B8Nrif8nd81gV1DpHomBDByq/jE0D15VxZQbWBeQzUU9BmnTFt4qJBMQ1W3Lh3GgMK6DIzeqc3V5s7bQDoGg+BDFBf/hhORiMA0Dl1DahFpO+h242u6W6YbE1JBxgXM6jMEMCxwV4WhGtBH40sWII1SAaV6Bv3EYlbxH8YBDeI03ZzM+ZzqTWXGY14MjNanrbrKI5piYliGni0ZyMNJNuezIXXCbwGEldw7GRivT4EfgdWMQ9JP1mBJKlSFnjj5FEAyJR0GpuaqC6JqPubNQ4G23EZFM3fdYDytU+FQXMhOqK0DNx5djhpra/ylTgSEPKYuAyNNlECxO//llu0WPhOmYaArAyJ7aTzw7MgUGz4wGnsQHPvmm9vi+ZdeiNd3vBHDOAVzw60F2Fi9ehXqxKyUnI6OjqZbpdJWWwXF31i2rZFRGWhKIAEwWkng1D+AMgBHI42XjRd37UITxfGD6luzAoG9a1YjZRmDJJB4660deH0XDgmDsf7oDXHSSSfHOWefG+858wxk2ABAML4EDEsgy3sRmuVIRFgZlEYH7h1WG50FgJkdxr5bByMNY7bjyZ3xxObH48ntT8i1cfJJp8joMVCYriTqu0MINOb80oVEsM8xcG+tG1gbF37oImQ9nS4lPTMKEMc9idRtUercqDIMPrVJf1FzUmnlydA1OTopnWkM/HcfJsqg1T84TmUwlMI6ws+GgREAYf+h+QzMga17UfjvAbgJH49BxBwVgJlBllZl3ejUTSPIvSfWto3lKNnu6j1rOSkwgZMDYMrefHF7fOLjn4yLrr8cQbxYI2YhwcjOIEbIzVM7DAzmbmpgAsUMAXTAbsUuA5i/+uuvxgEEmJ9y5qlUKFg3l0UggOHXPF2JWVkIYEhZUc3MKIi3dWHz91G4EJ/c8jwAzHVx43XXxennnQEAs1gNOvs6AEY34sNl0OVCAMPF8GiScaGBy4UrY1ppwVWEzYfUdwKYeWv+LmvcGGh+XiwGJ4K/cwg2nMK8uRXNTJGOp76gMNqQa33lTvGBUJgrVR3fIwZFzEI+jwAIvgkeKNfNM/C9HqylvX14u8oE2wyECsBwuMkSd+Wo9HW5hJqaO3ggOwAXMjAleO1kNSPI6S13nV1FmADGh0oXcU0T1Mhlxo1cDAx+wu2oLxJ3Wi6DtQIwno5kiPL2zb8XLKRckDxMcKnkLs455LyjF5yuTZuzfvkJnqIUDk2c1o0upBaAdEHMQiRfRoh1MERx02hmAbojAZgKoC2DpoEkAyOxpivCEFeDtH8bFStxKjQT0jJD3UX1qcKnMrEUuNYUTwdycbgRZHcCu8/k9G0b+Pqu8ZFRqc8VUKGbgsWlugBGYyPL1AkyFoBhjAav3QEwXcNdbqaaVypkukSWoIov/XwV46ONJoarrQNTc9nGoJD+pRJlNksLYIxFvZ4FIN6ZreOTiJkfy4RBW7nz2s93GSnHyFBfFeh0YKKLy/3XXUhdBor368pWA6Zy3eYBGAagJH2vEl8yUhg0XVkCsHxOG3+d5MnAqdZHC2Ak9zx18peMR6j7HxHA8G2q+unUVGacsJQ7S1jPMsNn/7546bWX45nnnoltO7ajeu8wQCiK0wFYrMY3x89sHQIMynQdDnj7Zh6kdDz3JXOWU7sBaDAHBtBAD7PNgGL0M9d4lgDYsKgd65Owhsw+uHjo+jz1jNNRKff0OA8ZR+s3bkhXGwPTcU+AoD5ad9R8UWlzBPHqtLMOM8kquOiIPQWGZuhYxrxNxSubXonHHnksXtn3YiwB47Ph2A0aN0FZydJhnPg5XrqP+HPPnj36/eTVJ8W5l50fG84+zjE/AE39rHilVkkE7qn7cX/S8yTZ5NrlNCmI2CmdpfAbvZJrN696q5SIDZ7Px/OVZurO5odeF+VuANMzjRinxZAZ1oLZg/ThBDA/fvIJA5h1R6E2C3o/dQGMTvAtgCEIsEq1VViouPW3HCcB6AjilHa+jADZ2z4WH7wGDT0556iG3EcwQQZGMXwtgOGBbAIMDHtz9SCDbA4A5lkAmL/+26/HwfGxOPG0E2WEF6k8hIPCNVXdwx4BDNcCa8tZMlhm7B0BD93SNhT+3Ayy2Cbjqa0vxI1XXBs3XHttnPr+01VwjwCm60LyA1uXLGRg9NAJYGSohQL8M/GE9q4uofVrv+r3NPeev3f5WghsZDx1MMdzsSiiwBMHQlaBYzKo8OHNY5HB1k0thwLPEsWM8ZCJSgaG8kn9TptVBzA9lwHMLHXVu4Cw5hFyDxwJwBQTfKTHrctq2qi7+Tj4hwAojT/1Pg0/x8qNJuqr/Wrn0/ul0JXcZbxOBuvKhhDAJLPmRpwGLj34dpo0PqVYmFbPHkn2Fz5HC3IkEN6PHLt2VQFFH9RnEAtjPY7xbFh5koGWHr7oLw+cBqlr5OcjPy9svS73kAxZuZBal1B9rgJhqezK8PMqBjD+Foqt4CJJXQGY2QbAVKYJx10AhvNuAMMYAZ7IcX+8PoXTCzf/0ACDCl3uvoyD7p0GXQYE9+4aSV5bjEqmhXaNsU5ecm/Z+DRZOPhDsRO8voKdacz5lJLl+SCgAY4dg8XPqQ4My+QrwIsz4tgMgjoqryrE1wAqMg7qO0QAg4A9+q8zJVHsUxr07np1wYzHavAiQdWE5rOptoM3AcfSnaMqyse/s9u2Kh2TxaGrT0G+8+NvSnAX/n2+bHmDSajTZNVaNcwVx8N51aak24cdvTFwxiYlkOTiVGnvHvprualyjozgie69Hj7t5Gbh+CWX7X6oLuL0xUo5gq1QYTB2hUb9Ep6iSaXv3b07XgQL88orL8Yb21+PsVkEt8qV5/R3PhkVC+uldAsA+vkJjrinfJqzEvYckNp3KuwsQAquCaaJ6dRDcNOw+zMPDWPIcCJwYSE8lo5ff+yxce6F58XJZ54Wp54Juh9tEObGoV0AXiYPG9T1MzgO92EmRh8r4pINWYF7sibMKFgfgJoBMDAEXs/d/1w8tWVr7Jt9G4BpqdoEcNwEZLV+0zy55r6i7B5A2jiL2Z1zwjlxyjmnxaoT14htYVXOHhaZg4XW/OM/8YsEvOx8jYrAZXQslJYcGTz9oslJdhXjJdOi++bfS6fxFJMHh5K9hT9rjgWRCGBmkJmVAIYxMAe37ounnrgvHn1qawytXC4Aw8DYKVQMljvbVtgndLlgqID/P97e7MeuLDvz22QEg/OcnJI5MJlTZVZpKLVaKrfaGtBty7ZgGA3DgA0ZBvzmP8evhgG/GPCrDRtuNNxtoG3AltTdkqqyqrIq53kimZyHIBlB+vt931rnnBvJrKpuWR2ZwXvj3nPO3nvtNXx7rbXXnnNglu1NiroUc8vKbdUN+urDr7S75z8av/UHvzvWdUji1h6BPBnbbdUc8rlw5BK60B4LEwEYVeIFQBvA6NTst/7ix+N/+z/+13FH6PTp55+2Z2HNISJpD1bR8HcZ14QdAmA6hDQBGHZeEhKwZ6IWAWoXAPPmj98Z//D3/mj8wz/6o/GC5nPXWQ7e1HhVL8fJ0qwk+HFImwmpMM2EPkq2kV8jlsidBQP14iqrmVdPM89DB4apvjGFbXz7i51/TzfYyqdfHTYKYtKvPQv1vuxgFB33BDwbvHAr28xZCJHovpIzYiVd+R8Zo5uj3QrNNKievqvOrZAmN8WAm44ZURZz6Kp8tPPVtrjNvcUlJ8d3CKntu68J4dPDkpcSptDGgtWX6A0hIc9Ffqc8PXdC/+NxIXzkbGgATHigbUg39Y3JW3ywCnJK/3lbmJkh4BI9SJsyMRXsEYA59oLuTdigqdIPc/UPFP2O39A1wtCGEeFaBTA7Q0jU6yDxs8+8SbG2eBX62hq4V0LGyDIKATVUiNyQUtuZu9IVVE2w6qeNHH5nzR+7Mtg1dGC/6nDos65G2YI8FVtbAJhlCIn22HViT4q9CRTTgpSshoICu0/OzyHRt+rDdA4MF3mfCAChwM4Ucpq2e8/gxnVVEiBeyF/9jfDopGKKjuVgydSEScJsOBuF5+27omOHkHZ6YJpeDajSUJiFEFBWrfPREnFN5mcJ+vA2tWI5KM+AT2UuALPTA7OcoyVPLfvwTQ9M8pkitIC0FAL06qByfh4rr4R4KQAmcdy5uvF0ArZoZsXTHpgGRpzLVADGbRdvx1NaiYV8yjzp7/t72BkikPpAYESGZEuWmKqtW/uYe12vGiY3dfDijcuXx5effDLeufrJ+OLrS+Pa11dN0/37qchL5eAcJTALbgbJvEZPI7TeIOw5gZ0ZO/kkd+VlwcN56NBh7wrD23bjuo4ZUMIsXpinTp4cv/nK98aLr748juqk6H06gHAc0aGU8o4c0EnPawqR6DBr6xwSdIfO/WGHwMZdNaKdBSSH+uiIW3izNKYTj3xMwE//+U/HB2+9Mx4evj8O7tM4VIwPBdiLCOcQPue9AAAgAElEQVT2KOzZdWh4pRIxycO/9/rfG6cvnh3rnLKsttYIxXH2knZAQf+MVDzHRgDAk4rn+dA/QIG3qoYePviy9GvbI3QcVc1ZAFr5NytDxamCQwPCVTUadc1qnBUfO560M0pF9Dg9Ox4YVaBVDszP3/iz8S9/8iPR8ogAzAkDmC2dEYUMRskCYJIDQ/8AmMtVZfPYcptwGyg8THfkTbv80aXxx//wj8f3f/93xsYzylESuNNiU7k25MDkoNEk8QKIBWD2lAdGIaTHl4Y8MD8a/+Sf/WOdVv5wnHr2rEHvHtGW5PEczfEEAIN3hurb6nQ8luwkIwQWOja4hPab2t4OgPkHv/eH4x/84R+OC7/+0hinNV/K03ksTxU3zAAmxo7dL6zUEWLnRZhO+EoBMG0oywMD/QrAWAjq19GKsjU1tRO4tx6oKZ1srj+bMzmS40RfIkuVzJL8DW6CyLRrgx7g4H/ps7ue3JSU4yfBnL4nv8eJu21oK5yyUNrhR+sl6ejKgVmOYYUb3Uf6XmCk6VO6wGFS2qwAhZ8Tle8e24056e7K6TIIVdtOOi4PjIGXp3zxqj/wutUcRZb4Xv9I17kFRM+7lOAVxu6Gk/uCl8YAhrkMfWJzZk9yxtqNznOa0H0wiGWidZ74P4sBPah2bXnuOAmc8CRJvRdOvGwAk3MJZo+KkXcZjZ0AxpNeFEgHYVwpdUAAHpgK88zeBoQZdB5j67AHvOLclyST5VqeGzjsPhXw5mKHCFQxdOkFacXZXpW0y3N4Hgn4coHrlF9c7vv3q1okRZ1wofq7EGeudEqIYc6x6RVlwk8BMJOnhbNoSmy4rivrtmcIow5QQ4GzOrU3wiuOJMp1IbqmRSfDNr1M03L9ZkIB8Tn+AChEguCGEv9QnrP3oITW88gqEPQt5WFa9E6soncZTujaCabMYfI9EnrqjPcOxyVpujxOFVLiXgplrRMu1PfsBkrBLVZfMbpdvXfpYWkANHuPEhaL/ek8IL33XFW8uXizPTC0wby48NnWfe+ksFcKQAUXlWfF4mChxO27AOT9vXVoK69ZZqdVv5ndqtzC7BVArRwNLlA4e/Q5AMfhJciuAxDv3FNo5c54572fjY8//Wh88tmn3qXDcQA+RkJJvNlFFU8DvOwtyRQb02cJDSY+Dx32YOhFi21W5NIua2sCiwJDWzpjiFDSbeXhPNAxBM+dfXa8rmTdX/+118a+s8q+PZI2Ht6QLNy4OzbImeAQTQ4KZWgcRSCFsMV2ZGgoZbVL6TvsCho6PmCbE9XvPBhfvPmRTt9+a3x45bNx+Ng+1ZyjBkyKCHp7uEIq0HnD26e1Y0nAha3Gm/L4vPry6+MHP/jdcfjEYW3xFUDQEQGETTjVepdqrqzp6ALECdnE2OyRp2jIA8JWXtjYM1fKjchhDH/mo19dPyPQZTJuUwiaJNsEGOuKEipTxgxScsRZRugYJchSo0b5ObuuapfyT66NH//wn+sgzTfHAQGYowIwd+SRYtwbNsbdZnRonpeCbu3F+1YAw1yzg+vu/XFTJ3X//u/9wfi1v//9sSYA8/iAes0uJJ9GHS8v59I8FsjEp7t9GMOr/wHTHyrEp7OU/uf/83+3h+/U2RPqFGCqinQCButcI/te7Ims/KMq5Bn4DnOvK6ykOjOa0940AX8Csn7203fHH//OH4x/7/f/cDz9ytmx+1kAtJ51RXzJAYVO2iVc3h6YemRZWoMI9CA735Sg1AvQ3WyRt+ovanq+44mI3HmD7TRxoa0tZM1ijKf/9qIY1tAdk/zWZX58bFsbyt5hxCzG1tXXPjm6Apf2wmDoWFSjn8Mz/eNulgdm+qz6b2BM+Mq8Ep6Y9Dbt1Q3mHcbtZNhV4093E/mZ25y5eAYD7aK0B8a7cLMQtfqqtjxPi74bfOu/eKmZr5Ir83IlE7tlQFBZJI+3PEWwjN24RWPvFIo94v+Mi+uZjzzD/5meIWv/zLOZBYwf1AJWE/MIsAn/8nvxxCvufocqfB5ChQuW8VKTbnJhwWkz2IEYNOzTOO2liGFMMi+fAWACcjrZ1EjdinjOk2hi71bxpZXVgpkKCpAD0EYohKHWAUDBIKHyLlAIzNkDlX1/qPg+yv7APhVbUj+43jHYSoiifRfekuHby24odth0Dgv9xQPqHJwYRYOOKmIHFaadMTs8KV2xtotH+WBMdsJAH0CPDVSeuXNHEp9b2Wi13eCRPhLKYptuV8QNMEluBLREcWDIU9ehy5p7+bqYlwaLLax5tbfIp7sqNiKvQqLFgMYGPan5YsDmsUKnHB8BgIFuewCojI97DTgBhCk8GP5ZhCjNJ4vfBYDpuXcIjyrA5LWUkelDLDmnKyEqgX95nACr7F5jd0+DshZ2A9WojYmert9T425l0fzXOs4ouISPa6JQ2XVSqxvcye0eRrhB3PqO5zLvFEi8r+J2N1WF9rPPPlHhu691FtId/X1jfHX5msIyCb1ABwMYjbWVjmlTfI/K28+csBrXHK+t6zwvAQi8FWtKaDup/Jqzp885VPPUidPjpHbJHDi4L3ks2uXjnDKFgtZI0sXjgiJlVwpOugJ12/JuPlQW78YDzeXXShAlWfEF8ZbAxuN3b453//wn481PPxhf3ruqs56O6FgAdmCRXMquJ4W1AOp4K+UV2qewxnV5bG5cuz4e3H08Xn/tN8bvKTF1v+q/cN2a8oI2VHUXWaQC8G79zY45wr2Mf0Nbg4e2MXMAoWtRcYSALYR+fWRDjFXqiLASzu4kX1P6ruuNZLsLHzL3pRRjveBIf+aUO+bUIAiv5W4lyJIDI66RYb72o0s6xPAfjx/9+A1Vvj2g08DPjbsq2repU5j3FF+aO4xdAv47b482lp4YL6AWxoM29yrR+upnV+Xd+nD86Z/+6fj3/4s/GY/OCqDIC7Uh9z18FD4BwKiz2v1EiYvHOt4Beu3eFOD4YHO8/S/eGf/tf//fyeNyf3xHSbxs8nwgcI9sbirclXBRVoXtte3zs+I1y6KOvqsJ7zzzGUzwuMb0tvK6/q+//lfjv/lP/qvxX//n/+V46fvahfZsPJG7v5Y3nSQ/VueMuZbw9upg2Mr7wDX2RBRgcUo29PJumoT/DQD1X9fvSRXZhG489R5B+164Pu8dyoO2dSTMtPrnJm5Fly+ARzwzGPripR0Ahv0A3Oqnw2tWiFlAeOdNIx3zovQiz0ZG01zsrocar0XrGfOvh2mGmfhhwlqOnATA2baarTOueAqLPuWJcZYBoM06I9EL/tvyLqTZbgdPSF7wONlmB051NGKXeK3cmEWr6n/T1R3MZwaHHLFjgKOnFogx6KBOjmUtOt+6k5t8onzu9dlM/AEYKbDb9PI1eHjwNGrOzSPkxZX9MJh1npzm/MLxlxb4Jw0uBawNTyPTOU9l9VobNivvVcNkklWya0BN5YuY4eLSxyBHiQcttsdjIqzBC5PUgszKgfajfOxsMGjKcxo8PJAgI7BrqhC8V14YO+fKC8K4luEcAMx+DiasMFB7Rbj+AafjFiBbnoXUBmbpFWpjBD26IqkBosAIOyIQgKjZ2aC3EVt6YKINi8Z4twoIxLsDkJkL6Lngnb0CSdzK2SYVzzdICPDofvbYJ3cv6qDizNuq+Lql4mWz96zzewJglnVgfJQAoE8AhvAN3pcGMEgA9RIMuGpedgKY7pP7A9+gtGa3mw1jXOdzEvUEesxXs6fNxc5EWGiTHXCZ3xg65GQVsPVZKNBtyWfuIzJgqSiFWPOVZ0U52FbGWWivJn3PcRTx8PmEbpSmahgwjhvXr6kA3dVxXaGkry59OT79+DN9JleH2mgvho2Jc1JQ6PE29oGaGyTacqK6jN2BAwodiZ8fyMAfVdXfs2dPj2cuPKMKt6fGXqoES7hJMn7MtnaFH/CsrQn87pbXzv0pA+HkXXYi4fpV5VnvrOJU6isYI93zgkYqEHT9h1+OH/7zfzk+Vijszq77AkxHxj7JCp6f1hddK2nfoaOqQ7M+LmuM17WlfE3nFPz6935r/PYf/fZYU5jt/j1t6xXw3VCoyQsQcnGqrgaHBrJS3aP7hxJYySmywTF1C7RQIdhKsVaR7YnpXIueq/LOYPTsWSxU2nM9XeZnlQdGF1FgbE0G2TuAtI36sUJIt352dfzoz/9s/EQemN0KJz915rRO137oisqk67S+XAJvFgPz57GriDQJsjsBzL49Ovzyyp3x8Ycfj3/0n/2j8bv/4Q/Gw1O6TlWS98hDlYVkZMR2grw+mExg1CBOIPHBF5vjgx99NP7H/+F/8rlUr3/3NXusAdAsfDY3WZSEryBFdn/Cs/HwTcVAWRCh8+z1ST6fQZh4k/n/0afvj//0j/5k/Mf/wZ+MC68/p7NoMJoCWsqf8pTE2svPRp9ZOIiX2EjhXMYYLE+leM5GPn/qenqV663MHM5aiOCECOqeoidqy+aBy/1PDGKMZtEdgITcIpt+v/owtug6SdddL6DLc6B3uQcCjvTrMN4OD0wPosbvdhseAER6504xXctMwG42mfRYsyUfvcVDii9bDbWHo0lTnzdwznMNe9y+F0MxncklKnqmenBo5I/6OWxYwz6aT/hXfXGc2Uxu2kZ+ql8URjQozLNywrR0fsloA/dGcjkrCTAaL4zPOLPHbtUWtm1PSCrtBogl2mO0RP9xZgBgdoKWFrAJwU6gJpO6PKhseS3BAwY6G3T+nK/vz6f8Dx8TEOCxbMtAowgFgZ/cv0wW167JBx5izcYo0xbAktyUnFYMg3IqsMMf5JDY24IQJtGW/5fGmwl9oFj3MtzjZOT6NdNPXqHZm0F/qI3BdlKDCSkAr5oKxbZ3a+lpWgIMt0GxtgIWDTbae5MxFYhxeApFlMO1QrP2fuW6/skqLGXrm7Y9NicJKh5ODk3IH84OGOhDG3OEQLxGCWOtAJjypNhradS8SHCuee75XCpyX1cu1u5X5K2YtoR2opH6Zl+PXeGE5uC7zLnDmJ5Ti64Vt01g8fHETwhE0df856tL+aBD6n3TLh6Y6gisQoyc1YZ9u+K1SpTkRq8kORaAFakBBfU7pKYFLqmMe//G5rh187bnAfpTRZeCd4/koYgxIfyXBHKSdA+oMB7IaF07eo5ywrM+v69l8gZhRQCUgM9endFE/RZ2R7GdfJcAym7tlPFIFCriIEIOBoQs61heKvZrN9Cakml3HVBf93OOj3hO+RTbCr2ua3XNNufP/vyd8cP/56/GDa3mqdB7Ql4IqMThkM3/nfC+/+AR9Xn3+OTjDy03504/O/7Ob/1gnH79rBOdH8qQ+rgKg1L1jFCWaZSVlvNjdB15CZNHy/JldRpjVXNqcW2XtBVhzQ0jRjkCWjE2NW/e1WQvcWY0spLEdR7sOjPSjesocoUFtwSidt3mRGp5+e5sGoRiCACVD3xwo0J7lRSe50XB+9d1YKqd4iuL1ALARFTppzynqi/0QMm3JxT6OfjM4fH4uPogGgAoWZA4hOuOA+x0J14MQm/wtHJQqKtz/8r9ceXDq64BRIXmpAWkyi7xXOcaTPokxsbhn8meR0ZysjZezQI7yKX4cY38Jt1/THN84vgJ1cmRZ1Shzd0CWjbsYodthbfWOc1c3iOPTQdjdkjCYWlOEefUc4wdu9606jeo1nNs/AjP1BxbGOGRCGUL5GxwaWIBYOxRcf+5qe6ZJzpAHYA1zUvxjD0k4aWypmmD2iMNCMoDg/GN0V4AUfexgNOio+FYAHSSabvhJYChe0sAbBvGehQ+7Xvq+Q7LNTAqY97AuMHCEsDg7eoTv8OJBYJrXqeFTLjKfeVfEr+tN+0JstGsroe2vUuYE+vjQci1OYwy8tVgY5IBE1Q8zP3GZzyXDs26efZUmq3tIU5NNHd84k13xvpXvw1gVvIvygquEjazzmeAASPHMtwWIn3n4l91TVbXMT4YOtOhru/iXnvWyMbJMxvALJVAE91Ky4YQYS7B8D0xjut2Z6eiaRtoRrhHSYZLL0voIHe8Piexd1lV12jYExsF1N6B5WGOy3BPAEbnlqwax8iMAIyMzV4rkigcKhX3CqivWa4Iu03aYVVOQmaHuhqtwyk2QDvqsGQnjpc/AWO1ayFn6SQEw7NYKfevjU7lJJGozLzuQuFpdckqLM/LTxKLyfMIeOlfb++svJ6NCsugPFwFuDxsS7q1N2bnSth5QWVZlkDDq/JSFtyTgnIao7FVDJpDWU5+xdPVOVAo5nj8uiZOhKlW8NNrryrKOMZClpJsrTlhuan8egQo7lx7WmKNCkQz3VFeZMy3F8bGUnVjLLhaNW8p78E7ctQmxw4wL3udzR8+7hUwHsmH2umE8vRp7Mpj8fkgKAzaLi2PwgT88By8LevkIsgN6+23UtIuwCelQ5/37ifereTju8pJkZHkGLNHBznzS+0obHJfZ/Osazs1tH7/L3463vyrN2XQuW7XOKxrKPlA/Rd+4NU2jPv3HXQC+ocfvi+v58Z47aVfH9/7zb+jwnnqj/hwSzkxJJZ7R53ZK143vDJMqo2QC1mifNV3vDMGgsxBdk5Fm8azNgGYTv4sfo1C1n9sAjCALTtq9ZHJav5p44JS5fxlJ2gLwGyqzgo7pfZyIjcDLq8FoZXoIXTaHBJa6i4X0KwFQEaZHrURq276hfvwNCbs+FAFEg8YAJBDdVjHR3ix06vgMi5bLswYY5HaS2zlJz8Gb5tCTcqHclhDfPBISbw5b636UeO3nXcYIuAoxo4OiW6AW/WnT7BeqyMjxFw2y9aT5H5pwbN+RMyjsN/jG8LEAnzrB6UnjiYsPXQ8Fs/DA0MRRwDMhk7QttdH15MDpYwB8x69W3uIe6BRCwQu2VoAD0jvqYCFMLKWgRl8mN6EIHhMzIW6gDcBQMs44+VokOtwBcDKYLi4K/Z25rMW8OKBDonVBEbwnRMSwFUc6n4ZmJdNmfluEbopK59EVj0GcOeQW8bVfOVSHHiFkAPPZ+xUgHneLwHMdBp4ZjU/vCWUTBv0zHq02tGiBn1CiowBoBWhXnwmWtHRxKyvK4Q0nUJdHhjbqCZCt2sgkLQEQkB4vQBoOWdptv/GHNUp15XxBBoAZKzIcula88bzx15UgvRqXkQbu87TmFxBPKoAzEQPkKCRLwmdc0n8gJ94bJKR30m8c6Itsd+dE9qKsA13f58E4ExaGzT3m7wMFZPI5xSuozd4POgXJdsxzB1CiUeAfuId4Rflu/QizYxQRhEEzUQVATv/g770zrsGZlZEU5IyYZ86vVmkoLIoib+mfTFNG3FPjN3Es/cKL5F3+NRPzwkMTq5HXzsnADOxJCHSK1piZR7v0h6qeBbDY9weEFZYOWcpO5oAMbtY/bODyf3EuxAQEEGKtwxDxE4a5z/YiMObdUK3GRAPBIYzgtMApnegLcFqjx1vWLakFhh0m+ag2LlS3E1rX6v/2C7unTus4BX+UoDXHiEYPmfU1FOKZhYHA+55BdUof+aDtFu3rr4CGhgTYKlsqZPSxCPtHWreBSzfJ09ERgSDTAImxgVZoLYCK6qusEpVV+5nnp3nUEI65fN05r2+p/aLQ20W6Mr/AtGwGYsNJfRP5xjljJI+A0z3PeaUZ632ZXTXld9BvPs+BeVU92RdOTD3Dt7Vq8D9tY3x4JY8JadSQv7dv3hz/FwVWB/rCIB1eZwOALDEU3eUpIvnhJ1nW64wrIq7Cm/hS/nwg/e8zfrVi98bL738ms7MUd6OZPihDKs4pfoWg8rWawAMoSQ4OLWIysBw1IDatNJji/NjhcI8bsyo7sfDgtInwb+X6rDg0gPT9KwwRsKUJUPW3uEFjNgDWe49d8VPCs/cPyA5EaDcp8q89pJjdOU2J1zKWJKjFV4JmCowbGMy523FgC4M8eQBagMkoMC5R7bkeHxzojVlFCIF4dmp6qvem2byXvCobYFSnxdjX7w4Qt4zFmi+j/ttFdtVEf3TlactCwYA8VZv4e3Rc/H8YClMulqsskMLDxx1lnBmAMypUbMurx/hyN03Na8qfLh2WA88Du/oWbfxwGQxQ1Iworkhz409wNek0wEsMgP3D6UA4sZDDkoN+DTkY17scar+WxcwMGgd+YYbrN9KZJFLgB0YIN4Y5kfPIiXEHp7O8Asd7GlpZW6morkAaXphbll4YAiDeFdMAY9IHO3M+iacnf6zGGyBTlhb3zoUBbBpAFxgYQohGcIHoPMftqVCqQ3Obed5nD0fTwAwJTcOqZn/Kq8I0GgAU4zp8eHxy4LMwBiSY9eLqMkxK/trdYz+qv45NARta5QGQDN9CoKU86s8MLTDHAIciRYUEFt5ZbFVYNvgB17ATsKtRe5dLyiJl2aX4Yu+aZkj4SkqIlHds4VqafydZ1Cunr7X31sh9cqJ5BtOi6YQ3Jyb0c9vtBmmKNbAIOJ2ZvcEyr+M/ZwQHHc0TOd0EAirWzHiPv0ZgyvjHEukFSPGFg+HPCRtVO2pwYBwn4GEDDU5A4iHj6Ov3UPL4mxqoWPHPNcJpigeBJGE2/LQ+Lti3NC2VwftxVrNUYFmKC8AzBKJ2yijj+yCn3ONrH7stkPhRBD6FO9stw59+AIjw0qvd2F1YnU8Kuk/yqKLSAVsRIHy66MSRLsGag7/MeeiBZWbUxCwtLVBxLzzrIFyz2vzDn97J1ftlpq8Zp4PVhgRiCjbCJETtvVrfqD6KctQhFwacj4Bu8CXFU3EqPkz+ISxRUhSLA0B1pwkCryUQXd5IZNhpRYuSA6N+GcRn7DyMghk0srAEHZiVHL7MzDXj8GFLQNsZdT+/AKc6bfkh62b9A+FytbXUnwdOnPini+t3AIpnK5Qy7hyYq7aba8NRygA9nHj43nco3Gj+fX5Qx38h9HYJ7Cwrd1Ub/zVD8d7738oz088l4QrCTUBhukbABmZBMTAb4S1vtIRAoCZ3/iN3x7PPndRYCg5Qa4ZUvo844kidxgMpe4hlFGx4ECb5ifss62tP+c1QBPalQGoOWld5WTaSd4KYMBv1rgBHtbeE4/gFtfjtRp9RGjDLRBq6XtTmNJ9MIiNEs/KsdiMu2yIyqI2w0cEWw3FA1XJnd5tBf/r9b5y7rgOz2l9XZorK2x7QMxveV4v+gAxu7X9m/O5IvPRg1y29ADYbjEuEsI5zsH0CRPbqOGp0FrA6Iix2RtLv6Fz2m8w5Y9JtpTnR74/4RgddyFvzJrClY83xVc6bVwVDDy/Wzqkkxo76wLxj5QQ+Fgy4I0flNNg2Y/8YiRp1h6IjNclNYxflsRreYxOtzQ3EPWUto4NBTxeDC0bs9qb4pnVswlXdgjSj6t2CpCiG9K2yZGpt15MH+fLd+iMpnMDj9Zh4ci04+41n1Qbaan0U0bn/ksHsOjxjqZ6hhdxXfyyFoymRvevvVM8g/FAI8J2eKL0t5/jAem3kpZbr80wMrxmLMgYHDXKAix6ByZkzsr2OGJWoN59j8eLIwAsrjVlKY2A7PditdVqAdcg0MjpYky+3WPVcy+efFWgJqu//m0QsTQwJuICwHjwFRJq49aVe5efh7d4PkuEAOndCh1RK2WZBJtpijD2s9OmP6XH+iMGq79f6TPX2vXGThz6JhBRFXt7B0+PYY9c8p1gaw8MxrMMNA261giAhQz8dMrKJXknSVT1IYAwk1YZPhXToCfP2aidTTawi/HE+Kb/zQwZw1zwrfOBMNBUNl4JmXGtukMOQYOBAMUIr1nFio2/U/o/Be+SCOjVfW2ZBMh0GLCvy86ijG/pdWtBXebfuH1oVGW1Gb8PgyCMBN8Bauhn0W2n92XptTLtPIb8LsN+8RxFICd+nOYoyybc7uxCQjDikStQVc9aguxutw2Wdw1gPO2QoM8RMGLQVppW4hFw/10RoJxLFQG0cimpzJqtRT9s61WcOxe15c9Uh8VszRAgGCt5whFFBwtDKcCsImtX0o42rT+tFKIEHfazFzJ9dlsODzDOuF9TvyEGaxf1G+AF7brZsylPpr7ZPKrQib7euL0xbn1xebyhAm6f6WiC/crn4kRrxuL4tHfHJFyIDnHoil1E4qGbOoPp8JHj4zd/5++OU6rYy8GE084gjycyAxVT5yn82wDV9UDoY8Q+k8KfLFI8ryZJkizpg+fMcMh09erRtMqERebwSjFXhLujGPEk5NlFD08yn0HvvDJNeGG9SDCYKuLSvjxXMfD8Qf9Q3Prbu2b6Ws/mN388FwFAeMZ6cWPVXMYTOesaGdad9oqU4bCXIWHv7NDBkwUdw7TNl/belu6e+MpgVu1yOKnvD5g0DvRCMBkR7cGIva2kTo9/si0uXIZnY2u/gK+AsL2KyKAOB2XL9+C4CAEUciZ2yePisK4XHgGeOUm6HmhZK8BUnU1NMEBEPGc1AZ7PbE3OfLADJ8ct9HSi87h+AWAmj0auQaNuU2+k5sGPbxKWJyHFL6tPtUDvyWyg0LdN9/cHsICfE6KlrxbsyGbYrmRhhgytQ1bmC89J8Vf0TICBdxs1UKm5aUAd9s6CLHMGEEJYuh+MrbpXRTrTV8COp8KvtsPd7QpvOcrB8+BfnFJ87lOmO0SXmZr4CwAT186kzxsDNj1XGGsmTsntAjR6YGp7pwdmQm4eeN2weB8Dk/obZpsyLLw2YNgJYFgde3VRUK/L8HfIgOe0+3ynB4YB2h0IgXAB1gR1WCJtQSQvXy04vkeTtrfCQxOA4TqtpBxGIpegfo0AEfJFXo89Bz4CIBVflka1QxM5Ej1M0WCKWjj7vPU3+TFLQPakMSbJOULd4akAg1mBTDSufgBsejtxG3wo4LbcIYQ5eTAW0pqrAJgk8LYHZvKsVBgRz9Hy6IRmrAY0c8Jv+tsG21u7NRbvQnLYUN9I8Jc1b3byxZJ34mYJPzU4S1s+KMBi0CCBvkyhOn3+kDowHDxngUMhw6MzGGoaLV9jPCN8CFWMfL0339OZpViVJNfK38a/L1goq3gTsmJoDdA7HGT2TB0AACAASURBVDpfxsrkNqsgXWMAUw+AZqWIYswmtYhlDBkKwMTm6p/JsWkhCB/HNvt2e3vwdMqAWP23APE9XgUWRWyflxLfrSJ31rUqXOfE48uPdD7Pu+Ptt98eV1VR9+Dhw9qerfwMDL89SKz0E2p9qPDdpraF40JYkxLbkhfh3HnVpPmtXx8HnzrqsJXbZncOpJwMajxsDhtBNw+jVooFgr1bwUYEgfIgoggz5JCpFWPJo6cOEOCNArMc8ofNYWnOqCQT02Co6gEnzu4+1jwa6egynC9ut2jPjgsATHt+vXNV3xH6+gYPLfnJLF0/sQ7TjBvg0TaGv1a4PW911VypuYyLeb8AHuRQHxrEOQfDfhMzUAxRhSqYK77r7aoxfAC90NVjC9clLO8cM0BUfc7l9BWcSHIu9GCaBFwe3UlSLodSkhQN4N3t5Ob4DxwVKp7sk7Lbs9D9DJhhMdEgt4zmDttk3b/igUm/ZgCj8TuRKnJPy94aDZ18UGPpghK5yXjDnAU0DLLbW8CYjaJr1iBY3OD5rF+L3vms57wm3jpooWaW9y5ZxRfpn97mXJ6oBjl4YJaeIfPpxC95P82iAQzzWhxXfEZ/Ad3hnDx54s8OrzXvGIDoGvpjAMOEm20CTmgf/kB+4bXSs95OXrsF7QnnvvacBp2HRKUbAp5DS5Og5tz3eVLUNh6Y5KfM7vZ+wLcBmK4H0oRqQ7SXqpQ8ujwzHUZCKeBlsOBgXPGAONwSQzddZ2ZYKrcoHiN2XNRUh0QB1W+v6gMoGDzPS1Vfh3J2emCgdwGYZSJqM2JWlHn+EsC4QF/1c9l+14dZekMawPRKknDNEuDs9GwsAUwSc5Os7Ax0r+zyO42ZHUD0B+NeoCc0Y7Vhc2Uh9fZm55SE2ToHppOcd+YY9fig6ZM8MDuBzpJfpnulxegbyWb0L8m9BXR20G+n9845OYXMl3lGCQd90yOUNpEs8QUeGOLtKGL50ZN3NYfZmid39tl09QpQAuKVdQxj+D5/zj/W+lVoK4rIwGQyQrMiKi4uwxipn8LjGFPa0LZTZ+2XgbSI2mBEKbTitZBqPNtrtROlDUbxqeP9nvIYjhb6xLtL+RYwsP3y2GKwUi8j9zxS2GjtzsZ4yG6T0yQLqzrsx/fG+z/5qU7Z/liF2+4JvBxU8i/7izFkUUATgNGuFe+uUonfPTJy+3YfGC+8eHE8/xsvjfVj2gGIssNctFJqJWVA1san+md6mZNDt56bjsNDJ9siQp1ckHwYj80xcnQbyhIakKw865W6TJ8FULlcSYTEq3DXMvGKUu2XkjdWeqTwteeiDBH9xqvAYsIAJiAm3nw9j11ekwtvyUfL98hsAMFulRLOnIcnjMd6XleYMSYPHZxS//Fe2IDRNlG9iW/bPC6YNOw4G1PeL61oGZyAP5LlWU3j9cLw4aZspg8foXedc0gOknYfGfhyYvstZWrpl3zD9ROyCwpt0UeH/6HvFO4IIHEX8Jz7vWe+xoWBZAUbg0XHlwYuGxFmL95SdhvAGCzpuYZvBWDas2D64dVaATDhHe/sLCPbevRxraYDChZGtchoXlrOl+9vI148Cn+7PwUoJ5aYJ6L511Ppj/WPPSdMdNHBlEo+WC+cGrgEmDGOsh3QDT6F16iCbS9e+MJ6bkXX1Zz46yweDIjpM3zZnkA9x0O1fOTz1COrRQpd9RMCDlNAz9xr2SuhtZ1bOctshX48fAdorcWEMUwXsvtVAExzeh/U1MCDYfIeD0y/XwKTnO+CB8bfGsCQCMd/S2DQxnqaxuLjbpcTeNtiTCCjwjp+rqnzTQDTu43ML3ix8BR0OKgSR63Ea2vx0ttCrg4u8Z5sT+kEKOI5IVbtirN4XqBDcQXXuaR/0WdCkGV8cllWJN0fnuVcEDMBbtZiogZWtEdMtpKap5AIQurEXAdjDBjbA9Pbzc1Keu7yhOslOJpo+oQQ0hKUrgDUmiyHvNSmc1PUB9zI3qG0ABIT+KOHAAcj7rzvVd9yXgPAbHUnT1YLaHsokANKoUeZJwfGK03bpGrjCa89F8nhIfs+gp6VPf1pyV5oezSwXPTZ+VNGo5c+rYQ927Nii2OQZ0ZJpOqnPnQGP8JvK1VxZV0Du3jrbz+nBHg6wKwUTwt5yOM+T0mkda/toReFjKtsT31H6X0rDis6xEI1YO5qa7b4de2MAIzyv26+d2O8+8ZPxuUrl1S07aFLArAbxQaW3Ila+JBUTiiVbeB3Ht4a+7YPjKf2PzWee/nCOP3dcyq4pnm4E/mPQsY41bj8d3lXas5QeFPlVcCS62hE4SUEFhKanjVGG75SyG38AjKTQB1DXwmZNh5xMSwBzKSJw5WT4XB4hT7S1ZrP9txlpa62S3lbv2As7IGpfhfNv/kS3oqvJHMR8hSI1mfkUKUcQH7mBdBs/CZ25XGogL68Wdnknj0YE+CxjqnVuRc/5V3xeM0ycy6KrRPPiQ7u3noEnhMtUpEl3Xv/+oNx99K9ce+qihZKDxx79ujYeEpyyQnn6B/VsWE3GevOpDkUHeiPFV7xMg16IacBFYCBRk3WJMfCC5mryRD749C/wZDpxqeA1slwF8U9p2kqk7xCOAO5XXhp6NeCtqsrnOp3s01RqYQlct9C3UQjzObdUOUda68FxQZXjHjRwYXgArTpaPPCnAgcHomO1DgXgMFzlxn0sRv0q8OU7a32BXSzgHvbY3KU4kkJr8cDAmCPTK14YCrnLHSsaSjaOrRan0ecGQu6pPm6+jjRv/hgCQqZU3KuLLtq+wU8MJUD0/kXnSSbJMmmeiZv1j2FotTHNmhPyoFxR52zEQ8McsB2XQxde2Agx9IL02gy0xEhSqLoziTe2hUDwDA58LxkyzYrf7YhM5kdQnL/aZ+aJiT3loFtY/YkAMNuoP1K9l1u0U7SXMYEjSieZhDDOU9q3PpW/e0E36ZPipyFbv41ty0BTLY8GwjBzFTVLRrEU4Oxx0srhiK8NYVrmlLtNF4AGNN2pm+Po5nT9C2Fyfs+SXunp8hd3QFGliGxCcDQL82DExAX9J08Lh5/XIU5Uyogw3NMP8oTOIeqOkaSfna/kkDKjizi6QAY3vuTrAIKIM0Ab+5/059ndTukSnQIKZnwk810O5ObXTH+Xq31KsJKEZ6wwEZCbXTsBQmwSvVJfVTK8vHuOn+mzlWx58W7huDRWTlNoAq70atW25Iycp47rE0ZNIw0wALlwPUlf7iHUcQ0gy712UHOB4kGCYDZp9oy8vScVWKutkxffev6ePeHPxrXblyzXST/BWVm17C8LCTtor18BpUoxJzc3ro1VGx/nD10Zpy/+Nw4+urJsX1STVzPwD3HnRcGTVjB27hWiMmfycgpXu55wvtK+MljETDG0NqgQK7Q1QCl9JR7gtG3YdQ3yBJ8MylB3es8IY5m2JEDA01rt0u2yNNO5jMbA0Jn+wsKlGZ16SW281/aEu4iF6XA7WQXW0xbpsuQefwGrWViyqDbALOomkIVs6wudzmVUyAs0Gu8MhSTYe5O0Erxtg15hYrKJs2AwaGi5JB4e7GNa+GI0gXuH3JGWJD8FuipHVRXPro2rrx/ddy+fHfsO7R3nHv93Dj6/OGxcRQ9LSeReGyN3YKU6meuHR4Kb/CsJAhbMSX0Ra6OAPOUvFr6yqUe9EtOYNdNmT0joRV5isxV76SKrJZXosCGycuYpomqPCtd5x1r1rPwHSzYcmZ38TyjTVQDZb5LXSNolxBV7eIx/cszQjXiAiQBzCXTrpZcshlRj7GuitQ76eA8qOL/2XEgujo8zbgK9BRYRfaTMhF+m3SkeJ9K33OeZnmKDEzphv+JrPnWLEriofRegOgwvDzeRFDe7RIX+hMAkwUFYzYJqY5v+sUuTAzqRsOsM1iD13Kvgd9FnYXk1VsZp17htpJfylwbenI/+roGHvzdOTCTga7nhlHTqLf4OkTCjprlTprZQM1HlIfDGu+T15Htfw0C8HhgABEeUkjZSsuEpGZJ73Jiu/R+ub4trxSUc42UzjmJF4gf07aMmsM5+sX7sk95IT7RVRNMrkVn/XeZfHY4xdtRxktPcvlvteeSFvSXWLYtbKQkNMr2Y8IuCIl3+LgwWcIwZJgsgYSZDUBmIFP5Jg4lEZifQ0g5YyoeGBcNsxXLCCcPDFSNbNd34RUADCupeDS4Kf1chmWWvDHTLruvqFniMBLbrF0Vd/a0xIhgXKMI+nDMJBm3MFUCdeXkpM/0bVVIfU4O3OTt2r7KkpRiZguQWDy4s8/Ny+4DBjgsmuWASZWdYcvVsBUBOxZQJgvjZGVjGkcJNYiZCGupLw6rDMPomyK+BbwsTmXyly3LCkW/jwSceDMdf0AXDYoyt1YGKMZSZBb6LJVsWCavER9MAAK+C33ZvqydvNrCqyIRR7WlXnx49WdfjDff/PG4p4qzcNHejZzj1MXwVscahXj3/i0Zob3aPv3aOPfCM2PfeYWPdLr1uApwyBhj9MN8tp8lC+5r0dzjL2+YAWMpv/YYBNAEmETsoiUqFSaK1nPaczKTuy4vea95MB1L007y4g7lxoWc9B+h7xzGsR4tsFQOn5qbBVs0jyxkO0CiOxwdNNNhYcg8zDa+q2HVTHR10s9CJcQAZIcRei7jsS/BwuOPA2J4Nna3QY1dU/Udn7NBgpCEnewzzc1b6ESeSthaibtXf/b5eOONn4/rd2+Nwwf2jWcuvjCe/86Fsf/pvToeQbsgBXLW78sj423KaacigbGC0NFj5d8grD441/3cQZ8aWBGZW5iHMnAGyHAGT4Iu8XYsPc8OISHT5bkNLxWP9rw3/8FPffpy2Y2pT5Wn1bdEQyG89fzSAV7MlM5Y6phJnlz/JFzW9g9FsJvEdubPMt7XsARIvmX/9Hi3a1y9WWaaN3tfV25IP/1MeIXvAX0lO3583vPsQDi+D1rO4qu7JD6j//x4pURYNq+EIKMnA4Z7YWf7WDzpkVmH6n9AdHWpmgw53Vbd8yIAhpXGDkU/CdA0zhiFoNpVANP3NoBx3x2GwEuhXwpRwVSwSG1z5ZoGMICFzskwOmVl7kBbiMlkEyBycql3/jCOhFFCdgmEDCfyCoDB2AJSyIGhHwAYtkzzg1cEYMPn05lHCwDDWOJVoc5JKu7u1S/1MNr4N4BpENS1WHrcPIPy/qBSvFKecEJm1AOpuW2aBWiVR6JAFd/RR8aw9DpAd7AgAAZ3QwAPYDArUhoMbRaF7LpA3ALJ+pwlqFqG2MJUc9tjakPYocUw/xySWTXu0Z3rBjCimbegy8tmALPIrYIO0KX4w94P5mKq1zLnrSzvW/KGRYm+VpilvUteLVZi4gSqFjzdq4ydniV/3iuw2hEUbMKHSFkpvFJoj2vHQq+urRgR6mor71tBRqdObZaOoH9bWoV2Nc/ur8eGQWgh9lihrZ7HSexW+GlvUsCAPxtOsFe2TrvvNv6RnXj5im6YmuJl15gR/XnWAykdl/PQ8Ru79mne9PclHeD4zgdve8u2d5vVb3ghjBx9AI0A6Kr1oTOCsHLf/e5vjFPPnBm7VVF2e6/ya24L4GNUnB3bBiaF40K7eDa6kqp3Sjg3oRVhdOuEJfi6p8gTFt3UNqNziOyd4BEQoEBCA/fSk3loKVa7T71q5/LscsmBmksgUVoVRcz2d99b9O35h+a1Eo+xmkTfdAvtck8bhraHMw9lPtvT2fSOjpqNcPfNcxGGC0CZXpGXmB23R2f4mmeQQ9X36RonN+N5KIPkRHN7RxOdIiwxgY4wlf5WSEjM80DexI1b4psffzT+7C9/NG7cvzmOKOz49PkL46XvvjpOXDwytg5p1yYVpFUcMHlO9hVGnKzAi+mLQNn9Y3dblMxEyVB0ZYHnr2v+POmrdE5V4uKxasa5YvCky94EHHSNFh4QdtU8LBY5OpbMie+ddxZipr3Ib/EK4+FvPAw8xv3JosPX2BvdfJBnmMcBAM7zyPgsaTyKXULwfOkUwyy1kToq4YfW277GXs2QzPamAVol8abxPNxOgcltyUTDMyFnNiHMfDoDmOpYXZvwrhiK6tr8WD6x4wkJr20T3q/n2SPMeKAj9t6aLfRpAGkAk4VYFi6Z0pBG/+BIeenkKw7fLo2Tu1sKOT2BaBiXuOSaaZbeF67fwENixTILi4VthwemvRW/kgeGtlGQUrQYRgQr4VgmpJJUcc+5ym0ADN9h2Pf6YD8Vs1vUZOlCOCvVZAFG3AXzYoTxvFDCvQ55JOH4SQX2npQXYoRcicc8z/kgrJzxvgBioGsBRhrt86P6kMc23Bh214EppsxrJtDlyw1wGsAQUmJ1XsbBdCmQ1gCm5tTPEdNTVK1rifR8LrdVL+c48xkA02HGJwOYgEwf6kg4beHpmleUSbJcesAy5uS7NB9OISfT09p4Nto2VuGxAJgwP+t5C6n7Wsq6+PcXApgWqjp0LYAC6YvSDNYvIdrhgYlslMJaaKPe4tlgYQWkAGCUBxBlWosHlBnPcrWBWRFNcsjc21sSA+WZLmNkBVD8m9VXKwOGUNbKAEE/hDYWHhiHaHTPQ22l3ks9jlIe93Vy9Rdvfzw+1AGOHGXA/DwgvIQnZu8+AxgWA64eq1/LmxYJt3VQ5cbGgfFr3//+OHFesSMdyrilBGR2OM3xe2iZ2H+PY+om8z25mDkbSeN2VDCGt2c60bG452v0xSOt5GMA8htD2z+mD3SMqsh9DjtC5IIbfft8U71b8AIepBWDvuA5jEQp/uVGhBWDOz3Rk+m/2gBNnV3y1+J9Etvj/THf8wqANZ9m2AmrMd/wDR7iGYSZjhMAnEkVr33GCI0cFrMnpxavna/hZwX5kx8C+t1SbsL6zUfjq598PP7ir98YNzbvqEDvHp3VdX688vqr4/QrJ8b2wRxSu1deOs++uxjgRZ/QlwmRzFOXayKL7oenrWFhTxRzWvPpsdctjNNyFtr2dvKW6RgswMTMJ7636BaU6Y7FOYGuIhVgCWBMTHiHZwG2MNrt+QEIVI6T9VRkskHOpFvgZrelawijAUxK3nvHV0Lu4Vv+tU0yWbLzc7kxw1Nf872qC5lPtdXgCn5JpwJ4rHsKMDoXh/zAAIsG2jOA4d23eWDMGPoNT0J77+eFT5nfWpwEZAVcmZ+Lbh6g68kU3Wsa6J/gsnWJgfUv8sAshSjvm0NWPTYQnaGklso3vTlOf3FyD9/nTB0bwwohda7NZKxR5jWZs0BnlWmQYi8jz0u4YY+EhxCSeY76BRVCIgemvSw9FhPJnqHZy8J7j67QeQOY3lLsEA9TWEqmX5eId6fhBXzAGDAKq1e2ZDcAaBDQxqZBTV7D5H1444pniv7pu4SQcsaRPTDOxQEkMeGhsZULNLbvKpp/mbMScw+D1swWUNrpvZg9ITO4+Ca4jdFsD4y9R78QwMDAqavTzw9P5PympiU9azDcAHLuX8KQWVREY7HCslnzamJhsBbztjQQnm+8P+XBsnfAW/0wAtSzibvdXgEbBr3+AgCzAuoK1PSZU80/MWCdR5GxunueIj2f9kvgJ57jmtqy3wC558BK1UosMuPx8TxXZo9y9z1cw9/azvrN2kSc6q68BOW9cM+jm5vjyieXxhcffjau3b029in8yjxsqoouDz9wQCc/ijJ9bAEVVgH7B7VLaevOAx0oeWC89pvfHXtPHlA3VB9mm1Ob9YwyO1G6WVl5/kyDua/THBVd2ngYH5YinfAI/BvMGmPqa1pWbfkmHveXfF/u88xX9Npk0DjbygQtjVHGqArNZEXdvACAqdo9niv0BPex4PLRA6Xqyzi7KXewOzq/uvsFTN2jAlgts0udM8198Vj6U0aNxY0BR3RPxt95RqFLtLjuMkaPXu0QQACMb5k/x1BwB/0r0ri/phFzJzrIQ7gt3bvn5q5x+aefjL9846fjhk5ep5LWiZNPjVdff22cVT7UIwEYPMB7HlM9Ha92jCC81EUwnwTyGr/U9E9kbO+nZ8vGLgZ1CWCy8ovBm2jftqy+CxYLH0YvY0ySC+eS96KrxwtdUDM9h1O7odcESBbzzBlp4Y/QawXArLBD8UPlWK56VMj1qYhD5Wm1rHcO1qpuC+joeUsO6YJ3bSdK+ad30n0lGK4JCh/BQ+2QTEetM4vYfeJ4kqwz/oCfhczxFjNT4MTTAA1djiDy7zktfitxjCeLooNFkiJzRmBdl/nc9aI8MD1xLRitVMOfkeSlcu5t1CvXe25bEbWxBCjEVZYs/jmExGPjlk4uSogfAk05MOaTWci3newTpePDBV3rBA9LdjZlRZDVPKXp8cBQhZd+eudNKzNARe1CWibymiDqa3tteksxNG6PgT+r/nZFW57d4ITnOWQlD44LQimx0WGiKhDnvJSq5utDsTQWRwZRDO2ZqfZIgl0CGCcBi6O8z4YQV4GwnHvESpXnJJEZWlco3POyTGb1SgRqlNZbCsrSY8CY5jDbAsDw9AIInahMe1Ti9W4sfbchGpCs3SDFCtgCsNMD06Al89a81gq7+92J5dPnbiceuPAN84tCDB/yRSvC5l0/fPHjVQFVVe0eLj4t1+ZaJ2RGWqPuEEZnaK8aObdjl0Bpo+LbbndFIWMw6nlWyr6lV8bqc+1AaGPWB1JSZXVOIGS8JZpe0QSUR7jL9rJVsjqd5ORSrjI0y2KQkxHncEKdjwTtNj+/Pj5966PxxeeXx+3tWz45mnl4oBL1PGXfvv2mNz8k7m7qAEoS2Q8fPjS2bm6Nfcf2j9d/99fGoZNH7DrOhYUIbAC7b4hrjGMny5oenWnsfsfQRkA0IIeI3Y2amFqJ1zxNwGaicivyhS4plFMYYeIIGxif++JORnv2T5LZ3HBazGtv+5l0ZQGCrGszSX5nLzJCGsXb4XED7yJRt7eUQQOYxXDnDs39CYOSKEpIKDxoh4JZNav53kUV0ZhXu/Y8oIYcBuB9WvMWfN9fPk0bsgI/Jk/ADNcYp3EcgEIHG7cAMJ+Ov3rjzXHrgXYhCXjv33d4vPKdl8eF7z2rE76pIi2wrGMTWj+5+wsZaLqZHoVcOnSyE/+tEKcux2HwjW3IIVL9X4Cv59i8xS/2w6vjzH15+qOkG8Bwb0BX28apD1zfc5tBxW4WgInlL90ED83MWtO64KvSCw1KrKtiYRMSbR1OGwYNefTyemvCpt+Sbxe05mltn73DsmTMY7KnptjeK6UsrgzU4Fsf1xOi93UegekQUrqwI/wHWQEtNtGR665hRRjWlFnSg/dLwNmiSOMgoPIM7nrpKe1Cqpszj7MHxfeUEC8BzJrBQoR8uZMIxL8KggJo1iCMVrQRZQxWARe+c92TABgbVl7LA7Os/0GdBZRlxCm1UtZV0Tc7c5TXogMaY9CSvAqA2S9XN14Unsu9vYqHMPMul4zXYymtOIEbwIoJScGuhJVwk8frgctWuQNafbpfHmeA0/4D+5X4m51LW0qKZNycHeSwUOXWWDFZsSQHoBVdT6LrqOjz7BpCCWnlYmbVDpECWV2IrwEMnGXAgLVTmyQeMybn2CzAkQEdCckVE14BMIt4f4O23s7MfckZWaD5ohkzy2nb5B3hgVmrxOYJwISnszoV00/PxiXrPqcAXUhhc+Cf9tBMeUflLSGXyp4zgwnUCfRh6RCe8+6FLBGjRIq/ls+2UuD8J+eRAELgvSgwCnw5Pk6OBu5NC66es0ft6No++C0iEr6H1suchQk4lQXKaig5BGyzjXzl/v71ydD1GXMYUugfTkZGidbKqZOsH5VL1oYGPsF4MQ7V4rDlL4PsyrBcq4q7KwDGOww0SnlgHh0g9KfzinSi8Sc/eX9cunZz3F/ToY5eBKgWDXWYnHcFOJcRckLvw3FX9V8A04cPHxnrChXtObp3vPg7L+vMGyXOE6emWFrnAdTcNs0MYOCBmiPk2XkcGH6UJK8ucV6woZyG2SEzGxx4MqGnLOrQlD4/aaqS3aFIeIr3cfEHIEI39AgeuezEMM6A/9BJ9I3DScs4uUgX/WLetIU/NqmMoHkBtFhGkHszg36toU383X/bdV76wHoQOdG96JoJ/Ex3FePUU/18/QOk3CLn0Ia/DA1v3d/Sc5aHXJ/E7ug35xb2mUO6ZlsEcD4MGtfeyFiQCXB6vrBQ0JGznMi/1RlzSuK9/o6qN7/5lnakqcDkHVVnVoLJCy8qD+Z7F8bGSTY44MlDd2eeoHQ8TTN+iODOAIZt2pbnaUFBf7w0M2WtO5gP5sVArIjeMoZ8+xrsYlXwtb2JXDg5fnp8zR2gTc9y6kQBmKzbCsS2J9XeRH3KtdDRPZsnm51k7m0BGMtsjXnBJv7MlWxddNJKLTTnP3QVNhS+9ZA9EAMOF6NER9mjhezknjXOQXPfVvP4DE4bQNn0hWcpNuh+0QaDQHZ5roFE6Au9Kl6RhQad5Hrqq7nLqbvkPFknTamzDrnpGj2/k+8BhA7/ut0O/2c2H5U+8NmGpVsnWjCP7MZqAHPh+CvZyGCFAZP3e3IqACiVWFlJozYOdcLrcoXbtVUmAzwZohy4h8FsAx7AwsI3hrZroVixYz9c1Clorwu00a+13YCRGArvOqpDoHZJgDrnY20NgKHtyAYcAjWTlyIgCS9GgzIbRxvEhJ0mQ2UejfHDIO/fx6nWgA/OUKqwlA1WeIzTaa0MK2+FnUsZI+Cjt/vm/KUAL3YaxZNEK/HklYIo40XfCBHNLlJzWnncqHAbUNIeij4M0azMWMp9zfjay8RnyzgpicY5gTvt854TY7d0ei3z6O3nWn0HFAU4mjTQC6Enp6f6kLOqInBoD3ZX8bua6xJQZh7zczBAzHGMOEKyM69oMnQNEtweEprdWq4x5E7xHDxhPHMGQqsruzYj9YrWIYnRIDi83wo6Lk8LQHZeoOcROM4RcQG4Ahc8CsVPBqz7FcUTNhNPVHEvm7F6vt3RHObYfKa+G6TqlZOQk7MQukAi5GJ7H/knKGdWHygN4Tp+bgAAIABJREFU3qsNeVQmRd/ktzr3jZPFjCnSn/P5oO5nU8RF7ZhhPXvr5oNxRzkwm/ceKLR0d1IiJMr31vdHFHbz0MM/7NijdsxeAaDdOgdnn0AMNAFEwMNJVM+4rDL9GsXp+TPz8DfTx7wUjSe5CMDw4aHQtXnNnYZQ3Bg+jk6pP8uQ5elFBbdRSGjpOcMoL71rvjx8OQtqAmEzzQN4eX4DHocIahHGdxPt5+5NM+VHTXKTj6P7TK0C52l++bNS16WmOUvjkGCe+tBxvt4wG+HTdQCXYgyvtKNzA/yj3dILhgsNVnfg8YXDrmzJx92/X+F8Pefrn10eH7/5hSunr6mg33uffDyePnNq/ODvfX9sn9DcnRCPayssegb7gp4jfLEli4cXSVpyPNIZXY854HRL32H49mOcAczwflK5LJ/2ODGXMpAAbI5kAAAI8Pt0e4bBuobxaYOdoUctHry1OmdJzHQrpW7dvCT68r0LK5rZTFdzlq8Pb0a/FT/TYs9Lz395RSIHy3bmeV+ySlRj5SOl0ebysDxggWv8G6BB69hc+uFtJFxYDgY7l5NxGzlyV6El86tXA+nwUQrfzZ6cGnTGyk7QMmIGSm4/usf9YVoMYgAdmSuXNGgPTJsUPDAF7hr4u0sO1XX/ivt5sPqT8ajrATAI/AxgeAjPIz1guQrvlTiM2a4qHmvFqk5h8Jagpie0S9fHs4ERz04iPCihHsajAQR/PTAatoD5NzUb9qzLdW1Boz08OhVC4BTiTloVgNlToSPaov94TfCe8EMCGZTuMc+GOMcG7Fyp0+cDCocEUBSAoVaLaMRKJ9taC5kyPgAK9LMHhc8DYJI0nLo0y4RS+pL8scxB+HO1VH7nDPGdAWWtppaJrgYq3kqeufBc0a6PS5jbXa72e16KNRxms0dJv/SnD7w0jQyKAFRZGbYHa85jof/heg5XZNW1RihLfekw1Ax2ahnlsbLK4RRx5r3B5Fy9t+nRfexnxP/IZqy0G5FeTeI1b05aKKGqyYCWQmBlZ0cF4Uwbsyhrr4Zw8KhMPiWwc1aR+MYAxr6kSWF5tcGJ2DbGeGjwaODl0iNUXp0+Rrp5qRVj7F6UpLVIAcmpkF2tGEtxAlRsXKmAaxlQW7zKI7Q0sr0S1BHzk1KO9aMPtJW3s7HPd4/lgUlcuRQPyglREaC1B4A5J69rAp1ZMcdzlSTyOB5qlVUuYmhmj5UBTMgQxR2Na5qhMGse3TEbHsA/fJf+ONwAvVJ6omgXLwwe2FxYxqQM0uT+LnZr4+z6MbrHcoc3Bv5msWFvVtmmplEBGK/urfThI/pdbff8NINy3Q4AMz2qr3nCa+tpf1XPsCFigVG0SzpO6LIEMOZWG6NFv7I2iGysABiz2jxOPLzqYIzcDGCy0m8AE2+m2aM9IUUn54jpjB4OkHx8WDpDF9145+r48udXBUD0SIGPH+soimdOnRz/zr/72wIw4qPTuGs43FF6QvOH55qdpNs8e5/sgzq0fU+dVG0ZDpsc8hoOgSNW87TDj5ZGGUhJPmN1gTYBI1e6tseyQDyGUGoYD5NlXKbAc4SHuipKe6xOFCtR6WhC6YwAksgNiwDzIbSzPCd0PSdU5z0XG+5aLsLDZu+abGcQFF//AtZIm+VBMp/SN3usClzi+TEYLb4oALOF3eQ/FnvMrb2/1NPJ4izgNB4od8QiFF3V9h2OiFe4wD10c/uSG6d0zD03jdB9Pg+JdqF5QDIe6wA7ptEMF88Wdk8Tx1ylJELpSojjQnmZj6kdhJrQlRdy6vsLJ16dAAxd8cp9AWB2GqsMdjb03NNGopNhe/W/NMjLrcexKeRLBMDEEAeQ+HniNrvGPBFFeCt7ASRPeoEtFCcMIJCQ0BFekn1Z/QMkqpBah37iPUJxRRh7bAZpGOgpibTcrUWHPsSww0g+jRliV+7LsvAfnhB2LaUqL32t8JIBTZ0QCxNobF1wyzaMPnBfJbbOoLLB5fyabO7c0yGdCMbskWlw43AaCbX1/CmsASMRRlocn8Df91VNlZyGpo0PuzToCoBpgGrvS3l3QucyXraThF0AhAEwS+AyA5DQPwbNEroCzJYgb8lH05iLV5L3E83QrlILJsDQQh7bBr8tlX6PgxJu/raK6hUDWmDN6jgJWe75SKa4fm3TWqL0Hk8W7l2HFWkLDWV/vn6lfF3FE4Z7oN9N8QGl1lHK9vxEQDvqYGqUoEe28o/bq3ySnCRbUj0lHeemkFP/Vj7UVG7eA8vKqpVm5DCKZrt2A3QoJ7ZBF+CZqV1LSVItBdOryvZSlX73E31P6OAMDu4pY7LigfFXZRqsUPmA+xhLr0ZjpjzFfIfhKMPcQ0URxmFQNPHAcsPSQHTbplN5YOwJncZUSronwI8Ib8aw8cEOD0ytxKcWnwBgTPr66WF88+9ZS3uRAV3gYfPaLCszICne6OdWXxdDydg95+2BqfnuOTECpa2iHe8r9OrQgf6rWSkPTMnYgj4GdQIH1Nt7rNxuBYbGnQ9ujSuq4ky9l83te+PN994bT584OX73d74/dp+Rzj8VXfboHqt7T4ZkpUKz+wK8HwuouGwEiyaVLrC4y5A6D9IlKfQ3HhcWAg6tMhY9txYA5h+8q7rMpTUEppw8KsfgLk4aN9PTflilAcLKRMGTze7N31zbiwBubdBcvPxEDww06ullnlZQ8pO4w1K8g2mKD31/yVTxxhM9MID+3jFml0u8NA6LexHQi/g8LhsV+Gm5qb/Mg7rf4C7j6LwakmwnPo4iz/3MQ+mVR1oIsbFmzTa3wvHWkfy6Yc0nC5DizeqHAdfCAxOvYHjVJRZojrm/ePI73wAw7ea3p0wP7DonuPpsyMQFzskoxdaDWHoE2gC7W22wnc8RBO2TjycAw3Ozyd3EYqO9Ba9cxax2EC1CVwVg4CwjS125zjkcuj/hHXJhErpoz0VX4nVYB9RWE78EDO6P78vunh4LgGdLOS7xvuQASO+wUbtruCCnBOR4WZI8nCJ4AbZaZVjvZwt4xylTryETmrON5DrVvcvaNBNYMMDzZESPYvswuIVYDTCsWJdgoXc9JV+ox9pzEeM+x9obJHCeDV6Y9hRxX+YsIGbZp/ZKhT8CJCzwhJDYbYaHrABMP28JYBroZp5TE2byjPWYi7nmJN6Eely8yXMcRZ58Cc2tV+0tjOG98GBrnVlA+Y48IHq84hXjegMYPYdmBGIUTvYur1TsDRAwLQm5yCW5TlxWXgjXMLLWxFuDskP5JgbOSbxDOQK7bksR60ghgyMLQ1ZUph/eHsZkfVVak79dHIqBN3QqIxCtVEolj/McWXg9tICgfGNlnnWhl/MBDfy0w8a6rhYPZrYK8fgzUzJzXKs4JzfaI1H8dF/XobTK02lvJEksMjgzYN3hgeHZBVpiSzNOD4CXiR7zR9OcW7ExFt+4c8CT7nHbKO1aSea0aJ4dANP5Eyu2xV0ow+GhpzPh8wCDmbal+n8JgOmZ+IWvCwAz5dt4XovPJ0BSNCqQsrNf33r9ZAAxNmUUGDjtFo2yzb0BzIJulTDuqWn6OLFauuEAfPpoPPjs3rgqEPPg9oNx696N8f6nn43Th46O3/jea2P/M4fH9mnRkFO8JQtjU78CMlv35YGRLO4RgFnbq4UqniZkTiHYxEr1v0JArPp3cbr1Qd2vMNNueVwcvu15wqjh+UGsAT14JsoDQxGtXfs13xUSjgcmfLsTwMyRhOSWRH/UHEcVl5yUYW19gOyV3eRqA8AF7rc8onfRpwV+fylPNJ17V1TxB/xukbQHZgFUC6xsOdcH3qbAazyO9MeOjdIZXYvGusJABwKWfJrnmPtYl50VgFmkdYkA0xAXk6crAKYPOO3t0KYLzywPTGrA6BPpx15ITB4YmKuBStF6ibtNM9p56dTrpcGCwnqVZQNtwidcECMVw753zwGvOn/RmTor4Y0ylr3tcgqRGEbzfAwse2sCSID008rUSDGCReVyAxijSzEARkPE2CsG5n5yXvDAoDBTGyQT0eCjjbZNfRn/9ni4ABuhJ4d68gs93GcZ9AYW/eqjCpzLEgXfQM+VbPWJ47oYjAohpe1Oyi3fIaEe/bfulfjq+Uzd1xVPDNbaCVWzwe3vAV+MYQk8AioYy7xdeenNaACzBBUkJHdScs8hiZrZuRdhX4KRiVYGKqED2VuASyS3t4Yvgckq0LXlSehNc2g7wdwuAMwy7JXPuaVO2iauWuCpC9m1ke1nRdkUCFysMAxgCF9NCXXhF/4jiddKmu5Rx6jdxhRlLMWe56Y4os5CFIARfaRwLZhgcBlzK1at+h5tVILxPc3FLT30gBSrd7Yw4IhghLiUaSsRphvIITe9Y8vOA8nqchJ2OlqP8oMwRt5RsLC/ZetYvbTZK5MeA1EJeSnP3wCoV2lG4lO+lOfHQA7lEy+SFxhqkF0nrmPRJ13blYyRKeW1pD+8VB4Nu/QNDEop41ni3lL+0wpw8sDEmFuJWz9EabYhm8ZYc9R9/LcGYKorK/OS2f7lP4WZgk2j5M3yvwKAKRO7aCOUWMmZWQAYGx0/PIRqABMv9RMATFG6O2SjRsiAUOs+PUunUD++sjVufrI5bn19Y1y+9tW4cuPWOLFxcLz43Plx7IWzY/usxnNIMq/zsR5e3R73dOTA/VtCJ3r2gSOqmn78kE+wHvukL/FgsogAaNwJGNl9SO+Picduy0Df0Xu1S/seO4BMnk4Af+d75ZBLeFXfY3LkgUnyq/qOPECPpklTrv7uBV/rzchXgICp9W0emBZtLi/vgm80nT0lef1VfhrA1Bx5nqx86lFPyoGBFHp2AEyFz7gOAEPbVm+lAQqFWw25Tw1g0kDr7tb9uYaxB6xAh9wVpm8bDWBybpRe45goIAw9aL8ADIu83sXZ9PZNFYYKydIXrw17Acn3L5/+ruevUeO8CwkAw8q4Qht99o4M5T4xYwOY5TbfnavnnX9jGAlRzABmrzsO+HBdkNr+qz1Ddruj+HIQZAhEnQGDlw69ET+VQdsno7Em8LF3AjCdxBrAkPBJDB4/uCWnPlSCKluWqSSMF4ecmeT71EQSZqkk5tRzodQ/JzOhyGdPSArfJbyU8vjsjJHxB0Q5PLTHRb8mdI8HwXP55DBL08/MYaPOTGa1yGCmcArt6Vkb8j7tBDBZMa4CgqaJ2bDAkOPQlcvjRGf6VcAzO7jmVXaD2m94YGLzPWdxHfKMGSwu+9EhLYMEPZszp/51AAyxZ9cR+pUBTBn8HQBmy/5lBD1A1DIMTZyojvIBaJhpyliH9h5n5UFwJguVa9cAMIq920tyX9erWB05K9taMT7S9lFc4WtaMa5J6eLK9uofL6ZUjTNg0LEsG6N5AqbKy7n+MDVapu2H5OS0i9jKwTeFwa0xMECrAMZ/c1WvAFsRcU+dYmzFTnE2AFLZhA6xkIzffGHvF/Lh3RkJNzgkqnw0uBoPWeLUjCMrWIOISmbJzobyPFUOjBMGGbORcIxD9FKGZYzVgARSWEOym0EglDmhvSq61Tqtc9Tilfvb9cB4BvAyIzfw/U6jmGH88p8GLaZnnuepMOuFLqtJvJ0vBJ1nui2vTz5R8Qg8xXxUcpFzYLyjy7MYvfttHhj0MnNqnVwSY2+HwqLywOwWz6/r3KvNL7fG5c8ujU+++FCpLLvH0V37xrkTx8ZTLz87Hp0XdxzTtQIwdz65Oy5/cGXc+/qedMD6OHHm6Dii3/UT2rBxSFEjsoLp0z3N822W/JrDI2s6X0t5E/JkbtzUokfXSRlDofxHnlr30aKhv+151HsAsHNg9JcAzJrk0ztf4T0b9BoVvFmL3BXDbQMdXosnNjQIrWNvwrPo3dAyi43YLRvhCZSyKsxnvxDo+nv6WwtI3283SmGJJ+TA6HIOePAu2vbAFIAhL5qfLDaLHekvHimvZZITlsVcrltuvY9+0i/zzv01rjBp/i5njMqI1JhrjeRLdgAYTUJyarBTnY8DQRceGNcso1l2NOLRdjvq88unX39sD0BN1rQC0vc+nNEAI8mp2XWiPBNV2sQl1TkUO1fIbVh3hkAw3gAYfpxg6y3VtVuF59uIsOritKlZcRnAeLWluii9uosq9gRtCFFTHXTfvgNOlHWCoycmO6B4v06SZVFvTbk05RH0uB0W8hk+8uLoPQXw/JmVdK/cg2Y798N0dow/a0iX9a/aJBsa24Z2ZBiwPbhrIICBbg+WQycwtIFCwMX8E8PF8+iDJ628EdMcQaOar5zlUyX56/P2mBkwGIB6ieyf9rrYCGdZOj3LbVUuSJdPb+Tb/etQTgOQADhbJtPYXggMlgV73vXUK5hljo/5BOOnud0jb1znUP0yD0xmFoPOO9XF4eBIy3OkZLla6vc7Q0jzKiY5ME6K8/PYkI1rOjKahD0MUoDLgz1SC0RE4FsYS/y4/UBqf118vRdLAIDVuIi5X+cwTj3FK0Y9SyvA3Xel6zcxtAA8ARoBZ+TCpeExH7jNmRu8jcT7vZVR3kfmDxc4pxzTMdrgG3sfyv/QComumh6roaXpyAMrPuQJfiglpgaySuLjKC+viqYVYzFQmo6n2WCDZ3Ff3OJ9KKPlz1gs35EP1B6f6ZU2nNnImApwAYro2JSsGxCTfxhYFJmBvPta9/c4MpuTUWh92Nf+2/LAtLz8TV//9T0wT27xWz0wDbIgo4Ft8m4ANJMHpox5eyez0sYg4wnOXPh2vGya5923hYcv7xpffvT5+Piz9z13ezmPTkdUvPDixbF+QWciHXk09t3YO+6+f3O899P3xpVbV8ZBnbX1rKr2nrx4aqw9pZ2fhxS+VhLwo3sCRdqev31V4ak722MfJ1s/BWCmn9qZJIml2rsPCVW1aGnbgN29MsiEfzHckqXdCuGyk2nKvYBz4Td3vuQFLoWvS4ZWQoUNJDCcxc07AUwr2gbd5lqr9+ZfCFcg04tzk33i5d72vAJs/L3uwQtl/ZZ7pvmgeGumz59ZPDxnlZLB59DAMpuFQJZg1XCzTIt4N7Bgpbo6KndxfeG3arxEz2kaohGLC5J46V+thjy+HQAmJR6419a/6F86zfNSg2sqdifo/itnXhOAmXMPAmAwBKkGywNtEDESBjT8sp05+SxTbRW3H+OxzG1grA1ouvR456dAyU64BchkGlCQPi6zlFC4i/GvCcW7zS7jTOKkBgOAobjWEsBYtaE3iTvpx9V6mXjaFIBh5V5zXUcGCLBoWbxH20A5vBFPCh6ZCVx4rmcAgwv9UVXtJPCVs4tygOSGQBTl1x/qXJkH9wVg9Dnhra4+66RX9SkFpiIpS8Zz2It7BHqafkujPhvlzI09IZXDY1uAN6s8Q05AtqELcwBMljktpndJ27KNOb+pPD/ub4zHcp7nuRbaF3jhNz5EW9kKO0RR8LMzSZm8FxQl4DFMvvr8Bsd83kLJ3DqvwhcTIiTECQCoDP1aCqTNXsUnhBdvXjRAch+q1gCauHJnOtZrulVuBuDD9FNpfIZmFzs7IjpEsvd+HVomIIbwKnz08DreCNXxOKAb5PImR2b7tnhbwAZAck/nBlH0EOWyR3F/eI7nu0lWjFrNuoaC/tuirwIv7PbxYhm51NM51WqaQ+MAVoHwaWmrBiXtjim3bDwctWSCTrUYbLnJaJvmrWDnuD2u4ZSqB2MBlAIm7KFkNVUgBKELWOplWSlw0z5K1XVZPO8oqwAZ5+S0FcgIa+5q2kuJ08mu91MKIxfUNCcPoqYcqlVo5G8jByYN149p02p/5Ztf4Y+FuVhYjBi6J3lgVptdMYo7bNSye7kuy+m5hgjzkmhLY8JeiMYjiLqKkfGssPh1bob4FHBNUu4dvXz9WJWcvxiffv5hdp5uaCKkc1984eI4+JLyYA4/HvuurY0b714bb7/59vhaAOaE8mSe17lJx186OdbkgdmlukTe1XJLqfZXtsftr+4pMfjR2H9s3zhwTrpRnhjq8wD01/G+aVfTtsAOOwrZObh2RHIo2bMXFb7XGsOJp7ZhCEuI07vVloBt8ro8yXKjR5BBA51ckLkpsG1e7l1qeLu4tjxgunHafRSVEyBmEcwigo0F066oEtEsAkQPgQHa9vEq1mEJg3WIdWlHyCvkc87Ftup2rmxkc/J0LCHJgtd+GZO6CKtXjchwjdGAVjpJXm0AcAMYV8dng0zZhZ0AxiH50l20uzzrrZys7VueZdvMp/9fPg2AmcMg3+aBcWl8eyO0lQ3l6smb3Wy9Il+63abVvnlmNtJtxEBmDsc4eTYAxihSWViJb/M/jEAYSCBhj7ZR+5yI9N4ZJHouOTDkvgBivFW5hrsEMBxn0PAzHpiALX7aY4EXADemPTC1m8gegqwx09feJQTHlZLdMGDIIYYYZCoA44nYVsGmhw+zo4cTq3OQJUa+yuAX4/vId7/vFUHKRuMN4mcZKuJZqTETZlnJ4SER2s6djMueG/7juTXHMyAI7Zeet6bHzrnta5qpd94TYJMQSg6ZAxRIsYBjWtEtwO0yv8VeFwTYyeFzf7r//38CmNmg7AAwZicUQ3jCkQh5UwJ4yxBhCA1g6SyfC1Qo8ZDhAXpVWFTuUo3bSkIKVDUstje1cuRhe0UTKezdAtoPbtwbNz75ely+fnvcuH1zHD542KX6Dx08NI4cOerVJcrefhU8dC4CBa/pORgIh45qBWdhzxbneW4aBEa5dVn89r4Y/NfqjNv61hTqwkDxrPJyMN64WsInRSe3xbZUb5dMP82PBi2rSdTQPN6rMoi2ew0eA3z6x8Cs+KRla9qy6RBm8qx64bHEN+2FytPrH8ZX13su/5YBjDmlgPE8qr/Zu78tD0xvuy4s705a1mzXRefFWT8rh1oudH6zQ7ApACYAYdc96b6rj8eX738xPv/807HvILEleS+1mLz4wgs61PHY2N4vfXFNNWM++np8+O4H4+bdm+OpYyfHcxeeHYefPzZ2H5PA4UyXd3NcV3G8D66OL3S8BbKwporRTz3z1DgsIDS0dXtNOWW7bj5WLs2dsXlbx1Zo0jcOSo+f2T92HdMCghw0gLHyc1wCwekBdEm2pACMzc1ycTPJSMDaUsYCVp4MYIr7JrmyZv/X9cBYXpYIMn2jGJxr2mS2ylaSA4uuXQhSzSXa3xOKOEdFJ7Q2b21raYFz/T7NxmYsn7hS2XjJ0nWdtYaNd+x2wpDZao1OqSBoFhD/Jh6Y6k0vQIoEeGAIIe0EMOlEe2ayg4VE24RmNknUKi3SuSIOk1StlbjloihdjVYucn7aENvoJgYzAZi4+GPMHqviUMjHM2grST7r1IEpAOPAjXeukFQMuKHWCzVgyAPp8Qhs2QODcS3HtQgIgOmziRoI2HuiMeJ14RgAcmHYDo3aDgMHwHCdDTC0oIow7bN7yPVfsg0aAIORe6Rl6jY1ahgZhtohs9V8lICBCkrCRqWV7VVxIkIBkVLsy7Odmp6AJc3OlMQ7bY+GZhXqSF2aGLrM3QxgGlDwyr2EvqKcYtCndnaGsmqemV8AJzSdAIyEymZwIfzLdpbP9xjxEzFv1W5fu9MzNdVXcLXhCPrSA2PlUiGSJfDq4y9mZRSTx+rEgspYWM04lKT35LLY3xppbZpt3U/l1dTGKY+cvU5j3Lx2Y9y7pRiRlAl5McjMod06VuKQvG+HNUMCRZvX7o7P3/14vCP3+ldXLo8Tx4+PEydOjON6PXfu6XHk9IHssqhDHXepFga7KsSMATA+cLLc4rxhpVfGfelJc0iH8UwemKgjcpOa9s5PChWVLJnXiHWUpz0qDgJBCwesggi4SXkGvhZ8Q+JuyXvcRwGIXGj4z9/IXwMqP6dAZK0kc5yDbikv2BxV7R7OHhhuTVJ55sbjce/msfmtn1cD/LcAYObe/O28i+H8xR6YX7XlNsKzIQ4V2/ueba/xw614YBYAxrl0to85sXsXiePkUahUwOPrY3z1weXxxadfjP2H5Dm33dgcFy5cGE89d9zh1G0d/Hjlsyvj808+93lZp06eGueef3rsfVY6/Eh4c+u6nnt1aFv2pfHhhx+ZL3drp9L580+PU7/11Nh9Sjr1q7Wx+cn9ceWjr8aNa9d1gOTecfz0sXH4wlGFoiRI8sKwjsBT42rxvbAz/5SxdlxlHm/r/Dbsef0mv327B6YWGcxXt4M+Qbd4YVeiVKKyArCd3DovPiKO+ptEZMslD5h1Od7anqcVDwyLQkAEnhHGZ3ktwbBYlRx+G9O0l2VyGVWbO673Ewu8TIdlPiGElGueBGDavs5jMv09NxnqKvUX8/Dq2e+myH8sdPQK3+uflKCfc2A6LHHfNjnKYmncVs4VqjbamHbuRNcV4Wt7QjAEdSYSmtkToAQAr0Ad7gByxkXlSrztfam6Mc4VkTCsO28l26jzPAyvkr2ceAjAiauaB1EBuPNLMo4k3ZK7QP4KAAbvB1V4Idw38j7I3WBnj4GLQk4CLFTfdV0UQj/aHp5VMv1/sFAArU1DnICngMMGCgZ3rGIBaMVrTWPuaQBDn/DS+FwlXy8vlJOhtcrv4w0AlYyjPDMxulmht3aHJksQ2jvFun9PAjFJzM1cdRiR9+syUpSif+wS0Gg2jN0qn3zD48PXtsNm18lTtDTG7b1rzwFz9jcOIZm/OiQSMOMVWPE8pww3gMGzcl9HQmwpvn7vjlZ5yuMiBHn42JFx5Pgxbf1cHw/ubo+P3/1wfPnpp+PevU2FiLbHwRNHx9lDJ8dJFfE6eOrI2NivfJe797Uy1Wm9P/7xeO+D98fJkyfG6dNn9HpyXHjhwjh35uzYTchJ20RNPraK6vcRoZnywABMWilNiq9k155LEt064F2ibzLrmpT0n72PFgmUe0Xkdnq8XOirru9nWDYDZ6YwkhUMwA3eaPDCKx4a+sZZTgUy+Nh9qe+94OG3PDDkMqF7JjBVHDuDT0ulGad1sItilSezwu2lz8o3UwAm2hAQWNuo3XbGkfAGbJU3AAAgAElEQVRVlGZrzKVnJ1+wOOI1F7W+/DYFW11/4ks3E30bObFdoQ99x8LIrAAY50Isn+A7Syt/s7nGlA36Vm1XQMrUARu89GPqk2d8HuV8PZ+xWJGO1kGnBgj3xas61PHqx9flNfkyCb7K99p8cG8888yz48z5Uy72effW5rj81ZVx5fIVA92zZ8+NMy+eGbvP6Xni/90K+Tz8UrL35eb4+vOvxmdffG5QfvjY4fHc08+NY99VYtlTav+z3eP629fHJ/LkXLlxeRw6cHg8ff6Z8ZRCURunBYaUg2ZA73yyeF+yM7to7p1IZpdp8TODtnw+A5XojKZnk60BiW0otKp7soM2VEwu57cDmCmEtPPAWBtxAIz0N95Y8/rEggkNcY3ZKK0FAMQL4m8qhJQvZ1lcckpdOc1y0yTenVkoLH1ERVpuK7XAz7V3GjqWB2aZA2PkFjm3jJa8w2yBH6acZaEBzNxsDXAHa5cHJuClXfhBeACYGFYfRljnofD3NprVBiAr1uUq3YCncmpa+Lkuq/QkzPJjA2wAA3zKavaRtkVb+SkruY8QyE4eSsQDYDjBNCAkoScMNh4VPcvbqKmjAoDJ5zyKyrsYmz1d0l3Uo/5M17aZ6tJ4nCQEJ4QEkAHAdF/bc5KQDaBBNPGupz0BMK4NI6CkzwESTDBck3BKGXQEvfKGkmPCmHhWqhP3OUnOPWJ1b56ZPSBLN6ZFwuAjnrGArzp0TwDGxeg8HjxJXRcndJ4Fcg5B2eNTCaW9U6qNWdrNfT53yUnBs4etr1uXgU14K+MFVvXZQMswWPNgh7jgWXtNUMowN0qglOcUbmymrs9z3hMcliTe5MCQWE5Pw5/TcyxYO3JgzL8RIl9tkIxyiGF2WSJmUErv/l1tCb1+a9y5dXvcvnVrXLtxfTwQMH762XPj2QvPjYNHtCtPjpmfv/H2eEfA5OurX8tB8WgclaI+f+z0eP6558bJZ8+MAwfl0hY/X9Mhif/3v/p/x09//uY4fuyYAMxpe2AuvnhxPH/mwlg/pGR1di2xRVk1Mtb06+qVeDHwzBiklBwwzqJZh1qtJLzym1dxZsf2KFl+6u+2aM7xieKLEiwlcp+9djH6/rGSicmKKMIUBU3UR5wxKWWeLdXTCqq2Xcc1nVVwdmDlx88yW6VvgOH0pb6vNwHg+byNyKT80HH6hVST4lvmwNCvog0AlWMTqNuzrAPjVXjrar/aeqQ9VsauxLvY7dPM/G/0uujojA16wBng4ie5EiSv0p8ZwOw0PE/qyhKw8L7/XobkrAtZ5NBQ7VRyWDATn3mKiZl4wX1Cd1PRGocxNCZZ9sbjcffzuwIwV8bdzbsOH93T6+lzZ8fTp0+psO76uHb79rh69fq4cf26Fo17xvmnnx1PvXhijLPy2qvMwO47Kmn6yda4rrO5vv76y3H11rWxrXl7+tw5AZiLY8/zEoajav/T3ePSz78a773zzrh890uFZU9K5l4a5149NQ6c1mJStV88j94/nH34BjAmREK0tj1VzDH0SWg25ReSz2LbGhJV7kp9bj3PdLEYb9JkgeRq7P6sFkt65jIHpnk4nqzKgdlRnDLiru9YTDAGL47zHOsvwnblLVkuQLzwIGTEnPWOHsZGb+reX8i2zSR2IpTAlWj139YU8ACaGODrcQTA4PWh8GCSePEGlSwVeHGBTxbClczcOj85MKmR5po5Vss7BaTo/J2z34PMNr6zyzCyw0RhHLMDKeERDK64yMS2DrQbOg9fCRHhpShwA/pO+zBEfPI+vE/a2ODHIZ/+HgHVAYie6FmRQnaSI628zVS188a1aeJtIVlsXUcJTFumOfXUBt4UNZDJGT2clJxaMcmkL5BGTg0AxGcepahcE7EReb7nYEbokp1CPqrAFWsDCDinCe7yNkWPN4jcRsgTXp4L04U2ydsRrasQnkMxPMskmUNOPvsoQ5nUinesAL6mROHd2f0kL4ErB3OMAAEaQE4IUf3pv2li0QbfVpHCTqZywpYBHh45hHRmJmYIXvA17i6M0yGWb+bYLPNfVtydXtnO17enqA/+bPq3sWq/YvKAKu/CRma5lTTG0G7NXo2U8E90cMgj45vcxnrmQ84Y0uphTUmBm/K6XLp0eVy9eWN8dePS+PrSlz55/qi8Ly+//p3x/Gsve7v0WwIwP9UpvO+986F15dFzJwRgzsrdfX688vqL48SpQ3axP9DK81/85V+PP/vzfzFOPHVcAOapcWD/foWQzoyXLrw89h5XlTs8MChRIlbywOiEKuXQiB+VR+PKo8A1hSgJHs7eqlJONtKelfm74qVorzZ5pQQMR7xfqMDLDGTWdDaTY9kYdjNvFGg8VJF/nud7yxo2cOrnTcB7ajZGMdIdlgyg4v/yiNgY1jUFqOJxCe+192E2xFHqvon+lV5ie7u3NOsrQyf6ao2bRZrn3TJVHhh7kCYxmXCQBS8tu+1ud5lj01f8qq9LENbHNZhERc8QaWE4/LbGWSGP5uN+jV5u+ZyNaPc5/W8QmlmIoZ4HHRAY0Ob5sUEvN79ddtWntoScTUNof4MTzfX9fenYKwr/XFIir/K9vrzyxbiziefyjvn9jLyMLA03lcR+8/qNcffOfSXwnhpnX3h6HH55v/Jf5LFRG3tu6rHvPRpfffrR+HrzsmrFSEeyU+mlZ8cpwlBKjAfU3/tI8vm2EoY/+njceXhtPHX4/HhGcnT8e4fHo5MqjndAi1qK2ymxfm2v7E45wp0kj572dv+E8c3rmODa7VPqciEzGX8XGGw+7h15kYUdHhgz+gw47ZMpXm0Ak3kv/neeXV8T+pspqeQ9zfss69MywABd11oV8ybyYkDan5djOaC8Fyult6fBNAcveGLBV90d2+JeofT3kMfHM/RCOXLnWlClk0A5bSdSomHhgWmCRNSmfgds1oKouucFqnNgekfHJHlpPHkN84F8DWA21rVzgsHXCqof7lOFC7hMYMfzHU9N8itSu9mGSRW+emtyhIgOMB3x1kwERksQb/Wchhg+O6m3XpcBxguTHUbpB14NQIZxgwEMu3vYrpsTpbsNPArs6BBscUgGMMIhhlTcNXDnbKBSdg1wDF4AM4AOhZzaoxOFGO+JgabadkCIDypnZk6oNeb2WDqPoevKOKcGsMgzFrknppeBYK2QG8DYS5YQEh4UflOXBgATgNKhIvNpiG0a5DdS7ZCTaMD92/yK7ilYmNDDcou272cljTHVNcvChsv2npRDM4mIlSG8TR/Kvev57PeGbFM/8z53rz6XMXEfoDCr1F4NZdUI1awhzGdTIjhb4Vn5e/QRSNre0hZM75BRDsqm8lq+FGj58sqVcfnW5XFNuSvbCimhBF753uvjt//gB65B9MlbH4/3f/7xeO/dj8YDged9R/aPIxuHx+lTp8bL37k4Tp/R6lLt3b93d7zxV2+NH73xxjh69IgAcJLKz+jAu4vPXlAezDGBmA2X9+dcmCEAs+2KvppDgRi7kPUfAIbdW6nynHpHObEcEMBmcDwdttwT8GzXL4RYUURmh2gMv23+8vKmP2/jHt7jvz5JvZgp94XM/qeTh6MKazXoL6peSiXot0LzwgUwtQTJBWBYBRfbTjzQttS54PSVCq4TgBG9NH+PSgegO1IAkz7CJ7ORngAMuW3fAA3lZajFjrUUvNFucOjbmKEZ+1d47fo49v71qdk8uxcJzagd9u0Jgycijv4JfxeoXRiaUlq+ogFfy/t0SKzncf6xnNsIZ6NAMU8tUMjrIvQXvdZkcq0PgYNd8ppQMuCRQki7r4jul3YJwFwdH336wbh285oBy9Hjh8cZhYrQ/pv3bo+HyotZ14Ly/KkXxrGLR8ba82pDHsgHWoTturo1br91a3z5wcfj5p3bY1vA6LA8lc++/vw49qzOLSBkpZ05Nz65Nr54//Px+UefjLsPb4xzJ58fF156ZRz7teNjnFAivUDLo3vq7+ZDASBW/EotgIDkxMB/ql3AdmyD9MoVCWBLuHCquNwDdiJ8G/2ifvE9wBmNGDtcoMXGNw6CTNosCRPlPZclJQCYBgYTndWOgEFNT817LnOXJwNPmCl/22zSB5tc7DXMFS+Pq/M6v3S2A95Z6XGHseyk6efb7iLYuT42PTpkJQePvlDU0+ONXATAlJfOoAfdzPfJe2MnaPAG17D1O3Roj9R0SjvhSUhZRDMvswtpj0+F7gmZjRqfORxkD0c8Kng5Du4/6AEsi9j1/Tu9MDSCceenq7x6m5U9KFTzKkNE523LxFC+fBUh0utyHuNPUF9q51IRO+1SmwNjoPd4JMrLkqkgTyZhknW1uwQw7cHYQ58MYFIHxmCCCVTuA0ixz0SyEdd3HBnQFXQ71BE2JD4ocOPquKknY++FxtXerIASJj+5ABMgKWNNyI6EYuZy6bXwpBUDzTSPUHj86leHqVLfhtycBnTLRN5sp+6Kxa3YAmBUc6Hq/HQ4ib/ND+WJ60P9Urk51Wj72s4ZWubWLEFYA8cWFBichGUfJ1F8OHuFdgKYcO8yJJVnI4wxtF2hdVLwkzKKBzBgLdcnLm25DnjhEVhDzj/yokGrQZ3KfPmKinJ99tn4/NLn4/rN6+P+nbsOKX3nu6+PP/zjfzAOHD8wbn55a3z10eXxxg9/KoV9few7LM+cQponjx0fLzz//Dj99OlxUFtAHyov6mc/fHe8+eOfOyyxtfVgHDiAB+bseObcMyrmdXwcOKlq1xhZCpBRE8YHSgLas80SI8+hmWva+u9trWVQM4wneWAKVfiCopP5qOQ+cTR/ZyVW8mfMV5/13FjpiWBTwl4Zz8yMr8o8IM2OlYdHls+JV4/P02YAT977Wp6wAAUdTpqBTZRc25Q4f0rB/jIPjBEdHpg0FJqVB4Zw2ALATCMqQ8INdLE9t38zD8zs/fjVPTAVtvhWDwyetLiL2hhl8bHwxn0L2loas2yxbyDZHpqJdUK3MnaPdCbRYwHF3aqI+1hbn73aviEALQBz+YOb450P3xqXvr4sUCI+146k06flgRHP3rp9zbkwh7V9+uzJZ8axZwTmnxGPq/7LNnln2lV06edfjsvafbSpc5W0NXCclAw9991nxoaq+T6+q4Xu9XUBl0/HZx9/Pq4qlwaA8sJzF8fTF58dRy4e9e4/k0MbT7Y5/dqhzHKnmd3gZbVZwCW6tYF6c3GJhqkYNi2sYTovDX3z7gx8JnObm5ClMugBNOFjf2r21T/uY8BUe4t8XRVy7emzhBVwCtbkmmLt0nn2/DhmJVkkvmsAk8XcNzwwAPsFgHHPbYCygFx+11+FXpPqCPhxCBLxrjY83vLAtLyXnH+rB2Z6sAW7Fmarni/brO+cUwiJbU6LVX4bM/sOHDaY82MwSvu12uwlx3xtFFQbnjbo3N95Lx3acGIuz8aiFzCI4uwwRBBuC2ErVDweKESfs2NjTe5Iuf78nAY1CUUAIELElItnuyvhoQ0lAxvA4D0ASepagAueh67VYjTotpSkK4/NEsAY8DAul4KfwV1oKCK75AEAhNCSwJIAoncvuUhZwFWDkICNKBfmdNoW7eTenN3kcIrRTin4Uk7Qp+kdWiUZuX8CtAiZJSdoCYT8SD+2w3cBBU7YqgqLOw3XyqqY9jpmjgfZOT2ZtGWfui8tLB0a6mf1q49xqJyjVZ4K+Nr53CWv5RkBJj7ZeiGEzUM99gDCMpCehfTbxljzluuyBZ5QjYvY6Z5byn3BRf2z994a12/dcBG624rhv3zxxfGHv/8H4+DpI471Xv3s6vhn/+SfjY+VzHvy1Amf5XJ4/5Fx/sz5cV45M+dfflpJhWN89MZn4y//7K+l2L8yf75w4XklHircdPbZcVwAZg+r0C0Of2E3mvia7dOTS48+2wcjKYqHzUpxRTnuCCGVbO6kTS9n4n2KPu15NO3QH7364m+/Z4U181kmJ/f+op+VtqO3/etVootCljeAcdDOEwztt4WQprobtYNjCiFhXDuExGraYImxMtBCSmGSyNgiZ2Y5ltXKt70qf8JzfjEJVr/tNmsBMy1Oaq5WLIP7CL0wDupnV0FdfMxwfBLzNK65n/BYwFdQ4bR4QG8iBSW/+Zp/dsyv75318pJkLmatUN0uVUjdYrOEiniuCTCMy2Nce+fOePvDt+XBlNdSMrNHBUcPHFIo1d74Oyput2cc2Ltfi+Kj49iR4+PYicNj/YByCJW7uHnz3vj60yvji8tfjPtC8YcOHhtndRzBs987M3adUaNfa2v2pw/Hz959c3zy8cfjgbyi50+fG6/+5mvjyPmjY88R1eKSO8JnLFE3fdrdg3ei3K4ME9LwC90aNaMPWAjUjC0NuMsbLDxgvoQLsTUOXa56YBJqWdXfljOD5wD9IPjQ3jYk/ofcZjCgK13vZZ6aeGPyhHLDBDiAV9BpfoWlATHF4jRhkBOdsdTZTrh/gu70jtslgHHf9Y8P4jRy6pfAgvzjz7+hk1YATLw0O0NIscnxcsb34J5mfUPbiznZ9ZoAjIvdFIBZXdlKObYw0aXyJOwpI9mGamlgngRgeiXeoY1OnI0rMm13Ubee5ybs0vCxXZm/u26MQyayOu3h4dwfi6PBTB1NoJmz94CdDc4JUZJuHZroGi8QixwYwkESvM6nwUDQXxKZD0m4IFuPw2MExJRAd7gkyb3U+yBfh0J4+7ytm7ycDXuvGjAErDHmJM7FcDqvpg6CnEvbmz3D5r1KtN2Nwen5CYPNTNPzCa18SKXzRMKI/Di8Jo9UKzU+tuGW4mD1sxMgNF9wr0EXAmK6hmFDxzy/6dRz16/tmVkq0eadbwcwUaZL/mxR53U5pu7b8nvem2fqyAGehbGj471gJ0mc8VDHpsN7W3fv+v02ZxspwXD7wcPx2Ycfjx/+9Efj6o0b9oHcvHlrvHDu/Pj7f+d3x7GXTo/9h/eP25fujn/6v/zT8d77b0sZHx+b+m//+sFxWrkwzwukvPp3Xx67T2rL9Xv3xg///Efj7Xd+Nu7euzNeffWVcUq7lU6d0k6Mp5Xwe3zveOjDvyjyJy+LdyYggzBL3uPfdUlz6rE447sUoj0wJfQ7DBbXrCij3JR8G3ty6jm9goi5j361viqwbX1gDTzxYdvX/mz2AOSZHebKozqvplR46TxWi4R5zFN4Mgu8rsyp9X14vX+sRgsI8XkDGB+C6efRaJIGbRxIWi43d3gkhoPmOkRiEbOMw9/hm/bexcAHSBYk2sl2v/TvHsH0anCFcSigsVjaNm09YhY8hAlqWEvdQCpHJ2jOQDRGpud+Zf494Cwc+/o+NmQCOaUj6U4vtvr6yS7TJz3nAWF6ARAFsseuSwL+b3Ea9dvji68umU9JSXhE8UqFP9fE0we0Mw/v6x6F9vevHda5jMph5FwlgYQtXXP79t1xffOqduap9suRM+OMSg2cvXBsrJ+h2u/2+PqDG+PtT94clwVyMNSvnn9lvPqDV8eaCt2lZtmWPD9b3pixru3XOe7CASQvJlP2iM8Cn40pS486D6YcdUWg8BKGvhadMwPamKXwpWWkuJzLnZQ7e/YmOeG7BjC+PLyKnndJf01N0gWsrXzlJIuegOKBhaHnJg5TtQwYkBAyJSwTj6fxL1W3Pa5VANPAZ2Xh4BUf+mS2Pz1m8vNKXaQvpTNY+DVbxdnVsgYdaoyll4IXi14l96afPnWheufvlK3zy9IbqL86hPQkAEOuSH/e4QYfJeBV6aw8ekD/H3vv2WRXdmUH7nRIb5BI2IT3QKEKrorlyCbZRk11S4rQtKQZRejDzJf5NhHzsyZivozU0aM27G7RFYvFcqyCdwlvMxNAeo9Za+297z3vIVGGw+7pVkwWwZf53n3XnLPP3uus7UrWpfo9bioXTboZ+PkKyzvjSbXzj11IqfTqBcUso2B+cDGv3kv2xRkYv0eOA0VY1eUknAQO3HmsRC2WdlbZVdaQB+iWC1kMjJpCeiNHXpv3SiDU2zmgQa5iSARe+M8nLQFMGytOUjEiiwqOKDBAZF8IYLqwMNltGrcWaFZ6SIrDAZTuWSCGTA1AmRRtjZJ1r9wl8TWuWyoksTVSME771hVu3Y1VAlPJJAxeGysJc4kUQVVuELmY0kjUz1iC2Wq+tLAaj0mjo/kLDddszJoBSbZhSEDlxzuoyhou+R3eR5U9VoAyl5fcZeZSp7LB80bRQX8GHyPFQ+BDxfngKVT3hztwAhfEvXBcFrSjRHYX3r5346Z9ef6cPUEW0swSU0Af2z7s+H5w9h3bfHKn9W4csFVQ5x/93a/s2vVrqj00vTZlfR0DtrkXAObAfjvy/kFb3YyVf6vFxs7fsXMXvrCbt8Zsx47tiIfpt96+jXbg4D7bsWeL13xRbBB9xdHRmvicFDOVGwWQKdOxE3PvuysLZYVIMUhDVOt4XQaGpwmmr3njoGwCnS8MYFhN9h9KmXWXKY0BrqcKvbmzyp2oa4gq7kJ/cXK5E/ZfaVG8bo0re74n5R6/K6ONLFvFDPjONUGooBtBCMasjoHBOgADo7gErhmcX3POY8sgScovDRKPw9iWMR5uwbgmyBLl9tfdOA6Em7fiqQ2/3asvlXUATBVsE5dy3PRKBmZVY4iHFS5x3eJrJdxB/EjrJ543mAjt2JV04PfNbCsxAREbp3gHLwwdxtnXvNYRYxi4AcB3l6lXesGgtCxYKwDM3OVl++Lil3YL6dRMbqDubmGWJ+K+WtEBtY0MCeJdxFKDndGjoQik7ATmYhFFkFhPa6ALJQs6R8CG91hXDzZkPSgSChfS3BTcu3P3sX4XrA9MzrEdx2z76e22MryMTWOv3CbLcD8pfAAF8Cir7FHm9pyNDV2OlCAiHBdy5AOo9RVLKAypAxjfQPraklRw/MRWUlJT7l3XsLQAe4bVrsmQI7FiPu/Vj5ZFAKdginV0AJo6s5CG3WWaGUbqEcSsP7FzMZfacfi5xFwInIXsCJQ3ARjNe60zXBB4cb/HXCOVyPv+yjfWyVbx72jbVq2jCsCwZ5mv7/QquC3zIF7JJddAyhXwgZhxAjHiBAGbJt1/cMtRNND1nNEGJoEuDBjh0vD5QFPwa9+o7FPcoAJrA5BUMSGaGwblelE41mpw7BO0Uwxa88AlqCkNcmeR6ZPpw94Ekh2ofaRrl4inWWvggcI5+Krvwoq4DHGI4GTeieJiGJQrt4rXckn/HV1IHW3dmsuqDxKeSS4kMhYx2Cymxjo0JKf0j2wRGRYge8YNcQfAmBlq0jTwaYQr1ooARhlf4bITM+UujmR9EhRUYEJy7BObEfT6nfMgY51ZOmSqPAbGg10D1XIBBYDRjpo6LByveQ2BNAmWK8ZEwQkk/J5CAUtGeH7dhStlKTnfP0T7p5cYFYIsKrdSDhwc+jPkQm8GUSUD4/Lp7Fb+1JlNgllxP/EpD8+q0lQEBJcMw6FLDN1xORerlHV2Fge4ZVGucwAwE6g18ejpY3sMALMFadLfPfO+HXjtkA3vAOMys2TnPrtoY2O3xNDMzD9Tev6e3XsBUnbasZNHFBsz83jJHj14jPP9xh48uIfYALB1ANg9qGGxbds227sLPnxU5yWnuAGKnTVgVrqgDCGKdF1SYWmfEpR36sBUcO5fr39KsP4SA9OkuHLNuQKLXWnqWOFCBx9VtkxS5JrxUIL8nmbcYbj/JKgMpUdZ1COkcq9tREylf83VjsuYntl/14uUuK8BKWsxUXlvrszji6G9/d4bXUV5X24U/Hg3UK7fJDn+HKED65tqGOZv+Ud93ZLZamBgypGLta7bYDxEGF8fB3/mqvSSDIM4hTCIgTwCEDpLwOek1eWJ89n9PH4PsYOPXbQGunRdxSajWm5gDBcASDoRvK4Ow8hEmr40a5evj9mVa3fVjHcJEb/Uwb3dneiPhLpICOJdXJqFGwklKcCQLLH4J1p0LDPukM+p7EroTrjiuWGlu4quWyaDsAN1ZzdsFA7sgPLuxXF7tu+23UdHrXUr1jJbDczDFYzGqmsAL6y8wArDwh7aNJKNYCaSON5Kj0oHctwUc+KykDpPOkkCWQhlrBNnKnzNSIpCfpyB8XnQ1/KnEM1yg1cB2TiHq1dfTw2XDb2r+yUgJYgQVvX1xBL+FGOBH8kM5zgYSC0gBzBhOp3yqW6xuNGQO+kNbgJ0GN7M8QnZEb7nM0W18poidFmrGJ+wCY4BeEFnf2uk6L8q0kSLL+U41nuMi8b44JYjLzZAMBIFZpCmXl9AcYZrg8Zb46VdU/pT+Tff951RCWDEAhAIaK7pkhA8lXH09eKTXAYClzv3NEx0/+S5GGxcsR1R/8RdRaQL/V5yx8b78UynQMS4tuq7wE3EHD7t+CN+RunLAjDBgui+fQIVjAt6MwXSsy48uJkAJuucEASpEzWLuRHA4PxqPEn6DmOoRchxjmvwvZcADGNWAlilkaloOVw3QZ3uK5iHCkW7lq3BTgDJChxVTFWCCs4jFy0fx9+joRVjV+k6HwN+LiDBgGMKG8U3UXLQzyWwcLBVMzv5LHQ5KYAuniXvjddwAOOZDzn2+ez53HmN/Lx8rYFMUqehRCS/royrwMt0HVJBkzoWwqfrjxkKDpqWpuclI1I8lBlU0X388LFduQw6HHT1vcd34UqatE39m+y1Q6/bsdeO2U6kgS4jmPHyhWt29dpVpF6P2/OpSWULbd26xUZGRuzokWOq/fLs2SxqW4zb9evXAXSeCcBQkyyiSmQ3AAsDfwlgBrp6UaEUxfC2jljbJhzTT/oFypsZCdolO7ugMSZnUSnKUlO6xkyWJYHneu6ZUt70HSm5dJ1Qxlw4/Hpu4JlFIGYj3D0K3JXS4frg/cVcpBLmiV2ZuIs78ELoVJ2Tp6qAVrPi9sfxnW+xMxWAKVgcyqnmXAwSz+d6Sl28CVSbDYqeV545l/PQJ1Kfkn9eMC7+O3kpAYxvCmX/UsHHGHGsKu4n1htdHrxH126cg6ip4V4q+oQAACAASURBVLSw7i5ZFbUGEFHkRsJtcoL52FzIkLlRroCQHtiDglj7RiyU1wX187vtibHF3wAdS9D1HQOsho57QKuAacbAXL1ll67eAehYQ5YQso6gi7qQGcTmjpTlNVTh7QKA6UQ8jGQ42BC3DVEiQffADMsXNoXg+cW5JevEmulHVlMb55ifw+JtGdmMfkv7rG8U72/HJLNhKseqlywIngYJpUwi0ViLfWIGGB/G176yIZUhRwCD9aXS/SG/kiOXoWQlHcwEu0gAQ54w/CpVwU92Tw4g2QBgOB9aJ65jHYTHvFA3k01vdqHWIlOtS42Zk2y+PDlmPBvmyv8mGpBQuwzzsrofv16gLhdubRbjoBQ6YTyMrxIIcDWy2fw+m0uG3RHelwwFW8x4wlx38UwCxoV+19iLNfXzpQ7xgPY6ozKBlsZGC7SIySGA6WQdEmpBimtkmciVgcAnMSoyRi5IfHTucurA0zBypM7Ev9dMTqVc6VZZB8Ck8c0Ml9JwpRsnla56DUXlXjIJFVtE1oexL7HoG42av+8+Vq/fokBd9exx5Z/gyCvo1jEcqYzliiqytBIgaXQCAOW9qA4Ny/oTcVMYhIgdwCjdOgrg5RhzrPIeSubK3UERH+O6wg1VIcwl2JPR+QYApgYZntbtxEYCGvdbKiuKO5KQB794BIKl8qdhCpdDCcIagEUo47ymK1MHTWkY8pl5CcXpNAGYePTqpZzj0hiX75cuEB83n9Osnuq/S4y1Xn2Rk33hP/pl/H0CGNbiUZE2KFbEfduzp1N2G1V0b9y6YbcejdkimnUOIINiy+AWpG2iCN2evZqjMaR9jo2N2YN7D21+aVpKjbWCenp7AWS22kB/PwrioTjecxTFezah7/QhsJFp689n0Y4ARQjZcKwLu87tm7cog2n/XqSZ7huxdqRXrwDkvIBrhFZYdZkEMHwd/i4YmBxDP6Ebwjx/Ao9GX3a9u3eq2pUjAU7sXSu9oR0t9WToTYkt5ySMddpsnzvXr8K8XEuxEw6NH4bb9e+3ZWC8Eq9vRvSY+YyOIPwGQ1Z8af33ycBkRW03ZD7hJQPjrDbnH+83Bw9ziGR4ODo4DqzIMmS9vQ/F49hSAO0Enl2fsUtXboiBIZidx5qhvJOM7mSwLzcMBD3KsHPmW0w2Nw+4njJXkaW3uIRK2HD9rLCOEtKhaX/6UYdpGHFmazwGKdqLqNfUB1BzZOdR27pnu3Ue7kb1a1/va2AutVFDcDHjYjjf1QZbkeouBxIHxRcRwFAuMzbGxydlkFlL2fTVh42G9VsyMKHZUh3pNQFMABrfKNTrJb6SQus3nISzYnOcdfE4HQcz3omag+DrWSORSRe6Hp+RwMzDEMKi15fSo9csylp4YORxxBfkstQ1/VW6tsJBvoj1HGL0cl35U/sGxxkYd+/6qTRnDQxMAqT8PO7y8LZjYmD0WPhWlSZLkVRWjxvOZuNZKbT4Hr9fNkmsDTMVUAAYGsBwISV4ydcG2prnCoCRbgS6g5jVw8F2AJMuEaLNxnopvmGL/7ggYBy7WKU3K9KqZ0/BsqimC7sJeSCtPgsXiBZbUY8lx4HvlQAmx4gotV0AT7yFaE/ejZozkgUJIJXHJzDJ13S9lQCmBFoc55KJyV0WhVRuBSmbGozmecvr+VxzXhJ8BojhAowtcVk3IkS+YfPQsJAKGchds8aJAhkgMZ9HrsQioLgez0YAUxrNlI2Sicnrl+Alf09Q5c/pwNvp8BwbN1CcIQYsK4gPzBn7Dak6JI5bRnEt2TCCXQAYONTRImDeHiGl89KVi3bz4Q2V32c3aVbC7B/cpPRQZoE9Yb0YpHQ+nUTtC2RaKA4hePasSN21Aewm/uO99qKh49DgEBT0ij2Ge2ocdWamUeALnBTSqrfbAYCX06+fst0n99mGrYgTgO/fCGCUmuS7dp/zRqpaIEP6wnc+vpaK3UvISfNcNrNg6wEYficVTVxEmi93khWACVbEbzK/VLzy168BMCmvul5xs6Vi92f1edZeVs+G36Kbtwt8KFIZXcZtvAxgJI9hqBzA+M64ucVA85j9dn/nEyXL9WoGpjoygMarXEgZRKr5EYh0ZiUZF73vlrLaPFWAVbIUDAyHJnwLJYAhI1GBPp0b9l6gn+CAtaMQxNsNJgVM5OrEkt27AtYSvb/u3H0CMNGHAnWMRwE4wTpjVBNbfJHdWYP7Sdmp1JNYGz3d6AkG+V5C/Mr8AhufPlVAL4FLB+xAX1+/DWDN9PYhzgWAfn5uxmaxZjrB7JzY/ZrtPLjHul7rto5+rF/OJxIrZDt5X0qgwPWxVqnHvbq7z6BmgMZfAIa+ZD6bf6YAd4kRx7MA1DHWCjvgf7wQz5Xyo6B7n4evVKJ5Hslq4xpJ+cq1zFc9A5kK3rxYKA/RUJZRnkubCbwfmUf+HH5uxZbwc39wuZA8TMDHynWHYzPJURAYKsSf3+GrgBLPl+MYX9ZORTfir6GHqs1WjJNcSHrmWN2hD5SdyC+G7pLMamhjXfLvY6MnUAemjj1Iw06AoEEJ8FIaDyLkcoIqliSYihLsuKEMOpYAhgV0YuA0mHlzMeH5XipaN8AsSIcodRQFy4whB1qcsmCIQlhqlsFHln+zHkwXUr+zs3SZfp1KXeBGbInXrcnr0wCrGF4AmzLNmQCmQsyaHK5jp1uZoKPmkOigzYlRmwIG0xYAhneY5/06AFMeVwoAr09KNNF13s96AKkGhUFXNwEYKWwJjK+eaixlHDDWihZ1jFwtoCaDWC4wnqpqT4H7FBBRXaFkRWpWiVlIpQspnyPlowTMKSPrgZe8fr3gXwFg9AwgOhAwyHkjc9bCIld4Vrq61rDLU18Xgl0EHLKR4hJ2gs8eTtmFy6i2e/+qvUC1Xj7T1ORzPFOnDcLtQ1fhIgofLmFHODcL//4qXFE4x/zCvHpUPbiPlFBUSd48Mgzg0qeaQ12dvepEzYX5GJV+xx8/Rp+YGdUB2oYGdztRyffsa6fs6NsnrHdHH/ouocqy6rbHuo0FvR6AWc9IN8xRDlTx+g8CYGJ3KgXkNsIDa7kGOObaiYUVqe7F5TALif1OAAxNNK6Dvfz6AIabl/8fwIRbSLPjoDAYmEYAQ8PlhQK5PlrmyISAgaGrfH4FdZGe27WLd2wMjUufTMzaxuHNiEMBaMB6WkG1szXUhSETww3fAgDIIjL9CMq5hghQuuA+ZSn6WbCS44g5m3o+I+PbiWBdrpeenj6wOCiqinW5hFiaVfQgG+jvs9cPHrGtB9FT7BDuA2u0fcETIlgMMviMSsIogzT6DTEwCfxo0NWU1l11ldFOJiPsbaWP/pEBjDOdeCL5PGnuYmElo8Q5ow3kZxGvUrEzOobMTIXc3MUUsi8omwsuGR4NgcfA6EOGlQjEBjijvuTiJqst2yZL8ZUARrgpNh0K4qVtkJ3gvPi8fSWAObHrDXnM+FPu9GkAGR1eAphEPhSgMiUyDXH2p6lBRBhCVUcNl0oRA8NzKyU3MmdSqpLeS9BEMMVKp31dQ0KBZZyO6qo0gRe/Pp+bvXEQvAsj0Q0KX7sF7sjCTaYdGv31rHBKZgAD7x2VM7PJwZMXxHNmpupXFAxMou1Miaa4t2CVE8DQOHV2cidBbqcFIMqDoqsA55cAjIMyPTcnFiepgFQyQ/GsuWgSwIguJKUX4MLnzZEqn7N0mbmBIhbxFZhBvFWcC41J9V3HM4r5lXDHLjGAZ8mUlcDKAXWEu1EwE8CI+XoZwHCsqPhK4FIyByWAaWYTqp1O067Sz8UxTUPohft0Lo4XMAB3eBxs9spqYSNKfLDMuCsAG9GszAhDVWam3S5DnhYeL9j5y+ftyv1LtoRuc3NIt2Yw7tPJGTEpdA9ph4kJWQBj042Axm4UqXv6lJVIF9BR9yaU7RKaNm5G3YshdVAnldON4pAE1s/mJ+05e75gN9uLWJgRgCJW8j2y66CdePeUDe4aViVf8ImYNwAreW842L7LkY9eTITPrTtyfocMTGbFCHz4OoNpcPo3gq1dsYYLqWBg0jOjDW/s7lLvVKDJp8p3hfnT8Ef9tvSrZJL//JdkYCo6WrvRiC/QhtABDBwJ6wIY6oZ/bgBGoQocb66zphgYGTDoXMaJ+GS9HAPj64kVad23p/Po0K8BMJon6G+yl1w/M3AhAcQw+eMFgtkn7o/bxYs37M6dJ5DpJVSiHkWgLrONOgDsF1SFtxPfY+bm3PSUzaLn2CrmkO72AdSE6QeIIbSYnZ+yiadPxMBQzzn7znjGLusFyGEmIYFUB3TeDvQVO374gPUfAPjZyTRqZDihp1LrEuwZsy6xZLJ5rleSj9gestdyK8py+rphgTuyF9XOX6o0GIdGBkZxX9LbnjkjmyhdjffauT6+noHRqfHdctPXvHErl0UscF8wvLFwuQiQMTZJgE0L1d1JSljAPDHNOp6L/A0zTxVPJdtccajOdsTzZgwM5WTVi4Fn9wX9rs27wBC+wOwkPb8oBAc4And8vtg8Sz/FfShG1sfLIyxlmQUbtQFrZmAkmxFPc3LPawBwXu/FjV8gsxj8ZAbKnW1HB+jvOIkmKmIzxNqEAZXyDIPCx1DmiwwX41I88JcPXdGXcR7ePM2earukMhOI6ETkOkqx4z0aTWUOsWaKjKQzAvxJg80Yj3b2a8GPg466iaRnyGQsBhkB/KNrC7R8AjYCGQ/0Jc1Yd4FmwC93CFwsbCLp/CL9je5b1XjgH6nUDQBNvcgqyc7JGbuTDI+DGXdb5b0n+BLoCddV+ZkDNo6fLxIJhCyDLzq9KyEsQVhjzE+9A6/v342gK/gMTHMKujYm5WIqwUqCLA+6Cz3JMVXsVBjT2NV4FLyDqwRzGjOCSiqAkJlSLkrGoBnIaBBi3kvmL9/393gtHy8fNgeuLofYi8N142n07F7u1pN3ubqIlQhquxXuxxbQ4qtUtDPzdnvspuq3jD8dt8m5KbuHYnSTExOKlSIL0wOqnAHcfIZe1Ibp7+9V5sRzlFNnxhEbbbIfTD8Aj1xckDPKidYDdpwLi2h+tzijlP+NA5vQXXfQ9m7bbW+98x0b3IrqothVIjPfZxs0dwXgBJ59/qW3ZInrxZ5s4++MganWd0gJLxu70JcADLVZrGe9Fj++2XC5SYHTGeN9f4bqo+qbOsZ14EsAJl1I7L5dj09NgzcUUknBcFTvtylAGFQ1R5q/l4uh8RF+y7/yhL87F5LiMCRIHBuXZcl8NVc+jvl3pddDbr61CwkqZJkxf7CYHQtgM+Vigj1B6f6p+0/t2qWriBl7CBCyZv0DA2IjqaueLUzZ45lpuJU6UCcJQb1gY9ibqB0bvp6eXs1ZJ/oeUVcsgmGZeDZpszOz0vlKscbnG7tRdmBDLxKoARCwzJlhtBeVrE+/fsy6dyNWDLVixBFM0eWK33owh3AeiOmjPmKMi4rDhWy6JskBq1wqzbFXznb4oflTbRRklGMJhj4VQ/IK2W8UnPxiuLAKl1Mj0+/2Lt0/KnHglEXMtSY4GjiGXQzdp/uka0xeEHxNoCfss8Iegnlx4+wPogKAvjZzs6Tvak173I+vjbhvtS6oxzTlUVq1WEOVjtdpSiXg5/Np8ff9HIULKV14p/YSwHhJ/+adrPej8UVcAphWpSfXwKU8Jn/3NaKVo39OA2egrwOdkqougRJzh7I4Hc/jbp1OKPRBXbcBwAhgcHRjoirgxYJ3bNLh58rzecAw945uYBV4zEBgxqt4eLUMazItBBhMWxVYCmaGn7EgHuxd5Q7Ts/LmiELpgsDzdmIH3Y0dQqYBZ+2Z8lwOYEIYi3H2ejAOujROwbeTKUpDnYDBM6O8MquXweZYe0xJGcNUxz/wnFTsnJukiH38BDIlPA6MUnAkdwQjvj6re/D5cSOabJr+VgyMs0kJjjVEAlc1gKkYPj57MHIpQ2WgbrmA81o5NvlZ/Xy1+ytbJaT583Xii9d/6O5DvR/t6ryFQo4Zi9etwd1DN1Kr4mC8EvS9u/fs0oVzqLZ7x+4/e2L3JhGsOzuv56Ly7erq8YBHvDO0EZlEA30AMNPINnquoF26koYGN1oX/PwcTFaVps+fu6NusJsry/Pw6U+pzlBvF0FOp+3butu+9/3v2cgOVMHrxJfwjzR8OzSyGNTQFyJBCMbJMsSuih8na6V1Rr957BhzFMrXcl2W32s4VvrEwQFXE82+rkcQqt1mEwPDYOhGHbXepd0wUL9yHcZy4s6S4pRwO78YOnNdAMOLielnbQytK/8WpU9Qn7vTdQyE1pb0tq/nSnb/CQOYUBIOssKw1QDG17B20BUiDJ1SHK+1x6HnvHHsZFRK/cBNGg2+BjEu6ewe8oik9joQX+JZe2BSMe6rk4s2cXPCLl6+aeOT09K1POcS6nI9RWXrGfQ36uniJg8p0nifBez6WDoAul6ZQtDRZCuX8fs8gngJ/KmDyWTyZ8vGLdoEPEejyEW814rA98M799rpU2/Yhp0bbG2r7+dbZpwhZCahs85Y4wlg5HbRonHBq4BGWNDaOqcK8UObAMx6MplrUnJanXd9see7WjEyzCzmGIyI5qCer/Ra6FXzRe8QZdWNvjY1YfDbSJUEK5+yrww8ZA9Vm00ylAIHvuiqWjWR7ZZ2rQRMehTZJLeXyt7C2BFIqccYzu9eLWeTKh0iRZR6wBOBeNPJOHk363DyafiDmGgGMNwEJ4A5ve/ESwBGD0tF1wRgHHTw5n2hpCH9KgDjIMZjJ9wg8l9twHJXWBoyBlY1B/EyBqa9BWAgXEgJSlQRVwSG34/v0OkyoYvOCwXlsbW7iocw/ZoLynvwyLASkfN8zEiKBo1qPcDUaOyS85kTwHRwwmKsdCEBGHJ3jHAnU4PaBmp86Z+pnQDusQHAyNWTYM/H3Q2IN2csjUk1L76vCLQcQCOqFeldsl2Rcp73nGPjxp/ndzdSntPHzdcvDWIGnebi8SP9/vK1nLv1AYwDKEfXlAKnaAVh9Nz1vzxveY1E6CUoLj/PeysBTPN4pSutriBagxc/llPmrjr+4+5OoBK++lWkha7ML2qs25Hy2cqaEzDED5FOff3qJbt+E9lI6I00Pgv3EOlv7PYJWumXXwGbx0q6Q0jzHBoaEHhhO4LFJRTIo+HAGJMV9MKJG6DEe+Xb78IOdBHxM8/g82d2BRunLiCe4OCOPfYv/+RH6MS7B2wQrQWNBWWNKNonztejK+2KlYjParmqjVw55jm/Oab52UsApqJKaqVaaXYq0X9SDAzuTCSsWw/fA4Sm91KklTGunj+Ayj8nAONAzoHHPyoDI7XORq4YSqT1t7HwGG0a6q+staMNBrKQlu+s2vUrN1FDadwWsCFYBeheQFmBJQbPYz28wLpp7cTmsH/ANqCCL37FCZiBhHPhEMaLzQK4zIOhSV3G98jkDG0aQVzNMNYaMpSwTluxdnehsORrb7xmnXu6bXWjZlsd5de4R2eQPtkBhhHIKEpgPZi1QseBsqWwCkMpSx2i9E+FgYl5Z6FG6qhssO7MDG6WQCJsRbIgAphsASAzhe/I5hE4ufsoN6xcD17rUf9XA+N0IbtRE+bzwnQBnng8GR5+HLtEsSh6n+64AHP62MGZPm7a3XxjBub0vtflQkrDkIbOFXojA8O78liP2pDVoMHfK42NKz/GuCAXn0WI8N0V1ALw4mo1k5CuBBl3uhLweQMDwwFinZAXjCdpYmDoivCbb4jz8E7UnlGSLhsCmKwro9gIMhR0afFeaFhZ0ZCMjsAHfazsmYT4Gwh+grVkZ8SeoSgTA5qz15POjVvZIMOElG11h4Y/WIChNtoJqFRjJya/rIfDe5Zhw7kzPkg7x2BFyoAzzXsoEhk07YW9iJ+aURbArmRu+D2vJOruq0qQBC6l73Xt/EmwUjIh+Vka/4aie+xrVMhDZUAJruRaagQwaSjzHsu/1wM3eb7107jjcRrk0Rdcrpk8P4N3nelxYMe0TRU77ML7ULJLcBmxmWc7doobeqEFcTyzjG4DvFxBifSrd2/aLJozLiKAcHEBtSkAYLoARObRAJJuo02bhmxkyyYAElDgs55STdlnywYOr4Ax5JDMS3//IGj2YbAvs/bw/i2cYxYKHU0iUTPm6K599m//7b+x/ccPAkhhblCGnXEcrWhZUYLKaiopF7F70+duwwuAHHEh/EKtR1zv0MwnuqUcCOgF2q1FpZFBFWhyptB3kr8lAxN6Me9B8yR9kxcWPHMgUu1YfSPhaqB4GALxqJzoTFyeCMfT0JYMTOjYSkB4uP75dXy7UA1VuWTq9VP+1jhc6x9TvJtslk9Hgn4H2GkrdH3tIHFbDYXsON5BuccGiDefLqTKXSCZ8IuW69gxae583cI4gej6wUPlYh44hDEDHGmqCjh0gFSgf9GRehWbvdZhfL8DwH8W+vd2m927fh9VrB/ChTqFLu3LiB17garTg7YdrtW5Z6hqPTeP76E/EmJUVldmAfxj5x5p1Ct0z5Ptw7W4PsnAULMNbRlBv7ERW0L69AuwmqwrswP1lvYdP2CdO9A0tQd6lAYatV+sG/dCM7eEODfEvWm/RwZB1axdXlPIcmOTGZmV36MBwLjA+Fi4fa4wjtv8+vNgSCoA9EppiC+KyXA2Rg/90nz5evTr4rnwDFoPit2Je+ErAExFW/LUeka+j+PDheR7fL9uuaYqSQ+gJzCj43Qzfh03Ij6G/DuKSLJHkmJtqmwm1yq+qwrjkvdTnqeaAx/MXOV+WX3BxzlcURqeM/sRxBsxMGlka2P7sguJg8A4gRKslKBlPQBDip67TBqIRWZ3BEBpBgUKzqVhw82XDIx2xIqdAYDB7ZcuJBWQcwomgnvJwhBwcDOyrElLsFR2TE4Aw/uSqwPn74BWS4aEdTsU66Imj25sNUmYMAITun0Q5azeHgw6y88JihisqxgWMjyaSE9Hr+8xA4X9PjlVjQDGA403INaoAhGhLbzMtEfG+1h7wC/4Aqcdg1VyAMN7qJmpNEJ+rYiXkLIMYeR51nMhxQLK528GMTm++QwCtUxPJKhMF5KEnjUDcn4aWZgEFHmNXLTruYVKdoBzWt6PfxYLSqDWjYEXl6Lc1gUEtRQ4/jISiHmBnFJBcu7besnAIKAXriHu7ggmO/t6AGzabBIBuXdv37QvUJX33PWLtsxsZhjKORwr5g31WxYRhEvGZdv2zegyvRVBvJMANHALMdsp5o2MDYPKWVWU16dbafPWndpRPnxwB0BmTqUDHj4Yt9PIrPh3//5/sAPH99sLMDCMOaDLUFveMED+PJ7lp1A2HJHjVxU9o5IIn3+a5jTSElApwhqw5CYk3aCuwXx8s9O05lUUsl9PWRu4Dk1OVXJfwelOUMZS8ss1/5SGQMwkLxRzxCunNddsurJ29tsVvqthv4jgd262gi1VUCYVKzY3lYFIMgbnUk0LnrvZhUQmMfB+yfJJn37Fc+gmX/mjiXODwHL8sRlTv6ZELvGaWw3pA95nUcjObxhrWuvOd9FemdXlPQNLM8jabUGtw/N33SrPEwDGA6I9ZkU77EzRDWudAcKsVk0ZaJsBmMFJ2jaCgelcQBVc3OuDTrt36ZbdPH8TXdzhRurdYP1D/Xb42AEbPboD07Nss5MLNnVnHs1Sb6FA5B24jbAxpP6F/mPyBi+7CF3LbtLLYFk4Q9TNcwtzWCtgZvDe4ECv7Tu8z3Yf2WeDaOS41s3Gkrj7BQIrzHkv5pssDH5fnWOAPuaTFa1RYVsySaCbginBwt9iEhyo1OjEZeolF1ICjZTJUEO+xgIb1UvnFSLjMvxNXUgu/8wKqgFvGnovq+GxnZlFVW0K2F6DiTNKe8YYxK6ObjbffMTthYuHwczSMZQkrUcnBoQTmIlEmaNOk2DiHwCMu7PCrgh0u95R9mHIaLL8/GZVEJfyyiEnQyTXlANxHSuZ5r1FcDXl8+yB14FI6pYBuZt2EBOVPguNQ+WoTJ4wjDxdM/NSGhhFLcMwkKkg8JlHCiiHohOZHXzN61UuIS5CuWCy7D1/d0YBhdZfdiGRtYmA0JLJoeGiCymZA34mAAMDRaVBwOL0PavjqgKM6LRkWGjE+I8AhnFnZUBtNoXswAAvsxQ1BpgLijVBNpB10XNhEVPXQLsyw8YNi+++HSR5kK5vjjlBVDouGLxPBRHDF5w/VaaWBMnRd2ZfeYVZonbOiwOnVwGYPH+C53L++LuYJdwzO7iWwcL8Xt5/Rf3F3Jc1dXK8fxsA4/EnjYG8zXJWrvy8J11TijqVcg02HaA46q+ZQxoM/9eOHaMvHu7ukI6JnRznsQ3doFlYbnVmESAGvneA1E7459tQCXcKBege3Ltjn3/5uf3mygVr6WE5c0Mg71OlgnYAwFDZk+oeGdlo29GckQBmGpkW7Mmi64KhW2HjTKylBXTR5drYNDyCejKbpUefIrZmGawOaewb12/bsdFd9u//w5/ZkTeOWdcQrteFiaLhoD871yOViOQMH6mYorOd+gkF69VWfUfjrAaVWP0533F3W4y0lEcNaHL8+XlWNubY/c4AjMAETxjwivKue3atWvEguQPl8QFghFu0nmiEa2Yx10uU2PUeU+UO13VrlWmn8QkAU+2AIyAnM/eax6yUS32/xibNHxV/58BzNjxjRG6u3xLAKPOKBiVAjlgwGQuCD25uXG/4/a0DYCRS/A7BKNeNtIy/BsXjlXgLxouAcAP0bDuAxSSZRTDfA6hC3glWBIzM0oN2u/X5FRv74gaCcVdseDfaZOzdaTvRld12IRsJZqADWUKzXzyzK7+5aHcm7ql30dDGjTaCEgKb8K8TWXzTACvPsHGYAotDPcH+ZdNgb3AlBLl3q9P7nmP7rGuk3zo2sXUAdD0Eo30GunAB9wsAYyhqx2DeFcTEtNHIArywRQjbTahExD9LAEMGxvUXwbeKxeVmDbpBsi8ByDWPv9mhXeieG0qPR83dgLaZ4LFlzAAAIABJREFUAVZcWDA2K/TruVCn7peMJQYgAyODAn3DMVQQLxWJryOvLYO/8X6VrZWghBKWG/EqscLVFesXVwDGfV4vA5gz+86+YBXUBPwZM+AFwHwnkO6kjGdgnICUSWi5BDBe38XTohvdCXUGUJmpwsJ3DjrSXcWFRm3iO0mxK8wgUgVd76rsBrK4J7EnEajLrKFo0kiAQPdM7qgJRvhD6r4j62dowTtQUtdm3E+yO2mU2T+pB77ZJbgRHAQxRqIddTw2I627F4bpGaj+ORmiTSObbM+u3XAnLNrt23d0/72ovloCKw/G5dQwfZtuWRgj5vZxjrnzCTcX31A1yhAap//4XReiZtCYQLBZMdGwM9aHP86M+HjpOG2r6nOlZi13mPleXq+ZfSk/T8XosuFMiwOl2CHw/bh+KT/8XUAyAr5EjxbPmefNZxTbxeHQzsOBFRvKEbTKj1swCD5kaYCr/VCsx0agXNcn4tj4muB11BmXTA9doC+WIJPt9mz6uf3qk1+pJkxXb48toEDX/YcP7PnzqRjTVgTpotQ5Kuz2I7W6u5tupXm0D5iAK2kGnas3oTJvj02OP8L9LWsHySqifYiFmQWgeQbg1NbaA5nssg9+9ivbjjozf/yj37f3/vAtuJGgqId7FTi8AUG83riT4+GGmbLE1EiNm8AABz5AwTMAbhT1ahnAQVh3q9ihIo3D02zJJIHGp0IMB7jmLjehcivgh7rPV7SPj7RNjFUqTI27DqjHPHVMBY7yHHkqzpNuPhRd6b93gQl54uc8rxtl93QG6OJ1tSOU1a4YmFJXCdpFwEAlm01rq7q1lAEq+0ou48E5pFk8skI6sU6ZWpxrtuk56z8TTujuY1vigENQjcqfBilcCboV/zCOjm9Jvl1OmX7fgjRl9fXicaREmIkFg73WARlmQTdWdoskBq/yxk0jT+6TxnPRs4CqLqqjgm2cvZhmvSlswLpxLFKS11DvhfJCBmOpC8dhrjrGASfAkrQOQx67cE/jL9ALaQa9kO7ZvfuTyOB7bqcOHUBH9sP2Yh90Q+88ShPg/Evd9uhX4/bZL39pU+g8vW14r20f2W7Doxut7+BGW+1BbRnse+fvzdv1T2/Ys8kpe76yiPICA7ZzK44B2OkaQvbSFgTC9+K6YF70TDTUeG7t+DdEgDGZK452GHzv+KyB9QePMZY4aAPaDN59vLL4omaNtjzWgV54iAY/5ocZoiVgfqU8FNdrVFW1OKbu5qsuwTUf8q7NCMFYAAfF8KTM+NxKlJR55ZlHuu8EJmRjCP+5IZZLSV92aZNsBHANZsbZVXyeFcwpq/wXPZh8SdTXZZZYyljFYvGc1Ntc29UcaHul9VC+V6Fv1xL+/Gf2vQkA4waOPwlamt1JZW2U5tL/Pu+k4D1olq/NAKZCbon2cBzTThOoVFQ3qTyBOwclBDAEEQQmHNyKuhLwcTaDBjoZnMz0ERDBZwRbPAd31fzhIheAkULyYGIhSZ6DGR0BnAiq+EzMNupCBgp35jwnr8/XEe6WuwfgTpiUYeL7m9CzZvu2HYqHuHfvno5jiXiCp3JcYQYjLohxOhgDAjmyPLiHEsBUZb6rRVUb9tKlVYPMmr1wYXX0y7acVcNGPmsA0walLmDowIAZAOX5K1alWDwloFmvjo+zSzUTksd7xpQrirw+fydDl+6dksFLuSyZNI4r5yYr7GrMmJHDXh1caAIwzrpo8xGgt4GmlB2g1k7Zr491RscL7qUBTplehuLsQtbEHAJtP/rk13b+4jkE/LYrlfTRkyc2gfgYZUvgu6wSyqwKyh7BDM/BHSQDejt7hiWDcyjS1QFj14t00p4+VA7Ffc+xNDpiWzo6+m2wZ6PduDpmnVML9v733rK3vn/aRg+OWs8gCtqB7WnnLks0E3fOwSyQekUGgnQTtVm6yfgKQ7QGI9Y6QM2N8WJCB2j1FgAwZROEu9SDHP287o7CuPI16F8qOIcQQZbkROWw1gRI+ck3+r1k+Eogq95ddGcEsHGtwzVBnYHfxHQzkJSAzjskJ5iV/IXMcdzp9nBjzbVfU9jJNqWKLPYNuve8H42psnLcePjxtQFqRX2TdLF99UO7gfBu1wTjsWMOAMMy62sZl/aKE1WuPAIYxhiSMlZsB41V7Fz5XYo6QT9LHyFmRSnPlBk+C2NXoPPoBmR7DcSfI1xkEWnOYJBZTXyO7iGMKXoKtS1jfMGuEMC0ILNnqYMxJdCVk2QtAWbgQoIytZb7y/bkywm7jDTqB4+fgVmZtrMnjtnRdw+hRgtksGsJx+O2pjrtzsf37cKnn9nc/IztGt1n+/butaG9Q9a2BzGEnPPpVlt4QAAzhp5k40jDnrcjR3ajxcYOVNvtNevDfQ3iQeBepUwy7qWFqdNkJyHTKjrJdU3CnGMQhtuH1IFx/uR48vXVAIbgwGXRXVAcyzCqFYChE5Uuln+YOjAVWOI6VFAPrkYSQayksyu+jgMQsN4LKyCTfaKsCrQGSNFxPN6BitZGMp++VEKv8jscMo6nnt5dWJQhvIIb48X13YA7WhtquwAAwxCC7JrtLiycRwDGgZ8vI+UvCcCEQzrisMoFEMDq9N6zAEAl05I++trQlUwMF3wGwmrqtfhrw5rsSx0AKhzlYhLGM0TGQUOkOOc1+NkL7BrEikThOMWcEKy8AsCQmcljE9TwfCzdr10DXgmCNDcYRBYBo9LJmiryhdLMBwNTgjXZW8aX4DwCU3Qr4ZVBl20oQDYPQ0Ylye/QSPWiIBlrT8yBlWEwcE9Pj75TAsL1AAxnT+mtwcD4eGS6ea0Yqx1YjHsa+2YGRvQdDRINjZSjz1OOc+n2SbFIN1deI49tvmYen/NeAhHNnwDD+gCmmbXLc3mWV7AGscss76MEMAm0BD6p9KGkGEPADCFOclXyW7tzV0Lls5T3XQel18ZpvfvP+1xEinNPbzdSO1fsy/NfqqjdCgDfDFI5p1FN9DnKmTP2hTJC9kXLDPdBl2l3V7cYvwUo3/uPkFIN9m4j0qx7AJAX5lETA+4lBn+/wNhtQJXRVrAvW+BSYlO53cOb7PWzx0W9t/c4uGIMTZuKj/nqFwOjgD4oTgAYhfQ1AZhWGh8W9GKB6AAwLTBmhqBgfldxE9y108Dhde0F0sjJkMoohmEUEqhlUmMTysf3Tb7ipfTqvZJus9joltrIT8FrU9lFine5CapkLPFvWhzJCg0/mUUqU4oAFSKNi6/3BgZQO9dvzsBUICSeN+8zdVgzgMlx0BgHc/LSgza8kVrbAbfATKTEfGsGpjI6PpYqqCaXEP9BVqD3WtGZefU5GMVnCKZFoDlltx2ule6NYPsGWSoA3wM4aZlrBYDB5g/B7G2I+9LGhuAGh7SzASp30xQ9VqjGcdQxdNewcWlLr8coLI3N2u0v79vY7Uc2PjEFOVqzt84ctwNv77PVLViTaHK4PIsU6ftrdveLW3b32i0UtJuz3bt32JGzR613L2ojbcJmbw5M+kPElAEEPbz2CO5btNrAvZ88c8z20xUFF+4LBOm2svt0JxAR7q91BWuEBdWUgo8x7YwAV1XWrRkYgTefVF9HKYec73+GDIwYi1cxMHy2cAVm8TkHOLH2BJ5j5cpuUBw18TVTwwFSIAuvE/SV9LArAW926UCI66zcjAjkBctXMjA+7qkx6utXPl25oBxU+U/BwJzac0YAJt0c2UQxF321c45de05wGgWd7isADFUSB+hlZsdRWrIsFWjg8Vwc+KncOazBIqalZhhKQ9wBpb8eA0MAk92i1fSOY0OwgaAkIVS6VxQ4zB5FbLZIpsSBE3/cZYSFjsJiNK7cSQ+gGBPdASvsvIqqkxtomPA3QQpZmgWwL2SE6DpSEDAMWZ7Ln5EKmkGbBFbJwDAThZsjXi8zpTzNttrxVQvLgUiOe7Nyzvc52RVtSXBOt1sBVJu/V4KQ5l1HM1Oz3jVTtFI+3Hfu95rAqWTPmq9BAKMO3u4PqJ67BB4J0nw3TeaBz+W7bAIYjifXVgIYjUHsQJpBlq8GH+/yXurj3bWY4+n3wV015pwuRbAkzEKiC2l8csLGEbPCuCU2YnwO3zznns0btcPgP7AvlB+2D2BzumvXHyAebMHOnn4dbqMNYOxu2ez0M2RpIEgcgYtDcFEyvmUrGkXuR22LAwf22OiBUese6USlYASnUxlAVzPiigrAM4BeBjDKDKBy4SvHTRVHcZx7LZG9wUwNHMDGwKnMAYwMlD0/W0X7XrllY00IuEhYg+3R7rXexJT64OUxL6Xk5d9zHpoZmDy/ghGl65w+17X4DJr0UKK8P4EYKtiaZakBUCjWJhdSpcMK96PkUGDMNwClXGp3yZ03dq3JwOhYKm75J2RFwjp+1XO/DGBKoJcupIohaEKACfoIWhVKTdBOmWYhRbdkmmv4gRD3AZmGh3PxwYLNPZhG76Bpm1tasA39qPi8E4zyjkFkAxEw4EwAMIvoHE13UweaM7b3gG5hvAjPuYRXGjvG7QDArMHF8wKv7fMAMKB3WgB42mZabObGtF0/NwZ3OlpjzC5Z73CPvXHqsO06M2qrmyB3AMgLj5ft7vnH9mjsvs0j224e7QL2H9hux374hrXuQuIHsplaptrs6aXn9uQB1sxz1JYBkGEpmFPvnbBth1AXqRvXBUDpALCnS2wNrqMWtg8gGUAAy40NxkDzoxpJbpfT/eIzW/+Ucrg+A8NzONjXBFNlydiHROYcpQvpt+iF9KrNYcN98pIh+p5xGPfUDGDcGGjdyB66IEuyFTmoxUSggk+0ZBzgxQfazEiuIzZOj5dgW+wLA+OzfIMPhAMYjg3Pz4UC2UwXUo5XAMRwdvo9JJDh/WITUD1gPnjln/M3Wt7YdUoApmQw9EGT8i7fy0ktFRR/TxdSycJ4VHzN8Og7+l8jgOlQMK0b2dw1pcGq6qYIDPmOKgGXAMgrXEhsAVDdI8cizs9dKyecwEXfF4hhjI0DmAyu5TUU2AkAI0YHRoluIoIW7hRWUHmSboKhoSGUkB8Q6/LwwUPdz7ZtbOznLqHK1ZWByeFCYgApgROzwOixcgNZAxhvBOmqujldeD0Q0yD0BYDxujCNgKL5+yUgzWDanPP1GIzEy8napMvJ14aDgxLA5Lmar5tymQxM6Y4q5ewlBiYqnbGbLV1eAjDh+3aD5nEUJYAp7zXPzeDZVwEYX+S+FlIWeQ02fiSAuYuquucvn7MLly7Zwyf3UIW3H4G7S3IrDqJXyxC65dKFSYPClgOUA8oKl8D5L8ZU9O5f/esfIVW6BeXWx9CS4B56IT1HzFenbUUTxzUAiJG+YXv71FnbfWivfPwtoMoVRE8amOmh0hdUIrHTDiAD5OEKhCycgB6nxP3bq1RiMvD4B5dDG40wFRFxO55Pio3jwqA7GC01uuS8khll0DofgLR8nMNdbT7vHKeXlX7O8le/ejp7UfgqNkaV7gm3lMtQAWGC8iaVTRaGQagJYDj2FbtL3RHnX2OVbmG6RgBWF+dz3ekd1AVhYv8T8kJAI0Uc1lAqvQYwCqj/GgDjQMX1Gf07KfsZVE7wokaH6tHWNHYlYyDD7MBNyhXzRNeJRkh9ivAuPOgtcBXac4Q83UUROdRleY7u6s8BUroQezW6a9SGdozAdbkMkIBU5mcLNjOF5omQgZ5hFGPcMYDjUN12Fp8/Q18vbN4IFrr7uqx9OxjyrdhELsKVyuKhTEB40mrPrk3axfNX7eHdCch+JwD4NjtwYrcNHgKzMgD9i1ia2bFF++IXl2zqyaR6k85OTtqxo7vtyB+ftsURCu6idU522dgvx+zm7etgvrsQ+4WbWuqwkz943YaO9Elml4FWGCCv+WAaNo2uXEgOYNbEwOB3skdhoBXvEbi3HN2vBjB0yWGuKGs06Jx3bhADwPBF5ITwQnzOch7hzneQ8+qfZp33VZsA6aavAjBy5SQL4nZYQiGw4TrSaVG/V7kVceMUI7FU2kvyfQcfFbDhdyLYW1IfDIxsfQyEgKL0Z+hiimIFYHzt5DEVK8Ox0dKOhwIb+BKAr4YuANvrO08KwJApSFdNqYyaQUoqkzSWabjSUJTgRQqND0vJjJ9y985ZzusKwMiVg/+Krso8fwKYdoIbjXkNYJSSTQAWrqgyBqYEMCkY6gqNGBhOXMk6KXMngopd4TnIYi+NF6ssZubMzDAKJ/Ea01PMGcTihouINQ02o18N6xPcu4PYlwAwGTfBYzJ+Rgo6AEw2jsTepQIwycA4I0EGxktflrvSSiHHWDSMqY4OgxOLRqnLTS6kEuyUc9lM2zcfl/P/6iXoFHizC4nH532noSrPwWdNWSsVSLX7DuOWYJBC78+UIAW7QQJCBthxcfG/WLw+djy2NBixOF3r18siFrOzM7F74OKLeKsWKO02XIc7sBl0yb187bJ99PHH6Lh7AUW1HLDQhbRnzx7bjYBugl22Krj/4L76IVHeCYpvXn9sO3fusv/4P/073NmqPUFBvIcP7tqla2NQxi8AgBFLBZDch2ag3z3ztu0/dczakX3E4EgqjA4qZ2RX6EdrDL8XMTDcTcmPXDEwDmLk9s6sCypgGjsyczyecQtQGp7VwF38ms3j+1xH7QQTqIvTAsCjYFaCGhp/qbgavJRj+btiYCqZ48UUv8BnDUuggEI3Ir6trhkY3VtkaH0bBiaNDL/jO1aXNcmR/ido6OuS7tnY/X5bAOMYhDKWmjsBletw6aD4/KsYmGQDXBpwPwSaAb4JJlbAivDfBmSb2hRcNg9Re+XuI9VlmUYQShdcmzt377GhbSMoHbBqzx5P4N+4TY+jBhLwyMatw7bl0DawhwhEvw8m5OGETT+dxoahzTZuQhDt0UHrPASXOmqs0J1EXdrxCPWSLo3bb86ft4l7z2x44yY7dAqp00dQ338HNCBcPV3zXTZ5cdo+/JtPbB5B8UNbsAGYnUIvo12291+csrk+lglYsZ7xHjv3N1/YxZvnbAdKErSCTupcHbBjPzhinQcJvuHuQi0mNiUmaCHzIrc5AL5Yg5KBKWJgVMBO4LTx579bBiZWq7zO1A6Qu8y+E9Zm0HPuC8ScUAgxfgCmUhwJegi6tQZVTKkCMFp7UWvAGa7AIvimNvLhllKiBV17fOV5CGaCuaw0Cm8IuuhrGZiTu0+/YOE1GpdmABMYvoGN0QVi19C8w+YjptFuNoS8URpldh1+gREkMGiB353MB11ArHfBVymNgsatmBYCGQRLaqkH+MhXBpn5+WtGRc9DMETXU9Vd2o17VsT1NGpPZ9bxEVTM55CRpWKn4ooYGD4bXUisHTM3N62Kjr29Q2jKh4wS7KbpGpphsTIM/gDiHxRsCHaA49vBfjqk0XIHKIPsgajZ7ZrPsKK28hwXFtFjHRgPjC5BSonSy7FgcFSCgwRMfN6sxVKep3TNCKRI/7sxa4wIr43TS6yNFoErTYl3SH/JkpXXTDCUx5WAhQDGwbCDjTxfKWP5rH5OzhkRuiufrCycxiDBS6omAsHy/up7yJ5RPEcNZlhjRemacjFl2QAGcbMbLmpT4D9W6514OmF/8X//hX38xa9t07YhpIouIqh7wU4ePWmnjp2xjgHWBHph927esUsXL9gUFPQ8XEgPHy7Y60des//4Z//WOqEHFpdn0DNmzD779Se2wAq+WzajbgbSrgG2z5w8Y28cOm4DW5CRgcZwLLJHBSBFnXuDBBMC3j4n2vXFAHktCLyHFgTeMM4PlJ+f78+wLgRcm1iTbJvA2g8qRMa6TQgwNqRtM4hTyUp0Ocf3iYrENhStArSzpWxUVjdn4atfS8NRz1uY5ep6vhaqIn2pBEMOZfBjI+67zKC08/tS3TzmFQyMYmac1NYuNJ7BFayk0sFFSGr+4hvZlF2+Vj6Fr3n4BNdpRhvN6TcBMH5juDovCfcOgTz85FL+NFZrdKsw+3IW84p4krmHszb+6JEtLM8hVR+1rFBvZfuJrTa0b9iWHq7a5I1xdI++a3NPUUIAn29DivLe1w9Ijz64+MDuPrqFlOZx6ag92w7b3qM7rW1/iy0wMBxGsAtuKptssbtI/7+AOLGnjxZs5569duytQzawE7p6G1sNoGr1+AZ7fHncfvLLX0FvPrdRbAA2beizvYcO2sbv7rD5fujOCcjbgxb76d/9zC7dvWr70RByuHfAtu49YFtPbrf2YWYHeiyGl8Qn5vGx8Cl3ho2fS758Et2GpbZpktNvBmDctvq5aLh5bvku4wM/u+Tmn4oLSY/tbG398D4WGiwx1yHFSnl2cN2mdGzaxMhO0iO601IfiHnx9e7Dm64pApR6XqSTeIAqIRP8OxDi5imZKzchMU+qtKLBrdeQaFEtNl27hTEwCWASAKShgbrSgQ2Gi0aXgxAgQrdL5cmb50NFCnUJYHLRM6aDxp/RzkxHbmnD4gFoIHDpBIBRG3Yasbgmz+nxKVG1lTdcgBf9HgxMFevC7CMCFrJKHEgGAlcAhpPn1X5LF5S6UTOMl0G8pMY1j06HqwaN3kMRPvTjIFPkVYK9HPU8gtDa0VmP2Ua9yCJpZ7lqGFd1sCYzhHN0EiByV6vn8XM50PBOye3c1UfKNONoHIyxWJ4DmGbGpRnA+BywpLy7U/LZXJSYkCD/VDVPJSjIc+WiJletHXkKteTbFXntHvDsrYphS/q0il/xwLlmgOvgVFC+kimJK85P2eB4lPez/nOm7HkRQGd7yJg5mGkGMIGpcBVmfvk6LcGNlwsoCzbyhrgzcQCjxnFxEt+Rg7GOHlWd/e0Asgv2l3/1l/bLX//cNm4ZRL2KaZtGnZi3T79j33njHRvZsxU73A126+o1+xhMze17d218asImJ1fttcPH7c/+1Z/YNtSK6UKV37v379jP/9tPAHLQ2Rrupwm4kxjUf+jAITu++6Dt2rcbzZEgM6i3rsXPcWR8ZbGh0O/8hGyKP4ov9ljwL2DIpGzVodRjBsQcsGMvYRkySqyXGwXIAboLG95nHatVti4Ihou2XzYh5MqzlwIw8YIK8tNA14on5rxB3ho+rf9oNiCV/NHFqlpHzpC6XglGRnouFJ0MhrsK5FJKHSaZdWPjPpdad1XgWnVOGuWz5pn8/LJR4bLJHayjxhrAqDCddOIrHjLeLtdWzUzmlwrFnafJeiUuyNVGSw4SZnkwziWYOAJL5BmohD7nvQWl/V88a7HxO+P2+NF9eA8R6ATj0d8/ZDtObLfeff228mDVHl54ZHfu3pCLnPpq9MBO231mj1iNmx/cseu3LtoU4rUG0E394N7jtvvgDnuxE2wdaie1E8A8BUh6sGQ3rl1DBt0lm0HA8KFjx+31949Z5xbwjUizNpT3b0WbgVsARB98/iliB2dsLzq0H9ix23Yc3mvtR3ttBZV02x++sKlLE/aTDz60e+MPbe/mrbYPzOXo0UMI8kVrmV5mm0V8o3QJWxC40UsdJDmgPAvA5DxJINednK8GMMX3c8ZlUx3AKMumyJTLwnT/n7iQ2Og1mA1l6VFkuHbVrqHGLdKHtA9yxYfriEXnRNfyfeIIKlsKfWx29SsH04P/3b44+OfX4GSDGuDaDFvCMQpl5A0k8Y9sGHWP6sYQhHITJaXuN4hsyWqh5ZKg8ikKDLYwC4lp1KVBr3RebIgbAAxOvN6OvtrpNdWAcWOR7QNYkZbFJgBgKGgoQMFUahqEThhruZFiF5wGM91HSmsuDGkaRynRoLv0DMG4EKQw8bpkZapzrgNgONFiYCJYMQEMGZoNqKvAvxnHwLoyvCdmlZAtmZyYRtAmcgzx+bYdW+A62I0GYwMqmEfcysJ22rGSfWFtGrmQguFZB8CkwXQAg51+YfBLIJMrr4o9EYLO8xatGHAx1sP5NgBGvoYmANPM2PD6mgP+J+F0liLBQTNbk8c3a4z8ztcBmOp6AcSySWPZ00lxHVxAjpH0k+AjGZi8Xn7WCGB83aQdynikjO1yxcZFwfFE7OBgJxTvov30pz9FTZhfWO9gtz1++gR1Kp7ad9/+nr13+n1Q5nutc6DDJsce2Ycf/tIuXr1sN+/dRq2XVju4+4B97+237PCBfbZ1dLuNoybMhz/7qT1+9lQdsJ+icikz2oaHhu0IUktPIOC3ZxNLrgd4pJJWzErsWIRoqGccoDjgpAEPw8v7n4t5wvdYyIvppavcZaF7cAuM7mo3XKb9atmLeAdUIJ5CICUM4grZUpyT7lf6/lcjoE/jKTeVK0jeQG6a1jcPzRLQOFfl/JTzJ3mK56PMlSZev8vTiudjnA9HJHfk6ZPP7+u76zMwipli+XVuTgKwV6CCeiyEQ+o1ASFvK38vHk2uTYeS3/Kn8RvfiIHR2k/+h/qQz8FnxB0wLqQT7lC4MVueAsY/WUFZ/3twV95TM9AeNAvdvmWHbT6OgnHbkYhwZ8kenAOAuX9X5+wZ7LGth7bathNblPF2+6d3EPN13mbg8tm5e5cdPnrMhvcM2fIQ2m7gOhtQV6hjfA3ZQhN2bYwpz+i+DhbnBBosnvjeMWvdiKkCMDFkQi1fn0W36nsoBnkFGVHTtm90G4J8T9jwkW22ghgZblAWcT83PxuzLy9eAaB/alv6+u0sjtn1JmrJDDJFumbMxIRI3t3gZnB1JTtk18JYx06m0lmpr2q98LIuC43iRjznXV9wY/5PnoHhfXJrIgbGQZ6LdAKYcBvp40YAUwFxYQrf0Pp7jDkL+8Lf+T7eVf4sz88/9I9fdNSkWBylVPvbcmnnsRrk+FtBvPH9XEnNDAzrwNDQZr+gKk6BBinZkPA3p8F6FYDhd9OFJFUWCDdjIqrqtIxxwfmXX8wLwGwAK9MJFiMBTO6w+P0KwLCkf1H/I+9TKqIAMFVcC7tIq9quMzKZNqyYmgimLVOueR58IndOInOyPx0bAFawg6bxYr0XFq2jG6wPtQeYDXIHKYIXL1yF8ZmwkydP2PvffdcGegeRpYQX7ykaAAAgAElEQVQS1xh/uYdE2+FZ1ILAAYyzLLyvRgYmmStV0gWA8ZRKH8sEK+ViK4FCpv3lM+uz2HVkoGXJiqSxqOeJBoDP3whgykXdcD2c21PRawNZA4Y0MQF0Atw0A6E8H8fi6xgYv3eNRrA7fg2XF6cFuCBkgmKxOq+eU+pUUQ2yYpHJ1Rjnzp1JlIchGGAgaAYEC4DjZwXulk5kD80C1H7yycf2xblPUPZr0e4jloWp1KeOn7a3wcAcfOOoDW0dsumHz+2Tj39l5y6etys3r0Mwem33jl12ELvJN46/hhYBh5CFNGuffvgLu41YmHkwlNPoEcN4Kv53YNsue+/779vA9iFVqJRhxS6pDUbDi7Y5zVsZV7lRPOOAY5Fz2Mr6GDTydLWw9hBAzAoHbZqVYHFmGJfWjUj7B0hankYG0jRcYAA7q3BJMCOPu6d2ttyIlggCTNRE2oUVimgdy90sb35XL/8074ArXSJ96Mqz4SeVpIAlBYDpnD4aCXX0nWCFpCtfxcC4x9avIRnS/7n7jc8XZ6wKiAkoSaz0k+STmDGVL3jVU/L2SqVeGgVeP9il5nEsNhY5p45aHbAwmA5xr3Al0ZjgFR3UW7u4WcRRzzHXj1Zt7OIYWmGMIS5mzbZuGUXxzX3WvwcFNwdAuI3N2L0LD+0ugAeZ+REE9m4+sMWGDgwgMLbNbvzkhp0/9xtbmJ2zfWgHcPC1wza4C18cQawNrtHxHOAWbQGuXb4HoH4PsS1TYpFPvHnCjrx3yNYGcRBTusdRfffacxyHuK87t2x5cdoOju600z88axsOohEjNodtCwDxOObKlzfsPmosPUORyEHc0zvvvmHb39tvyyhO10Hdr6l1l4Qb5mAeClnhUKhQJdZNqQPLwPFqpnI+ZWDXkTdOXcp6LDqHty+7kJKu889fXhTNzMxLbOorWCLNPeeU9yh59puu0qgFAuJ+HGG5cArIF8CgBDAC6cFSKQjXgaCjjADIbrw0VFkILwvpifMM5t0VcAlgNC2+tiiM/Dw3muqdFEtIp/Z794KLMRmJoJrn9+z+t/TspfsoFy9p6Gq96NndEKsiS+yEdUPVrthpurphYj1hnp4NFynSj1fVAZPp5djhNQGYpPNLalWgAwCmG2mofBylOgftz8cGaVoJmnr/ELSw9ksYxUzVru6zuF+lTJO9UhEfxgF55pIDDHaldrdSMiN08TAbaWhoEC3eFwBertuvP/pMlXfPnD1pf/gHv28jg8NeQZhBTjwPBYsMDBtFyv3k08JnYCYSM2nayD5pkdFY4m+BL7ZfKLIoYqybgYz6XuD8khl8v24Wiecguo0xqw2/A4D8+UYARsvDF3QNcnmfNYCpa//4c5SLP8e0Ap4xB98UwKScOfNSu4z0Pv/JYHMBy5vqC87Xmd+zDqr/dqCVLq0EMEGzanJcKXoHbVeOeh4F/UEe6KqDYZ9B48Wbt8bs2rVLyEoaQy8XKG24lbZt3GbH97+GwnPfhf9/FPEE0/bF55/bFwAwV8euIluj3Ua3brPBrj47feINO/vWm2pYd+3il3YFnz9GwO88CtX1dKHKL1oZbB8csT/40R/YENJd3ai6AmhlawIp0wZ76FugALD+1C7TTJemcWQZAA4V21wwZmAV5dXJwLA+TCsYI4LClacA4QA8rUhTbWHcDWsU4VgG44G2DUXorwQ8WayqAiAx9jnHktEIxq6Eb51f8piUId09Xde4J2ZQ1UCWMubUtivymOCQBa6yNrqTQnc5gOFxZEdKVybnPQBgwWIm0OX1yWJmQK8bDt+1chwkc4FUKn0Zhq3aOHIsmp81v8f756fVmnzZ0FVfXc+FxHGl24S1fDi/SIFunXemibFLhgwkyQiKwa2gnsqN89fVy4tM3s6dB2z/brhsNgPcdC7Z/E30JLpwz8aejNlA16Dt27fHNu/abBu2ozkigsZvfHTVxq5cB+BYskNvHLQ9J/Za13Zkxw3hOoyVwPnp8rl45bY9QEZRB56JxfCOnUH69Ju7bQkp161AOq2o/fIUQb6XL9+0u88nrQvBv8f2H7JD3z9mS6NgixYRs/O40259cR/num5T2CiswW5sQxmCN97cbwPf2arA5E64zKpCgppbPCcr0ApweiG5lCdWYW8GMDmu6zMwrouzBUM9pU3zQ5lhWY6m7tWqxyQmCMEY/DyZm5CFdQFNJd+1TXvVWnE5fAWA4TikC4mSQLY2sEB4hmrgTbAssM0eUTyhW1WJZ6xhdZzmcybAkX6NpAkco7XPGLkAMAIzAaC0PvjsiifVSeSO9CWIi8mF5FsDwbzccbmq9+NybSQDE77bljf3f0dAnROYjESFAmncQ2lLidBABNpv3sknQ1Au+nLHTKPKopCsUisAQ4WEgETGvTAGpgsBq2Q23DiHstU13bgQkPSg5wXvJ8v/+zW90mzes5pBRlp0l1oL1MXydLw/SMVoKFBXVSsdmGUrghwPuq4W2a49XEf8OoM4hxBwxsZiN27cscsXr9v169dtC6L4z545bTs2b1NadRfqeXBs6UISw0UXUrA/UooCWnRzeSn9bMOgzwDsWlAZOANIX2ZOHMj5eLux5bgRPKpXkxpK0vC6si2/z+O8+7KDo/xxA+1F0spdsIYsFl3+rmN4nwFgct7zexkLlXEzEtUAPzkGJQhej4HxXjsuA5X8ae5C8B264H65q3IDxruir1U75lhkQvTcePCYavfg5oTF4ASKo3N3xRIwI47H5/CE9eHxYmsoM3hdREbRJAJ5790ds3OXfoOd4n3ICnuttNm+7fvt7R/8wPYd2gd3zJxduXDJLl6/jBiCMXA1L2wzqjm3IVX6BOID3nnnbQjBBtS6uGnn0V9Ju1fQ/oN9A+j5MmX9YCj/+E9+ZFv2Ib2aypA3l1gtAU2MscYqGBIF12lUqKQAVDY6oF2eAThB2mQn+m2tIbPIYPBAKWLXA23ShXo8qLMx/xhptpOPUAcE9WtGBqxnqFcp3sJOenwOKn7HTkl1UnJXqp2eS5XLVD1/r9rRVkKY34lNRM6XDIzwR7mXzX0vb8gBgMe+4HnUIferGZgM9HRQLRykB/O9pt87/9OmiIbI1as+rQCMJ2IUzxu61mtQVu/n89VGsAlwVmPmA/ftGBi/ljqUwyXYFgBGMV+olMsaKdyAbUAQ7+LDJbt15Ray3h4IwGzbttcOwe29NrCGzORFW7y1YI9uPrL703dscMOQHdp7EHM/iFgTpDwDrF87d83Gbz9RIOahUwdt9CQCeEc6bA3Zca3IAFrF9x+jeN2lq3dtEgUbhwf70byxC0wkspyObrLZTtR1mYdEXl9GrM09AJjbNo32HDu2Iqvo0CHbeGqLTY/MWgfkr/PGBvvyoxt27uY1bBjWbLB32A5t3wbgtMNaTsCFD4PZvcwCpcFuCD3GHAamdDeGsy7NDEzqI6XKNwhgzBtteejO8mPJxj9HBiY2bRTYZtH0vwsGhqUVtDGIkPwU3NjIaa2jWGaeyMNb5LzVAtB2oJmB8XqIAkLuNfHfJaf8oIqdK+1NXDj070sMG11IHaqCWhv1imInGIidTyp4frbCQldaZAQ9Djj4O9kE7/obYIcPon/uj+cugeXPWT6at0X3CXeAXQAE3Xili4UMzCoGLw1g7kx4nS5m8gTQqtJaJXnuGvDNCeu1oJMpFDOBAX/vwrkJbFwvOYMQOsrPpzYFThOnQd/AjsT4bB4N+WZgpBZYpA5BvLuQ3toNwDWE1GnYKATDPbYHKLDE1gHsKjw0NACf8hZQs1tt48Aw7rlPTAzL3HdCmfjYefNHR/1gfTYgBTF2h+pbwkXDGjYYj1xYCRDTVpVAqKqdQndHMDA8P388UNgLxJXGIEHAS5SlUuPqCrYV8AkBqu6DTxFgIOeimrMwPnnNEjSkiy/PkyCXrplUMn7fNCqUmwQfWVgubiRfaKB5y4p9wDOyjoEHQLgWypXK11RwmgF5GhAPFvKqgLP4wMVE4+D1VeJUOIAylpVi02XKuKjHjx/aBx/9Au6hy6hVgVgCFO7aOrTN3v3ed+3EWyds6tEUjhm3S6gbc/HSl5jzAbFuq5CrM2+csu+8+ZYK3U3Dz3957Jr96sJvsJtGdWfI7jP0TxpB+4I333zbDhw5ioJdqL1BRgQ7pmVsBiinSgllGXnKDwEfPhfoRooTK+kuMCAT7tA2BOOuYXe7hjoerMTajV4yczAEuBMoJARNAtSwgeUSaoFcOw9WCfVp4IOw/ceO2pG3j1nLcKfNzq9YH+rMCC7KbYFrq0EirrEWEYKSvhhzvjJLKfdYLnyv/GkGz9UkarlQ2wmJNs6nDI3QbkxdboJqfaRsiWA9PELF9RR//MU/V7G/zP6LR6iahVYAJvQzwVvGEqTYND8Zb9XxXbVjroBMMDkKAo17cLDtO9yXhqqieHJ4E8SBHWPgJe6PMeYvkFYMXACQinWFeKsX6IG1BP019WwGcSlPwGjMQCd12qaNI7ZlyybopnYAghVkF6Eo4xOkUCMQneUfDh8+jOQEtK1YWLLp2Um7C6D+/BHc6Bu6bN/ZA7bltS22PKByt8gYareFm4t27UswktjQLfeu2AjOfWjggO1AjE3bQXgqO1AU9CHSrb9YtnOIfbkJFzzZ9bNYA3vfQI2tQyyGB9maQJXgm0v26w8v2q+v3rQBtG05uGnE9p3aa1tP41xD6ElHMUCjQQVqV5qSSI7rIaRGIDTmluY156EBSeLzZLZi7VcApQp2SUPqJygBjKsV6gl8Fm5Kl9GYd9q7/N0XRSUQ/9AupCqjNMBE3kejiBb3w1WQOjPlOfUiX1UcMBeFlkz1LN60kePPJ/Q50OAXcq9Tpy5OY6a+bT5vYmc0RJ7dWI1P3HDGGmWl35Y3D3xHGKs0KAlgPCg20kyDGuJnCxBmKgtvwujuJP/dlUHu7HNnw/OrEi5euTv1wkwEGnDRQEH3oA4B2Qpl7gB1cCGyeR53DWQU1PkSPzTybpARmwJXDw2zSC0sPGbhNAAYnK8Tx5DZoBEgg6OB1NhTOdSKzZ8RCz+eldciACDomQF1eX8C/W1gaEjxbx/ZYv1YvNtRqA6UkeT0GWIeHiEt8R4zTHDsMNxLR2FoRrftxHN147nQ3RiXRzKAlAJ/6IpixhDvm+nSBHHs3fSCjACpKjICAWAa2ROukUz9dUUuDoFCEyCFY0sXlis/BwL8KUEqByNTtHPOKgYmmTeCT8oAWSNttcN4UI6VYuxsj9xwnJ9glzj/GQul+StYj2YAk/LjM+OCzPd8nkOw4z1nR9y3n/VeWAGSl1cfDlLGAWA8/iMBjC9QNwi+OjX7/D/Z21g8qmDqY6qFL+DiDAJTIf2cbiT5Zbr3KKOUnSePntiP//6voZS/tJHNw2iqxx1pu/3xH//Izrx32iYeTIKlG7MvvvwMrN1l9FMaQuE79EPC9w8fPGhvnjmrRo4LKJp479FD+9knH9oiinAMIm1/BnEE2ADbsSMn7ODhYza0eSOqp8IIrGIdYhdEA0DwsoZGfmxfIVlg3ArGahVUSisErxXGikrl+V001kOtGdYK6QNLOIrmeh1ohLeGosEcrlbQzssTszZx94F98sFHdvnCRQCWNXv/h9+3H/zr30PgJKoQ47zdS95rKQvlqQKqdmUuMx6Dwo8dVFOe12P9dNDX/qSC5Xl8s6LpI2jhXAm81oS8AwAHMCmyAiphXKgn+ZPgpQKrkoMwNqkftKZ4LAXFZYfrzWtoELh9fcG6wl5VRc6cGSfYplxl92c+G4E618ArCtjlWBVARrEfPCGNC+l4ENWqYoqKumsMlp1YtHEWrkPg7dwcWBZstKRDsclj5/QBsCTcTDIzdArHTCP7bRHHdQMov/baCcjpIJqOTtokqk1PI4Nu4TmqSqPK9N439iPgFqnXPYiNwnh0oBfSNGJozn9+EVWqrwL4DNjh0SO2E8kN/UfQRmM7hxBA6Tayjz6/aecuX0VLjXFcv8/ee/c923li2NpGqRO7rHUCJSkQ//LLDz6zjy7eAqO5wd45cdiOf/846s6gv9gQRo+Afc1LSldGUXMoHyIVouse2qgQoYa6J1rn+G5UfneLwHNxbsG0Rm+gOvbJwSoNq3oKVZ0gXfeqWnUTgJGoRsmD3FcJcr7qPMH4VEzwV4D9BAPrxsAEoFeHcq0Tz6AU+9EE3kTkhgpsxGu+ttipW+BEcSsOMrR/kJwmcRIbBn1AtpIuJ/5OW8s4UAd9ElR3C7gbSfY7WE+OZwT38hzqy5VMV8yNz4W3FVK5ldKFVBuTeoGnwckFnwxMaQzrXXTteuAoZRqbyhIwTZgXhYFOANMOmpvumB6U4meFRU83ZgKWx5wwy4d+S89Hp7BSuGvg5Lt2Dgp3nR4E6vEyYHUAMrirIIDZwHovMsK8q1r5VewD38f3GDOTdHfWxJmZnbW7Tx7bOKqrPsXCPrr/IDqgbretm7ego3CfjCwLlLF42a1bt+zK1SuanD27d9tB+HS3b9kmcCI5xrNojAMMsj9TJ3sq4d4J5CRXAHirePY2FhbEuFAAKgDD77nDr36P36GylpDVirsGCpwTB5g5TzLgWtxeJK/ahepcsYstAJ6+RwGQLqhdTqpXw/nCK1kIgj7VSIm/k5F5FYCpg6gdvPimOgFMnUWToCbvXws3dlhaRKxLSCPGN7n7knIIWjkVftO61SrmBcmCUonxq9pdkMWJOB/u2CPDRodHuWyNVxhmLiKO7cSDCfvrv/0r+/T8pzaMXSf7F60hZuB73/s9O3XqJEqpL9qDh3dRF+OcXbtxCeC0G4Zho83PzKIh3T57/+13bBOKJHJ930NX67/8279Gw8g5246KvM+nnkpZj27faUcOHZVLqnMTWgqgT1E76Hi1tcCmQpknHEM2LO1Ed96BLuT5YcfLdYZNwuzTGfvi5x/aL3/yM4D7ToDsY3b89ddt897d1r7Dm+ZxbF9MrdjEnYf24X/7mf3XP/8xetk8tD/7H/+d/S//23+y1iHGsmGMWSSMY0/Zq15TM3KwY3xTAVOsBBxdnr/q56sYmBdwO/tGJF06fibJRJw33VaSu0KOnYHRl3V/TXpcZ8ldox9HWcIdB7Pb6EJyuSHz9HUVd0sAU+7E3QA5WP5/w8AosoBsJWTkBbpEr/Xjd8SdGGptrt5bsombD1Eg8RrYlWfQlGxzgpIP+Mf1ShC+DD3L9csBWQOIUVdr6KrOrk4UY9yFHm/daFKK4naQw1XUMGpDoM0gUqh3HdllG/cirQguKhqjZYCOe1fuA8BcsHuoTD06ggD1A6ds5NiQ2b4FW0Ojxb7nQzZ3dc4+/fRTMJFXbWpmynbs3Wk//NEPUCzPK/S2rHXa4m30CwPI+fXnn9mVW7guym796b98z8786Ulb3ATGsAebVqyvjhcA39y4SHADkIiBcaDhO/X8LEAsDZ9csFRo/ir9mbotjLNnxiQ6CmmJv5sZGMkZ9XPImOsIXyPq/qzJTqkPNNXE5Pht1vr+69ytXwlgBJLIYrgMpztH8vfS4ovPm+vDcLXGpk/LSK4f6sp4Ni2jJAPCZe/QRWv9KxkYDU7Iv4AM/ojz+ly6XvlaBoZ1YNJ14jvfOkC33Pl7LIPT0zS6vrtxhOv/QoGEgnD633ddZB4UFITPlsnAkFLjzh4Ag6CFAEYMjFgDL5Uuf6Wc0g6E3BXlu6FUWTnBKkjHtOMI2mVnY7qQ6LYhIEoAo66zvJNgDHieEul2iCXyH2cw4EJCb5txgJPPv/yNff6bL+yPfvhDpL6+hwySURsY3gi69QmCOG+JUZmZmQET8xABmNilIFvp2NGjdvL1N1DobkBG8RF2MffZpRqsxVa4mXbsHLXNQ5tA33v8Cyu2rsAQrQHAdIKp6env1xiXYFFxDFFdNO9f7Bn+cffNZ0t2xKscg0kSUxWjhgF0VsTjRkpGRBlSEShJEKUy+DnHNOr4grNfXnQuwQyzsxbhaqNCZF8ozkvZkTyfIcFJAhcPHCfwJIhyP00j6OHc8x59Vy+GL5UCaX4tRTwHOv8qiDeWZoN9TF2hxVEro2oXhLgBDYQWpxswyRgNrkCfFwPj+YUdKffcseF3FrLTD74ziXLpH374oX18/mNvqIjI+n6wLMcOH7VdyDTauHFY5xiDe+iLLz5D92q2qQBQePzEjiMV9ffe/x668O6wtr42u3Pjrv35f/nPChDejNoYk1OTuC4Cx7v77Rhqwpw887r1jg4gtgHG/Mminf/snI3dQiwBspgWkbLaD2bl7Onv2G5UNG1D6wEF4wOdPUL67N//5Cf24x//GGxPP1ifNwGuztihg4etZw9SwtmCGA/G7L01uMC+BAPzX/6vH9unn5y3HyH+5n/93/9ndbFmUHFHN1jNBLsajwDVkeJNQ6jVRhaN4yj/uK8/UfAVGyYpdgVWa/jqL7dLzqbRyJOBySMTSDpbli6jPEv8HRSMjtU0R0yQZMmNVhovMb3aHLpkyd5IGKQ1HHwRhFUohM9NgfFzf5OfEsS5DPrXaeP8FM4Sugz7782uJNe1/r4fRQADkQWoXENw7QvUJ2pFHBOCS2zhyrT6DF27j15bkKcuBI33o80FXesck2dwWZI9Zj0jrt8+MCsELGItdHLEeWFtr2A+OQ9kiXs7e8GaoHbM7u02vHUTXJO+gXp457HduHTdbo7dhCd82fbu3WUnkJk5enKHLY1ARwBO949vtCefPrEPfvFzG0OXdWa4HTl9xN79k/dtaA8ADGp/rM622aNPH9qFn31iVx/esKfTgF2z7fZv/v3v2/E/PW6LkPs2Fg9BLZl2RJ3LpSsJ4h2Xm5iYkZhPid46subTXADrCsBENlNshkrmpBHA+JWFdzhkKTyvOE8oMV8HIVMpO9V9pDxJEOq18TIAzuumnBII8BsOJFLl6XuFuDbgshBzLZFC3vJ5xYTwfAxSlh519sRtcW6GY20EcNInqUsDqLhQ+/d9DOLCwcBUgb16n4r/1S6kPE/L66NoJRBugkYA44FtJaBJANPbC0ErjJQbHc5HGpU0ODQ6TCUG8wC3B++7AjCklOGT7wD9LbYkU52pqGBg06WVGTUqKBcApqzLwfugi6aDLh+BGBpYuoxYh5dImxV2o5idDH26vAo3DN7nAsxsIf6uJow4N1NM53E/n2In8CmySE6+9pp9B71pjsNFNDA4gIJkk4iDQVVLABixuBizmw/vo4DTFbA0I9jlHrIRAB0GP9689QBuhKtihUZ37LD9B/cjpmYn6oahAB6zkzCGq8zSQsxNO5iMDQAxfL5MWxeoh7FgDY7SBaZ5w4dkcXge7qZqRgTxEqqv4ysiwU0CmBznnHuyXfRg0b3UEDeD7wpXh6zkgivZlkzfToWQ11uPgUng5K0fnFXjq4PXGhjztklvZ2sCEvja6fAeQ0EwG4hBtQ48olCbNHqufS5qZ6K0QKXyXdGoSqaYLfytjK2gm/ldGjmm8mllO9DhNQjuuA4ZIO5N/lC46+4MdpSX7NcXP0a9ikm4fRbgStxiB5CiOgLf/eHDR9Byog8tBcjCfGmPpp+CkXmEAN1ndhQg58SxY3hFSip6ztxHEOXPfvy3Nv74sfyOCyg4tqFryNoBig6P7rHTbwEU7wPLsxE068Sq/ervfm4ffvSx3Ri7AxAzY9tHR+2P3vsjZH4csxFUV23HbnxtbsmePXhif/W3f29//eO/087sONxR7775DmT6DRs4iF0vqXHGZDG4HFjm8sdf2P/5f/wFUl3v2NmzZ+0//Kd/Y1t3blGH95b+iH9jd19sSmhBNUdsRRCbG8kW5tUDfmlb+EutjCVDUoJf/eM7afeJM7tKshugV6CDQEoBEfW6SPakqo8iZUYa3TdhJeDJqzuAqbNFeD6FBPM55GsU2e4giPEmjI9i7NA3ADBpmORew3W0IZQMUkmnC0kCHACGa8B18NeMjjZHUrR0P3Mu2L8Kc7EIcDtx4Yk9uP3AHkw/EqvSixpVXd3QK/4okNVxZCTdwwZsBS6jPmy2hgCA4VKCe5wxVGw3wPpXchWzDQv0GF1LndDZG9HXayNYRG4S2fjx7r37CGa/qyq9Xfj+jn1b7Njrx+wIAPraMAqB2ry1PjK7/ekdZG5+BNbysW3ePmzHUeDu8HuvWRcalXIslibb7NbPb9inqL57b+4uNrp9Ntq71b77x2/Z9ncP2DIaU7aznhGDz7F50bRo+gMQMM2fdiRcSBVrLJtZGFrpgXUYwW8JYFKMG6YqbTTBT6Z1JxDiKwEAdJVn7xAUO4D1rCe3URWYyTXSJAuaQoqsNlc+ocr4yQJxBN0E9zxn6ULyaI7GPUMuy+L9dJWuIm1M9xLstorN8et098RGkmOt93icwAdsEtdTsFjONDrI9M2M35OvWT259IPYTo0d7z10eSJDHpXZXmLsIQOvj74B/e1xDmlUMnaFyrrcaeeAdiG1s2Zekonh2blL8R1zKi8qLrS+i6wasiuk63yCVjH6ypghg8KYh2B/NrBCKL6V4EWpzHQBsdR5DJKPt4sjS1rTeCfboIq/SEGWZxzXIYChC0nn167GmYTsm6RsnlBcckUEgBFIw++zMFiTKC72eBzBbyhS9gKL/fTrJ20r4mC6QLMy+JIZSQQRPXArPZhEsOaFc0gZR6M0FMEbHEAzNCiGh+PTKCD1QEqdLQl2gp7dN7rbhjsHlNXU24VABIClpYVFr8tFFogCUbFinG+/1zTylYsPA8JgbLYs4I4p073Z54TKLJ/VgWe6j3zl51xSAOXm1Lw7CK3q8IQfmQvM3Xsen5RBw8lYZfyLlAbmXp1xadD4HKGJBcpi/BPA5GtzsLEDLbp0PCbGRZ0Axnf0zpTgNwIYYQnBfV84vj5kBLS+mhUB/5YLyRe5dgy5A48sI57Lu626klAF+gpg+TgxOHYNRcLu3rxpn1z+jd1FLZhHjyasGwHc+3buAZDdaqdOn0I/mPRRVK0AACAASURBVF4A3ikEfd+2X335uV2/OaaQjt2jYGgQFH7qjZNgTfbZMzB150Gx37x+wyZA23cN9MIdtMUWn8/ZgS3b7RQYmKH9G9FAr8taJtfsxoVrqC9zyc5duILrPlZszZFtB+zwyaO2/wxSTkf6rEMpgGv26//2K/urv/kblIqfsG3Ilvvhu9+zM6fetLYDUDj9yCbBgC4vAKBNg9n56HP7r//1J4h7WFKq7Xvvn7X9uL/eATCDg4z9ofGAIkGAcJW6itocHPc65iQmXQjGV229yysnpBHY5F86QrITlDJiOxp2y8IlgrUyWtQIAgjMRuLkNzEwlZ4OwJt3kCyy/PahY/jqqvp3wMCEIP5DMDBuFmJDSxaR10ILiKk7cGtfgCwCuM6uTkm2CVJUDZ3TBAbx2fQEgnrHMSfI8uyGa6lnwHqhw8iMLCPhYgGZRIxH5Pgw6PsFYqQ2dEPe2V0dLQiGwDJygc0sz6uJ6fTMc7DPU6id12Ibkbl2YO8hO7XnLWsDK7TchUSI8Sm7i8zNK7euQJ6n7NDRfXb0veM2/No29PmC3KFf09IEWMgPbtqnf/9Tu71wG41Nd9g7RxHk+/pO69iHdh1M4X+MXkpg8Nd6fTOjuXb8VwEGOOMFLgUGQgzLCuPxVjXflWvzWwIYyWOOP38vUKcMteI+uCgKqU5XVACqvJd/FAbGye71AUzeiD4PKwu2SyUKBGC4l6N9JlDie1otOlSxbrQd6grrez6fF9ev/yAMzEk0c0yQ0szAZFCuboZKPiaG9UlKJZI77PK40v1EqjnjJcqYCe1qqIDCQAtExTVoEB0cdKvqrYrgsUmZPvcBE7WMvynPaaQzhVjxMECCbKbHRgGMD2CsSQd2tPSoZN0bB248J6lkn1gHOXxmMAJgIlYR0b9IVgPFoS5duYZKlFftKAIv94NF2bNvHxo5jqC9+yJ2NgjWxXUfwo10+fp5ezL5EOW6V0HZDtsgmplNTT1DvMwzKQsyRFu2brVd23fZCD4fxSLdzEaRuPbirCuNVrJAMfYNc0A0TWGJzzJ4NkGBAAyoZIIZuucE3qJVQe7+CMxWEQNDt5N83lFGmuPGEchaPj6eLMDHHZir8wW41bgr0/jjPbqN+I+giS43IX62X6ggi8+VL3R3d+V3U+bKYGDeowfHhvngHBf9rHQTWiuO6tWbk3MoxiQZFac2nTWpA5Z9XhNK8UmdvVIWK9dr7AgUT6MMKJd7/woLumFeuCBRcZS7XaWtorw/Dfmju0/Q8+iuffbZp6gH89C6UJl3CL2ytiFm6u03v4PXTXDxwJWDneevPvsAnawvWA8qi/bBqHQBdL/1xlk7gZgUNnscA3g5d/GiffYbxNSAwWGl3nsIAt6PLLi3v/OObT+yBwXn4HqcwS4ZgZDXr163n/7sF/YIALt/0zCylgZRJG83AojPWP+hLdY+iPmYWrSLPz1vPwV9f+XGNaVxv4vsp5PHAYjgDmjtB8bpQAExuIfsKYo0fnDJ/hLnvHbvNmobDdgP0JPp6InXrP/AdlvdzFbYGLtV3ANSXjvYz4Tl4bEjZr8lGkCFl6OoWhvigdB/L6rjcq4ciGfxwfDNhYJzDVoBT81J6FvOQeXllQLwkwmwcq6dcpParebdm09Wc14pbncmSJQkl74Z8gBEj53Q5wF8BTxCHuSbd0gVWtrB8lf9pL4sd9ZO0bttW43deZ4j5fSbuJBkZ3Cfy0iBf4FKyp0zKPyCcv7jt9gN+hKyh2ZsCbErHPPubhSsE7hz98IztASYgYuc73ViI8bNGPUuXUVch1zTXO9ZB4trkuwu36MrnJsmlhJ4jt5wjG9k1p763OF5+sD0jKAlxjbEAQ72DUnPMFZrDqDoAdK4lxbn7fCRA/baCRR7HEFAexfc3/Mv0ChyFqUprqJj+zmkez9BL7DT9s7vvW19aHXQBiZnGfp4CQC7H4DLtaD/ZGCswDR1pG91GqalAfwWnzTA598GwIS8rScDrjooW/WnlevoVcAm5UHgy++O53mVC6lGIwHkfETqscFvDc9YPnuArorBKvV2XlssEfS6+hYRlBGwUH6dlRYjmYyLnrXeEDK40Akiz3DVnQTgdMbGz+EuJCIhfh//4E6shifut/7bz9NyCgCGJy1BTDIUSXfm4q/dSQzk89loQJsxECV44e8JYNJI8buKr2B0dtO1xSjwOzDe9MlyQXlGEACMji+EoAIwdbZMDWCoJVmoC4tR4ITpph6/0QxgpCyEkp01yPvnvbhhRw0FBBkzdfDSlav2i19+pLTvQ3t22Vtvf8e2AoioSBL+e46aHQ/hUrp646I9mrinqqnDG7cCwAxDkaBPDpQFn4Nz3Q8WZjt2waPYoe+BsRkFo9OD+2WRKKWjK0i5Bng5/l7boN6JErgkq8HfqXSoZOhWY0ovQUql0GPMJMxkDyJmpm5h4C6dBDoCRRwzxjRRaPF9AiQqMIIcfk7wwuBdKTZ8JtghitzZI0fy7r4qAUzOPV+dZfNYnRLApHw1ABgaKrV3xzMoA4nX4TWxEIglMrCSIq5x4py6JdJiq4CRG1JlNJHpkcPALcqaN+hw9ou/8flxnysIIuVCa4PRVoVeXKuVAAYHzU7O25N7j+yDDz6w6ygUxgJw/SjVvmP7qL339rsoGrZNIHzy8XM0f/xIVXl7wM61Y56XUHX3zPE37O133hEYf46A8c/PfWH/+c//HPEzGxW4e/f6Tds5vNlOnz5te48dBuXeLyZqaWoOLsur9ld/9df2CK0MNqFjb1/bgO0Z2Yrqve/YwFHsbhFA2YLU6ZufXof8fihwxAynt06dtkO799kgju3d3GMrKM/ehhYJHahPM446HT//u4/tr3/2E4DqGfuTd9+3H/zhH9hm1PQwxBuj9LBifZZB56v+Etc/ZJtNjxUXgTFdXcBnBDBwYwkYaBwzkJ/ptw4aZIE1if5TxFe6a4+KXLEhmkz/F+yKbwtdL/KXdAskcE0GU0qVchlxZdW+mWCF7iD59bngXKnKTZmUNu+JGyVelscSFLnW1TW/7icNp4PlCH4WUHLX2Eq4GtLKeQyhy60nPdRX0D1FlpKel+CNgB4Kv4WVlKfAVqPq7rM7zxFvdQ7ZR6iGi1EhQ90No08GdmkRrU6w3uYRKE5Z4/1RN3Yz9g4Ahg++Ap02D7CxhDXNoc11Q13BuLeMU5xHevbcIrLdGO+IDaJ0JjRfB26apS8GANK7EDfDNet6EglSiBEkUN8xuhWB6tB73bgmdiLPEV81h8SJxw+ROIHMvqnnM/buW2/Z9//o+9a5C3aHeQ0d2DigazY3pARNeV+ySRSNKog3YGZhoBvcdyEyL83etwQwXzf3/NznP0CEbPT/w96bQOeZVVeiR/M82pJs2bIlz/NYtssuU/MEVQTIQAKE0BmbTOuRdOjwkqxON0m6k+4sEjKnV/I6LyOBQIAQoCiKqnLNdpVnWx5lS7I1WJasWbLGt/c+937/J5VdmDTdq/MSFcLSr///pnvvufvss885DKEwqhCAMTdxAVrOc2amBRZR8z7wiwIKYR7OP2kER7e6mcziuOWlxvnoyTIZBonLStcJxiUyhwliDOdTU1n+zEsUmowLES8S7ISwrC/bEBrju3CeeD4PbzFriWuOzqY/KJRBm0tcpa4+grGsrQwhBVFrBDHRo08Dkcxn6c1kCsfFDSYNaOYDGHWfDEBlTs0QlQ/IhK/ie5wx8LCHKtrK+4YRZGXBCDDis8IL1FIKKOF9iWZGrI4XiFNLAWYp8T/qYVheO5w38a7lEaab+rnX5lo/Mgq5SoHugeblDOoX9CPzqAiLbvOmTaj9UqmFzw38Yssl64UX3NcPfcMIskdwjHIwLKVlFVL7c4OfQuyWAIDuZBUEdUtRM4aZKCsalsNTKfNtlBOb6WLcGMJ3TGf2mGEGQApoBd0Q3xPDOxLx4v4jcxIFsiLEYWi8tQGAITeaJBzE541QQgiT+GbiFXfplZG5SdLbw2SPYxRDS7HrtpC6FlRkQbj6fNuIzTcjKIvH0Plwjmho0uA5vpcDq2qNAagLwLBwG0vIK5QUNqAg7PR9zkNRcbOJ4+5p02HZ6VrpOTBk5HFaXX3iweN1MDDa3CYCiGL1U9T3UWG7m1nWCzr+eTRkPAOtEzeUHKSN0gO9e9fdyExbLrAyiLT7o6eOgYE5ZQUlRRJv90MMvhUF7fbvuxfAFnoXeKOHjxy3P/zjP7IqMHPrNq6zzvZ2WwANw+qVq2zN5g1WA9EvK/Fyg2+7eMG++IW/t/bOdrwOxsWqbFnFAnvgoXttwfolXnYd49xz7podev0N9G46qFLxOxG2qgd4qVnQgA6/NZZdh4KTqKrKzMExtD9g877PPvVla0X7g/2bt9uDD95vDVvWorAZ2CiEmtgAVWNZhLWC5zCDbBF1tMbPfKpsCJiN2jLZxbFiqmOPb42BCeBSOqRgiRJPJpjWAFo5YmkAk6686oPpSyexW/xVvzu4Tdigf4YMjDKiwAjaIJ73EFLmOwbtyNFjyKBEFg92FzpzhchOU+YRwuDMdLyJMPcgdC4eCmaGUhm+kdmDcL2YVhRgnADQiFmZshcAKKMAMNLawVkieGGJCWfN8/T6FFL8KeSehV2hA5qPNP4YSknCfAgJV4DZI8vONhWTmMdjFCET5HBO4ZiDg8O2CRqavXt3W/mychTMAzCqYHsLrHWmUXP9xikRgcf/cQzMmwHuPysGRntjkFlQA8YQLf+l08e1ExxyDUPMKCLkUQiJNp9gX4bUv+Uk8jsAu/8ZBmZL/WY4l5lNMm4Sae1LXOzxXyKk+SAlTY3OBz7TiKWmw1PJpgxQkWgsVMzDaTJlHKUAhmcNUQE9l5GIm1CuKrE6mxCBj8S87MirztBI72WVX8l0yWRlgEG8Vj1PosAUI6Rjkm7FwiK4ZFohB20YnVMvtV6GjgAiNKRTE8AsXLhQfZKef/Fl9BG5ZgsWlOH9CK+AuSmCtiUP8WKCBnotNCAsNz8OL6gIi3sJjtHYsMyasMEtBFNTjM/wWmeAfKWxiNcbq8XyWWgupDzWVEgphpdkdKRT8FoxSkkP+oAIYCRWxlcEMAU4dz6YJnnPoRYPjZTb/kzoJz7ndLZRDBPpnKrh4roEiScJSojw1bgr5gs5gOV3BKtaA/MATHo+xVYRjuC53xC8BKZEDAzdFC6YQCGHjS52B47GLtFNxJRAPk96HGGPU1E8ASG87kIuPyYADBde9hT0SXjzNLOYCGooYAXAvnHtBgDMc3ah9RI6O4PuRlYQhZHbt2xHz5llVoJMopvYGJrRpbcZQu9JVBsbGRm0CWSwrV+5EvqWPbYE2qjS6hI7eazZ/uAP/xAbSgkE3ytRi6NXNY0WQDi5CcB5A8I5WajLQo1XN1pZfPHzn7ezFyASR++ugqKFtqp6sT1w7z6rXbdE/Y0K8JyH4JWfPHXavv7cs5iDI7YbYaFahDerqhZb48plVtxQYrOUNXBaoD9S77Fr9qUDz4GxOWGNAES7d+6wVWimR3s0Ck0Ow18FSNfOxaaSjfTdrGGvx5ODEvZi8qC7sQn8DIATwUcUUkc2JSlKlYCS6LH6fNPJAvak3olfwdmWzRCen8+EOEoSS5YBoMGIRsQaZnVALgIvKn8eAXCwszK+PKccJZ9z/1QGJm0nMx43+QpnC+JXdNTmxAziH/UsNPnDs/CfCVII4rMHcaHIQOq52mcnkLZPUfkYyxwg9J+H7CMyKwq5Qzs4gtAPGdXI4FKbV4SK56w+zjAxGWOxuYERV7IBnisdMYrZFWICwOG6YbieAIZ/YxbmBIS9U2BnClSTq0gV13nZKmYKEKSCo7B/1CsSLBG8sFUEW8ZUYM4Xo0P7jT4UcayoAkONnk3QX5UvAsBaVGqGitLTKMiYj3Womixi0IM9SDEw/oDCuM9jGJKHPf+HeBwx3cEwROQbfp9fgO6Wx0ofJ/2G5PXUNYexjwxMUgZC89snvxi/23zNnVfp6REWjh5OMrsSnkRwIsVQzQmxxevksyUY4bpQmEeXI8feU7T97zGkFFaLs0liZjAv+fmEzfbrS6IIWncOeJzJcacyKXERb+EW9561efGm2wIYTlZuJhkA46ms2NdknKJYNwMCnH6aD2CIqLlJ8V6J3mMqLidu3LgEUoLR0dYXjVk0XGQAkDLHlzOshBd9ymVzDbIKAcBocxWDwwOBxqRyHp6Hp3I7NZe+xsRIivGYG06jx5yFEtmM6WcTEEkiMmvNF85aS3ubvBZS8SVIXR0DzX7wjSPWA69hJVrQl6HZHzecPJSBp4aSXroq5GLAb2Kx3iSNi8MtQPXeJdA2NKKZWT289QUIGRQgs2oavUXmPGNuzNJsZACn0+Ti7lLjlAGAuldMNPbuoSGSFongkEX+ArvFY9AQkUHxNHlmLjm4pAerooL47DRLzeM/97T8PQQwSrNkZg6+NAYRwAiQOuLmMFL4Jxo/LNaog+HnbsfAOHh1mjzN4gls8Fis8EoAK/DidGys+srjxnMwDBjXv/czCoYJIZCYsuf50p5aSw9UmgdR/L7yI4BRppIq0TqdO4uiKGTLwPPZUN8wim+9Yi1XkLY6OWLDqHxaDPp8Exo2Ni1H12mEDAlajyNj6dSZ09ba0YqO5l1WAqq9AaHINevZF2mXVS2ptLbzV+1vP/0ZecAUVvI5ExAyU207tDL37b/XchswvzAHB7r67el/fNreOHwM+gJkgQBs7EC363sgHq5Zu8SqV6GbMDb/qWvT1gLw/dnPg60B6NmLVOp6FGesYBgTIdHK2nJkeXBOTdlk34h1NCOMdPqoNaP4XjU2vHVNK60BGwlTya9fvY7NpcYa1yLTCh2LCyEqnkXhNMi7Rf8qtEnsCwYmC4Am9qbJ6Dq8gqtvxHNDSM6KOFBx1s4NuYeh3P5EdkUvENhow/HZ5gadOq8MgBHO0es8XgD/4RzxmkhlRwCj4l68xGCDvt0ARjlfmEDcgN+sgeE65/XGbKTMRpSpzaE70v1oH9FzAoAZhn25PmHtl5Dxhjk2ApZlCgej6JYC3jF0UOcX+9CNj41oDccwDMFyAZjlEQAQBzCDABeoNxTYcBYQ5UbFuSh9INY99YHM5GMYuQAA5ia0LeNgaMZxXoqAWe+qCGugALaQWkSKgzkurOPF9jEUFo9DIDyC0FEW5nIpAFQFhOsVpcUoEnoDDDpsPAzo1u3QiO3cYPn1YGwW4JmhcGMhKvEmifVhw/VQRAw5OlNAOxhZ5bif6SHc4uufUsjudsfy16OKJWCIFIBR+JrAQCMXQ0ienSQrhfma/MxNPkzzDNR96zMnoOVNH8jMpzsKIYXnKalZsKs8AhKpwhrl/JNllF3mm6IuRuVltC4DkyNbypWMkQvJMx5C4l7lIVO9/y1CSPGuBWBuF0KK2oq0B+MGwAFArN+R/D0gufkAhhfjehpW13UAw6whpj2nNSsxDDW3u7FPACqb8/NKtaiTjBQKdQOA0Tm5MTNbhf2PFEJyQ1aEhVuEzClvUOXwMX1Prnug4+5akQiEaBeVoo1qj1S0T0yPqzR7CRYWN4HzV1utF2W3JxAC8GvMQs0CVI/C5l6L/iHZaFc/Q9YDegLu3dQ7FEHoy/N4ASksQngoJchiYZhhOQDMsvql0sIU5UOPgDBFlJBknuk8AEOTHlgVjU0w0gQRCr0F7QaNlKr/SrfiPZ+8dYOL8hjTjv/yEdETK0UJ8VjzhbocxsJpeFQ9GSGzKMimMdPmimPF94sdUvn4sIQDA6Pf+bgDmoiGMzJxXq013FNg4fgBoXuOPasQh2wkGW+MsXTH0sDgncoe8kUWezo50vBsqARs8+3cvEBBK3XPnQh90LfTUPsgDcGkj/DifxSgKxim1GN6lGDoAJTHBsfs6BtH7Xxbi3Whj9B1hJQKUI15A1Kl165eaytXrET6fQlKrV8Bq3EShboOqTz7ogVVVgM6vXLBYnv0sbcjG2mp9XT12bPfeN66UEjxJuaJ7+UzNtR7w3YiC+4deF/RaqxyXPxYz6i9/MzL9uILr6NmUbPlV5XbvjUbbSdSs+twrOU7V0t7koOGfu0dV+3//au/QFfhUwAwu2w55lwZ+ngtBoBi+usgmJm+a71242onOmSP27neK9Y7Omg1cAKqKQItygMb1I+Kvu3WiF46e+/fbxvv3Wo1a2ogBIImBjVACGDkrRO8UK8EByBOhjlZSGLL3LAnGwvHJYQI9Yf4jdclzJST5IZTmUccsMDMJOb8XxoD41Nc22AOWLABZCCdQ4+25ounHVwAJJRg7KjjGxwcAvOClGY+PTbg09py4X4Rwjn5EHGPAnyMAcBQHyPBbnAOuVfQWSFAUSIAPqMieFiTAir47CTCQbQVE1Os+suGvSiVgblDWzpNRwg20SunowRGXjEKOC6UfWRndwKYEoAgFiGtKMV6ApCaBoDq6+yy/ffca/sfvceyanJsstp1MAUTZGC8TpDsSmAJIoAJ+CFBw7cT8c6BAQnA4DEd0IZtO/n9XxQDIy8twDCieDLocgI46Ty0JP8jMlbhoWsMgr2PwCtW/I0MjMClNIj/RAZmy+ItkhTPF/HGjTwRPTEmKSVZBC6O/pXBQzDDDYHhgODhRB2NsxtOsUukrM2C6nUAmNBoUc8hMD0KHSUbl08rhRioXcEGwa9kswsbGWv3qiaHNhQKyYIgFA/GFw9iv2I+/Dy87sha6IBiCrjfOrMRwyN+P6yL4XVUeF6mSzOkMokV14MaHleuttuV7g7rH+5XVlkpGt+VFhOgeKdfbuTDQ6NqoVCJonUsFBWFoWIvmL1EoRsMTE31AtuISqurmtAdNpsVbZ0FoYFIh/Tm6IYCcue9uUCRoRWvkCuWhECCBor6lRAS8odKRgnGiOBlHII6GJvh4SH060EqJOLe9eiUXI/MqArUhGCJ+1HSwqSaxeDAm8PzzIPuhMdgDRyGxCgSZOsEGjZ+iYkJjFxUuMe06ijuFZrHN4+ldg9hLOYCTM6bDMukZp4Ye9kW9wdkDGWQqb0IAIaGjceT5x9qGERvJ1br9U6ovFifa/wMl51CuXxMMcTEzTIAGNWN4QdYwI3fuLRxiHuLkF56c3jcWlsuIpRzAeXUL9hltJaogHByJRiOrVs22cadWyxnQbGNdU/Y2VNn7cCL0MvAS65DwboKlHQn4/foI4/ahu0boZUZQrO78wA7F6wdIIaF72ZZ/K6z21aCzXniscdsyXIUv0PRsiHU8zhx8oQdPHTEjh45gXYDqMGBQoqVmG81yARho7xizIf+8QFV+n36a8+icnQ79DRrrL6+AYCVIU9658M2glTYKx1t8qSHcH9dYHTysPksgbamEFqWqekx624dtNOHT9k6NPu77+H7bd/j+23FttWID4DNI+NKoIsCjRTmTiKU5oX4MyyKECOdhSCeDmgks0/QIWA58cCgRIFmxrnhuo0eK8ePNSPcJmlGaIzwhZYO+ll/CqEfLZYAmvRDEC/yZ6aFR+83AqsAoL7dDEw6hOSzzb+0XTqikyg9vX+G6a417TcVQB2umwLz2SJoUa6gvuHRTsyH03am5yyK2iFMXbUC4LhS49iJuXQDzCDDqrNwsqgPjLQ9w+0sC3BTzOoYWJhh/DuOZ0IbjrHEfCCrQpvk1byBUbH+eawysITMeiQHJxaG32Bb1GYgsD9kYdlVmtop2bGQ5ejh7jzYEWQXwYZOTaEEBeZ1aQlsKRilG1037LH33WcbH9lik0UUXZiVzCLbCvNNm08CcrkeCYqd0cg80IB40w/6dj+n8Upweua/9VsGMGkglAJaCs0EBzoTyWD4mg65prP/nb+L2YgXF24t7ZTFUFCYP05I+vsFJXguvofOPa8hTKFYKDGynS5cTAl6ybJgvpGRpo2NtjwL7LVCQ2ENqf4MsUA8T+JoaHNydjyGiXgd/Jn3GMNSvCbiA9aW4lGDDQ63EGwD7XtmXLM2L9o8y5TXSM+ntSqZ0FE8koMJfqUZGF00LihTcC3DcLjhYfYJE4Qd0bKJHdmXGArhe6IIVWAloP14ftdIeNfqqJdIQIzAk9cViV49s25c58JwBrJkUgBGRbiCK8jHEDvqaksKoaXE2wiMDg1pLjxThn/okZCtKEPdjhmco6u7E6XWLyNt+qzi2Iuhqi+C9mUUqdAsDqXy9NznwLYUooIxM0qi7oRGQPVasGnl4j5K4f1sWL0eorW1qseQhZAZi7jxfXF8IpCKANOZrRjmi4jXwaYaWSIuTRAzCUGdxHUAYLEmDL0m6jGGUM57DFTyAKpyXkZRq26k5TagGNoabHpkhioBYqZxfbSZUzBIM/Cweb0iO6Dr4QRmfR9/3oGZCItJKawEVqQMAwsSx4nzSKFF/JuHRcPWEvKq9RnfjGTQ4wbDsebi42sEr0ETlAajCvVxjipTJNhlsCbMhEloZS7nuNi5iMSLMvzEUzINWzNcoIh1WmLWlzwM6m3ILJG5IbPAzuq45psQyRZAHD4JA9wDgNAMofcbx47YVdTGqITwth7zZSPGddu+XVa2uNKmBlHQCyzMN579Ojaao9bQsARzDAXBwHi87Z79tv2unaLoW1EY7FJLi51pv6xrmsJ4nUO9F6bcP3z/g7Z0+WJoZAqRvdGHHksX7fyFVruI72KKwyHyneHmgjFfhpYEJdhchrNGrRuC4VMnz2I+zKBUfCPmmHeBHwIIP3/+LDa3HgHaqqoKFBErgcc+Akq/2pqalkOXgM1tYtjaW3tRAfg0+oKV2N17d9kH/s37bMuezUr9R5RAYcs8aoYw96YoZuZzCmAyhMzdKQijLJluRLMckkjLpMZfYy9mxZkoGXydAy8QwGj8Ao1NgM6VjrTcCGB4TBWlI5CRSJv7AY25V/7W+1nLKgAYvSFujorhO2b4dmlg5myKwSZrvuu6QoE7FnHk/NeJMxuZwkWy8D7PlTFFvAjbQF3JGAAAIABJREFUM42Giu0HL9vxI8fsQk+L5ZWVoB7RamT81KsI5oWWy8hMGuHOgfk7ocrNtE+jyADi+s0H0GWpjymELgleWKSOP/PmyT8y1EPGlYy6AAz+xi2HAIYMMyupTSJtW1oYgh9dK52xfD1nPkg6aAy/e7XwaNdRTBHhLVqx8fGhAGBQHTi3HCx4rj30PW+zpntWoqoYmJ9RFN7DfuApvfJkEuTHUEYEMJIMEAi7X3NHXxlNiOv25JSHeRrhwB0diGOinkmwPQRUqXkVmSLZxABg0gXsBFhidFVjzHviHA+gPVxAvNa4D+hfTludm3PVUUJS4E7XwBIjXEOBlBDJENEMn6XfZTy29hfpVHySCg7xbZwSuv54Tg9lJkBJAMY/x2fojXNxUdwreJwA3lwnw/HzEFLU1Gh685sv8XxO/gQZh4931qY6hJDeAsCkQUzUE7guwUFM+EE/54WBToMcvwHGWEPHa1xkDiYyY5/xAcXqsDxW1FDESZ0+J2sORG2GNBNJeq9vWnGDjICHabkEJaQ2qUXhBPEGihmdSxKakQH1B54GcQRA3Pgo4GXY5Pp1NHbEJlK3aLFESQOoo9CFAndH0KRvGCCgblEtFi3Kd6PKKkFaJbQIpExHx1BGG/1HWOWSX7ovbMAsWsfeNSzmVwzAsRb9kzatRdVWbBh5DJnBEEcAE681phSnM7o0+VMMjHo7qT2DC595Ph6H9697EtOE9F2EJsi8jI0PI2VxAOnf6CTb0ooOtTWodbMGtUvq1Hmbwt5cxrCVrYQaLQGwciaKsRI7BjMWgExc4BmvwhF9Goykwzm53HA4ScMYzGFgUgBGgnPNddGGyb0l51PjLV8nMvpRN8ENVAsvxJaDQfG4kS8U3wi5yFwjIUpe324dtVlCtMuFJDAkAMOf8V5kiaoYLGoFjYPBYqba1579hnUP9Fo1mJUCuNJLAG537d2LbJ96UDY5CD9C8HvgWWtGKGnlqiaEIiGc7EFxLwDHZU1g4cDM9SNDhO0qmgGStZYwV86iaB1BKbORylEcr7S0CCLNEczNayg6B9ZkeMwq0WWYlVL74G1fw1wswrE4F0ayxjVPhyHAraqqRWr3MhkMblLXe3uQRXcB8w5FyBCCqkZxRerUeEwC6kUIbbKb9fg4tDEIb11GywPW7FjTuNx++sM/anehbHx+faW6aMuTwrPgGDGLOjukQusZkxQMe44cCDGEwZbEnSIOaPg3MZ5z3pdmYLjh+0BqtP4FMTDOchPU+91Pdty0tmOX7CRaTLRg3hSUFak6M2sOsdZLb1+/XWPoG2ufWw8zLAnSCSLZJoZMKnUt42Bm+R6GnPPAynAtDcNejUJwTnAixwHjR6HuDIAQQ+uFCCFxSKfZXwlOE/VzZA4JkJj84Ro8MuJeeoEssWdXsrI17BGEuSwAOoH0bjX3xaa3uHqRNYDB3Pcde6x6U43eM3V9EvcDm8PeuB7VTQDMvzIwjkFuycDEEJvcfg8D+dqKoIV7YFiEEXRFGxnfG47NShNiW2hXqX8hwOJxOS0i2A4AhrZzSgyODhJCTn5uAZmgexEQVziJ6CSMK/+J+J3nErPuL2ZtrNsIEe9c4eqtvPv0hkLwEL1+94iclqLuJH6lQ0h8IKrxEVwYGkWm92q5cQGEqq78rMJH+GYNE3nnAfV5GMnDOBG1i4Wh1w86ksdJZ6+wUBwRP++ToRwacG7yOgc2OfVPCsXR9CD4evh79PS84Rc8DIhtudAIYOh98DzVCxZosMZAk94E3Xm25Zy8ZcV9J8a8QJwyjnxT5rlYaZehLjI4vC8eT/eAs0/BMMxgobMmx9bNm5DWuhgLHCnVuAayNPyKzyPjsXCB+zPy8ckwHbyhQohxOZOZ0ihBbmC6+C97RdFY0Xtij5RxAhhslufg7Z8+e0a1G5g1sxCefm1NjYBYKZgE3hcFsTNkhTBTmT7JdEzGzvmsgNWSUJCMVQC7afCibSYBiw6teSx6xnFORCDp830u8JFmi1lO2gQd4esZEHagkNoMaBNpIwhi+E3TTACThAdSBo/H5xQWeGKX2UBdqvWA05liXrhMSW3mY9WynD0yjmL4SGX0S7kr0x3FteAhnD5zzj6LfkYjN6EdqVlgo9BGsdfXVtRwWYyidDnZRUpRPXb8qLVfuSx2Yxh1grrbOqAJWGALEVLiZjMGD7YfwPIGmj56FteM+mmRCSTgHIcuq6ISTUXZQgHPsLISoaiyagmxOcevQmjegpTuEYBU6mhGpwmyobeCwHcxmkMyQ45i8hHM2U5Uib5yFbVmGhaDvVkMUIqK0ZiDI2hECT5P2VDZ6i82A5am39qu9ljL5TYrR4jsFz7807YPTSsr16HlcAmdEzxLeMn06GfoIDEbiNdPGyGWyxFMgC2J3dB8Jl0tg+rzJH5Fby7uVs7KB5BKquw2AMaRMQ/mJtuzn6LJdvsV549i+mkGJmyMnkURDGk8jq7Sr/O2X8G2ZNZoxpO9/Wc03RyQEaSHzSAWZpTnmQ4hSRCLec+KuXwMo8ikvtpvl85espazLWJBcpBQQKaF7ut1lIIYBdNBBuQmQ0SwO+y9VogUamdN2BaFzg1ru9Beup6Q+jdmCrHnG21StGtTAN6Tk6Oar6wDo/cqLdordrtdYjZnvB8wL0irLka6NmtIyXYrZMUWKOxvRJaeqfyo8IssqHVNq2zrpvW2/p51VrwMHdvZef3ahBUh1GRlYTPUPhTGOKTtalumXdBG7Ju6v+nOv+K4xU/M/33+keb8XWPI83MMb83AJHOdYxpsovY8/pxmYGTdhAyC8fIzz59XWiP+GG4NYIJz5iGkoGPRQsQLZJX91KmnFNZOsK+RLdJ9MQFC4AavKgzkttPBiO9Jss26Hi9xoV+kmWF9GZp+vIeUrRgYAiHObR6L4VO9WfebsQO8Hn8Ockk31SILiQfG/wgGlIVDRByYCF5e2ojEEE56oOLPLpz1k6UBj2wWWwbTCOCaFA5iWrPO55tuksUyD8DENF0+GPWFU3p0yKBRmIgAgKg/s5ElDAyyJjicDD0VIZTizAMzgTLUZQRavM8IYOKk9IWFok9QyBN4EDjQa+C/Xo4fF4VrmkBIpQe0+6U20Pdo1keh4Up4xzf6BtD76JLATy00CcWgV3lMiuhojGhQqD0oAVMyjA1uHLRuI8rK79i6Bdkq9QAgFZrEEcDEe0yniidgKwVgPBzHzB7cM7zpGW5u8IATBgYPMh+ZUQUQ0BGMsHruxARCSCjCdxGb6SlkyPBZMF2X+qGGpUuxoTUiO6oWmVUQQ2OTZ+E1ekoCMIpjszkcx9JT2WX3Ma7x+m4FYCLT5cYXwCBM+nTmlZzLKBoLc1L7VGwSOA/AUHZBgKFNinOLmw0nuwAMjYjXFBF9ynUTjQQXRQg7SRhMDl2f8YXFa6MGZjofVpj1NngsdX8OyfmwpUoRJ+uAvzVDu/JpZPrcnBiwRSgs132tG893wFYgVboaqfJQKqhIWBf0U0yjXrq0XmXYL4P9ygV4Z9YRnykJWmaQudAN9eAAFEndE0hfuHjRrmPeFZehiCBYEbJrS+uXY6yWCazR+72BENYwQoQEHtq0Z9jeAjotVEYleMnBRkKgP44NpwM9vC5caLYadNNeXF+H9yLcyJ4keBY52RRtI/sMHvaC6gq7iarSLSg0dvTCRVVX/dgP/bg9tmuPNd69DqndBRI1Tw/Deyc4paNA40YDJe7Ywx4xtMPxpE1TSw9ZUJmsuU5SWJRpWyQ4EgBHDCGJaueQKYSEc88LITkzE0NIDk6V+cDx5Vnnh5ACgJHtigCG9YY4F3WtbmBv+8X5y/9Sc1shlZSz9+ZN0A0+r5XTMPFmtRNoEIPImef1351y9DRqfQi62qHOAWs/fQmC7Os2hDVOuzsAINyNcWNhRoYIs7DuRsAO5wJI5CH7px926HoP0q7BulEcz6q8ZFZovKl1G8K8Y2o1WehY/ZzZbQS11MaRMeF6Zc0r1pjhI2LvJTqs2XA05dBwzcA2M9zEsDyzkoZxXAIjjhp1NNVIneb19qA1xt6dd9l9995tFSvQFHchnwnu9TpSqFmWotAzuVxLwcfAsFgADEKBsVigP7o7+YpjxX+jBvTNY5TZoKNdTs9Nvf92AIYmgqGlUOgtggLtucyW0i7uCRzediiEkFTJdS7CyMyrTPHR8BhuH0LC83c5CkM7GYfhTUBLC9OnVryf5Dnwb+xIL78hcDla4/5a+hlG50AdCAKA0cwl0OQLAcBkhLwMuXH+4/lrXP1Ze5QFlyNnxRFa1obajchCcsCRhE5I08fNIox6epC4id8KwCiwlAY+yXECgiJNiXN792hPoXbxLeuQCMrpvDHNmqdm1pI3b6TGxjdE17/wmwsB/0LMFUWhvC7f4BlXJWgCgMH7MxVpWc/F9SyqQYC/CWzhP9V8oVEMYCgCGCFEXAuvoxqMBOsd9IOGZUZMEQqRjSPeexMN965BsNl8ttn6UHdh4cIaLHK0soe3w3lHLQoBDM85BoPBhUFBL+syFOB6WfulEBsJ06hXNzZik6uB8aAOxrvBxucdF1QsLOVNDvnYXYDMv8eKtxwn6vPGAE5GYLhoIPh3tjwoA5tShnLz9MKoC6KYj9TwFZTAP4MwAj0fNocjeGpADYYmeOx1C+txX/DuwWZNwROj58VR8ygos7/IiEUj5ZtUZL2i4C9ZcBq7CJSxSWIDjQ0mI+J2EOyLwT2DoIER8CCaFc+S8UJ4LUlNGF/0DmDegoERgOHBfcE4GwNjLABDYxuLZfmCmUEIhfoJLT0AHG16+G+a3gLDZ0y7xXgSiHzhS1+2nuvt6AlTaVehlWq/clVC7RKAkCyIGidIs+MZUsBM0EAd0kWkNhPgDoOdmYLLWoJMsGq0BqgCy0H2q4gicM4JjMulS5cwXlfAlKCZ5OiAUlqXL21CuvYqebgjSOu/0d+HNUS6nSFAAHDtc2whgbmIa1DcgdeP10cg4L3cehFzFOLJMuggGPrF34vQTK8gHzoohlKRHVJTuxCF0tBnBwzQCdzTNWwyP/bO77UHWfL9XfdaPkTKE6xSHAAMhd5ZrDoqZOICRTfEjg399YgU/HfaOa55/Sxvi2sz6tf8vf9nMDDfBMBEQBUATIZF8q3A53dqg+DvfJ1zXl4bQZa/cQ4DQ/F4FFuGY+ipQQs0hfWsXnDDs3atudOud3Rj7nXYFTBsVRXVVo90+RyEfCcwxwYwP7pRa4Xi3ALaI9gGbiQD6Fl0HXWu1MgRQIFFO7lPjAFsDGF+MjuI65L2y7sHMksOThJsIdP+p8H60ibR1pRg7tImT6pAHWwhHCdWBNY+gk8PgfntB6NHNpjgmiC9FvaTpS96Aabu33+P3fvgHptdAK1ZEUA12KTsQdwjn4+rw93J9gcnNkD7G//0rwyM1rfmBoEF15L2/yhW5xYZGUiu0/Ae7cqZZxqWoz9UTVx8s6ctj8nj62H7XE7YHTos0T7TxiTMZrwGP69CgFzMcdzEenMu+7HjSR0gRtsRog5rF21wzaLWSBBAhkXHDJ5k00gBGYY+0ggrLsp0JlHiXXNj5ePDBc1PmaZHF1GrdDNCoL4ppHUoOj4W5RToeW64MXQU63lg69R98TNpAa4eHjZhdbzGgnVmANQkNgIuHoWjAHQISNTJmZsWwXxgkiJrwGcTmZp4rwQJfOYCCbg+ehyDaE7W3dOFrKQ260X9gmkYmOLSEjA0UwAPo8o4YhiBmxivg4CBG9UIQkobkWa7dzf6fTBtGxvzYpSfL4EQU7FD0KoTKIjGiSGaGOdTPRl8JVlinD0MseGZsk4IL66yHJ1isTm2d7aC6r+kTsjj2DBrF9eiOd9ybHbLkf1UDQ8a3gyewzR0EN2oINzRdw3ZL2dwL91KG1+IDWsVQlt1aIlQgtAS4CcyBZhxUILQXCE0HyPImBnUc5QuhyOI8AMLmvGyosaJgEWghgwQNk8yDAShjI3P4vnNgsnylZFB3M7GcGE4CJ6h96D7xmtSvTOEheOKdSE85wl8gWr9MYzHLDjtdhxfHJvvDQXvtIB0PlEDDnZ8V/X3SnToAMppUxhigsQC6JaQTkxx6tQgQmpjmLO451kAqFxkQtHrfQEp0OfPN1tHbzf6vCCbDPWKFIKEkWdGHSuQkkJnz6rYoJOhIQJNfpOVJC1Pj5ThG6a2c25yU+Fx+D0AnQI9YqankuljZWcaf2qqCD5HwPKwbLsyw/BZbij8G0EN5yDHj2uOTBvn4SDrflAbQUeBoJslCLCpUAMWnQd5zfDAu7GRnQJQ6+3stfc+9Jg9etde2/XEfVZZX4X5imMQpCrU5yAv6QQdNhxlGvCxc4zp7fLHBLzgeXu0yTUzpJzF0HhdFFk9dTDnvKCnJhgUjDMXCo0nQBQAZ7rbr7MffG8IvfKY/JzjU9dB8boC6xZp9vj3MDsTgKHPBvs5x+sUwOA882cgcMyzsv1CsPS+F2iSBgCPjxDssZktr4vHQA2quBsLjOuZ4DjsxcU5zPR0sI4E7mTm2AF4Big1exznRcr8YMe0taNP1snzhyEWb7MH16+1PR96EIwLMuHe6LbXUVDxxOVzlo2aKg1gBuuWL7HapmXoUA02DllqBNTXAb5r0Em9rrZCvY+yZwpR3feK9Y30oA/YQhsfxfpCGB3QAhXI+62zoxOF6NDZurICWixkMSI0Rd1cayvqZkGHtWpFo+b0VBaYZ2Qv9qL5LdfEAgD9KfxbgjBwNv4tQ5Pb6qI6u+uh3bbpvk1iXsYhci8swUOoRHYSQkn5EwhRxkJ2yTi4LeA8UV0fbaJ4TQSG2884ZuEjc/65LaOSsrfp99yWsYk2Y34I6VYnfcvXfD5Ln5eeiHdynDTgmP/+MHl9/jurqKrrgS2VrdWpHXgKYHA5YnuhOJ9lGZy3TDEwdJACcx3XRiCUnM3hFwELw8TK8PS167iEr/ktkrGdQYgqJhxJhsi9mU5kwDGUHGStq9/IlssZ8MKbkVHAJikWwz379IDR+78dgEmHBRJWR5PI05+jfoO/E8BoCYfzJf8SfMW6A/HcfCPlB3cIYLTZkVmgN8JUamyWzG7i6wwpRfYlgioBGKpRIojjtCd653MLOg6BLA5oUI7nwcCnuzBzI+lFK/luFCa72tUFbQyqX6L1/ARpWm441DHgs7VozkcQyE2gD20HmGq4ce06xHk320J0Ei4Ec1QGAaZKylNDwErABG8EALgmhgZiDZaYvcUplIfO19wQWaGStGx5KbJIsLm3dbTZKfS+aT6DvigIJyxassg2ICNm7Yo10EssxF1T4Engg00J6bid2HDbr7TBe++FhgPp0dhgWeyMfZuqUbW1FMClrLRcAIas0QwA0xTukdekolh8hhQPw+BEViiGCLmpcUMjc+bCblfcZiOUlQ1VmPpgvAWAoQXXwgC3qIwybRKYryypL5U+JxY3xABg8Lwk3NbvXAH8hzQggU5g20LsNmZLafMiTakrCQtL+xoBDQAMNUAQ8/J5kwaeGsPEHGOoxIuS5aLvzwhSoI8eOgwgeMpOIywzAoaLGSKcB70QfZewLgdASez1pXPh+LGmDnVSfJbJ/GRYiRoUzEECk9iPigBmBGCH7AvXaynmVWVFJVg9gBQ8nwmmyUOnpV5XBCUYF2muMD84dysQxiR4oe6MJeGHEEJgsz0+M26iC8oqdY1cFzwGx5hzdwLvGYFz0I5me2MD47YWTUnv3brT3vE977Ka5XV4Rrhfas34zINiVw6ONB20VwwnOZgIe7hT1SltRwJgCCzcfgmUSApI9Pq/CcBIMxgYEZ+dmd9VXTSAwxj+0hvCBXMNKDTJ/7guCGCcTpRtiiyjoy9NOd2hQLNec6E6HxPDPnp43AAQGpNHy7ANe6nwkQQd2QwAQBbaWmT1zVpvOzKSAoA5jaKEj27eaG/70ccsFwLY4deu22E0FD2NOkT9qB6+EIB6O7Lk1m7bAt1Uqx051YwO52cgAr9qyxbV2No1jbYKIVAW9jxxCt3Ur7TYGPaOUTCVTM9eDIDNqs7UaQ2Bfb52oxOO3YhY2X6sh0vIfiqFTdq8YS0yLgutGyxPFuZjIdjB/uHrCjvy3ipRjgD+gS2tW2KbVm619fvXW/kmOH2gk8cGxjDPYTNKvchmPjwXFQQM+kVfR/8KYHwmhcnKf98CscX5zExTRTDeCsAQXDCLPQAYX5Wpc/E8LE0Ro5px7fjEzlwTbQIBupxGd16CtMWdRnm+bsf1VwmCwn1oLcgfQwhp6WYnd+eDCPx+KwZG1xEWnk+WTMgl3kfMjhGYCQwMP0NjTMYi6l7mMzAJSMKFxmyjBECFB0X2xHUwzBl08JPj8vs3MTAS9WJVELgwC+lWAIbHysc10fjnskhaCMWk2RcV5OKzC6BItUzw0EnJZwq3gV5FaGhg8IbdwHc3sj96wMKMwZNg6iINzyQ82zEwLsyKqoSnzLoczOyhBmESYSJu5atQ6ZT1OwgOaBeLUYBPYTLAKwHKUB03bijsOu0bOUpwI9uAoGUK3tQY0riLYZDo0fVDW8EGk2ewmV7p7EBqbA7qvICFaWRlWJS3L6QIFPVqoGto62xDWKIb44TniwlyFRoNZrdwjixDob21a9arajBFwN6LZBYUcbHYAV4T6WNdJwwTz81xEujiBkrgx0XCKRkrOHICY5Lmw7tgiFBplvjKaHtk6xMGhhPaY7w0XP5cCWDUEyh4qHNpd49jO4AJoEUghwfxdSKPOMwl+RICMGHNcyPRRNdSk9fAcuc8r7RiBLSse3ITgAo/TwGE5YJtmUD45NK5FqQ2N9trxw6BregDXQemDuBjcBDN83CfFNpGQXo6tMDrTaomKxzqwJ9Agl+x5xRBziDEt8x64hygBo3sSgnq9hRRk4TfCUSoXaCAl1oarUFm5JF9odYg6Jx4TBYSGwCdT20OBZscq3KMLcE9wRR1D/w8M+mUeYJz9UMLRc92qLPPdqzdaD/+b3/MlqxvVNM9YVF2KGZFaXWnDs9UxjSEhqLAluMgLyy+KWOvBHDEwPnc8F5gzrZ5+MmZCRnpYDBjIZ9ZANGEUdOf3V75MX1NO73mn/daMnMZmFsa/+T9qWsmZS4GL7DOvCYxiCE0yV9Jjvqk0yk1BWlXqKsK9oW1mZjtx3mcW0Z+mRmG5NN9F5LWCvVtRP1zsxGQ4wplE0B2SAdQvQmg3QXwcu6G9SDM19nXCtDRag/Acbnnhx5CocF863nush1rbbHryJrsAJOWA/t132MPIh1+l104e9FeRUHGEwAx/WBINqJr9M6dm23Hrp2oRTRhzz79gh07ed76xrrFxBUW1tnju7fZdrS8yIfd6UK36KNnAODPHbGBG6gvhYy762hiuhKZjetXNlkOAHRHJ+oLwcGrqq+xayNd0Ayi0S0ag9ai4GcNGN7N6zehP9gWq9+5xLKaOGdR5XcQNbHgmU/xGaPvUwHu1fc3Dh7HMISQ+C/Hw6eMj7W+Q40Vf/mbfqWlEn6cMH9u88k5f9ec5ly6jYg3hFjSh/Jgj08uzUQNeVwcgZ64xYScwwj5Y8h8Ni6M8Cx4xHie5HwCzCFxIerV+C4dx0sOxBAP17uzWMlJwkPWgQVgfI6HBSkbn1CpGgzqljQmeJmB4aiTEXgJUVmdJ66zcE+6TzFRbs4FYJiSmQYw/Its/C1CSHEziqGf9MOPgxcBTJqBmR9C4uduxcDwdRrXKFSNmUI6Frdx6V9cKKpNDv/JXATmhP/G9+iZk60gAzMPwMTS9TwGM5646bLp43wGxq/TmZk4gZNspyDsjZodbgJkYcYmUIYbm0A7skXaURNEZbMZXgBLwT4gY/CYWRxu+fLlSHWt0qbILJFe9LpZjAyRVUijLS0uE71fBvqVVYTzIHrjxkOdSbxGeuLcxG7C22H35ELEhktA3RLQMexE9objT5ExS4NfvHjOLl6GwQJLVISQQFNjI/QSSJWuQQ0SGIBBMC7nIEJuRhE2ajLYaK0bcfCBoQEbwcZWAcExy+HXVNepszeffCGeWx1CFrW1tQIKvD/VzGEXcD7TVK8l9yozAMa72fqGJCdStK8v2FjleX4IKc3AeMlqvJdZEgQw2gzxWgAmcVHHOgbSSZFZ0b/uvQpURaMUrk1iUy4Sbgx0CwOI4WHp/MpgcpHFNcpjoWoygQy7CudCQzIDFqyv+wZo82Z76Y1X7GJHu90Y7Vfohl16FU5gBl2cx6n55WEt/4pzPc4x/i1WP2WYaQhhP6biK5TI9+P/2UumRBkhADG4B2YyMdOMDAs/X4a5R3BLRoep/ez+ztcHcbw+NP5jmJEMZQHCTbl4FhL64e+xJw7Dh9wsWexsnFVYASZPHj5uDbVL7OMf+Xlbv2+L5dUAwQD3sxu12AB2pw41LHhfEUSIEROIcHuXMbwJpvBN6ZYAJnOcGAf3CBCZshB/59jI2vnzjGN9O4PvTz58huMe2ZL54CrMmfRxfH5zbjgokv1OAIzfQwJg/CE4AMYzmGaxP4EUUufseK7BREo6G4Jyk+ZcxO8UjpMxV246jx82GNo/vh/3OwOwmIMKyCOXhu3CCVSDvnoFc++aXbrcZw+gi/muD74N9iLXrnztjB3Beh/HudvOIfkAYeAn3/se27AbDMypy3bgFXRMRzbdGETmW9evtj1vu9u23rcFIGPEPvsXX0PPr1M2kdNrl9svoiLzZvuZj/yArV+7DEzuDOyZoWHoIfvclz5lHVe6wNqVoSRDvd1//4O2etVybGCT1tXaY1evXrPLcJJaetoAiiesGLZrBULba5oabefu7VZXj2y4JWCHK5HNBF2X5tIYWB/02MrFnCpE09NMJ3kfZifx/HmHQfcR1cbsNij8JVlnd/rDLQFM2GQ1h9MAJwVg4uTWfEmgfApRvOUFhMUR4yl3erHf0vt4VRkAo+vVWsL/0nEcPkOtrWRJZc4SX1Thu/B3hnyZo8KcAAAgAElEQVS4hmjfpSjA5xVCcrvvAIbnCaL4ELoV9HHpq39pLfnaCrI9BzDrl6AOjAY86F+0rpyRuRUDcysAkx60uNlHD1oMCi8Ux00zFkJhEJrJWITz6RpgLMkGZMS6Dh7EtMxr/hhDOrfTwPAOZ0h7BwATC+3lI4QkEWxIo5YXzM2WFhcXGq896kvSICoyM96HB+CHGVH4du+YYkpPV72J87LiKYvc3cDmz/LauaDU6RlTC8ONo3FZA0TBC3XuPoh9L12+JHHyihUrkL680CogsmXGShlYFTZi8xCSDyaZLG4oovwRlphADDorByAGzE1VWZWa7PGps10BYmbSQbS2XUITyktI927DhjYI0LHQVixfh28CJoiRUTyqFR2PXzn0OkScxeiCXAWB8rjSHcdhtJQpxKNyYoHeK0eHbRZUY/uDukV1njZOWlcABhsoWJp0GrXmAsGginN5ATzej4rgSdBCIW/wgMN8dGkU3+dz4HYAJgfiUv8zRbZk7flBGjPvbC0vSPoYTXZtrmKdU0YnGpcIYLQp8u3Swfg6YsM8zudssApMe2dxpiyEjHImwQghlEYxLENLbGI4OTIL7dFxO/DaC3YGnm5Hb6cKgxWyMR4bdqYATAQqBMFRiM255vV9vLp0DFfyOjj2SqVmGj+YEQIxhu7ojFAESZBCjQ17XnHs+8H6EKBQmFuGuUGQUwx2hUCGRp3nHUSIs3+gHyFP6GnAzvC7DJlK0mjwWgj2ee1cO5hTI0j7VkgLYO0wuh5Pj8/ab33kl+3ux/dZyUpQ/txcxvD82HgdhF6SnuyzCJuop//KOMwHMDKcDhSDTdOwyQRqjjDE5Y6LMzAOUjyZjKggABhoYAQoOJb89C2AhzN6DiR8zwuMXQrcqnBiEsy/9XH0nDheBOYUrAqUexE1iZcJWlMMjOwa1wCAxxQ2Y5KCZCGVhipPFN/UwLAdCRkXgMFZzCtqP/iePKSr5yJ9nwVpZ/MAeshycQ3gWedgft4402en3mhFeKgbYwHA0D1u96xstLXv2m6DI+iV9NUTdvTyBVS2RTPQy+3Qk0za93zofbZ0a6O1Hb9iX/3aN+wMwk8sXLkD3dD3PrzPVt272mZRcuGTH/+M/cWfPG+N28qsHyB9x5Jd9jOf/Cmr34z6WKiOm9OXY0dePG6f+P3fsYtoWnrX7p0qePjQAw9a3YpapNpDz3Jl3I691mx/97kv2qnWVqtfVGGNNWW2a/vdYGpW2fJNy222As+F1Z8Rt5jG/RUwSQDPYQJzjb3pSI4rg03j5hMp3Ssq2hNPz+U7vjUGxmdN5ivuCXMAcJhTKh2gNesbvM9pZ2C855FnQPpETC53/ilu8XtYHP8UDcydHV02IIaQqD9Jyvvr1AzSOXgQi5UwMIFVieeI90SfJviJAi8RhHBdECbRQUxCSATn4blozvMc/j6hhrAfUJ+jc9Ome96BxjxrPTQwEajMYWH4Hk6MaCT4OwEBwzLMzIgYNhifOSAkAJAExCThH09FltHiYg0aGH9fGjh5fZOYIZQ5Dps0euZSkj3EjS64X3xf9GglGI2Gl2p4she6YwIzbgZeQ4aaDIEXhZBit2vPjJKgCceUUBef5bHlkXHT1bGZquwAhroAnp8bASfwMJiRXij8GbJpBRPTiyJhBTAUNQAm3DxYZKwaWgWGiihyI3PDDtfXEHoqxLGWobz7MtTpWAi9TAW1MKx1g0lBgEAQwPPRE9cmBoDEKqoDozfUb4ShniX4LGfdGEJTuQwl4dpuoKha+9U21Cg5hZTZq0pjXFy3zJYhc6WKAlFkMHQho+SlVw+iwVoBsl+qJGokE5PH4mRKy+1Hg8JBZCmNiUVaXLvYmlAvZhHaDnBjY9ql+iSBMYoMntOHzowpa4rPnAJuuoz4moJXOQMmAWjTKfxgEJJ5IfFmCBfIS3CjoMnNzLTIwAjABF1FAOV8rwAM5yB1L1wYQf/iwoJbMzBeItZpVaXxCTlGAIP5Cg93FqG6aQoIEY/PJoBh9gUvCXNpBgZ2CuLGS60n7flXIebFc+8b7lNhMBkLdff0qtNiOyhoVmsHsHSqgJppkMm1xWfKLsFiDpnRgfex0V0/wAlDOxRwKoQE1q0E72UdHwKZHOiXyL5cB7t3A3OlFKJysjPcWDmvGf7jHOczGsVxRlAXhG0y1CuLBSCx3rxUfGy46WNWAP3XKNxsAnfOsSNoK9ADxun3/q//ZPe++z4rX18HYIf3oiaJQeAMscJcAKMFj7/9M2FgvEphsKC32xSid09DzMxFicU928M1KvgniHi1AQbwRZs0RaYIzoYADgDKFMcf5RumBgBowWjcHEFa8jAqaY+ziCTsDZya0hoA0VqE5NE9fKaIB8czZo0U+IV5aHLYdbLTjr160YYw9gUVYOLGc20Pig4uf3S9avuc/vxr9sKxo1a6qNomUcKhHGP9ju98py1YWWctxy7b577wj+j51qbGivfuusu2PrDTqjZWWVHWpH3sp//Ifvv/+YI9uH+zNWGtPLrpfnvoo49bzjKcHOBp9syYvfb1w/Yrv/M7APFn7Pu+6zvtPe96HIUcd9tsLR4MC0L25Nrh50/Zf/vNP7AjCFk99uAOe+f9O23nnnusanGNZdXm2jiAFyAL1hIcApQwKEKfJHRM8Mxx2n7lK4RwS8AE/8rA3AFqedNbvo0MDHMxUqCGltMbjQbbLgfDC94JGXFZ8R+KrPm5MLZCpvyS5+I/y7kM5bu1fDYv2SKMk4R7SG+nNhAaNn6laW3V4Iiok4iKXgf/CxqHqFtxNsbBintKzJIJdUJkbD0MRJW+3ieb5gAjLQaOrA5vkOEJgQ2GUihgo2UQHeUeYgQxYlskznTgkWgqeD58nq/n4fxkUKisV8iKqYfh/RFh8ziFFGsGcMR7cUEqN2TWssl4x9yINFh4jdV3CWBuwPO92AItBGp2MBVxKcDFYoRb1CwxeMmFoFcHUcZ/AO9tR8n4VngjjcgS2owOxiwiV1pUJh0CC+pNwzCycF8pqruyQN0wUl97kb7dg3ofrVc7kP0xjk7FW2zD+vUKf1AgXIiUaQIbpuxeu4406eYjyC5oBeBhdeAiW4A03YX4rkbPnO7ePrsIo8XMolJsbtxYF4AFYsVWtkbo5z3hXFfA4kzDM1uAzKSG+mXop1MPQLZAGVYseEfULsEuZimrcrJVABmcbFxHoeqPeB8UTVh8UR9EIWoCmGmciLaleeH8CoHRMBfj3IpdqsP00YYRgQkBjjxcLhBeitKkSbXTY58XQhIjgIOLdfH3uOjXPQJJR7nueDwp6J0p4fwjuNRihEfI1GeJijFFelDo7ULLaWgJDlrbtQ6wWRTTYnUz1IgNiloT1kOqxFxQdke4N2pWBhFSpOCXjA/nKxmxGowRG/JxKfFZjUB7MIg+W6PQwdzEeSnaJadZDgDD4nlkWFiscATedjdEmv2oQ1Nbg1YWFEHinjj/KeBlltEENlmGJJnK6rWX3GBQ58IwJR8rGz3y3CxJkA0qn2EPbLN4Inl29uhlq8pfaD/x3h+wbfdttgWbEVIEK4AYAyryAtypV5Gvb9kDrl2yEwSAQaA3J4Tk2NJF2iGjJEvUXwCucsf4Brcrzk/7sb2+hYfF/BhxlrmdiM7WbcMBusAwMeM/0YuMvyc2Nbqd7thEj1uOHkFFETVT02irgDmCwn7ZZKQgUqURnmZ9JlaOpu3CBp01go362owNd45AD9KLtU0NXT8l9hLxk2mdwppjyLusotbqlmHNLV2ILuA4XgnGn6Lvm7BBjC4BSbccb7M3njvpInOkH1dhfa9A2HrFOjAbADpPf/UZO3z4JEKJxdA1Fave0+atG5FmXW/NRy7Yp776Fbt4+qytR12hBx99wNbtXWkVC+E4Xcu1H/mFH7U///Kf2f5Nj9p37/lu271rje18YqPlLq2ygd4s63/mgr386jfs5z/1uxAB99nH3v9j9tF/88NWun6xTS+BowcBb8H1Yjv08jn72V/7DXut5Yz92MNvt4/+5AesYk+jldWiECMrh7Pp4yjW2AiBGWxfMRknhDOzoRlEBlIOmjly7F0b5zkxrAcbPXjpprhetR+QjcsAnnkj/C39GueOO1OBTaSalBssWRdt1mEeUfTK6UpAq+0qMHXaseOb7vD0ySK5w/ffwds8jIlnBycsFobU9fJKeb4QrSRrovAl2STtrbRY7gDqSwCew0FSgfY+LCOuCzLgdB75cwQuPB5ZK7GWZBX9ucWIDZNXEiwiVksLDEyjP1fZ9R2NO2OkMAExMUwi0BGM6m0BDC86Ah5tFnOBBDckd1w8BJAADApxEwATQE14D0NF2npo5DjxJNbDhocZMB/ACLxIzZwBYaLjFbqaC8wE1Pi3WwEY0fkObBLAFBgYAphI8UdgI28qaISiPkF6D95DAFLUHEh7cqkFPWrOY0AnrQbZPMsbGgRMuHFQp1CKjB5uHCzd3XLpoh05ckReNMW8S8Bs8DOlovIREoLXz4lUBKPDTXYMoIQi2ysdHXYGFVf70amYn9uxdatqKjCMw7LyDOkw7DA4dAMgCU0GO66gzPgVASeGfGrrUHoe4aARiH8H8a2GjQBN7DorEFNdA31OvZoOsgbEuXNnVHa+/8Ygwl21EPeuhSh4hS1ldVdsmgQvTNnVZot7o+RWAAVx7ALUd1DRq8Boudg6AILAzukZRgCj8FFmoft8c3DMzc3nadDN0EBQiK1F5cZE7I1wNCaLwDLDTFxpYdMJdKUWgrA53s/iXPyEgFQsqsaVDgNJg0iAxrfzQxAVIjEJAAaiWWYhQVg4Dm/5YvM5iCAP27HTJyC2RaddUOCsUDqLceiG1oTp0Hy2FHSrLhEZKpzrJp4X0+uHwXBwU2J2ExstkrHjvCDYobEeR2o+QRC7Rw9i7rA2TC6ujY1B2QagFCxMMUDyJLr29oM1I8vHukBc/Lx1hlJ5PKa0cj6x5hIb9ZH9Ufl3Zs/B42edjmzcVzk0M6wBpBAS24GgqB1DVPmoKrykaqmtql9lG5rW2uK1i6xwCQruIaQ5C23QLFJ+DZtODJnEtSqQ8C0xMAHEyogrHhAAjAYiWDVZLJ1LdixS0QGQfDMNTLDEGQv5zTYAzr3IzMi+BgPPgoaQATHzTEafrMQgLDrql0zhWTLkmQOGKjT6xUYM3UgXwGgvgC3GdQjrdHxiSHV3GG7kONLA94MBncD6LMoiI1dsFWjQOJuHyQemomgh0pyRxci1xcKNZ49dtFe+fghrGB3vF6AZJ/R17G+2ZOVisDlj9vWvPmtHjp4Sa8peXKtWrrAmpDhzPh6EgPfpV161U68ft22rV9n7f/j9VrcaYAngt+vcNfupj/+cfe7Fz9l9W56wH3r4+9ApepM13rfcsiqL7drFYTv5+Rft9YMv2n//+ucwf0bsP/zkz9qPfuD7LbcJjlclAPC1MWs7BHbyhUP2lVeO21OvHbP3IA3/E5/4d1a6FZWqKaECaFMmOUJSxMJC0XQ+uKbl1lA84GJ+D9v4BsjfvWZQDNeEv/wv1MAkzR0jwJgHYLSzB6F2ZlYG+uFNaPk2k24+qP5mc/NO/x6AN5kzN7MOFLiOvFhrACj08KIGRntrWC3zAQxpaH5O3EdYDwR2AjC0oQQxGB0RD4FwEbBxfQ2hjh5fCsDoZIGQULFSnpsm4K6Vu4SN0l5JBDDx/uPvcQuJ2gCZCnqnMSspnCDNerhHnWFh0gJcZkzEzT/RzmjzQbiCHnK4LgdFiH/mFSUZGQ4W9Iw9G0Ygx+/DAQy+g2FJQlDy1AiIGMqYy8CoKjCzkFLhL94fjQErPqZbD3jtkmi3wvkis0QNT0gV5vjRI2cGUEfHVRW4m4a4th79hRoAYsqRzVGAniBFKOzEEA0ziVgm/ujRo9As9MPLKkdTxaUABvB8oDcpBAiZEQOD56bQFQW6U6jyitozCFVdAnvTeaVTTdWaGptQEr4BbM8igY+CfHhO+Ow4NtKBgR6kMKLWyyVoYgBCehDeKgQ7VAnNSzaLpaHIFK+No9Zz7ZpSbstLkP64aYttRhomwyDtKFF/DjVOzqDiLBkh9uVZhwyl5Q3LlSLMTa4UYk+mPHIjzAIc57+sxkkw5eOFscODVE0dgpLgKafDka6M5xyaC2C486kTenBz+HdFngmA9HJqhWnHDHsS/8wFKUfe55ibN/fMIgMT35MhfuJko0ftLQdYk0jaCXjWih0xXIB6HNnI8hrsGbBXD7yCpo7H7QK0R4zf5yMsx/Ls49CO9LGfDLRQBPF8Tirgxd4w+CaTMgrgSADDmiy8c443mzEy5MOSALwhhhmYIj2EAniDTGtmRhDWQgnmFOdAGUTXLJ5IIyTxOADTGHRGLC0/yZpEAPIVYH+ox6pEOjWfO0EuQRFZFwKaGYh6WCWaj5oVeEt4PKXHoSI1axEx3IEaRe9+/Dts/aqNVo5CaQUVWJso8a4MeW7crNhZkHEyNBxiTvDDPxcAE631W2wKsZaN7D+0Ksw6y2boFRsx8uht4jrK9HcNy+koZF0fPE+2viCzOgRms/Nqt2oyFYMVnYFwaArMWnU5xPQI8ZQsQBsAbNYj6JXV391nI8jYYbVdsrgU2d+cHLLFaxqsZtMKr9OBZ37q2Bl79msHUGtlFK0pKlF/ZYWtWYOmjqiyTFB64PmX7DD6JXHtbN++zXbguxwZQHQ0DsIGvXa02V555iXbf9cW+7lf/RnLLsu3iS50SD9xwj7+B79nXzj0gu1bt89+/n0/ZPc+sMXKtyHsgzl19Y0O+/yffcpeP/qqHUdhz3ys+V/82M/bO77rCZusIQ0Bxu/CoP3jp/+HvXjoVRuaLbWXD7TZY0jh/o0/+Fkr3rgA2j2UBQCom55GCBNF8hh+ZwkDlohglgv3CAr3tZmFpR4thGCBtCdhjgnIMkLgG+j/ChHvvwIYt7nCO3MAjIMhmWMHDI5YBIb81wQzaXzIeLt9mAtggqnnMWIHWNoRApjYhTnDLjir4ufL/Jv8XU4HU2Fh4AIDo/cRLgsjZEI5/rPHzRNwERgSZdWENNEk9ZpetQRPgYYL18DjsKJjTCmVnkIhCvwPG3NkizIAhtR+Bjil/+457G8GMF6bJKOjEWPk+5LuIaZ2O9ji5usQNL3hqhM2PsSUVaVPM5zE0u9gLSigvXz5sgSWTY2N6jXEuir03tlDhJ8bhuK/q7MLTRUvIIOpw5aC9diwbiMU/IvExLCIXH4WKOWgpiKAob6mE8WmulBErxsaluugn+nRb0JLgi3rEYZCC4AiVPWl8I+eCVvV9yLj6FJ7K7pPX7LTKGZ1A0xMMbrWFiFEUYHaH5UATxzPGxAXE8Awo2ndqvW2BQ37CNBGoZVgGKkF4a6bSOUuB4tUhzox1MTwniqh26lG5+1SePas/JotMS3+ZbUdhQhd6KaUYRyfOpYo+P1mACbxDPTsNQKCISpo5r8m3hjHk5otni8WQBI44XsDSHbDx9e4m/oiiiGmCHCStcB+SNTNMNODfV/YpG4I10+QxRR3ABgMkPVdvW7Pfe05O3nuKNiuNhT8ghddjvopADDDEMqOYe0QVNCrINjjWiAbwgwfGlgKwYcAcqhfYR0hziUqs/geVnD20CnEjBjLQYzFgIrQob0DtA2F0B+VYSOidonp8Hyu1LtwvbZ1d0moSy+f1aGZBcf5WA1NFkE/NVYEqOrEzfIDuWD6cF6GP+vAGhLAUIjcN4kaHrjnqWGwLAA6P/HjH7bGDWsCIMXzgbepsgUxI4et0DhGqXCO1qQKEDpbIvbS7Z2PYdiYkoySqOjVGAeLGN6rKJSbqrAmg3GMXlt4PQkbRZCr60kB4XB+fyXMBYHnO/hKhSqmx8G04Z7VABWNnyd7J63/aq91Xbqixq6F1I+hQzh7EFHgPwB92kXYhnEwX1Uo/jY7C10TgM2aptVWu36J5SN0Q3uTNYB+RH1jdg0F4wrRfppr7Cb6YU1Bl1JSCwcPbRyy0Sj05o1JOwF25dnnD2BeIHSI3m2b0GOtcRnKJqD5JwXYx4+etMPHTotRffjhB8Gi7BMTyvpPx0432+vHL9hLTx2wR+6/2z76iY8AhCI0dOK6vf7a0/YXX3nWPvX8a7a8apH9zs/9nD302E7LXl0KpqTA2g5csE/+3ift5ZMHrSKvxFahLcqH/91P26bH99h0GfRVYwD4x/vss3/1p/bKidfRYLTIOs+P2RMP7LcP/8cPWkFTpRqb5sMxyMLxJtF/rAA6M4LhKWiByGapxQWF4QgrMWThYYQQ7qVt4VKmMfC4rIMWefhzAcwtw4i3G2rNjQCM0u9JXufelQkhJcRckDjIaRN75M6Si8Ij7LqD+XWbt/i9zz/OLa4zrgHftjJf4fqZmJD0FuNrgcWWTeQZwlqOwEONWMXShEPp2XoISaBFJGlAKAIxMYTEsfBb53ukqOUYBQCTkKnxuYXITIJFAgsnwmL36j1iYBKNSDQmnA6pn9NAhptzZF5U1C2wMEr/CydLAwH25JExIDsSMy8oXgw/z9Go8D0hGyjNChEY0LNXFVd4oNSuaMMjbgKrEb/SAIYMT7zuNIAB/60BoffLzYMiZgEUUOpRPJxJncYJqHXA5Ivp2YkYVewAN+YAoAR2IFAFQ0Iak6XiuSGUgs3IwUZyGkWjjh8/TiUuqlrWirVYBm0JnGLQxHQlGHOcVO2ak2dQP+TI62A+ShGe2QCFfj1qxKwSC1NCNgXnnZoG1Q8AM4pNrrevx/rQGbu3F6nQCFf1YpNat2G97QBrsnThInhWNbg295rz4LkMgKJuAWNzFdV5T5w5bVeh0aC3SP1RMUI8AmtkpMSMIIQBfdASGKL6pYtBZ1MU7GDrBs5DvQb74XBD4xgtApBZisJmiwG6GHdXE046Qwq2kvSlgDdMfjw71r1gmIR1Y2SGwhwSOnHxym0WuuCK3h/V/3wu6bmgcecCU90XBylelwPPmmEigjodPhRTUhE8BzC+cJ3V0zzn5cCzZYXhWVQ7zaV4GPT27BBErmwrAJZEDAz+7eu+bq89/4pqYbC/lCEUUFKBzYodp9kqAOEeMjCsoKs5g+dN4W0lgATDnNTKDIGBUV0WZrUhDMT6PmUQ4VLYzXnLENDEFNoFoM5PH2j6UWyauUivrSxBITucT0UNGbKCKqAM4JTk1NWOHoQUWM8lG6yLA1WCJxZdpAZGFYABdFgMjx3JF5bUIgRZib5YAKS8NhyLOqgrN65aP3QMfR19Ep3/0E/+iK3csUoM4QTEy1T0KGsOa1NDCNJImXthbJO1TRAZxiiy77cCMIzFM81eYIMGUgBGApfApmVCBrGwmYBmOKfmCVcY2VxdQ0brp/kR3zDXtM8x8rf7U3w9XUt4GhQIrzYHIdzZG9CvdIxZx8V2O426KKzKTe1THdKKpRfDLQyM3LA2ZAuRcVy0EK0aAGRyAY63btlgCzbVWy7T0ul+9GHddYx65Wus1SqGjRZgc0e7opkinJFZOb0zNnhl2E4dPWMvHzoIANOPjs4Lbd++fbYA2qiRkQGEmuHAXOL1tKgQ4nve8x127733AEgNgV29ZGcQ9j55Crbh1WP2Haiu/IFfeK+ynjqeu2BPP/2X9nrrkP3NU8ehzhm3v/3NX7X9j91jI3Vg/4Zz7cJXTtgv/dbH7cunX7T71u6xxzbvsnf/4PfZ0vtWg4mEdgUVgm8cv2Gf/evP2Fdfegn6nQJbUVtvj923z+5/38M2vRAgDPMsC0AtexITpwRAuBSjh1DtJPvSwS7R2VSYKHFgMoCTmYHpSE4awDDDJmFg7oBVu/WYOwiJsFd7tICNZxspu04Ub3hTFB0z8zE4V55V80/QwKQuKAW7M+dKX1gAS5n3pWBO+n3x+gVguJ4y5Syke1EpggBglDGakYU4gAl1YgIDw+rkIiEk7eBnqZnxNRtBi4ei3LmUxlEAJtRQkmQA81i95jjGUU7AsD4+AwG4hPE0AXev3Qs5gDMSkTmJwEVGJlDsfG4CA/hml1Eagkj/x7oo01h0b2JgcGw1+uNYStfg2gfvIp3RxAg9a5NzEW/cmOK1CMCQgcHmwEJwrDESs4LIEEQUqGaUPDZFwgQwYQ4ls43XQJYE58mjDgc/k0pXbyUyMCE1mr+7fgcPmGXXycwEdiZTi8a7cqdDbgSDBTwerpNaBralr4SXW15Vbucvu75lGGJKhsCWssdQQxMyPQoBMEoUksiHxoD3Rz3LC6BXCQobAAaqIY5tamxCajWYDjAq4HfkCXMz5aY9iZ+Hkd7YA0HviebTEOJeQsuAOtuwcrUtRd2W6gVLkDKL8v9MoYV2YRTt6ls7LlvblXY7j/43XX3doGpxrwzHwQ6yQB6vowpMSimauZUVsoUANkxkC/Ea6d2XwpPLRs0TdlXug/h3GIJSbv5LYJiblq9A+KsBvZMWSNuRz82eawMhCQJUL77lTRwFfMFmaIfleAm3kIXj7ONr0XNxMCIjoE2Hmx9/DhsaF4FezWyU8WctQjkGfqwYQooOgmKzOmegMUOIKc7DkEiFB8N0Q4w5qH8yUdkID8zAK5wF9Y9dyVAdXc9kCBT/qdeP2RlkYJxru6C2StTAjCLcMwKxdi/0KKMI+ZC94BxnwUJmppG14FpnawqlPgPskL2bYadYvJfMVh2KEDKDjKGksUkcC3qagVGKb3OwUdUie205dDhcA1li54axYRWjYBhTqEehfeDmyWrQ9XWLVYmXRoRFF3vB3HWigjTn9DKk+FPXtGnFNoQcFllFNYXGKNaI6+nq6LKTZ4/Y5YttduF8G+bZIvvAh7/f1u/egHmDqswAMIV0Bgj86Fxg7J3qzzCl8bl+WxgYzhD6MgHfxDkkc/W/kYGJAIngfAYhM9HhNN6oYTjSOmZXUN32dNsbKBiJ1CwMchU6h5chNMxsrzH0UusGqMhH+K+uEtWx8RyBXG31miYrX1ttVtEyJlEAACAASURBVMcCoFhrF0es/RhTo69rzixuqLE6ApzFCD0WYHMHcL15ZdKun0MK9YmzdvTUSYSLBmxpTZ098thD0re0IamgDaC6E00dW9uuAVAN2fvf9722777dAN69cLRO2QWwq5cv9FnXxU5753fcbw/+8NvUlPHwXz5vn/7cb9lIcYN9/oXLNg2h8Vf/7Hdt6yPbbKBo0go6Z+3clw7aR/7rx+zZq6/Zu/e8xz50/xO2790PWfVdSzFHUe4B+perh6/an/zJp+wvvvwVW4Ww1o+//922/213Wc32JpsGYOFcm+5Bc8dx2FJUDQbdpLU/QWBH5pNzCmuPYvlQMcEtPW0AGZhgEtzu//+cgdGEFwrJoKpbMUUB/Mh0zkM1amB7pwxMKDAXQ/h3wsDIRicMDH0PIhQZ68DAUMTrtxFbfzjTk7Ll/Jl4BE5iYqfv3XQvQkgxLdnTmZOMG3gAczyYgFjl+WNjpvfPqqQsI69Ox8EY88a82aJXtmURtliOPLZhjz2EIqBMMyQEMArfSD8TgBWOU4jYKUMjsfy6wA39S3g73h3aBcSx2aM8oCC0jX9zsIEy8DCwvL580utsM8CQFL3GUPU01n6hMaeocU6GkzKWWNGUWgT/SmuB6E3rQYfrIe2fj3TTXng3V6624rsdWUPXVSisAT2PmhYtsXL0DSG7Qq+YE7H7erd1IWPoKpvlIbWaVP+yxmUIKS2xenS2JjV9MwA3Cio5OVhAj1V3W1pb7BgM1wSeS30twEtpNQS4i60R2UKV6ELMiTKATa299woYmE7rYOgJ18P3c6KNIhTBisG8j4UATsxSKkdNmnFoHcj0cNbV1FRD+FsLQFWmSdeHDbkDx5ocnsB5ULEXrREaAWIWQFejXlRgmPjcc0Qt4l+CRzAEk9Bb8NqZncRmgUFrnmEEEyDjgjISN/LQ0+xrBDURx3BVSKRL48Y/4l/SjqGoWSw7zvlDXY6OlfLGfM472I7zX5shPSt6WCoo5ror5UdRpKloELM9ABxQiXdsEG0Z2rvsIgTTrx85hGafaOyJMAE38kmIQggU6EUz3ZzghGJu6qHKmCaK+ikTyLjphP6IPbCodagCiKxdUAN9RLlYlWlsePkIVY3guB3IdsqehQuO1O6HHrzXNq5bJU+e7M55MHkXkQE3AWYPqwT6lyG0hai33Zvvhqe/2JYg82QUzT4vNregPlC7HWk+IXC8vKHe7r7rLlRW3Wc1a6BtWMj7hUB5MMeun+6xg8dfsjdOHkP48Tx0Fevsve/6XtuIWiEU607BLoDswzf0HczAwFPKC0AiyQ6KhgnUnDNo7mndLoTEQadnq7EK4HKWInA1EqQujBSbh741vgo34V/G4wNNnw4JsWKtNNzq0u2hVdUKCh9z++41ZJS9FsONwVpH25MwfHFT0OfxftRmmaHtQcn/PLAmIx03rQtF286cPQxWjcUuUZ8Kjk55BSpyI/wK1AsWcxTsJ7RosBfjyC4cAxDctGEnnj+6e9ch5IiwyfixITv9jRN2uvuiLSpbYGvXr7Rl2PRL15XZKAEMzp9/Mc+aXzppxy+DWe1Db63uCdRVabD737nLFhaVW/PLZ+zwucM2iKy43k6EHuFQfd/3vhcAZpv1Q0/3/Gsvov1Fqw13jcB2F9j+R/fb3u/cDcCUZ5//1U/br//+L9q2hx+1Y6jyO9k1bX//t79tyx6phnaqwK4f7bazz79sP/UrH7Gzo+32wUffax/7/o9Ywz1rLWcF2KI+zInzQ3bu0Cv2G5/5XfvUga/Zu1e/y/7zR/9va3rndrAx7F3HMcRzJEBhZgyfbar1h5hTzBvWm2GKudpThL1A61EAJoxnADDu0gvRam1oSgQnnLb9jr44/Zg1Bxb5ltlG3HBSIFoRLG7QImOclVECQWB15YVF0PHNLiB64ingEefstDL8Qsgo/F2ABNfpvYNC7RVOdVyUetTOAXj+OzT3/oy0d+nxyIbKhMpR5zrxNcZvrj4+V88wwhedrMiy6POC786syJlxEKrGrvrXn1dIdPaQX3RMeXIHI3qDd5HX8Lm2Ltxn1sPbH54lFR1ZBb4uAKMN3bcT92QyTANpcAIWGir1W4Hgir/rJuLnle3jtVby4DnEDtZ6H1kW/C32x0lvHpGB4TXEjstKmeZ/eEAEMKyjEot6aR5KIOrfaQBDwxQnZwwleVaT62P0XjIxoWIsQU0EMDGs5dVlJxIAk64EzOJy8X4TAKYxx/2l2gxQFEc2LQfGiRqIVhS3O4mNgo3PmGW0c8tWAQyOAwW69M4oqs0tzrVXXn7FnnnmGd3/Nojs1iKLgJVvmfLN+2NIiJoSftHDpvi3o6cD1THbwLCgszHOUYqQ0BqU8N60Hr2WkJE0iiyGbvQ7Ot92DhqYdhsFq8LUS24Qyj6h4RDaJQBk53B0o0VV4EKGlhgmwQbMOZEHpqEYr1ch3FAII8y+TiP9I9aITKSVCHex0nAt6XBMvjwYHG5ebDTpdYT4eWfSmEINxYTE1emQX8xACzzxHJDB+9V8i3SM2BoHHIrDct5zH5NtwlJPyk/HWeqMHzNE/DBpsJIJCfoajRoNvBE0to7I0BcydLjgWbiOdChZsEkUqSiECJPXMgltzKX2Fjvw0gGMRatYrjJkaRQhZfUKRN1dCBkUQMDNY/Zc68WzKLDlaLTJjT8Px2AtoWFsdhUIQS4FEF21cg3WUQkAyQU8626EJvOVfdTS0o61kQ9w22AffP/7bffe7Xo4N0dRn+W1g/bCSy9iTnTivRAFY+x3br/Lnnj4SWtExkn50nLpbc69dNZOnT5tT7/wrA2hyCEb7rG56LbVe2zR6jrLXYg7wiYy2z9j3We67JWDz9srqLTaiV5IGzduRg2PxxDu2GLZKOo3g/Rg/ptV6HFwMSPUqfFZkp0IBk3PlZtRCOdwQG4HYJxlo7XjdTiYZGqsU8mePpt4lalpkYSb4h+D5Y6GVjslNz0Z/Mz5EwATCpAxuyzOrzhftPbJIkpj5SGp5AsHAJ5Uz6L8QTBX11DCAOLbiwAVPT0I98KZ4dRjt/ESsGBFcBCYCMwqzbk4zs0xZIwB7W7HGCxYCx1SHewVNC/DJ4fs2LNH7fSlc1YJVnQddEdNu1Za6ZpSu1kIUISWFhPHxu3Qc6/ZqStnbRg6mqzxQtuwcZXtfft2aVKOPXfMXof2ZAJF/ob7UaV7YMTe+eQTthutADrQ3+j5Vw/YkdPnbLRnTOzvfW+/13bhs2x2+8mP/ab91p//qu178AnUE2qyhbNV9nP/6QetekepjfVk2bXDrdDNfMM++se/Zp1oM/Cx7/1Z+/hHf8nyVqBQZiX0L0ixHgIAfuWZf7Df//wf21eOv2Ef3PVd9lu//itWtXO1GWrVAKopVTYHLCIXMsO2M3iYzAwUeBXbFpzrsOuk9xCOabJBc60GsByM5O3/lhm9W/8kvBGAQhoBRHDBeU41QzQx8Si0M8HGRA2MGx8ujjBv7+DcOu4cAJPB6bdinBguS4gZzdNQCkIOQILrdXH6neJoMiME4AGA+B/9vd6awcN2/DvBSQQ7/mwdwDCxgQdMa2CUIMEJL3OLn8NaE2CSNpOfj8+WJ5xv38MDius3PIqst+96+yxDHgmAwY0yVKINWGJV95D4FZEXC2epHwu8VwKYGCrhRs0702cCAKH4MxdUe+wnlAYtEcyk2Rf+rCwbeujUp1CLwYwjMj3QWTB84TqOUBBPD9Vrs/D8Oi+Bk/rweKfo9FcEZyz65exQKGSn+3VWJrIv0SjFhonpjCllOsmS+tE93OZiX+6ZDJOxVDsBF2PMY9A7uKEqtGsoz3/i1HEVruMzXrd6ra1csRJAoAqhFuiFGI0AOGAn6E6wGmfOIGUZXjTP0dTUpPdW4r28XoKvQqQtR8+UYIStAgagTzmDVOdmeOAEIw3IDlqHkEAFarXcQMjhKrKW2rvQNRu0NcM3LH8/iboyomjJmIGVopHQGGmysnhZYSIMJdtA8WERroEC3jxodcjQUGC3umGlrpHgTLoJonhsOOy+PQUtRznCIDmkiMHYUcTIMJKq8bJxZYDjST0YhprmOEg+H10Q5hNdG18AL1pd2ik5CG7stOZjKmCYDJoXYVEloInvS/09DWpcjw1/H2wIRe8CtgzbqGM0wCZOJGAPb6gA4EP6rJtm19BX6tz5s2hsdw39aCCgHcazR+n0QYzPCMI59EZWNQKULoBeqLwa13oTYKPHTiG7i+LcErSHKIIhb0Q47sEHHgGjVWevvPoK0thPIkzJpnnov4XNkJlsSxcvs3e+40nbum2zSvfTIzpx6Kg9d+AZu3y1DWGmIQCYCTQN3W737N1v67ets2p4xWMA1aOn+u3Vgwft7/7h7+GQTNi6tats09r1tn7FDmvavNwKaiACJmhA9GOgfcCOv/6afeXpp+0qOpavBQOzf8/dtucueOmVEKCChTHU68hih2SaBIKXFLpI1mQYo8hiJJHAYKijEyZxttg3asS4bpkFRhtJAEMmhXMHoTcZV4KQMAf4b9TLcH7Q96W9wPHcQ+cc4e9ukXWNcTNyi5f8rtYSMuI+Q3y9u5WNdlG/S0KAY2LDnaagGyxBLoS3/VcGIXqHOB8hRYqzx8SeMj0eujTq2lA9uxzzhsUiR+B03ESokZmAdz+0z4pWQUNXjuNADDzQ3G8HDxyxZvQoWgCx/I7dO6xxF8LQDSiTkA8GZjjPBg5jLJ97xU62owYMLqFwpsw2blln97x7jzLUXv/SG/aNA19Hvyp6xR5Gf/yxt9umbWvsUvMZ+/LTT9nrx5ohPSm0e6Cb2bl3m60GuJgZnbRf+eVftt/4m/9qW9fstkd2PGl3r91hu74LBe7YbPHyuJ342mH7+rMH7BNf+mvrHum2//jej9l/+OWP2tRijFkFxqlj0o4/d8YOfP3L9uzRp+xLx16zD9z1Dvvvf/JJK9q01KagF6LNyQX4zS1F76McgBmk4ecjlATXR8xLDjR8zO7kzelZx80s2gWC0nl7Vhwz3xmdneGYzwE3c3aKW/zCvTYBuoFtSOaM/jgHGei6AjjQxi+mKOhnIgr4nwEwYc7qiHGx+Eat+/e6Km4ffdJm/tE8Dq/7Ncbr94/HL7ezDtQ9yuDrgu9hcouf2ld3BDCRSfHXycD4CM2q2jqfia9R6gZ1WXJy4ij6+fQVgFDGqwn3EMy7PvGuu981S4pfAIZuKwFECMMQ2GSYENci8ERsWsjiTAwfUaRKAMPUTKbrpUWtsdpt1LrEDSFuUukpkgYxeWAX0unMqheibBXUuQil+zNNFPlgPRQgKj+IbbmxF2OxRnrRxzGjuXHdi4eQWCROjA6Ok07znn996fASQ0ikl5lhFHUwfL/AE7M5YIgIYNS5F9fN7wL2NAKDMQb9SRc84otIY6Y3xoqpLCJF3UgdwkNUiYwjPZYi2TKAHgphX4LY7aUXX7Q8sE/rNq63bZu3o7DZQjXLmwQTwAqurBXBpnn9yDoYA5BpRajqLFKdh3AcWtYi1pLAqF/rQVVWaB6msbvkIxOlAGwP69CQHcpWRgy0LRhrbs7eioHaoFCQC8aDws9ybFTSC+GZTkI8OgDPPje3CB1kl9uW1ZtsOcTJzHwoY70aqe+hs2BKNozOonr0XgIQZdE9iacBntTjhQI7rQ8HwcogkviWM88Nla8A/CY6ONgLDS7/RODsDIyjSH77seKijHYjvN0XjwxBcA5SG5SMQPTegjVSvRcaTVLR1L8QOGNu5kn8hmOh7kcuWwngfkbBRjG0OQNgOAa6ngDm0OFD9tQ3nsJ9ZSE8VyMQ9PhDj9uTjz6JjJ8C6Fl67NiJZvvNP/p9MVo7t68H6OgF+Nxo7/3uD0Cb0mgHATQOob/SlastAEKjqim0CPOGjTybGlZA8L3cqlGvhxlDl8HWvA6w0drZbteRaUZSt2ZBLcam1vbeu8827lpnN7MhOG0ZsQMvvGif/uJnFdpct2aVqjOvWbbZNt29FRkuqBPDQmkA7dNj03b19GX7zOf+TgLwGoh9d23fbm/bu08VmbOYRo0S9+yWPEuWCmXwsxFWSztDcddRVWSNahjXMKYODNzGzslCCqBBf486JQKYaJ3DgeM43wkDI/mvXMo4x8I8k9H1QnvsrB3niTa+4LAkSQxhDlGILuPM0AbmgkJYPVPWeabDmlFt9vT5E3i+RWDPEE4Be8kb5Jogs7awqgJhJGR4oewCm2UuxhjuR1uGmVWoAQVQmds+Yt0tACdvnLCLJ07bMqRF73/4Plu0GSE+VuNFHDOnP98GTg3bwVdfsyMtYFmAuGFBbMdd22zPe/YoWeD5v3rR/vZv/gqNInNR+2khNGtL7eGHHrEV65ehd9Jp+9TfftqeefYlsb0f+oEP2sq1YFqW1tg4atD850/8F/u1v/ltW1LWYD/15L+19zz5pC3YCTEygHD2yRv2xb/+on0N8/MppFCz0OIv/cC/tw/95IcspwHR1RrsJ22T9ju/+Wn70j/8oy1qKLALg9ftkWXb7Bd+499b7qYK2RL2cSKogmLAxlGwLhu1hApG0SAVFIEKYMKxU58oVLvOQrq6itTJbASnJoBSbczhdf7k88/DIBojjnlc32ljf7ufw0bvmXUBJKdBbwyBBKAQzZXeIqzL83/7AIwWCMGabGEGkLhQ3QkPfdGWxmuKYD11/TJ5iQEMoaLwbOj4qReXTsE3OmpRqDZhYJy5lGbF8WEK2IRr05+9Qg/ZavmYeo5++XI6AliSbeVx2PcqOBz6u5v4EH4KAPL77n8/AIw3jXNDTxDgItg8DHZsyOcZPy7cnYAXrdASDsifmG1DADOArAluegxD8IuiVBWUSyaPb0pRL+LP1j3qtLd7Kw0Mr4sebqzHomPzmpnpwJbqoZZIBFwEMEXsxaPy9fTiPQNKwIjMi7KYvPQ6WRKCE6qm5xesS18j3xPfK20NnmYUMvN9UTtED533SK0Ov8UOYTaxwBs3VII/1u+4giZr6kuEUAHDYsvrl4NhgW4EIr4ZgIuBwV6INVkls8yam5vt8BtvwDu/Ji939/ZdtmbFGquGIbyJTXAS7BQBDEV8E1NIwR2H2A8A5gIEpD03uiEYRc0QgKgRgIZeGCL2Y2JRMtYKYWNHFqybQN2JApyP4SkKsjllyKAR4MKewBg685aPc5QDxJTAYyzCMajl6AUNXQatzcqla2xF/UqwAYvR0mAJGINqMSysosreQTMYq1xqjtTKAZscQacWGBeiLxKtS5Vux2LJdwPlhoYTxj1lbwTpGSUC1vhP6nhV2Q3OBT8WgAyLuErPED7va88tnMeqA3jiIokhDhpCejH8N6zMLIiQp0SFuiKesUHWTMnFiSgulAYGgGwK9SqGUOSPc5AAcQThmy6MwwuvvmBf+OLf2xREiEsBWof7RuxJVCB952PvRKYX+mQhLfpU8wUY9P+C7r3XbM+ODRD+dkPXst2eeMd7rAk1gTo6r9qJ00fsVbQoYDO8ZctY3Xmh+mctWrjUaquX2JLVjQg9FVtX+1V7A6DpTMs51aMpLi+whZhfuQg5PXD/g3bX/rsU7plC9deDB1+1v/77TysbbAVKzhdgfa1q2mC79+9DLZJKNW/MR3iLIKiv+br9w5e/aC+99jLuOwvVnzfZXjAwq1aus4I69OGqQmgQ1iEbG0wONppZVJ/1dc7n6+s+uHaJ8SSrIs2AD6m/T+xdZGDowRHUcr5wnH08NTc0iNrGAgPDyRQAhKzrXAYmrYFxTUQEuoGJ8UOFzCl8OlTM5ZHiZqGphxdUuTjMRdobL7QGcTa0TFkTmKtdk9Z+HBk/GNdzrWe0nisrwVjAWVDxQIR5CsGgMdNrDDa0j72LcEPLUC/qnsfutpkNKP6GtOisY91gZIfsdWQZdkHkv2rTRuhT7rey5UU2VQxxLG435xq0dqcG7OCh1+yNSy/LSVlUuNju3r/X1j2yHoxzoT3158/YX/7p/7CKumKEEZtgR9Yj/LfDlqBx4kU4PF/4whfx/ZTCU7/4Sz+P1OulqrnSfeGy/d6f/6H9+hf/2OrLl9snfuRX7PHvfMTyG6DfQ8+m9tdP2We+AgBz+FW72Tdsi/Or7APf/yF78Hset6ylYJBKsTbOz9pPfOTX7U+/+uf2dpRkaNy20d69fp/d+94HbbQR9hUOWf4IwuMo+ketVy4EvVz/bBDJahx0ZlUHRPtoCJHQImj9ZhyRuCfL2YloNoSWIoAR6RBZOx/Kt/4SRqCjhWtIaauSiUp6IgUkElCF+arSHdrvvK+QV58OczQNeG53BfGGwpxLA3w5VckNy4Bp4XCfmbPH6hf+2QF77Cjt7LIDCa0fPK/Yw8jtqtti/RyepaeBY/fnLQSxiUJBtK8hFCTWlJ8SEwQHGADUn71rzRy0ODiSUxDG02v14O9oQUKwE/VMfjPBQIT7zfrBx34QAMaBBb9Yq8M3FEmOEsZDN4UBUsM+9q7hyRjPxokIWFhwaxibMlkSsg1RwMrNPJsls/mQqK3hBNR5vIDZ3PARny8Bhr8nqQ2jOjJ4P8poe7pzCPPETCG15vbpJ80NQ0z4G7U36dRnFxXTS2cvHq/XQomYWhMotTrD0ERAFenheO0RwMT3eyyW95YpoMfjpMNNFAEzXKLKuNjw6XVSKHn9+nXrQP2Wa8gcYpGxqvIqaUfWgZJniIW1Gnhs9rxh2I6hH2YnXcPvNSgYtm71Otu5eatVoMgc05jJQMmo43HdQOpkS+slZBids57BHlF/DPdNYvzY84YdrKcxTjnYSAnmbrKrNRiYHDFRBHNT3hQQMXqKlWegeyGAYeNAaiY4Z5iJVI60Xt7fGAxMQX45rgWsS0GFLUcBvru2bFP1T/bMYep2Far9ZiM8OHQD2QX4r7QCRbOg8iSYimnxGa2SRkN1HhT+CdDb54uj9YyxkGXxNRzEu0JfYX3wX+1zXDS+RsMP4Tjxtf+PuPcAr/u8zjwPCxpRCIAACZAECRCsYO+SSInq1ZYtdzvrTJKJM5lNNrvJZnZmdmZ2nsnmybOz3rRJZtOTGduxLTuWVSyrmEWiCiWSYu8VbCAJgOi9EPt7z/d9F5cUZSXPZnYhwwRw7/3f//3/v/Ke97znPQnExEUoA6q1+SUApfkTxW6+CAFg9PnJHDkjdROvDIEzTYwhqkjUzkGsWa9aPhBt7tr7rr384x/ZADNYFSidLW324KYH7aF7HrAaPDp0P05R3fOHf/wXdvnaJRiNYs6uy2bPrLO779pCam6hs4Ut6Jy273jdDh05RqUX6QeASa26+M6D/ZqJWVn9bMqbc+zG5Rb7gHL8PQc+sP2HD9rshdNJR9UCLCbbPRs225q1q9HcALi4ByePHLbv/OBZ9BntNpMKtgLeZ+H85Wx+m61y9gzEx2gYADBiHTvQMWx7c4e9heBTzN3SRQts7cpViE4ZjzXTzMoRJwMmFU1LB+I9DtKO7zck/h4Bpc/edJ+ybnE2AxMEkHx5iiAswA5osyLDgJAC2PU/Z6WQ/MbHcZStgfHlNW08ep2Ph7iIZp6vtEOM2n2liSBM800sW9wIJ8pdUmWeuOMC3fA8YUw0j9iFg5cpW75gTW1XPOjKhX3RhqG2EYPowgqpEBSA6UMM3w4DkwsInkuD1I1b1tmEVRU2fL3fRndfIv2Iy23zZetpvmIL0B6tf+huWgmQvsyjNF6pzUuT7MrRZjRK79jBxr2kgidZXXmdrd64zmrvwuQOALPt+9vtxe/9wKZVl9jculpn92ZUUpFGMHOVVOPu9/faiz96HauHcvuPX/9tq66dhR6m3U7vP2rffOFZ+/3Xvmnzqxbbn/2Lr9tdj95tozRb7KLv0iGqJl87vMte3fO2LSubZffUL7P76H+06pN329g09gAxlsdv2q//h9+z//sFKpdmlNvnv/QV+9oDn7WKDXNtYMaYFQwwbq6MWtOhK9aJZkhi8Om0NiivqfIKP7Ve0Ez3lhzMNbkZZ/Z2D2p067JYjgiavSJOr/TxFjZP79HmS8d4Gire2jv/42+UNtA4WLORRHx/H+ZhpYnrht5Xf/lvwMDozSSwzAIwaSiHPwfwEOZRPK3s1EwY6pmp6XMmgiSHhALmQgI+deL8iUd1Bsav90cxMGFh9ePrsmmR1OEjg+VBh97LGW09Jz03pr6YOwJbXjWazcA4+IkA7Jef+Pkx+VYkACNQoS9nYLJ8WhKA8cHh6cdECMEQy9PCvSpgAvgW1Rw2okjBJvo13NkM25LAQfpbAk5e2yEQJbYkgh6PaaDig6g0dJKWyC3dHB0j83yBHFmcq2cLg8qNwhT1i/3RJQUcCNwEES8sTOxGnZwbs1mh0BcmiPSSPiY11EtMS3a6S8AmV9qbyNml7sIJjOk8lVbSMfopo23rardDJw5TmnrVAcNcNrHVGNDlkI7Rt9JIbW2tznYMAyCOYjB1mnJMeYksWrDQHtyyhYVnqhChg0rdhw7KIpspiW2hiVtT61W7jvPuIMyLrrfe183jyDMnoCmQF0AWeg5vxBgAjYDdNNJA+bHH0wiVLO1suLls1FPlR0KPJPlKCDQNAWButHXhCcPrEPvWUC21btEym48IUPb2RZWUY7OxqVpnoANVHkMhTxEo0afOXWmXxHO65sVTC3xnW8Tzd9eY+brDnYwRuBvSeZpKY0ubV4rY47zWmPXnaiLGsD7NCX51kz1FBXECpShEb+bH1gSNTMyQKh94jSxrlBpVqkifYZRNXONGZbAyuNNrpfchpHRQOMzzWnA/3nfoPezTXyf1M0wpO86sbF4b12y0e7BRXzhnnpXOmGaX6FP1nW99Az+fU87o9AMmawB/q1eug9Wah8B2kbu0PvfDv7Pnf/yazambhdNqCek7rOJrFtqimiU2a2k9KUPGWHOPnTl1yl7ZvtV2AWSWrKjzFKA0GmtWrbO71t4NSC3mdEftAuaJO3dso+3FSdfW/q45cAAAIABJREFU5JL+W1G/xDbfd7/NZaxJWDkBQKmtYPjioG176w17m2j7KpvpNFiFdavX2MaN91jNkjoboQ+QwI7ut7RAnl7T/XE7eFHEgc53jyWxKiEDN74Qp8U2bRoRSNzEZtY3I48Adb/lu+GQI+ghXIAYhMH/IB8YXuNtI9TuQXMpMoMKJPw9lOL06FFAOAh6dfpIvnyBd0JAYxXdi3T4o5RBT+qHyWwhxd5G40SqAm90tVk3m7jWSE+j856agwOke/Nhy2ZQZTZESrCTeVsOQ7Nk3hyrWzvHbs4rsYGLXda3C28WGLfjnc2IYbttVcN62/DEWhoohsV8Ygeuyad73GH7Xap8Lpw7ZxWkoNevg61FzzQbJkVByvMvPW9vcO/kuL0A/d3iJXSYJowfHO7DhgGWB2H/N176kS2YMtu+8Z0/s+KVldb19lnbune/bd3+pr25cx/p7pn2P/761+z+TQ95d+LzZ1mXjp2z7732Y3t110576O5N9smND9p9T2626VtIi6uLdEuuNZ+8Yv/mt3/X/mrbX8POTrA/+Y3/ZE/f8wXLbcih0qoXxoqQsn2SffDyPvvgnb2eKtq8hlTnPattdD73aPKI5QwzrgkOxMxoLZqApYF3uJfeirHmbGtMPfg9ESMrDZNYE92wuDH7vuP3MQKbgDI++ivt9BH4pOdm/ixGXqxDZPx0IGc3fM/LAgo/5S3+QQ8lsHFb6ip7yvjPzkiHdcu9lEQ8KI2jlI57uoS1VKftzuJaYzMnEtCNZ2YE0BK48cBB4X9kqXVtvTzTP21mrnjSyC9QmCeZoDCBTN/XdUfEygRwqsurI48R+AhlJCf/EH/E6jKtyTqHX/nk18a0qCRmJCNY1YbNQdKm7WuLJjkfQk2WFM0LkWnTFHBJIMarkySmjWDFNwNVL3hUNB7BJPCSIu4EGoInTUhnZQMSfRQxMMEtV4+LlQnlWJ7+0aKVBXhc34K2RZfTuySL/Yjsj651YGDGAYwLd6OhwHg6bdzrJhvABL2QTN/CbU6VT+E5AjAhJaVFStcisTGpUkoVWTIZ0+3qopz5KAZ3KpfuZ9MopaxyXv08qnfw3qDkuRUfj0GYremkCMTynDl7zo5DIV+m4aIqfDayOJUDJNTPRu8nY7nr8vPAcfU6DE87olFZzeu+uLMqbIBXdXF9dT46Pw3y0HGYCCg2mFQKSRuFmk5O4TUawINQut2kn4pJM1WjuZhJ5dTMWTN1AUhRDdiZ8412jOoFlYXOxMyugn9XzF9sSxYttBJ1ti5gEdPEYaFRY0iJsgUCHGiKZvVhzIRSxUcCMKmpooP9MJki7I+boBx1wyQdj3LG98FEF3tqKRM0hTA70J2iU1MeNk5WzfRMuBIoz7QoOL73DVIH4O9Q3vIhGhGAEaT29Fho1iEAM5GGh0opyUlXuqPDNNJ8590d6FG6AZp4wgAsl5B2WQVzsYYqsZr6Wpi5FnvpxRfsMGXKN+gyDrTE22U6vjo04qtdZFs2P8A5jdg3v/Vf7W+/+z20BFWUQ1dYLa0j6qrnUQWG0Bt6fmoZfZA6B+0ikb+EmW/uesfmL61xv5mbALGli5bb2lWU6U6bYTlUvLXg/Hxo3we294O9tv/IISvg3t+1ao3dRXfg+sUNVJrRYK+QT8m1HG0a4fwOA4p24220jw1+0Bm3Rx55wuqWUcZdzH0GDExU1RZ41TULDmDCTQgAJqzqYdnySxYjvfBz+koaGGdgnHuO4aSDnMyKGp7uv44zMH8fHxh//7jICjg7le4BWAi2fN1ypjVqbbRh6Ck6fReJx5SW3lyVMoyp4RZsJroxlLvOfW5ts4tUBA6gM2NWZSomBV58/vGyguIC5jsl8vgvDdO7aDqVhgtqa6xq2Qwbq5psXecxqXz3tB2k4uw4QUlB76htXLvJNj611qwGtgfgNLkNG/938Og5R4sPBPyNjeeZhxX2xCOPWz2sbh5l0NfR3L3y2suuxSoEuNbOrbf5C+oA15Q/4/+irvbStT278ye2sXqlfeO7f25TlpRZ647T9uzrr9mBg/vt0tk2W8ga9elPPob26W5SwvnM/zY7uG+f/cE3/9x2AtKfvu8B+7kn/ztbv+VeehshZmHNGb1Md/a9h+3f/P7v2d/t+h7rR5n9+b/7E3t0w9Nms5Gvl5DCHiHtjxB57yt77E//8M/wl2qxX/n1X7XNn7vfjCaQk5hPuYNYMshyTEyowLFcJLJM4mQ7oHYDzhjEQMe1cKR/U9+8kA4Jm7czp74xfhyAiQPUrfKzxmjWz2mfC0/4eNCSLZ0YH/F/z58+EsCEoEvA3p8Sp0tYPgMn41VAmWqjOHUCzojraDyHiM58SYyfKbN2+gSI7InmhGtxNBti6jVO4rTHh/fXNdc8jykjBSP6Q0wp+f3wHDKHIvWcWfJ9jvJH3UcHOmE/mPDPYGAkqEybdipxdAAQNSOpgihpV9QcLhvADBBJSsg7FMFLdmrIFwGXz0Qkpg8XNQbZICYDYAQC1MwxC8AEYBIGTzj1gPLcyl+sAkxBAjB6XdKx6M4JhMlpVOyG+vL4kL6FgVGvowA4VFWU/b5pk8+wUjF1lfxtHMDwHp7Sil2yPYUFAyOxbmJfEmiQVkKpIB1XfxOIUSl6E40Vm65dJfq54QZm8oaoxmRsehmNEymT1QCsAKwIhPUARpqZ1IcPHnLX1BnkyatJ06jnkX6/hD7iGjqZ5vYb6C54PxdX9/j1EXBS/l3vm8rYdT4CN+meSGCoqqYh3VMe8zQSYmS1OvCUISmfGnxeFpLqqqWySeephbmjs8v2HdjvQtACnj8LYDMMwzQP75n7N22BIZjOPjZmhYgVcwEyQ1Q0dEBLezNB2Jw4gv3eOhhR5KtB65tduu9xomlDSSNbIDoMhzA+4gTKgBVfRAKIjqP+w/+mhUDzJW5c/qQUbviGpYkTV4Pwqy+SDkrlicRmpK+QYqSrOSNP+oZJVAMFAajBpvWSHjpiH0iA29LqQLMLEFONH8v82fPswXvus8UrG6wXQ8A339hh70PJHzt70l186+fggEyaYWF9g3366c9EAPMNe+75F620otgqZ5Y5gKkonm7VZbSfIJ1TRc8bgdAbzW32+tbXbdv2HTathjSf2kRw0RbULrSVS1e6X09uMSW6+IGIhdmxY4c9+9wPrYzS7Yc2bUIfsdKWNqywUrx/ckqYm7AwN9tuUnLbRC+dffYKXYtbGXPrV6+1Tz/1aatftcgmlAShpW8mIty0yegWaB47mIwAJubHM3tHuhd+P+N1ThSyxgLpaF/0Y4AU6P/wonGGezxYGt9QwthJv2dvHP56X1UFniOoct3T+HEiyeNPC41CpWUTmAvfHhlqvEobBfXdfQzBbXMrbT1a8XNqdg1UDoL50IcNzRHAJflLqWIyj+pE6eB0D9SnqAIGZsH8WpsPYzZhWp5dPYXh5LsHqWKCUWU+V+QU270b77Nljy600SoADPT8xNbJduiF47bn6F50bm00fmwnnVjNePmUVaFHU4PQc43nbNf779gJKuPymNslVDNWV1c6O3iQkmbNw2rYvh+Rgnpi6QP2h3/5dcBFrjW+dMj+5DvfwQLiDKCsxxbNXWAPb3nQ7oFpKUHnJleHXe+9Yf/qd/+9vXPqPfv8PY/a//Qzv2FL79pkU+YD8AAP1w412QGKEf4veiBtP7gNdna2ffdPvmtrYO0Gc5lHIJIC8kR9l/rs9ee22d/8+V97ivlf/87/Yms/vd4mlSMClqaKSqXe7l58SwgWMdyZIFBdGMr2VfmlXjzOxohZ1fgS86rbKnYBZi1lGzS+xEP43fTlIWycH/0VNn+9IjMkfUwFkOD7sAKixBrraorwCNtE5nkf8yZ//4c/EsCMBwLjAEb7rz6kmL8wuTyFlgUynNH0T5e13vqAD9cl6IzCnEzOwxkGRuyn9nUBp0hyh2mVgFxMRcUprZvhD+m6eK5LP4iFCQGjHvQeYn5tBbjCc6OLTmauTfinD391TPR9isrTpNXvBWIwxFIorxsnvza6fgSh3tCOo3vaIgIYpY7c0I5/EyDyDx4BjGtodNZZYOZDDMwdAIxXFglQqVolIj4dRlqccH3DBU6lt9keLg5gZH7HpixQ4ecj3UcmhRQAjEBQEvkmNioJjhOjlJ0qcldeTQyl2mR+p9d76bb0NLHEOw5FbWo6pkCBWBbXTEQ2RGXhKklugS25yiagnkZyVpX4tR5Rb0kppdcwHiphzqeKKR8X3YHhfjty+IidhInp7maxoy3BQtoSdPK6U+dw1SWCb6cSSY7DEjsPATBCeiPXGRVVR+n9dZ8EYPQdxM08xwEMCykpqj71y6EiRc3+JrNIS8iryq4GIncxBnVz66ycCG+4n35MLIAHDh+yXXvedRAmJ9jOzk6Yg9l27133ouGocb8aWadPwZRN+hBVKei9ppCqcJMyRUXOwGgsR5SdBWB8IDu8DwAnksH+s6sjOIYU87csLj7xfG7cClyyl4nbAIwXFOlvqUQzVjxlbOj1zpyDdE0uHmdRdMt+BqM6mkv4ngEwKvtkvGmcqjv5xctnYS722ll8YM5dukSFWK+VFZZZBU37nnnik7bmrjVce+4vLSfe3vW2vbHrLSsoBbjUzfbU7WIqvJ751OdciPPiS8/Ztq3biT5HraicCjCcnaU/mj61Ci3KClJLtfS3muLzdecbb9rrr7xqVoKYnM0yFy3EQlJRyxYv9wZ/uVNzAZwDduXCJQc6//kv/9LKYNGeeOg+WwRYXcn9rsbcLqcc7QabjUpbexFqHjlwyP7u+z9A39Foq9essc8/+Wmbvw4NVylBhTZ5KpYmAmImIBRObMU4gAmrWQKqfsfToqZbHW9ksg0Pscs/PoAJNL84Xr4cOIfTCP8fFlNf3COoCTueqG7+riIChOajqgASpU6fH8N59/gb6M8un7KuwS5cjlu9e3cR80jzN7Ux0HhxwCsHZwVVMHet+OqIgSsi9TO3BkPIxfVWXF5k5zAMPLBnP3o4Su85VimGdJvX3WsN99WZVXFCsF3Dl0Zs23fetPcO7vH5pCE/m7XhySef4N7N8jLuUxzn2MnDAJnzvj6MSaTPa/sR/bdiaKmy9OmYT57taLGnVj5s//w3f8mGp0+wI99+x37vb75pza2XbTIp06XoWx599AlbtWElTWeLeftc2/7Wj+1/++P/3Xad2GM/s/lp+82v/Uubt3G1Fc6Gje4ZtQOvfWBv7dhq33rjedvfeMjunr3Gvk2qtPbuJWjzYHjbYWR7J9jlM1fs9edft2OHj7rz9Fd/6Uu24H5MEin7Hm0esP4LnXbx4jnE5oVoAWdaPv2fplSyRk3lXuCA7ES60h36FmPqaWK57ATqzJmXeIcTkE1/+2kgJmuZiGMjjpTs9SMDg9IIivxiBoxnLzx3AAy3PvxTf8sAp5hCcpDkG9xtAEZ/0jqaAEwEBGEYB5Dg18xbAMR0WjawYdwHvUu6anqJQI7mRjiGsyLOUqbAL/x9/PisjTIA9NsR/GjGwY1+DiDFBcNOsnIeStfHKkB/nzgng34pgqqff+hnnIFJAMZvsDxY5DQbS5ZvBzADbD7qh6QFXUBGQjTvcBsN7QRUMiyILl42gMlqAOlLRERo2QxMdhVSqhpS/b8aynlPBV0EFxPzehf5BHh2O4BJlG8eC4Q2Su/NovdkQ1H1kVcscRMkrNXiIV+VxOAksJJYp5QSG09rudzYn59Ku73MOgIYgYPkY5OJ6nmu+v4kHx33iqECqJQFQBVc6l8k4e2+I0dgKugPQv+jGZSlVtDEUR2c8wBhJVMLueYDLERnaPh4lg3xIiaeubYA35VuRdD83smm2IUAeCKfS0yPLOhTCkwsjDQ4CaR5l2JV0cSKsQF+F5M2yr+aegI88oSR5sNBDIt0w4Kltob+JuqSXckCqYob6XQuX8U8DyOsRoz6Ll5thKAYtTLcQudUz7FlC5fDIsyn6gn9hY4ssOSVXBpvIYcdvgQKWWrUG0nRgBiWRO/6RIzPS1GNNp5UXcDiO2kky33So4zAyniTxaxFJJNaCmFH3DhTFK9QTUBIkzFoFcIw5f/iJNTLbqqRI2M+nGcE5/wmIKzcshgYKfUFaFRCMQpQvd56hft21PafOIrN+zEATB/uu7R3IPL83CefsS2PPOx2/9dg0nbv3W0/wJclFxCyeP4sAGq3A5gvf+mr5P7Ndryxzd5/9106W9/geg1564gpk4psBlVIXsq+YL6VVNJhnOuzd9de2/bKa9Y63OzXWr4xDQuX2ZIFS2whYvAp9NpRhHXt0lVEnB/Y1//TH+EeXWQP3ofuZsYsnHvXWt3CeZZTSR8u9C1KDd3sHbEzR0/hxPoDFxPXYZb4hSefJupeYZMR8SoVeJM8tjt8qleP3zMxFrqnATBLgBgYlRgLps0gLsQBQ+hih1XZmYaPYWAUCWq8pxLn8XR2XGwju5u0bb4sR3GV62Cc7Y23W+/vUXyK1kOE6JFgqq4oIHAbYw6NAEa6MatEtPvWq7vsKKZ12nR7AIaF+VOp2CtgDou10wwI4EXpU1VDytdE60IXIl5VBCrIEvspnVlpfq5dun7JzlG1mDOxgDlFA05Y2jV49MxbVmM3Syk1JphrPdtp27e9ATC+6B5S2rQqSReq2qwKH6FTNG09eeqkWziIGRLE6UG8rd5IN5WeJ0DpH+y1qayVsxYvsgcXbbbN+NB0l9+0/X+z1X73vzyLa3OXLamdQZPYFfbE089YzcZqu9lFldXuRnv5neftL1/+th2CZfzNZ37D/tVv/AsrWzmdCjTSZJ0T7M1n37YfUuX23K5X2T/y7Gc3PmW/+Vu/auXrq0gNUSjQSkUf3bpPHjpu217bZu2k3iphnp94+glbev9Kv0b9l2iXgo5m/6HdpgzDjMq5BHA4jcNQliJKzi2FCmKseU8onF/VCV39zpKjsrNl2kBj+igwz2L4w56igPSjvjLyubAk+JjwYTqOuzMvDcNY+1KExhm0EZ6SiII0TjOs0Ee++x0eSHMlApiIOWJVZRjS/hSN3YyHkvZtgYTAdGcIBY1nMYq3AxhdEwf1ejyCfIEJZ7uD+suBvFx4Xdeli5LYnSyQwusDgAksZVhN479OXWl6Bx2iMzFa17MZmAhgHIi5f0yYoBN+9oEvjWkSpWodHTixLnmxHYA24oSmVPY6Aq0n4JJ8YMTACMAMukMvdKZEmVFn4TcY8JH6JaV//QbGG5md/vGN9g4pJG246uETNhItTkGL4+MiRkoBwMAY8VyxIf47j6sXj4t4+bu/PwuU9DCuY+HuuhNvrERKG31iccZTCuObpz8nSwPjGhd55ngfJTWHxBSO65APOBFgcHEzoCANUq/UimkblTJXEPFIiTKA18NFIvO95JkHadA4hetfVTXbZlPRo4oVWc1PwdhsaLQXEzxaEpB2EmOj8ugKutLKMK8VFkZjaED9m/jcAh8yfEqDRfdSKaQM+uV66N6JhdLk9f48XNspopeJAqfRSkDDqZeqph5YnT5SP/MAIquXrkJMWo9TZ50zTp29aDWGsEhHCHiAtMIeFhiUIbBOMnwbtns33GeP3f8w5aNYjpPnL2CRLKL/003Aj3QkE6lS8pBRo0L/xp89+vaBEncUbTBaGpQLddATYoFkTjZJs9Y3u6wJ75ugDqEJGo7nE9snon6IxlaZKEXRmx4Pz/cx55NM33r3wP04+yKwLoSuTTlVIWgRZBLqnstL320JJJRnHnT2tCHSPWs7qEZ6Z/f73pm4AN8dNYX83Cc+bY994mk/9X7SBHv27LH/+p1vunZoYW21Xb/W7ADml37+l2DR8qHs37VTx46yYZ21jv42K0NnlDOpwKaXwsDwvPkYF04jPZBbmGNHPzhqb7EpnLlxloBjwPVVSxY0eCn+QrqMF0/HLA0xZAci7SP7D9sf/PGfWg/3Zf3axTaHCpX1S9fYoqWLrKAKnQYZPw8c+nHlPX3JXnruJXsf/UM5uqhnHqbq5J41VsTzbkqXwCLkPeuUQnKtku4vf9O9SLc03r//vxiYzFrEdfehE89T5+MtSmSvoHuaxqVH9fpcIT0xmoeeCzHGJEzhJnfl0Wyx31750Wt2rPGkFcCeDHMNSvLKLE8GkaQ6Uhp5iiwLmI8CMDeZ+0r9ykhSVZR6TgdgZhLji37u3N8OujbfpM1AOWwdrT0Q18+hlHka17lvAvOytZvGmh12EXDSi2ZOakz1SisnZbwBN98S5vFxeqQphTSIaFj97CQDaCP1q15JI7SkKEUz1dXThe/KiN197312d/0Gm1tfY12FI/buN161v/rhy5aLudyG5QtIby20xz71KZu7aYYNXu2z7f/lNXvpnRds2xF5Dl21r//y1+1Xf/MXbaSO/UDd7Nvz7NVvbbM/+NM/tLfO7LEHGh6wrz3yFbv/M3dZzlKuCxWJkzsnWcuJ6+5h896u9921e9Wy5bbpgS02s2GOG9n1iH05cNre2fuWXUNTVlpC76+ZNLoFrM9dWGMl06fapEoGXp5sG7hProfhTupbpfDekyvufw5Ego3DeBRzK4DJTv1kMIjWDd+/4gC+ZalJHE7YnMePm43M06oVArnb05xZh4s/ptemY4Y/387AZCaUv2sAasmv6PaO7rd/lhTQ3YmBcR+v+IbpDO7EwKQUkmMQvlPbEH+pUquRHdd5jjeA1GOBuZEFbABBEch4GnB8nfDj6Obpb9oDBD6//OAXsWggEohpjqSFEAApZJPJ9kVJZdTq3SJRIkPEc7n9TBR9DyPk08adASR6Qy0ISp+k1BILQQBDOtEgjPPbHNMD2gxcPizaKopyEyuSQFECAokd0UIi3UEQ9wpE8Hmka/EGfqElQXLXTWNK25BAiLNM3txRfwk0brhXQRSc2BWdQwJfLmyOzR+T6V9KmbnHjKoWWPhkEqfXi+FQ2ij5yOi52tzUBFEsRWFZsRXTZFGjpAOR7Hno3UYqUW5QoSSB7my0DNMqyq2ILtDNRCVtGKS1Q0u387hs7OWI3AfjIkCntg4j6tOj60hi2jGz54LDtU6ibF3/fM4vXn5foMWqFcL0VJF/ryb1o0qIMjxDpHm6dPG0naA65eLVDpxmp9gC2gSsWz7fFtQtxUgNJ1CVM1JdMoxh2wFKdt98+01PifXzOSUsXo9Y9FEATEXpdJpATnWTNIE7RegSu07AVVYbvN/btKDEHG2mc3DSJTCoRhDzaTHyu6bI3HPN8WfRjhrgAioaf7euHXH26wFtTsmfYXxRcKyiF6kSRdGNniNA4wFGiNIUuYzIllcMHCBU763I2ieuzpPrLnZrMgunelb5WEAPo3lzFbHsj2FPXn79lcDMyO2YefNZwMsjm3HbRZQrzdEH6Im+8eyz1kqKYgbpw2ZSCzIX+9Wv/IKVE5kev3yeipHziILfoudNqzcMVQuKKhpo1tYtsrWk+mbSaNFKcu0UTMnBrW/bfizoL6sEd8l8L3Gvn7PAli9YAfiZZqM46Ernvm/72/biiy/aOdIIFbi9KoXUABhatWoFTR0RY6uUGuO0HFx5W05esx2vbEfMuwdvm1F7YP1GW75utdUtWYjgV73C5F4sITubiu6Pi3kDoxHAaYr63E4us7kI/HjFBIuZrpkeCL2nhIZ+ugYmG7t+eDO4w/bgOXvGgluaK25mPPr7q58Uv8kiQC7RlO2q15ObKPbxrQhRnj9Oc/NYL9dvYKK1nGu2l7duY65csSnojXTeRQQNWntzSMnKMkHjXHo0gRXxOYPdaqR5w1OQJVzzHqrUWhDrjowEcCFfKBl85pM6KswvJZUL4CT1U4C/TiftQ1oALrq+uVgZjLBzqz2HbBjU9HMuPdSK6EZ+lgKAVjWMZIzofVV5pF5Cl5u6SOH0WWE5Xi6Xmq2rs4+y/tW2mLldiNZGzUQ/OHGQYoODzN08NHDzAdRL7H5AznLce6+fv2p/9ReIdw/uthwavOaO5drXnvlF++Q/fdx6qntsyiB2CRd6MLl7zv75b/9bD2x+6ckv2xc++7O2dHmDFczKtZEqWCfSR+0Heu3511+0gweP2TTSR5vW3GUbHllrBfXYCXB/Jt0YtKsHTtm777xnhxCnT4S5qULHs3DeAmtYscxKKXYomE1jyykh1Sid4hBM4QRaLExWkMS64Ylq7UGxqsaZVmfgsrQfdxg4t276qRom7mG+kEoMPO73kpjmW+iadNwPY5+PHKrj8OWjAEwY8YkJ8vgp6VDCrj/+FT+EAzddA0flUffiAVtcM287z2w4lvZH3xO1h2cxKX4OXhjBcZ0p0XwZj0HjX2JgGEiMQETw3praOrhXJfEYFWMZpkvnlfZlzX/PxPCcrzz4pTFpXbIZGO8VJMaDv497sWRRsuwc2uyE4JUq6fdy0AG3IHf3Vm2UzoYEdKnxkS0U1TnKb8azYRHNOmBwsZUU/eNi2uzUUgYkZB1bx9KQCb2R5POiFgR5Dsg8qM8S3qZj+ULISXkKSYxNZIt0nGwt0O0AJgGmBOqIqzMAz9kejhvhl98AgRx99bFgKaLShi0DOEVeqkCQRkR6kXw0IerYnccmJ6BxgzLKC1cuUrGCXTzHnY6orhKtSUlJkR05doIo6jLaF6qBMLSbNXsmmhg62cLcCKtMlXEc//ZTyUB5mY8IddNOoC9VRokpkomdrls+5yWQpfumbsbqZTSvbh7sD+W5CIlltHUGg6uDh/aR9qACqqmJppDFtvnutbZq6TqbP3+p1dbjwAqgUBnoCdoXHDpyAPO0MziPnvLBWUeJ8HJKORfSz6dmdi3UL/2cdH7qIUQLgjFUd9LNJNDqG5sPWB+mPlh9UMcNT1UXookd5fsz4rYVWwaMW8aHSXkLIxMnglOocXIFzKQJo03TL2VIb+hxL7/UewSjJp2jV3ABHPX+chL2ku7ox5ApoZcZoIxoASh5pAFE62u6S+Ow9e037DnJMFOkAAAgAElEQVQqjYbYmFTiPtDVY5/+xCft4bsfsOr6WiudNtUuUDL/7e993062X8PYdqJdxJhQKZ9f+txXEN7WWhfXoOk8bM6b2+l4fc430jwAbR2dpOspp15evwifjzr0KAV27WKTnX5vn+3EC+Y0YHTegrnu+jx7eg3luosp36+1sSK1r5hg57GRf+3Hr9rhC+dds7UElmZFwxJbg9vuNDYI5a+GpwLQEVF2NbbbLmzrd+17n4ae7bYYYLt6w1pbunaVTcWfRp5fui6ujRWAcRYjAJcUwHq0KFCjP8R75XqZuJomUy1/LavcP0TEm7V03/LjLSJej6bDW4cuXWL3AoBRMKBNXqnmMfV3Uhm5MowOYLibXAtv8qnFvIc53zfBrpxuspdee92amq9SFk8JMWxwMQBUrM1N2BYxsBpDSuXmslYJqA30tiHmb2a9AsAQOPTjYKzGqaOjnc78qOpNLQdyJkm/hnP2AAAZLdwIxocCMJ00ChWzWjl9dkiB8RnaO1vdobscJ2+ZLKr3VjfMbikgVM1jVSI+yNy7frWLvYb1qWjEGi9cs7bWHoTbixCEV1nr1RtYPXSgw+ac2VlKCWoLaeA6o2IG42E5LSfmUu7fSLXS83aclFnDMsq1eezhNffap7/8jE2sopUKPZWu4tz80gsv2W998w+ZE/n2b7/8P9sXvvaMVdXD8JZw7fie3D7ZLu+6iJni99HynbN6xOV3r9poq++DIVw4lbnJesvl6DjZZK+9vt32kw7LZV5NIWCtQaS8uKEBYz6MQOcx7mgK6YwL120EpnACtgGuRUvxkesowtartUKAxkvzs3Z7XxMyI0PPjyAh7llhvPov4dvXh7gS+aKjl8fnfASqTkxJZv36qAF7h7+7dkvru9YdvbsHTuHnDD6K7x/AjdbCYGHgn8U/fzixcQZmHMD4uWluhAtxy1f6+y06F39uADA6DW8kqcAygpjsysNMZsOBpE6Ad3MdTVyT9ZbEh5n3j5czm4Hxx758/xfG8iOASZt3MHpTemXc+8Q/pN7MgQaIWQ0UddOJUgcBLjI3czt/nTFfSWORdDIOYGRc5/AwiHPUfDDDovgVDWAk6FpCLjpbe5LNwCSBrb8Xq40ivOAgHNJFAgS50rpEZild/aST0Tk44+LvE7pme1ooOvdmMzCpcWS6Bg5g9F6RKcpctzhYvImWg8AAYMS+CMDoeYq6tHC5GFrut0ozSAPCf1qAJLAVuGlGULf7wF6iqF6id8Ak7EtJeYmdPHHGLqJTaIOBKS0vtVkIK2UX3tUmf5ZcQM1U32j7ADD9MrfT4IlMV7YI2VstoKkpwqhOOheJiMWm1VNZ5BH3kgaYH4mIMclDpHuaxeIgm99R+jJJCKjPU0+VxApSC2tw8VxMxJ3D9R6Bnu4CmF26QlO33bvs3b178Z+oxda+iGqYVltNqe0Guhwrjy+GoxTzviks7nJZVuSbwKEDrjhWvM1ABLsB4DIxtDjJQToyemGtYMIpkk6boeZRWlDi+E3jKVHAART5i8PrffyK0eGPWhgigAlOvoGZ0b3V60fwJdKgVd8qgWdpYvx4EWBrvI+yEQ2TRsqDjfDmdICOHpyLd+5+11748UuhNB0xcxvizYfxW7l7+Qbs/Vdb1bzpnp55/rkX7CDgZHgwVJgtoiz9k/fcT2l6g01bONf6b7TZj175kb1/cB+RMt2DOZf5dbVWX11vi2fX2eJlDTaxrIiGfd3WcvysvfT2O3Sc3k9nc7RVdBmvnFphDZRxL6QiaUI5/kSAmPYLTfY2/WzexjfmamunNZAuWDS3xpYvW2YzEZYWIEYdLgWUIQQebBm04/uP0UfpPTtzjpQJAGrN2rV2z/332gx8R6Q90saganjNbxfCenuHsFD6fcvOuycA42WxIRxUas6fp83nvwUD4xtTiAK1KmissYw4ezvKPR2lFUKuxkZkYByokqXxBVYGfQ4wOM9uXk3p9KWT3DfMCuWaPWPOTI5FQYQq0zi+jCRTkYMCmlD9yFAj9dp6owOTSY0ptRtBE4PXTz6C6YlcvDwq0XKUahyDtWRsjnBOAjDDI30eBKnBqi7QRLRUYl0kDG6jJ1oPIn+tHSoW6IaRkV5RRQG5pLfVm6af9G5XB8xrMSwRrFo7JpNNV9q8IWkhgvBLdFTvUqEAFWjFJbSTQM/js3F0kGApnyrIQioQRwhqhtHVNNL/rMLmzZhptdhAyKCxmPF17tJlu3jmvH2AuPgHR163nMES+60v/3v74r94wkrmApqnSNuIV1LjsO3futv+89/8hV0BbG26ZxNz4hFbe88SK1lEShImtLux0xr3n7LvPfeiXaI1R+28ub5PVaHFmzO7xoF47aIay5+m6iT5C0mnxjUEbPvc1h7jGrXInDiO9vyyg50EJBJYyeCPhEMymCU8N5UD3w5gPtQy4A4gIO1JH/dvBix4eiWiqMyLInDK4KU4gRzZhP5Lt3xlGBjtCwnA3JmByQYpt59jNrDJyBEcxGn5DKyqz2uds/ZDLatpjdXe6xggOPsGTQ6PO3MjQKP9kMMoQEgfNy4WmWA1AtAJn9/8GQcw2WmWBGD0d2chYjNFnV7oSSQfGCWQwtdwikZ9kwkRaravzJD7jag6SeK6gP4EXmR1nK2NCR9e7xGAq4ZW2nD0b+p/lFihFEUF1XJibSitI6qRaDefSS8Ra4qYdcQEfHT41MzRvWc4Z/m3jKdYxlNI6f3STUwpJJcwxc+a2B3vbqzP6Wmm2O6Ac08l1QGYhesjcKVrMcQE0+O6NgIU+pyduKGeOHOcHHUnkRi0Lk6uhTA1NxDqtrZ2sKi0+8KpCoAiKpWmsihpk+0HSArEKZLs6OyxXrQU0gAJNGnBdMYM4JTPNZpGpCcWRlqX67h/qsnc/Dn0MsKZcxG+HzUCMNNkejYGK9SJ+PSUHQbEqDnhZYz3JKKbX1dn96zfYCtWLEcwKA0GKRFy1610Sz525oQdBez0AdIaGy9SYSEAsxLDs1XeK6mYSG465l0FGN+NAIJTPjrD+imfoUHHhiHGzieNWC6luwT6vMN1nDM+0BlbbokbxpEbIGld8ogjiGwDY6OhpUGo54fNNKQwxwHMGGJgZ2C0WaksUzSnImjfhAOAEWDX8T3tyIQS+xjSdEEg7m03ELxL3J5P5Y8o/wmAmD5Kp/fAWOwgzdZL6vU6Tsw3aBuwdAmW7nMabMsnHrGahpnWeqoJ4e1WOwYT4o03ezpJ2dEos6za1qxcbcvvv9tyAHcvvogx2XvvoJnocB3WPBiYuqo6NpIaW3fXBptUobJpHJgvXbcfErnupJ1B1exymocWWxnpvOXc7+X1Sy1nJuAXjcNQS5cdxI31tR3bbceegzRq3Ghrl2B4RvpqZvUsK8CvZKwC00OMFofoTn0Fb5I9771n79FWQGqQVXSlfvTRh62G6qYRARg3pxW7Gid2jIK9MszpLjEwPtv9d980BFB9MYjBrW6ZPz+kkOIC4dc/rBsJDY3/Kc3Xj/s3LMbhfby6Qe8jAMM/cl2WZ446RJu6a1Pl4h2H5S6sHD39jnyP0ECk0sY6x+ziyYv23Esv2BUYmOq5c3zDd08t7ykm4BBblijlLWM/xvbwUC+AhPJgeop199Kyg816Etdgco4YJ5g1dFB5ufQyY6MXayKvGF2P0ZvMdz2P4Spw0tUzRLUTlYSAmC7GQz/pHx+rBAg5zH8/F9aDIcauqhMHqSbro2t6PkLkKYUUZwDKkMFZL4x6Z8cAGrsbfh9mVU2noq3AOujjJgPOK1cbrbP/Ao9JoU1bjKlrYWyLSW9NtJmsK3lUHJbllDNvCuw8Kcvetg78qDrs6PB5Kxwss9//H75uT/3KA7gIh+sycu2mHX8XnRYl/C/RJLSfE9mw8W4Y3uW2YjmszsI5uFfTx+3sZTvx/gF7DZuBIaad0mN9fMYigiCtPw0wvA2kpabNnGY50wF7nsWUI7TupYKbaMmhPwsY37J++MIQhpOPiRgspXUjbqZhnCTGMAT1yQ06jOPMYcIvaW0KHMitwzE+fvufs5+UxOapXc6tjEgAMNmjXmXcob/X+LQIpzTOqKRzHmdgwpLoi2PmmoRrkIiL7PdN1yezB2uu+GsFVkIBhuaJ9nmtnzqkv95BU3yLCHhCnQTn6/rFmE7SYwoQ0qqQsFH6SwIwn9r49NiU2N05AYSUOikCBGQATLypuogScroPjCaDhLGcmNwrtW3qfYKIViXPIcWkySLhb7Lb1sWUHfmIcrAxDRWYmyCElOulbzwRwARQJH+XaD6nqIX3yFxQbS48NwBsGn9x3m4WB4DxBofKg6b2BrzOG7TxnzZCNXN0NsUBR6hG0s9eyZAFQlIKRueuz6bS6ckSGwuMxIjbV0G9TpueD36Bv3EQJSZG6ST9q/MrpUJAYEtRnpgYVR9IK1HExj5IZNWJCd2Fy5ft5NkTeIa0UDHQa+Vs+JPoEttKR+tW/qbGkBVVlQ48xtCStMDEhBRavnWQllCaKo+oXNU/MrsTUFJENczGWkYLAlUzFKJp6cJ7ohlvkkoYkWWqTCHdMxfL+TkwMkp5sYy6/8zpE4doSnfUPjh01E42XSOVVGir2dzkFbJsIawNugquoFczdPbTgZfN+fWdb9m7u3bRCbeQpoOl3ltl3Zr1WJgvYdFhsYMtkw4kdRPXNXZQyeLuGWWuZ2qa6c3cBJLc0TUA0jApNAIADTh1pog4WM0LMAZQnACMju+lfEyYm9i+6zguDfb5FRYkOdXKT0LdgTUBJ7nT5DiA0Xgf1WrPnyWC1+LojrxMWBdy+/iXvgcGRl23EaBrRZFeRkzJca7jgcMH7ArX9CxdycXCyBxwafV8e+KLn7a6FbXWcb7Zdr661fZgGHf+WiOakgL3+xlt7rQHH3zIHvnip3B7vWlbWfB34O1x8fIFF25KJ1MpcSPi2wepasqZQZdzjOom3OizH7/ytr38k5esrALmrQj6nXGympLru5bfZXlzEJOzSQ8CYE7sPgCL8LJ955Vt9uknn7S7Vi63Osq0ZwJqy2lCOWEGPbF47UgPwmTO5xBM27bXXrWr3a22fPES+8QTT1j98qVolbhAU9hg0SB4qkWCVa6D9zLSgiq8kGFgdGPC38TcODCIDIyvAaqGkIOZAGRcDF0fJS2TRooWwoBZ/0FfIcpT8BU0MJ4mdAZGTsty1eWeKi9Ph20TgPEUEv8H4FCUr/HmzFIvn69zol05dcH+7oUfuAZmJhusAjy1lJBD96RcmpvGcen+UjqcOrsjvBXMkbfMKNdglNybSvMHBtHAAO5zEFjnUxU2NgpTAaAKppxaN3piMAR+Alh0dw/ZVFLLCoT6CXp6qW7Um8hCQkyMxmIf/lCqUlQJf1+P0ldaOBXodEfdWzWPd9hZ9DA31OkcpnY2AnExMD0wrIrR1Mutq+8GAYC8rdA4jRbBpqrSU9WFgHV6APRiB6ClsBld31SYoVIA0MWbLZTVT7S/+g+/b5s/u8kr9bphfK4eumAf7N5jZ5sb6XDeAlDMc6M9rdtVhVQY4W80UjTBirl2XdewILh+0SYR0AnUtXa2+dybSpHDataUu3G2rllAgDQPl/CiaIpJNO8FAwArjb2wmYf7lhHfZw0cPea9l5whSExBTNlkARhnDBzRaP8Ke6HDCR/f45t2BnD/g0ZmePJHAZgwbsOG7yuY5oVDlwD8NU8CaND9jUxMeFEoT+bn4F4USsyTyDaBsGwGZnztDPAjBZsJzPmJOmAKVhjB04V/Yt+4kMb3Hd3X6gAAtd5Ke6bjZQEYz8DwuCod46mnjFxa57Uu+DGeWvcEACakXLQpJ3ZAP6tjczabojOUUHGYRdkRHouRl1jrgugvsf2lp2LkucJJB6CiCCP4wyTEpgs4JACjqiYATuhEHC68NvTsr/ELGRtEyt9EAIYb5MBG9L02l/gygQKxG/lsFtp8dQ8lqNTBM2momB7LABivKopduQVgfBPVZxzXZTjLwt+DsDdUG+nYIQU1vhgr2vK8vb+fSplVAYU9v5opsmgIwOj8ZCimyqLgGSIhbm/MjZPnJrqQOdSpM+hIsOluar5GH5QmKFsAAotge8cNAEWzd56uRJcwh5LriVy3HkDQJFVVcQ16KZHUAiC3W90TXSO1BchnIZtRPgPjs1ofUAI515uv461wwd1x52I+17AI/QSPL1++ijJudDADLDS0NehDbHgGIei2nTsR9p12Zq2KVNYi0gwbVq4hzbDCDfhyEHr2sdhdQzT4OtHSHhxedQ96sFMvZeFZt2o9Fvob0NrUe/WMA3UeTxbrSRztfbHcZ2W8pYNPVHX9dQYmeMAEAzt+ZqdRisL7FPnN0UgKkzgzjsJcCxtd3HwSYE4Axp0qlboSmHYNjERvwlK8l8ATxxML6fODsa7uwzp/VeelXl0+AtR2Q+BeOhlt4GgRlH67cqURR+WTdoTvAwAU6REKYWnmoDv41Bc+b0s3raBMedDOHDhGF/J37Ht4uKih4gzSPleOnrHPYGb3hX9Gl1/O7QDdf98n3fM2Xac7YO42ok3ImVhs1XScfvqZp61gZgXVI5wnItM3X9plL7z6PD1kcF1GADqV1N7qxcts5YJVVrZglhllqBN53yY24ddefc3++G+fswdoBLh8EZ3SqWRZNK8BXc08m1jBZFN1ohgKxJdnKQnf9sor9sHJQ56G/Pwzn7WFuAEPS7uK0dhkBHnR6icTMDr75Tt4YMV86dfCJeIt6jj8YVHQmnu+Tv9/wMDoRgvU6hw0LgEqggueLpL2SgzMAN9i6KYwRnys8c31ndBtfu2++9z3Yc2aKGWfF9hVPoPWqWEvXw1Mn4Ngb1mgoI/qJIm+ATm5sAkDbLbqITYw1OdAWTYHBfydK+nNRNVgdYzxp0BBYz2XxpH9pHeUNpbTcimp396+bp/buqbSRmmdUqXoIMcTMyNjux4cfXs7KcAYamet67ZKNHBlpH3aOtqsBQZ3hI1IFYnlAKIpiArVUV5psEJS4azszPFO1jMaz/LeRYiDK1krlIbq6BrEzwpjTrQzEmFXIjyuoiChZYQO7Zzz33z992zT4w9a9+VeO/T+fjt/4Kjtw4Dv+jAsIuAlT8fnUncCTkbbJlk3zsYTpsIuzpphRQQdA1AqEzgvmk75OuONYrEfWIRb9RZ8pxpWLLVpDdMZzwFgjrF+jcoET3pHXX9t/B7wBtQyXu2ikegxkZNqyfsn7FthSfl/z8Ck1Se818d9pWeHQoxwDuNfvlNl1raYDNJfAshPJ5xelPXWt2pgfJhkLYy3npWDNM3BeMqZFFIM+sJF0/8igBF4iRkvT2Xp5WGRDRdQj8UXaY30e6E1V8dQKkn3Ry7eCfJ8KIWkwzDfnlj/2JhM3RRF5mnji5u4AIwgaMgbhiuWrptOUsLPVH7tC7smI0hcBw3OtAH8aCN3oSKbdjKEE4ujqESPOYBxO/uwSPl1ULDL8bJ9HLSISUuQmiamih4X4oqKzcr1pTSQNCECYX4ZeC8Zz3nOOQK1pHfR++oxlY37cIjINaWF9HoBmWx9hrM2nksN7FDwEgitBFLVjLNE/E2pBpme+QDQnhqf6wBQPUJQvwoL63hhwMFWY/utqpVmAICa+p2/RCM4KGmJpQepStDz5H7c1tHh5dITYTAqSBOpXHJYi6KaWQo4UbrZ09VrAyww1zGymkUEv3H9XRidsRHRd2mEQXIYw6gLF+ha3UKahwqE3PxiNqpZNP2bZVvufYiIe4Z1tlHlRKMRLYSXiX7eevsNO0SpdEsni2tBKYK7avxhFpGTXkDDwcXuDivs0H613Q7s22sfHP3Azl47h6aixfvj1CE2XLFoqT386GM2d3GdR7raDKXV6CfFgl+ZtzAo4DPps2gSyHNFYMAjHC1EMg/UZpdJDYeUUDIjC6JP5Vp13dXeIjJ1Dja5zmo26BuryrJDFUyaoL5xKhWoyhSlsAS+pV9wvYE0EiqLVul8GAOu08kasxkxMvd4nIJ1SsHB+iAbk4wIf7xtq72KbfviZfPYxYieJ5baZx972u6+f7N14gCnSsB9P95mX/q1/9Nmzi22lYsr7Ni+4/aZp75oP/8L/8Qmo0FoP3nazp04Zb/zrW95484vblnFRkZ6CKH0F77wjE2fM8uvyxDnd+TF3bb1nZ9QTn3Or9MynH0b5ixGFLzQ5hC15lbk8xmHrL+l23Zt3Wnfxum3AKamtr4Wvcw0W7OI1FXDaps0DQNGKjpuUj0mgWj7mWZ7b+tbpJ1+Al0/2X75a79s81aiq8EGf6QILxz+m4DAdUybvC4ujEKo6EH7RPnxGBoFVZVNYE9yoSzjMvg8BU+XJFAMnZ5DRKwdJhM5ihWJ7Mst6/vH7Q6+ngYvkOTcmqJuX/O0FrBx38QNXxE8kw/mBRgxqvQPn78YgfxNUsFKKQ1KyDuC1f4V+9tnn8NQki7isFBj9BDL5VwHAQ0qmw+WE0PM71zE3QpuSF1LT8QaGawYJntapJ250Mlx8wA1SrNOYe5NEkCnZJvVUCgPdhvvFBjxHhhVbVolOCqLdZaeroO1Qe7cIYAyAEWrN94sgjXVGq3K0R48YFopGtA1LqGnmgBVF73UbrR3+lhXkFVKakapZs2NRgwLe3EHr6CoQB5GrTj+5hFt5bPel04tdQa7m9dr458OU6dzGrpJg0oYna5uFX5Qho9vzP/xm79mj3/yIbt8+jpi9m2URF+x6x14WJEiV4AgLWAJ4mOJdDUORhQgxADY2X2fi9LMsU4SQMjR+/yJk/QTq7fHtzxgy9YsAcDMsJuwNpIHGQLridwfSqTMpI1h3Co1PlGVZGIgZIypdUJrpzZRZwg0UhNnkBKc43uwM3SRgUlmquPbcnh+yDqMs7thj4so6HZ38I8YqwmUxOR3FnaJaCbqTNI+7bFz0nT5xh/TYfqcbnAoRDe+od8y/iPb5A87aIv7svZqBfQu0I1pnhgjZkBVPKbqc9wpSRWEOl48ljPYzvxwbcQyeh2Pl0ZE48Hwu2sNXUMTDhgAY/gO22NIBfq5Pbnu8TFFu0ppeFNDogRpJjRIlNMKG3Sgn9KHSeAhdWb2xxzAaHKFtFJKR+mEBxmByaE3CSXl2ivCJPXj0b86fhD3BorpdiOqUB483p8pARB31ZUmwgFC0MqI8RBDIjrfkSbH95SO2BN5csSfHawIeHAZxcboKxvAZOttEjDyc7gFwMTqqQhgBGL0edJxEnvgqak4IBzssKoEADPeOiF8BomPxfLAjkD1trS3IOC8ROfqazRpJHUE+5JHjlsTvYMIq5u01ChRfQVRV6H0CWKXJMzmW52k+zp6fMHP5b3mo+yvr6UMkjRD3Zxap6uvYAnfiEX46VOH7cT5i3bxWhtRdBVeLw18r7QFcxaR/1bDP4HKEVx+qZK63EgPnD2IUQ/Tb2mITsgVNp/eLYvrF2BytRIb+1kszvl4wMAiIAA+euaYNV69wPclHD9vsHdNwr9hjm25/0FbgSZGC6f0IkNqbQBzlI8eqYSFWP43ul8JBAhoqlmipkUmf+sDPU44lVdHl94wczQ4hfwFIOOEcAATHnNZRvSN8ckRf/bBrwEqcCQWxoVoShtFmwAxQK5h0LnwmEcR42M2A2A4pmZFSofqPAXGJ5NWuXzlij37g+fshZdfpEfRPHoPIUAfzbcntzximzffY2NUD8n76NjO3fZPfu23rKwqD++dMjt58Iw9tuVJ+8qXnrESTOagxezk8eP2v/7BH9lFnFK/+vQDNto7ySvInsKFtYY0xsRihPcwU5feo2rpnR12uPEom163LaHcWrbwtbMX2NxFiK1ncJ+V0ujstz0736O65PvefLGsotSmktrcvGazbcLTZ6yczyGBKeXzOWwyN6gMeevVN2z7GzsdoH71Z75qy9avtPyZ2AMUc/1IG4whPFU1iNPMsBmqJEMd5g32PH2jeyIQo/SRlkDl0MVciPHSiuv/aPEK99r3gbQO/6NpYNIqGceU1gcVyxFMuDEaQZTOV5oez1mhHRErchNB2AQ2SAGZa9j9P//DV+xSc5PNoumhRPST+cyD6Fu6ABQ9zNcepXbY5JXCLaUMODeHvlUAhpTCFvBQm4mbaGYm0ehHrLJE8lAJLqAdJZgY9LS8gh5sKrxKDv8mWLWQap9AOolgQE1ZvVnvTWfnhtDIqTGs1m5pYLrxfVGXe621Aj1aJ+Qr1UlKU+ztVJ0fjI7WTZXDK/085CAeTRWAq4eqphyukWwgVKCgfUTpaAWlAjS6d9397e70OzzEPcZo0UhZ/cpXv2R3bVhmZxg3P3h+K3q6PgIhWBJnGcIcVqm3XOLzuTZ5pM0FirSWKg2vb60ZhQjKxYDKV+oKQmFpYJ5+7HFbCoCZMgdAlq/Ah0sNYzZRY0+sH92znUnTWuz6uoh8NcT0N5/H2ve0HwQAMB6++1KTASZhM9cm7yvQh56ZnGRvAQN6lsar93m74+HDm6SvTLlRCH6cFdJjEajc7heR9phgiRLOKzHMmffz9TLCrfTxEnBLbE3WKdzCwCQwEQ99O4Dx84pBpb/O30ushF4Yl2H96OtrBFjKwMTfPfWklJKW3fhzQJXhcsXq7HDdH1/76JhYCvmJ5DNZvPrINR5aSQIgSMxI+tdZD3V4dhfJGIEq+gQlOwPjKZYoZOR3MTAqHXSdTNQGOHDhdw10facmkL7ZC2PFaDa8pwaIVi/pXgLAyJQyK33DDXUjOY/UorOukHkEMBpkohh1pARCstmUJNYSeEsAKWlsbmFdskS5fg48Pw2WdJ3C4hEM89JrE4DJvo63ApjgI5L9XqKHlQNX+q2LjUbNGaVxaKb66DoC2UHM4LQAypBKQ0RdZtXzSaxYaLegigSAqTQ20MqzABTzSAnNpjS6BO3LDHxEpk+f6dVB2oAv4eC7Z89bthsL+10Hj6DHmIZ3ywrvV7KCRWEZPi6ToLBbW2RYLDUAACAASURBVBD7cj4SDp5BpPvd539iR+mOXUbqYe7sSmuYR+XLnDoqmOptBnoJbcBt6GAuXydvfeEstPoVxI3XrJ9+P4UAlFrcfGdUV1s3dLUYFoGWUiJBdeatgkFQ/x8vj+ezJm2Wuju7F4tvcAH4OkMmVB4BjOOTyMAEC22lL5PuIgIY7UHS4WZEpAGzOP2qi6rmb1oEEoDhbw60NR51Pm7FHiJ374R8BwATaNxxdtHXHU1MUjj9aBFe/dGr9oMXfmhTqADqG+m2mRWz7ZGN99paQF3xLFJxgMDDb71rf/SXz2KKRvDI+n/66AVbu2y9PfXIZqueuQiGrJgeS6ft3/3HP8QF9ag9/ugGOgbkWw3HumvdRkqm51nJTMrrYTc6T7TaB/Ss2nNkPynJKwh+GROkJefNWmj1yxbYVHoqMSttiBTAvnfet29/91kbYMMswmissKDQNqygczYdrCsXQ89LE8LGrk3q6tHz9gZM0VuALZXHf/Yzn7b199yFwy/+HZQfG2W//qVgyFNEMpRUFVmKVLXA6TnavEJ6UAyYfk+BgKeYIwPjc8kXcq6tR2thT4hratbS+/E/Zuf6s3+OK28wTFRGnPPRZqgUkssUZcgHuFMK2LtVA9AmsUm3UXq8c+suO49Pj66PTOomCXhJ68a3GJhOwEUnYECaqGnMxUr0SrJR0GcdAMC7rYE2KzQeOaA9FRiMARx6+gADfaRtqFoaBlDl5cNUwIxNJq08TCqlH6GsvrS5pzU1zJ3QLkAaqckCQnz1Az66EfkrrZ0AjAMo1uhB2I0ezjGJ//18GPtidyQLaAP0aO3R/qNmppIhqHO9nu/MD68N/l/9pLJIY/FVIMfponJvQ/EEDOOSxXOs6WK7vfL6O5ZfOpn1gm71DApVtYrFkT2HXNJLqFicWkSBAEBFafhOji/HYt2PIvR7moPKHnRSJHAP69TTn3iKSqQ6m8gxh8VYAVLk0J3GiMT0AkjBj0jzNsxJD1I0xFyNmkbSRyOMBEoyLMUdhtpHPqa3iOtTVLB/9EDNUA86v5Aa8rPSuWaYlgBIAmMRP1cGXN26h2ccqLOe97GfJb2vC9QiA+OBxDgzEnBZBIBaOz1tH57j+2MCSH6Ng77FGRfN4dsAjGtcHMzG4CV+Xr9XWir8zXjdE+sew1kfQ7csBsYZFt8kVAYcLkY2kEkbSSpR9uhYN917E90OYAIDI5CiL2dEOJ7SKoP8TRuCJprQvutkpMgXZ+gnHI6nmxLEm8FkzgFHBDGhe7VU+GKNgl7F2wLwrRSSWiI4gNH7+9oY0jreyyjqWwKAUXuB8PrbQUvSzaS/e+t2va+ixjgIEnMSBkI4x3QeYUERIAkaoMz5RwZG4uFgjBc2at1xRfoj8ovgOarsaIaFacQivKn5sjVeQfRJhOZkuuYin1UePGEw6MJpQSU65l+VVCpamYuV+GJKcOvQJ8ymkqSEmkmp/yvxbCgpLcTltcV27dphB48dcdHoTc6lkgVpFg6/K+fXEy1ttunkl0eI2rSFi/o+CYDZ+dZuXnPCLl4/g7ZmEtE8DeiqaijLJTWxbKVVzprOscjVE32Kfj564rAdOX0UATKpLz6zorQS+iN1QllLua4uvDPZUOdwjjOmV3o+Xv4X4/dF4l4xaGrLEKq3dD0z/j2SmgT7m7BAKGjNAjAhSkoARjoXmdUpMkzXLqxmmjhiVQILE8a3q/ojYNLmqfPQUz4OwITMYKCbfeNV1Fcejrl7x257Fc+Q613X7WrndTr0zrZNDatszVKcdNcss7yyKdZ48KR9/+9epgLkurV2t9CJ/AZVQ8ts09oltvGuLTYdO/mrl6/an//Bt7gfO626oRSxY74tql6AL8siW0Ip9ezlc21iORqMi0N2CKfdl199Fe3NATx85iLMrbLFs5bAmKywKnQwk7iPYp1O7T1mL/zgh6T9rjECh12DsW4lFUkr1ttculrn0IPmJqJWgbdrJxrt/e27AEdHXV+xauVST58U47xcSlqTshIrJq2YNw33ZcCLtEKuYdN/Xmwmdk/shm6ZetqMh4euefJfFVEGcDnOwEQA4/c1bDwpUPjoHeHWR24HLWkxTwt9AEtih0PU6HoJDS2lJx3MMt+UilBKgscG6Fd04fAFfJBOWSNMZS/asQLWGgHAAqq+pkhMy2e9gOZMVYbSpBUWBuGt0kitWBpoPcxV+xOAibcRmZyP0LcPcNAMs3IDEIRAlnPJL6CKECF8PsdWOm3EgU1oLup7MpuAjuVBHmAgbCohpd8DSNC6kQLITPDG+i+3bK0bYmUESvSlfULnOACLcxnfKTmwT2B9GuX4qmqsZL4WI7wVo9NOMYGCLwHVbi8kwOIBhqaYdUdVXUtoS1E3p9I6MKZ7f/dxK6KVRfk0dC90l1ZxRycsTh9srBpgTsmjhxRATqkwfencXQDNNRRr3sf5eLsTLshjmx+wRx5/xMpnVaCTY5wpF+23T4AzFHDo7nlKUlsDTIwAjgwtfc1w76fAXCRxrG8c4dHMeu9ZCY0HD3bivE64J3t4RVD9IWCsQRxENmFQJZHtnQZtBjyENUigUUtbFjEzfg5Z5xjcbm9lf7Pnhv8cP0NKlH0IcKWPrnMIPPI4gPGAQm+oz+FvHMCV0yYpda6ffVJGjU2crwnApFRRhvEWOonRSHxpYnECmNHDsQJa1/3J9aSQeHf5AuSB8qUncZt9FzsFRuJ2AJNSRJk0kZCS0KtodA6aSoR1k1WVMZg2b95cVTaujXH/GFUhsQnBjmjSiVWQoFffabBkAAKv0Uaf1NCJbfHFhmM54xMBicCXAIF6G7lFvgMYUb0RwPAaF4lGnU4CMHlRS5MYpAzLI9Cj1yTAo81Lec2ohNa5pjx9QMAh56nju5ZI8yJtfHHxTQyVnyeK/SSI1jlqzxxSrhxRWh4eCTmUUHbCelxquoTBXSNVK6epZMHdl4VDuXS9Niz7siTHYZfFBB7N2ZcClP+X6KFSjqulOg/LHEruquVEbaK+y0kzKALsxHX1xMkjlEees+N0QD51pcUuUGVUj+/H+oaFOO9K27LE5lAWmk9vHs25C5eu0LfkkB0kmt99cj957BavKlpAe4EVC5bbBsqra5bg0lsG/csZXjl11U4BYPYf3mOnLl9CTgBtjYi5hNREN94omgCV5RUArJl0Sp6HyHg2UV01eqvCAPoUNTmgDQheYnLR2d5MM7W7IHKfQISlHKzrolyspwkmDyLfbjyX69G6WC8xMBq3kQnwzZFnKbUWGosJmOuOxJ9dExbDCm1c2la14EWwk+5zpkrOgU4ApgmM+w5cJQA2ZGf3nLX3sU1/nwaP51svUhZabytmzrMGgOCaB+6xYpiTVpxO397xvp24wLUmFdeCoHFZLc64C2fZg08+ZHO2LLYb14lk//THtvXlV2y4UmNisi2fs8JmFs601WtpA3DvEptczWbTiKcPVuzf+/5z9uY7O23+InrJIA5eUtVgazats9nL6qyA+5WTP9muHr9q21542cv5Owa6bCoVahtW3eXtDGbjb1JUBR3EnnJTpmvnr9nxPUc5v9N0Vb/GPMcAmPL8m6SOKin7rqnE7n31fKteijcM+gNVw/h8lp5EmhdcfG9yP22QuUYFzhgpNp/72mxin6zEwDgtr3ubzcCENTOMjTttAj/lb5kqDw8JEzgKEWD6PYg5A4jyxdmj4Bi4eUDGMxknOXoeKZLeyz3YCJy0tyhZb0d7Mg0NyWws7yswDpyFtkz6lwOHDtiZxrO+eQ3y2eW+LPbFGRE+Y1iDYWfZaZVmnsggG6bqqI/qPj1HVNYk9DE5zA+BfN/d0E15uxfWVgUZOksxIkMcv4TWHSEoHHEheR8MjNZnXUuBHP1N10Ks0ADPV2sSjVu5nBcVq8ooNIIV+9FEGxMBDBfXaP3lshTznCk8rvRXL+mvEbk4Mhe727sIRKbaVB4vJn01BFNVCcNbgY9MT+cozHIHvi0quuDzDFHijcbPK6QAKpqC+ZTrT6aKSdde67kAlfd4g6GewF7RRTpOwKmEaqlH6Oh+/8MPMDanhjSPPId0T7QEoLvy5o5OXnOtYMeGc2GwvXt1ACTaK5yBUdASg+PMvOWl4/tR2Mxd5hC39o8ceHcCNhkAEwBBpE/uPEoTMJAhpPYyrYVxnxBbrJ1N56pUpfPHEVDpPmfGczxyNhGRHsse/x8CMA5M/IOHNVK0qY8hfo7zzQ/tz9HU0PULJxfGmtbLyABF9iZcY9lM8DyVWEuXExkYecAoM5u8YQILo4Prcwl4Ms3E/AXkFRgYLydWY7EEYGKZsBZeLQdJA5P94RO74GAkAhj1odFbpTSNR068uVJIiX3IcdO8EAmoikMvkE+G8rHDlMIpD6yy63CRwuDz9/XzCCkbnZMHRQkFK10jABOZGQcgkdFQGkl/16BMVUUZBkZaH+W4I6CR7iKwSyqDHRftps3IWQAHOeF8fAlLG2qGWdFmFc4zsDyhnDx8hedn2ARnYKTVkf+MItGgwfEO3wjkBvGDKKBiRyBEtOo1+h5dun7ZzuGk2oLCP0Qp5LhJ/zmYglKW2G/WjGqrmlZl1VXV9Bsqtl303Gk8fw5wUIkAk8ieztXTqVDhrnt36ArSNXL0vEFJ7+AgjqDk7rft2Wfff/FH3hF3LT1wqksrvYHj6tVrrLhsqnc4Vi6/E2Hx6bPHbPepg7b/5DG8Xtptaj4b3bJVdu+mTbZwFaXSM0mF8DnP449x8th+2weAabx6jQVFAJPmkmrkJnqez53LQl2pTtxz69DUEKXNpQGkTO98YoiOV9VaYLJGpQFgDLnmCXrZmV/pKuKG5xPspzEwumcujZGuQmNKKSNFUwH0OCjR/U1MTJw0gQnQzA4VUF455aZ3Aj5hwo0DmHBfMwBGCyn3arBYNu4wa+ev29EjR+3l7a+y+R+hM/R8m1dR7WZgDz/zCZu+YLb13aDB3d7j9ubuN+zlnduYKzm2FNHt4ppKe+Tph63h8XXOYG3/61ftjde2WkcB9D0lzktn44eRU2YrVq205Qh7c6oRnlyF/r/UZq+++hN7l15K1XOmU1GSZ7OLqmzBssUwMPSToSpM9+T86XP2Pu0MxLTdwFNE3kqzqudQ0lpOOrLeivCXUYSrruKteMyofPh8WxPO0L1sniHF2t3eR/+eaZzrfNv82GZbtLmBZpCqCiR6FlDR5gHbIgAzRiBjpGAmYBwzpgKTgCbDPPd1PmxIYb0PUZ9vHs6I/OMzMGlu+wIc1+gQmevWx79pbGgdjmugVwcpld42ZufOnbNXXnvZmqnwq6FKcOliGFDKfGfQDHEi4/XwnsN2cP9BRLG9dh2Q09cz4MUR8nvStRtifPexLordkWVDHmLiAq5rnhqdAmxkvdAJUOjo6sNPSCl6rinVf4qZNK/KYL/kbt2Mx1M7ncOLKHNW9Ko0ktgT6XC0ycnYzlvCqA+aNki+Vc3YQwA1RHuYYgIWpYfK6JjeSUl0J35EAj+ah2J1dCVUDu2sd+zjpN/z0OPkkD5sbYNlYm0tBtXq/klGWk7biymc62A/GhnM/4pKxTZx7qi4tVFqPZDRnowZpYjqQZOl1JvWdoEogSUPNPhbH+eqtHMZ6fDNazfYvQ/eb6U1lFAzxkLlmDZblcYLwHADuT/+xXI7kqMyOq4nomzdWN9ctTc6CNDi4RPW57q+MgAm/f5xDExY9m/58qPpPTSWbj38rU9Mv8XnejuT+HNmPDqsS6x/eEEC/g62faiOn4DPF+2TfDYPBELCPDN//sEMTPYZ+7nFdVqAJCD+DAHiE8evr/bjmEJy0MhBbmdg9JkEgrLSeXGrdcdxPd8B6sOrHhrzgedpF22mEvEKzID++XBJVJZRgLMY6+dslsLRhNChB6qBqUhpklBnz2ItS25nyhQty4EydEv1yc9gD2kkyn41kfT8uEmlMm0NLJF8AdWFC5ON7rIZmfTezgABhqTxkd+FAIVvOCp/1rgWWHHGKaRvpCFJAmWBGM8dSzQaQU7KxacBkErsEigJ7xsATJgfer0ied0lNlifEAJl0eHYrzcAS8NHdGIYfb6AOLvCucu7RTSuFhh5hbS2N+MvcQGnyibEvC1eRt2NiFOCN5U7yhyuHiX+AhouLkC7Ukh09gGmZDvf3WlXARt182ptw90b2IhmuQ+M7kVRwVTSOKSU2DgGbg5Yc08rvUgO2N9886/ds6OqZhYW4rl277q77V569VTisjlIpDhCSWQ/wEqprXMXTgFM9tu7eDkMcpzVWM+vXdFA/5w1MDf1DkzPUhJ+svGM91SSqZ3oaDmEOniGaRKyHmQx1meoAmyp7UBDw0orK6tgYQf0Qj0rqBhBLD6MUlSlp3mujwkpoDEWwNAhWNECf1NYKLbFmRtSTVEX5PlWTVoWrlENWt8fAyDJ0K5iYFR5rzGqFJMD4DDPUh56YtRp+TtGF+o0PjNjRRGqVyGkQCAshoqSdSz1NzqJg+2Lr7xge/bvthXL5ruoU9fgy1/9KhVaC+g2zbw422Q/wVjuz//ub61yRjmMBv2x0BRseeABuws9QR+VIS+//JIdOoaoGrFmYW6R1SDwraR0dW5tra1as9aKplHVQVq1va3dtm57zU4g/FW5rUzPSpU25ngVlTVWS2m7uKVL50/bgfNUqF286GkBbRz6XN1oN640ddI6oJt6GHUvJ/gA0BbBAtTOn+H3U15M8iARUyAmsrB/qv3Cz37J7n36Xhurwomaq5AjuYb/wBVxL0ABUkXH3BB+V/mta7k8iNHUkBBf1y+GfinIEZjQ/U6MiQDPP8JXJpLVfdb6k0CuR5VhzGg8epSo/9go1RDzJgzDaMtNu9h43l6n/L2Z5obzaZi5Gn1G/dL5lluvoIrGhQdbbM+O9+wyDrZXmNfXL/WT5q1HqD0dZrAA00pSNT1N1o+fioB9ARvwPETB1d6GAyaDN2+iB9KJc+fpct7Gfe9FFFzIPaf9CA09K8rmUGo8jAHlcRy8m3DOZd0FLPYSHHWhQeslAJnEIM8jTSWLA6VkFcyotYEEwE3N/VS1XaWTNSksqqSml9faOfRuzR3XqA7kHjOv8pSu5n6NyAzVhe2ADV4rHVMpjFIebNslyqbV0HVW0TQbcp3aqBUj/i4sLPNeU7036IBND6d8/GuGYO4KJuGVw22eBINThC+RpmEr/d+UUk/rpKoTVaU4AFOtdXYK+s0SqifXsN6spx9Xbf1c0sOIjaehm4EozOczTaASSWXXqnJzmwvtWdJqaH33DcURcfhKFMc4drllRKWn+aqdnpP+mHlmfMAZ26znZb/mQw/cYeBmHT+A9/iWCcxkv28C9SITvGlqABRBAB8BRvqcfvJZ4PxOcya+d4wlwuVJJ6GKLf2q9S0BOf0r/yzew1sKRYDmWkA/AaXsVd3MO2t+69rLZFD7ooJG7X/MJ/d08tekVFQAZu7Z42tBJDgeWf3wmACHcpRhIw8dlb0SSeyA/uXx7HywXpz+rsf8M8UUUmJpstMtWqXk7RIU1MGPIKShIuPACSctjG9iWXqRtBG44V3U0aTrfDv7kc0QJdSpDUmATINd6bHAbgUvBk+XiW1yXxlFOMGR2PsoxQaQDijcqyFsQOk93GRNKNbzpeOPhc8d0kaheXi44d7fic3Dt8kEYCJrFAL7CObiZ3eKTIJqvoNjL6wMUZPKbzu6WgEwVwEypJQQ9qqUOgfTvmIAQXVllS1dtMyW0p9IAKaIqOTQ/gM0V8S3hSaLQ/hArFlPSmHBQnw9KqFiC9nU8knb1CAGpaEf/zXhN3P63Fl7b+972H/voxy0xRbWzbS1y5dhbLeISHIV+es6tA69VBwgRuzronKhy97bt9teevUVuup24CVTDYsyG8BUb7W1c32iNDaS/qL5oBxKpXdSikEpRXn1TKG7siZBdwfl2iykJVNKqIyhTw96kJkIiaeRvhDY84otn5CBaZHBmEfoiq7U/Er3wy8+/6/hpQoSbTzKx/tkCjGHZ8JT2kF/j1GKTwyBG1GbzsBqoUuTNhx/PDqL9CavSW00gilWYNl8w4upzbBWBKZAx5TRr6b9EI6qZxA3f+sHf0up+T7K2xfQQI+0GvftM3ip1C9b6g1S28432R66lP/ozdep4OE6aJwQfTfgeruMb1WDyN23Bft6aQ/K0Q5VT8MzA0auFPp+xqyZCsvpC0PpPaWvhwCo8hKaUTXDq93EAvYRsQ6wmBSi0ygEMA5RAXe1hfJ9NmAFN/O4lzp9aZnO3LjORtZurfj6aM5WTi23ullzbNmcWlJNpI64TkolKC3R3d1Dh+sm+5f//T+zL371aZs8pxjqnouvSLhd1XhcbwEYj4B0YcKC695QThsnAHMbA+O3JUSU/+gMjK9piWkbfx99fo8ENWa0Sbi0LgAYjTkBmDEqkvouDlDVd4Kuyu9gY9BNx+8FCLM32Ew6Jtt0Qd6JdmbnGXv7zTeta6jDrgM6+7sm2v33bbKN65Z6afnFS6125spZgM01qvOGYE1L7W7mrqzyc8ooL+Z9Lmlc4JZ87NgZUsxXrXx6EY03Z3svrIqyOsA79vyH38f2YK8VUuU2AVAv/VwvXj9K0YzSfFWp9mG8XPII8mQwOZPea030O9tL08S+0Q4+HQ0Zc4oAsYN2hEBlkGaRWm8qYEplgjpV2h40OtLgpCohgfYijTfyNcfR7Q1gz1BBY0iljXvVhoBS7lkzZzvbLs1jBVq8UirlJsAEj4ySRiJYcSEy6aRCxnAx4GSYlJFrFaODuav4uRlat/NZW8VSzWNdWogR5/IFi0mbE/zNKbVhPJByYApv4nkj4ctEWrPETcvntofGmpYegMeHPMBJSOFDJEragsK/WeAkG8sETjBsyuMoJ740ggBnfrXmZLEktx48i3W5HSDd8r5pBoynXn1cCsCMf6i4BiqoHtfS3P5+t/yecIeAkwOgOAHiv37uMSPhGEHsNaAwBXreKDOstqFBrseL0aAuZmwyTHe63pGN0ZkHoiJcVecttB9HsORz/1EAjDbUpBtRJUcysXN9RtSJJFo8pZOyBbCuQxHacrvwsJnfolGR7FOsj9NBoWO0FqWkuvd0gKqSJFx1jxi5l4b8XQINTnFCFaa0VNgPwmi7/W8JZITUFkp9JmYRUaaAiqfdtHzoM7O5OGiJAEZMTYgegxGeQJqL4GAb0nlkg5gE3m4HMC421iYmqszvnzY0XUvy1FqbI4DJgL+IOjPXgM/qOiJy2Ak4hg1RuXdoZRw2W0khKX9+GN1KM1U+EjCXQPUKiKykjHlx/RIEu7WAmhK7dOEinWSP2ZtvvWlHEenW1TPJF6l0tsZpZiHi2bjuVgF+NDhUbnkV2lt6m7exqFfVSt28KhYcIj/LZxG91+69+37cL8WcyZtFhlZdduDYAWcJLjepSmqA447QiLLKZuPgqlRaE2XD10hT9VMxJdGd3IE1xpwBQEis7tjtiHvlW5PL9ZoOy1BPj54axMOz0MWUFlPKy+eRbiYwvkTkbLpejSiQDYhJbK+nkaJQzzdEt6DXJBSiiWGM/o2bpS8yGZ0DE0MmSqo+0gzSxHJmJyxJQYwbYhelDvSlhpmp7D+bkdN5pSalKe3h76/u3fwr5uI4KZq/+O5f2x46/t5/z0YrYDeHULd779psdZS7kyAlpdgLw3XA3tqzy0tLlf/vhknpwt+nBCNBORl3YPol0XYJLQIk0p5G6q2AMefu2bCbN0g59lI2q1YGrdyHqTxP4FL4r4n2FGcvYtN+tpFqqCGbllfMtZ5CVRThK5O3gqh/fn29j10BmqsISXvo1XODsdJH6mEaYmylSRbPrifdUO7gRfNVDFszZfM/3n7Y/vXP/6L9zOeesin1dEyexudXKWuzF0yz+QhwikXjqsoSwVniOwCYLDpf1z0DYOIalL0u/NSF+e/xYIaBSdGeMzAxbexjiZ+lnY9jSyCaNnFGRbC1H++0I0f3AywOwxgOOwu5EWv8Chiq4QKM7QAoh7YetDdICY4UDKFTIWXcl2OfevpxUiAbAI8wJ8cv0dSQ7uEXAACMkzmzq2wLpoJVi0j5VtP8dIDWImfabPfOfbbvg0N29NQpBzAP3bfeVixeC4s3E/fuTnv/wDu2dftO1hPNk1FYW3oi0Y5ADO/AQI9rkaTfKWPMPP7oE7S0WGSH0bZ9kwaN06qpIpvYZ23XaCHQM0xrhArceOlOT68imTVpjsuYUvoY90RiPijVI88ulY63UYF0hCBrKgBo1Vz8ofCPEZM3FdZHa5zsIaSdY6Ay3hAzM9Y7acnQ0tbPOgF7DpAvKZiAszRAibUqrfcuPGZdll5T1YwOwgB5xYihZ6C3Wqc1EP+jSsTmBthTuf4Idg+E3ui7BJJjuthTgD6ZAzBNP/j9jb9nKJaPHzQZTJH2+bCCjH9FgJQOmYVBPvLgifAI53fnr1veV7BJY1NgQgAmI7IVAAlFC3+v3FVCY9mpqwgiAgsUTig7ePA/KE3nS2d4PKW0XI/o66nmdwwg9XoBGT03MjBOdCi4dOCVsi7hcB8CMI8BYISqAoBRqVn42a3yfdMdt0XX5E3Mi594BCu+KfMfceGHAIweUwrJRT9alBztfhjA6MTEsGhDkFNk8oVxypATF6DRgqj3DG0HEjILzrjpfBJ4yUTUPFfCr0LSKxrseuVYrDYS5enC5SwA492ZxdbEz50ATDYwy2aZUjTuGpYITARWnKWKIjBtWH4to5eBwEaqOHJAxQbhabT4uVOzN4EoN/mLEb03qdTmRdjXxsZxpvEc0dV+Iq/LHvkVU+oqF9wFbPpz0CpUk+qRCZX2S5VL7sap9Z1333YzvHJ6HC2aP59u1nNZgKbaNMzq1FhRA1vXSw0mr1N9cpAFeOuOrS7IG+V99Zk2bSCVtPE+Sp3R2JB+EsvVNdjOooY3zCGiwZMn6Zx8BR8LOmazoKg6QUClg4i9ntALNAAAIABJREFUg2hUOcwiFjGlGTz+4X4UF+UHq3LaHwyg/ZlANKXnVJTO4H2q6GBdYzUwMXOopiqmK7dSW6K8DQHpZA14LZ5adATylBJy8KLN0P/o0b2DDk3sFNlr4nhJbwiifFI6dcnxEJe6rkWbl0/gSG/qSWJ/dJz4n89JF2kHRuYWABMShBnmLuSd0aqyZwwynlupHtrHRvfXz/+t7Ty21x4kAi4mms2HEakBjE5HxzRJ6RjShKcplVY7h+nV0133dO0yGxvnOMJ3D6lE+bdILCkgW0TZaTmArxQmS2DyCjoINRcsAJwP8Xsv7EopOoSq6hleWdXPMa5cUxf0Zk/jVFXQ6FFdi6HwC5gPAiLSNWgOuikllUYT1deJMSsGpoz7XAa4zIdVk6aiBTt4VbEoTaiS2zf3nrJ//onP25c/+ZTVrK+3nDrKfidgYtcJI0saYZLofLFolGbjlo+nn3QQYYkMGphwL9KyFiKDOwOYwHSljSOtwh+x8mf+HJ932y6RAEuyTk+RYFjzGAPoU/w/vaGqEwFgo4h4r+5tplXEHtJIasQ5iJZsjm3essUqFlVjiQOTQAuGw28ctu3vbrehAvxh2qUBnAzr9pTd/ehagO1NO0Ml0xk6u5/E8bodHcmCBbUAjIetclG5Dc2iKeNAid04coNu4BhFEmTsPnDApmL+9nNf+ZTdtXYTp1NC9WKTvffBW/byazvQmDBXSCF1YpAn0fBE1pcegiFp7aRfrCVQ+Nmv/Czi+9X22k+22r/9rd/Bnwj2k+qxt7cdttmsLT/3hceM2iQA6Zto8c4hDCYtRUpGjWaLqPEXe691TKlDjbMmKqqON52zuspampA+ZPXu8D3HykB67Zh0nkb0fZgUahdI0C0gEHHfaB+A5btu1wY6uLI5Np0GozU1+VRFVnmwo/nl/cdkNMllF5MrqwUJh8XaFJOaWr94ha2sI1Bb32B5NXhjcc1HupVGZpdCeyMG3aWJqjpyUbbGlyeS4vwd3zh/CjkyPnpiTKTAPHjIhHUm5Z2Dti6hl/FxG3OjYfHJAKWwdWfhh/GMVnyf9MYJ3GS3PHDe5w4AJjxX61lgMz72c4VLEnWCARA5WHEiIj6QSb+HM0pAxFNAjl9iqkfno5SWzk0t6j2FFNdeBzzZACY85kLeWwBMOFZKIXn247E1j1BFJhou5GU1KZ2BUTopMjDZTIPAghiKlL5JAjsBGKCObxzZDEz4COLpdDICL4GB0c2UfXrSy+h4oaVAqBQZUfdq5csiYNEG30+uPeTBgkuvwI6vGwJeAg+R+XGwEVM8Op4Lv6IGxim7WMrtrsNKZd0GYFIKScd1YCUPmQjWMikkIXiPxMPnDRVL4fPporsYOOpnNLjUuXoyk1bPyTgA80ylN0a4W6kSK302vV73Qb97qTD/6bqrBFNFR1p4ZGx3lL5EFwEwg9CyY5ialKJrqZ42C9tuARKi8IrpsCAz6C6bT7fg087AnABg3OhsphpiOizMPG8ZUFSAqA7dRTH/qmxzxswZ+L10kd44h9jzLTtwotHLpeeg7l9Ds7QF6Gzu2XAvguG5Pgo7eput6cYFO33+DKXSp+jfdBqQJUagwI2wND7lAurVGvG6J4ZL4LSIqpeKcsTBpJa0sKjyQSLvgomqUppKt9lqWzgPPxq6ZJcR7av6RW0tbiJ81Aao+yggMub9qbS78B07Vvt2lvGkimg/9jaSsVWqQMpsVhqB3j5AIzFEDL7Qafrp4osyjStAigp8IOrxmGJypk4brzt9xtUi7ZEsAENY0Kv89NyhE7abLr3f3vGCbT/wum2sX2+l+YhjAWctOKT2MuZ7WTgqKWEeYw6UI7CdQ2qugIoS9cK6cLXF2mCtRmBYpuGaquqOErwxigEwedDqBWgDVC7bePkSwu92m8trtXoo/Se2pgz2RtduWM37uhFEym5dgF9MJNdMpau6h7o2YlWkzdK4LOAejnBeHehcBLhLATAFYi0BO5oL0lBofhbyWjUZPH+xxe6bt9zupU/N4gfXWPWaGjJIfVwjxjOpkImkkyYAYG5SfYSXn02moaA2I1UluFeMAiGvPtL6EEte7wRg4pwM9yNGgh+HXbJ3i6znhvkdQG1GA+MsXdDA+IBznVQAvaLIBWBGYBDOv30RFmMfAtomgFwPwHu2PfTYI1a2cCZXn2rL5mE7s/uCbf9gmzXfvAqQEwAvss9+7hO29iHShr0jdob+QGcOHIHJOUFl1w1bisj6UwDAaYsrbXT6/8PZe4BZeV3n/gumMJXe+9B7b0KAEEVCvVvFRY4cy47jnsS5bokTO7bzXDtOYjvOdWJbbpIlWc1qCIEsikD03jsDDAwMMANMYZjh/3vX3vvMAcm3/EfPaIY553xlf3uv/a53rfUuwEh1vlVsrLRVS1fb+p3kub27FiKjk33lbz9us6bOsIs0aTxUsctWrV9hbyxZA+glYbekjYeQLhEyyoW5OENT2AbyYUooUx6CivZHHnjExk4cay9R2v/Fr3zJepd1hq3tb6/+YZ09dNOd9sWP3Ub4r5t9C9HEl99+FTVvWpg015GT1cnbCwT9MOwTYcPzAKVDFB4cJGdm9pjp9tjtHyCMNsl6AcSuoMB8gR5aWzdstufJ3TpMXpWqpNow5h069qYnU3d3ii/Cxp66eMzKqw663oyDFYZcIpnulPI8igBOcpDVGuESycxXyNcZ0XeIjaUAYcKsSdYFmQEyxu0KSsB55MC4Gq9vrHJSItj18IY25fDAWyDE+wDgFhySUHIG9GSSY2O+YwagBJ+75Ssd1s/3v0cTrp4rVVvv+ZUVEorzP+VqJtE8D5A7KIshpMjABOJZYU/d+58CMC3QX2ZL81rtSvx4flwBmWDSrmqEK6si26c1AEDxsFC0hzqZPtfkLenl/ykUL5CiYwog/QkGxhFWWG9B2ywApEzhhF5VCEkHlVFyIMB/XmLsya2BfckOmwj5yqBle5rp9ZxYx3hVCMnNvkTdlKzqrnEGwITYdvh2QCJhA7ENbBLa0EN+STAeqSmkAx3Xj9H7U5lYYj+itotASRS2E33uBhf2QtfloFgaNxxYCpLe/8hzcgBmbJpKLk7lz15B5BtYC1DJHosUmwtgLJw7dcXWdavyxq9Dz4HFwVUR6gmVSWHSaTKE2KDYhKQVk7y9kAUfKlv0U9elTUIGXToSSt49UnHURe4qEbc7B62v3kodJPwEGOkIo9KV2HIZ6rgqla6iv8kZ8h62oP+xdfsmABFhGl7vR7WPciXyuP8BfQawcXEMqN5W7GBV6DkcPXbEXlm8wp596RUaMKIb0r0zSXOt7Pb5C2zyqEmebHnoOCJ1Jw/bCZSCDx4qt6OnSD5Eq0JgUJSxA8HY4iAYh7iY+Hs9RqeNwBcG7DITVZVqAlEXyQ9RIm0+87AT3t/IoSNs9PDRMDIwEEimO5MCgBH97WEaHVS6P8rLEmCRYJd+hgcQN51oMNx4aQ8KiN7NWDQmwUvIXlhai5EoFdnnCzh6V9EkZbyriFc8yKzjuQie32x4p14Xs4AOnF44hpe9ZtMGe2rxy/bC0ldt1qjxeJztXNvnBInOpwn74HaiXEyFCfO1C8/Rq1RgPy6QuHuBjf8Mz6ieHJhSgEtbcgsKmXMS//K1zJpUouOZmmp3AHrRS0bz7gIbhphRARRfh7xW6z3OEKjkfKL/L+NB17EOxfwl5lXsrNaA+t9cRJfkDCEpzf1OVIEooTrlkOl9KncthoHR2JQfOEIX4lySs3vYvHsX2JhZEyyvI+tLLQVoLyCJfoWOriD9fhkxwlzCMKl4L5XDpz8EbBLGMzkR8R/h77Ip0XsMA56948QHdtWPYFgzzyfr17C9xVwnHdcNajxNMA3Bkwx7oefzNNZQqr7sIM7CRhd+rCFHTX3HbqWqrGQEHZoBZ5crAK9bD9qyjcvt8LnD1lRLzkhxF7uTsRl9/WCrrW6wvRsP0jZiK2GkfYSXGmz82HG24NYbrbgfqr3tqNirzAUE7beVK9fZrqM7HcC0bmpv3/qHzxF+nIq200ly2N6xjcgcrNuyD/blCiwtjVsBF00C54RsT8GKSkG9D1Vvg2FGbrhuFsKHg2zxyqX2t9/8e3JT2sHITLS1K3fZX9Ee4rGPLSDXrKt96kt/a088/zNK+cexIV60nrC/0q1J9lHsW92FWpqVIryJRMJ98263Tz38qI0aPdoKB7d1+9WaSq1NazfZN7//Q9uNJMOo4X2tX5d2tBgZa9Ovu8HLro/t22/b6L32Ngnuu3ftskLmuARQxQh2IWevhPwbOXaXAPcqQVcysljJ/l162yCq+WbPIww7dagZTR2baVxZCIBxeBI9eWcD9LubiTBPPEQc3JWrQzA+78IavmpWuUkJrEtygtwe+Dn4m9Z7zK/JJLMmG+hzOE3nBE+y5mPWPI2wK9iqNEcz5205jl+b5qYu4ZoQUpzOfwLAXHPeCGBaIYWQYUucpRKg4vhRSfhaZilFW3xx6JCRsQnCgbrhCGD0spvlaJMzIaSwpgIDE+4r4I0WAOPPSfhgPlVIynvJBh1pEqpyR8fOdAbWRo/xElWYCfH45h0qQQLDEh6i/81DUtoIgiptEhsL80TvUzgkUkwZAx883cwEcn8rVA+p2kEerjx2MTQqI9SmGJophnuQ9y2DqzCQJqmX+sWwUGKStKE5SBPzIpZEZ+BvigWn6xTw8FCPMysh6SsbvISZLBYm27jJgIVWBQJgkreWlxB6IbE14A37vqfz67gKffms1CCFB+Lf0nFQMrP6pUTGS0BMoSaVVxYCNESlymBeZOM6jqHaf3A3oOEoYZ9T1gYvqyv0f78e3a1TSWdySNB+YUGXAGjq6HK9Zcca27hhI/R2OZUMzTYK0bFunTtR5piH4F0Z5ZJdXFirtG1HF8s6icbItu1rbdW6lXaw8iLePF2oi3PsrrnT7KYZU7xh3IHD5VaBh1+NEVG/I7EvIqMUjlKjUN2ztCYcoHpIIFbl8O8GFzCESWFVqCJCTFAeYRSBQTWLbIKCFyiThs1AANbgsiEkHHd0RoKBCkPowlYcW9SymDDYFxQaXZa+2ZPMfPb7TiPNAXF3SYgw08jNV0vYjFRa7R6C3ivPX/Oa625CedUTrLXC1ExSlDHuRmsSDxNtm+auHyik0wcA5FQpx1WX1W5KDidv5VClrVm9xX758gv2hxUrbO64oTBOXDcAUeGa/fsOY6SpEONvSpxsS2sFAQOtG4VyLpJfUU/Oihg43V+p5pwSKymPl9ZIHUm0NXixCjPJeJZ2AJwwp5TXpYerHDCxmw4eNPd0fcxfzTXpfTRJP4S5oPWgUJIq3RTqrSXEUUnpbw0J3MU08etGaX17PHp15NG69zWn/moKx/LvWpKzt+4/YKcqTttXH/+czb2JjXgITSapEmmCKbgCIMpRcib32SBgVSsmTbYuPj8HmRqzaB/c3oQ1k9ZlaKAq05KAhtg1f9JZ28D7/OpUdsoNiOs5a73LwWgVxII8vOZlt/qp5as8EFVRMFf1eHNlc87W2a4VVNxRFn8Glkwikf17DrF7Hrvf8scCEPfl28WTNbZh92rbvGG7VdKNuQlAPrTXYErNp9mACfQoO0MOzLuHbCXJ1nvKd1hRc5FdP/o6m33nVGvVl5EAfOQeqrf1S961JevWu+OwbeNO5kZn++rXv2CTpo4k922/vfgc7EZ5OUzIIW8touqdc4BXV63GQTlHN/MTB6voJN+P5N/u6DeNw6npYWu30kbiqRfJKyugv1AZhqbGPvrwvXbrJx6gmqfZPvXZz9hP/vALu3vEzdZIb6E2hKYUOtHc0NzyKkVmw/EzVYS/6u0Dc++2z/75x6xsIong/Xi2dCcvOJJnW/Zus0e//B07tGMPrNEIHKQhNnPIGJt38zy6TaNhtesAPdc221urV9jWPTutsH0JQBuBO2xzV5LUJYwnh9er3cTC8rQb0cwqpdQ/jxDaIwtusamzR1tD99aQoSQE1xMeP6/KQJ4fLG6SrA9OTJg/2jhli0KoJTivme7SrHcxv7ILoTpVrENMAg7LvAU8++4slo73aPoox0tTUbZeaThKy4vmwbfECHhUtZoKDXzmXoVIZDs1+eKc1msZdjkeW69GO5aux+83gq/34HntYboHj59n0FTLeQVgHLgk4Kcb1TJocf6i3+AnaYzHCfZON6tBTUUtwfYG0BhoqdYhbh9tM+dxMUGZdo1/GNsQeQmq626r+OmV0TeNn6u3ZBIQxUCkEIqqd/zhxbBQAiZtCTPI0LkaYvwKYaEWFdyUWKsHncff9V4dV+yNvrSZaYNKoahMPo2eRwwxpfBUQpwKKTgToxJjjLd+Ki7vMccYMvLkV5Xl8h3C5qFiKuW1uLGTYq8GjvN4noqDqcDGeOgnslGe6KvyZBZ9qjYKt5vwdwutlQktxcHVuQVgZPT1sPwa4/2+XxJv3GIj+kdmHvZBm49yCPQt1snvF2CUz3E6kihZQgmsnk0lceZde7bb1p2bQ2djaOyhJH8O6teP0AxJmJS8tKMUedLk69iYGvHodth+ND5+h0z80cpjNnP2DbQYQDemGyq4HSm/bN/Vexmp67XKv+vZXOqIRyup979/+3t7felimzhsuM2cMtqGDeiL6NQFciwqbe/hQ8inHyWRMZ/KF1RX+alrTwxMyp/QRuOhu0yCuLFZnvGYeQGhklJyN0oIG+UJ+GjRYwDEZnWm0qUfuT1Dqa5STow6a/u8EchgHgjUCsB4aErKulQlpRCRa/35o9OC0uoLjzHgRz1/vRgWpi9UGSKtK7E8eiUCc++h4owO7xEbo5CCDhbcnWC9ZAqj4fNwg3siOi/nicdsjT5GIxVBleXHyV/YYs+8+YotXPOOjaLaqxNGuhTtH3mxlafOEN6hx02p8rII7cYKOR1f86GGBFoBNqmXavyK2aQ6QeUrn6kIca+LvF5RcdK7FKv5ZOMV3s81Cbx7ryne48ykM6DqRSPhSQAK4EkNBQuZA1Jk9nksJlJwgLGQDP4xmL8acmk6ELoqI1G7J+FKpooDL1XMuXGKli2/tBgWYAdJ55vtb+7/pP35Jz5GLkdPK+imRogYJlgAsU5XyLm5JG2f+uAMCcAo4VL7QAAwsbOUg5SwvrM9wLQ6U5fytFLfY7Qzlqtlw/FHF5+3vxzPoZ9KOHavU3S6bzxci4CyeutIIkI2juvLBZxeOk3C9bId6MDscmBeefKU9ezSz+77swcsdzhzc5fZkZ0HbN321bZ12w47e6rG+tLte/JIdJZmjLH2ZTAUp2FgVh2kEnA1JdblaJx0sknoME2+dby16s31oJeTc6jWVi1ZaYtWv4vTcNJOHqP7NXo7f/GXf25DJw1BDfiA/eY3z+DUoANTfzrYYBi3C2z23qSSuXSayqL9Ow7ZlAnDsBldCAURnkT5tqKKsA2Oy+4DAB/udfSAQfbg7XfZmPnX2+XTNfaX/+OL9sTiZ+yR625DwS7Ibqg8+ywVbgofilHOA4yeIYlY7QIemHGXffJDH+a6RlnBEBhEkphtb50tJ+/r8X/4vh06fNjmDB9sE9DJmTllmt04ew65Krm2ectW1sc627xzi+2l3Uk7QlWy1fXMsbb0XxIgS/mDwcbns17q2PwQ46Pd1GP33Wtz5k603DLCTKp8O8t+UeMlgPTxCkyd2wLHBXI4WvZw7eVu92MIM9gBXz6BOdDbRSbEPd9tSBZIcDytf3upPb9ik4LzE8CAY5n4e2D2wmsenk7XpDme8Eq0WVfNZZ0jgqKsbSnYsWDOWt7u4Z8QzkkMZfYaytgqD5FH+6j3U1UUsF3gzv1ytKdpr/O9M61BRUxCA2cPuQoARtvnVZ3B2gZ764dLVycbqX8HGxnUkHEEFLqPY5Scex8jD+OGVBIYmBuvyAtLXwlIBMOjBxRyO+SBpXCSN9bKYl5C6CSM4lUUWhy8QrRGEsOTznNtIm5mU/eQjtoY+C36VwbkcB1BsReEz3fo9RFYi3RtXp7tAmksKjEsrm+TEpE12cKEdH0WrlnVLtpMnXmRPky8r8QqhXLvwBSlfB0fI4EsLwNLCD0cUzM6IFXYBxcHVCflVLkSkOO1ACY9JB9DH3Z511QIEFpJUt4yPr4p4DWr5UEJWf+l7du6/ksVzMexo4fsaIXky/eT6HkCOfJTNpYSXFUkNRFm0PsGU1pYgjfdhIdbXV1jT/3ud3haG73PTZ++vaFwh1lXxKr60C+pmFhzaxJJ25L5X4JGTDXhqcqzJ+yJp561hST4DR5IBRPCWL3Jlamn9LGaOHo51Sm79u4nP6OERo09EapSzg5hBEJIGjNtuPpOXnNLQngrNusaTzZVBZdKu4tJDvYkXz6n+aAQYDHhse7oVPTr3RdWiQ2THkqFUgUmkVflwfrKUchO2itiYARi1DHYn3dY0T7/hf6vynzXS4n1Cxua1lFa+cEwBa9B3o7/qj85gAkL2+d+MhBZAEaJtW6XnM3RscOHmxFSbYI9uUCi8+5De+y1FUts8doVCH4R08dwd0QkrpYQoebBBcJk6sor2lzzQd+eXM5YSkxQVV0XARvyUDoBHHugZlyMkyFG4wyVSlWIj0n4TK0bztRU+m11pEVERzXb4wbE9ulZaE15h2KOKYVjKbKKySkmKbcAlVPlyYkdlJddfeEsJfzlHpfv07t3OCeqsGxbYV1yzIzjwbEUxrrMfGqiuubmCdNt1szp1nNsmbVhs27mHq8o90YicCi3NipZnHCTGzyNrwylEqc1ysk4ur1pATDZjlB4Qc8mmMwWS5IxKVf/kjxleaICaYnd0VrVtIn5VLofAWWFBRMwC4nG/I1rVz5bPn1+Gk802MoVG20n4o5SijhPgnWfbmV250fusSsDsCN7cmzP5j22cd968tH22zGaPw4ZWWZzpsy1YZOGWkmvYms4XW+7lu9DZn+5Hao8YL279rWZ02+0kbeOJP+F8HQ1z+1Qtb3xh0X2wltvko9Eqweer1pwfODhh2wQApK71u+zX/z8VzRbJc+l1XlnrmUPJVLnrDD3c/JkrR2gLP4uGLFxY3uReyNhQuxrE32SmF9LV66ExW1vD95xt103YrINmjqNa6uyL3zjr+2Xf3zSHph8s10hvy4XNr0BiQap/lZVn3MGJp/y5UutG+wk1/kXdzxmjz/yYVpaDDBDETqnptmqt1XYoi0r7PM/+Ckg75x9ZMY0u3/+fBsyFgVpFL1Pnzhh61EF37R7q52oOG4nKFxQ4rHy41oz7qo+UlGD1oE709Erz2eenqd1xeFDXOdjH6M30izL70WuVVv2KUTzGs+GTTBXTGcUVPPp9Ccmy1UMDM9Yz9xxSHRkEtD1iEcWgEkgIqh0B7Yizdn3Czkl8sP39Wu+fDrrnL4qEmCIKMVfiL9HM5V6JGVfUAbsy/7pI2lhpI9mnzcgm/CmeP26t7TOgiEVIAonzDh40YHz82otOYiJx0pl0vE8IVQXrtBDetHB8x5gDJZSE9LqTYDF82z8vwgu5465/op0OBJA0Ru9l0asiJFh88aNsRLBVTRA/85qYEhFE2ujDg0MA62tb305KGBRqdFXYhEUbtCXjLA20lARIqMRwioCHvIAUs+TlMQqz1CDmfomhTwYUUohbJNyXjSQfs0Sr4vGXshc72+A0ZBQno6lhnMymAJXYgr8M2ye2eBC15M2ivT3JOzn3aid6JMxi+ErARunFQMQEbvjcyTeo2+keiQx2fgqQOSfa5lRzTxM0f6eq8P46/odqCnkJaZLnrg2Nca/jgTOGmLNFy+csdN4xGs2r7PnnnsWg3ed3XnrnR4n1vsb8Ma7de1lA8uGuTHbRFnuW8jJL6LKqDsl0vPnzLNe9CLSZqQ1mkseSp9+KK6Sk3GejfYs+jNL0K1YtXY1eiHkX5AM2LVbB45Fszo1m+O6qkgozSW8Vch4NjLeMpipND2xcqncOIFasWjBk6E0UrkQGEPl8khk7zLjIEPVAUBVSviiA8rCbWF1OtMKYTgVDd16dUckCwOGwRTg8XkoHCnmJvZF0gaU1JB9fenm3NXS7zwPUZWpskhlhnCSl5V843i0JSyacp487KkDucKnDhPyN7LB+1UMjAxEAi+xlWoTWl/qbNwaHrm8styWrFxqb69aSqNOPFiUTnv16ewARvfTANBR6EKaOW0BrlpLui4H84xx5ZnTaPVUApZbAz67w4QgRoaTobyAyspTjCGJkWwIjfw8SqWYWFaVpXcgb0Xqq2I19CXNFjWYrMFDVwhJ1WMd+Vwd1R3Kj+oE6NHGrY7hVfTkOXSs3LuUDyHHqpC103CenCeegeak1lMyOmLGThIKGDh8jE2fMM0GE6LIJXzRZWRfyx+KmJlyb0h21poSw6WyfEnKB59IYaBsANOyQ1wFTLKM61WMzFWW+r0bQ9hRop30fSmsueQNO9XtrwfhTTlAqtrKcQePZ0Cy7RVUhFsXSfIfe3eutdUdrbWliEdu2bIOm9aInWxDb7ChNvueeYRPsFf78gAXu2zPqb3oLR2xHSTqjhzWhwaHd1m/EX2tpEeRXQQEbVyyibDtH+1g+R4bSe+r+fNvs4ELhtml9oSnz7BJ7zlpzz/7oj296BVr36kdOSy9rFeXrjZv/u3Wb/BQW7tmk/38iV942DivmB5NsLqqlJK9UDK2GiZWnUTHCZXbh+673SaML7MjtK3YtW0f9h6A0LmDvfLG64CnnvaFxz9ro3rh4BDiqWVOfek7X7Nfvv0rmzNgul2C8W0jNXHAhCoMqzmuulnD27L+ET4822jf/MSX7dGHHrS8ASSo0yE6p5K8uZXb7OX1C+2ffv28XbqQY1+67w77xGMftKI+PewUDNWu1ettPTo4u04eQeeFKkbC5VWEIotwcLpTNVkMcAKOBOkN3Y+6b2MHOgLizwH6t5Bf9plHP2offuA2K6b4oFUnHFkxtWd4dqoYk3/0JwDXeOkaAAAgAElEQVRMWr/BZmnribtucmTEIkS2JjATIZfxPWXL8TUHwr6Bt2hHuV1KjEu0/S0hqzgHI/zWvNScywAYD+lE3KLr0HSM8/h9gZC/Ht+QWOU49cMSiOyq7sP3tABAHLx7bmp4j68HxyPR4XMcE4mLtDQVWvd9L3wn26dGqA5UooOXwFAQuwtAJzE2Ym88FBW/ki3RPxWJcRusa5g7djrdqNnAQa3OOogCciqZ2xDNFsXeXBfFK5X4Y31gJZQ8pe+Q26IwUeiAqm99ObDgmJKRlieuTVit1nViVUCIT9fmJW9Anw/hH6oeUBFNCVEJwLhGTAwhpdJiZ0ukHKwKI1f2DQ89gQ0xSwJKutbUmVWoTwZS0MI1SJRPwj0IvCT2KakM63M6vyjxxBZkfsLWKLnUE5qiGqxiokKlGRZLsdT0oOWnKc7uTcVC0m8S9Av3mmJ9mhx6QFSGRNrNQyKaRHqfQlFMGvfCdRyFw9SlFS+PndzO0pF27dYN9gIdjruS16LE176EgzphjC7BUvTtSbfoQeP8fDXQu+8ijvab3z9pFSj7jqLp3zgMXz9aERRJzIzv/lQm5AAkzqAUepgWBhso11y3aS26LxhB7q0TLFA+bmazNn3GSoyBtGEEINxX4D2aOwKRiSVLejeaIxqrEIoUk6ZkZrFpMDeqikIDopGJ3Abvv20R+RcwAu1hczThpVQ7YthIkiP7+lzRs/LEW42PWC9V6kUhO1+EQbGKa2K8ZEScMeF5qUpIgCYakJDgB3gEwCj8pDniG6IbD21gHMYrqbg3AST38tVnydFOXK1xJYfAevhKYniRjlXDM+WciDE6U0UeDO0e3l29ylZu32YHyvfbKBRbm5rqo6fBvRCa0Fiqv02a076YyZM6QyJmJbkWzQiMdaNsvgf5Qa1yYb2Y/+dg2hR2bAcQqSfXqKLysJurLoR7ChgnJVpKj6dAeTWKKbMGT5O/pPyXTsyfIpK7z+Jx60I6kTSpHBiFRpUwvvfQQe4ZtgjRvFYK87Gq1Bm7rRJ6eeae88SXP39YwCHjJtmM62ZZd8KDl2lC1aonoQQaTIrRUD5+yDMKDE9rQgCB+dJz1DjKurXQ32KXrwIw8REG71UgJOwuqXooYwn/D7+4lxz3Kv10yl9GWr1yvORe1UbKE5LRZd6f41wFXHwxgI335FY027kD5+yN1fSu2rmJ59toA1CFHTUMccnp4y2nb2s7u+a8vYsC75GacnLHjpG7stnuvu0Ge+DWD1rbXgivFdRZNaq8776+xpZvWQLIrCL/ZToaMHOtxw39rbEjz+lok53YctBbQry87E1yQwrJoUH4EQmFydNmW/fe/VF2Xm+/ffqX5LnBhmAvTuPkiMUVyJDtuIAIoYTo8qyjTZ8+AS2ojlZ+6BSVQTsJYfIse3SxPyx62YaXDbevfeFrAM/edpH7OXPwmH335z+2ZzcutfvGzrGqBmw6Cd1iR0Q5KQRZSe7LJaqvSplX589fsu9/6R/tnrtugYFiXiCml3ck17a8scxeXvMyuTRvWce8XvalR+60hz5+v+X06mDnNsBMrdxiC/ess9WEvFVVWa1wKPlE3TvjhKE3pAz/C3VnnRGR9owATCHOzkDUimtpS7Ns5Q5bcN1Me+iO+TZg1EC70jmKYFbzrAQ2SGr2vkeeZ6HNsmVGJac6rHvZZ58JcV7FnA2foIEPkC3xKqHspFm9yvE9V4aJJSdE6t3q3ae80CbJBvhryf6EueYTPwGlGImIhIfvW6kOz3/quA6cWgBMOIab1Azg8T+k8zjDoc8kjjQuijTvs9ZIcNClqpuAV4hi+D6rquNow/1MPnxivrXPKSzEmolslf/utLbGLkQiMtfjv4d1J5AXSrDjfWnNx309hZGUAB4cCwEYGBj9I4VMUl6ClyWzMaaQStp8BGDyqHNUzkn6TEjgDRMhrf6wiYek3zaqxmFy6wIyDcNE87NBhOqbUKYcEmYFDJRoGPJRPDYv1OxJrHpvHDwHAUFB1z0+VZ/I2HmWnYxhyG2R8dRXCluEdgKBmdb1Fbh4XaxQ4jyZJN4YdtJ1pc8mYOR5MgJ2ouX9OLEKSh5knHx+/bzq59EDEJB1KfQAYK5lesKcaWEKLmPUL6kHCmOiTSvl4IQu0wBAFqorG/KlstdGymJJI7RqDMm+8gO2dcdmDOh2+htVe+XOsKH9aLTYAaG7AXgv/UgG7WgFdBPej8jUkhV/tCVvveUKraOHDrFJ40ZZD6hoVSj16l3GNefaHsqit2GQd+zZgdjZLg87FbFRqUy2gLFS91rlW2jeit1pVMK1bySxK7ezdKHUPT2PxMRoIiqmfUnAh3MVkyTenk2xlPAFLe48+VAShErRk2iWNv9S7n9AvzJCWIhVdVJlDkqdav5GSNF1geQ5eQVSmJaBFAuGQQAwPCd+Ivvu2ZdZu6GGtTEXz1pTVM9Un42LKMVyHegoSdh7u2iHC+/JLMpkRWRcdDr9L8V55b0hKOZMA/dWh+HdS6nslrUb7XdLFtuGvRtsyvixsBHq06IEcPLISACvQ69DYM9lDmJlUBOgRf1tzrIZXQCstGEd6DkXAgA7Ij5Xja6OchMKCR0qJHmuoRrWoN5zX+QQqGqjJ4KBHZCgVyM+5RQo5HQMVVcl68vrO111xr0wz5nBuy1G8v0yLMwB8hYkjncJUbRCmu2p/UOXLjBEsGQC1jqv2j105vmU9aSdwbRpNmTESACpmjWCt/FhiJYFk+HVWiGerlCYCw5GO66kv9BFOHh9+ko2OqwbXzqZP2aocv0pGsDM+97vFzfs4fPJSU0biHt6XFvuJQnv8SYqpJr5puTK39+qGvDVBieGfAo5dmqWeWLnCXtj7Tsk1u8A3F+x6yZNBJCOtp40ymzVpZXtX7TfXvjda3bi8kk7SJhk75b99nef/ajd8+AjllsKs0LFWMXeSlu+5B1bvWeVdQK8z590AyGeidZhGs0w29FLay+hn41bbCmNQN/euJZne54O5QNs4vDJNpymrZ2RHdhM6OXF157zEO8lAOYxQrzVzDVvHAsIvcxnBvcXE9fHupP/1gYpg+MV5+zQ3nLUlAlNXz4LQ7vYbrv+JvuHv/mu9ShqbzsOb7d9O/fbU6+/ajurKuwupBQqL9LGAOFLXFdUbnNdNPEs5znPfOxLTk2bhnz70mc+Yzfeeb3lDkD/RzZ6H53YF/7R/rD8Ffs9jUqH9xhpf/HgXTb/w3Msrx/z7ggh9O00HV36lr20agUilsWEwmD+aAw5pGwoMg4ogRN2PgsTeJHwpHfcZpH37duXNiYjPAH0hdfepqKv0O6YP9PbC5SUUZmnqrcLYQNVFU2ONkptqDHZPvoxYYPWHqJ17+Yi7e5pomTbjACs38PApPkn2+D5HfxBjqi+9bucboHzCCwSvnCC+D0zPIgHXMXyOnAKeS3vC2DcacpGNhH6aC1lA5hkoDy83fL+wLjEfzvGCKAhw37oiiL7ErBLWBNCIP5Zl6pItk+/O80e11pwyFLg3gFNZGxSqN/Pl0L7el6xyEVYwK2uDjVz2FSXtki5HkmB1jdplfsKqGiDjpU4nuyKkFHwYYPR9pCIAIiuHYMfbioxMAAE3BXR3zK+3mlVoRBVOri3pSTcBEpCs0Sph4bzyrMPGimevOtoOWwIngQq7yFW6bgHzkn1Ps9z4b9cjGAAVy3ARuEX5b3ofrTR6X6dvZHXDXOUCUHF3JkU9shmZ7w6yTVzInDRmHhoR2PBsWEQfN9zBiuBkjjgDuxayr4leqdk5uwSPF2vlCybADAatwQe9fcWgb+gE5PCdNLy0QkbG+sQi6NcuuaUvUWDwFcWLrOeaL3MnDkGKriT9eraG3GyLhisMroQd3aBtJ0AndXrNtjSt9+hV0m9jRo/1PqjYtmvd0+qmbrjLdB4Dg2YnZQzbgO8nLl4jtAC/YoQTStBa6aRe6/juaaxFtulBGTXr4n3m8prPd8oaz6l0NhFcmhEMaoHlUKTHQljSa33knqlq5xfk5mwZrF0Rjhm+2I2TDbofn37o7HRz8GO07jShhELk5iwFNzGMwxsCV9ih3zRM0lJkHXmRq+posWTsPkD1Lc3DtTc0RscCAGiCJ+6E+GsgCa8VpGSOTPkbvRE4k6ZbfeyNlRdZyPgI6eITY/5fa6iyrZTjfTEC8/a0g3v2OCRKPDmNLAWqMQCGCq35CJsiWZzIa0GctF4KYB5bMVGWsRYnD1Loib9cOpg2YqLOgBKOuJR98TgVztIyWEsa3lG+/GMq48SbmJtn2cMlG/Ut7QzrR+oXkIEDQhvVSRpHqb6qTtChW3pHnye6ywhuboDnylBmfdsPiHDGhKIASjnqE5pIDQxnN5bYu7kVIidqyWR8jSAuDXgqhe5Sr3oozP3uuut/8Th1hBVeIkkeN6IK3Q7eyaGMRhvVZGFgQzAJoMHI9DMAJj0i4xPHOsEnF3JNyZhxqfxvj+8ZJNn21oKoYq960Dk4mieqTHjZdSecwlpqT+TKlekI6KkXncoAcCXqG7xHnKN+Va964Lt34x20vYVtuvIfpJVL9vds+fT8mGsdSI8lFPSZNte22Q/+N5vrbZ9vVVcqrbyTVX271/8pN30+ALWNM/pSANhJSpvNrxpW+kbNqhdT8JLc8lrGWrtR/dy1qth5wVbv3GJrQDErCSf5jSs3SN33moTp93gm73MwSY0n95Y9raCLIwNrAihn4uUYys3qhXXW42kQs8u7b0FRDuckQJCzcdg8soPEhqk3LqiVZWtXvG2PXrzB+x73/oh+kTt7M3X3rTn3llh+6gaKmq6ZD0Gd3Wq/9RxOl5fOW+5Jcwf8mAaWSc7jh2068mbua3LVFvwILkt940jDwVnE2WAGsJfSxa+ZU/R7XwnOTg3Tplq9910v814cII19mJ8T5BiAPPy5G8W2+8XLYeZgr2vY86SQzWaAoLhA/taHbk2J06gP0W+nxZoR/L3xsLKzp89m/VRYt/74Y8R+9xsD957i900FQHF0X2tqQRmVT3VXMAuCIrKdjr/Em2oB/61cfq8ixtuAs4REIsYSezen9j/fRP3+YQIqO+Vzjy4EXddMK+Pc2Yxbv7YkSChEfas/99faU04gNGx05ESIGGGK2Su/BS/ML0v3nP2R9zT5zPO/qYIQWCcfJVqLPzSA7AK7DXXrh50OpWvZ751HRovxCllWtPY6Y86Vqjx1R4dbEGmsjedI4uBSeApNPtkrGaPnC7smGEEUgVPCqOEDOxAx4Y8AvWVwH3KOngmT4CTZ1fwpI7VAhLZ4RgBFm28SiNTsp82MR0/iNGJFWmTVZodwIdXSMTrSJVCrkkRq44SgAlJPnFfYUB0Ht20AxsBJwys8l5Sbk/KQ/FyWd6TneuSfcyrAIxvwmJgFKcPOSnZAIaYznsATMBRYSYlABMaWoYauEwSlL9HoTUZX1VBXa3Fk0Jq6f0+xjJI/jw0D6k0IB5fzwayePEb9uLLr8OIXCGBtwehozJ6JfUiP6U9AEYqr93d6z5P3szWHTvsj7Awu2i4qOqSSZNHs/F0JnGTMBpAaj/e9r7yQ3jcZ33ydwEMdaZRoMCG5oTGOJWbq8+RumQLyKSQXibcqIRvfcITvyMKZ15dIhE3JK/A2LExtwUYtZEWDFSwAIIEq8Q8qWRXzlKpSnfRqumD8e3XBzVhKpS8NNQ3wFDenJ0LoWFOyZnaGH1v1PmdTg2L0JdlcjjEDLjwUsiPcQAjQSkUel0Ay+PX4e/peD49HQzFFZltPNLmmhgBxvQSuR+5RaH/WCMNGw/vOWg/e/KX9vbKZVbcqYi9sd7l/i8BFBT09NYeAu6wMXne+4UwI8+7lGTqc4DKisoTdrKyiudQQDdwlcZ381J85cLUnL/oDJn6FxUQ2ZFqbmuUj7uQFF0KQK1tJGwEe1cPg3WMztJnqH6aiujYAPRL8jsi506uyxWEyRSCOH6Rcnk0hdwaAPjUAX3SqLHQ+v0AW01UPR0nPyZoAqnUspQqpe5te9nNM2+wkZNHkYSKMwMIyIMVaKYc2ynpzJwIYRvlFDkg1lAnuxtxjN6cyT+IY+ws2zUAxn1GN7IRbMbH8p4f7o3Gz3tuAQdSx2etRHU/dzFCOWRyNIL5DraQeUbY6FIrVXjxEUqDT2w9Yfs20+KjfC/J2fvQhLlgD95ym42eOoHcjs4AlEu28vlV9q1v/hehEsIOhDEqtp2z73zpk7bgcSp6OP/JHSqJ3myrt6603bQHKGPN3nPHXTaUsSsY1A7AQPh33Ul7Z8XrtpE58/a6XXYeBuRTH/mAzV0wD2al0cpJsF69cYMtX78GcUFUuotJ6AbMNig8h0MgtvPo8ROwbB1gx3pa725deY65sBwk4bL+aynhaSDJe/m7i+1T93zS/u0H/5MGk832u188Y9/71c9I7i61ItZDr7LuaAEhWneWUn16KKgZbL33N7piW/Ztt5smzbeHRi+wm+4h/DW7v4dNcmnieXLHEXvqt08D2F8gf6jY7p97k90+8xYbfddoa+4Mq1gOq0wz0f/8+bP238+/SpWWChbaweA3wSgPR06hj51DlfogdqmSvDElmat/2pzps+2eh+ZaM47fV774Q1v46iv2yH0320fuvd8GTBwKgGE+MP8951Wbq+9++i8y5cEaBzughx7DwAkDJJYkm2xNQOU9oRz/vOazmPcQsvYcD0l/OHOSjI1vCgGwpxNkkEec1HHSZrlJGXYx5ZJk5nWyO4nxzSTWpoUkkKS1kcI+WfYqa3FEmJLJE3LHwh2OgBcyTEx0Un1lCLv4gg0OSQg9hHEQI5Ou1YGcr6MAglJYyffvrLxYvZTOmV2J5JIJ+uzcMTMFR/1geuO1vYDSScKHQ7fYNrlSPgxXkDZjZy600bDhpTCMNi0PSXHhCcAowVdgQp+7REmv57ZEuXwPIwnAYKCzQ1TpXKpQCdReCE+5GJznwIRNPkNhMSJO/TN4Oo7rqqQkWDYBqfJq0w/Jx5FO1I1pM4sPIwEc3WNiEpImjIM0r5ZSTlBgVFJyrTybnAwDEzbSYOxaYnnZoajUvToBkjAphC7FaoUE6gSkEsMkYJBCZUknxkNlPJKGyw0udKbW9LtoJrcGjYhde3cT766yEUMHUTHSzwFoJ+j+DnQ97ujtBjqiJ1Jr23ZssHfXoEny5NPkwwxEZl4KumLNavGqzhKmIN7MneQR0pKcfxGiUr6RKpQXBQ89WVrVLB4SCtep+00ARqxRAqAJPGoGM5p+v56BzjwqxBtUAE6hKYWQClSBwz22I+Fc8VX1zmlHqKI7Xn8/QIw6VnsZvJKzIzhKIR0tEVUhOUhxpKeJG4MR/NQ6S55EMkbS+EiugdiV1IrAE9HkuTigCRupGJogARkr0Bwdvf9X2lCb8ewbCL0ErSFt1nTcPXmajtKv8AxW0vCy3C7QxbcLbQPO4GnWXaxzETuBu2Y2frECVVVnXRa9HQDjImJix0nk3V9+lHXVyu6QSjKNGrWyFUY6Skgoj892Jo9l4sARdAofY53LegMCu1rNkQpbuGyR57Q0MP4VeLUlsDwP3HO/jR85xop70EiTXjWVew/ZgZ37bCV5ULuP7fWcmB5du1KC39tmTJ8Ofd+PCg/ybCil37Jlk23bt9NOkWd1SeNTm28fuPlW+vxMt3xCBFeKeQSMwZXqANi9Yiy2fmiKz0prRw/GbXryEH3n8dUUCRq9mIJLyeTqGYfNwZ9b3IT+9EPR24O3nJRGQ9UTxwD8K7eriRJcMbcKITbRA0ziZF7QoMZ1SPS3hglrxd+PbkKNGgbmSPVp5AoOWR09pj56//02YgbVgO1YyySZvvPKavvGP/7UuoxoT2fxtuSynLG/+PgDNuexm1yw7sCaQ7Zz81YqChGx27nXenfpYQ88+IANv24M5cA4DNzvqeXHbNHClwAwh+31ZVusDQ/663/1CZt7ywy6X59E3G4lyfwbbMehA+7QlNB76yKsqPbPPDZ7JWvv4LONdL0eTCL86MFlgNm2VKCdBxhUuHje5ZJetm3PPvvc/Y/at//lazDaTfazH/zCvvK/vm3Tx0+VCBVhaIFnSurwMwS4q8if8tIrnufWPevt7pmP2F/Oe9gmz59kpeM6M55M9EqE/tC/+ckTT9hPX3vGxgyfYI/Nv8PmTJptA+aT+9Ue1fXdraxm3yb7yW+fs/984VUbObIH+XZ06WbMhw4a7PPuDDk9u/fvI8R51vOuinB4Hlhwn93+6Az6TZl96wtP2VNPPGUP3DHTHrlngQ2fOsZaoYOkkKBHjJz10/4qBiYwHxmnR4BDtstDQxHM+GYo26F1Hzbj5Pj4tIz7dSaZNjIwrhPlAIZzKVQqZ89tiM4X5nOGtn0/hPSnjUkL6MkAn3iNOm4CEO8DYAKC+98De993dU8hpdXXQ2I3Ey5IuCH8W7cSdJdCyDx4HM66hO01/DvzrYpgvS8AOw/rxWhMGtvE6me/luRb/D3zx92QATC6iLRhJiCSwENiQXTyxMCkcEvavLxsmQ0qsTCZrs5kUwZqPqjoOhjid4lvJfVZnTvkSJDzQUa7x2ljiMSBjZgWgI28tTR42TeZHWYJQEObQqgq0vnSpq/jF4mBidUxiTXwY6Xs7AhK0msp/yQBmJB7IxJQLEKstlIISY+Y13IQf2qN9x4AVjDQ6cEkgNQSRtK1Kk8nCrzxmyvWCgxyv9rgQpJ0mEISdlNIID2XBLQcGOj8Agt4Wzq+KgHKjx+yd95dZhs2rPemigPLBroYWjuqeoqo9urVa5D1wAOT5kJ5+W5bSWfbH/zop3jNULLkM6h7tRJBtYkrRt6Ge1POkbosXxbgVVgBg+h9TBjDpPUi8OLMWvzKzCuvENMYtWia6FrlxSss4qEzAK5KJSX+J/ZAlWkl5AF0gAXogDqnAKmS4ZQYrOqaPuTrdEKd1/OSXE25pTdWWISx+iuuHCX1eodqrShtPMK6waHOjGuqFHMZb0/Q5XUBmdTgUcBXzzWyLf7so/fhNOqf8KD8cgR6MAou5y5PjM0ytzgPr7fWdqzZaJs3bqTx5tt2ik2wU68etvfIEaPGy8YThlBekpqOqrnf9m3bXf8jDxbnMjk19bAt6nd0meziuWPG0Tm8DxtUsx05ehw15eOUxLe3YWWDbRbMypSJk6wdDTpLqc6oR0ht4ctv2OoNG9CVqaW09oQnR3/w/gcprR9ruX1oJQDgqD9aYwc27IXVW2TLd66kWWg/tIbKbGD/Mrth1mxr34dme3i3l6hq2bdlp63G+1+/d6ftICfr/IlL9ucAojtuR05/RHfL78wcYi63qpFkAqMlIpJqFix7BBPBI3WTKeMXnYu0wWQ2j/B4M85rsLTZuQH/rwAGe6F5IJUxPVOVSWsvIM9FQF3NGy8z9vImJXypUmRkkmE5+IkoXPn6w7Z74147hOTAvv3llkPX58c//EHrP4PqnUJaY1Q32zuL1ttX//E/rdvwUhvYs4Nd2N9gH/zoPTb1wemERS7a9qU7bDshpIMV+23/zsPe/+uDjz6Mhspwa9UrhI2PLD5or7z0vG0i1Ld41XbrAVvyPz77MZtx4xQ7tP+gvQwQ3oYDU0GYKJd1W1RIwjahPjEjJYR+JR65a9d+bEB7GzGwP4m6/V119+y501Z+7JCzNw257axnaW97+JZb7bHPfNiVy//9e/9m33vqJ3bz7Bt5pqfsPKxdHYxLAWNRSx6KKuJUCp9PaHT3/m32oZs/bn91/8dt8OQB6L+gMF2PrtQBwl8rV9t/Pfc7++VSqiWn3GSfnHu73ThhpnW9jhpx8oBOrL1oO9951V5ctdKeXrLWyvp1sEHMtx600uhKTpWc2VMwLwdghatRFu4AA1vEvnHv/Dvtjo/eaE3c779//Rl79dk/2M3zJlKNOYdrGM08xtbKLAWfMgBSDxEHIOGOpF6KgCOgnPg3n1oCxbIH19CtEdhkp5w4I+FsrXK6dNDEwERwHAGM/8snWdjbrprQ1zpDiaUJm2AA79q7dF3pvQ6I3gdRRUAV8kocioR7zVjpFqDml+vhLN6JrfJ7iW/2psLxU5nwkV97eIMkIxw/pWH1UFI4X9i/g33MsDHxWWQzLDq8MED6uhbcBCefM940frYDmGs31nRhGYMRb0gPnu3GjXqoGiIPJSa8it4OTQoDkk3lzPlKdo0DLaSlMmZ918MWXJX/Ej/fxkMwYePOACIxLVKyjRAu0Vd+Y3wnz1437MDHEzlDr6OUR6PPehKyyh3JwUmbqnvs0dVLgxjmUQIgIRyRzRw46xAZGGecGBWPmQvFOwALc1xASixG9lcamwTM1LgwOwfGWQv+puqqxNakB5gAX3o+DoQUWvAFJ0RLZRWbvdaNZPnPnqugweIqe/fddV5Z1pXS2E7Kj6BJYAdUejt17g8IwFOHV62o3GNbd+2w1xYvITHuLBorhZRFoyGhsAkbZCHJl20BPTlcW50qyvjmTl2BVaEofYl90cRSYnajmDZdV1xY+ulNQgViIoAsUD+TfO5VwEigBXCiiZ8AjCqa9F7191Gvn/aAmMuExxTWktCdYve9afLYDSbGWzco4ZfB9zWcvfi1wDOrIRgoXWhrNh6P4nnoICSfhY95bCisSeVjeK4LP92NCC/r3amxa16ko69qX3/VUw//CMmoVGzhlYlJEYBRMm9+hzZWT1VF3cEaO7hzj/3qt0/YkcrjVkwfq3cAn31hm+5YcKuNHT3OO44LkL9NyG/FlvWEC1EhJe5cylhcJEE3l/5C00aOAJz2IjxYB3g55iBG66CgdRubPXmSzblprhUN6m5tupLMea7OFj3xGpofq8idolyeTWjSuAl2Oyqmw0eNMuvDuuPx5p1rstM7TtrTv3vZXt+w2MroPt0bBq8PG+ycefOsa/8eVt+2yYqb2aQQL9u1dYf9/s2F9puXXyTxv6N9+gMP2523zbFuowhj9iYMrWdyVrsM5u0AACAASURBVACOZ0Cyq76bqE7ycOTlqAUVPbiMg3mNxfXnrG+n5NMTDrF47wXDuPzfMjDePd4TOgPjpmIHxzF6boS8tM6bYL4EHtW4VqJwTSI+OUeOlGhJ6D248rDtWLfTthzaagf2HbdexZ3ss3/xZ9Zlam+rL2bnPFJrr726yj735R9YxwG5NrZfF2tX3cH+/NMfsnH3TqCasMHWLdxoqwCwBykhLi8/h57TKPuLT3/CegylW3wRDW2v5Nv6F3baSy8+YeUkte4or7KuCB3ef8uNVCBNtcMHD9srAJiTPMcL7D6ao4qGnjlXDWlSz5rvAti9bFWEHO+YPcsmAHZlASWLcKSi3Huerdy2hWdxyT758Ids3qhpNpEO9JcA79/53jftySXP2bwbr0eRt97KT58ljKmWi82wN8wP2MJL9Dkq6pBL1eIBe/yez9qXP/Ip6zGK0vm+sKdnyJHZfNKWk5z71Ntv2O9XvWQ3zr7D/mbBPTZ/2hxrNZSRpaJq/2vH7PWnf2Sb6aP05oajAKRGm05xwbSxo50VOXa80iq4v6NVJA8Tiu2MI1OSV2xzJ8+wuz94G7lhBfbLf33Sdm1ZbZOmDLdpVGb1RxunOY/5gO2Qmq6etatxix4QyPA4cQsiTlMtsCwh1OFg4RoAk40XPAoeJ6VYHR2/mTYp3sBY51KGrp87hJBUdRfi05rocf5mI/JrAUxmIfjFhGOkfBB/b7BrAcCEKERAT/FuIqBKjGMLCRNeTysoc69cd5OUhHXfWXY8RUK8ea7b1nD9QcBOOaUCa1HdWrco506MaLSJGWIEmyT5AX1lA5g/xcAk9iXlyjgDI6CTHQryC3LEFFiBsAnFJB4NBMZF6ChtQg5iBBoiBZdon0xFD4DEkZkPokKA5L6o+zJuaAIiaaP2ZGI2SP+pCiEPoYQeRXlqPRBBSHgkAcVJ8OaqUJaAkHQo9J54TfLaXTgnPlu9P/v6nW1xT0/XJpYoDHVqvtgCYBQii20IVGLLf8ph4K/eo0gARgpnXkbsnqFj2QxDqGNmJ/Em8OLeXtzsQ9glsAn6Ehugjc8Tl/R5LQYHLkl7BOdV9wtQUqVKnku4C2QCNC7V0OxxL4m6u6kaOYQBq7UOeDFleOe96X9SWtyZRYWGByW7Z2nIuJuWBDtREJX4lgz5yVNVbJaAUTyaElgCNVdUXOI8IaJzgBWNQDsSPIvpwaNnpDH2Si8Hqnoufgc+mQWgPNk7Al+VA4tFUaJyPnkbOQA/1yTh/lRlo0RX6ZwIbAq4dGQTLwUoqdpI1VgCKu3IlVEzyu7ci/eyinlRLWhFw6+4quaeJjoj6CGhMHekWhwdgpZ1r/mv8KNsgZ6ftwxgbsREUS9l9LLKYBwU+84llPCeVgJxsb7nh2wYHr3AkHJqXDSOirCmAn5eyLWT+47aL/7zp1R70b+G8NBra962YR172WP0kpl23VQbRChQ5eZLnn/TXnrrFapAKrmWfIAN+kkIwOUjQzBlwmgSc3vbOfIeyk9U2CHk5M9QDq3imdnXz7eZ8+da6UCaYrYl/4Y8lFW/W2LvLFtK6OqE5zlNIMQ0e8p0GzFhohXwviv03imE2andf95e+vWrVEs9bz170qqisNT6EUK6cc4c60V38yt9IbVkUM5R4nrkvP0GnZJ/+NH3rHtpT3sUJdcFc26wPgjYlfajQ7DKLS/Km+OiFAEGCPi4qgqpPrCnTtX7og3PI9HQbktlM6N9vhrXZDEw/w8AJoSQBHwETCPTK+ZHM8eTtpnX6BTVMf9yBLphvpoAXZrvOVLgrbps21bstm1rt9n2Q9sQX6uyQd372OMff9S6TqILdT6O25E6e+a5N+0vv/FP1q5TPk0Oh1jvvB72wT972EbeNYZ+PY327nMrbNHit2w9IbhGBNlmz5phn/jLx6xTWUdrZj1crG60Rc+ttNdfe8oucV3VzCFan9rYoQPpNTQWUcujNGBdZZeU90foVcyc7EIFIUaBmI4wGFcEMgkr//m9t9nsG24kxHye7tJH7CjNF1ds3GQraA7ZviDPfvR337Jx/YZbMYnEZ9ED+pd//a69tHahzUR0Ds6U8A15NbTEUN+sBsbmFBVU5y5dgM0pdeD8qXu+YH/36U9bRzpoX6ZtRN6JHDv27m57AzXvl9atsFfXLbFbZ99mX374MbsO8NXchco1clk2PE+I6X9+3S50bGPrDxPW4to/sOBGu2329d7Fesv2/bROOYnuFXaK59ODEHKnNm1tGsD75ttvY67k26u/f54u30dtOGM8gBYJPYb0c2kESSeQ0+x2yf/zNMSwQafkfvdvnHzRLpPZ/gM4SIxsfCEbwGQojbDVBXpDYUynGfndQ1dhH7qK2fH3RhDzvwMwkQhoARghRSERLlcjEDdgVwEY5zQdjAQb5/eZZaCyLzu8T2xxWGgJS2WO4SHeeIyIF3yvQ/ndr8fvM5aP69Yd6IS9zDGWD0/UnBGg428BxKRxCM/I3yVw5K/FCif9Tc9n7phZV/KpuHgvgAnJNIklSOET13tBBjqFeFLSb6h1DyORzeak33WhXtXE+wQQ5EFme8jZn5HyqocVpAmjDU6qugJIDlkCAPCJ54BTA+RDGgczVfmEG1fMMccZHZ1XgkeuppNhU5SbETRuJEQV3pOaRGogdd/SrMkeB8/PUcgoZms6gGEVqGRUDAiCCACosALUMC9s4hG9R5CSnQejZAvdS2KuAoCJm2Z8oL64tP96jodYjJBrpL87KlVYhIes+1N1SlEbNnoE0C6iDdOEEb9MuG7x20vsjwjRSbGjbEAvmzh6iNOu8igrqGA5RDuAqtpzgJNqZ0JChZjGDA5RuAxjqeRiFxFUzi3vyeXm0hxQNYyaAwbNlYDCA2kRJl9KpNbvGncJsnnOFZ8pyEPSHjMc+l2EUKbCZdWob4oZaU/SaQeShtu5iFsOeUwqt88B2FAarhwYysJF6SsvJxfD60yfSs79uVOu3BTmLLswO6y8LkW+5Rk5d+baDPK4nV6OINfXTlTzdfEZ2SCAj1Oo8Z4yi5DjZ7MAcaYyaJFHddcsMNcuSU+HB8UqrlzgW5VTXFdOKe8Bs1btq7Q3fvUqPZLW2rmcGvvD2tdtbO+R9rk/+7xNmDLe+ozr5bTumt9vsIWvPGMry9fb0XNtSbqFIWuiequwo02YPtbG9BmCTH2l7SIksH33Tqs6egz6vYR8lQ+g/DrRBowvtYJOhZRE59nWP66y9W8v934zlY0XSd7ta7OGjsb4z7Dek+jN05mmjqwDAZiF//WqPf3689amB3kHiIlN7D2EnAhyYKgOKR5QTF8fhVgY/2NtKBdeZN/84XdtIOBq6piJNn3iNBs3dbx1HNbNavMaLZ/0CXdsBFAE1J1ODsbJx9//rjHUBEy2OMKVZH2T1c0yxJldJyGb93tPen/ciNx71LPR33VOqTgDslz4UgUBl5mf3JqKD67wrMTeNdXAPgBems6ix3P8rC1/ZyWJ8PuZ/uyKAIfOndvTgPFmxnqgNZxB/PFolb24eKn9y3//HK2lQps+eYz1IJn6gfsetn43DbLmk3W29H8hTrd0vb0CuzaFENOCu2+2ez9wl3UnV6WCBN/tW3fbWyR6b9i8xjqg2NwGAblqRAS7EEbt0a0TidwnkeY/6g5MG3UDp43EBXJejsFmVNF9ukQq11BqeYRrP3jPzWjzqHN1tW1AlfvAkcOo326y7Ye32uj2I+33//GU9SnrZ0cvVNgB8ml+88Sv7bW1b9l4FHkvozmVp3w3wFEdSeh5VNscuVBlJ1CF7gvgrq1ssk89+Cn727951Fr3LbQLjFz7k61s25vL7UWSg98hQXktYcv7Zt1in/38523ElH6WU8y8uVhgy1/6o335y1+xbkN62Z4zF8gHOmJfeexDdtecmXbowEFbsWabtx+ob1VnDYSsBsAEDijtZGPGjbZJ02YRiWxtK2B51JdpPCC8T1mZFXalOkvpOZS7Qxv55tkkEULslHJrlHDu1YTa3L0cDvvljk/Y7J280PxwPaAWXBDAhOxjZr8Nc1dLXHNKttvTJoKNd9vh7Iz+HsIq7vSHHdzn/Hu+tCZiZMPXh07ljha/yTbF/cV/ufbjCaHo+mWPZasSVeRYIRynRYssfMDxFNeptg/Zzlnm2uJ5skudw4dk6IKDFrz4uKbVA075LjpXWNqBzXKjKwCj7xBmk01oCijzKvDiAMbLRgODRhXS9VcKyH/IBjA+8KJ/9Ajl7StEEkM6usnLuiFeTAyLNn/fxEXd+0AENuFaGijpxqRKmuz3pvCMMw9REbcIGlBqut4NVzovKstVkmxkHsJkaImPp+OF3JWUbxM2fd2DBkatB8RUpPOlEJiDAdF9EeWlh6Rwh5iCBGAyejjyuoLpDcdisiuEpll8xdsThJCEa1pEwOSTPAKVAGCEbMJ3+nv2RHSvP7mcEbCFzwm8CMSkFg6i7sgXUS8grqqUCgG1e6ghd6UBi9upB8JmnGDx0iX25pK3SOzdQHgo3267dZ6r2J5FPbcC73w3iXvFGNNi5PkFYHxMPNlVk4kydnUshoJuILFWbInGxUEcNybAUYJBLqLs1teig8qoXso9ZAMYARkdW+KGYte0CeZT9piDlkhL0jPKoXibtfRZasLD0xzoSml1d6olXDWagRKobUc+T7cu5HJIeI8EX3U/Fqvjzo43+gzPVFfTWsmFAAScswBGJEimJxjLJa9ItyBlzAenw0FjaBmQFmP4mShQf17yIiID4zkz7mUkNJ9Z7vGXeOCiwAq1Utdl5dUQoiAyy6aYY+ePnrWVry8jh2S9rT241V7dsMTmj5hkj9zykF03a6YNvmGY39/uZXvt3Tffsif/+Kyt3VFNqW0P65wHE8UGtWD+jTZi0Eg7B81+pPwIGwWqpnz36t3Zpk6ah1bIOBsxdSAJujTHu0AZN7ojm9h8X37lZTars95La0C7LjZ23FSbeNs0y+mBAyHpgxMIhD39lv3h9Zfs8PmT6I10sqllI2zKmCnWa8AQK+7d0fK7A8awKZcRW1u+cKU9+fLTDFmT9UY9dcTAoTZl5jTrMx5BNipwSKAIhlPjHMfVuV8XiuMmY9+hpJbu3cYdFUdQE0c144EGk9cCJrW8IkC59klk/p0MvGaDV0RFpi7StVIlVtPQ1rAWsqlu+5Ghz8Hxa6q4YmdOUppOqPXgwYO2hmd2DNDYlhL/fK6xW8f2dv1106xsSBlJ2xftKHkxi99db8+/vthDvWPRhhlAr6l5VM/0mTHck37/+ORr9lu6v7+9faPNHjLAbrvrNrvr7tupKutiK99+115/403buGsnlWWnrWxwP3caKgnlaC6rE7laQSj0q7LoAhhLVbvpbzU4JhfqLnh1XytKvgWw7iakd92kKVbFNa/ZuI5+Z+W2h8aPh04dsnHdRtrTP/qFlZGcvePAbtuya5u9smihLd+w2gaPGe7qt3lSwVWvNEKVecz9U7AvRyijHtgN3alWnezxRz9mHyK/50pXJBEoOW8+WGfLSMp9ZdUbdhi25nRFpS2YMcs+9vjHrO/oMncs6ukD9eJTL9h3fvAd6z6wmx2uqqeB7Cn76sc/bg/Druw/cNR+/ftX6TW109p2K7YzhJRH0IT2hhHjrGzgAOvZt79SqWwjiuFFsLuTpk6xjt26O8vpIoT02VLSsYc0eKNrczk6CXZB8gn+u4PpFD4KzJwzKA5gwhxLYCETYskA5hbg472CsiZhsg3O+MUN2p35bAbmmsmajp+FRTI2Rp9NsvzpY5n3x/04/D2Cs9TbKAGQQDb6sgqhoHgT/mtgia8CMGk9OcDRGPgvYeX5PYhxD6Aoo9IrkORVSPE9PnSJ1QneSngtfDYkSYfkmLDHx0bH/LzMfhA6W/PcZg677kohSV4JwKTwjy4oVdgkoBIACHHgy0F96qo8jLShR08qJcBmGBjdjMIeEYFm53JkgFCsUJGF0IaYAIzUP/WeRtB0yolJ1xlq5pOVCkZQ79XNawP0MIZqXFjYHm6SiJBMlEBHTBL2+/JJ3JKclK5V15EaUGaXiDttHD1x8UGqQhID4xQZO142gAnnuxrQZQMYj48mdB0fWJiAgWrziZBJCA4MTBqzxEZpHoX4IN3CCem0oYqkjioB5Rm160bHVhiLbVu3ofeyDgO4kBLPXXbDjTP9WKekH4I3dQjvqx2hms6d1YXaTxxynDR2LNgGBKrOU46rJOJ8jq+wUQEJ0VJOFWtVQGsDyaarJYAC72JErp2AupeU3Juq1Aox5CUFHQAkACcXVwv9kvSzntJfjXMJhljy9/r286l9Ac+6AJArwCZBvfbkyJTCyJTC1iQBQz0/fXmiHuGi1tJ3IQ6ekvTCgmXeRGo3JLWEReNGRWtZDfucffEV6ostLHhtpNrQMIJUVzgPGBdzC8CJRirzqUjdFvJBKS3TW9E7LMvi5vH8eB51eJz70dlQFcmvXn3Olu1eYzeNGG8T+0+webfcYjc8eIO1oqrk5F4qXahA+Y9n/ssWrTpqd91CI75L7RiDLvSuuQ3tkQk0ZLxgF9gkltPp+slXn/ceS9dNmWHDBo+yURNHWpf+XfFiMQgUj+xYtcF+/MN/s2O0pBg8ZKjlkfQ5d9Z8W/Dh272XzGUll6M8u3HxWlv02sv2xobl1gPV01unzLLJQyZYL9pOFNFsr7EjncVhlPLOtbEDaJSsWL3U9nMN6oPUF1n6ubfMtcFTh9plKnuCxxsY1BC11b9hPUTkaQ1IpwcK23NR9O0J2sHAXpXjFOxny1d6TP8XAMbfGt8fftesiIZZR9QU8dysQP1r7jjRyjM/vfEsQHM1Ybcq8kcOk5dxwi7Qm6o1IoASGCjFtnQHoJTiFNSTEH+i8rRt3nXQtu8/hF1pYwP7d7chPXvYkG69rbhvV+j6Rju8q9yWbd9jm3EorifsMWkiTR7HjvWmmmvXrLPF5D5VqC8Q86Vvvx6uxH3i5Blyw2DJsD0NMJeS1Jd+knYlibo56CbDuhntltAwL8fDRgMH9LTBAwbgKJwnzHiQMHINIcnzdvxshY3tMci+/Tdfd32ffQf32w7ELNfvJjy2b4917N4FZ6YOUBea6V5mrlCtbTXkce2vOGEj+w6DNRxq9951t82/7yZr0wH2A7B+Zs85e+nJZ+n9tZAWBOZaUtMowb/jA3db10H9rRlAe2LXIfvVM0/afzz9X9aH+dlsiNidvmyf/7NH7b5b7rI9+47Yt//9J3YIGzZgRE/bcvAAlXUj7fF7H7GysgGWJ5V3xnrjujWwTYU2BQDZDrmA1iQHe8i3jucnBsbXdmCvlYehXJjWUsd14OoLO2zmcQ5lmAq3xWpaGMBPJtdF9tqZgWxgE4BBqlryGa5NOgIgn08JZPwJANMyJ3Wc6BxF1sQnvFeshv3F7U42M+lrKmz2KVwTNHACYHCyJ839LNuWwjzOdFwLYOKaCGYwoiBfrjE0Jd2YBGAy+5p8gHB92cRGwBAhYT4wMBHAuNMc6XB/LUvILqae+NlvGEErgRhCCtUu4c2ZUmUt1igq5zoIbsmDMuy1bIUYiWvzSrLDIn5CBxxBl8XbYUfAkZ2sq2Qq/ftaAHNZJbUxCTQBIR0zJPQEJiR8C2iF8mclgYoJCJUpCoEIFCis01JuG2yVUGagqXWM7HLwVMacDRocgOjNcfKlJF7nEV0oT+MYQjBJxTGbcQrhn6BmfDWAiQjVJ13L5A5AUA9b9yYAo9+v7sGka2lWyIy/t8klORYDpgSyZjbuXIxl9RmqSAApmzZvsjUb3vUy10uMxbgJ4/HgTtgxYuA91EZAeSYYUgFANWJUqEcLU5oitXhaAjC5JFQLgCjEd5l/16lzcZHCQoQQNMEkDa9x0PPQIve4Z4DpSYwviQgqB6ZdkUqE5S3CumAYEzgmw5XyyY7kW/S0PlLdxQutRin2JPFviSJelhfIvGzLebvQobsz4mudKREvJV/Gn5FYKtHDeRoHPRpxyIFQcfDhPe1lr0QXx8XstLFbmrA+Hbxo+esNjL9o38TeJC+CcU/CUC2GRMeVcRQ9HZiZAI54duTAuCaElyhGbw0KXhSqSqxrqB7ZSCLlt374fdt0aK9NHzkc69/a7r3zPvvwFx+xPJIkG2iIV7XhuH3tx9+y3y5aYw/MGWK5tUUkave1T334IRuAbojyH1ofr7GFr79mX/tfP3C9jJtnz7CJAkQTr7few/vYFXrrNJ8n6XLDHvuf3/4nO0Hpc5+y/lYD6Lhx6ky780P3W4chXdzOtQZwHdt1zDZTpvvPv/qxnUKF9eGb7rSZI6fa2DGTrD2idfWdENyjkV+bhgKr2HDQ3np7IZsa7Q6OnmYz72x33n2bjUJY0UXhXDQ5GFMlVvr609pRcrXGRxFfja2Mn4e0tcForQYg8b56FtHAOgyJjkPGzrbY2zjqcfTjo/YlrSfigFb/CKEEgUysCfMpVEpqXhITsU0LAZlU09TS5bu2uc7Zy1YACjVRaKNnrf5rrI06dFVUZXaSuXsBLROeigP+jm0LrS96TG0BrtXkmKhwL6eg1KoI+1SerYLJaGfdEZ/szBqQI3cYcbyde/coAsJF0meJvDSFEKS06+WuvCDGSFetCj4l7dYrLM6NlZLHJpDRiB1tZsO+SG+hAsIvJTChKuSQs9PIO+u4eYnD9USt+WMPEdoiWXvP7n2Iwh2kJL7RTpAXl8OareF6Vc0kG5fPvRYw1vUwiXsJVY4pG2W3jp9lC26/xcYuuA5WkAddRYk+Anb//fNf29Mvv2DFHQvtztkzbdro0Xbdghtg7wBFJLFvgX367eKX7VfL/kB37HbWp1M/xr/AHr33Abtt3q1U5R21r373n9GA2WmDRvSyN1evtBkjp9g/fe4rNoQwptZQPSGx1Qju5XJNU1CA7ortyG0fqlgFpFxRW2BAVW8+DfW7NhHNqxBCCm1HAgOTzbiGfTtNlGAqgm3PLOUWZKB5KtuhrcUBQwQgmT2nxcb7MTRnPKwSbVHE0TFo5JM1w+D4W7Q2AoPkWXkJPGWATEAn6XIdkDgTEg4cAFS8nWT/9LdIqfjxASRX5dL4ZsvfYrg3ra00Tjp+kvlIe7JuRwrM7w9gAhMe8FsEMGKVQjDXv7LTD1KxhY/XjaNmMl6B0k/f4fkARpSk6kYiIM7wuzxNvG5Rh7HvUcoMFuDwTS0mZyZA5OxJliZI0pRJMbdrGQVV4Ci8IsG5oiLCEhhdHaM5VqQkdieFJQRK3gOEYhjJS461iXh4KwyEh9Pj5p8mX2giJUAQqqc874ZFmkIQCkE5gBFbk5UDEyadZ7GEBm8CT5QDuwwNi6UJb8gnCidymi+OZWJgdK+uXuzgJHwr9KF/58obiHRauN5wHwIxqcQtPSu5r0pqVWWUKF1t2u3adrCC9sXEivdSjXTBhtDrqBDRs53bd9i6Devsx//1Y+jeCrvjjjucQq45ddo6owtSgOE6R4frE8icKxyjBoIFPAct7hqJmeFttSKvSAnW6iPVgJS3wEQp4acOqLnK1DfLc/Zk5gAiHFRGcJx0daTfo8WlJN3iAgnXCcBIQ6beaXGds5BQ2AAo7MGENHqTlNqOMuoqrnMdpcb7Dxxgoz8LgGlFGKkTujVdURbtYz1InOwEmPFwn8KNgJOmIp6Dep+oKZ8mgMJLqkbA4EpSXKBEypxuAALOis6FDIoSdYN31VrxY0c8wcC4dyWjFAFMEljyxcz7czyhLTIz6UM6B+yDAyKuTXNFZd3AXWugG7Aa16led8fu7fbXX/+qHUfnYsDwMtuxfKc9dOuD9jf//AUr7ML4w4TWH6y1v/7+1+0/nn/b7pvRx2orLtOAc4h95bOPWe+ZABh2xKKKRlvy0ov2yPf+B0Cljd0zZ7LNn369XT/1busxrKfVlZwhLai9ndt9wv7l29+2MyR0l1KpVnmk3CYNGGvz77nV+o8fjrYQ16WNvRahNCqlPvO9r9qrSMF/eP7DNn3wBLse7ZnRVIpc7sPwtuX6GnLszPpKe3Phy7YVddcjeM7tUP697/67bcYtM1FtVf+YyMrKqZHIjuaDh5CDBY8OpFZPNMQ+4BkvLmPhrv0l4I4WcjYBl/Rss97v2hV6hnKEBDQFIpXG5X2yAhMtLHMZsAtu9zV2hefUXNNkbz73iv3zf/6b5bcvwcvvgExBmc+PGtiNNnKEsK3nYTVO0wi1AdawDnBaSyXTeVWLMTc7o6fUq3d3xN/IoTmAmjKCcAWswdIOnWB1mQ9NJKmSo9Qs7RmuubBYvc+o9oNhaUQ0Tr2ABGDUu6w11UmXLmDfsBvS/BHAUHi4ivDRacBKbxLC2/EMxczKyVIriQLe28alDUgNUG6PWErs7X4qmZrrz9LDaQhiim2phoJZgn0dPnigSx0IJNSwTh3EAJJLOUYJx7hElrgAzIRBo+3hmXfYPEI+veeNovKTfLnjsEt7D9u//uwp+9lzz1EFmWd/+7FH7fqJY2z47MmW27nITi7bZ0t/+4K9tH21PbNjlfWETZ48YAS2uK19CPA+98Z5tpvqpk9/42+t8sQRGzl6kL249HW7afIC+8GX/8mGDB8JU99s52l/sZJKrkZyfyZMmmS9+peR70X7FeZYM8BT69hxqJhPBlbK6rLTzox4FRrj7ckuESTEXTowrAlAZ8xAC4OXXnczEpwa5VE5ONLn3MbH17wKKlbuBG+1BU1cNT+1FMLekTCGM4YCY1oOCFEG50k5XNEwRWfxGlQVAFAMywqEZAOzdPDECgVCJjgRIbamfSwxPdH+ZbE2wTlTLmEARyFKEu+ZczV48+YASq7GFCHn0523CGB8zXk+ULh3Ac9EmIiZyQChuWNu4CNiJFoSedMJpDfh96BN1+Gl9meSWtu0yzAoCh2EUmjlJARBuTZs/MptCIAoSN4HsBGaNyZ0FliR4FWFsuwgEKfJpLBFQRSb85wH6brw0V3rYQAAIABJREFUXv2u9/m48T9VtoRuxmJt9D5VIMkAagBC0m5gZ0Kpln4PGjEt7EUYDB/q4LWrSiZLQC7lUuhzqm7yhGVdc5zUesbOWOkIun4/fwAsKY4X8l1aNjw/hiPtCBBDEkDc4mKIS6Ew/vPwll4TgPGuuGGTTag8LQoJbQl4qb+UXi8mtJILK3KMfkcXyXUZMHgQm1AeJYjHqEjab08/9wxU9l7r3KMb9kzGOoRuigkjVZHpf/r0aQcvHehCrDCPxuksVQxK2pOaZyE5Jxqni5Rf1pyvgX0psvYAGL8yPNY2AFBnWQQmfSwCDegLQewT4+RekC6W/AKFvfT89Jo34sQzLKW8ejh5E6Px0jrQ40eVXufoSHv0xDGSJXeRd7AfkEiYDGDTgY68fbsNoAUCisOUHxeQ0CtJeA1tM1SxM2FxLN1YqarL81uCQdIiDXHpOLIOPGR3Yua7L6bgeQR9n7gr6j1sdpm+JJrTOoqAaJhVbsBcFEuAVLuh5Ohde4Jzup1kLvPPS+SjFJSq746YjiP23W//s2trNHUttUVv/tE+eMMj9s1v/ZV16AmoZ5NqPN5gP2AD/c0Ly2z46BI7sOMYzeyG2ze/8EnrP3M0k4B1BGuy4oVX7PG//yoaQCQ6DhtoXWk3cN/tlO7OHmOXCfmov1k1G+hP//VHVokaax6S76eoSBrdb7TNmEU+zeRxltdec4uSb/oClSOw9sXv/7298c5r9sBNiKx1748Y2mibSzl162E5Vg9YLD5XbHWHJHm/2t5YstI2rF1HC4r2djf5HDfMncG862zN7SPoV9SR8IFbV2gC3zwyDph2GJ4Bz1G8pz87B4//ZwYmK7ocHlcCMvHXgGfcykVjrucTwYxyk7x7uPZ7rCSgsjUAQpv/lapGBABP27PPP2vf+em/WA8EInvBVPQBZGt5qklmaHNDfzIqZaqqqxAmpJEi9ihPOVrMBe8Tx5sKSgoAMA12kT5E6gydRzl8R6pq2rGeapsu0GeoxqqratwZ6kL3905dOrjabh35JtUk5couFNLcVKyoV4zIlrK2pI9yjnyU87BANTCb7cg1axuT49WgtVE6PIAq5Y7liTVSTzpASD65MydpO3COHKcrEizS+HDPbfOLbFj/fu6gye5eoG1FDYxsEwCmHUKHsvPnOV75yVM2jpDObZPm2JTpM23InIl+3iaqsvaTuPsbeiD95hUaUKJK/A+f+7zNmjzByqgUymG9b1/0jj3/i9/a6uP77K0Dmx0E3jZxtg3sO5BmkHfTKmGC7dy/2z77pc/b1t2bbBDM5DtrV9rt191u//6171of1MY9PHaKRrUrlpHfdRGQM9p6kJRegq6Vnn9TbViDGn8BVgctDmAENGQvNLmYY26qkvMRhsEzpFL5dQoXuTEW6AkbbjITDmDcZPjmkrH1AVQEexH25wBOMgyMfg8YIDM7Hei4LcnM1rAHOIAJ7HHCLllTOr05C2n5bYb9UwdLLIr+KRCUrkUWKQEYpoA0uZydUkqG9s5YZau5JofU8wv5jPa5y+Q61dXU+d+LtEeAB1zRWgA5DkVy2APIiXozup8sBibkHQZdNE8bEM7Qfi8Q6kCIcbtpLAAmlpSGzbRlQFOPIwcw2vQdaABg8kt9jBKK8gUe2YGUTJSUdHVDBSwOdRgWmFB4QDch0TKNZHpwfjwBB8BJAQmi6cb1d8/X470FqMvms/ACgNFmHjrWNpKoqsolHTMwFAH5yZvXjWsQrhXmy2ZsMvchWxo9Qh9Y2U1OIMl2f78/uPB7iNtn/R43NM+NcbDSwlrpd4V8BMLCWAVAEtCvxsAfhU+2AGrCe3wz9wkexjosjvAcApgJIEwH8PcKJESQF0qaQa2iluUFcBx5Za0YI4nNHT993NZv3Wxbt+2lzLoCSptNrET0ncos0HihGZs0XdoBYEqJU+dzPHUrFiWtsFwuz0jsDCe283h3NdXVDl5LYG+U7KkmmWr+JxCixVePt6aePw0k3BViSFvxukq91TFZTQYvQZkXwua0K23vjRrr8Pa0s/ekpHLCsDE2fvJkH4PzaE/I2DTm0i9m31bKw3ehg1LrY6kE5O7telhPuub27QkLAyuTQ7KyKo8kH36lXvfHYQFrrQhRNCsHQ9NDlGr0LtxwaR24cYiU7DVGxnttaU0w9q7qIk9IjBPPWBVfWgNqn6E+S1cosxUYaS0gpf2Q4W1F7sQVEVq+dnVN0ksITJ5k61t1ktd2Bc2VKnvlNy/Y3sObbHfdefvDsnfsoVkP2t998iM2kCoeGgxZ06kGe+mXv7PX3nrDKrmWdTu22+j+I+xLD30U+frhaK70tFzYkA2vr7ef/eNPAEKUvzfSlG/jEfvGXz1mtz5A35g+bb0M/Ozh0/bir5+lF85+a2jVABNTY8MGjie/hcqhSWOtaCB5MNrQqloTbtpr3//Jv5B/sNumTZ9qbdn0BnbvZ/fe8UHLn0AowWqt6CilVlRZHa7eZ0//YhHiai/awCG9vQR39OARNmH8ZGs9jk1XQn4X8YhPadMgiNFJXbGhGXheXEZYZxpXKkaa8TZ9tcQ1qAolVTYk1t0XjxuTkPiXCV86eOH4sYeVwKw38tOadw9Pm1oA0snzS73YvNpOZdJUZ+V2AjRKwO7oRTv4zhb7/VuL7UfPPGEjRgy33iXtmc+trJGQfIESfrko9QmSbL8ziw5gNBHVc0ttV7hnAIPoniYAxkUxm6zvQpdAYP2CaPO9slGOoGxOkCdQs9TzdHr2NaVr81y+MAZqJaLQmlq0NMB6q0RfQKWBa/BqPNlvVXYiORAy9kJHdIV7ZWdkL2phrWsu0wqEZMlGNosi3tuOvJJSyTNIrkGMusJTXK/Y0jbcbzHhsIsc4BygqRmF6X7d+3rDxd6EdKVbVMT8uIRSb21NpR0D0C3ZvNmqCAV9+bN/bbfeONc6IGQp52zpyuX2k1/+3EO7J+jSfpTKqXmTb7BZ46bZrffdYwMnDbC9qEH/9ac/Q3XeQusJO3P8QLndM+12+/E3vmsdB3bBNsEKnzhvmzdspPy62nrR4LEnshHtAX9qUaHKVIEHLyyUjZT3r/xFBzLyKeLPBEzcaPi0czsj1zVHaFr/Dv6YgwLlxmqT9+iK8JAztzjX3tQwOKABKwe3xj/kKRlxvurjsgEBowcbJPPu+x+/uwp4OId/JRCiFJJAUPqXv0XP0udDeJ/uK53eP6qHrc+LYdR74/mibxz2p7jOJLhZy54hgKpIiqpy86h8E5slkUS1rclrz16g47Jsc1nzJw+fJMeqlnYz6POQgtAE8+h7lldMxXQIHwOt+cTqBI8lsUI5OAvyZxRF0V7UokAvwiTmpM0bPRMAExiUlkTSuGH6WIek2FCNFBiAQui89JVBjtGg+AOOLIYzMPyeDzqT2qy0O7SYA6MjnZYEYMKFCxwob6Mw5lcotBAmja4Dj55/JgCjp+gAxpkOBpLPSTcl5IcEtkVGQ5utrilVD6Xry9xX4Koj8GkZg2yQINl6gTkPH0XAoDwTnSt8NhtU6CGFMEN2WMgBniZRBC/xSYVh1HN0VJ71U+eL15aMdXqzHztjwAMYcgYo/k0VWwrbaKN1ESJPElU4RUZVzwRPiQ1xOy0G9u47aJtp5njs5DFi7zLk5LcoTo6xUw6MQoLtADBtvFWBWLTAemHbfONNRlrdpDXJQnVRIfF2wAtUtCa6tGJcw0ZhG+ZQPsZOiYd5VEOoWkI9epS3oq7SStbVgjpNmEgTtgfl0aOGDrexY8djeEUBS4EXzZni1uTzHLCdu3ZBuyPYxf1obEsQ2usIyyAA0wOxvpKObM4lsEDytlgMnjArI6PolZe6h9UbciUy0/r//Ive7ItRBohFyDjLODpbI4AjZsWTwtl0FZbQnNA5UisCQhFenZD6g+jcAjhKWO3IfIKKr95XQ4jidTzODbYGULFqwy675fp59uC8WTZt5jjrNLy/NV+kq++S5fbmW8ts1W76WW18l3yZyfbB2QtszLQxNmrGaCtEJO/Y+nL7w69fsiM1R2zZuj12kPYBX3n8MbvzXvRbxg2iLxLgEEXedW+ssr2U6W7bs9vON9YCOEbY4G7DKE2dYP2m9QIQcl/nW9u57RX2y2fwlDetI7+ghx0/fNzGDEFw7WN/aW3HYLAKSSitQYiRio9TJLb+949I3Hz9ZRs6vJ+NGzPKFXznsHHlDiixBvK0cup5HGcjMOkkeX7GQ+CFb18gAJig3ZMATFgr0cwGo579/BLyj38LkcHwzPS7b96RYfMHHxnCK5K6jwcK3qHmOdfFc7vcVEceBewD6+j83irbumgV1TRL7Zm3XrMhdHHvQfK4wkQI9tMnCPE/AQl+V/WewIu3UfGQsjaTCGC4Hm0EdTgBkijwTuOsG/c6CTUVSC4gtmRJie2qNqzDtkkjSevUmeFoa3O0aWoeMQcFYOoBTAIwrgnDPeaz/rWWxWTLHuU41a9UAW3sgSVvwNGsoY2FN4HkPUWEc9sDqtR1Xj6YbLd6Kl1Qfg2hLLFTIsYaYIVKWJvtYYM6F7e3DjgiXqlFaEulfPnYhcs4SMq7O47TVIE69Afuuc9VoduS9Cwb8u6aNbZw0RtUtwHOGbvDKO2OHzfRJowkgZ1y77Fjx9j6nVvtr7/5ZVu5Yy3ht/6ue/PAjHvs37/xHevSr7t3DW9dh6ggLOGxw8d8X+jbn+qkgcgPiCXxnI6w37eSN6/nHFMO3Pi4oc6eOIGRdTbd99ywtlUaHUqGNX/EwOizkU2J2jK+x3lFpj4YzI3PsOSQxr8l4ODHcfQSX0hARleg42QBlWwA4yshOmHOEvG+JLKZacMRrZrvp7qhFI8S9av579cUztviYEumo0VJXpIahTzHapi9c7D0ddjuU2oKSjJ/B4o/5IwUkiOraIzG5grRgEwRjR8+3Jvz0hrneJth/YWV5yyQLCtyF9pvGtXPjXnckgcjJidcU6sbSeIVUszeENPCTZttAiQpQTYPMbNENaVNN23ACSCEBMoQbsnXhBLY0Ebm1582/xYGxr0lVodCIEXkPVzdp0iLTAJZYlJCI0bPZVCOhSNFLeIAYEKlVErYxYOIDQVDsmwACema09+y7z37fhIwUHl4AjzpM54EHAFMOOc1CbUcKP1d4EdXGVBwCJe1JDOFsU/wOU0cZ3uuBTB6+I5WU0JvC8sTQlgcRcDHx11dVtXRmumMYXRPkzEqKKI6AlZE3aKPHDtKq4FjtpZNSLTsqbOnmMSNCF218+uRwZXXJlG5IlB3gYcGhbxbueLrBXrsSMRKiqQCOlLylBEqBISIfXFlXEJWbcS2yPjxzNpQZp0DoFUcXWNRSf8fLbjhA/Fg8dTaoOFSR7np/n3k7aDqWUoMfBDGZ/zYCd54sCC/0AFVXmkeXZPP2GHE+U6eOoGg1imYHHW0JkOLedCzMz16UIjtiPKwchPaQNN78pcbgFQRF5gpbWbBMmWmx3t/eR90I8/NSRQvE5fmjAC3EqlV7s/z4z6vsAn53FZzQAc48qjjRqoFiNvmvJkbNjx2NbVENC6HpMfaw7W2celaW7dlub2DtPz/R9l7x9l5Vef+a3pv0hR1zYx6l60uS5ZtjMHY9BiSADEtJIHkhpAPN6TchCQkl4TkkoQbyA0hgdCbsQ1uuMuybMmyumT1Lo1GGo2m95F+z3ftvc85csgfvzFiZs6c85b97r32s571rLXOqMHiwtnzbLZ6EL1TBcgW3b5CNqLIzu49aS8+/7J9TymuT73ygt2qWiu3zV9mi29ebBvffKv0FAoJnrxsu7eo4/iOrfbIs9s150rsQ8oOWb50ji3deItVzlfW2qU+a9t9xnZt2WU/efhnqow/alNnNVtD0STbKOHvmnfdZOWThbwENsaOD9pDP33YnpHOgI1yx7adtmjBUvvM735KXvIsK5tKLyvN1Z4xdUq+Yt9X8bufPfoTm7+I1gPNXg7+7jfebdWzG2xE2TT0FyroDMCvUAXe8vCRhnUEWCwMNwwMYSQxG5i5YGtjCMmdhV8EYACsUd/icT/0ThH8Q4VjO9yAAmZC4cVrNPqLx84wpTwfar0I0BXU4mJq7u1TwbcfPmZbDu+15/bvsKnTp9lkbcL9CHa1y9C1nGOPOQMjUCMDjBFmA+D5AwQQBPNFmYCRYSh35olCqfS7wlHQ2i0uFiudA2CwZ6xJQEzqK5exPz4uSB91rWTz6biIbAE5I/rHfbKxAGDQyxGORT/m2gMyiTRXxwR0ADBkJY55/R2Jf8n0UxIA7AtgxUWyOi4AhnvCBgzo/fSwm6JSB1NVj6ZSzkmJNiCYx36FbLoUbupTZhDhrEo9g0aFFtBnlcpOdIntxd6zFtHTITJuqFeYjGxEfWbabGW3VdTYzZNabY7Cw3vPHLUvfP/fVNOm06aLWTl55qS9Y91b7P/84V9YizQ7VE1GHH/5XLu1nbygwnedNmXadJu9eE5wOiJrEhgIsg0wjmQoRaoD1gOwzDwgnBj/c2fazQeTBjARwyysXRf264eY5e/FZWEXyFD0tOUQYnIhBBu0O0CcyHdsThhqxiRc4RgqMoORRnEgBChwgXGWuckKY4LZCtcYAHsQvCdAFMxcYI0C6GJDxrEMH4rUTg6A8ZARIV1qgEl8TgkN9ImnTp22HVtfsZ3qtbdzn+oVrV1t6zfc4iduVAmBBQsXyXmUIyOd2IiefbEiMKl4aCaC4evXd9zMfujXD5jRd/q8AZ583UQNbdDBJNmKxnHj3NXXKbqWKPFcLUzuxpwEvh6ekXgw0Ut++uj5p803HSN9pigyNyB338wjgAlkBhcfkL8DGC0whJu5GVGcg02/jMUsgJMASi6AYfMgBszG7deDaBcNTAIwno2SjXMzchltSQ6bkQBY2sEwcgCYXFYpw7ik0FIU+CaDl8Yj3X8IazFpA2WY2zYgAMHsBhq8yrCTJt1RLvDy8Qb9o9vgHiKjkwAM95XSvV1crUk6LrAA81UsL6pSDRwDOCyQsVBn4cvn7JV9O2zP/n32yqt7FKcX5arUzjDO+W4kWWB8pkwTF10NIbxe0YNXxZ5cldofrUmdtA2EpvpkjGiUWSkDRegNAFMtQFNBOElAaFgGgxRPDHl1RbWzNE3Kwlg0e7HoRlUIlavb0XlZtWq22/Hjh7zx3GTVcFgwd4G0LTOckmxU0SqayI1ps+9QQ7c2sUfnzp91ENMrwSLp9hPlDbfIy582vUXpvTOtuEYGEhGmC6BZvHoOULueUo1HFRb3f/vlHkr0XJJBYPVFZf2ojIqHBCj0R+E/QKQo0DwZb66TRoVUb4VA8LL5ANFYcyYUbooLWfZ0vFLXqXowYxfGpIM5bVt3PGUPPPKEdQz1qgz8RLt2ZdA+9tEP2d3vu9fy1CCw/6SKkCmd+ivf+7Y9tW2zrVfn45aKCTIiC+0d73m3NTY12Gj/iGjds/ajh35qP3nqBaudUGcr5k6yZo3929/zfqtZoS7HXdqMzg7Y9ue227989d+VVTNiM+fPsLLBSnvjbW+w23/1ViueImZPYGP83DV77skn7YUXXrCLylg5dOSozZu3yD703l+WXmm5Vbaoi7YK2uVpIx87f91++K0H7WdqPtikxpATaqusQaXf733zPdayZpFdV4dgB4FKlVWaixXUaNwo9CcA42E4NguF/QAwoRxyAhnZp+XjyjOMX5ln5ZtMADrYfO+BFd+YMjZCWCAAGLzz1ztjiY8fFUAu0Hjna220vXLKHvrKt213+wk72C5xcl21NZWJRdBGPiI7VjgikayYBpgPyg8Ms9EDPjQ3ksPvjox4BhjNUcUWB+mxpGv1EFLU+ZFFw8TMZWgx4oOqfIttSzWVuDnYFBEefo+wrwAXUqqdTQVUs47lxKBRBCy7BkdheZgf7C8hfvSEpLtSJX1cmziMaanutwo9oljTPBgVPQYYJcLJ0Pv9MN2ytY2qij1RDlKdBMXl5QKhWhNkwV1RAb/2K9LiKNRbpmzBScoQnKKwggwSkEvZVl1qNKl6VBLkl+lcMLETaqs9bDau+yyTbakQq9NUJkdEG+EZZUw+piq+xQKATZPqVaPmgG1avM4++5ufthVqMlkSPzuivlKXL1yW7ua41UsTt+CmRQHAxBZtgAl5Gz4v2FMAIHQbdxThDAzrOwCY7N6RWILwNgSrhKEAOoR9edEz4zxUqe+AFqdCfGvOPEu3QU4zOIIOE5ov9/A5J6Ai/M2Frw6mkAnwcrgeB1R+mgBSMmCFM8XXM9fuTlI4J6wvn3V/2NmXcLtcXbjMsJBSLbgBpBiEPaNTXaF6X+1tl9Vo9JBtfmGzGodukfbtdtuwYYNalqC3HLbVq1Zba+usYOd8iEHsYb/nK0RJ+Jl7C+x3Ch0FBkYvaK5xDbnJQkl2kQS9eRvmrCKqkNkMX99AMV10Sl/2xXQt1FTJXVRZyil7rJBdBCgB9UFz8jvxVlSLIR7G59LFcC5CSCVia1zg6zcLvR9qrFRKKOYZCtqEeM5UFHKmAk0DFWqdCg0DE44b2gLwFbKHkpA3yzj5e/mEa3hyUG18joSKqPjK32+oveKbXgASmdcTgtW5g1A4m9nlYE33kgtyEgsTQFPawgBfYUxcGxEfeBpfF7+yCcdj+fEwRh4DDwWNSCv2rC0mPk6FZg45DAxZvjwjRFWEWhBa9wx22C4VzNr72mv26qsH7eTF41at6qxokCg058XkBEzyyFigeaIABP2LBiQKhka8qmJUBYAUGaQBeU8DosJLKECof0BGGJtadDTyThH8domlAcAMy/jVy1ub2zLXmluabfGsxQr9TJDBH7KOrsu2dfsLtmP3K66xKdV1NNY1WsvUmTZdZetntbRanVgI9wq0MbQrg+qUwkkXL15QA8QgPtYWYK0SVpKRM3v2QqucqlRwaV4IS7rnRGjCc10dy9yIXcK0u/ELDypmqwTPKBif0IRNGp/C0dBIUhvuqO7tOrqvOm0UfdoclBmCR5YvViUP8a5KysO80JmX8B7P2dkztlGBmqFS6ZFoyHlZWR0dA7Zlx8/ta9KmnB+4pNclwt5/wX7vE79j93/y/Qo3CSQqvfrUjjP2ua/8sz368hO2Ye0Kq9Xm39w8y371137NZsj7zNc19onq/eEPfizdxmabNKPJppZr09Gme8/b7rfptymMRPiqS6nB2/bYP3z1K3Z1qMcmz6i2okvl9saNd9ub7r/DSqaIgUBw237d9u7eba++8rJEuruUZdNlM2fNtg3LVtgtS29T6fiJNjCjRw6pgO+5cvupyuc/9exj2qh7rVcdi2eIbbv/Vz9os9ctkuZF54Ve7RBbNaDZSuy7lIHQnJYg0HP80L8IwFyT7WFSe7jUx5/QkkYvlBzKfsVnSAp23H6chQwhJKwlHcRp3Bi9YTYAr48RMi9hMJJ430OD+ui4WJJCMX+A06NP77Nv/u3/tZPDV61trNcrQE+WXqtPIHNEc7ZkVFoZQkNiEIa02Q9pI8aJ4LwsaTIMHf/KuqNXGRS7M6g1xfpGHO8pMuhb3DYlrV3YW2BWhzwDdCTa4eA5Y93KsB2ESzVG6FQSgMFxwGGj+CMCeddx6L0kAtLwE12IN1LVPwDMiMAr+y7MYTkOCUkNuq9xMSqYFRhcMqlgl/g8lb8b1SC2jKwmJQ4U6HmO6vqHBpR8jv6BEJVAWklZvtUpdRwndVjnrJLm7bqEE5fELnZoHU8S0CAEPcb5ZbV6+3rkAIzIvtRZp+zGadWYQbPDeE5VanlpTaE6bu+zm1VM8RPv/KCtuukW1ahRKQVlIZZIC3P5nJgypfw3qH7UammvmAseRtZ/SAMI5QUAw1xApxF3c99bHWGEiZU2WOaJG/MUQuIhBgYGwHcjA4NzFHr9OHPCs48z1HV07hgHm50yNMNuFBgI36wdgAdoEbKiODe/M/fDJWKDQtfsnD05fT6uAz+f7wEhbO3iZNhJZ5LSGUNaSsikBNyE+ixXB+ihpSxTJXegfylXjzx0MReVSLFt+0v20ksv2Xrp4FaoHMcRNRA9eaLN5ivs3zxTdlqFRtFFjkgXBXv3X+QVPh6BxLgBwOjZjOnCEOySOODV33U9GYdf1wjwz1s/a4UzMIltyf3OoXOZhxSa0JYSBiJnc+W9KbsoMQMJwOBFYJxT6rIzEiyhyCK4scCIkwaMDkYPHC8+bchcQ4lWWo3Qe2AzQlwOKtNFs7E+TSbTKMYJScvk5jlvYh0SusuwRjnAgfOk+0oPm4UOAxOYjQAMPDWX+/FQTog/J41NLhuVQB8ADGMRausEcJUQZ3gg2cCmp/j6YMaMHR4v4wxijp/1SR7ZlwSIHMj5RAjPzOv1+OdkpKhkLANEN1qauJG+XFVeI6Ogxog2aMdFyZ44c8oOHT6uIlv7rO3qBaUh1ystutKzGMgywoukeeJEgY4Ksntk3VD496pSLksDYIBRwajSi4mAIaJfSpmja0ETUyodVLeKZPXL+HEPDRMabdPaW23hgvnSo07zirzjyhYakKe7ffvLylpRd2Q1KuwblUhMc2JK4ySbNb3Vq8ROnjjFKrWgyDLqlXCwXf1+2hQLP3fprJpStqljsACSwNZ0MTBz5y6ypllqJifvudBdVD1lCURtQFdBNVgdwy1Gsi7p5wRk/HswKv4WRy9h4WFFUNiPaIMFfBcIOIyrhcP1Mo3JRAF91WoZ6yUDSrYNBkbnc0kAXhCbK8Yj1kNiThEAYAzyxTai/5A8xHa/tM3+nzIzzna36W/X7fDuw/bx+3/DfvN3P2qFDRJMK+Z88cgl+9xf/b09t+MFu3nNEhu8cEUFyKbYxz/+2zZ9Vos6Vhcpw2nAfvLdB+0/H35AXa5rJJwct1ptJG+79302f9MK7zZepAyjgy/vs69+55t2pv+iRHq6QHWSfuvGe+0elbOvaq6RAFrXrx5G5w+csP3qm/PIk2KHxMRNn9VsCwVMblXWSOs2CfeNAAAgAElEQVS6eTbaqvvGKWkrsFO7L9gLL21W+vs2e2XHNpvb2mofvf/DtmLjCitUuKlA3YulAnVgOa7rKGSXpICW21A9Mzkprl/IZWDiU/DHwN+dao+PhUeWeVbhOfmvCayynuIDd7Medgx3tHzZAFKhGvhohJejurgibZiIig88vNP+/o/+xi4W96rBouyVNuw6hTsBK9cBCQJu6GEGKLWvVF5eJ23ZtTce5g3nwUahUekdUoFIzRvPwKOJq2/41HQioyjYHb68fhYaNH0H+KQyC+4Qyo6kqeyNMvQeRLwUIBzzkJkYGNkBBzA6N+dAZ8ff0QoCeNyZpLUFSJqMJGnY0MBUIN7V+Yecvr/uzgop1EO6xyIx3xMFMKpZ92BJtRQZE7NJdAYWDdYJVqlcDmipwgJFzuLo+gSYSwWgkRf09Kp68OXL6iqtopQCQp0q1Nevujmjeg7U06mSg9QpMHhOAIYNsV7OTqmcHSnvbO+5EzZfWUb33/EOWzt/g1i+6dY0vV6OWJ1dOdWurt2P2ZSWKbZRDUzpkRRaoJDtGtYzttlpMQ8h6QXCR4AaQEEELtlCcfw9MmKuIUlgIgLjxMD4MZlkgGLOEuYmYIOQuQ9mugCfixGwOKqNkzhu6pmQEzXAnJ3h8z5J/bgJ9ARQE+xUREC+B3iJkHRI9ptUiddRCouCz4Rj5u5LAXCh4xJglv1nP6NsRoFsE+QDJTX27Nut7MhHbdXKm+z2226zC2fPqwv7OYX56wQiG2ySqqTX1Kr7uUovMB6vj1KEfSqsv9cDmKExidRhBAVeQn/CAHJCjbXA2uatnXXzdarG4innal64WD6QZV4C7eMpzXnSwPwCAJMuIFcvEtKis3qOVLwugIHo7SAw83PxgAQGNHtKtfGx2acUaZTzlI13kOEhJyxb3NyjN5E0I17Yznd8CdJkFIq0cVJWG2NKJky+whQBZKVwU5oEWZDg4Ru8PBCqg63wLxNW4574O+YsJ4SUGixy+lTUz0ELm3w0QolNSalg4CNnCSPYZzY7GCGuyh+4T5ieeL28dkMqOK8DXLgWqFDXyQTmhYygYqFmzk04aEAhFlLfyzQeE7TB4yH0DnRad0+nHT6633bsP2DPbn1ZNVUavKbLFbEhsDA9YmEKpD8hHER6O4CEjbdXhmcEr02UM4WwAGMFMnqVAjvjxN8hGnS99eW1NqNukldX7FQWQplCPCUKD21csc4WzpknhmWyVU2UN6YKtRj1Q/sO2bFXj6tM+BX1cDmvNNIupXtWSJw7zePec5tm2zQxLAVVCkvpPEM9/XZJQtKT547Ypa5LSkft8XFrVOuB1pZmmzFngdVNmmjFyrRyuKhQhW+Y8kCpzpvLKPriD5RIFth4+C8aF2fHAjOIt0Km2zXCBoz3sFgTNha6N9eLBRMDM9qrOah5hLjaMwNE28OIpAUZrEuYy4S5ikbVB4oNpW7Y9Q9Hnzth3/yOAEzbORVDG7Vjhw/bu9/2dnv/u37ZZs5rNZtoarTXZV/7q/+wfTsPqkdRkTyhMzZX4/3Hv/9Ja5g33YobqpQ+qn5YP3rBvvuTb1oJjfW06RaK4Xjnm95qK9bdYWWTxJaI4Tn98gl7+GeP2fazOwUIe6xI/bHevuENduet77Bpy+Za8QyAlrzwwx12au8J+9fvfsd2HTtoyxZJnyOmbMWKZbb2nk1WNGOC0o51Xzrv0MEhFU/cZ99/4CHbvHWz3azOwPfcdYdSaFUltXWaWBc2Vnn4evYDEjBX9mvDZLhp+IjuwsMtZFOHtZQKCbo+xj3PHACDpo81wEYkYOP0eNyswmYAewNDGYW8vr7Cs75Oumh0GLAhrigR2KQfzICYscIJWk/S4Rx4cL/93kf/xLon9gqIV+vz0uFpHhXkhwwfRBjoXgYEXmArCOPAyEjUETMiQwIAmynZPn1id4bFNDCvCPMUiT2IfnjUzSWtVPDIE7Ps9oHF7raIORk+RdEwAAxl1z005sAssLMwKmRBucUQo0W4CEYHQOR9y9wlERiit5i0LxVuP0gt13GlgxgVuBlQ1hThYwBMRWmlQke1Xra/iHWg72MC4YiQiwU4CZ3C3tIWhtCYM5gCI8Py4vO177hzpbGiUGkRG7/2gD7NmT6BJOrmVFWoqKlAMxKEMQozat1ViNXt75Cjomt8Ret+mZya37r3nbZm1gYVB2yyogb1KVWvru5T3fbtL3/Ppipr740qoFhRqmelEfISIR66RY+kueDgQGMSIxsAmDAhAmvh6zOg2YiMA3gIfYyYg5Fh8WENz8MBCv88TBNDJQAKQCyhfdfIRIATAXZgSLAPgRUJpTgA1jSeDcDBWVsuhOvnuUZQ7vo+5je2hY1eNwMY9fPB1GNf3HYR9vJNJjxv+s9Fpic3KhBu15Gu7/uwMKHCuX6XDWOv2SNt3r9+4yu2Rqzve9/1Xms/dUEOp0oFwPKr0SslOUi88fZ4OVrbICVh3MI4OxbjXPF++RE9JXtVYl+SvYQRzUQk1s9Z6d2o0ybMYdImzc+/CNgAYP5raCMgzLQRpOM56IliV1+wMSzCpAk6F55tMOYp06dYwkTCEGzSofBcYFCoV5Ct2hnordQzIQEMvwZHnCGzCmEcYSfCHgAmaDEmaq5+JP3sQ+gjGo7rhFoEMQ5eIoBxgSb/PLYedShxcuciTMaO+3BQw9pwUBQYEge/TKYUd+WckdEKi0S/Y4T94d54vVxnbrp3SKlmUgaWyw0TQI/4LBSwGBPuPbQCUHq0jE+R0qBrhZLLlKEDjT0stHtRWpKd+/fbY888rXGTMZGgFgPV19crQyLDq83UGTIdi2eBJwfdDErulwd5VV2MEVRXq+lilca7TzVj6MGCYW6orbd5M2cLFNW4QZO1d+8GgWCT/rZ08c3WPLvVKmrLfaKT/th+Rs3nVOn1+OljimMfczFXg0JHTYCSSS02u3We1U9pDGJJCcV61Xn5/MWzdqFdoSTVsehReAv2qb6h3ubPXeIMQUWjwDfhBrxM6gdB78aYc/C041eYBjkABqOEscGQB0/A2bIIYFhEDjAVlhqRIRYpYsWqlqsUG6WVYuT0fhYaF+tGKICg5Agk5s4rA8trdS+4RuI3bR7ntp23R1QM7rD60ZxXccELKhR22y0bbO3NK5XCfKvVL2jwjerJb6uD8Y5ddrbnlD2gcv9LJ820z/3+/7D5KxdZ1WyBVVmRvY/stx8/8hM7py69vQI9U+Ul3a12ARvX3mEVc6stv67Iek8P2jZVQ332xcftB0+9alNqyuwunWvlig228o61Vr+4RtEdbU7KRjqz/7R96s//lz36/M/t5sVqTzBtgd15y0a7+91vsbIZVb5p5gvAjXcQcjpg3/nxA87AzJvTrBL2M6y5caZVEc6aMc3mz2hR3SJ1RleYQVG2YNiY17G8O/bZ1xzbTjT8ce/O2Vh4bmFz8c+LGUsVtv2IQUQQveLwPn9n9GbZBG4oyx6Mlq/FEdgzVVBGlL7/4f2qdvxJG2gY0TpSVpzCkzCbeQI3hTLYiGPxWgfESuIAILodJYwjuwRbmXG2IoDpJetHGzrnR3NCWYhUFDHD2sbrDJqI4IWmzc33M0LmTnuEjRUgDbvD714/Sj+VACac3Q6bxrg2y1Gt8dHI7AB6HCji1ArsoHtDwI+Ty4KlrxJgg9BYt+zCiMAPoK1SIKZB9WvIVqJFAgDTQZFYFpqyMqYlAjFo4or0M/CNfZ2wFRlNHpJhaTjSpEN70O1RigdQ5IDKEwgCmIBJ6hGbO6qK40dUcPFdN6+3P/rNjwnQL1J3APVVK1D/tPpiO7PvvH3xs/9oMxZOs1/5yK9IPC59n8bAQbBE0gwCDJefPzIvnknEUnVA4FRMZCmCbbhBLpFATRbZhKkXzHCMQPF5fk4MSTQsgHLfXyJE8sms/xHiSWEdpqs/Z81Baq0EejDuDxw2AlfHSCE05iIlP1YQZ/s1RyeaeeHZTBHRJ6bRX0/zK4GI8FG319wzGkfmLXOKhsElYiO3yBn5i8//pQS7E+x9736fLVdae5OqcZOpBOBk7lMdvljSBV+X/niD/tT3VqYVWU7x/Oka+D4k8P+LAIxXU4/Xmrdh3mqNjry+2DMmG/4Jb0pl9BOrghdZVKAQQvxKDzMwI3Gw4qbu1KeMOgAmbc4ZAKONEBQcsogisNF3jk8WCSEkp01Bkh4mkudD4TO9P6VTBdAS4mc3AJi0sOPmT30YBjDVhymMAq30mbR5JKOSdCU+EZkS7rEFBiSTWaTr8FoA8YFkBjTeO7+TmYPn4XE/R8QcLgAen7JOBeg7CyYCmEwICiPt9ej+K4DJZcr8Z9YY3j8ENUAp6oyIa8OwFCltmQXPuDEJobQBO4SQaL6I1wEzclWly08qDPOSUhnPnD2tWjEXPZWSa8CrIvZLhgCMA4aoQroWT8fU+AyrCN4VpTNz7CqJ6MgeQjjqMVPi49oo57TOEXNT7oj6qkJPHZ1X7DKUsEDMBm3EpEpPmaa6JQJOgIOrqkBL88jjx4+rEeEOhbOuOBVdKxA0pZ4eLnOspVVdZiUQZpOBBu+VFuNie7uyk07bOd3LsDaQamUtzVLH5Dlz51hDS5PlKQWbjc0buUlnkafCV6T/hQgwK0P/XsfApBgyfyZklJ4TvwPgeH8BXR8d0Inhk8F3LYc0MQ5a0IGx6ULfyqgQNk3ANIDloKcifAQz5E5znYywvNbuQ732zFOP22tq/bDvtYPWqXFYNFfaoWlT1ZDznda6eq6M/bDtf+aA7d9z0F7Y96x97Ymttnb6Avvcb/+WLduw1GrnNKp+ybidff6EbX1lu23Zt912791ji+W53rVhk92xTIXl1kyTHqXEes6rL9bL++05lXP/wneetmVzp9t6dS5vmTZbNPwma12h9gNUbFWpnhN7j9sn/vQP7PGtj9hNrUqPnrzQ7lqzwe67711WPa3OGc88FWfrUfhqv0DoQ48+akdUPLFFPXzyNGfyx6tU7uWaLZw3RwXx3mJNM6fZsMatQJlJvg/4/M6yDzwbDy3jVfKOhFUwV9HgZsAN4T1nYILj4LpI1lpyDuLjTvWTAi0fKe1MmJCNAcAAeKGgT2CKDz5+wH7zg5+0UXXpppeceDbfuMmSLJLQFEfp9QBmTAsaoW3SGfL8mTsjGoc+1ZgZh5HQHKK/WNC5hcmYbGyufc19LdDpgXEBKLmNlE0kZEUICY+b6sGESuhcTV0uRhCmdlSbJXMHlpQvQA9zHcYFvQz3RAjJt1y9ByeiX2scQTIdroN9wJaX21QE9gr/1MguMF6EimFu8aS5vtS1vky2qELH5AlTbK9H/8iQpG0J10WIDMcvbM3onQrlRLF5Eu5RQ1FaF2ifaFdo+1pRnfW199r9G++wP/7Ur1v1nBatOe1RGouC2nw7vvOU/dnv/4VNnTPZPvAbH9AcnmmV1dgL/U8MkTMWaFEiSHbmhSngoCUw2dlnEMBEnDZhT4vzyjfjYD2CWffjUGMG5zUwPfx/UCwEQMQvDmC4S597wVQQNvUQs6OY7Nz3vmEAEWdL4tyPe507X4T/ADF+zXw2Gz7KrCOAqv89J1Tqn8sCmMR0ZBxnz5YKzXV5je/VYtALVa/qwMFd9nt/8mnbLvb+LtXi+T+f+kubs3iWZ75S+2VEqfUcukiA3McWGxj3Oq4iwwpF7OCjE38eFivpodKof8mEkF4PYJg0uWnGuaGS3A3by+xDbwrA5FLuueAlXVQAHZS2D+Xt0/GD1gVRrhZqrFfiw41Hqu+ABLQShD54TwBUPPUoUtL3XAATQlEBFCQA4obBHwgbTdDV0D05PLRQ8v8XMTC/GMBwmKzWxe8jbjihjkREvXHgc9kcFiwgJgPEOHdOGClMd1Dpf2WEfFpHVJ07pmksEqBMYMYr+/pnghCaqsR4Sxgn9AGhfk4AOHhpeRpvis0BbrwAm14HfJAJcOzECTugbrcv7XhZGQYSLkqU59kvGlNCUH2KTWPASMcGfLhHJ++gR4I7/lFzEaq2QMBg5uSpEurOseYZ8rildSnQhn5WepuTyho6qtombefP672ltnL5zbZ06XKb1SyWRlkzReoc67n/2iTPqoPvzj07BKpOKk2117tDN06YbM3Tm11LMUUCvTKyGggFaeF0K23y5KmTCqMcVZp2u4Ph6dKDzJbIdJoaxpWpsVyeugnnSQOCFsZBRfTMwzPBeKSNIzk9wXtwI4ORiHPIaV4XwyWrFd7vcWWnZjV3aECDWJgPK6YGS0OGSgasxvnk6wDtgAAMHspI1aA3qxy9cM32SQ+097Xd9uTmZ7zmTVN9rUKq1fa++z5sN929yoHqpV2XnYH50c+/b//x1PO2oXWJ/f6vfcBWbVqpMNJUT2kdVQG2XfsO2LceesB+/PCDtnzRQnvzbZts3eyVtuiNy6xiZq31iIE5/PJeNQ182L703Wds9U2zbI2M0sSqRulrVqmB3jRtWKXWf/6q7dq9177wH19Rd+SdtqRlljJQptjNzXPszbcrJDVRotYedUS/2mMXhgUsBUj3qRIrcxIA0yvAfPHymB1TGiyf/dT9H7UlK5dbXqM2GGoSRY8ySgmCt5n0Ygm4RAoGBsyz/HhE7tWGDYAQUrY/TASRMSzsW0r0fv2ZecwqrEnfpuLz9oKQArxuQ/CEZZh3P7vXPvPpz9pYDYCBdabCffI6SwXWC+WA0YSUzKN+GeHEwCC+ZS9IAMZBB/F9RLya6NRhYYMuFavAeuaL9R3S9LMiR1/7/D2yMKmvHMdBOMvr1FBB04IIkmHB2QKUlArAUNIgT9cCu0HRbtftBM/Hw1nOmBA2EBNUKQBD+QR2IebzkO6HVPEhnYv2By5s1+QuLaxUEUllISlLsUqMb55CVL0agx4yleRE8LhI3y7GXggsAGBIXSZrsE+tDQpgnWSPKMXAYqKvGVlPnHNYWW9nlRJN+ixtarhfbM4VtS8prphqo2pE+sE33Gl/8qmPWPV8gWul+efDtCub7cKBC/bXf/g3VtFUbm+97602V6L+hkZlOwIgXMzLIONghPTkoIXR8xf4CEA3CKJD4dQYToqmILEhGUbQkYtvF+FP/AzoSsg6gRxsiM+wYON9DvLmYF4CgIl7S/hoBCtOwCTwEtGOf9ZxWLBB2B0XowPM0j6o24plRACh/78AjMYDJjvspyE6Q1ZQvfaDitZyOyHJwcc++Ql75rXNtrhlvX3ns/+k8g03W58ywIYVBsQBQyoAWPQ6OXGdBSIpC86diYlOQwIwlBf4RQDmhhDSLXNXZUJIAQ1FxgNAQDzTwzxhcHMBjA9rNOL+x/h7bggJqgdAQol7GBR/vw8CvTfkCcBoJDQVvVLeXyJDkYSxnjXCgtQA0nPDf/aywvRvohgalG24lgBAAiOTFr+zER6f9AhxOL8HOgNYyg35hIecva9UOREmJIG6AGA8KSwAZM7r4xOsXToe4wB4AcT4+On3VAgvUWg+N7GYHhsMmprEKgFXfRLHyZ/Z7OJ7clkjfmY8mcCEHkqkVcH4DEkvMSRqely1XZwJk+EKDRT1PDgtdLFnWLif47Z7TMasR6Gf3Yf2q/z7U1L+dztNPEEGha9BhZ8wOl2q0VIoY1RDuX8ZuIIynU+UeXcfhen6ZGAU/yyqspULVF7+ltuUCTTHmppn2Kgm9q5tO+zw2eO2V+egC26VWBpAyKyZc5Sd0mIts9V/ZUqtjSkTpXi40K6e6VL45IgdOnrATp8/IV1Bv4R81TaxeqJX+1y0SCJdFVNTcD9sVgrZdGmzPKquuceOHXONTHV1odidqTZzxlyrbVSmg4q7mQBMEIpivMJiSo8kxcKDRQkGIniDobEf/7E+eNU3HtgvNhodh80FIe9wV49YGIXa1H/KVPmXTYXGaHnSxbi2g3nk1HkAwu6YsVcoa4l53Vci/Qk9uTpL7dLJdtuyfbN9+0ffkcaoUBkBCoUpq+Pdb/2g3XnfnXrG49b5Wrc68O6xHz75XXtYOqY1MtbvufuNtmz9KmtZMFvCxxrrEaDbdfiIfffRJ+y7KoO/SKBu9bJF6nS93BZLeDt9ZpONtF2zvftes6f3Pm0PPr5NhQQnqvljq5Vcq1Y/qllKs2+Up15gl89esoNHj9mPt/zcOvs6bNFMgSQ9y0nKAVs+b6GNSmNz4dIlechq/kc9EG2ovQg6xfrNUOflXmWMvfLaOTUJPG7LprbYpz7wYVun5n7185utoDqwV+MaeG9XE0QJka1k2HFo+NV7AXuWV/A843N0AKOnRMaXbwb+p0zoidTWoPVgvQf9Qgjb6ufIiOJS+XwitED4COG3nv3V9ku24/ld9o9f/H82Uo4gXfZIAl/YxhCGVAq8DDbAIIWQAPwAoWKNQ7KFrmWRkzGqjBuphFx/Q8HPctHzrsvwECOi2vDPbYH+53YZEBJGxI2814fhe9zXvGIvZSTIYaVBpLQo9DvyjvGaU2hxxvCm9QGcEjZunMYhatIg2ARz04sOAONFLENj2iGBl56BXudd+If9Ki5UinN5o1V4zSc5UFEDM0C2ocAHWjnuGYBHSJf3lFIjSQ+NdGyADvZ5VGN7RaAWHUyzmLhyXSv2aECs7wlV7WVdNajGCOOGrab4X3FJg7qAD9kvrb/DPv8Hn7Bpc2cqzV8jpTYFBQrh9p3us//711+x/oIeW3vrBls8d7lNmSQWVudzW84IM090PR4L8ARZBlnnQF9CoUmev4vX9L8YUQohnuisxAfhMhemWWRvCaMxNykumGYbWCk1UgxVuMOcxfH0kLL+DgnrmhFdR5YV5p6Yi8EYeTuSHPDim76vE1jeQAYAdnhmXFXat7wUv8+RbOg0k5Lse2dkh3PC2+i4mFt+b/p7vwDn5CmTJOivtHNa/7/xqd+yx/Y8ZXOmL7If/OHf2bK1d0qELdmBWFdYeqoww8Z4GnWgoPw4icwgISeMQdgRM+HcOOcyDAxaWewBBW7j+/LWzVYWktCyx+89HBM2YQwrACE3u8aZE7z2fBiYkBqXbL4PkgOIcBGh101gYNLm6RoSWBxeB3yIVsJQp0XIooMl0Fl9kYa+RwFscLNeTRIEiUjSrxPwwvsC6OC9aWC4Lo4dOiJTE8adiMjARDDl4isntAJAcao6TEJ/3eOGUHNZxuYGEW+wJxkgl9sfJwGe0FAQIXNgfvg5FzSF6o7B4/Z2DTAp2F7Oi+GNYCwLYNJ7spljKeTlV6sPE4Pn/cTUh1WXAo0LRwx9qmRAiEXz7BhTrxGDJ6VP67lUqJImvZT2HN5lW9TltU1CuSuajCUyPggsh5QR5EyNeh9R46FOehdqueDZkW1G2mO7Qk95EprUl0+0e95wl9171z3WPKdVghcxNcrIObxrvzz2/XZEoATqvZLWAlp9FWrmOLlhpvQRC5Ulo1ovkyQYVsrO+NVrOuYFO6jPHNVnOrvUGI/7Ebs2W/HWZYuW2Cz1eSqTV+ChHD1vBITnzpy3k8dPugBYdUMVSqqyqQJIk5SKXaXme0Wi/gkxJCo4rJ9IBfsziAAyAhhfeoCNtNnF6Z7x5lj88fzDKvJ3UQ0MJ9Y1WaXErGMVoWZ3gTKfrits5cbJDVIwgl4ThnVMAUvSmTWvB/PVc0r/laiZ34CKzD353Fb1PfqS1U8tUbZGqY30jtmmDW+21RtXObi/fPKKndD9btm52c51XrJWdRafqxo4M1qbrbm5xWrVy+bilQv2msJrW17dbVtf3a4U90qxWRJY17TYdNX/aZKQmgyjc5fa7UDbEaWnn9dmUmdTm2qVESWgahXSNam+Rr6qwV5Vnx61kLig51Eh8DhTnu1Vqr529IiJURErYUTCDUPyqgtx+/S8qpU2O6mxUV2p62xAoYPzSrM9eOKQtSgj7QOb7rV1G9fa3E3LrES9n9T9TWOFQQ4OQqjlkrZtXgq2xgGmMzDRALqljWwNPb5SCCn9yKWweUTQGA7i+0EAk3GD8OfCPzKcdC9UPc4XuDytCq+bX9xmX/3WtwRMNW8F3oflKLC2XNehuQegRfOSRLwUksPpwlZ5h/TolJEBBLNAf2qev4e7FYKCiXGbJX0K2xEiYO+krJulWi/1Uhw+ECqCZqdtgL6TdV7oGUx42mJhYGD0WoleoxwEDkwRdlJnHBZg6sfJ0ZpmELGXXCPXDc1Zot8rxb7SKuAaoSVYF4GNboW7gouIPVPTWPXVmlzR6OySgylN5kGBa64fPSOOLMwJZRkIPbsdBGDpnqjCTWYiFX3R1sDuoouboVByuewU3enRw3Sq5hQZMJO13lMNkWExAyNWaa8ea7M33rzBPv97H7d5qv2UR084abnya9XmRP2lfvy1H9uZ9rO2aOkyWzJ3qU2bOcP3H0AgqdQOHEjfSgDG94UYinG2LrAePr18UoRU+GT7ff659xGYP/85TFmPFMGEBEIt2JZANOj/YouBtHkHzQ3gJADnOJvj3MQmBA2Mh5A4lu8/8SQJCHngIYS46UFOLy6+QmV59hSefPxcBA0OlB0MBZYvAJosmKBwHfsKgJzqz91a8xMnTpSTOcG6Ll+w//3Fv7UvP/x1myzH8Duf/Xtbc8tblKGksgD9SkIQYKWmWLjjbFmQ7JqjBlHIbMtNpfbBiwAs1Tvy9RluJrtO186SiBehW8b7Dx6hAxjf/EPmTeolBBgAwGQWelrwOi5gJaV5cSIHO0xYNm0/Hix/EIc5iIEqjaCDi8wMdGQUUtjJB5UB1vFZqC5Uw5ZFQEQtgyAapp9H7Fqp74AlXgulsgExYSI6A+HoOxgrJoWHYHLi3hnWyUNQMhbROCZmiPdzvwFgRCAUx5DfE/Dinnzs4uTJDc+lWL4LHV1fE8Ng/uwSwmYiZUMW3EcAZdmwGedyNbzGGJCSUHQCNhhUJgn3hCEh1uxdq+nREkucc4xySf0rKlUZVeNwru2oqvPutd3ql3TkyCnrlhBXvqKMCBNIxk+Gqh8mCYsAACAASURBVFv9ivKUBtmlTtfX5Jk1KmupSg3oOsXClCrMWKW4+Bs23m63rt+gtvfzrKKhxrNeus9fEXg5qQ630tmokN7QiBpEKnUaJmRSTb3NaZmvkvPLBGJUvySOBUXEThw9ajt371IF4dM2oPFi027WhrugpcXmqOFj4+SZEqFqfqkR4ZiYjj5tsF1tV+3soVN2peeyA4iJitNPUdM9Yrh1YnDylCmUp9ROACNGP4FZr8HjnnvwqXnKISweN02MB2wlBgea3wWY1CrR+TVIPRc77KDCOS11rdagyrQDddIDkfHUTb0NbVAAcG1mhIycm5HYl0yX6zSdFHNB1g3MznUZeZi7cYGARx7faZ/53GetdVGxTa4XkLio1HJ5QgvnLxYjVWeXxHacbzttR9RSIE8aFYwMn0VwPV33zAbbJfbqSmennu95/94jMMKGNT6gcIHo/xIEmB520GvULdH1NDZN1CYiHQObpa7xyOEzdnroiEYEU1hqzeoA3jxpqqovV9rpKwMSUbcplHhVnp4Kl2nDHJVAfFjjWaOshOamqeqPI++tuMKKldKaJ/Hn7vaDVlNUaWvrltgmAZg3fPB2K55e40xUvsAUxe1wOMmgFuSMHi42CpvABAkMSypT7uU7nPLHawzsKxtOxjvh2YVl76+FdNHAvDj7ornj2iWeurItSHsX/aQaNcq8P9Zp+zbvsKd2vWTf2fyI16aq07iNCQiQJt9PNo1YjHJE6ro2QiJkIQVBrVgBNGkC+0xsF84yf/AqhXxCV3qtbeCPNn6fi6RB6z5hKoYUekOHhkamWsf3eiT6H32OKGEwTE8lbDDzhixN3QKuCRO3VOcrpcaWwlvM1zG9BuDpEc0/MNbvmaKEdQoAQfKWxcHo0GOq41EhD5rMRt2XzkP4qE+gAjaRrxIds6Fyop69gK8GdEQbJp2ykQIDpABLLtzVRpb2EH9YVAfX8XGCBoY0RpqHgzpHgeZLvQpcluseAWAjbKqEr3Rd5XKUatUZG32QFyiVTRqXBmarOqPfogJ2fyUR78LW+apFU2mlE5TwoY7tXSqv8Nh3H7LXjl5QZ+1FtmjOLJu7bIm3MvEKuQJHhFxochs6UTN1AoChBQi0gYd4PJwJ8GUeamzl9KOdCQ6NB5mcsclNvWZ8fIphQLDXwTMNOjnmHGJdLyoXBf0eOuI8YXJm9DYRLdEr0PVgEcAE2KTzprouDkjCq9iuawUAYy44y244SeH7HvM+AZdg01KdlUy4kr/r9WKdkz17QM+erGCyWSsERmuVqdomAfVjT/7cvvDv/6yMsCH7/Gf+yN5+57v1fGQT1dSJtQcLVIATkIBVzCBmr4JdCUxRCKdmsm55BtQdcnYxzD3HBzG0mvbjvHUqZAcDkwtgAgMDY5At4JZNFUZkqxh1/MowAwEO3BCW4QJB/CBdMj5Cal6o6VKkxV6gghKha3RAYZ5xBNBhkyarI4et4HRUTPUb0qJ2MbADBY4XMkkSGEpoEu4UStYBjFN5sQAe0zICGN/4OQ9XzzVGYOC35yApC2Ay7IsDJ9ilIFxO+pvEAgGa/OMRzfrYAZDiebN6nYj08drjvSZ2hnmXEGlu+CjU0rmxdQF/T0xZmgQcB8qWe6f8M0DFY8fyaqpUCbOQfiaqC0NmUmgXUKwwi1LeilXwTYt2UKDixNljtk3i2Rdf2ipxr1KZlf48s0Upr4RDPNZqAhMXvekaMfVydZOeIC+8oLLEJlSqkJQm8OLZ822ZykrPVVioddYsL2oHIUS58hMnVHdGVYBPHD9gHfLCQOuVAj2zps2y9es2WmPjFI+Zk3pZoA25Sxvuiy++YKdPKowk40ItiiYxCJPq67WRT7Mp2kirmidYRb1SJRknbXyDHX125uBxO3lB+hl5yaViISYok6lW8fqGiU1WO22CapCEKmjurERvKvBy4Rm6IXKjBtRgIWLInM7LgF5oW/eSBWAACh3qwfLyM8+LVp1nLesX27CAVQVq/j7qY+g7cWrIRcqeEyYQsCvQ62QhUdSNeUg2E2JQrwsigPSjHz9uf/D5P7V5CyfZzKkN0gZd0uZ1Xar/aXrvuPeVwknIl+FqUjuIahn7Do3ZWbWMwCiXKsRBe4ZqaWeg4skiG/bqyQJ6KkpGUcJr2nyxl4g9G1VUTEvLU24HBXz6BVgLtfbLBUSGdZ0wcYhQS/XcKHPgqfq6HrIHSihMp9Eq1vdBGb52ATraQDSozLyvC4HqxoZGr+3TNtBueYPymC/m2YY16+zDn/6glTYrbq5QIAyM2nP58wyR38jTu26IBRpApn/39RpfcyFCWM8OYOJ6Dg81OAhu6ONGEcBNcPEIV2EwWS9sbAVomJS3MCZAdXbHcdv8k8ftxYM77Yk9Wz2rrkLPp0LzFFvSrhAI87hKr9FGgKw/wkj8jI0jnAAF7gwpzAmaQJ26UBdf6KwKPYmwg8HJI1sNh80bnsqQs1GSzFBJmInj6IETIoUVI2SUT0l+wLR7tWh3dAzdlzoxCEBLKKvPMUkI/wgCqCeanr+K7wFsaNx6TQzIABWBATD6XKXmTIXquiA+HhA4uzIc2BJPnNC7KBg5QQCmSv+87hYOJDaR0D6ALG6SmTXEBgQY4B/ha4CUyi9QABPwUivBPeCP9dGt+QiDV4RuRmHHSgn4SzS2gwp58a9S41UxYbpt3nVMxROX2t988n+oYvdijaVYJlWyLmwqsaHObvvBV79te4+fscVLFtm6lSts3tKFQQOj27xGaIPpQ8zM5w6Ag/0PpiI4vAHAxGKTfA62xlkA6NOAi+N0i5mjESBHxiF1o86EqH3mEcXT/3s8JwCkEILCDkV+C/vCtfAv7n8BRmXBh8/XqJnxa4n2ysGPtxJMjErIyo2zPgRPndEL0Q1fWVHMmwtgMAbj2iPAA2gSuRb2iyrNlTLN/fZzZ1QeYZv9y4+/YYeOHba/+N1P2713vl1zRhmuSuQYHJS+i0KoukjfM2XL0/6dnO1EOgRtK//CXRKK9JYYOa0E0n7LWDoGWNO64nq+ZndKy80NkdBxOG22WeZAGhWh44TeMn/H+49i3SA8C2LdBHy4IERZ5RgEBFMOAZNIN+oAEsvhsifCSdkS/o68ACAs6ITUmEcOCiJrlEFnwdAxBVG3OzMkjwY9THykfr8ptubAIzIqoeic830RAfM7nwvoLwGMAPDC+3LvM/wc7itNCGewCCVFhibdV2BuAurPZWbcqKKnIO4YN84EMAOjFCjo3FBU+jkJ+rguSoa7aj9nzDg3lXhdFa5zpLFkMlGgrog2DqpBMapd47LqqZw+f8r2Hdxve9XleO9r+8WKKBwiTQ3bR7dSnaGAV61cafMFUM5cOGfb9uz0kEKJilvNULG5BerdQ3rlzYuWqt6LCtapKmyZ+pqQwnix/aKdOvmaHZOC/eSVi8pYUNlweeVNqiUys2ma+iPNUxO2Wep7VOldfkntvqjeTackzj127qQ23R7NJy0IGdQGefUrl661SRKrljWoOBYb14A8ya4B677QoXL3barw2ynNzZBvMBTLmtQ42SZLt0FWAqI910kAqGHEcja5NJf9ubgJwKuJoIbnFMG0Zxbp+dO/5sKhE/bEjx6yFavX2MI71tiQOmKXo2vSpjyGYMNj8CyKAGDGtVEX0IbW+94F74uNjO/e1LR/3B5/4gnRtX8jDU+12KYGZWl1WI/3Jxm39nbdmwTX9doAJorpalK4jB5VV1Sm/YSYrk6lTOPtArya6htsugBfreLTjN2QYtpt+vsFFQCkgFkIdeZJ7zJVLFWpdA+A3FBqHuNSJS3NUK/Kx8uRwEsq0XlIsQdIDKu4Gc8JNo9jkOWGKLRbYSW0Q5R0R+vQrRBkY32TTVEJfqr1jQjA7N56yjatusX+9gt/bKWzq1wT4tkM7vCyxgND4ggrh3FxrYuv2YhOwrLMGOsIX8JGwXoKbmp4e1znbhciU5ONwRPa1bOAmanQzyry1/naedv60yft0W3P2/eff8TbXEzXOA2IVu+noalndGpjlciZLKBepRqjf8F75nzsk7AxeLFUyfVCf4SE5Gjh1LGXAFR8KupvOBgh/B1Zch0HO1uE86Q3oQ3keG7kce5Y99jiWK0bkDIiYJGvMS/XdZECzhjw2pA+i6aNqrdFZD/RYVhggnlXWyI2taZSv9NPiQ1I7BOZhiMS2RLq1znKZUOqtRdUqKp3vhg1r9ul83Fv6OG4NkouYIcQo8PGhKJuwe64Zy0BNGOMDgjbhn4PAFMtMTQef7vaikCUlKueCCCR9w5qvjKYtZp3jZNnSU/Xa8tntUoE/n7p4VZI70O7B42fCgz2Xeqw5x5/xh7ftt3DRPeomN3alWsVrqa4Jy1rQvoaLAyEigNhn0qEg2EyQmgyy8AEkBMfUADAvoIBZfohdrYPIUy38KFmUcaOhwxDRsHlKTHlOQNgEuADgERw7cCHOeuO8esATHrFDxojCnFOO3jXuXme2bAQwNFvNOMgJ9CTbZYYQkkOgnRMau/wxfPyUiR6rhQWLMVBks0/fvao/eejP7CfPv6I/c8P/47d97b7BIYl8pWdp+nvqOYU/7CZVJlmXqdzhS7TUUQelmOGeXLWNTIzzJd0nb6209isnLlcaz/LImRaCejmSxTiSRtjLhvC5M0FMCmsUiYPHDbDjS8C0chOcEK8vUqFFzx9Li5gql5y/CQuTYiMNFX3jvQfr2WoR1/IDGxMF+NmoZ/iQLtH7EOQgAHHSCAIYXAQ9NJa1kVuXo47hK7Q25TJCHM93sbABxJqDzCRDdf4ZOKfhxj0I2EqkGW8zlRtOA0wY+CgIYaRbgAqPrm5xlCFOIWQMg/H52Tw/LNgjvBXuL5cAJMmm7MEMfUsvIY3EcTJiX4DBHK/eDNpwvizInVS4KVcdD61SgbwjIZ7JKA76r2SXlR/ok6VTqeJWpXCUD3tVz08cd9732vrV6+1AwcOKrPlYdurctJU35yrNGcqMo5pk7xt3S22QiBmjhiZ+gZVxdU9sHH2KLRz/Mg+e009NI4q7ZnVXSEjNqDMleULFqneyZ02aWazjUlwC+tDZ/OOE6D+l+1yT4eM/aAyjs5qM55gd216i81aNNsqVbSNmgkDPWII6D0j49Qvb+6Cut9evHjJWxkUyROl2vBsXWOd+gLRe8iTTAgXsL7ptu1l6LML2Z8FRiE4LOHZwCZQ/MyNBWA0eE1ndh+0x773E9v4ljts0V3rFHJTSFPgpUC6jlEEmPpIIRoYAAxiP8kQ8tVaIK8iGiFfA+HZYzBHu9Uw8ZXn7Jvf/4aabqqjL0a9FvCk+1SVyyF5Oq6ZErgc1ZgU65lTDLJQmxKeZJ8yNrq0yRZLAEwWCmmoBFFhRtE2KIKldNbuAKQ1vTBWhBvzr6sRoUrcF2uDKpEHDNUPw6LZEz1XzX2YA30eWnxcf6M/jncv17WjO2J99KuwIJ77BDE/dFvuF1hFE1FBiAvAVlBlTz6vnjYr1tu//vWfWc1sMTXacGCpADA8Q1/daFpeB2DcBqTnga3nOXgsQO/Fm+P94YFF1zgWINN7kreZFexjT7QeKUoHe6FQkuvIVACxXPVOrrUP2m51//7+zx+0f3rgP2zqpOm2fOESO6pWHKQDU4yRBwYQp8lhr0JI6FwIGxG6xpniWZCtB4CBnUbrUS7dC4wEOMyBMBV6xQL1UXtD18165X2wXcwvb9DoTSIFLnF0YOx0HliSWnm+ZTSE1HPvp5WBXmO+AWCoKg6wGhTIJGQTsohIa2AEQ8iBeTG9utHqJzdKe9Jpl9TrinVAZ+0hzQc8Lq67Suu0roSeZzBHJAiEsBmi4E5lM/Yr5laspqH0RoJZgUFJVc2pRXVVLSUIixXBoHt1VWqNCPxqAs6cMt0ZJsKRV5XJxtjQngSWD/tFCKNO49E0qVl6myqbP2WKvW3TRlu0fL3mrRhm9RsjPb1DOrT9ew/a15/4mT2/a4v98pvutV9+2y9JG6Yy9+q9xv26HYXFSACG7LUYnnSdZw6A8TUWGQvXlDCl2CuYXq5jAySDf8K8cwADAHZnNzsXYXg8hhBSghxAObLhc773ZMM7ac8DYYVSIDcyLc7w+LHjvkzIjevBNr2OVXE77/tbFuwkBua/AzChdxjMqp6VnjuMoFdWrp5gPVfapZc7bt97+kH7t+9+w377nR+zX3vvr1qt2jyUlUo3R8Nl3f+gwoSAmRox3wBabATgBXZmSKxf2ud4Fr5v6Tv9vkI7gyxLlMYlLGjdxarmmxRGjsyCJl8SznIgxGQs+qS3CF5/iD37TcdNj5sivbpEugc6DTu61N89JOQhHnJI5QGIjiQtj5by0P+kDnBMwhquy4jVf0cpxc4DZFno2F5LRdczImozFB1Lk4NnroUVY2sJyPh18k/Ut9NygAOVq3YAA20pI5/Yh0yhPIw6omGMTMyYCvegAygm7iGtyHz49NDrTKVg8APIQgQHM5GqDCY2hOv5bxkYB483CnJ5MH79LB4eUgR5AVwFTVEkqzIP/vUAJk1KDzfFie0PPG7C1IEBRITKingDKOY13nompQUS8pKgo1cKy/Os4+pZO6D6Izv2qeHjsV0CGidE/Sv8klfhPUfW37JWYGOpXTh1TiDmkHVKwEo2QY8mbZeMGWN3s7pJz5vRYiuWrbZZrXM91XJcm+74qISgl87YqwcP2st799kVMQF488OqrDtnxkxbtXCVzVFGS8PsKa6ByGdxdvTaiVOvqanbWWtXTZSDYmRKVfp27bJbbO6smTK89UrDlogUgbc2bGLTw1d77bzEqyfU0PCqsoMYF9oizJzSLENWJ29CxlX1R/LVAgCKOF/ZSVC5SeDmIUCnykKNDdZ0arYJCHCjRVNUNiHZ+OM799uTYmDWv3WTLXnTBnkxer/CR6Tgjkk8TNNH7wUmRh/LNw6AESpxAMNLgCLu1YVjet7q6vrKq0/Yz5951A4f6lLPqjab2Ko5pxnS2yX9g5iYkG5LwUG8LHnEer5oUHA4aPswqH9oWtgsMGJe3dY3dxmnPjoiyxvXhQJgQmhXbILChV75TyrWUm2M18XMdXVfFosU5ixrxtt06CjMd9gGipPxGr9XiekCcA8NqckSm6hE4oi+AdUwYTRGLJanXawU7Z+9csDWLlxq//yp37WZSxbKXdO61Vjhyft4sXnQfNPp+4BH3OvEn3CTHLGN91gLtgF9gOtkfJ8Im4X/lBZQ+p3P8me0GYTUmQOMj54ljUfHq69LW6HwxfFO2/zgz+yBF35mX3/yAYUvpyqTa55dOH3ODW4+NYw0GjVlam6q37sVsgNsFMBSOQtLJ2eBBxltBxZ6voCNMjE2aI8KtZkDbMdwHjDuFHkTq1MsRrNKmzYZRFzmsLcgAOQg3gVaUH2X3+Ud63he90nj5mnc+js9qSoAMHoWpHP3A340Vwjzscmic0BKQBYSGUqNCgFUiDmlVhNVgtHekaZONo27fBpgQGoJ2jnZ/TKFFpnPBdqcHHgJ6NIeAZtSKZBDd/oq/SunRIbuEbbwqhjREQGpQs1v+h4RzaGlQJE2cypuw+xdutrpGx3OHfOGkgtYRerENEj8X11Vr6J6lbZEYvV1CxfbktW3W93kJh0z9Ms6e+CIbX3pZfvXJx+yF/Zvto/c/X775bvfaUvRzKmRab+Ozf7kDRm9zopuPzIwrqVidBhcBxboXDwX0V93uwrYwX5yVZ6+HEI17kxHAONgyJ2ROGd9/wphJ2dy2evIbHQwEzKPcudn+Jl9jvUdjpPdyPULGY1cRwqLOsGo/yj87PWmsvM9MEIcP6wHP06khFLH53DscAwukYgJzOyA2HYXqmtdw+Kjlxwd7LaTbQfUX+0h++f//Jp95M4PqcfZexTSn+FhxSEBUsZoaFC1fgR0Cd1jNwBDqbO6z8E4Xh5eJpTEvu41icI1OhDzEFMYb0CkM9+rxMDk6QJTqCexKV47xcsrs5Bj/58IYHhIyXMJDAo1WwAw8vjiIk0NofBikqfP+0r0OxeGGDexI6ngWwIweLShgmS2HD8DP6SaAinzKder8tIHYa5FbysYZacEo5obgxnCL/wNn5Rqp6mQUWCBSOt2ZTqeF3MrAhiqVb6eHQEtp5BSYl+8anGseJlYKG95oHHzLCT3sEIDr3D9wUjSFyVXA5MJUzHpY0grl4HJtEBIi0TfE2DxaRmNc2jwGMDODYwZWRA+ZvRJCmFCbpipQRuHfCGFXinIoT4nNopBUWGFIyeO2t7Dh+zFnVvUvfpVZaVMtim16nUxdbLNX6AS8gICXZevKix0WYag0L3R46dO2YETJ6xOuph6TVzqRGzacJuq7i5XaKJWgHRIRorGoMO2e89u9cp5yc5epnhe2ADJkKkrqFPZ+dW2fP1NVqrU4VEJ9wpkIIcHelzMi77juIBJv0IaDWJ2ZkqsOqmhyRqVxVCjfij5VfII1VSo8Iqq+569rJDVaTWOU3sEqkmKAm2omWj11XWiPGusTKGkEgmAYUUc1GssgHX+FTdK3xBZRB72I5tCe57XONDPEnx6jQKFdA6/ovtRB+lVb77Flt91qzYZkQfKYsmj7UI5FIdjIW/uyMZJmiGgyeTp+9yQ5+/AiPNIRElq6/HtO+355x62F4+ctWdfUffn+coQ0Xv7VemWDYb5jGdbqjGF0k86LY4zQjl7FZUaucZmoPWKkJT6P7HYGZoUdB/U+WA64DTAQHrUVeDfxgHp0kJorg7KGLEpupMTMxWZZBhgz3zRPSaNGSwOa3ZgQKnUmnfUj6HUPptRZWmVgJTCg2OdajlQbZtfPWVLVAfojz70Hlumpnw1U+tUr4eS6xobAbw8+lLAWPkaBtgTOmIQ9UskXNwQhsRFtwH8L9mKAPJ9LwqOTfw5MZ7+XvwyInwcGydFa4E5MKoO4bpyu6JGmk//5Kf25Nbn7WcvPmU1yqZqnNKkjKoeGXPVSMGuyQ5MFACgEi0aJDZgD7N5/yMAMBVt5YFSZE5jiP6kGFG6nh1VYkl1hnL3kJRvbAKS+jubN5lE3LB8KmeKEGA7GxOznLB31NfCOaGI3YAAArwKwuBKhUzIXsIpg7mhgCDHKdAxKrgGgIXYuyHVtKlQKBkHts/LMLCpU3pBLR40uCMC3AMCOSmBobZYnbhrmrxmFM+fzvOSCovlGbMuqn7rmkr0r0znqFLxTNY858D5GAZw657RAA1rnnaJwbsmYFdO01mNI/dADataJQvQ0qBIGV/YlyKhjCm1AlllNUrrvW4tWvdL1bF++aoN1rpgroph0mheyQjHzqv0wE/sSw//UH22huy37nuvbVKhxdkqaDdZ2YgjAmyMlfMjcU2nNgIOZPhyZiTsKSH8yBrVH4OGN2yovA8A4+nPboTDvIsOgkOB+Fr4DKxMYHDdXLsGJtiC8NcEyKNDo9+p8eOJBg5AsqHrEFYN4DwX2AQZQiAaAkcZLoeieYkgSMdx+++gIEU4QhjJv2iai0bVEwoEgPWc0LyVKKOwQE7q+fYj9r0tP7O//eo/2Ptu/RW7/75fsYVyRGqrGtTwt8f1Ta6Hk/6QJsHMG1KxQ2KJ5r/WRoi+kCRAtl7s9UXYNI5trsg3ARwHMCtnLL1OgStnUWRgUgjFQ0l6rF5zADBD/NIRJYs/m2rFa94vSX+vFKXIhpkS4dGf4HVAbwaGIpTHdt2FFiWbekbomzKD2IzdCMLhh6JPXm+DjULehQ9qBCoBzETqPqLdjLFiEugzoXhbeDAZIXI4QKACmVQwG1CUsfovD8nnLfE3Jk1E2wlYpAcbsgWgUxMDQ4qg7t8nQXZCZcNAWa1OmoSe9uxpldkCVymDKYSocuvDREGX63myepx0rNRnKoGjbDXJAJ7CBA7G3wtVedZDBKhxU3BPQACSrAdEVE3yUsiMoEniXjV63Lr1Rdv68otey6NccdB6ZajMbZ1lrWqaiHc4jrFS081RhR1e2rLdvv3QQxL+qgIuYkd5lutWrbK16n/ToGwg4vT1yqK5LlTfJhCyW2m9UMZoMUjDJD4+cnXcbr/lDpXMVwn7SWJWZMCoeULF/SsXVFb/5BmlS5+24wIzg0ITdaIum+QZLJqzSNk6sy2vQUZZJflLrsqgnx+wi+fU7FGhpMuq2Nsv40UDwwbFaxsrJyuduFHemzZNadS9rkg0Pj5XNGZkgxQo/F6AdkhZKWykBdoBxhUa0s0IjIRnck3e7WsCG9uefM5WvWmTLb1znTRF2gylySlwAKNMH81lPC0qtLvx0Jh7mfxq5qr+Qqo1Hhk1jrRpqymDXdurJpcv/NC+d/xV+8YPd9rqeepBU6WsL1W69dq0mnOsGzQYzCnSTrnuFFKklwmCz6S7IByH4YN1oRuya8IiPe5ietakp10odIdXT1hCXh2p9zAtmXCor7FgeGEmk2CcdH16OWGkB5WV5IyeXisrV7EzsTk1ylwpGFW4r6rTjflrr3aptcAUe9c7NtgtN99uC9Sp2pRN7fN6UOtMNYF8PGBGfAPQGRl3NEuuYQoMGWMRbJCuh54/To+FXzO9Z7zSqaMbX+eJug7i1Jjp4d4xm7fGtWJMzQO1oZ9R8b6Xd9v2l16xp59+xgaKJChV/64RpRbnqe5Fp5jlcRnkBgG0YW34lzq6HJhUCZSQjowIZkwsD2XyyQICbYUaTqoFo2eDMwN4pIgX4t9BhRUZdBgS6qJ4GXzdDx/1LB30L5Tcp8mixpnsNnopEbIfBAQJwIQNddztM/oSZ8oEEsgl0hbiLF6ZbEEROjN/TUUuBRrK9N5hitFpbpBXVCJQU6XmVoMmoa+y0rD1teUTrFpAlISBjt4uhTc71VVeRRYVOqDmT6fO30SfJLKqNM5lJArolgZUK+rE1Ys6lgSh0kvVKX7LFFIRXWe8qDeDXofNjcIalWIBqyW2HxQwGdFzrtQbF6imU4OY4AGxNoViqGbOaLXVy2Vfbl1jpbUq+9DRF/uIOgAAIABJREFUbxcuXLYvff1b9g8/+r4taZhm999zl61Zv9FmSouHiB9GhekCW5l69bgAjgkDKCZK5ACA/UL7HjaAx8b+oOcJ8xH2IAC23u/ZVcy/YD/c6saogW+47FMaaw/lODPDs4lAxgFSOHUCN4lx4Hy+F3G9fCQyExnA4vM+6nHivuawxfdqb+0ZYBHz288PiAkyj6xoN4RvckNJvppkJgDKXgmfxrUATMKBtepOrTnf03vR/nPbY/Yn//jn9uaVd9tH3v4eW7d6o02onaRClgNiiLs1PyhcGPYaju8tbSKzVimZAWwejCONgzMOhY9VsKl+ndxzBDcZgLemWRoYAEwMTSQAA1sSspByhLgRwHgeulM5Ie6W2AEoVgcwPDbXXgRmI+lqUpZQoqrI4nEamgqNZCtF7QlpiN6sjAXpIZ1Qx2VYIYcEBnK/O6XsjzW7QfNzCg/lskXeIdvDAQE1c5yUJVSS7tWvI9wjlB1QO7EtvD/1KGHipeJ+XiBOG4ILmWPIJl1j0p5wzNzj+CRmE/QHGx5URuAbcFpYBPFvXHNIoUYHkwUw8dYz3xKAYTUEOjLcbxofB2L6j7otqS5N5sPaNNlMCctRaXeC+ggh+hqQ131E9Tp2Kq16225VxW0/p9TkbqtXp9HFc+baXHnOtfKiG5RVUqWQzKji/IcPHbYfP/6UNDND3l22Vu+9XZVcV6tuy2SxJDUVtTZzVqvqt1TbQGePnTp+zDtJH1el3lPnlLotTcagwiPLFt9kq9euUSuA2RKo1mcKIo3KcHWqqNgRVXc9ePg1NTTslcGRAFEb5OLZi23RksVWN7XR8lQTgozfkS71S+qQhkcs0UX1FGpra3N6nKJ4dLemmF6DxLH0Y0IAGGK/gZoNFTk1bqTXYnhEUUPFos24LnZABIUzMFDRdMI+qDor25/dbGvedJstE4CBHi8c0EbsAEaZIgnA8CzQjuh3apPkSdPqFUDph6QsBenclVaNAdFGdFpVa4++YP++9Rn74tcftfktFTZJzSwH+kPmUAhZBmYEXQpGgTmWHAbSeanl4E4Hc9WFpVC1hCHkqVMV1tcdBj3MRTZd12d5cUk5ILpfT7+PolKfrx6CDrT0NZpQkuKqXxIzyfUMD0jkqo0cxqFajNdExc8JLRQILeYVa/PXcY4d6vCuxjctmWP33vYWu/Utm9R0UrobeeWkmJdIoORp7A62A/viGwxhWNdFB6Di68bBSha4ZFy55NK5I5RQTZr9YXNw0OKGP2wobEjjApb0WB/tGrSzx87ZGWW1bH9pu+0/etC2H98jwbQ8SW1enT305yl0HcqARM8dqqE0LoNfJeBdCvhAw6FzpB5A7DU+htpMPNQkQIa9QwhNiGnIa4vo3LrBUoVDSYTA7ng3Zz3vkJ5N9k/oYSTXxtOXyfQcpBeTp3BpyHS/aFaovs08ocfZEJS83gv7w/lpLkgIzNuE0M5Frw8JkPUKTAwqFb5Y4Z8K6UsGBdaGFB6iSe5EUqiVRl6oa2sXeGHNesq0PkvIgb2gRUwHolmy3QD64IMRhRba+qnnJD2F5iqdvKkXAuDlevu0wWFn0VpQpRdWEzXXmEKaV3Q9FRJU37PhLps2Y4aE/ZfE5o57iYQ1ag57x71vtPIJEo8rpf+0qnj/+ze/az96/Oc2a8ZU+5W332trV6+3Cdo0aUIJwCjSvbo2kgvDo0gAxh2XMAcY28Q4JR05GYcenfSIkn7QInenw6ddNgyU2ZCjPQ86uvA+n6M40e446Ge+s2H7yAWg4sVl9adhbEfUhGSAC5u6rwHsSLrO4EBnwImHkbBXHnfwI+cCoLQ/hi7kIYQTAEPI9IUB5VOEOrl3sgqp9l4qYXUplZIl7P7W0w/Zn3zp8+pnNs8+oqaa96hBbKMA44AADBljZd6KxleXAxfKC2BrmPvVtbUeTr5y5YrXmEmyhgKvUBvGIHe/5yiZ19a13qw6MJFFge1wnQWVcoPgLPX/yTAwDHj00jIHiRusFy1KAEZn9poxkXnJZS9cUYzX4+xDTLWO2hMewVg0pond4bO0lh9xABOYhLSpOzhw45kVSN1IGQcPK4GZDLsRmY10Ds9CiscN9HeIoftUdCFSFjD4w3cQF67jhnuAvo0IO4GjBMwSgEljGY4NiGFiJXYlaGi8NkU0bgl4BDADmLqxJ1PuA859b/AbOHJgWjJ/S/fJ3SVmLS1WGUyYN3QoiECh/aGnqWHRLnBxSV2r9x8/bI+ped8zL73gdSI23rzablJYqEnhmCZlZRA7H5JIkQqeJ89ftsefecEe2/KMTZGmZf2SBTZPgrtWpUpPqp+k1GqJaJVaSxrjqMBEh7IOjp085qLh0wIxhGca1EcJcLF69WplGSx2D8aNsm+MA3ZK6dj7Dxzw3kdd6qxNw7pZU5ttfusCVehV0bqaCVZYJ3ZQFPn1QXm2ojXbVNnz8L6D1i6NQp7eP0EF+aZNnarrb/IU47KJtJPGyycTBvSs56NN1KEyNQ0AMEw9yhOoQuuIfqcbcT7hLW1a+3ftsZ0vbbN1dylkdodEvDpEES3lZYSuCcDQpwqg65stDhv1EABIYhy8c7COSUE712MohRzhed6VQrt8+TX7158+YJ/9yo9VL0dCZLWy0qPJATAhTpwcg0S9MkcoaQ9zwlcQlgcAQ/rrDQAmZx1QooBMNoA56fXUpqEWBPH49Axy18Y4FWepBOrgPGT04YRcH6OCq3Q4+ntt7UQBWBUq1MZRqlBXEcyENoP2tssaARW+Ev9//zvvs/t+7T0Ct2XKeBLtpTBuiQTmzlZFUSFzF+PqqeNywhx+MFS+28QfYhg5Y90TgPG81+TH+ZA404QI1YWV/Mw694JwQr8KRRI+gzUe7hEQ7Byyw7sP2aNPPGZffvDrmvOlNkHXTfVrAAy2pFebdE+/QiJ6ttSLIYGBom5Q+IBAQkww/KHAJzYq2AKn0sWe8HcADIFMZ2C0CeD0uQHXq6xL/jm9H0MEsEc0S4SFQagrVZO/v0j3Wi2QwMYDwORvZEwxaARQKHZJX6P4UB2AYPuxITzv4MWz9endurkxARpZdzErlIpX3SU5DrQE4CjpGFxSVUmVTVO4uUybUZcy4tACAabQZwwonNmpBrDUCZqgzLY6ORL0SuO5or0hhdrT89FQSuOlbAC7rmKY55R9Jx7HPv7eX1c/tLl29NAxu6Q0/RqB33UCJ3e87U0SuIvF6hkT0DxtP/vpI7Zj526rb5xgb37jnbZ65ZrQYBgdIAAOgMTag81jL8FBYbOPoZZgOH3QM4DG7SnAQZ+HoXMcgpfiACbYWn9OOfvSDRuxA2xf6j7XvIsBPyY2MMzmDIDhzB5CikLfGxgY3gu5gA1/HTMTwkKhoF0gHJhf2fclkS/nYm2n39NxOCbsMfdbpaxFAAxAlDssV90nEgKwkz96/CH7i3/8vA2Knvrom95hH/nAR2zqlFY19FW4WcyKFzql1o4+73ZIIIYv7FCZ9JBkwF5WaL9bYv8JagwJiOlQWQjmXhq3XJlFsi95t8xWITuKb6FjuQHAhEyFxArkApjcNONQnMfNsFPgGLvwtIPnlgBMQlBZVBjKeCfNTYZ50CCPKyXDvZ8IcHxw8fzoW+NzI7AS6TOuOwiw1z+T+8XvuWJawIEXj3LmI4R0PATG8QBmkfHw47iNc6I/cz6fVM7OuCX119M9hlBaFsDkXmMIXwWQkkTCyXx6Ef84AcN5fTllRKIJ/IU/ZWvepNf9/fHzr7v5sEFytDguuaxQ6gmVGTMWgDZYjCANEJlY/fQqgc7V5KMxIh7ayfNn7EePPGg/feIRa+tq8yJpt6++VUWkZnuROLJMyEiYLtDRpTTmx595zp547ilVx1TmQEWxzVAa7wKBi9Zprdbaoo7S0q5UKlulUFqPQQmAz104K4PzivdjAly72Eu1LW5Zr9CC6N8aZTVc15wtpImeFuSVyx3ytI7bMQmIT188I/nIsDz8ap1/pjVNmCItTYNNnN5oNU11Ps/HhuQZX2izo3sPSENzSWJDZe1UhronjQJTLdLzTNB70V/Qk4e5d31Q2/dgCId6XyMtWp+JxL0FboZVkRX6P08b2MBlgTy1md8nXc+aOxRCum1NqJAqLzFfC3Jc3jjeTnDcwobJpu/ViKSB8bkPgPFiagAYfVO3Y2ql9PSds+/96AH74pefsLpm6ZRUr4eqx8GvCEAd4+AZZa53iB2K8XrlkdMfxzciD+sCbPlc6Jnj2rSYrpjCrWAcF44LxNN5nKKIXrcpGtdckO4GlFpK0ZBybl/fzuTI8KkYYZdqyVTIY3cAQ4hZYZGKYnUo1wbeM9ihTbvAzp8dsN95/6/ah3/9fqucVG1j0mMxWmQ0FCj0w4bhuwlMp4f6qK0SxP0+4fnykL9eQZjpC40dJotrAkMT96XExiSvGI/XPVB0ckE8mKf5PF4sPYbmiRdA675mZ/edsu/84Nv2l9/4ohWpq/sUpY2WKpQxRtEvrZurakA4KN0RJyaERKiENcs4ooEBoHBKr0ru1cSh9mlep5ov0pMQYhryZAHCQhLLIkiPYXPsKwJYdDToIjxcgB0AvGoQoPvpVTQUN58KOZcVOCT6HKnTZCdRMfe6kESxxrW+SoyY9CkATGc+xbCgRYPupBUMAKpKGoZaOSlDss9tKntAl+FqaVBYHz0j/SpQSBh2Yui6res9oXXcrVIHs6e0KPxTLg9beiD0h7reaom5i1Vf5oqASqdE4eXSzTQp/EtRQITrl+WNd6k2FJsevaUKKQ4MaFIfszMqvzBB9ar+9Dc+Y/NVtXvPzj12/NhJm6LSCytvWm3rN91iZbUKY/ePSbh/xnYqe/L4saP+DDfddrsYvuWuLxuXgxDGinYvUdOC8+gARucj5JNh6uK8AiDwo7PXjmD8/c5uUNfF5QO5rAFzLNj0FOJPjLyH9hyRx2mbwEnaY3JYFN5HeD4dO8PA6L1klbktijY+MSppr70RwISowuvfw+cdqEbnIxdsUbQU8F6tchb5+myvWEYuxFPRpRvM19ze/MyT9rl/+pzt6z5i7139Vvufn/i0bPt86xaz7howbI0nnwRGOI2F9z7UukCScPqUyj1IMzZTgmxqkrW1d3j5BoJy7ohHEsGH3518jfnGuauvE0rwkFEELIH6RXCrxRqBQtp0+TCvB4MQQIabk/jgoJmDcQgC0rS55w6wGxaeRESbSfAXMowohKT0KYwImz03rYtHODQ2gqGGuQmiYhdfAV7+GwCTYo6JGndYhdcWkXPAKKFaL+CigMXuQCCGXDAIiFr5F8chAPHAviTWxIFLzERyAOP3ESZUAhmBpQnjmQEkzj8GWi9X5MVYkS2QSjB7am4GpITwXAaNxvH38eWhxjENQbWg73EQlsvA+GthA01NvtJ9kYVBuKSCWLU8PkSI0NRleE76XG3DRNUcabNntzxnm599znac2m+XBztt3bxltlZi20bFlclmaVDF1U0b3+BG79FHf2oPPvpD67smoaOM5qT6yTZHnY3nKIY9WwBmivrglGhTL1ZWAWLTPhmu3ft320GxKsMylnS57rrSY4tUcXatKOKpSrGsqVfctAqlnkgNAZIuhZIOy8s6oN4cnQpX5BeMSphbZbUqqFdTXq/GjzPUY6lF1YBrPfQwJGrzogS9J44oHNCmDJLrfUoLlIEuq7OWybNtthZR2QQZtjrNPwpXCcDk9wcPwjOIRWU7xUrZf9HZoyJsAFt5EhMPqPbEXnV63rd/v61Rb59lt4uB0QeLBGC043gIyQt5wY058sAjRWmlRS5P35ux9QcAAwOEBma8RGsiv1Jr4II999BT9t3/3GXdFcekFzqj+UandYR2AZwQR0YH45ozwAkpZfpKZQOYbTjy6L6Y915hl/9iCCkxOAB8hJ3uoSLe1LXzjzEIBUTD+k9OiIcj47pN50sOQpWEy3j8lzo6PRQ1RaCVsIh0/xK8Nms+ynfPvyBdUomKG3bbx95xt338tz5mkyZPcoaoAGErcfgxCnyENehUOwCGJYHWxW2S351v+mAYDy/7YgWpudMdvF3MD8xN2EICC+ZMaHweAZ/6cxmTZ12kJlWDpdKFTQBEydi3q6jd7hNqJ/Av9vcP/ZvAtwCMQmMN0nvwrK9KD3Klu09RhcCyVgn414qtxDYOC9QMqrYOQnIvey+GoRSmS2ueLDLS1NHNACqpYExUo0T2o9STBOKFUYhSgNQBjIcd3AB4zjmbMgwDmUoABtKRaxTuKfMOz2KGlAHVQ4NFbzIlMKEY5YpFy23h7AVaZ93eLfykSu/3CnASrq4VqKhTKGfahElaF7PULqLH9qoz+pVOMSo6br9YzUGFy96y7nbbcNMq6Z103yq89/MdL9rLquY9vWaSJ3K0ax33S9tGQb1JEvFXqKwGtV46u9XFXmHMCh2rTl7+NW2WnWJGe8XIapJ6Bla9mJwC6tXUVyrrRRl46rP2xc98XpqXNbZly1bbu2ufLVm4zBbMW2Tz1Km9UpstxTLbLrdZ24XT0r2dsMvaTNes3WiLVZ6BViMAMMaLAotemgK21edUYFSgx5yNi3banUxAhYMc/RwLwMLaOUaBMaX0QiZ07zPLnYWk4fD1os8HbQvvDXuAr5sIst3hZs46iGavCe9NAMbnZQ7TwvpNDjB/y4SE+BzH8LR8ODrOAYuT3sNxUkKOXvOsS70Le+T7F7dOdWUytARg9GwAdX3KEOXaagT8JCCUo1dih7e9ZH/+d39kz7fttjfN3qjGmn9u8+cvtx6N+biANqw4Wi2O6+dhnfq1BeaawM3OV1+1yx0ddtOy5TZdbH1/P1Wt0a7G8LQzSQEXcCDmfd6tNHPURbK5umjPGYKQEuxhpCiuTZsu3/GcfEN1RXwAI9w0A0O4wmEBACaq4T1bQCcMhi6kGXosjwuI+hV/CFyVU3eB7vIsD8AJz1g3MjYaPM2QhZOTGRSZlMQu5D7gxMBAtXpYxtOKw3V72DMCCuZgJnnBH1zY9P1+ZOkYl0xHTwbfhVwBoJC5hGI+6X08nurAJAAP/6y/L7Qw4H1ZRooJk00j8wlIzFsLHqGUAz0HVQnEMB6BzUnp2snpDCAkInH/hYXoXE4GnftxEoDJGTefspwqmHCPRXPN3RJg4ZmTDlupmGeZjHCvajwcURhp/x4VuDu12/aoaeLoUKEK2i2x1plTrON8t0BGi9371nvU86bRdrz8km3dsdVefPVFZR5csoULFtj0xuk2o3GmxHSzba68KGLSZGn4opbRPau6MCdOnLDTqqB7Sp5cl8Iy9TrWAlHGrdNbrbm5xWoa1fuoLHhBI0oRPrpnn+3as8cuqQ/QiLw1SrtTGKtUse4WVaudP1dgaUaL0qWVYaOF3CtP89zBM2r6KCDQ066MDzEXygSiiN6ieUusaXqTAI82HcrlxHpAVO/0MSW8FPY4Lwc+rDo1zmgoHbnn3EXbL63QMbFCa9RAbsH6FbTqEwODiFfzGK2MMwNce/TaPIVSv5aEp5knyga9TbBNSr0t12ai4l75w3326rPbRIu/ZEc6dtjOY8fVF6nOGzuyUQNW+og5a0Nlnrmg1kNKobrsgDZPwhf8Tv0NZ+60Pp29oQ+OZwGEuiIY9VJdK4JQwqjDNKjU50O6Zrx3f1+og+Qg39dEaLERmhEGoFSt6syjmo9XrooWlt6nVmG9kFVSZBPKGhVf1z1ev6poXIXmygn70B232wfVSbu1pdk1VdcFGEfljZHm7ynePrejp4wNEXh0Kj9el1P5XCf7UthH/Cv9mFuJl3USVmt8pvG6vdUHP9PbSOt9UAU/C6vEwunZ9J3vk85pr33ze1+zf3/2Ac2pIpsmAFOmyUKK+VWFy7oVUhmQ3aFIXLXAQ6U8Tca9T+Cld1CCam3aRdqcqT9VoTpEgE5KTPSKtRjR5o1FRDjOCi7FofRQB/cV5gXghWMkrUKwHQLK2BgBD2fU9Dvec6XmAuEYGLhu6dkGKB6GXdVZyhSau3vtbQrvrnBQ8tjW5+xI2wkdm8qrKjdQWesMzWSJ3ZsbpjrA2HP6oJ3qPK/r1RzTvG5UC5Df/siv2x2r1tvFsxfs5JHj9sjzT9tjh7ZIPKy+Y5rDowI1eUXSl+m8lUqRz9PGxX2NiW1qEwtDJWH6oWGjB2i/ICYV1FkuJ6hRwuBxXU+BNsuOq906ZrF9+U+/ZLev2mSbt2yRs3NIpRpWyntvkROlWkPSYyJG7qGQ4IgKNQrEHJfgf54ylRbMm+8OhGeManxoFRNssqYJekuWpQ+m7/Q+ZxIjEdq/+AoNeh4cSB9HdlT989pR4R1uTTP7W7Svvt44egxVORoHwIQNPeyjYS1mGZSwNzIT3IGK1xPej3idw2VDSFl2JRwnZMLG/RWCAGxEiDQDcML1euuSdAI/RwAwztTpequVtMH+0aswD+ebKA1bkeoeFWheH9u1w/7my39pDxx42pY33Gxf+Mxf20oBkS6xNXCC/IdN9qJ6LiQOIM5rwaiUBrZl29ZX7cyZM3bnXbfb7Lkt3o4AcM94BgkI2rAQok5zPe/W+SuQDLqXhd7BN1iBDGcUosA2VzeCvgPPKQGbLF1Mxb9w04GZyDI6obiWjI/XdCHFI4jYAnvj1X8C0pQXxivJmQhVaoMH45HgcTzNADrShu6TTgYi+3v2QabXODYLnYfJ06bU9DWJ2woJQyCsgwLUoHhrgKjv8caKMD2AJXT6gBBOljN5EF2mEBKZA4CYvJhG7uAB0AZwiWDIm1tGzU94gNwz3XJvRNBMIuLKFPryGhg5k9PHFQ2Ivnwc4nX5vTKGfI/Lx3kddz4DYr1hjOLnMkUAI4BxWjSE2X3xjsnokC1Upo6igJpxjRtlzSnL39Fxxc6fP2BbXtptP3xqu827aYrdsna+HX/lshiPFvul977FWhQmOiNtyqlzbfYv3/i6wkNH7a43bBIdXq3QzkRV511qs8TCNCosRL5BsdiJAsUbxlQ8rEM08t69u+w1NXC82i/Rl55freLkS2bNl7e4SFlJU6ygSnOVtGTNo1OKhe/bs8MuXLwgcDLgY1GIQFwbZZ0yo2ZOnmHN0+bbxHptmNLEjCgk0H26w44fUvhJoae2SxflgXYo5btSHsA8eRDy5ma3qkaJFpHInmGV6C9UdlCBWhQ46GRcYWf0oAelUSHMli+dS7sM5UHVtKE30Zr166xlxWJlW1DIjkiQFqE22gJSMViaOZ5Uxkj6nNfxEc4opKLKdzZSqcZozC9l4xykU/SLj9oru7bbI6/ssBmqJiyhiPcJGlCaORtklTZU2gEg3MVoEFPGE+tVRV8yzBCKligkwTV4pp6XFAhVYqnY66/rfBUAGBkRqlGPyKMNDExWc5YbYvafHRxnDWqcSUqt1Yai81O5eUDXly8bg3iP0gt65M5ODIhJy1NIYuurO+3tYvPe/IY3KuV+ic1bvMhBJwoNCpQFj0Zz3UMnYR2wmbjn7Gys7AnhNwplSj+U0SFkEH66qvA9pMXrc74es0ackFVAPNTOUc8eDVGJAArdxNtUPHHLi887u/jDbY97HaFpEiYPqYldnsSOZCANCiR00chS/9UoUwd7irfZK3alR+wGpSJgWsl+rFJ9LA9vyk719alJIRV43XQHR45Ua+YXdtD79wgYkUUEvY+3XkQ3Y7emZIwp5IIlxRjrnrAWXrxQLCraF5onenVe2RE2J8S4H3jD2+y2pWvsvHQHX37wW3a2m6KS2AABMAGcEqW714rVaJ7QZEVjZXbsylE7239BbxCoHi+yjYtvti/+/d/Z0iVL7MKxM/bCE8/ZTx97zB7a+ZSmr2qA6bnUq/FiRZUYWl37wFivXei9bBOVvTRB/850X5TgWOMsQMQ9IkaGLbimokokVzRIN0XZvT5V0r6ueUiBxH/+s3+w25ZvsFd27rKz0rQtXapO09LXlagyMCY1hSpgxc/KBh05ctjq6yfY7FmzBXA07rILzuLLPhOmCkVIE4zlO3MhzIfc0LvH/fjy7NG0jkO4CYYCm+0ZYdFxzbAlvix8w/I5m4HbEYik7B8kDkmLkgrCBuYhZAKH4wUWxdcByyHa/VzQw/W7PsqfNftA6DTNlktxVu95Fs/FfXi4xs+TjapwPhe063w1KjvB7zi1aLlqlOperVpaparh9v9R9h7wXZfn+v/NhpCQhDASwgoQ9t4iIgIq7lG1rW21VtvaHjtO7TltT9dpa7ddp6fL2qV1a1VU3AIOhiB7b0hCFkkICRkEkt/7up/Pk3yxPa/X/5/WF5B88/1+xvO5n+u+7uu+7t0kbH99+s92/2sP8/0h9sdv/cgWTp+M4JpSJONhOlM9OYuxoWwadEzCGDq3ehLPuqbjvGejrXhprW3fvsM+cuv1Vjh+KOuglzv3Rh2f8EO8Htrk/L7ML5wOyxrbqAND4Jus2BexCikMjO6Z16y85BJe5wEguQhnyC49tjiFmwpgRGMrCwx0qRao6wp8YYQaV8iBQjlFX6E9TX/R34VetQnLU6IDwITXaTGE43g/iGl31+Q17hLqVJrAqJCs6vOhGyPEw7D4Ot4z6b7yOUoq/YTMMp5v6NlPGBiugwBH6ERK3H5TAIxnpaLrBWB07ZJ29bA4fDX907Hr2uo9Ux8e/V3XPwynTJiA5GH4VwAmXNPQDfZP10fXKwFsvhHzpesj0KTrphr+GbogvF5NbbwnuhaJr2RApc8S0NDGWN9w3N548y374W/us/xRuXb+rGm2dd0+G4549uJFsA8476rLpxLW5g9//ovt3LfFLly0gNXBucFcTCNrGgLIySf4D8ARtzO6li5ygCVD00a3a/NmO7z/oNPJqpdrHlLh8AKbNGEKG2AObZnM18kd4MdTgevmfuZxHKNGrtfKqVT26iojaDicguDA/oNs8ODhNnjEEOtGd9LpymYrAnDsO3oAx+HD3pLdmevQf0C+jR49ls8HwKl6AAAgAElEQVQZi9dNLkCJ49Uy08ao7iBpE7QsvewKuOkOSGADasX9t/TAYduzUxR7tc2ie6pg+gSYBTI96Whouz7DZqtyk2PGJOMJDGQE/wpI/FufQRbSCRDT1IPyhUq6PAflxcds7fq19vqqV+2h15+yYUMAMJqTQ5JQD+1aRwt7FsBOU2SV4eihl/GXPrC2Dl2EAAzrXoyR0EaY0xWyP20u8gjRl4JUmjMw8mlQR5NYHGWGHSJAjwmu70qSH65HB7vYni4GkSqvdYZIowk4t3QyunQSGnXn9GYDV9m5BzqSHXsO2GiGQ44pGGEL0TwtXrjI+jCY0pkGB4whQ3bwHQKEC6uFN9pZGGXCAjDy4PPnoJ2b8XML7xDAULgH4d9ufqe/CcyIUfaAwzeYJt7Ie3ZjXlVbdaMdBES++Pxy28DojJd2vG29c9ItE+CiwaZcXMumW6eOMk0VLrJqre0NiyAAI+MgeeiIAVH3kJIblYbSOH+BSm+fhiHxTJNjEegLACawvKHExQbJ76q81ERCoePXhu/ZuwS/mjgdy9jKojn8bjKZ4/vqPlJXkcpL3WSYx/urRPOpq2+2BRPn2jbW7h/+8aCVNx4Lhbjk2rgOkGuRhUt3b00k73zSqlsZ2moMaD3d0+bwHP/hl7+xEWOH2aEdB+zhvz9iL7zxom0o2mItJLBDKBtPHzSaMRaDAKPoWCjtvPLuKspCLYyT6AtgKvVyQX5mPtq1we7Ee5akYNv+rZhWYpxJR0srMbQUJ23F05G5BXbPl79lC3Bu3guDWkKCNIWMvz/ztdSmLpG8YqviqJJLJRM7GImizrwhtFDL1bgPjLI3qrgZY3AlDy36gYHXvYhDcMM+ExJG3811XdzXJ9A1vjb1/QTAxFJH1LvEREW/FxNwZ0EScBT1a/o9ASBVKCKIiUyJVy/4PAcuWv/xT7GdcQUne7HvyayG2JmopadzkyGda7edgUnKS8kxBFAUHicHWnpP7VHaqzlN+fvoSy3Q2s8yaKvPzmVeGnHm8J4d9swby+xXz/wZC43O9vtv/MgunDqdcn4D7eYYEHah/I0cQOVRnZ/2QV0zxafTZ+t4z2Z76snlthWz1DvvvI2O08FcAzSRlCfdJ03sS9JhmTzAIc7MGznFnXhT251dt5J0IkUb/xiU9EbdEw1GpI0jgBH9LDgYXiumIDjf6qIJsISyjxBv7EMPoMXdwPxiBVpYlHOYEBtaVR3MpACYgELDhQ6LIQCL9wOYdqGPB47wsDr9pGmzAgNkbAoKcjLU9zWQT2+q93GGSYyU2J0UAOPoNwn2qQyM2Ak9HCrDOVJOgqvPTOIdXLPCjYgZa1zECpo6jygobi9pJeg9LqT283N2K+nC8Yyhg41qr+cni8+FxsqK3wdg9F7xwYqLQX/q9ZpGrIUusKIgqY1apaw+dAlI0Hu8SlOdGUwIS9GL157B+Gr1+nX209/+D63HvWwk7dRHi0osHyX5KLp6NP9oFOJe2bu+8ebbTLjeaYOGDHJAqo5dlRKGY+c/jf/y6f7pQqatToWefZnTwzGV7Sm20oNHCLr1Vo5t9aHDh9j4etvwAvQs1GSVFRQAaOSqWwtIOo6SvRIW5Tj/naB1u4Yuh9Mqr8B8ZLBZ9iNYFgwfwXRsgBX0p8SytYgLj5YU2aEjhzxYnsDivDv0qMbDj4SSHj5c7r6wNhyTly9U62atu/241gfXuCWNjYPNtaWmwYqhz/fv2eutgtNnz7Jh08Z7tty1QUP1NAk4EZBH2J6AGN9oBQ6E1TWfTM8GJa1OMD6naXcKJVXKVbS27tyx3Z584km7/4U/W0EBAAZR6Gm0GjV4wpyEKugLgBEoEFhRJipDOWX4VWQ60l90lUuxlKNihiT4VacQxyF/ELXfehDn+z14RsLYCekENGshZGQSjsYAmwpgVOYI4zoCOIuxoRFdkgzI5CXTxLE24MQp75C+gFutUU271TOkIFmGnqkrn3eqstZuv/ljWJN/1NefAHaXPpqmnLCszphojQvA8JHSwQSy0e+NxIqd1TGWCmCSwJEK3h20KFAr6IveTrQk0jP43yVCycKbivDQRW7Jxxttx5r37IG/PGgl6DfeObgZBoZSEJ9XCb3emW6fkX372wkATAWMhuzSu9GGLoZXHVcyl5PHi86nN6UOlZC0GUrfonulkocPteNYxIjp2NT+7GUORcxEBNmsDUDGPHx5/EhKXw5gFCOSGBQSQ64KMUhlIZVnJNB1YaXYJUTgn7ruY3bBhDm2ftd++8OTf7G6M8edefEOMi1DTl5dSnIHA3LS5dPVTpw5Qet4uuX1GmoTKbn+91cZNDpqlD374jL77k/vsX0Vu3GMQS8BAJ41erJdjKu2nqlsug93kCz89om/8ozUoK3JsRKaATTGZNoQ7A8KxzEAdjJO2q325CtP29tb1tBVOMaZweMI5McMLLRZk6bZDZdf4wlSDd1N6l4RYyqjPLVvx/lvWvdKyqq5DwcP7leU8y6XdDJ7ARgxYGIwFJv1d3eojutWyU+i84oARkMq9ewLxAjga+06A6KLlMgiIliJvxNjbAQiYZ8KGEjJQNTIRHZB4OVfAZjo3xJWeAeA0caepArtz5t+LuYllKJ4xlXu8mqVkq8IXjr0L8EyQvtieLbifuP7gtJgflkJtc5Bya1eo/ldOdhOqO2+GJH0WxtX248f+YMVl5fYr/7ze7Zw0my6QkmGeOazYCDdbVm6L95T76X17I74rZglsrL+sewF27hxo33qjtuQFgwkhte5a7qAvda0wE7EHO374ZyCSWhgzgUwUZCqoBaBTfwFL4mo2yil7h2DlNfa/CuUX8JQQ7UNhnq476cqy3hJRcBA1ywICkOtMGzmPiNG1J0zM7qCgozKElH8efYVLnBkJ8RIRMQbL34EAt4JIe2J6CdpBFh86iLwoXVJ95VSaVHo3t6XgA0X5vJ7TiOz+aUuxn8FYAIDIx2RQJucbkPWl1pCahfjpoIOzlsTulP9dmLJLmbn54AYARtXLnbod9rpzSSbjK/3a+Ig558BXur1iw+Yvz4pIfnv8QOvW4s+RHSn4HoCAzhtGDKUE4CRA/OBo3vtxRUvoIsptaJjNdDjNXQU9La+LNo502VcN5tgkY3JVY3tP3IAS/z1ZERVtERPDk6kBJP5U6bY6CHDCIxkdLA9vURXquX0VKtVHi1FT7KX0lCJVTAospVNqScGbrLJH8g8k5FDR1peXh4dLTj1Qi+Xl5d7K/YBSk/Hayqth6ZNE6TlYzCAssWwIUOY6DyRoYgDA5CClq6qrLDDRYdt3yEmV5ccQahW50FuNOBrwtjxlj98uGUN7OujBpRRazeTzXzURzWnA2CYvNxSxfTrPXw2AEbtg9PnzrIhU8YineHaCsDI+M7xdBBSx25frfPAAqoUwmZK95N318gqlVLSGalmAdptiDGkaSiBbXroz3+3/3nydzZ4WB7HQiYDO3K89hTltkamdKe59bzKRS38TIFcjExNLeZogAe9hwOYJLipvVaBTq+Pg/i0FtIAZbrHGiMgFqcTa0+tnCoBa5ONz3xw407mlrnOLFDxwUTvrNWgS+rC8+GzsQigp9hENc+mP91ubZ7Q0HILIE3T9GpKHIcJXrsQiH/j1i/bXZ/4DBqpviFjSZPgL7Aufr2SC8j8vgBgJKTWgtYoCOUjXUNMinR95Fr0TETg4rNkkh3Aq/3aYFSeEoDxqMT/0vhPSY3MympO28Y31tiPf/IzK2ETP3Sy2P1y+gBSGgnwaTCJhbjE1gIGi8n8a6DcXU2n2CknYzZidQJJIJoBUJZAvklJnlxzCfBy4Q1TeTX4Mxx/KoCRI6o2LYmiXWDJz5X0qUPE2dGUEpJfDQdmbHJaSioRukU7oJbnQaFWnVJ3XPVhWzJrga0BGP/6sfu5cGL81E0YvL1aud8NZ2Flea+0s90ZophpZXUVKMY725JplwIoZtqN19xohWNH218fecA+d88XAOqUPRFf1/F8jc0fbVdMn0eCM9QN5zax4d378O/pSqvEUbcfA2BLLS87zy6fSdmQ8vCMSVNI+bvY7ziWh2kAGDxwCH5HdAu29rCPXnWzLT1/MR5UeELpfnmS1s0tHHS86vCKICR6jIk1qCWh0fXRYEmV1AS21SSiTrguiKzj3qINXoJxT1ISakPX0fcUxUdnYAJD6QAmsjb6Hdd4xOpC8ju8xvfA9g6fZEUqBiQJs++hAdE4a5xqJheYFr1nR/konp/+1ATwwOInhm8qiWq/1YgS93QJAEZrLxXAdJSnAnmg9/fdNQEwcc+Xp5S7zHMeYQhn6KzrRntkWl/cy9HtHYMlX79ts/2MWW27Srbajz73NbtgzBzWJyV+Yk82yaOu02l13nF8qfup2NlmLvRjzzxtb771lt1+yy02pXAMzwmOvYBRvVZ7oj479ff82s0aNuEcABM1HT5g8X0Axm+gfolyUOy80RtHAOPN/U47JgDG9SAaHqYLqtKtOCoBFk5KmhsXM2nTDChUQMbBjN+skIEEt0D3wmWx9QlIV/tGQDYe05R+uZ9KsiD0zdDeHcy9pIPowUUUAyMA0wkAE0pIGlUgB7LAnQW9SHCtDV0cCQCDxndNjA4u2WhEqynupWpgnK3Sf3rjZJF71qUA7YLDsPDb6UhnpKKRnSj9IJrWf/GaprJK4dwVUrXIQr3Wf57cF980FNQjA/N/AJjITL3/tU4XOnDEQEqDAAnyjRjSnQUUqPXVdTuuBwizTFRB7I6NeNGxPbhwHrJ31h60p5e9g6C12gYT4HpT8ptJy+LSRRdD7eZS7kl3K/+/P/Sw16Rnzz0PhqSWrrDOduH0qQCYoZRu6E6BcuxGZtoD0WoXNs4Wyh77mZW0//Aeq4OGrGbAZB1tm2kEqyHZAxkfMMRyEd7mjRjqIvEaMvf9h/baxs20Tx7ZT41Wjp4yruoFsOpFC+8AbPgR6Q4u8KxUG8lp2nvlc7Pv8AHbdmi3u/XK/z8Pd97JEyfbaEDMwKGDrWtW2BBkNKfWapXBtO4a06nVA5RaaxrtyO59tnfnbm87nzFntg2eOs5daLsAYNQGLFmLt0yLmvVUzBeVswdy85QpXmsa/9SYAY0XgEZtw4W2jVbqs2gxesJS1VfU2t9+/4B954+/spGjBgNg5LHShMNwHZOn63EjhjWjDV5MmhgADWLsRc2/keNuhMFRxikWxp8/SXnUWaiSBIBVm6u3OYomBlBIVNlLM4wwCNTz3MxrlJH7SBFlf56N8qxrU9D11NoU86pSh4Ixz1w14m2B+wGARuU5tZQxshktkUcWfBaAVM8GOaBvlqWjM+qEy+vuE81kY+vt7o/cZXfcfJsV0P3iXQdMhQ4lz+Q+KHbrOUdn4bPPHMAIgCjL5E+pb/3rfUmPs7wBE8VSq54H2eQrHLglhNqU+EzNZnPFP1orMTtd6s/aG8+tsLu/9lWryUKzQgbZHWYjF7FqFyzvs6DVB6P5OQlwPAKYLqOz4gzPUGB1NTJRMgTWA8eerlhIAoa0yYW76iySL4qy59CuruOnhOTslStDvHQrC3yKhg5gdGpiXHwSmxhy7oNKUwI6zsJKC6FsnPMTYxNAkTYgmE6cdXtQfr1x0SU2E4Hru3u22h+WPeJXTIMY03v1AVSSqPDvE4gtpbHqc4YhigV9rfh4Cb3xZrdd+wmGtV5g08fOcSPLB55/yO760V0+925gRq7tZoL8kD5D7XI6CEeMyrdJPHs7Kft8/+HfAqgrLB9NWglzzYblDrObF99k50+eRSl6rjV2a7Gv/uoeewBGaGj+IKav1+N7lGPf+eI37aZLr7fjZVW2n5JvH/RzGswqQzrvglX8F3GWJNn6dzBPDeDfu4AkVuc/Afce6bC+6vNXHNUmL2pYexbkQbh+yRrR+7peLGhF1OKtBRRmJummhvUe2pZDqcgZcu1oDlAi49Ghq4kMTGA/AvB5vwYmbvjOeiZif63ZWELyjqVkX4r7hv+pVZaAHz3roZvnXAYmvD4kS8G0NUmukr1F/5YxYZQzyIXX1xX/8woLpf6srO52jKRt7aat9vvnn6Mz9Q375h1fsPmj5hF3cGHG0qIvyeBZrpUzvBqRQaIUz6s7z+wpSqGPv/iMLX9pud102bU2F0F5f6a8d6fUJ+AnYK8vXVsBVH+itffNHi4AE/Qs57YDy7tBQCMgLz8xIV0tivZNOKFyk4sQ+JIkgCRgIvyugllyk/19Es+ZBGSE+UQdwSQU4sLNdBEVt0J8QDcGhnnUiV86gZB/+A2I6LFj09fnqg7KMVNnlyGVu/+RRQZ2InRa+HA7fls32MtcyfEFcMZP5EHgAOtcxBxGLQSfi9gu3k1lJLnlOogKHVR6ncfbJM1LBSVuYuUALryXU8H6XrL446m2s01itvRz7pfeJwK69oGcKd/zz3k/2HHEHzau+J6+f2pz0IPt2RnCPjFJvE4zq3TNBSjESOk/vf4UG5DMttRFcaoBM6pOp+zdTXuhj1dYfdsJsmna5siYCuj6mTltJkzGaMvPy8cEqQGh1i6YjoOg8WYrP16BfqWXzzAakT/E2Y6BObnu7tkNJqYNukLTrCuZkVSE0Lai/rgVVx5zj4h0NosBeEf0xdFXJaShBcOYuzTAQUw1paR161bb5q3vcU6Eeh62PhjsKcvti5fFuDGAEjK9PjmaXM2DgYD0FN0NmqJ7qLjItu3abEcPHiQ49sFfIpfuhhEIFKdaVgGTq2GfVFqkLuTsiAYNNrOxdieLa0EDUQz7sh934AaEx7Pnz7e8SdDfrOFOdGt0g7URwxK62/QgJQvfV68nUt7Oq/mJeolGJsibp1UmepSVzmiuE7qfM/Wn7aW/P21/fOTvdgJQV9dEZwYb0Uk+82hVBRsjc2vQmJwkgznNpqO5UmkE3Do2SAVCua9q1IBs2wWce9NJIFHpSQCrHHO9dKsSEgekKcCaXaR1rbWj5KOFe3Ics8JTvJeCWwbPWG9lomSz3RTYODc9WzIj824ZAKKPEUAIqkdYbbY+PJLSWE8EonnM1eorTQLn3YPN/zTlhMOIqxfPu9AuvmCRjYJlkxZLVvTaqDRtvNWHZxIfRLB5+Ug6GL4nRCOhtfbpbgEAhACjCxxQi7MKMWvVik5uRei3SJgdBXTFNj0D8u3Bt+QsXWalew7bGytW2U/v/7XVdWfdIGjPZA33R/eiJCgboWg2fjH1gJbd+JBUnTjhrtd6lsQIyONCbdHNckbGtVnXU3OJZMqo9Rk6MYMBmYg3T5Jca8XzCXjx+Uca3Chg4gAmmNf14LqnJVOoY3btPLc2RV4rE0Ndmq6sU7Vpt3BOw/oNtklku1MKRlFezbYth/bZg8ufYp2xRvhfmvQL3H91NTW14qjNOuvdKc0mkGzsKD/MFPU2Zlf9OwZxVzBcsZ/PuFm2erl95X+/yfPZ3fozomMfzOmYQePsxguWILLt575Ru3i27nmA69dYYyOIC4dKj5DAjLFPXXM7QGiiDcBV91TXZvv5335rjyx/FN3KYMBSJxvYs7/d87Xv2JLFS60WFnf/vn2WwQY5EGAcNmI1YuiShI7X4FkWyp5xaK7rSEjC5SYcNZiNp+u81H+mjvIrLf5d+yM8ZbBqa5P0RaKuwrrxASBqB3ZmEVCK1URn9hZ9adZSm3x/eJ6kRojJsxza9Q3v8EvKUs7qBcKlPeE8R9MiAKX7lmhhfC/0Dwn7SCjfhhiur6DPCes8lnZ117VWFNu7A9A0hkIvD+3SYW9tn3SdxJ52rU7cePgzjBJSi38YgREMXsN+LSY+g2SpDpC+F/b6sReet2fXPm4fu+J6WzJ5CX5aQ+gizLE0njetZXePBsTEQY461s5onc6SuT360tP2+PKnEf/Ot8tmL7ThyA8ysxmKSgwT46s9Nl7DeF06nTdyEj4wAaS0e5kkLZECMNHAzg9Yr+FkFAgjJRb7uYUkW7VYIgMQYwZnqfcPiFQINrrIeuQOKCrcl6SFrKPuGK9SABthcFz7zfIgpHcQyEjqls7IhPcMQxWDG0QQMGlBKKuRr0K4kXqaO7N7hWNSW6mYI51zCNSeErvotwNNx4XiuqHkXDzj9MCutlM2erf7lzisQzWuk3y/mNaPPmGfwoLQCYXrIQ2Sgl07KlcpTEBJQNOzsTBFOlKE0eDOg1yy+DvMAYOeIU7T9kXv1y6hx/1JSlasflcgxh+W0KES5ijFYZjKKEIPvja/03hKKBg38e89h/fbxh2bcNAts9qTFdSs63G/zKP80IuuofE2C6+JnpSVtJHtP7Df1uAdUENJKoMOlNKS4wxhzLdLlyyxyRMm8HdGAPCe9TV4x4DW2+gmaSAzLSordqO7KmqjvXGCzKLUpDKXNuQclYcIxrnDBvO7Z20vPixbNr5nZSUlboWegRB0/5ESzqe3jRxSaHMnz7bxU0c5Q3MaluMMwUcdV6VFZQTYzbaBLp96QFgdQsz+1OmXLFpiY2dMsizqvj4luQlQgsV5Z/5s5naILj9NuaCIyd179+5G0FltCy+73PKZrNzEZtbG5qe5zdp8VSryEoYCiqNcbbwhOPmUW4F4BWTRxnrwAdJdWL9y9kAh6lOtN7+wylatedOeWbvSdpcctimjCmlpbbBtxfs8u+8Oa3IcQKJnNB8BczbA4FQrAjwBa3Q8bveOSZyMB7MZnyBjtHoAh8YEiHw4RUAWC5WVTBE+DWjRQ9eHuVaSPO6CpaqGiesBkByMJiqPYZuV6qzhgHsww0et98eh7VWyyCYTU/YvYasCUQ6/U891raLM0BOQWpA9gGPH5wPgOpAyQxZskZi/wTB3o/AJGoS/kCYUZ/cZ5KLMHrBLls5zLEZGE7NVbpFOiGsrLNMKpdGJ8lsn5hR5ihwwu4MDb692ujxiGg8G/j3FDD36sZ1Vr1BY6wSSPMsPju8ttbeee5GNfre9vnW1lVXVIGSvtzyGmmri8lm6KvqynntkAmAaz9pm2DiBuHRdewY+9mb9D2X4o3xfqmlZLsUXpyfATE7XzWqdVquw9HIeHgNb7eNKpBdgvShzFUsTZxYpvgU4rHKfLPn7AECxaqfLSaBHE6i9nMBJNPGsqpzeh3ul507dUNNxwr5o6lzLpiuwjdi1BY3ZP1a+QNUcYErpXDOMVGrqgo5FyU1pE/okyl4LB46xDXgQaczDH+7+vi294gZr5FrsYqTHG5vftJ8/fh8bW0/3WCkFUE8bM8s+yWsGwrJJCL4di4GfPXofz/RJF2zvB+SMGzzGvvzhL3onU0VZOdPmj9rTTJF+adNKmLtBNqxnvo3IGmb/8YW7bdrc2V5qLCER6o0oWBPlQzlT5U2B0GCA5/4u3FeBdt+bfNQLpSPWiZiu6tpy7O5PkhQxEBZwVrm3xqZPhilaMA4QQ+tvPR19+Cy14uqrxFst8l3Fvsu8j8/X9O007rebCGpUhro2iXc6FGlFxPzL36pFDRCAVRf/s/+kAoUAZJI2ak/ak6nL/veOjiQlFPoKACWKfMPeFBtEnEXn525uqFlyJIkq4caByXFvCOG94/31b5/+7Kxp4tMitkeAN6jxEo0YIE/PjthBWBO58aplXcx8LSzr8889Yb999j5bQGy9cfGNli+LDFi5NlyppX1zft8JimDsJzalC51mbYDjh5c/aX+lXDhu2Gi75aLrbCKeQn2I79VonDqxxwdfK10PufmGbqZOF4ydBh/RYZWfapAWfWBipq8/9SY9lIUnJ++bYcxqQLyeySsAKxAnjIUer8g+pIpUU5mIQFEEms3p67CjJ0lTQNayx9ZXBxOiuKTFkLjyRUCkxSSxZWIXHrqNfNsNlFqYl54AnQDSokCyQ7sTXqOuD7d89/cMDFQASNIGdFy3CABVg1UGqiCYChgCOAmgIR5/ctn4t5ZHYGviz/Q5ooJTKUGxLgJNbpaXdIB1LMhAH0e2zJFtCovTTmcmAK+dfUnQdET40gEF/VEAMOEeBdZMICkMnpQyXe6totc11E26jc54XxBQoMy3ABx279lCbVmGeJmUZo5Twx4EzXw++hNGCJBxHT5ymDbL5XQVlPkiPVZSChjJtoUX4OiLT0Ouezlw/gQCiYhFc58g45fQ9ggMiVqee5L19kNr4ECKwJGGlmDw8AJvu83sm0mZpdoOUWvfQidTCcBHy0EbDmIMAnsGQkFmLM2ZihNwX4I0c3mkueF/FcXl9t6WdXQ37Hbb7ONkF2Irxk+caJPRzhSOGcO8pCwvt6iOrlJDfacmWAqyaoDVnk0b7b1311kJBnmzFi60OXPOR/zJvQd0ZOYPtOZsNgQGQGqOUthFE+CaABj9258XXX9ttnrsW1VXQnrJG3XLITsk0dv60mpb9vZyW7Zhpa3fvoFW1tnWCkA4jIjOOUvaHGsJmtpkMgmkypTIYfw8TzKETYI6+S905/r279vH93hfN06TY8YG+GjkNRlszD25/6LdO5O89OC6d3cxs5qf6Cri/es1DBIA0SjNFGsjF5ZrMBRwANg8eXRvSVytn+ew2eSiXVImnkmZoYXzbaAkUlZJ5xjHK6F1Phl3f0CNXjdA78UGpgGgGUy47Q5bpDJaF5XsJIuTXlWiXcpPPhFcD5rYMe1n8tWJD1oKgHHC1q9ybAgIwCbcj/ArMbb57ZFxIe93ZOsBe/nxp21vySFbQ0edNC4aw5BNptgXJqAbmX0fjq0H4OokHWHb0AacBNRobQhApMPSDAPs9ITS13NRhoA8Te6zosa5oI0IeJvVWZTETxWN9Ly5kSjPs+j7oEGQ+WDs3iSZ4mc9WNcZMCZqlRaIkQRAE6hdnMw5qKSpLL0XQPMkz5K0OHMQ3y5mgnNPNogK7vd2zmsVwL2NhK8H6zoDX5Z0yri672fYhMrwIdL1mZtXYDvrSq2O93nsnt/bFZfdaMWHDttbq9+2t7evtb+98qgP8OuOLkhTp+dPvsDuuv6jjCfpZhWItEBIzfQAACAASURBVLcw2f5vr2JuCfMxGPa0uPq4TR011X7xpR/aCJ5hmVi+svo127CPqe7b13gpa/aI6TajYKrdfOPNbG5TrRlwXl1RTmmzN+siwxkR3dNmWv2V2EqzpZJSBDChi0WJAiURfHckXdi1e6vt2bHH3t29yQ7UH7aKo1W2dMZCu+mmy5k0jkM0uyM4AFdfDX6lpA2Y6wVgohXXmnmGdC/kWi4tn4+ckN5EDA/M7GnE8ipRibFtop24Dpdx7S86LgcYSXxN3UtDvA+6lVSQ4eHAcUP4vdQOpXZX+aTsE9gJrSDWFPdY/45aVr33ue3YsdKRzExz8BNKYPHzfeiv7+kh6ZIvpn56mgYO2WuoQ1Xrsbauyl56aZn9+PGf2fRh4+zjV91qhRNnMLA331owdayDhfVGGmddgvQhxBuVmRts+Vsv2++efIBmiwz78KIr7JJLrmYMTJZVA/IFCCXr0LMgu5Zwr8EJC8fPRJrRsUGnlovisMVUAKMHqReZZnJ+4YFPmI84xz5qMFLZkHiT2r8X64PJhppaDom1sfjaeKO7JuLVCCYi09KWlITCXpCwOnp/cfCalUJATgUw3l3gKn3VKEO7tzMhermLjJMbJoaG/6n+7LTz/wcAo9KLFq0e8vcDmFTAFoFB0LJ4ZO049uQcov9LpBZ96jXvHaeDR4oxvFdo6fu/9DOpACayNKnXPAIYyX3VDdFBT4agHjRKoX0+ioxd3yBhFf9Tt4QcKfXfRlxot27dAHTHdwS9xTFAjejpKePH2+RxU2wMXQbqNHlj5SqcWY87Cq+uP2HplDmG5g9ms8rzsk0u5aAs5ptkYxDWFQr0BOxGSekxfhddAW2YzWQXAnk6Hl0jdUnl4gMxddo0/30xYQ0AkI0bNtievTvQIpTBACBeJOOtxtk3nTk806ZMtkkMfRxRMBJARImAc6rhgdlDW+AR6usVleVuhnVWluus+/ysgTZ90nREvcO8q0ZeJlo/LUyn7sJ1qyNz3LV5k61+5y1KZVttBiWkS5cstT54GJFLW/bYAqvLQXuAOFnVDcfYWiweWJMtVQAmSQyi4dpZtQTLtIzOjK79MOKD9dmF985za1605wEw72x8y+ZPnIMdzEnmVdUQaPHnYPNoBmDUoolpQleiZZynicaAmQrZxRN8Rc12JSPsjdYlHVbDB+qpXZMAewLRdSXaGhmDAe+8fVJZYHdeJ11EfwzOOgPKKmlZLwW81hPA0wHwytSz2FD6EOg1D0srqKLipJ2kU0QtwyOGDrdcNq0ZtL3OoMR4GGH26j3bydSrrJEgJ6HsyOEjMCabYvm0s2u68TDKi1n82aM7Ohw2j07U3h2ceKmZC4lOTeLuLgANb4VlA2mT5TbXK/rSeMxKGBhvCnALh8Aau4+GmFbf7HUvAngPra6sc25WF8BAxd4Se/6hx23zPvyP9m60CgCxQG8Prms/1kIm558Be9QTw7vqukbbSQddLWtQAEYlMzESI9BS9UBrUc4zUAqA6Y22SFFZU39PEcjr2RiCwI7zS0y7tCHruXe9A2tdXLQ6iULkkNdU8IrpjfDWAQx6qB7EinRtLr75aYieeuGYNM04jzpYI7XMzxs33S6bvwjmqNE27d5hu5k6v7f0qAMqJL6UhbK8nKvttJHzqeL50DFO6ZtnR1pr6YhrsH98/w+25OJrsCAosmUvvWDrdq+3p1YuY70FnURtw0lbPHmR/eetn6b01YyVwl7bCoBZ9u4rlKJPYlLX10rrqm1G4Uz7+4//SAwYYi++/JL9mvLRsYZK21cKo8gavea8K+3iGYvswvMW2Mgxo/186okJ0uuJYYhDRFVmkDldD87dtV3SDfn4Bl1X7bUw5RgrduvR2TZiR/DMky/Yk2++YPtO7/cy3yVjF9rtH7iGkiU6QFqFxZycpsSsuDV40FDLzO3v5cS6yhpKZqc8AdPkdRanyxEEeNqY3dRKrFHDRWfWqSbBC8BoT+gBg+VJerKnnAtgxKoHgBqqAAFIe9KYJPgRwESg4a3RXg5NtDax/JRIJmIyG9mZuBfEz0028YS56WB/4vsFR/6ghVPVW6XHQDS0OLsukb9E4Se5h6++8rz9+B//Y0My+tHZ9kmbcd5CBN+DiIt0hcJ0+TmoCpLsIzqG9Kx02Ow6e23Nq/bLh+/39f/BBZfbh667xUX/xxkVI1AaSoKax5YQFnr8F4zDB0YoU2kGX6klIzn0RkamHUR4aaPDdyWyJIFhUDBIARH6nv87UT8nrI1vuBLLJsY8kXWIF/IcIJKSnXq3tW66BLW+8UcxX2CEUn9PF1wXNpSQlMEokyVICPk6gxVAih6wfwIwrlkJIj89OBHAxGvhehiBhYTxiMfvKFfsiJeQztXLxMX6/nMLwOCfwUsUQOp92q99CoBJXazhvYM/TGiNDZn0udejo+U6Xuf4Hqlo2ydjJ78fHpQolO5oAW9vn/fwH85T2bzEXr0BIccJynsI8Ju3bbJ3Nqzz8k3ewAEMSxyEunyidw2l09VUix7mAFnb2rUbKHVUspBpbSRYilVRyWaIhisSKIfkSdyb60G0gWy27Fg5HUP77OgxZmdAL6pNUnObqsgg08kIxlJGKiwstEH4Pehe792xD00KoGo7Lr2IhkXZ1yJ2lSBzAHOSZkyf4dOu+w8kMFGqUidTEz8/RJ1+xZsr8LA5zkIAnBBsM9BhjR5WaIVQ77nU3QdwjOlkCa3sQdI/1DPpej9+E5q/snvXLpt/8cV20UWLfZJyZ5VtcvtiSc/aodUZSUtgutrXuDbS8Py8H8CIZSRNoS7ENc8CaDWcsYNvb6H763l7eu1r9vbO9TZ9xAQA20mr1CgFSqEyc9PAPZmW1WIcBmdmo7muXdlgD6MpEkEhnUMnzpfcH4CQ7boZsU2incthuU7CCOTjndOD9V5LK6p8RCQe7cc59yXzVBZcz8bWEyFlVzKnAWiGulAeqWHTOkpZK4dWdW289adYR7ATmQw8nD15GuaFBbZo8WK6TabaNq7Xb/7yZ4b0VVo1Gp5KmIlFk6fj7DybTWMsrbe5+IfQxg670ANXZZkKGl1BXnZTagZIw5XQWnVtqCzp+2p11wl6nhIgYki6/C8dOMbBTcLQ+HMWHw5/re6DhjmSJTIX6ywIo3TXUXvmbw/hgLzdNhzayQYM1cObNAMYBiIkzUOTlUZ8bIUpE4DZe6QYAFzvk6S1GNMwWRs0sB9sMlOVuZ5eQkLg2FnnAajRPWpCW6YBei7CRCwdE7owViUIGcNxBXt4nZ2cTlXK7a32c2dgmB5NPMhgE3dOit8VEyfxbzfKnw2UmPRsXzRpnl2+cJGd4Jq/8vYK203ZRjopAbg0RLxD0YNkMmX+lEpXWMjjo8z6OmlDEe9X8QD1Io4+9p3/sUXXXW+7t3If//R723Jwm23Y+x6CWMVexMyA2yvpVPrq7Z/hvett+crX7c2Na21H2T60KC2MX+hj5QCqOePOs8fvvR+dTL7d95c/2Q9//xM72akRnRVaFdbObVfcatcuuNLGMvIgn05CCZ2bARcqKerGSlsh3qGZUqfKGrquYRxLmD/VwsYYbPXxhcKKQXvCFpjWN15725ate9nePLLK78/0vMk2c8w4kjHugzx7KG024lPygSuutfnT5wKSezljePTQIRIhAChAXYnXkBEjKW3CzmgoIgDahfpeAqbEzD1p5Fj1gPtU9xSGvF37ksRsec+4diFJamMcV0t0LD11aGMAFAxK1e+EnCeUj7TINXA1vndqjH8/MaD318/jXpNaZtIxqNvTZxyGWqoDGH1+E2tI1iHdeKbd3wgQsnLFy/atx39qPWg+uP2yW+3Kaz9Ih+hgqy2twIX7RPs+7Q77/E9MisbTdIXFXLH2Vfvpg7+hSQMWbNbF9okbP8WQ3RzfTxph/8JTrP1JLvGyJeFf8wono39LzKccVOggw4YqAKOHJjzIibOgt46dC1LiBZHXQYIOwke1B+YEPeoGJcHC3z8px4Sab6DRz2Ff/D2CAFYHL31CLMEE0asugvQCHSWq8JmKYdrQxRRpRL0Cmc5BNsTB1yKov6XpwetAZRl5vngHQ9C+BMMg/Q2jKc180Ht6qSmIpfTJsYQUz18MiUy/FEw8qU5ATDynwFx0AJawQIMCPJaQItBxAyJZvsva2kGgKDR1hgUGJl6r8CDovklwLQCTqo3p0AS1H3sCVN9PXwYBL1SjA6GgrYkIPyrU4xTsKPb289P11/FxDN5q5w6vPaHPT9hTzz1lDz31qGX1Y7PLwWadDGVU3hC8P/rCekzDLnqC7d530F5a/rpVNVeQ1RB+ePBVJsuAts4F9IwZNp5sfDR/z3OqXQzAifITtG7vsj37d9hBAJDo7aycvi5ClZV3X8pWKvNMgilJpzW3jrlHJQd32ep1b7Fxl7MBAzQQGyprbT5+mox4hM25YI6NHocjcH5/F8+21lLvRzuz7JVllMWK2FDwoIAK78Q1Tic4jqLzaQIi4CHDhtuQguHWmZkgaqNurK61fcxk2rZ1M/X1alt06WU2bsYM9BNqRZUwUguDA1CSFTsKdE+0lpMAlApg1A0TNilNdOaXGBrZ2of1CwNTvnGvvYe3zvOb3rbVu7e4LkWlgWYEpC0Cdp17MlxzKOCit+07dtCKqottDIM027hPB3ErzoYxGJU73NJ5flq6oU8hS5T7scJnFzbccmh9aWkksM4SVUyJTqCnXF01bNxd8WQprS53U8LpBdNtXP9ROC/TRYZfzsqta+zplc8xVDPLp16fONXFBtP2OoD7umT+RcyjGW8XAmCyx+VZ8Zaj9r3/+oYdKDpqR1pO2f7yY/YRLOKnTZ1sc2bP9Q0rmzZqV1/puRRjDaCQ+LoTmZkmFbc1aS4W14n9Q2MedK21Ubl3RoQwCQ2v6xw6HZVghefP/65n0b/vC9qf4TCNmmcsM7hyH9l8xB789W9ty4Fdtruq2FvXBTRqWBu5XNuRlEd7ae4LDijHT5yyA+jBJIzuBWiQ100WbEMmJabOgI+TgOQSgENXGQXyuYo/3fhdMcZnYSWbATIaRRDo8ugVpVIF2gZ1E0nkm3QpKTL2YF1m0LlXD5g6BfCU9jAD1kjrSbqzU4DDJn6mTpwW5goJ3C+ZutCuvOgiqzh2zJ559XnbyXgAZwPZ/DLRihUOZn0I8GuuE79fQdtRBUxn/tk+dgIgXJCD6+rnv26zl15o7+IK/a0ffc/2FO8BkJRzHrryPBMAouunX2pfueOzVllfZX9kAObyDSvc4A4ShFlMPdFONdvcCRfYQz/4rQ9V/cnPfmr/88TvrBW2SKM8GgF7n7vpLrtxyfWUo/OZYJ/j90MJqdgPdZdKH6RPlOhTsSgNZktg3AGMpqifhUmRToX1LqDeAit5tAj37l277eX1L9lfX3qQeVaULdOG0g5vdozBqdWnypikjcaFe/DNT/8nn381wL4KBpjZa9t3WhEMmzQiCxbOd2Gxhl2Gwagax0ITgq9ZlUk0qwwWiBKqRmnE/e795aMAJlSjCUE/JDK+bfg6jOBC5+3xmR+dAcC4FwyvjcBGv9/iHVRRThF+18OP7++B3QngSB8adJL6M4CkBEDxIw27FPPvwxh5g9P6bE6woaneAWI31pgP3eU43n7rNfv6oz/wobw3z/ug3XzLp20gFhe1R8u8I1LvEfdLB0HEkZ5YZwzAFuOdd1+3e/76C6s8VWXnTUIzdcNnMR4d6D4/9ZTrgviY6TE9M5NyEsc+e+RESkgS2gbjNt/CBS6Szbdd8xEZBcVeblDcaL2F1//j4fN2YT31UecRlHMKJPp2mMugkoN8zUK3jzMqzsiEFu24sUbw017S8rgfUFu7jiZBcZ0xgQgJU8JkJK6RPlxO5ZmEZg5jC+S7ola7pOMHQZfPfZLnS1JCCiI/rSGBOLo1RKm3n2dgHBz0OK2W2KcrSKhNUuJdZ3fCsYQFGYCEzy+Kx+g/CwDGA6e+74s9iH3dPwM6MxXkxRJSuG4di7V96remtibdSakMjI4htYSUeo3bS3u8RktWFhu6a6kAJizmUG4T0Gs3N9S2mlybOFtD9zOHRacK/eNPPWyPPf0EJnCYHUH7K4B0P0sGjZvpB667zhbBTBwCgGzZtMUOkfkV0ZbZwoI+k9TvlaUPwvRqEPqHgWqTRuSbjUGYmIXKimLbScvnpm1bmWJcb72zyfwdQGKfz8MzCMAzjfrrUIzoevfHFRUKcxNtufswqjuI38tJatKaxdJAa2b/7P4MlBxiM2fMtIlY10tbI+fS42WV9vs//cl2H9ht6X0RudLtk0EHyYnqBoBIV4BPno0ZMdzGjRxn/cYXWr98JvHWNdn6FW9h97/VAdIVN9xk/acO8TJZp2ruPyy29Ctuce8bZhDpetLgpYywjtsZRV8/QbbVJgsAsQ4AJVTTVl9cySiH/bYJBmPDrh22mrLdYej/3KG5Vl9ZB1vUE7p9PiWzNNuKJ87K99baMHwb6rgPZQiMpwEg54yezqwbZg1xv/Yc3WevrVtFxnsay/csSkb1iDt7WSZi3DHDx9j44ZTZ0KzsLz5kVWRUe2tL7BBCzizKVXddf4ddPP1C5k1NxOG4tz247FH7jx99je6wvogjqX0DLCcMm2yFOcPsGjL+ibgTj5gzxXrk9bSj7xbZnR/5tO06xiRxWjLLa8rsmokzYexG2fWXXGHnLZhtXbLYiKH+5YtzFqaFDv0gLgfwdoLNamtmMwPcdcrg2QPYnNUORBaoOBMATAjS/pdAe4XYFO5AeIWyUP6WJMKhq4PjlsblbC8YCbQ3hzYfsp99/17beWS3VZAp+qRqnrkSppvn9utn40eOZGUQmNmQ1c5+FI2XGBhlsZolk47okUMK64vupCLKSG3Ekl6AmJ6yZ4dJ1BpWWaAOwNAgHx9ips+O8yMVsUR3iWS8SXkrREW8kUjGsnAyriUzlohXcaSXi3AplwDya2E5NN5Ae5d3GsK8Xz79InRn83meyuj2ecoOM5Oos8ZOsF6zKdeNLyhEO5Xu2raTHC/vYNW8R29KonkMPV0yeZ59cOESmzh7mq2iHPNfP/gWc43KsArQpGxNACNGcCuum325ffqjtyIerrKf/uW3DHncTGdcppvOdZZvALqU8wqn2g+/+lU2vCH27Z/+2B5a8Xc6tjCdg3EsLSq1/7r9brtp8fXEhCF0lUqzJn1LGFGjeCUA40aAiVBcE65VWlKSJddjAQN/DeycLOqVRVTVYI55dD9g+2n736futwJKlv3TBlg9mLHB6sj8ETtjfyA9y3/d+SW7fM4F+Esdsq3oZjagrdtfesAbBj6w+Fr75Ec/QXzqqx2GtUkJC8CvUov8V9TFqWe7iY7AZm8D1l0L5Ul/vl2YG9znnSXSnfY9SH9LxLb6e9LWrR/6HqGp2oBRsVECceE8A2vuomZPpEPi7JjIl35YR6l7VNwjfPv25yMEHv1Vccz3NRkpsge0ACR0DqcpJfYgxug+SKLRSt/5O2+9bl9/4JfoFcts8aQL7Iu3fZn4KlM6ElQl2ZJYJPpNtVOfrK2l0whQj9P5ezvW21+XPQyDt8OmjZ1sd1z/aRvAXiKgr2aD0zRZ6NlUybW765t41qcOGyPsRW1aVBBMjDZtNmV35kxAxfvLIe6ml2zEoY1YG3dAmq4rScozcZCgLogQqF9kqDQXwGoCpVLd5ELGP+Om3w6QHNwouIcIFL8fN2RvAVf+4iApMCe+weuhBrwoo5GwWDc5JLrilMUWhAm7OgY3fpK9fwJgtF+LhnNNiQKA3EWdPQk3PXYDpZbA/GL6cQbQ4+3G72tzE5gKxxjexxexxL7hrcMxJ5uZt0uySOJ5urumQJbEtH4OHQBGwFOgTO2lepjjV4dYOKnnJ0CqY7F2AEZfrL6Jhhp7avteqFkqM9QCDC338T4FUW8wOFKdWU6rctdVUWLz1o2Y1q0jG6X1FM1KNaZVu7YzAI65GJ+/67O2lI6jswSbaoL49iPUxffuApFjo47wTKW/PDKxLNiDUFLKs8GwBUMQD0pwKwFZERvptj077Qhi2QY25TQCrbxYyotL2HgzcO8cZhOwsy4YP8anxB4jW9pLnf+dNW/SAgx1D1Og0QQqTbA8HPCcN/t8G4DteU+mQhfBwPzvb/9k23bvRPOSy/fodMIgrqy0gbJSHdN0W23c8DybkD/JJiyYQxCfgtq+xZ5/4inbxyiBIYCoS6+9wTJn9mdDRYNSJOW9hirhIcGG2DFoUFFDy5trr005RpEUQN8s1zxe05WOHbVtt8E8tKI/KW0qsgrm8mzdutP+9MpTXMcdNol28rJilRC62CcAUL055vd2bbdHqU/nUvuvopxUw7ydy2ZfaPPHzUEwO5JSWqbT/r969HdWg1Czb/oAa6HzIhM25wTU96LzFtl18xYTPLrbu/sRrx4otlX7N7l/x0DmF/3bDR+3+XiBTJ0039KZFP7Qk3+3T339s5ZFQG+gzbgrG/qIodNtTNYY+/gVV9isi2ZYn0n46qAVObr6oN3xsc/b5vIjABAJIGvsAoBVdV1X+/wNH7Xrb11qjTjhdmUmVFfWzhmJDACAMm9zp2LAiu5vaxqMJe/npRi0phLy0o2dgJT2xyJ50lLwTMLMJLlO2CQ8WeX5IHNvRlzbxn6nDsM9G3fZt779fTvIkNFmY6gd96UL9vqHmMUzkPLc5PGjAZpoM9jwahvr0LhUEoBP+iToAfxcjICG1aqrqBjQUMTP1bKQSRlFAx8zYTW0vZzlYGr5Pek5tCkFtkXdIcFDRv1oWg9hqnwAYwIwfQVgNG0aBkZLqgexKAvQpDJ6NUMimyh9KO6Jmc6iff2qGQts0owpfpyPvfCklaNF68JxaLPoSzll8kgE65RF9vCsVZRV01WDtoeZNmcBjksmXGgfWXIlQDPPhsGSvbr6dfvWz+9hcDudaYC9mlMI5jmKbNDm1fMvsw9ccx0b0Un7wR9/YVtL9tlIEpMjaIjOcpOm5kyw6aOG27XXXIJTbr59lxb1l9c8C7jOodzck6GuJfb9u75OZ8v1GN4N5XrINFTxWzYZodlBGpgmykfaY3S+0mc4gOE5coZC25PHdu4lP9Ok9cqqY8xR2m0Pv/yE/eKpP7o2K4f4kkaW35NSr2L6wWJGmJAUfem2z9oCdFv7D++zNeu327qdW2137R5uwhm7esKV9vW77vaxI92xzU+DCZOwWnfL91V1vnIcp+XhI7M7lzEEn7PQWRNH3QRQ46NFIoBJQIz+3V6hkM6L35Enk++rnJ9KaIrDcTwBZ+2hRMAh7HUCiqytBM3HhNkTJu1G2pv8fdkvtJ9H6t9BL3uhZqKxx2hvbBTjJQYGoCYA04PW/K7ozdatXWX3UP47VLXNpuGS/LWbv4JIm3h0porXUtID8Egvps/Qc1FdU43gPxuRvNkOfL7eJDa/svZ1WNfx9okPfBwAQzIGeGmijNeAKF6HpPUouxIxwp3G5xW0SSuibgoXRGrzVQdMonqPE49TqS49TBHJRTFOKCeEixCy9QhQArOiGlm4WUG8pAWm16WyATEXigKnVLDiNGhC64Z5QOFiu7sliNcRpQvzosg0sB9Cv74fODGeONP6a4KiWQAmKLQFYLTRU79OrJYDW0ObXER7CWiL5yy1eWrXUCgtCfR0aGACExLO91971WiBteeICTAMfixC1O2fpXuiWqS3eDvKaQcZuh5h/EMHgIk1TV2Dc65xyqYYM31/vxQAowAbB3t1aIvCGIhQbgt/OuTyUlsQfvVQViRBq6ziyQB70UZZS0A8QIbzHn4suxDGlpVXkZXnAham4hEzymZNwal20DDbtHeTrdu8lkyw3MVhbmPPQu9NAEonGPRkINgAWmlHDhtjebRdpqHsV4ZXxQOwGW3Lll1bLQMqUvqLk4hPNbOoN2K52XPOYx7ReTAHBGU0CQeZov3Syy/SJr2LLPEsrdc5oH9cRUsZLEfHi2YzZSEaPtVYy6Z0xJa//ApdT0dR0vez4QVDCNZZCFLr6KQ4CV5vsBy0IFnd8uySqxbZpR+4DO1Mvd137y9sJ51Y0ydPtuuuucX6Th8MaEPAxxSGNnQibV1wwhXxrLKSt8E6ok0Chl/UjuARVraDQF9XquXT2tlK+7a6Tpoo/XQioVhH19PXfvU9235oi00ZO5yMFR8YqN1//+QnLG9Qf3t+1cv2wNOPIcpMt1PMbSo9Xm4fuOhK7L7Ps2nTzoNJGmGrNqyy//zB1/CROcY9GoAgGH0CbMp+2K6bltxo//WJz3nQf3nNStu1bb+tQKy57+h2G4xZ2fl0QM2aeZ5dgtdHvwH9bdnLz9lv/naf1TTRKn2yWtYYMBSFNqBLP/uPj99uSy67yHoOYZp4epsVrdlvP/jWvbZ2304rba7E04NhmlmjbM3Wffbfn/ycff7uW+y0jHjxdukO06KtXL4v7nitaCyPfx7vs0wE79xbcYE1SdYscOOzkHR5vZurg285F850gJk4tNdBjP6fdNu1pVEa5fO2rd9q3/jGd+xA2UGEvTjD8j04ALyDiq0/62bS2EJ8stSZ1QTwqwPowlrQbpsGkzUQa4CM3nj4sNEqxgnAlNRUOC/cPy2H0iclD+JQHaJxtbTXAURU7tSEas/JQ9D1NRNMbnzlOPOtZ1iiXZWQ6gSgaMnWV3d+li6hJbHpBMlBk1rHFNe4RoPQf12E3XtB4QhKWWW27I0XKA+xrjUVm9jTn5bs8cMLXWO2m1lhx45X+qiHWt5fP7/h/Ovtk9d/ENaIwajEvVfXrrB7//pL747qk4VG5kSlg76hvQfakpkX2oXzL2DTqrFfP/pnup32o6/pb0cQ1ndiHd80/0qbzFDXETCmnYkhv378QXtr2yoHdirh1J1ssnu+9A2YjisBNf08mvvGn3TYOEhJOrRaSID0CIWkr8PHLOwr6u4E2BA/hFKrqkvtAHq9R159KdWJPgAAIABJREFU0n71j/sB7hmWjZCqF6C8dyYjE+jYOlJSaUdo8/7ihz4NgJlJ40E5c9PKbI3E+gfXAR4a7bppV9vX/u1LuGIj0O5GORn5gu97zrAIkCjOa1inxkOEPUHfbxfiSngrFkYAw7UuodUnxl/dy8jShLgb5BYCbXFkgEroocwSvY/CHK0wqFLx2lU5fn86VnxMpsMTkbonxH3jDLFc60yt9GJhWlmIEoCfYl2rAaAbSWsapb7uJBWbieH3L3vaVm1/mfEwE+zOq++0QlyYq1rwQmJway939A4z/hzAkEBmIQ3oRaJ0sOSgrd60xl59c6Vlo0e87bqP4h02mHOkhEhCcBKX8Vaed9kzCLz0kGh67MDhbapjiYHxDZITdQ8SMTDhjPzEgqAz6Q9Pnv5UgOGdPrpI7exLYDecbfDLJTpLFy68pcCpO2WGt2//ip+TysBEkKCuKH2l6jl8EKVMxRyMOHzwByAOX9SvuFGe6pBe0dKiCh01IQCoc0eUnwKfAE6Y0xSEUAHAyFI+lnLay0f6jBRA06GNCQDm3DZnARgdYtiMOspIAldKo84VbPlcFiFykHrsfApGeQkD49c4UIShDU2eNGLQwryUeL9i+e3/L4BR0I4GRx2/KwDzzwyMAIwChl6XARAQ+1VBXb8BunrUmFGuJ9lJB9A2AIbEmoeKD7DBDQCUZPJfll1x6TU2dcJMqPSDduDwbjQtB+lqqcQzQAZf+FBQ39b9lWGeRKZDATtD84fj7JvjSFz28dt2wqqsfdsp9UaCSRDykY3QOTAJF92Z02faoLxhMCZkhRzbOl67accWmJsjlkmgzUCAWkkLr+57Ad1ICgIVBOvjNVVM0saIjD8FpoYOG2Z5g/HQqK5najWMCt4gAiIH9zXYzR9YbJ/7/Cep1Tbar370I7xnjtmC+efbZYtgYMbnwcAgrK3iztCy3SkTANPI+vOZAnEb8ofM9QepAMY3XZ6TM4AtXQ8Bl1PH69CgQOOzWbVQmutNkN2B7ubmf/+47SnbTtY8DGaJcgUdFJ+/4xZcbPPsH2h5Hnz2SeuHBqMBR9+SyhK77sLLbS6dH0uXXm0Txk1kMOE6+9SXP41e5gC+JoPxacHTJFub12H7yJUfsR/+29dcC7Bs5cu0pqMpQhi9q2ibjcphcizgYjDX7k7mFuVT8z7AKIdd/Pf2xndt7c4N1g+Gp3t3BjKiLfr+5++2a6663HoRpDplEcj2lttzT7xkr2x4x17b9Abi7f74pRTYWzvfs+/e/lX7+hdutTP9JdSHGVYHQmQ2lUAkWM+/J1DjnUnqQuIPhRyZFOp559tROBl1BJFF9OclATcK8U5CyiVZG4E2SUVCNCwUVmzjuk32tW//N3qio9aN+VfqjDxDaesIAzYlah4/soA4iCYG2lslmxOUKtWBIgAzOC+XkRy4I9OSK+GzAEx5Q4VraHJ758LYMTSUfxXDNjRRthLY0LRpeb4EMj8kLmHziQAGUJckTAIraYBWF/ECMgTX5MmTAYARfFNp6TQ6QL1HX8TQIyjVTCoYa30x3jvGsbxO+bAC1kiBsgtrblBaXysEUMhzZxeO1kXoPvqj8aiGUTtN9v3JS++wz+CSDKXompAX3nnd/vD0X7yzLgcbg0pYnUGUfKcOn2izxkxlQv1QdGFVdv+zj9jussM2BNFzEfPN9PWVj9xpM8ZM53JL8F1nf8PU7E18dgSABnQfaP1659sXPvUpW7pgkQuVWzRo0QGMgIriEuAgATDBtRWWU7YTSZeiYmHwieF6cY00d6uNtv+TzLLaD4BxBubJ+xhNwsDXtEzWuUqRxLS+GbDHNcSKo3TV3Ean30zepwkGs8lee2uNLd+83DtwbphxjX31s1+yAkqI6b0wu5R4HnZZvj6KjwIm2mfkstui9Sg2JdlT454Xjk9Si1AGSgUv+r7vCUmLcwQwznzLtTnRx8Q9IfxcDH7Y62K1QTuet98nbHz8jPfLClKBTAv32t3w1RIujaVivhsBYvPPzZYRYy+YWTFWss94ZsUb9uRbj9lEAOmnr/q0TRg+CRdn5N/EO81Uc+DB8amr8QQAXzOpMtK7A6JLbCtavmdff5kydzPg+BYA7QjX2DThqaQYrb1b+4zmqOm+OwOjzN1LSLrZ6t5RRu+ZRUf2Hi+yn6jbcHcIRAPAkE+LTk4bdAQvgf0Q0tXobgEEAYXgvKsbFDQy8eY4faUgrj2dX4ygwGGGA5SO77eXkMTA+OfpZ0GnIaOg6Pbr82Q4F5nUOYzSAmCdiCkIIr7gxqtauYKCd284pRcChtTssqBPBTD+YCR6F51gdM1NZWDaAYyfj87FawR+jA7q/DoFAKOMytF6cn4epNQW54eQiI0T1iOArY5RA6G8o/NW+3YATnHxvR/AxPf/V4s1MjDRB+ZcJXq4XvrPmaqkeyxuAKIudfTp6CYE3tQafQZqs2BUgTMi5VVltvfgHnuPjGXb3s2+0Zymjbhv5gCmDS+GLpwEGBGLphbL3Qh7d3lAValSgtyeIP80jM8yARp9EYUO6DcQ9maE5ebm+vDJUgSpW5jDcfjgYYJsEWZoOLmSlZ+mzJJDwB1EHXXW7AtszLhCnDVPW2VpCazNZlu5+k30C6xbQJI2CAUUjYav5aHad/AoDxxaEDKLk7Qcq3au0Qb9B8GgaBQFqXFvZrWcZuNeueqAXUVJ5POf+bidAsA8+Le/kGn0tIsuXGBzZ1xk6YX97Uw1Q/4quacwODaAYFDDWtdgQOmzIoqPlG3CwARqNzA0sriXwFqgrK7qhLscd6cGdQbH4/7Q3hq18JEv32GbijbaGDL92vqumL8NsFuvu5ayW6499/qr9tjrz9rAzP5Wg5bneN1xu2D8HJsyeJzdcusdNuv8ebaDmv6tn7nFdpTuhLod5PeuF23JOw8csg8v/ZB98/Z/55hb7MV3VjANe4Otp9ukAsPCiXj7HEUE2sSzcvvFV9uUMeM9KKkT5pHnsQd/73WbSOdWHW7C5bzuR3d+2a5ecoXl0cnVLR/zv6ITtvmdjfbUm6/Yn5c9CIDpxz3PtXWUFL9+y5ftCx+8wvqMpENMHU4KvjKoix46YnIlunaGhedXuYxQoczM5A+lxDOJJ6lBO7jwJtmTP6J6fUiBBFpCuUFIRqCS95CbKhvRhnffs69/77vMATpmadk8hzA9rcSMMoBxJtn7qKH5bjhYQedEDeWSU6zhBkS8YnE1NVyB+tRJtBfMeipl864hsKsgNKzPEMBPIfHptO3at4ffo/7FuYmqdz2aR4mghwgxM8QnZdQSkXoSI72ez2Oip0zu07xETrwZZMiyRjhBG3EcIzAMO4Bx6FsG9h3o8fgYXWnrd21ycKL1lsmIgUGsqyG5uNKS7e4sQgSODmYgzFwtmqZGQNlXPnS3ffbjdwB00ZfBgr6w9g3KlP9Ar9Xq3WeVuGGPRQS8GPZlTN5IZ8YqOOdHX1tm+9C8DeR5rkbs35kOvZ9/6bs2d8oc2I5jDGzda/9Y84qt3rnFhe6T+o22OeNn29VXXmXzYVTlsyX9hJJMxaQIUiIj0aKSB/c2MjCKj8G4MABBaVR6UuKSBq4e87X9MH8Pv/yk/fyx+2jXH2T5GTkAm0ZE7LBjeAs1aAAmz//HLrvJFkw63+9hMxv486+vsCfeedKrvh+Yfo197tY7SdpoBMjJ5/M5RjboZgDsWZUgBaik1VEyor3TF1VIVFMBTNC8hEQ/fkWQEQFMYJJCvqMkV6Juh9kJYxP1j3JKD0y8m2PwC0GkGwHM+wHS+/eH+Ly0Is5tBTBqZllnlet4LzFJ+vlZ4qwS2+6I/nsSKw6RhL617j3u8aO0T+fYXTfchcvzNEqaJxCQawp1wBm6P9o3NPC2N+7cfShtV8By7UOH9/grz9lOSrSfvOojNp7xFlmw5LwUlrzMMYPG2qTB+kkr1mnS4FHOTaqE5Pbx4k2kgWFhtA82E35PRYRe/glfHUyJXFd8GocjtHDR4uBGPYQqC2j6c5gm68MUFW2EQsOVD5+hN03AkW/ACcvh1vzx82I3UAIeeqhFWtob15Qkvi7eHk3OBESXDqaHhI8Kcdxwlxpwfl7dYUF5WUbgiVurY9L3IwPzfwEYlduCx8C5jJCXtJJjCIApdAkFUBGCZrhmAcCExRrLCOF66hp4i7ayQQc9AnCBGg8PZXDo9XonBxsXhNrhhW71+zHb1PGl/j0VWZ9TQgqX3a9x8IGJbFm41xEQxpJWPA83NiJI63cFMqTFOYVmQuUvzbrRVOU2WlmKyGAOHjloO4/uoYa8HwdNJlYPGGyjQemaVj1q+Ah//QGo6r3YmR+g5q4xA9nQhWmIRNUxo3ZOH8iIL0kuFtViS/ri7FlP63A5nSubNm22LXu3Widm1jSotZb1d4ZMtxcK2GnnLbALFiy0fmhqVDeXSd3Lr71Md0wtgt4GN8LSZufiS8pS+/Yfc9Zl2PABTns3M1W1mVEALXjbZKIzSPM2PsbDs37efrfCzhs9yG790LV2HPO85557lg6rUXbxxUsATudb1phcWhpwwKXBo3UIzsH9MLiqlZaF7VjMoMO/5Abo2Uqik4CNb1N8xlk+12V/bMxnEAo3wY60ANDaMjtTusixI4ihv/Lz79lzdP5MYShmFS2Nw6FfL5w6k1kzg7gu+2zVuxtgKM6yeeBNQjlheHp/GztglH3uc1+xRXSi7EII/J0ffwuB6k42u5OYsTHJN70LQzqL7NqF19g3P3E3Oo00AMwbthaq+J0d7zrImzRqjO0tKrKDBPyb5y61eVNm2Hxm2ZxmUfzmwb/YIwCnqaPHwDY0WXHxEfveJz5vF8+6yCbMmEeLE1RwdQuzVI7Yw6ues5/c93PLyUALwua2fn+x3XX1J+2TF19kY8+fTvt4DgJmngeNJlKXkVpGEQ92UisLV0dlV1WZtaHLaVjbRKtKyO6boE0sDrzraE0O1z0FwHgcURYsEMO9Ye348EhCVTOgcf276+3b37/HyppKGTjKZ9fxbLI+q/G4keHfsFw5SDdjtHicLB2zOBK3esS4YmCGDx1E8GVt1rYhEK9FSF2JTLSWp7/FxvUdbZOnTMAYssE2ASQltO6M95Fr4XiWpHHQNuWdKOJsXG8Y+BhFXT2PMr3rLd8SXtmQsBBaQRl8T5tsLWtbAEZFqLH9h9qk0eO91ViOsSU8P9uPMGsM6krdpIMoaYk96c8zqXFcO0oOwBgdh6HI9bboM5SovnXL1+3O2z9lJcV77XXEm69B/7+4boUbCvaH1anEUmD6iDF25YVX2CDWmjrcyo+X2rOrX7GShuNUD4kVEuF2Sre/fvs3Pk/pbcqYa1avtFe2Mbm+4piPrJidO8FuWHwZVgfnM919Dq+nVZyRHWqX1jyiWNLWxh4s6tX8gIBZLrjyIeLa6Bp2loxBCQNMgDoapaY/hnHfLrQsz779ov3uuQdsOMxjQc4gGCbKrNgnlNYcswaVpLjO11x4qZ0/7gLrl4NvCXvmS6vesicBMMrHr5x4iX0cxmDchPGwBmPY59LsFALVU4DYzjA9egMlmYGBCVILsUfR0C6Ak7Cm2/cL3+8EpIMoV8ahQWuYSDgU271LToM6Q+If473icQssXEyaA9gJupmopQphJvxekiu3J78O7n0/Vh1FnVtiArXgBGAAYdofuAYtMMICMD1gKHtRZi1mnezYvhcA85g1MCPs8zgrT6NDsQnH5RYaZjxFSLp+dc4CMV2JM1kYHFaTWB4uP2qPvfy8rTuwyT688Ho0ZZN9SKe8X4oY6ivdk1ic3jQmOAMzMX+kP7LSvTirkWyWYd5O0sKrqxI3YOFXaL1/prgkXtUB8r+EkfEMQUJYUWeis8SGaKiUW5WENsf4Fd8v+o6cA4yS1iuVNvz7/DvMEArHnKgx/LMERvx7STeQ3l8KfJ1se488Fz5s3rq/6lQIuhndqtAJFeqr/rvSwODAGEtH3nqdMDDehSQQldIa5nOUkoFicZMPSDboMz3Jjrx3cvLCaTH51kLX68NkX9Ge0W0zdDEJwXYl0/XkMUHcWmbui5OUlsLQuGQ+RwJE2i908pdzj63jPgQfmFCHDQg9fJDEzHEuVmh799qH32+n2Xmta3Fckc6sHB4et3vmfdKhYU8TOCtQootdeRvm45jceYcO9w25D8Bk3lQ6hvB/qIHtOEarczGGdYeOYqjF+yoQySpcWX1PjXCHlVErdgFdMflDBjmA02yXLQCYjTs3Qtuf5H1Owc70BtVTjqIFbyKGXXPZVCdOGOfZYXHRIVu/fr3tZOhjMchfbI4swU8ChhoBNKV0LXWnTt43pw9dJHQiwKzUIdw9QVlAnSQZMCyd2Ullj32k6CStoGSKU8bbYeY1bYMNuoaAewUTc6dfdKENHDOEKdVciwp0LPjktFF6UAdI2Cr/+SuMtE+E134HuB8yWnQFopJSrjcMV1M5AsheLZaFxX4NAsuHH3kIHcOLzIvinAkY02BCRjDhN7s3mh6enSJYgeKSw7Zh/zarQpPTm3ual5ZtdzN47dJFl9IeWm4r16xC8LvRXl23EoFtLxisngDKo3Y15ab//PBnuPZ9ydS32Q40RE+9+jRMQZ3No9V5927Yr+IK+9DS6xnMOccunb+Q0kMvF2z+8oE/2GQ2skqEpQcBqF+6/jZbOvMim4swuPtI2qxZTw3Hqu355a/aN37xPSxdmhl70A9b+/1288Kr7TaM1mYvXGDdGVrZKZ3NqZHr0wCw0ORu6u5G5idRKnW2MJFZ14xkSeBQSmkJXZNl3P6np0pBVOJfHqqdxQlgRQBIOqpO6hZDwNuJmT9NaKveWv0OQtXv44VSYTn9MsmyZbAlE7WzPocol/beVko4pZRUNK+rhfuoWn8aLOIozA/TEZlXnWi0wyVlrFNmiHWm5MkzOmvQZJtHF1w9xoGvIGSsppSTDaOjNm5N8JV/yxn+a9EGJO2El5ACq+xJp7JjJUcqf3sqFgCOFkwvhJPSwNQpI1fgAAxNGjTSR3u0AdAOsiYOAxbKGKyo2UrS0oxASKtxHr05p0au7V5eI53MQEDNCZICWdR/45av2Wdvvd0O80w/8eI/7JWt7zAIdYeb9KWTVZdTep1GgnLb5TdZJnqaDXt3Ypa3C4C8y32J1IygDvHROSPtvnt+Q6l3lj1HmfPev/zcihsrSUKa6QBqsksK59iNV1wFwJtFl+B0T5RrGcNwRjb0SZlIcVmbe5izE8YxqMwgjxjFOnXrSGyrhFZtzEpYNB5i6/b19u7aNZQv37JnNr7qlgGjBgwh7uP1Qpt1GV1KR7g20gTOn3Kenc9IhIFYNmjo40uAthc2vu73Yf7gyQwh/AAJyzzmuU2x3r3o4gPANBIvzmKTr1l82kt0fTXqwNccO69GsnhVQEyMnnOO05l8eRnxvZjQegkMv6aQtMYSf0j8nVUTQPKAHEBK0NIw90yvVTnU97Twnj7iKyz6lH08OueHmBTYyfB7XQBgft3cwE7fD4m19kgNKVWpIE3u05AEFQDhoyVH7ckVy4gRe+yLN3/RpoycgkbqjNtrxE6rqE3S+faA3ezK7x4H3KrE+NiLz9qbu1bb1dMuQ0c43fcJSVOOYUkgMKd7KjmFg9NxucNlY+cHndpqq29JOe8XJhGrxr/LcyQCjnYgoxMF6Ttj4hcg0OM+VAtRlNfQWDBCwV3kjsnrJMhpp3H5nai81nFE+ioOS9S7tqhU4exFAC+h5CXKN1xw/37SCu6Oh/KsEeDiZAVsOlqDA+iINypMgUZ0JbOxWMZyICYWV7Mz9BAEpkVgzDtxBKK0BUlIrL9HMOUdWSrxCEmH7/vMBj5MuiJHxL7QEnDg60SLoEMb4wBGbeYsYmUO8Vo40AIBd8Xfw2cUyQeBz9GidmMfeQ3w916UvCS888WagL7UklAEL+eyMeHIVEnrTOBX26bQfXjQwmA+AbN43d3MTtdcV4FF7QR3kinotWegwNVm1yY9FRuZaOgKmI1KNCWbKSVtR+tSS424EXV5f/xBJgwfboVDh6C9wKCKz6ykO+FIUYntZqZQPRuffB/EwsgfJpNstj8b6UiEp8OGDcdumjku/M7hw0eooW7y3zmMK2gWAbgO5kSZcH6fPAzZ8m3u+bNt7JhCxMSlGM3tYCbLbmjrIrQe2R7U6tAuOKXLWm2BXThJK7GGEQqIqTZfD3WtlEvnrCGLEkNmE6wbmZhd3VxnB44fgn6utitmLrSF6Esu+eBNNmri+GCkhRkTvB3msCQGsAaxbBE2V22yAQy6gNRjUXiWdGfOcG8pyYfWSc3+YVNr3AelQxkra8Qwa8Rz5N3XVqE5ecf+98VHYAtqbcns8ywHAaRAx8Ahg+0M63zV2+hMCNa9+qP8117Gdf7cBz9mSy+63Bo4t2oA5Ip1b9t9z/4dZgPdBuDzEF1eVy24xG5fymyTfvl2imd435Ei+zWCzb1le2weIyKK95YxbbuHLV6y0BYwW+eiWedbJp/xg/t/Zj9hYnZh7girxpCsuKzIPrn0g3bZzMV2/ryLrF/hEHxdqKfj9fDWM6sBBz+y6gzm+LTl2O6i7XbV3Pn24VkLbf6FCy175mjrmUOgZc5R2wk2apmFAfI1EZeiJIBDXjlJiZaW6jZNnUX0G543v5BB0OvxIrnkKThGj6S2kbNUwruog4nyUFsfvkfVr1NVm9XTlfb66hX237+/l42tzPIoZdbSdaanWo7DvYh//TCykyu1yqa1muTO86Q11YtnYixMYzYszWFEoHK71QBB7zGmg2r+8Jl2MQyDOsAeXbmczf84pni05bPGNCfJW6mpW7a4wDOWGCKAUVyCeeXEQtYdYmFIwrhG0kDwPw1olD6wFWAwdehomz91ttuyv71lPbOIimATWZ9cmO5cpBEDhmIoN8hjFtugHSoptkN4CekZbOS6NAAe/v2mf7O7PnqbHcXL6fcIc1/a+TagrcIGeJtrmh1l859cMNruvv7jHj+eeGelvbZ+HZ/PuAR4olZek0H79MKRM+ybX/sW5ZfxtvyJf9jt936Bn9FBKrYRj6EPzVtqF9OqPQXBcSGaHXnUVKGT82YONZ1wjDGbj11I2hsyeC4VB4P+RUAQDRCJzmnY2UzmQfWko2rjlrX25oqV9ur6t+3VvWtcAzMYF9medGA1cJxyET6K0LSNzWD6qIk2F+uB4czmys7OsGWvPWvPvLuCpK2XzR5UaIsZQLh40VKbMWMumzJu3yRp0sGcBpQqGZL2Ro+5AFTygHuHmftXie0Q6AAoqeHF80K/fx3AolWeQ4nuMVXr4i32yf7k+6rivtgN9ICuFdJ7xpKVwIwaSpQWOcOiByDEeN//JUdw8JI8M/ysM8+RYpJAnBvBuvGtjk9sUOgs7q0xJcSXEzzHxeX77B80Daza8p59+orbYGgn0WVE3Kbcr3fW/Qqz/OSOzDgWMWcwqTX1NWjXGuzxl56113a8aRePXmzzZs6xoSNH+botBfQ3EaNULVIyrXvbadzAYW2iKaNQNvVPuexFxiGalzmapX3TT92ZBW28IRg4B++AJ5RH9BXAhm6ctDOyW+di+yap13Q4AMeNUhczMD/namz0cw3tS2VCHDgIJDjYCKAmsAOhLCT/Fj3sEVzopjoSV8aSsCY6vtCFBB1Fa16c9ePn5W3RovqCCPD9AEZdURGkSBPjN9/LRwJ4KpEJVISHR3WrWHkL2p7QwRQmggqABB1RLC0FViag3NTSk0CEBK0+QTuhxTuYkhCnZewklba+gvNwuJZxTfoQQQeYoawWQGSI8IIiDkeS2my8D7q/ChZisnzeUxTHSfSciCpjIDmFW+4ZgmGfPswOQSwnAKAArDEDVWRxpceKGPq4w9ZDlesTB1JnPw0FPxKR34WLFjMrKc+HKJbguLv+vXfRVxQz9ZSyAgAji6w0EwZEtfjRLOyhQ4fyOX28bb0BpuVg0QF7l9btLdt24B+R5R0VTQTsllNkyqyUGTOn29SpU3zQ4lG6jEpo7y4iOEsZH9Txmq7cE3ddBiFi5HbgoKZm85DBAsnJVFmh7lWzPAywMc/geApHjfI5XVsRA+5FpKxW0UG9+tvkwaPti1/4ks2YO88HTyrblRRKrBM7hU+d9snJcTNN/ozPVthywzrohFi3KxudMrY2Am+rulxgPbrx+VnDmDVCjb4Ii/Y1W962/77vRzBYZbaQEk0XplYPxUNnPiUiXY9HyW4eZU5NYeEUAACdLmgOPsr4+jkzLyCoZ+Jzk27Pr3jFfvb331J+QUcDy1CExuhigvMN8y61CTjj9sP75iAt6T/49Q8w0HvXxo0qtFPVTbRi59rcmVNs5tipdvG8JUyh7Wu/euA+++X9v4VN6MUcHbREZO43X3ilt28vwvhrMKW2lh6YqxEc17y03r577w/teLcTiFe7WSnZ3KJps+28gnF21VXXWOHcKfjBSN/ChaqnhZT2Sh9tAP3cRlyRNoZHya+nbBq8a1Rt1goqHqQSABMS4HO+AgOjaw0wcoM8nldYl1aM8dr68pxUtVgJ1PgbMFM/+/sfmO9TBgvIoDmOoSu/k8kaTIetkA5GCUsNc2FOUDrSAMtGSjRpAIwRrO++3IPDUOUyEmwkw/dYyD1dOHoO12y+VeGi/NCryyhdlFlOWhYbIMFdM7CcdQnTj8JX3GSCwacPumOdNLPpei6u2OLsa0iY/BpIO6eYxnqeNnSMXThrnnt6vIgD70E8mFynofZjRMljBo1gAnS+x8+TrPsj3IuD0PtiQ1tb6DRk471t6Uft9g/dbEUHDtov8HZZV7yVd2hBKN4HXUMfWp+LaaWdYF+48ePczxa775kn7L29230ycSut1mcps0wZPNbm4//ysQ/fagN5lpfDwNz9229aI1PXVWtJ65FtH1/yAbvofMwPYYwGc1zSP9UwvsItM5zOD6V6+b+oW0XxtCflX02fd6E/916JYDN9ZjkGAAAgAElEQVTgUMxRC8xaZiYTwXt1tm3MEFuxkpLVpnfs9R2rvbsx01R66u2AsB69TzX/Ke6OG0bX5OhJbsI4AAH6C6+8YI+8sQyQR7fj0Al23oTpjA253ObDGHbBfa+cDde7SRGkSsYQxbTBZ0xlmDDXSklnewVCXUQq8nDd4/ciAHdJwb8Q6wrASN4SKwIRwDRiCilLCpVDpQv1MmqS7Admp+NBiADGV1aSTAcNpSouAewICOk6Cy8FWYKuq1q3maeGBqYbTEojPl5lFXvsMTra3ti01pZOv8Rmj5nGVGoE7JTexRQG25JAKOj8W2G8z8CYyiyU2p09+9pyW75thZ1fMM8uYI2OHj3aKw/FxaWeZIlF1H11ADNx0AjxQuccdNi89RCETVKbsHu9aNOXfgUAE08y9YTb2RRl5u1iVTEFqkPq+gXQ46RJUqKJvxPZgEibpTItUZjazMVJFe9G8zvXvvABsRbqJSaVrpINIYKwiE71gEeBq47fwZkDg3BhBWI6GBFtOuH9YwtxeD03IsWILwK/iKz1vqFzSH2cOl+JhzvmVXQEIX0viHsjs5R67qkdE/59UcVeugrMWDwnB1sORDT+PAjbkt3PqcXYDh83xJClhXJZcIUMwdtLSI6u4wMUDMMCig/XuN3Ijhfquun8wsRTXb9ujpIVbiW0kvOipuc638TfNb26rg6RLMJQtT+XlJWSqcJsAGDGIGI8n2GOw9BwqGRVz6iBw0cPMcDxsFXCaugIMjR5lpLTYBxP3cof91N1vWRJb8MDoSm7uw/sZfbRXozCathETuIYSTeANDGsuWHQ+IMZMSBaXx4Kp0D8VQRDBeYIdCVqlx69AQFeOcP6BIA6c96nAQknychEy6pVXMJedTPkwA6lkU0ePnaUidy7YW3qqPkPtCkjJtndd95l03Hi7ckGJ8pY4KWN50eznUIFINz7wAyE7OicerZ+rusrl1b5R4jZwwG3DZ+Oqh0HuK49rX/hMHcrba49gandu3bnN//NdsFGLZx5PhbeVVaAa/AN19/gm8qjtDf//YVHEMqOhDVCt8F6mjZ6LBtDIVnuYjrCJtijy560b/7vjyE0AJc5GegjSmweE3qXYjs/A3fjwhlTrRxjsW/f+21bsfMdKxwyys9pCP45Y0YOt0kjJ9iVi69mk+hnDy17yv7yyAOIIGtsH07Amic1b8QUFw9/iE1rKhnW2XQmVBPUdq7cZT/9+b22t2afbWezzITGnzJinHWHsboDofHFSy+mXh4Gxjpo9pExAZxIGB4DfQcg53tObuq5SIJ1ZLpi3TY8EO1smAoyZ2GI8WuzrpgFnk3nXfuxbo812HuvvWWvrX7DHnj5KVrw2ahhto4cq/Tp7QPQfPRm/fdi/SvrbYQJ0bpWR5BcdTOo26skk8Y6K6JEWkI5VZu6jksJ2BLa0Behl6oGwDzIBOZjMDjZtNzXIzqXTk66hUA1B1o/fAX1lFji4FPFJkCZKCRogZXwBE7Pulg8X2eAFL4/DZ3GPMBhHRv+8jdftXIM21QW0QaZjhRg7uip+APlAyLLAFzHrLyuxmoozcqJuhNGlH0Q+d581Y129aWX2j7KQj//22/s0IkiRi5Qcod20uDDKsoBs/DzufO6D3E5z9rPH7ofT5WDlsNGdgYfp2ZqGdfMvcTm85opHEt3Ot6W4979k8d/Y90yeD64B2cwufvU0g/btZdfa6PwmumXiZ6M8z8FU6hOGJVTxcKHZC+w0Yq1YrBjohXZKIFcBw98bjrlYlrn0M2tsdcZbfD6tnW2ctdab/fveYbsnhgjV/UG4lUVHYSSFwzEj2oMY1CGF+BFxb0+tH+vvbltg2tkJuSMtoXT5tiShRfbfJhF+cjU4B5M+ut6T8VnxdDQ4KKkWKUfAIxKgwnL3n4O3lWkslLYL2PMjucZ2ZeoU3QFZVIJ0FoPP5cBo4ZNEntF6sDcO6hN2Ba957kMfNg7UvWScd/VTCv9no5fhpQBxEj7Eju/iK/e1h/Klo3NZfbw68/Zy4D9CYPG28UzF9gEDEKzM/CW0tgSH0aaOMvz3J/mXtbB2HejjNQJbdXyFa/a4+tfRKc1lmfiAps0bgLax15WrplIfK78aCLb32ny4EJiZjj4c0pI/FuiHcf5CVvgG6guv7c/B5oyXogAaDoYhPB74XUdGpHA1MQbFcFK/Oz4fV2cKPTx4XKJ8Pc0oq24ybQDEA/w4VhSLe6d4UmGTulnwUMllI0CEu6g2pyFIfBoqmY706TNnQfCVe6htaH9Z9FxVzOS2lGygqjTgB10XBTc+mcJWTsTE8CMdzolgi0vgyXXPwLDAH6CWLd9sSXZlMoXzqa0M13JSPXk/Dzh9E6vAHLi8EfdR38YnGL0vzoQ0pvFIO9MEgApZG/Ja0RHO5NzrmBZPxVg0e87CmdhCQjo2rsAXL+XZAx6nahSMTgCMXL+VLvoGtxx12xa514CYzDNGjGigM11KOAETQpB8DhaggOHATFkcxqqqGsqY7tc6PueMCVy8ywsGOHDGwUoZbH+/1h7DwAry2vrf8PADAxDGYZeZ+hdqohIEQUVsYuxxBgTYxITb5rJvfmS7+ZLbvKlF9ONSey9K6IoIB2UIiAg0jszwMwwvTDA/7f28z7nHLztf797MQSYOXPO+z7vU9Zee+21BSCOQ8FvoNJoB5tMOSJcjYdM9mRgJWasTv1SZOFOZKRrl7dA5i+J77IBGRpqof4GNikBHtlnK5VUw9c0D1oTBWTxHuo0LYB+gLYD5VQJ9cRifSCHxD233U7ufpS1JPJ28VsdmxPgoxWAx4V8Udit5yLtS8q3JFxNYMuaWb1aYgB+9Fibd2DeAchOfrgf5uWUtcefpiXluVnc+1ZKjz/z9btw3t1p40eNs9LDx2xI0QC7fe4t7qfz/MI3bPHqFc7olHCQ9qCkvYE0WU7LfPsRNP7lF00lspxn9/3f79mBujLXbFRzqI4ZONYm9xtlU8jxj7xwktWdOGk/+OWP7M2NS2jU2ck9UgbzHDpRgjocqv0meqDkUwG27L2V9saiN2zT9g22Go8aNWfrmZ1vhe172Zfu+ZrNuvhyy+rG+JEGKl532B5/6GFbsXWpvbJxkQ3tPtj6dobtIZV4HyWqn5pzIy6/MAAwuXIy9kIBzusmWArl15oDuJqL2dLAwbz4Jhemd/qXI2mf8eF1vmD1Nf2pY561qpYEmA3SCsdTSM07Qm/vqLSFL7xkC1cstlfWLsT5uQ0pye7ogyh5hmnpjtt0rlLRSum61T/Ph/kqPxZFxh3UMVlNG1mCJwAD6vzcwEbekgeei4Zm6qjRNmnEGKz2y+2ZJW8AYEosHw1XFfPFfW/EjCrICPW3gUqK6zPsyh4IRddsBWF+oHMdKq9uyVyToFgMTh7BwWhSO2LTTgDkF/GMqs7CghFBNwLWO8AozBp9EZYBPQgyPrCNaFeq1TrSt09YEaMEGzfca2ZdYRMnjKVp6Sb709MP2cH6UkTfeMKUVbkekhI/m4HP0Jzp0+0Uz+uXjz/oYv6upNkEtOpJv91FpclUKoxyYLPKqXZZDKvxxIqX6faOi25TNtV0p+ye2bfZp26lPL9HIWOMLojbbyRqlxusH2gJ8x72Mh3SoVdU3DudJdceLx2KTEnV344qpNMc8Bs2rLJlK5baok2rbcHmZVS/4YaM5KEtdgP17AsV+Do1oCXxYMPHkveBDT4LUCrAOBNnEisGqPTI7WaXjZlsl067GDPMqaTa8FEi4G6pgF/sBT+r9FaokEVWQDrIOTWxa87ABPDgYl6lZhIAE0ur/V50jui9kjSSszRiV5z5V/YhBLQCGK5PgeVybxhnXcIc8c9J2knH8zmeOZmykHie6sxUIi8wP8EEMDAxIcMg9sfL16lwE1OtdhlZWXX26Nsv2xtrFlhBTje7cfoVNhkWunNBL6o0azx4FCOmdg7SNjaS4j9BUJtL9SiOdayxJfbkstesXesCmN+LbALrogNr5wR97E7zma0RYGuP1/hSRl14Vgd0BCSRSdBkOJ0cgpmNFz3KYbN2/UOSIkkNALeaKgf2lEjYKLzHUExZMLD+ADJSRP/mAAr4OBsioxyqo7TZM/CZHjBOgQldOpuQBjAhtcSM8/4Xoe1B2tAouvBGwBHKrJVTU9fN2HY8gimtiTgmkYHRIa9NKfrSRObD2SVPy4SIIDZ3TE00dc3OoO0C0BAFopLpAEribitmQwduTOH4YZaIusQuZaaVIkiMKbRkjw5GXxp/MSVefh0AnNOBKs1kUUUWJ26G3u1alVhJnj3ef0jHBjCamiP+JXHgYeFEBsmbzunfYrJ80qs7LAZkDkz1tKBmqUg4dPiAbdj+ga2lCqCUydkVUNKdkue+vQttACWesoxu4HBQNZJ0GMX4SqiXiFJJnRETKkLqDPsxsBAAAxtTALAREFKn3XoivLWb6EK96yN8ZeiEyqGRC3ujyEeLMJfDQfoCjakWooCXGBWlonSPDdDGAlsao2o1wXOBICWxHOa1sngnsjmTlEBLmNeWjUndlxvZkKrxiKirbGQzbGefuel6mzTlAutGmqlNfnuABzOAUugWDTIoERoJT0vzwrVEinaSigKPkJLy3lNylXabCF6fx/OnAqli+36rKj9uzWgOmNupAO+NfDtKymvu52+z1bvWQXkPxJX4iI3Fg+Ozn7gNl9YOmMNtsHUcOAcQzH1EaWxnOuuWoCdoA6h44Ef3U001zLbjq/O9+39iW47sp/6Ao4v7G0krgYFs0hdPnm6TLptpZ+nm/cDjj7j4sZFItq72pI3gHnPrc20UG84dt99pXbp0RLT7EQ3z1tlLC9/kgFhBerCX5RPhduLz7v3St2wWdHvbAaAE1lT5Rydt8etvIGJ9zf668lkb02O4devQ29bjQ/PP9/yTfQohcVs8Ys6gG2lOKwGNP/pIBzEqh+fEc02J7yekORzEODOTXlepQz9hMiJ17vuRR7yATPQXzethKuqZx/n8RGdM4LZV2tsvvEzp/RJ75b2FloM7bC+cZHcfRIxLtUrvbl0BiBxOgBfxJdXMJfWWqoDFU2qyMxYDsvTnOMGgDoANUygQ3SabPmF09Z5EK4qRzPlieio9v2IBGpgyWkFkIyTVavH6D34FrUP4h4eI/g/p0AL/pG+oqo29kHmsoENtX7KZm0q01EJZSUtQgDncyN5F7lRdIs3T2pVWDVWlvUgGdQIwV4ydaj3omr12/Xpbv2eL1bNuQzuLU1aY39cGde2L6HiCjRo12LahJfvLc4/ZgVNlrM021kCJuFIoBbAlU4aMsbGkXJq1z7FfPf0gGqhD1hEwV4/GrAmG61u33WMzAUvFHEgHCDrWLV9iL61/29tl5J3WQ25n9918h90092qMAPvy+ewjrNs6KqHOaB/U3hMfqu9tvh05mNP4ZAblYX8K66417HAWC+pDNHPvrl5pb1I99SLdsVux5rvkkA5kjCo5P07Kxv6Uukjr3OCz5c0jMMme1rV1W6tjr6iilUVBi3ybRsXM1YC66RdfAVjt6K0XWrvrLBovtB5KbznTz77lvZlIs/tv7kfP0YM96UxIXbkbb8J0pFh4Psu9YxK33fB1x91BQpHswwEIKZknAAMD6KJh5+G9jJsvhtkjtj2DnIg/53MqOU8V2KtKzs8hnWuSbIk9EujyCSEARU85Uj/y/lJqJ5vqrgfffNHmrXiT+d0WIf4cAMwk0v+dAB2sC/VrY30oBdQRp26+6H5A+fl56M7qqERbZY8vfoX51spmT55hk4eRgmKNqP1JI5/VgkBMYyk9U7OBnXpjZJc0c0yxKkHXogMolu+Gg0shgDq9JgefpxtC9O6bbbLMUod+MqBu+e1RfjjYQ2WNgp5EOJS8TvPQy3J1sPpkk0Fb6J3gA63DODlAg34kRE/uL+iHdNop1l+fPMiIYiO74qI23V/yua6j4Wd1IMYDLKJh3+CSh+0ARlVOSqkJwCQ6H71ZHAdP8SiM1qRKllZ4+OHaAyDRnTh6CX86yxIBjP4ZDlVfbJp6DiSTbVgv03j7eAbq0McqiTJ0LT6Rdf/J84wi7JgyCmhawqw0A6PPCTlwpcdCBZNvk3oPgQ6l0TLGPw06dYHpOeDXq+tSypHNQGArRBhhCxaFqvlQxWQ8zAF5tPQo5dW7SXkc9DLNQoS8ffv0xXG30KuNlL6rhUY/Bgg5jr/MSdIkikBzVZEEm9KNkup+vfpwmHSjyZsqifLdpVOswVacf/dRjn3g8H6iJER/0lYJ8DJW6pMiQKLfsYIq9C1JfHTULoPxkHYniCiVNsIeHgt+pcSk6xGtryj6yNGjuEniHouleistMA6MvfuPsvmdtutmTLHzJ4yzCyjh7llY6E0d1Yslm4oZiTc16nqyfoBqg4m7cfLv2B/sDMxCWEX8DPqOMxx+1VT9VFAhUUH000EuwSP7WQnl3z/57j/bkk0rrZwI81DZEQSbw+zum24nHdQV0HiQEvX99s661baF8tf2sCfSpbRu3sF+8q3vYmw3xA4isH5l0Xx7n3TYerxe1AG6N6WlLdCdXD/rKrt89myrg6Fatmypbd6FoR2HwPGqYnQTRZSR11JGfb598+4v+TOs4LDefXifPfTMg/b8sjd5tn0sB41F+7P0T/rsvdDuk6wL152F9qDuUJXtoYfUC288az986Y82uu8I9BTdbePuffaNz37V5l4403oNQFjaLZduDFSakDJvTkUSlAzVQgyO2KsEsDSDLvAiJA6pVHAQkb3+lLpW21kyL7UGw57E2Orw06avCJcy9RYdsqxiS7nNf/4FW7pxpb22djF0d0vrQY+XPaSQKqvKmHtdqTxRAbdSxfQxwt/iOCmXWnQZnUlHSHPhPcvYP8sRkwrAKEXZFVp9AF4pAwB2PXGmFUiXoPQgPYnUdqABLY5ASbi6YHSW/hXRTNgPwq9gyRD0ccFjSipBBSX1AJi2MH9DsC/oisdLB1jBMliiFRvfs0p0Gr6Hs/d25ICYPXaKdQGUrQHsrkPbpSayAtMyyBveg5JvqosGYXJXSEp21/499vBLT9nx+nJvW1FNiXMubQoG9epHFdJAnLZ7Azhz7NF5z2K0uBdmlWoc1lUOxRHf/vzXbdoYAAwNEt99fz0M4iYcnt8FuNVbL0q2Czv1s89ec4tdPHUawUpX2C4dyPQ0Ii2s3i/ZBB7aXzIdbbW3+9mRYWIXmxNqGBWUqKdZK0p/92DZsBkR8yvL3rBH33nRqwu7YLKZCzhpYPzKAUqlPF+NvqqaJNqnp7VrW1rxLLUPwO+jmsm1gZ2L7J7b77I5M2EVKU8vpWqtHTofBZJVMjREo5cjlpqDW6ClERZKQEWVODHd5z3lXIMYvhbZFj1ZBYUplkYBqFcvqeBA7G860xErjxwccZ0x/a/5oHSVzvAoDYlnQ2BuAlDxfTo5T3UWKPWmMyUwMFoXug5mpP7uDD+aQPagethG1xy1aLJn5r9kL7CHnIG8uH76bNipKZbLfl7HelD5u3xkdGZpHxYxUQnz2K4tUhOu971NG+2VxQvtWOMJu5CmjldPnUlT0lwE1XWwiDx7rV2uwR2X+xUAYOSVEA88j5DDYohMRhSq+pcDyA83mQFewo8E2taFqP5+AYREQW8AOTGNwqJ0j5Sg/fCDUoPIu9Srl0WCAJWmUTfMCBpilJ8CMLpOp08zGAA3meNribZHaFG/vZwaClEpM782p7uk0NdakFeMUkiBYYgMjO7KjfKSCZIS/7pjcRCwasF4+kzqblgWASS9Tg/Zm1c6CEgAoI9Sstlo/ASQlJdN8ItjsoSdCsAlDbQydTZx3JwFS7RKAlS+1XkUEkCFGxPKyCl5XvG+/DVihBIXYH92fDEu/ACOAgjy61ecl4xDmqULP+PPNXXNCXDSM/B+U4mrsBYbr8mBIVGqqYoqmXJs1KuYuIfZADfs2GNvrVxl3Xp0sd5Efn2797BesAqd8DBpSYuCOio6TgBgijHTqiYqOo3JmqIZgZwiNv++OgA4RPJpU5BLmqKKXke79u/E+XcPepsdHtHGFhgRpGh0ZestGlTPRPNDf3pVl56L43U9EInN1ExM/W1oZyftDBS2BKQCPfupeMrBl2BwUR9rzetzADC78Sw4frIeB9IBNmLgYLuMsur+NH3MRqvDeetRuUy69By8zNfBpKhmsVaMd3KgetJPwlLSJt7I0YEvFyZhNAu6/OAh27Nrl3UeTEQ9faSV7Dlmyx55gbTAMnuTnP6B8oM2HBOxT11zEy0FelsTgtJSzMOee+M1yqm3IDrNpxqGjrBn29q3Pv8lmzF2nBv97Ti4097b9r49C+hoB3vQsU0ndwC+5crr7aoZl1oTKZ/927YzvvvtUYzJjpw8SiO8PjR3PGqTBo+37939FRuBFia3cyc7QgO/3zzwQ/vry0/CrPX1KKztmVz7PP2TplGaWjR+nOV1JsWGILaS6rCnXnjCvvy7/+029h1gjbbv3G930hdlNpVd540baR2G9UJMXWetasAsVBmdVdUfQEVrWBoiDaqXWKvXjCoenekK+5YLp5UCB+C4cFdfliBR//JDX+yNxlzVSLApdL3OVv+f9SX2HP2dVnC4vkWn7WzWfnc6F+8+egLWu8p64v/SijmpCj413ayuADyi+1F6sg/piLZUvZzW3ICBOwGAOQGwkxlcP9JQ4ym77YhPSivEyNKcvAtLtq/qGE6/uTxjgIVvu9p0Pw5gwj78n/0KgR/WBrAHnWA1J/cfgYAVd1OuVTqxjZhHqpeYBklmmDKYuwQQqvTsKhqmrt25xfsiic89TqXdCMTpE4aOpLdTZzRpiJLRfr1K2qsq8Q5S36D2pHouGD7KhiBcbkGVTi1r5u2Vy2x3xQHMInHSpTw6H6bje7QHuHDcZDtMb61Hn3rMNuzfYgcqjhIwNNg4rA8uHDTKZk2ahXB2NK7Z+VZLulMH51nAv5xhZTyp6tQohA02HOEMinq9yJBrnBwYwJKpQklr8AjGittxf30O8PLgG097qq8Tva3aIqCu4xrK0byVwRiIOZMuT5WADWJHnOHhEOYPnLmC3Ybl23c//027ZfaVtLRAswFIbU97dI21vKaqYZnU4LGNnqvOpET7EqtjY9WnGDwHIUlKKTLvCqLi14IfjPQ+2sgV8AcWJu63XjXkACjooDSHXDTrnl1BRxnJAH3Tfw4AI0AVNJHSN4bXCcCIRFDgdcqzIOrzx0tSUhKZ0sFSE9i1zs1hXp2yJRQCvIgYvfhUlV1ywQz75AVXeNfpKtgW6WB0RgoMeSsat5Q4BVulEaW0/cOPbPnqdbapZB3zZyAu4DdaLno46W/quG8xXjqDNAbNivJ70gspffin9SppeimChnhQOZOpm0wOxQhkoqgoE9hkApT48/EhaA6k3keHsLZn3leeId7wUayIUilKf3gJcUalkT8xX9lJWWQ6jZQCXgkYiOg8aF0Cw5BKdyRpqkCZBZ1MJoBxU7/kIM4cB2djkign3q/fK4e8yswj2xHN5jJ/NhMAhFLkdDorFREmY5s5xgHMJH49zrzEvwuRSrwb/h2V7Sk9TwYI8jynsz4CTxrD5BBNnmdMk0XgpPfTOHuLCQnBkrmSZmD+NYBxwJMAmIDco7hOTowy2yNqYjOtZxOvgXaUd8D723fa64sWellsB3wWOsKw9O1O7yPKJgvoSK0SvVLSTgcxTJNTbpVcRWE/5JLch6aJfeiP5M0fqU5qy4FbT4XHwaMHEVnuB2DsBUxwmCgFx40FMbp0PaB5FpMqexzsJSk23wQlvPP5pYNNeV4AAwu0BhBTTxRRLeW8vBGkdcDvQSLU7l0KvAxV86Ic512yPNDlrayQaxs/arz140AeOBCXWizUW0C1u67Bn4MOXX8UocWNPx4B2wB2nSp2PVYwgHTnZnUhYEyqjhyz9WvWWMde3W3kJZOsGv3BlsUr0bm8Y4+/84ptP7qTAweB7oSpVtRvIFVFHb0nzuMvP28rNr9H2k7N0qDIT+fY3Td/ysYgpG6NVqCGEsyllFM/8NoTXuXVThs6aaM502bZZVMutnZE8I0VMCaHD9iDrz1Fs79dHMa9bS/uq+NUeXLzXTYM75cR54+3k6TjfvCr/22/f/IBStgHW2kxlvTZ7W3u9Gs5vMfbmIsmWqdCesjQ6uEU8+H5Z56yW797N4LJ3nir0IuGarSrLrrSLuo/2i6bc431HDvAGyy2oNlkCwSlqpaS74vmqirdHMCEYfSvp6MDfSGZ+1BdYR2EiNN/+T/DWvIeNozxWUrWpQ05umGfPfvME7Zy27u2Yvdm3uc0vYQ6OYBppLpFnagFYLJkQQCrp1YBxacqfY4VduiMJqKdVySdIgo/ycF4EvF4A/n+YT372UX45nTAN6Qa75edpMs24atyrJb+UWi8ZBSmJNK/zcD8Z9AlfN/tHli/p2BgusBQzjyPMl9EqPtx35VA9zD0vdoWaK51RAvWK78L9v+DiKZzbdWHG20jzrj5renvw75ZQmAwpu8wO384XiewOTKM3EXl37tb15NaaQBQcFhjslgAi3EpZeF9EC6XUeJ/gjWygQqkw3Sqbk56qAntVudW+fazb/+Qaqgptn7VBvvhH39uH5TtdLB5BvbgEtJYV2J4OG74BLrF46EDy1lHdaIHU/pP1SwEQzFAjeJVbVnumZXs7fFM096nsl1pTNRZPAcWrYLr2rNHzRyfwcjuCe/r1B6jvDbcbz2vqwKcnkT3dkpVpf5f8PP1c0sMne/TiJZVIo0r97c/9RX73Nzb0dggfoc1bguwaY3BZw17hxyZxcAIxKRAS8KyBFmFELYCRxkWhhRSPCv1HB30JCAmGtr53uDpv3AdPo21Z4l9EwhPhNwe+oiByQAwKeIgYfgDgEkq15L90M9C7lhnjZgcpeBdvCs9pwqK/dyUdgqdIPtia8a1nvm9hrTky+/Mo7u5Utjj7fOX3UBImwkAACAASURBVOQ6p0pAu7C42HOxUJ5W43yVh0xr3PLVA2w3a2AjwdHCzQusH6nKm6+4jhLsdl4NXAPrcrJSPxPcfJsVduh+1itPEsYjE8DETT0ThPgI/QcAJp0qSCL3yK4kTEvUXzg9loqAwoSIJcSaFhHAqBTaWZMUoxNKBgNjEyJgRbLxWlOVQjrMFdh6njB8PzASoaIq3m9E6eFhngsItGl4Xyj1f9BGkKH/CI6755Z7h3sQXRv8ZFxIlbjlphmTwDjFyeP3lQFgMrekj4PEmK8PeqIMgKmDN9Fy6H6UX9TvdBVU0Pn4GDhIDFodtwCMzHPywR8HnIGJUfO3oI0JgrHw+ZnMS2qM/X50uPJ6dS9NAEwEVVrxYjo06SW2q4NaVUnkXrQay9euhiYk58zGrvK//hxgA9BeSDchoznZh8ueXP0zSqjiOIkQUs+gC4dpDzbKrlDwrancUMOxOhiT47zmGKmjUnLrNapESgSzEaiIehYD47So5lzCvIXNJe3NoK6xiogEuqSFqee9RAlXsSEpnaRNIuiMKC9l3BX9qFpKTSLVXVjutW2J6np364NPyuW49A61szA2jpAS4KK0mDNxDp5CBBTYSo0zUxwPGWdldA1EK1kI3rIL2tjpigZbv2iZtaMEevDkCV4Bdmz3flv97jL72RN/tA/o8j0K4NQHOn4oEfFEBMXy+3jouadt2dpVtGQoIpWBX09Dc7t82gwqlrrbkP79AZH5iG8X2M+e/qP748h7oa682mZdMNVmTJ4KWOtLP502HLh77PcvPGI70dMMpEfVrv1HAC6DaBR5Bf4PQ+2SOXPYvGvth7gE//aJ31shaYejdAvvR0rqQkqpR1KRNOfyy6znsP6W1ZM0C/c4/+EXbc43PmlD8NvQbCour7Bx/cfamK4D7O7P3WH9YJo4hmjHgIsnWpfTSleq9FlzWJu4nrPmnQ9vHM8EoGhoPehhX9BJJ6aNbwXQqg1DlHmiQ5L+yO0KzPZu3k6LiEdsBX2dPji+2+nybgDlQydoBcCh0Al9E7jPdXGNzI/Kmno70UT5LQ9vQEE3quTaET2S9gP0nQRcy1SukWh0DH4sl02ZAfjJs51KZ6DZ2kfVV5V0FwRUXhbuAOa/x8BorcvLtzuVYddddKnvT2voB/Yh4F4dqv0o5v4LAbQKCHqTrlHrind3bbVtsJh56GJaAXpOwJxeMAAxNxU3isZ3w2Bsw7Ds4PFDDB0iV7oS16IBEzi5ZsYsXJXzqDw6Shl2iR3BF+ZwaSjX1vUUte9u3/vKt+0iquXemL/I/s8DP7bjWRVU+OQAVKopwb3Ybr3kWrqYw8R1EsOlEm4+Q737YGUlcTjt2sjAsMd0S/DmSnuFpZlrVUsKBMjoLoie9e8T9AV7mBYWv3npb973Lpc5kA3jpLSTnnOVvGPU2Zn/dJznsL8rqJYnj1eSKWjh4dezb33r5q/Yl264i+aE+a5nyuPrrUjB1nv35joXEasQIRPApDSJCpqUqv93AEyDmKZ/A8C4Roo9KoKUAK40h6V5Cedf2NvEwqQZmMzAOzDz6mkXdDWZ551XUfGWp9zdPBjTNsodGhAqJkXaIPkPCcC0IlWocdnw/nv20vJ5uHPvt0GksL905c3ojgDppI8kC2mD3YD61VViDtoa5+12OKSL4atjDI9gbbGTefnCOy+5RGDupVdZF4IAGUZWMwbFJSfdKsSZ9MIOPbAGiFUsSn2kS4wzD0nf9H3xM0zaGRLaKXNyROSXCRg0EJF98GieX2ESyZhJG7IOhxABZx6ekS2JAMY/RyzDx1C1b1FCgsnPRx2MszAJA6P39ptNNiy36U8AW6r0OgEwKfZI0yFJGyny0BP8OPAIYtrwtP369HoJ5nhA6QkTUifxcMwEahFQ+fto703eJ4KYCGDiv9PjmgZBgfUJ8j2NjzMwMl5jgknPo4Wma3fwlYARvVgTL4p8fd/PACTx3+G9AwMTG1Rm5kz/PQDjLIcqMkgXCQBqsYpeVBWPfkYbkCoC9Pd6DnxFJqWlJ5i0u+0wJl+7SSmVYx7VGcpxQP8h1qd3P0qfe/oJVFODuRT+K8fKir0Ttdwp5dCbL5aA3zlMcn1eNamSMvQq6uxbr83Nu/DqOcRu5SGiEQMrnwSBGV1PuFb5bgTlvR+AHrUroglOn/pdw2ZUjh6nio1W0YTWUA0pnZM4ADfx/f50pS3s1Q1tCSI4qNfy4lIMsPrZJz99lw0/Dz+TLBasqtuUWNbD4xqU/VBZaASoOln9mfMcTtMAELSkEgLkG2xC7YjkOufhb3PKPlq5ntYGLa338EF4xAC20QmsXP62/S98WrZhPja4F0Z3x6vchv0mAIUMzR574VlbtGIJXh99rBbKPwe31mHoX3oiop4++SLSeH1swYI37V8e+rW1EtiS3ocKgsn0q5k0BkdU0kP9AJYqWf/t8w9zkO3n8OuBKaCqngbaEHpVXcgh94mbbvGI9wE6U//12YcQPTaidTqE22mh9ezQ3UZg4HbvbbfaoPFD7VTvNt64c+VDC+yGf7gHoTa9chAHYy1o3dr1tKJWne3n3/26jbzyAsqYuSR6CrWEgTmlNYf4OYHnqTFjgEPZhG9WcRUF0kU7kcPWyNbEXZs3lo7G/VK0L+rxEHlu37LZHvzTn20ZTMOR0+WwVsxPtC0lsAtavR3wPFK7pJYcPqqOqKhFZE23cu0dgwpU5h96Q5UBvkthbFRV1sTcH4cfi1ybmzXPsRX4Zry/fSsRP92oxYhoT0EoKcYt5O3TlYHpu/nP/+b7CgGLovoeHASfmDHbmaG3qT7adnQvnxMMP5tz8AwiDdgbN9o8+b2wtjbTk2YPlXVy81XvmZOwRJMHjsG0DdM9UrmrtuLKDEPTKDW1fL6IpE/VnoKB6WA3z74KBq2lvfvBFiqZPqK6iwOKe1cw0B2WZ0Lf4aQHbrLBsDmvLVhoP3r4Z9bYqs5tEkpxjZ5NH7HPXnsHwQnd54nelX7W/BCLkYsxWpNKhdULyNPT4eANZcAxGA5AJq4n/d3T+oytUkkSgUqoX4vT9l9ffMh+8dyfvYdZC5Zac9JekhrIVVn9rBwwaxz5LVflVlxLA2eY0q/OUHNvCmzu/cTd9sXZn2U+dMU/BlGr/JvYkxowr1NQFns3pSpRU2miUJnqvyROT6o3Mw3rJASOAbEbWibawtMwa2JJdP+pVL7OBF1/xvmkt9bPiJOLY5Le98XyZvZUCjIEnQGhuSRSXgCMO82zf6uYog6QLomCqjXVd0kARu1XGFoa7L5v899daFuOfmiFuD5//vIbYdAKYKVxhubZtYFNqwfAVJESzEMQ3460pSwmFLyW0adNnamfeesFGLE8uxbxfh8E860pv69lDLTHSIbgZ3pRvgBM+mIDyAir/d8EMI5Cw8GWOuyTw08/k6kdiYe2g5FEUKUJFqNxlRq60lp3rMnB62IlTRrAqIw6AQS8NgKYqGPwn9O6Tg5p/3mlm3RQJQ9Un+22w0KhipaTa4+flb7PcKhm3ru/JoPxSLMfIVUQ85PxPUIrAQZXgl3FTQk405hq0ob3T1QwGnf+HtXjkeEJ+pngouuReDIJw+RMt1DIZHX8gHWXxARQ6ZoTAOaNJzPEz+H+/JMdWWfes74XvQDi++tr3iaAQzKKhv1+EwYsE8ikmB4xV1DgEcCIPREr5MARcCOvFT1Dt/6WHTWb88nqUtuGffxWyjZlElcHAOmEFX5h3/5QyIg3k0lbhWdMKZP8JACmRo3yABCqIhKzk8OIiiatY7Oo5HsSfml6KP2ie9X1BRfIsJhl5CUPmxjB6U8BLUVpXj2WABitEUUiofurUkdnqG4q9dYDcgnO4ntl5VVWSd5IvWVGDuxjfbp3JHKlkoJKkkNoYoaNGmOf/9o/WO8hdLzeT/TiHiU6ZMPBJAbgtMyLdHC5FivRcWjbRMx5lsi2ORtqMzoun6ZHUbMCzPXQVBRv3AkbUWOtqfpp06MTm0Fb20S5770//Y5tK9lrAzGy27Z9C71mZtmdc2+SqMteeP01e2PhW3jo9KCSiYiGA6orepXCwkK79sprAWBFtvSdd+zrv/uxV2zILboB+ve8gcNt1KARAJnzbSz9jSQI/u2Lj9Lw8SPrjPDxCNHRkP6DMINosjmXXmF33n6HV38tfXuhPYfp19Itq+zgiUOIXntxT82sd4dh9ptvfN3GTh9tVb3oiQIT8eEjK+zbv/4x9H2pfVCyw5oAMi3R6OSWmz38w3+x82+8hNQO6xJRcStKXuV8IoNMB+gSNYqB0XwXyyfvjQwA46sjYz0lKMa1Md73qJGDXpVgjvsBlfWycD9l6zautj//5ve2kjYLFW3PAoyPU4WSh/0+hyAawrakTppzDa0Y2zqBbM61KspYWzHPB+OP0wHdQwVM1FFEuicAAc7+EA1fUDTCrmGcGniOC1YvsbX08pJPn9hJB9zqPePz8P+dgfGAgrWrkt2uuPvedgkglnuav2aZ7YI5Cb1d2M84kAd16uUOw+q5dIp0zV7W2RFM+XKZHyoJViPHKYPH2ZVUjx0DjL1Ft/EttA/QHnkGYK36hWZUcLXlOd58xdVUpDSzdz/cbu9u30gDxXas92p8ZJowrxtnU5lD44aNt3x8mV5ZtsJ+9fjPeG4wWx0LvPPwrAkz7O7bvmhd0Rq149BTCxsFKCq20F7UCHOqhq8xcPZ91c+ioEv0x6z/ywi2fW+T1xLjW4MdgkSkWfR/+v0zD9iPn/y9azia0QepGYwTeIz5BOPK6Cv9p3HMVvDLe2oPUTVOAwe3WLoWlIkrHfKZG263ey79DMxBX++onN1KZd6kAgFF0qzEMy6ck0r1JKXTbrGhYIW1LWGv61uSNgP+dNCGZgCYTMZJB6DnM/z9QrDse3ISkHmgnKTHQ0HLuQAmVjN5m0cvQU+/j6QDsdRbVZtiX8QiCXzU0V5FTLq0RAIwah0jU8kmesYdPLrPltDP6p0tK7xh6OdphNkOb6xTXKP2p9YwXXqPhnosJfBaEoA5zVoTsVHRQC+6g6T13nje8kjNXX3RZda3B4allN+rdcteihcUBPt9SgOjzTlNJ4naj5qADIGtFpwfuDKIC74o/x6A8d3YD8kABuKhFrQHMvQB/coKnag8osg4yLoo2VdrYw/pm5BC0telVg62/yEFEYCANATpKh8BB5V+OSjQscgkUO8Ed+3jesRMpISpYhiS38HDJqRZzmGC9CZaA5lfV3Sm4999I9LpqTBxHN6lKEy/7owNM/ap8HcQwBDQYjxTImGviAoAxiebogqflEEL4eLjDO1L1NpoqKOaXcAgNjFz9kmvFxBLWJiwn2uFh8g0dW++6v0LqUWg55di0HRnGSkkB1RJaXV6E0nYMGfKABQSq/KWUp4LxASTqXh9oReI2IdsUi0SGYp92Y53y3GYmBIEnc3JIeejGemELkZmda15XSOTvhpzqWrYFW0afo8uzhZwDY3G3EyMSLiG32Kkgqgv2I5Hkz+Pbrg4Cd1iHl0gy8EWC1KbiN+j9Cb+zNVCPngRKa+g/Lk8YlTRcJZNRHO6BgZG91OABX8HqNHmdJyWgLIepmTM4PPsnn/4mhVgn3/6OPNQ7QW4Bm8xIW8GFudZ5rsON59LKg0OZ4v2Fk8j6TCVJiMLYSkCMQdgx3bsRvxaYjnQ9d3694OSbW9b166xb33/O7YD87iWGITt3L3FZo2dZnfMvdnZhSUrltuadTRjZK0XM9b5+R2wxGtng+gs/fk7b0NwXGgrlq+1X/75984knGik7xKgcGjPAXQWLrJpsDkXXoj48vBRe+HVF6kU2oJYl/41VQ0wT4XOOF13xTX25bu+bF2odNr5wQZ7Z8Mae+DFx5xWVjVSKSaBBW172h++ipCTPlXZNMRU753dr6+1x996nmqE92zVrvVWUNgToEgH5OO41NL073IAVrP2tMpoyaGitgykkZTlbSZdCxYPWjQqw1WGVOaeaSbTVbx+wHnlhu9OinJCqsmF1Ho/fk6FDppL8oNpQJC7bt1K+/79v7B1u7daexqIqiy/NWxXDalEeYO0IXUiYa8OAFUXVfE8ayjll4ZvcLde7iBdzoGpfkIVfP2MDhgOxfOLhtm1M69kXjXZcwtetQ8BnK6Kc9ZPB5MmQLin9O+4w/7//NODDYJAPq93+642c9IUn1Nvvbvc9pUddbCnsWjOXFRqry8mkUqPHsGDqRTAUgOYz/WgrDkAvdqmDh1nV1DeeoIgYx6VaLuO7fXWGyGNwdzlfbq37ewmZBqT9xEJb96zw9mZ0wBwHVKXjJtq15A6605H+hxE92+sWWt/fPZ3RPCYVeL/UUq66frJV9pnb7yTpqRFDsC0pym9JBGv0q0NAKE6rYeP7ePSOAQjuAz5gJ8HoeRXEgJ5lmitt4flPQ3QeIIy8Psf+otVwRA2ZGnfxYiTYFS9foJ7TtivVdARfH6UOtI+HQSl6uejirM7r7nVPnfpJ61H936whJxhjIuyTE2eHk4XrejJRW1m2DvDtTqLlAROkX2JVbRKIcWU0DkaGhgYZ4w9DkqfRx78JudwJBMCWIlZlgj4Eg2mKpaSMdOFhHNQXi/1vheqBYP2z1aASaV/qtA66bxtTXXWGZWXk25TNa9Yq8OUy289vNOeXoyfCyzKp6he7EJZfQvAp8CKSskbCfYkzM1mXsipXDyGUkgy4DtwCM3Zwhfdb2vmxKk2pt8wGoR2Yy9qogEn1hEKRlU9HVJImXqVkBYJ0Wr6Bp2ZSQCMclgRoGSCGB++5LCOm0ZM1ejrfoCKxmPT9c1ezf6c0gqpochEeDdZTRYJZRM3WwcfTNbIpmgye2WPjhWxKlo6EfTEUmBFzXxP0bkAjH7p8/RTfi9iA/jcCDwigk8BGN2z83JKL4TDW9cUWwwoYvs4kAt7Ynj4QYMiR8yAaDWmivYjK5NqPaAmmLoeZ0mCjsZxkya0/ouRhDYZbUYCT7HEPWFoIvOlya/Plclb6hk4oEr7t0SUnhKh+SSPFWPpKqr4PFPCZq4lgKCA8MVECMwKOES2KQq5XSOk60hylSp5E6AQ++bmhLAlAmZhvpBXZpJL+Cvgsnf/Xuz9D3rzR5mBKaeqktIO6DwkLNQGJFpTIl7vFSNfA68Kg39BSKkKAQFV1wJB6+pPLcDM0sq49Ys+V/Djzcq0IbJgxKDUIUoLJlBy0QzVWX7M6dnq71x2BD3eu4gITHYEjfys5og+U3rQRmhW6YHyWraxCxGz3YZQtuuQAUTmzEd9nw1SNtxnxUKxKainsEbE1yQA5gwbYzPv6cOGx/wXOAtpTzUpJA1GuqGyrMTKGKtq2KY+sB8FfXvb9g0b7Rc//bm9TySzpxHdUPlhu2TERLv56uudidyxe6dt30Pn2H10/i7ZR2TeBXuyzjai91C753M3I/jtQbPLD+2dRYts44FttunoDp/3Q6GDe7bqaLNnzrDxU6bQQbbM3l++goqmTfTCWU0FD6JVPEZKj5TaVUT6X6UaqScbT/HBXYhTt9tPHvy9bTm83fr172v70M10bN/RfnjHfTZl+GTrNWoEbE8r27/uA1uMwdhLC1+3pXjHFPLaYzQaLKcK7Vdf+IHdMONm61zY285296Jly65X8yLmMNTF6TqhEP6JTbwM75rVB+Yt9UvLWQMH5a+FFRmZFHOp/URzm9dIA3KGTbaGDuMCMF9TSo40Zz/KkEthrc6ohUFTNVUotKSSjxR7kvyB5O5ci/mZSkaB1TYIAWo+FT3qM3UI5+lqgWOtd9bqWETql0+71Bv8PT3vBduPyFU6Hl9RitLTyS6tUp+D4fd/4ZeLOzkkmJD9OnbHu2WUg9il61chquUw0OHOtYix7t+1jxXBiBzH9XQHLT+q0Ovo8G6Nr4sCAGlzLsRXaDq9rsrQJs1bvNiKabzY5C3C2SMBgMxmjO562qjBw72qad32zVSnHXTjNjE1jXzWlVOvtE9cMos5x8HPYCxau94eeuNR1gIBbPOOGD7W2q0zr7JbL7/BBvUbrr6ajK+sLkhfSM+mIJjfYiViQBv3bTX2FMhwCZnvuyGVpL9n8x5aO2FPOO2l5I2g3JUAsZeee5l2CFTW1RczPeqtg/ohUQWmeeLrTYyovHVg2moo83YjxeSXgE0jQOjTaD3unHkLLsaALtidlrxejuLS6ujpZWpMM0uk9UxjCsnTR8neGJkWXXujl00HtjYCGGeD+dzYfDctMwiBaKYDe9SDqqljdH6PbI2/p6qiIosfA3auuwlAIcaqnj1KUoJcwIZYaom1tRfLcV1HpfSMMonFRMmOUcl4qOKEPTT/Bc8kXDNpKqmkQtfq5WF2qchM4EV+OOoRpUBXw1kN6677P1ZcbC8tfZHmuEfsfBp4zmDv6ktZfhmNJUsOlXjKvyU/06xv++4OYOLBGSJ63WAavcab9D/5fitv2vgfMzBpRietqQkAhk1B5VwcPnI61IPQg41AQoMeCpvTkb++pzXrF60Imo0iGtO534H0AwIwDhqI7r0tQBCc6oFqcHSQ6pcONuU29WBjOiren8Sc0XMllT5x0JYWCafSNtpkEmO6eK96/wg83AFXqZJEcBzV5BFopFkPsT4SJYf79WvR+0QaMB7yyWbrXbj12RmAL7IfcUF49ZaYDy0YFxVrUulQDOMRJ7kWprNDvsjDAS16ULnmtGdMWgAcgY+DWb1aC1vsjkYoed94f7ohbegRwOja4qaheZAaF/0c32tJGqgFr1fn56MwL8VEqiX8LkYbU000qMofAYM89C7yUWjBwa5o6jSLQNGAlrWXaGtSAzjcyElzLAEwAlC6vzjGcSPxKErjkOSiIwNTQ+SpKE3AR0hBYF4/HwV4XsKng056G1XxsGaU4sohGqllczxG9CqtTm1TheVxb12pWJk0/gI7b9h5NnjIUBs1dAJCtvahogigEoXEWaRVlPYIz4TPVHNS0hJnyKGf0QajtaI2EXxL60ElvA1U7lTjq3NMTAp+OJ1piHnowE5b+PYCrM7fs7c3r0F0XGYXcfDMJurV3FB7hP2UPC/BBXkHQtyu2OK3ooHikN6D7ZM3z8HduA+9R07Y5s2bbdH6FbZyx1qiY0rFuxVZ3plW9omrZttoWJhGSp8P0wvn3Y/W22OLXubAr7MBVDsd2V9sl0+9zO665U4rgv6VE+zuwwdoP/AjW0kpcn+EwnsANe0QXd995W2kpCbzfpPoi0XVysEj9gFpxL8TFb+6bL4VDurnKUNtiv809yt25bTrbPiY86xVX0V+rIU6qWcBK6TqyAb4r2atBUQYW1JC0dQsAFBtXKJUA3voECYyMJ5t4Fl4+Zc8kWC4AKAVbKar1y6xb/3hxzSv3OdiZTUbbZLoRS00WA+5SYPXBqJPlXjXSBNA6J3DHtEfBkYarVLSjQfx7anhwJEmpQ2AezSC50nnjfdqnpfpAXOoukSrVrxgWGPOwGSyL/9F8BJGw9+zgLROIemh/oVFZPhO4fGyga7a5OUSXCQd1RDAp/yU9tO4chfu1zWisBgTlCGkh3CwpgR8bL8RNpEuwWVowN7GBK6sviy8hwIcun/Ls6MPnzMAQ0qJTjdL5Ft+1Mld97jivW6HpbiR1hBNpKk+2r/flm/aagvWv4nWpNbaZWOlgB3CnGnT7YqLZgGIB7ggW3ufbDXE5qqtjDSUzvm4Xild2BD1Qn6O+e0HAKM1pX1Da197g/aq9gBLAZh9OFevfW+9vbjiLVvyET2RYAXaIb6tqsQugff3XlMJK64mrySfOWc4dPlcaWE0j8SC3DrzOvvk9Lk4ig+1VhzWzQFYFRWUfktorr1bAXCCqDMBTAz8HFTz/Y9rYLySU8UFiSQhs/RaTT4zUz++v8fzQ0+Pv8d9WX8GZYLY6CRjkLzW9xcxMGEJpRiY02doBOEMjAxJW0IIYFYIgKlmbHQOqS2D1pgYGIHJM7y+lv2oGP+ch+e/aEcBIZeihxtB6X0BrV/ksSPeQk0t1dYhyiLcpZ21o3s5fqzEXl81z97HZ2oIQvc5519sQ2mkWQ1zegTzSM+kaG/s3bYrVUjn6irCAXduaiQzrSJfx4/bEMdDPJOBSYEAn0NBSOsplUQHE2rdQ94v7ZSrfHZaHBsH0iNeRe8JeImv1xQ9B8AoPaE8XSL21edGd129l8CTIIIOgUxBsL4XDxGd6RHQhQqtwESl9DlKo+i/hIHxpetMQkJXJ4d5rAKK9xypwPg6Hx+vfPrPGa34/m6JnZkSygATEa1npklcu+J2/8m1aQySReAVQl6+F561FqHKAV2U6vrHAHZi/jQT3cdFKDZOi1j3ptfpNXFzcCbIW5+H7uXSu0R9TVzIGjWZQqkuQQyM/B8qQeGliHg18eUSW8HGL62J2IdsVO4CKVK+yx9IG7PSOEoDqUpBICJkOAMz5xobb5gW2JR0RJZsJGKPtLEmLJleKxamXqp6Dnnl2JU6EoDR5ps5hwWOVPXjdu1s3O6RgN6jlJJtgWhP++TheSKgU01EzuKrYYFeTD+h+774XeuL2FX6AzE0Z7SxwbRk1fI56sEjgKS1IaCmHjVsOuFZcS1Ksfp8BRRyveo8XctmUQaAacnmcpaDUfqRGnwoFpEm+O0LD8FiNWIMN8DOG0AjOtwvu1NtdJxxfo5Dc+veHVbUtSdi3uZ47/Sxm66ZiV9LT6uvOG3FxSW2aN0yGrOtsmyAY1fRwHiv3HbVZTZu4kSIp2x3VV5Ddc4fXnkUAFNjA2GB9uw+aFNoEHk9LMxIPrOQHjJlpF2+/9Pv25trFluPol50tN7tviSjAVZTz5tic6+60YoGFFGpgNHb0RL79QO/s0cpbe0zsAgmjvlAWfxtk2+wS8ZfZpdfNcc6DS1gT+BJ18rIjnHB20Wu7zofmuGmK7FyFqLcdArJz9j4f85shoAjGmsGyl2sjugIMQ4NVA2pg/rqjUvtO3/6qe2GSeiPazYjKAAAIABJREFU8LmkpAwJj6wFsgjoaCnBMxKsl4eV+iAJIDTx0OCJrQivF3mqyE/kAD2OBHK0bnrmd7ahMrGj2qoSdu3NFYvoSQQY8HeKni+ZACZe+38dxLBarC8WA91p79COUukKBKYfACyqsO+PAKZDy9a4N/fzyo+9rL2PDu7HOMxtjh2ga7+Ss+9IvDmGDxxEw8pKOllvYE5X+uEsMbxEtj1g83RvavmhtMp2APKRKnpG+cjDiAOH7pl9t1195Uw7Boh+Y8k7tumjPfbRiR2wU+XWKacn3iEX2VScfscPGUf6GFt+xlT7TG5SNn0KEKPQN5hTp/fedDubsN9lBt/69BgoxgBEzVhrESBXUvJcTFuIB/AqemHdPG/qKN1PBeyJKsu0h0W5Q0vWag5nQGtYbl1TqXr5uI/OWbtx6hy7cdIcgpRR1p42HWfku1RagXtsKxcI+z6bXO+5DExyhujsEImQnFXxNRE8OTOT7OFBJyn1S/BviQxLKkDVFSUBcQQwIVCLhrBpLxhfI2JfEgCTlkyIoQ6pf08haa6zx2hfPUlVogiJtgmAkSg6NNekagvm/ARVoo+++ZJtxRZgBgBm/OjxaBl7waa3cbdypYxEV0RhsowCm7FHaj1K3zgfALOY4Ktnh55YLsy2sTTLpBG9FWMdoV50Hov0bNP5bMrpNmEAfGEr+HOElpRYJxSa3ygBYqYDbzqNlBa1ppiK5IDNBADhYQjthYkXmw8GpBgadAWkmBYU6e/1UOSKHpUSkhbCy5u5niYNbKIn0aajg82ZGq88CjnPcED7k/coK3RVDkLSeEC7HCOJxAOAEWqO7FR46NGJ16txlCPw9ROuN4V8de2i+jOYhkzmI5O2cy8XKd/86gLzlMnoxJ/zb/DLfWmcXUqLlfV6R+iJuVFQuqtPU0DRfpiKdfLfoWTUq80kvEsoSX+u/E/9gdQTyodKG7vKezNAUry+4NAcxlZbt94nHu6RaXEmCM+D6OwbjZcy2Tm9n5czyyFS10MUo82qGmZBxnX7EYmWguZrZYCkA0mMVpJqE8umPI1XDUngjdbEXYO9qi62TYhlged22E6Na+p1Ydx1jd7zCMGluk9roYqSDtUMaU2VnlQ5IkZ9X9VPLfl+yQlKtokoj1NBMRfvAjnSns6DcsZheBudt59avYAy1JN2zegJ9o+f/471HzgUNqkN3hl00yaF5nhYRQ3q9p7Quf7cHDw5f5BsgMkhLWiloABKu5xKkQ2UoUvk1haxW9c+PbByb2+v0H36vt9837KheYfhcNyI1mIckdCkMeMAObX28LznEVhuwISO/HLZGUS9hTZz2vnWA+FsViN9kABoq/GLWUaFTEtEq7mUx9I2xz55+cU2/oKJVAl0oEKq1tZsX2/3P/c3UmENbN7DbBfGhMOKhtvEYWPRXEy3i2dcTnqw2L7/43+2eUvnWyeur5hmf/mwZk2Avxnjpts/3Xmv9R8+zBownztVVm0//90v7Q9P/MW69OmCgSD9UvAtuXT4VJs8dIrdeffnrMdounAjuGxew/jAwAjAhO7T/OI9TrMZNqdKKVYcuawk/iMxunMWJq5d/SR7gDQPAsEt2f+qEWofItX27uaV9i+P3G97jh+0vpQZH6VJZoN0GaLQ1Uct0ahJO9VAhK6eXGIFBWD6ABwkXJSr62FKa+XAmpuAhQEAx3ZEpJXMuUVrl2NwV+nrQGnrZMUne0MELf918KL3aUXvhUEwc52o5BDoLcVJeW/xQUCYqp10eJ11s7rBpLs6oofaT5+sXaRx6yTgUEpb69uT71mUt/chHdDLTd7W4tJbx1rJkSCfdZxNifEgqgblkaMVeJK0wu4jB/C1qfAUgVK/HWgw9Y0b77UZl0320vEHn3wU40R6SmWfgikstR5titC+3IJmbCj+TkUelNTyWTqx8jjkfD/RQevp33RvIN1n1G24nYUblYailBBEBmG0nneULijVTqkgc4fPPlJmv3zsAXt4+fOkJ2DQuYN6nounyXmfoKXLst4wVN3Q7UjQq0rGXaTajgKw9d5XTbzUZp93CWm68czbPnaKSq3jx8tJkdMLi1JhMSPuhuvXGqqEkhmbBjY6A7Uv60+vNgrnYDwXXVaQcd+qQFIptTvcJ3PZmRxnVsKZmgYwGoPQjymMT3L+aZ/ReezgKuwzsWLzDCBWZEMjZdNiWCIDUwYwEwseOn6rEzoaGD0TdERnOatPlJfa05hcrtqy1maMprP0+ElWWNgPpjyXlDepIi4lCxZLQaPY7nYyF6SKScdNFf2SXl78vL2+7h3ckQvsFkqpLxgxAYF9Fr5hpV69qnFp1iO3E0684UBMMybhoMsEMLGyxw9L8rVp0JLWySTM2LlshYOSsOGGwQrReqYWJdTGh0ojFxGJjkvSTI5A9fBULqfmZ8o1ewSu3j5JCwQFTEwDT03o0NT7iYFR9VJy0Do61VTWoc5CyCGSj+xAyI+GQ0KDEt1zQ+MvPdPY2iA9RnpQOQx+bHvuB34UaXGzmtgCeREcpRdXWhgd6E1deWgKqTHyg4oJF5tzRYV4QO5yg+RzdV/S+aT0O2GPc6YhYUKCz4rzGinQpWuOQM6XdbLpptNZcqPNADBJhVj8uUhrpkCtKDwdD9K88VmtAJW6pjomr64jPKsAEn0BaiEmBKXuUyBLm4tAQB3OnDGaUJv5RkDMcdJHx4hYZd+viqJ6VQbpvrTYEs8URRNhcfp6D5Vb+keiodK8Eu3pPadi9CLmImFmdFJFulXPKmhnYF+kqocSVepKm25MIene3YiKeynHKlybT1cM9BqoODnIAV2ML4i8an7y9e/bTRdfaadzGQ/aCmzcsM7ue+53dpQIfgaOvF+47jNWRIm4XG47delp+RyKZwQG1eZC1KrSYkkqyYV0qpJxxi6wZhpHF8xRwihNcS1mZOtXLyeNdIzo/7SNu2i6DR0w2Ba8+ard8s0vWPO8bOtPv6iP8Nu5avosuw7dhYDmE6/T32fzWpiXHJo7qqllJ5twHg01EaoWduqvU9wWr1lii9evBGzRawqH1YqKOrv94ots9MQJCHS7UDmUQ8uBzfajR35LCW0jzSvH2vYPd1qb5nlGito+ff0t9um7v+DOy3/4wy/suddftGYdcvHJKLfCgva2/dhxu3T8DPvVlwB1I9E75PO8yhrtl7/7hf38gfutQ3cieRw9pY8a0224nT9osn3zH79pfc7vQ2k3Is4K5iHNhVuo2yCiaV9HMDJNGHy1OKVnr2kmpjYJETRX5B2VAENNSUWe7vIh7yaJUbFcVYaokjTmAQDMUu7/F8/82faXHcQMsCsdujmwpGMC8LaRL4nAr9gXTy+EVF+QfhpGdowR6cIy9EqHK3GEZu7J0n8MGpEi3kvVaFXMzXdoISCH3rAthEPKFcUJdxEATThg/qu/5EM0mPRQOwDjSQ6HEwCCIydLfF55dSZzprMADOm+PA6k3dz3PtJdp3zDZJ2K4YRtawnYHMprelKxpi7N6/ZsJU2KyJc5oIan2hNH9R+GRw7PDGBbSpO+vcePWDniX4nhxRR0pL/R/7rta3bBzIm2eccH9qsHfm8HYUByKTUvp69UUfsh9o3P3G0j+uFHhMhXhmdVVCgqUGlHI782qjjU3s/8FysbmecYA2rflilpFO1HVia0HAh7pGvUtGdpj2+fjUaN/ZTWHz/44y/sgSVPktKGNeae5d+iAFDrXIUBqloaQoVeL4TprTh15M69CRC2p7zYzwk1wZw5dJqNGXuB9SZN2sBYHy2m1xjCegnltZa134VHGVL4aYYw6B0DIxyrk4Irr4OujDMsnpF+PhDAeEsCN75z/jAcJDE1pM9R+slTUKrW054R+v6l2y1oTw0/F87roLPU3n+GiEXvq6ohVY9GDcxxtGHak2IKqRaDTFXh1rRE+8WzqmB/fOadN2wBvcMupl3EZYhxxc62hNk6CouiKthswEw1bTd0ZnQs6EBavY0DGPWbewV35JdWLWD829rcGXPsopE0/UQDebT4hPcRa1JFZpdWHQOASdgXj7YjA5N8LVVuHFMpqWg+E7wEABB/hUMu5Lf0ht4HJEnrxNdE/5JUbtDprpCQDTb8KrMWugyHTzxIUwyFkwZiAXRI6UAP1scu/vW0WPprkX3QZ6vsWpt/vJ6g7QmMSihXDIeio3YBKSndlZrSA3fWJjAxokszAYyuN7IrWlTOfrheIdxVLP0Obc3DRiRnQ09fJIOizTewMknU4IdzKJHTL6WDBGDi9UfgqQkvACMA6MBJuiG9l6aJgItHIeF5+Q4fvpIComEMOJxhYBTxpFCnoz79iL+TX/O54DVM+phC0j0qXePkoNIfYqo0p9LoLHW/DhyT56yoUKBA4MXjCQ4G2fVXstFWUb0ht9sK/qzia2JGBDjV2TXcS7xcVYYFkKpNwAc9uV+3x3Z9V7jWIAAmTSN5EJcnwOlzTKBAG5xEguR8aykdllFWBGPq4yIgrQo6pZeks5APTQMNDc9CN2+FMdp3pNj+9u1f22UzaOrGAYVhhm3ZutZ+8dQfbTV/6n0vGjyBMuPZNp7DvheCv46UiTdQ8dKsGk2FupC7Bk1OvQgGuYa6ihprj4tuNh1cPb0kMIj+51RzNhWp8bnVKqL7faRlNm3eaEU43g6BzVi1Zrk9+NCDWMBX2D50CKJ9r55xmV1x4TTv1v7eBxvtA0qga0jbHD5wADDVlZRWjg0nvXWTRJad8m0RJdBPvPqcZZF6qlAbBaLKGxFxnjdylPWjxL2Ifjgbtm2xHwI4GhE3Dhkx3LZQOtvybLa1pSHfF279nN31mTtc/Lhg/mu2ZOlCW7Nng209tt96U2J8BMZq5uip9t077rXzJ1Mh0xUzwprT9tRDj9qfH/mTHWtWQerloLukZsMKDewywH72vZ+6g6+XnQuvqiGeSoc8lNEsZT55VQwpTAEW7xbOSyEXT4utUbk0qbpmjKH2N2EfHRA5vI20K1lqVdGG9CRU9rsIPFetW2N/XfSc7ec65FZbTUoQ3hdmA+0Va1Lzy/cKfrYe8Msx6V2mC2BX2sC2aP1UU31UDJMk06/22W1s+sjxnq6pBSiXcdCtoXt6KSLZEDXpojWzw/z+fwEtcZ/Vn/k4447gmbYnPbz/8CE0KSesgvSRDj8JUHPYIwoAWfkINKVNPArw0JxQObUvEP5oS4q2D14eipQV/JVxLx8d3efVQG1IPSt9pvT9+cNHw8AU0IPsiO3AlO8k7EtQqSnKb2aFed3trutvtjETxiAk32a/+usfKC2vtNaY/amT+5BOg7Dk/wY2BD1dUO32EAKYXIfWhua7+4+okEPgXn5OCloUJCesQ6rq0kF/OJtCmiXxjeFqtB96Xx72ID2HRtii3z78R/vLm49aU3bYl/OwsNfr1NBVbrytAYCDu/dG49PFgY32ra04Ee8heNGvKazr6YPG26QLp9ugEYilcVI+euQoKSS1EMB9Vv5nzA8BCC+hTiwUwgkQgtQs9+4KZ0QM9sP+qn5UIgDU3yjchwfNEqurAaTvpYG1CUF4OAOTBZFUw+pcC5kJ7cuZZ6pnVfRfck7EPoiqMPIZqCH2n5OOlXQ4DG7AScEiRCxKYLHpVYfAvYpWGo+Sklv03hIbWjjM5qBnGj3yPActJ3EMb4DRUVsDmYJqnxVDlccaV3ZFjSHfwHbh1ffeIaAgNTftClLH0yjFz4PpPkmXcMkKAMWdczqeFf2dCWBiDk3CO79JpSsShkY3EquT0uKpcMCFgySNYhzEONgJh3LUrURzoRCZJxM7ObB90D72Pq68TtiMzJSK3jcE2+G9M8u1Q7VMYH2iD4q+4LoCnzTJAxTYSQCcqmmi9iUCDG+6Rdmu91FiweTI28RLufmdIYqNqafITmhRfbycOVPA5ZPTc5gsvugDktxjGGtNpDCJxQrEBaq0mYRssTorVCMlpcD+XvKaCdVSUa/oI5oc9BFYipsR8xPNijSR9TI3mUs0M14l5QyWwxGnj0OKJjxn19J4vjY0JAtzI7xPFIZHNO+gx8ffH65fY3wP/5N5oMaJLlTj7zpMVKmmagJpCpSuKaNtvWhJGcjV80zESft96qDn/SUCbq2xEUvBNYheFiBSFVOcnzGXHKI2NkboTi1+RWSKhkSHardubKKJJGXLNfQvUfTZBt8Cfa8NjFI9VSbSNyiCr+NQ0oCo1LQnLjTvHd5l2xElPvmt+23mFddbRxyETwE+jlB5sxJ7/0Xr19AMcAW59ZN20/Rr7At3fs5GIE5Tv6fmHGpZ1Yr8GWNaKki/eUZ25jAV6onTnt5QLYlAVNqZxbw8Tcly7RnciMUA4LGRRWRaXnLA1lOuLIDdtnsB3Xa32Ifvv4/4dL/Np0qoiXLuKybNgM6dAAXeglLZEjuADmEz/YZKD+20nn164sVThj/HGPvnL3zGOtLOYfWi5fa3Jx+xcrxX9rNRZ/OoJ8MiDS7sb+ePO99GjRljH+7abX9/iNfQ0C8LL43tez+yTkTPVnkGBuYOu33uNeiDWtsOgM2Hm9fbo28/aeuP7LaOrWltAEidOmiiffH6T9n0i2nc1rcHsIOxfHuxPfPSE7Z83/tE+u/TU6o/njW11qlFB/v5t39iU/AiyYLJOa0UQFVoWtdMbAET8AzPQ+TgWaWT+etZAFEzKo/OtoPxo2t1ywZ8PPiZLKaRytJP8T2lfdqQgpLAOYtGf9mwVpVosF7CtXj1u6ts3pbldrj8CGW+uYBHXs+8UOQuNjT+8ko22aoDYQpwKu5D1c9pGDU5QcuJtwx33no2+vaAgZlQ4urGe5IUTCms3QaqtMr5fuJomIk//tt/z0csPVqMH8zPDqwKdpXCriTl2YK/7fl6QT6dgbmn42gXyjWvk73c92P+rz2p5UGUWWvPkXVaKQHFoZNoW1j70otIuJzDeEwYPsb65hfg57TbNmBI5uhHewkAs0vbruh+imzqhPE2cEB/20kV3ANP/Q1zvyrSnFjuEwSM7DzYvnfvdzCwo80FXxcolXFc9G+KJ4yKBJTC83SLnnrmGSGGUrqyCACdwQhtOLTfhIC3hTeHbSRo6EvPppM1pThUP2R/f/URq2yu6iOjHJwx4f1PUFygY1xcTD8MG3uTctXnqzJox5H9AOwShel2Qb/RNmXgKJs+/TIbMnoc7FpzO15yzMdPcgQBfAEYr5pM0vwpTxdnP1RFqoqcICvwAoPE5kElyJrUAgoKqiOAEZGtbdeDQTFSCROvIC+cfQHEOGsrxl8FCUnwnwycR31qlJCpdY1j6oU2yfmsr0VpR/CrEQMmjWFag9OiCZamPfqh0yfsyRcft4WrllCp1MHmTruartQXogVSdRdpelj3RgCeGoTKwE6dwNuQGRFAlpfSwqVv2GvrFqOoacA9+jKbNXEGqb02iMfx95IXGEUSzbq2LjgrtsIPnASkhHQFD1mHgtPaaZFvACnpG8oUSQUNS5hemTqHyCZkHuBxQCJYSqcxwrWEX4E1iK+J759Z0aOPc/O4BITop1zEmqi9XbeSSrUEwa8qB+I9ZQp5/eEmD8onvgCSHpAb+ISKokzdjMS0EVDFP+P7Rkbi4/fs46IlnQAApwCdvtb4R5V66C+hz4zaFs/3sSFL/Be8ccK1xPfPPJgzx1aLMDbnirolj4QcnIYUXGZpX+hqHSZyGrgGPZCAooMX/ZdQjUHXknQ4Ta7fH50jl/Q8SB6ns1zhevwqUuOn63TzrMSLQJuNRLICCmoLUCELdliYMvQwFYgh5bTrY+IAOQi1db2Khl2cnIyxMzoRLPpYh/y3NgFPYxJpiZJrhB71svCEgVF0XSsfGcRooqvbQh0HM0Ty4vIq4OcbOSR1PeXS6BDJTkTcuLPmuO2ByXj2H39v191wC11480hDQJcS7RbDgLyD++mDTz1m+wACvXEYvRAAMJv2ApPpytwek7Gz6Hjcj4Trr4dtUgpLFG1WG1gZMS5ywwSdZfP3RlVItJZpm54lAkFYg0q6e2/ZutHvowFRcHHxYTtIyfR7H75v8zaucvZn5sQpdsHQ8ywPMK6eUmp0+dZ7a6382AHaNnSlVLjYRhaOtB/8wxetF6K7bRs22WtvvWkfwD58RHVTV4DJ0G69aUDYzi6ZOsNG4qS6B8HnoiVL7Agl3dsxIyxFE9CXap3qo1U4ss616y6bbq3R1TQDZOzZ8aH94vHf2Rq6XRcV9MJe/piN6DnEPnnptTZl8nQbTPfu1qSqDsDqvL5onj23Yp4t37qKFgWIXUlfdbC29r0vf8emTbnY2tP8s3keGz7maeogHVjFEG3LUVc7exZg4zTmWuotkgWr0oTPh+tl6vQzypCoWaZrrg1s46kQleMLxx+im/kTjz5ki1cttfdP7PRqqK6k/SRYqtbc57CI+5Kn12URQcSqKhUJlHvSwkH295VE8OqfVYkgUixNOwDrRYNGehXMScCCKta27t/lZncu2lGg5UfY/8yv9nzeiMIBDmB2IUreS8rDVTpah3yImKIuGDKeJjA4VlFmVd7JOAqJfSt2V+neMCut1AGatXIC8eoxBOTao1l1bvbWBsA4Em1Xt3b5sCt77EM0Qx6ISQhPifXYwWPtPIBUUY+edEJvx1z5yMvHywEqLWF16jnYLugzzr5zDynCHr1hPjD94yBOu5uHwEn7i+9/yR6sUUpLIEKAFc+meCZ50UiiB4nfk1O3+k31QtNTh/7o4Wcfsb8JwDQLKSb1juKUtlL0S0rOCOz1ws24O95U6tMlTdVuPE8igJnAupkycLRdjLvykFGjqUJqZqVo+fQcFfgHc8rg76UtUod/rJT0gha+0ZJnJBbGt8nkLI5pcgGUTFZGYyGtVvOk8tID3oSR8rMxAWrJoRwCvnC0ps+6ZD/2etIk7ZROawW7iHgGZwadntLK0NcEYMPXAG057Ffl9aU2/5359iJrWLYEt025Fn3dpcwfgCoiXu1Fsg+oouJT6frWpOZbEyC2F6PNv1e/t9RepEt4xdkaemJNtxkwMDnM0yoqA1XeLh1Ms265nQEw6VRQ6gYEBBIGJlPoqnvXgZUCHBmppzjYmZNJ7+feKclBk/maj4OdwJqI1gqpDR/njJ/71wAm2CdnIRyLWpN4mHljw+RwjqmbeLAqhRQP7ghgBNQyD+4IYPwaE9V2BENBzMs96Vv+ENN5zHjwxzHIvIfM14V8ZHDb1Z36OCWC4kzwkAYwatilbrEgd65VOiD9ztTYpHLByfv5InbkHyLEOJbh7wIp5wKYmD70qq4E+EXm7eNALAK26IXiDMg5gugkBZI8v0wA4929E48hX8iKXZLNX6kcTXb96ZEGC7yBaEOVQVXQjF6RRM70JCCmVgAnSdX5WCRzzRkpZ3XkFSG3XXklnNvJVek2pZBa5yk6CQxMLE30cWQeivkSs6SUXSuiH58LjJmqnmQLnotnifQyhw7vR6RYbRN6DbB9lJTuodz3kS/9X7seAJNFVNmEBb+iixpyxNt2f2jz3pxn6zmsNmzbxD3W2SevucW+eNtd6A/62Vl66gh8ZXPoVqlpJdqfzj26Wg4alVp6/wi05GJjIPO0JtIYTS2JeilvlnVsE8xBBQ6xx09QssrcKoXZqOH38UMHbf7KRfby+mXehO1ixHRjabTYBbFvFhvGEXQzT+P3UoYhWR8i0W37j9uwvkPsmxja9aYE+ARlzRthchZvX2fvYaUvkaYchqXduHHOtTZqyAi0SuW2azcRt163fil+LrlUHhXZkR2H7VoEeJecP9o69uiOx0ihHdq72/7x/v9jq9FPjIVa3k7zti6IPi8ecr7NvOgSmz13LlRyRzptH7RV65fbH176u71FJDaAdhJl3H8XGJiv3vplmzp5mhUNH2wt2yMiVBGITOzcpEsTnOcvHQkgpHkTKSL5w+gQQZx5Fi8JIZbmKrtWV2O9Vp470pix1hsBGN5mA6CzY8dW+9OffmevLl9gpc1I5XHI9QZonuEwrpTNPM89QPGwvlwnxn/yPOmCYLY7Al4VGZzgoKzitQ3UeYsHyANQjKfPlzoTlwFayqi6O4jGp5YI/X8UufhdG59H6kP6Fv7cTwPHAwAxsZRaf/qjM9eqXmKNuKsWq3eYdBXSVIjd1LHqEXoz6wSToyIKrY2THOrVgHgBaLHaOtw7wgT2BQzIOmD/0aPO9HgVHWsxCwZmysiLAOvn0xw0lwOu0j6kDcE7q5d489DmgJ9GRNmXjZqGBuYr1o8y7HKq67xrcXK4Zu5xnsZP2IXMQDozC5D6uwdICgLDWRe/Lv2F9oGePXr4WnyM0v2/vfKYVVKarPLkzoBVlRfLgTjUStKgFa1QZ9iqdlTjiJk/gLj8UNkxQTQ7r/cQuxB35VkYtw0+bwxrhHnCs/XqQe3feD61gF3VmHq1oyoZ+R11MR7sy88qg0xIHqEHbArslEKO+5nuIzg8pL1jQmGGgkwFp0GkG89TZ9oTTVjmGe5/999pWUEcI2+A6eAkgMdU0O57e7i6+D19X8JnNXWsoA3IguVv2fM0lWU3t09ccK3NmTnbAUwlLIrwsSqbamFgGglSBV5yGM/2GIPKNHMbe81Ly9/EbPEw3kNj7PIpsxg/wE2dKkrF+/P5PfI6y5syhbz8EAsnnG+SH4/EQ0ogzbJ8/GCMgx3RsAtrXUyb6C+Sm42viz8fD0o/yDXIyYaQCWQcwIQTL5mAQXAU3DXTTE1KnJSwKakHmIQzYk70g54nTQCYsw0J+xCvJXy2nGwDAMhMpfmCYRDjA9X3M9NwcUF5miW59zgh4sP2SajcZgJeMgFMBFgRbXvZn49NaHmvHLQ2El2Tv59YBk1wP9DT4mE39/O0ThqkhkmnMQsAJvO6NS4h7Z1G4+FewhPLjGocKLjYLO2Tk7qeRPEf2J7www6olIhyhid8btyt5aYs/xOneXm5AIgiYS10/d17JimCJaUjEFNKifBJKin+sQB6AAAgAElEQVRUmabnKDpXFxnBsgCQ2Bz3gpGfS7LwdB0RqHjKATfXJqJNfY7mjZe6M0+kg9B96f1U1u9bjm7jtOZCcIvOR3TYEqasHLHxQViM1kQV7x/fY8coJf7ZJ+61K6++wXoV4ptCJ1U5ClcSiVXXlNuRI/vs6bfn2YNsllj7IeakyeLQMfa1T3/JCiePdNaiphh/Dha3cr5taRFAvscqEAifpc9RWwCL1oj0U/iGWisiFk5rtCkV3LO8Gc7aCYSxYkNU1aUy51eIhJ5c8YZ3xZ04dJSNoKR6GCmgLqS4DlIy+5eXXrLy4/twyO1rm/cWI/gttHtvvoGqpN54mZgdryy1J5fOs4WrlyIGpZqJ1gYy6bv1qhtoLTDMtQE1uCIvJNXywsKXraArZbR0aN61dadNG8ehxWtGn3+BU8hH9x+we35wny0mpaVGk1tp3JbHwderRUe7csql9oV7v2J96KB9ipThh3u32I8e+o09v/glKlK60AOryvqiobjpYqq8xl9oky+dZnkanxrWAG5nCm6955mWOELcs+7WC7iDoZF4X0UpalonAO/d2L3joyo2/Jj2eapSYa1JYxw/BGT++re/ZOxesdO0cDjLIdcXAFPPs6lmTlUDqiM177GOK/ac/7MCGJhuROtyi5UHTDWpR/E84CavQhrerY+7iZZS0nyCQ65KwFiU0P8k9ZJstLnM7d6AqdYwuPJWKkZU6yefghWuO5/ItlN+vp0ibVqCkLY6VQWVvEFo1EW5OGlabzKJPkzVVtosxADyPh1gDrohbhVbqX1NIu2DJ4959ZEHOODGGaOn2YxJ03xtr2Vs1cV8N/26JJRXQHWWA/+aSZfZFz5xF81ci3jex0KKyP1Cgu9SLJYILubyxAoSh3MDtFCQEQ/b5C4cTGnfiSxFLfuHGLGegOvTzItnXnrW/v7SY3aSv9dhUtiR6rGzPGsxY+5FI78n5k4+Xy9AmJvLHnyE9hCHGTNBuMFdC218z0E267IAYFqhA6vH8E1TzeeXa1VCNVTUq0R7ibgXS+0srUvMRMTzIjSUDWmbUNyi+2NcvFo0gM1wxkTpRtDAROPNENCyk+l5uRQgLaPIBDBxrOJ55dpK19WEz3dNknZBZ5QSVj4J5vVsxEC2UuUYwdcS9osXl70KSC+1a8ddYTfMvh4WRQCG+Yf+ReyXmstqzbVWKxjWQzs5m7N3H9m/k1YVK2z1lnWI/XvYLVfNRUvUljmqogo5bXN+9czr6idW5iHmBw43KwYmMwKPh5eqk+KBFFmFzIM8c2Cc1k96z6TAUfjhc+jRyEDoT+XtomjVQYvSPlxSrGaJwCKci0l1gaKfJBcqoa1SLDKsiwAsBXB4vSaga28i4oyCJr4eQUpcEAEA6HBMxLUZAieNQuaC0vX5FfG+0fskluvFe48LStfqwlGJsHTPGekp/Tvei16f6uSsTYDvKe8rMzctHolO9ZoAdHToyrNEDFEwO3MWykUsmQBGYE/LKbJd0YU3/NuV5wnwigtCpcTeGyZJKQbDP/3SKITFEMcu5EMDSxcAb3ilMy2sZH8uGRGGG+zpZ8R46FWuqwHAqIQTl04d1EolSTQr4ZgagJUCBE6I6iYXqvFSOWRoBR9od+lntEl6hMOf0W8ozO0o6FMBlZx61SUWUMh4aqz1GkVbviHyXqeIQBR9ynGyLYdsd5nFIW6VTEXW5i35/GMs1k0Ll9jLW5ZZBdUvX5k21ybPusLGTphAE8dCxqEl9vpUWqD6rGVTn4fnx9NvvuImXyUVJdYjp5P9+Ov/bDd+7k5rTmqjHhM5pT7aEOk1UWkk2/l6xMAtiWL9XqGMz7rnDelQ2CGVE9dzmGYhUAVLWFnJCTtw4oi2Sctm03lt6QL7OX4wVTAyw/sOsoE0GJxIjn4EVT+HMGp74HlcYHdvsqK+hbbjcCUpgM5288WTrS8Ao7BrD5pEmt3Pz7++ZCHNIbvjD9LCKo+X2bWUR48kJTAIgaiatL2G4PXPzz1o7TgMZUq3d/tugNIQG9m+l82+ca7NueJaK0Xc+dnv/oO9uXmx9e/eBSfgw5ZHx+YmWgXMGXuJ3fetf7IRA8ZaGzbZY7RC+MYv/7c9Pv8pwEA7+u/UWCHvdfHgSTZu1Di7/vZbrGu/nnb6JDMHUOXtPfSIVWEvGUG2+m/RpoI+K2rdoC+piaLMAZvB3KqaTdVeoUO75jEg2oWUbI4wMDthlH5+/8/sr8ueUy0ylU6NVti2AKaL9B5rVpUZni5W6jERZWr2yqEkHw1MASkXGRuWwr7UE2XyKgqlqH7hs4sYY7E9x0mT1MDkef0l1651Fve/eJj8d//M5rDpnqd2EVlWUlluJ2UsJBsl9EHatfKoHlKptxyhJc5FnhmCxWQ/c1F8YqkgY2gv6mN9NOh9tH9yxz06dLJeeLaoI3sVgUYZqVaJc0WSONBAC3TF+TNdvH6wpNieooR/z4mD3kJE28kZP4xb2I1TrrJPX32bDaDa5yDpGT8sVY2l1yR7vAd7SbFDZNHjHhsDpqhz04J38COGzQs9KIlODmVVv6jsvUfPbr4vPffqC/b35x+n6egZxqGMxpJqagmAkSZI96kx4Hra8mw7AWBkk6+u0yqP1z7YL7+3jezU12ZeNscGIdBvgwi4AQATQBbjhVfKKeZBPO80vhEchM0rsLwC2LrvwMAHABGaPCbVRl5xFACLp6Uygmk/p/lPaSi3EHGRrUCPgmlpvpRuP3fP9v37Y+xLimlJnS+h63d8Bn6+KMATmEhdK9cHUpVoPhsw+v6Hm+211a/bpsMf2Kwh0/CYugnWERE8WqdsAK8CIbXcaKIdQq7vpbB4HfNdG1rDvrBy72Z7ZeE8awsQ/Nztd1sLwM/ZWhVbSNAsBqYtKaSEnosgxictvz3yzGAovDrGD9u0ADNeeBjIczUw8Wc9is3QqMSDISLpjzMXoiK1BYQurCEa19OMvi6BKYkMgUy+zk3hpHQtzhzESD8wAP6gUrFWABt6qHrgSm1k3q+/1oWi0n+EQ9dV25rIGhttfhmR/cfTWDH9o3uIzEQEUpFZid/T9wW6gl4noNpob++qcwl9BeK8fbkcbpVCYjtSSKnXqgiDjTioz+XWmrBnSUoubkQ+ubVb+GaRBjZxQstLxcGPU5ABGAV/gZAPj4AwAttwvbEJZqiYcqWul6WHCrQ47gHl67oimEo/nyZZ97OJO1nsZc9i29hfQegCMIoaHNRAT8qF83jlCStBO1FFekYpJ20u7irMQtbmJPCiUmkZaYm9cXW/orQ4b/xeoHfrEATjLtoagaKMqbyCSqAr7Jd8NqJOmAVho7ZUn/Tv1Yu+PRdiBNcH4SIlf4x3z97doZir7KE//BEjrMepmmmwMVDJ08ZNwrr/Olx3z2OsabyI6r4VKatq+godJY2ylsNxPhb1r7+1wHqTMrnrqk+4rqNwwEDr3Dt4nJypA6CwyCnp8YMh2AUgXNQFSSeV0NHq0aR0liodstvROFAABn+KHICuDpD5i+fbb/7+e4zSqijpbGsDaKY4+4KpmEuNsYMIeZ9+8RUi4V3uFyMSoAs6l86UUg/vgy/M9Bl2Bk3IX+lj9MSCF2mu2RvNRjUmXU02eeREGzVgKC7DE0g/9WCzWWx/+PsfrDWpsOZ0mT1MGqhfxx7WKbuPffH2T9nca67EkXe//fSPv7OFgJ2mHATaDSetHZvWCdw3Z42Zbl/9wtcwMJtonbp2Ik1Yaff9yz/an1/4C6xMHztw9ICN7FBEd+JuNnHEePvBV79pefRQOkPLgLMIlLOYL94Akes9q3YB9KLRc3ayhXz7GZ4BIbcLKj3iTyJH3wMUODBHTiGylE4ht0Oe7aIy6Cf3/9z+9s4znorVPMpLnIzV5kH6FjCjp0y0VqrYjLWxynmwHSxL53YdmF+nrAS9yCmCAJe3+CwHEIvJYL7Wc4Bn1CH6mvmf/qUl30oGn4xFndKnitY9Bx72eTF6Co68mkTaHt8j//3r0NrQPYRYXHsz/igFXa07gE3pWDU6VTfmKsayOeyhom0Jz6+84BK7dtbVth/flz8++TcroXGf0FALsWUNMPXM8GunXGE3X36d9aIrtqpN5D8is0+Bj8iy+L6TFHyE/T59kMbK1xj4pYMx7QGBgdCephR1nRrMcv3denaHOWi0xbhXv/rGa7a7il5sNSe8x5HrIDVeume/XZgo9sleMHHt2RNKKCw4AkPZxCTLY08YWNDbrgGojxoxmrmC6Rtu1UqNZBH4N6p6EQCj+aeqokyGOp4l7jDsgtxYfZo4hSscSRgYTVw3tUsAXSbT5Huzglg2sVCplQZsPlby0krASgw6496cyZbHvduPX+7fmZ+MiliBqUzWK1y/fguDUY1KYFjCWl+El8vrGEFeVHQ+638uwQ0GlIBCCeGzWKv1pE09CJCWiv0sl/SzV4gBfuWQ/MCCF7zn3Q8++VVrQaWcAlIdMV6c0bNtp7PeZTg56DNRrBiYj7MpgV04V7yaRoLnWtVHxibqKSKz4DctijaJ8jPTRw4UxBgmC10iTOXt9bC0wDRR3e5eJc0qX9RBRx47sA3h0M5MxcSDO8XAxM92qi0AGEUXiihED36cVnMn2wwhc3hvsQjqRZMhQk3eKwKSSFNGx8fIzsTPjMxNfL0+N33dAk0BWGXmH8O16f5V6pwWFOveBRbket9EPtF9ZOCFfSySjcmjBwdrAcAIvAina5NKgzzZ/8sgsJW/R6b+Rgsqzo04xmHjCF4C+iWPBf3WA3RzvpRr2LkpSn1eMHBKfnFNp6C0TwFigr9NAqJkUsemJ7GYU/r8hFoC6LCuJqItI41UibZAJY6V6EsEsRRFacNrYJMQY6NeKXq9UikRfMUoTMC0rKbMBWSiPJVqUz8QbwPh3kChzL0S3YV6dnRg4Q2ny/SVNN/r23Owtc/t6B2aCxCnHkegu2L5Mntt8QJbsPFdO46YdwqCvm987stYaJ9HR9YejDsHKxt1HYKNU2zwh9E8vPHuSnt1/uu4yTa6d8YwGI9rbrjJzp8+lYMUbU4Fmx9sR/OW4qa0KuSbQ40Lh1AbqHoBmCgE1AajtGIrSq1rYKZKqH5oS6+XBu59yaq37elnHrMtR/bZYXQFRZiaXTdxmk1gky2mwuL9tRtt69E9VNmUIJJtYR0RYe7BgO/y0RPtjttuxy/E7Nl5L9qDrz5q7UgN1aLPaUN/p6LO/WwIqagrZ820Qf0LoYzfswf/8mfYCUzMqPA6CUvWG2+ZZmc62328z63XzrbDjPmCd5bYuhXrbf6mpVbfrBZAWEAH28M27bwL7dPX3WEXjZlqA4YMJEXRYN/+l+/Yr564H41GLwSmB21kXh/bV92IH8wYe+L7v7SOY3E0JtojmU7Hbg4H1mZznucZlVjLMJO1pKoi9/gh7SUGQSZljjN0HCX7kKzJWVhumlajst681rZp41oA2Z/tmTVv+s9w9AvpOEDxCjx+tjUHRQFmhNJblQJkvZqbr8uavzNRegPz8BjpznjYnwNO4iL4n8cs/xoDJXufPjI2OtSLYg82D1SSA/Ff//B//BXtkV1Uho0uRGu7gnVZhm7EjfA0rqzlNlBilwL+Z1wwzQ7hA/LgC4+QqqHqSh5HPJTsJuYubSqumDaDUv8rWDOdYBV14MvGIHp/hWjfdY2OJeSYHIo4Uqy5Mw4hkInpmbDvhj3HgyGlpbU/eFBAtRH6qhoCmQ0r6KC8fLGtPbqTCisaXep88FUXAuD4K4dn3pv0oASnx0gfl2BQ2ag9ld+9aJh53cyrPTXcFsbglPqdyX5DxkKBV3Ho1xzWyyuEHETLtkHVPCQRVdWTaE787ExsEqTlE2vv520CgvX3TF1KNBdValLERA7rQPud3luf4d5mLtEIgWQmgNFNhkRqCDo9u8Gf2nt9nSSAKX6eWHa9Z+z1F+6Nc4zn3ILgpZY2FRVHYFFw8X4OL5jB+UV283WfsI5UlwmoKuUrABMc+WVsSzBA4OFl8spmsOdV7N5vP573GIx7jf36lvssC01So9x6WdfqNYYGRgDmXC1EaO6VJAf+FQPDIQelHeZOrEYJf2aqlWNKIRNQ6GdC7i7QcGFSRVvjpAJH75vQYdIwKJJ2PYOEldosYB7yKGPMI7JUaZ1cEqNePx7EseooMkKZ6Zt4iMXJGB+YHlsWlQWprtBJTjX0HorMU9r4x0W/egiKhJN5HT9H9xUBjBZRXHCZACDmNeNrM1moAGbkmyOPg+AyG5C6wIaqkwJ4iRVRvsh4iVjGJhk1eSpJqRAxNkFwHN/fEbb+58qnIDrUn/Ha5MKrcY1tHnyCOvuTWa2UZuaioWB4/qLTtcGLjg/MzMfZNd1v5oILdCTApBG/FahcbVQ5UIvBa4D35Df/S2monF2RHgZ6uhZNgaqRjqHxOI7wUM6TztoAWrzKiAFRaaxKDjUu2jji84/XVUezOjEX+sGzmmeAH3cPFtDjaxr7YxzkNZT15XEYXTh2tF2HcHXIwOGWTyrhFJFBDRVSMqg7BT28cdc2e+C1p239jg02uHNfK8LZdhj6j3/47Jetd4++vB6HSkpmm6Gn0PUsX7rUNm7dgnB2l6354H23nP/KZ7+I58EU7+rcXJ1feWmWO4IGtk1dsDUOBYgulfKo0r+5doEXiZn1jDVGNdDjubJKJ3+/Cav/xe+8ZUs/WGOrd2yyXp172Eycgs+jYqQetqEE75q1XPs22gr0oC9SV/xr1m3bbJMKL7CvfvlLlgur8wY//+x88tkcTBW1JdaJFEjL0y2tL0Z8d99xhw2hSmjTRzvtuaeecsv9g/X/H3vvAafndZ13XtQpmIoZDHrvADsJdpFUJyVKYiTTRbblksT2JrEde5Xm3/42yWYTb7Ibx4ljOy6KLVmSrS5KYhVJkRRAUKxgRSEKUQZ1MBhMwaAS+/+f+975voEpWbQl29r1UCMAU77vfe977ynPec5zBjB+59NsBPBOnp6cfuGOH2bA41vTOUTCXoW4+wrzb/4zXR8ncWKLl8xDMG5nunrpFelW9CLeiqLp9W+7KfRY/tN/+Y/pt//wfwDrU245cyBdNG1+2gxnZO3s5enz/+n30rKb12EM2SMgVecGCVbVdqEdU0d1luB2gsYcaXgRytMoJcv5yO33VUeL55WfFd000HXSdB+ie719vem5Tc+kB9c/nB56+Wn2jjxhRch0P6VDJ5eDOuAqaa+OEUjnQAUIHSvXhq1yxMRgIDOV/6psX9i/P/+luu/+9fx1LIuusvq/zLt6H9MI2JpBJny903YPqoljKRlH6fw81XmvQrxvJfOfelGt/sIDX6PbCV6QlARLCBPb0sym7nTLtTekt193E11RPSQPQ9EaP42STR5+m4OPSI690CqAKV2IBekuCHcpFemPfWrB34xkSJ6bnY48F2zQzNmzg2D98jNPp8dJKp7YsyVtP7Qz7E4uAIyPMOWHzqQk10rAdozg9IhdSpEU0ire3MUefntau2wtSQ78N/5zPEsj2iieTykYog16WMtmXmuZwZabCXJQ4jr686Xb9ESVuJSA23so5Nrii8cQchXpo2M1N7iUn8vfHw9YXMgfqkdz/HuZW1dPfyilLRNK1zgnuNlHTJ3IPdIZeJbOy2NoDj21+en0qcfuTs1nGpFT+PE0m9EaTSQ/DSCUdiJlYU7RnewrBUj04a0dU9LogYPp1z7123DIhtK//5F/mhpIIhsRM3SYpzPoJsxu7TJeGuO6lA0SNbTI2Gs8knKjTvTMe6cmala4GmXzl8ClOAp/t2T0UTqqXrc+gIlNKYxZsayDuKkqKg9ObYZRZdupOU7HyHfQwilsG5olciiq6PhCB1X/MOoDnHKdOcLOBL/SdVWPGEV0zGK5oCVgiIg/9EZy3fvCAKYcsIim6wKYeqTJ9x+rJWrI6tajBDBON87lm0IE9hDlZ1Xaustr5gAmQ9enHVmPY45o2OuMTZuDmIJEiTLkMk8t2ja2cT0LolK6wfK1GeRm3Zh62DC/bn62zsIwgPGlJ2HMCuxbH1CWjKH+z4x0qLsAX8OBiLYRBhpiW7WwaYYwfd+ypnZ/eJ8KSfVST+9lAOSEUOmVBQ/C4R6y7htIUiY3G+HXk3nD+MF892uWpfz0ax0ddGSQ/bWw17SSB+na6IW3oQjVqsXL0jVX4fhBLpYztLBhQmPqo1wzDOPeisXzdK38HnyNR57eSLdCAxLxo2np3KXp1//lv05XrbB1uRWi6URk03mu8Cd2o4uyjzr/nz50T/rytx4Kt/hD8EquW3pJei9/zlm0OJ3gvpqkS3nYuR8DNM9PGxoiqr8eZXCkO6MT3onPOIygujw8KzuU1Jx5be+2tOn5p9LXn/tmDKxbMG9humLBsrQQ2L+pjZnAGKAX9u5CcXYjBridctD89C1Iliub16R/+au/goHvTM8ievfY08+kp154Pu0f3pnmQPDt7xvkPtvSP/9H/zitXbKEEs+htAkn8CS/+8Sul1Mr2jlz6HA5MjSSfvSW29JNV1yduiiP2fL96sub068yLuAEJaRFBDB7d76WVs1choje2vShd38w3fHDd8LnaUif/tQn0ufv+iKze3AqA9vSxTMJYCgfLu5amD7zb387rbrlRnhtZLOegSGCaMpICocZwJxxQq6dH2jTOPjzDIFonHX2V6nnZxtk1gfiR4mtl9r7jn0700OPP5yeeeHp6LbZemBffN9OFqedO9pCfpGH3+GE1u9d8xPuYz8M4nkoDTgL998pD2gmevxl4oMfiN8xryd8MR0Kwqs8Ml2TX2lB42hhzxxGVsyhFNsKJ+h42vjMU+gYwS/DYamN0j61k2Ghy9O1jLlwwGXPjJl0IQ3FiJAGUNl6rkUJYAwD6hGYEsCUbqXyZylRRChiAsc5sSwkp05ZjRlwsSST7tr8SnqWoPVhhpNu6X01P7JwduMfgfiPpGX5aCLAw6DHZ607Yz+6GttQnr0prUJ1tpuSmgmw/Lom57jhO42fAimx26jiY8obNBiIsShSAaqqQr1aroRxuX31vqKABsWO1yP5osqRaFcclSjtRJBRaAoXNHBUt3hhAHOh7yi2W3uvrQm5i0r3TLSoEd6Psg+oS6bB/fuRZdic/uC+z6WTnM0Pv++H05LZC9IMStRTWLvj2AXHVGTbnoMhy0hTsMszuuAfwfv76B/9l9QLYv3R234mzVq8JM1gD8mZzAFMS9f5qW9QQvJeQih+HAJTSkpxQiPDz7W0GhpTHvO4IIAvlgx/nNGoHGq9Y/dGAnFR7RRH5Oaw3cxa5QhlAYOXHoiNMsAVlBI9ciZGBFN1gcBYMFSx1ovTLZu9/LuI8RmT5wAmBwf5+nGiZm2UIErAUN92XQKY/N41FMPd7uuULKB+U5XNVx/NloCnBF9xbbFm9eucc7XonqjjJpXnE1N2rTObJcZGoBzDC6iMWZSO88ZV8jzXLoV1S6koB6M+y9x67e/G4XF4ZhDfNE0GJeM5Rfk+DIQkm+VWZBHKmEtU1a1LAON7lqBtXFteRO9yFzIcPBV9BQOmgsBYQjR4yKq97g1brOEpSIjk7/sIMF7r3RsGaSJRhGMAPOjRIeWqxZ9ZRlw0psCwOpYWBJbkLIySmZ/mIDpwbcG8+Wluz+wIlp3N0UeAsGXry7Qn98W1ea+Xo/Fw6zveDUqyjKCEOjgjDyZigHYizPXfP/9H6f6nvpEWgZC8BnqjhPhPvudD6YZLrknr+OyZsYAMn9IVMHszz6SPDoZPfPlP0/2PP5LOtk+ma+FEmjG1Lf3jn/659Pa3vBMnjqwbMu4jwKiiYUH4DvE6SMfc62F0ZnTIXeh4iDqN0BoaqqUxPA6xLgiGAxCFd0AY/sqGB9LH7vssiMfKNBOn0goDbhHIyVzKQjvoprgb+HwiAcD8uQja9e5IK5tWpX/y8z+b5s7tjOGa2/f0pi/efX96dWALxMf5rMnxmFT8Tz78kXTJkmWMfGASM+WrR5ly/eUnHgyOwDwCmN3wBN5JeejqZZelS667hjlQi9O2l15OP/dvf42ptQch/HYxgfZICNu1T25Pv/Tjv5D+/s/+bDyPBx9+OD26/pvpS/d9NW0efCVdxNiFLYNH0uymmekPf+X/SmtvuhkRNlrNDUYpLZ2lzTKgcrkOJD4TcBqTQH1MRE5BvtX5SGQs5VkJlgbu/jl6op8A7en0CGKDX4E8qBNrws6cpV4vvB1cK3beCEGNNfhMHLeBVu2hMdorhjEnNr5X6Uv6WwG3fJ9DoaqNobYWgWCQxWM/ZlCWbGXP2Sp2hhlMkscV03P+mud55rTudM3yq9Jlay9Ol4DUOKJDsTLl6y3NaI+LQnv4J21UZavrfUixrfV6KdqNjKbkpCY6DvlTBNeEeTqjEU7RNn1kz+70Ety0uzetR5dnS9g7QeILGUEGa42UP3x/S9WWaV/XD2GjppOkXHfR1Wn5vKWpC6kCWZcGbbYW66RNyLXtzZSXpkTJPmuMFV6KnTmKVRYUpvgqlcljRA372v1aErog+GrnKmSq+ChVi4s0SPYTGU3KI3hq9JCaD8lRWn1SGwFf9bolAS70B5sf6gOY4r+akAgg4oSkm9IwieVeiPj//a5PYSuOpfe99bZ06aLVIcUgI+woHCfPiAm15GZJziIwjQR7M+DRTSLA+ejHfzPtIIH4kYvemS69/i1M+l4YZGpjggmzp4HAXAD1G5HY1hr9JZWzHIvCdIBBFC3oTP6z1MvC5VZoQiEQFZSllJkKAlN+9kIOjFm19WQltoXuzXZk8I9iMBxQ1wN5SnJcC+UOSySKi42VhKr3LhF6Ef6pR5KKQ831v8xp0djYpRBQMpsyT7Bmk3MdtuqOBS7lwMhFCQRGfDEbrhKkxeESoq6IWDmAyczvcs8Fvq7xhypiciUGl2Wmc7tYWesSZEQN04CjgkI9XHnCaI7wraEawFhLNIDx6dSUiqUFuE0N51AAACAASURBVOHdNBk5qSciR5AUr505OXaQ5d8lW8AI1Q5CVojM9dJsGJRI9xozgViSnWhOrk+X4KX+XsoaxCRph6flx8DPS06WY2TGa0DmOIfc7SGPwfJQsJYJeE7z52Gi871E+irvnkIoTL0VjUqgLxqtyHpzEFSmU5f7nkb7qDtdSXFFyaYzQXf5yhWgACvoykAynYM0SEnhlc0vpd59e9M+EIdHmQ100cpl6Wd+4mfSWngYa5ddTiZ5Ih2AcPYK03k/+9BXmM78VLqRctMLu/dGO+EcSjk3X3FT+hFUaRehEzERxVdJam3dbQQzh2jXfTEGPt778sb0IEP92gisfvKOD6f3XHNLWjNzYepCwyPr3kBUFabFOjRTRrU0dhgEymDFAOYEBlltC+fEWP/W+A7DcTnP9R2EAPsZ2rd/44sfS0tQC51wnJZrCIZXM1X6YoKPnRARP3fffbD8T4Gu9KStB3elRVPmp5/58AcJ6tojQB2iQ+pPPvnl9NSh51JXTzcOQO39s+nH3vXedPmSpamVIXdyyR7Y+Fj61MN3UWZrTwspHWzrP4hOzkVpzazV6W23356uuuaytP3FF9Kv/cZ/oHy2OU1EYG6IVuPGxnYU/CakX77j76d/+ku/CJG4O71EoPPs88+n3/nY76Wn+59JlzDuYMupo6lrQkf6jY/8q7T8uhvTCiZeOxX3HC2WJ2lnj6nk2i7b4S3BicBYfkTnRKroZALTkJFnT4yhmTjIQ/2vpfsf/jqKrJ9Mz+56MZ2AxyPETTM7BtlzgEPjbDj3Jdr0g9yea/9jf0ZyUJHeI7DJzQj1Z78goWPf+Bv6y/fkOnLm+Mbo0hjqlDsjDURep1SjqOwpiZwsncN3pQrMaekhyL0prV6xKi2nA2kmE9P3E9Q2UT4K7SiDidJCzMYOJd7gdNTK22PlpSpZKjpVwUXkOQUiw7MxwHV46hBnxa60rh46wnCpQw6x3Lkt3fU0woXbXwh/YNBUefbac9Smaud5vqJMiiBqa6xQKRp4FbolC3vms/87w06LjjrnZxCpg0G6wEyMGqaQgGNbm1X45tOmjBi/wgBSSa7RwRogQQ4CHaESs+4q/+TFlA6m+hJS9l15qHE9LzRXV9yLBi8lgCmt0Pk93MPlfotP9X3qk+scGMrZycNuDWJKt63XOm0qJR6eb/O0yWmIILUPbazf/OIfwXE7yNT569L1qy6He3clvEUI/NxTQ3Smyne0EYEEA//hWs1iovkUEo5f/fRvp80kXze2r0k3ve+OdNklK7Ex2n6e6axp08nbc5dNmY8Q5QUvWmjVjp+qVSoClTibNSG7jMRkNKao8tXf8IUlneLIYqO5yaroLhx1ZQIiU5Ihzg0JmylgJpP/PJtJASGDF+d2tJMZ6YTP+joVt6Y+UPG9Q/QnNkK+Fx1qA04+z4koKr05AoyR8VUAUconIZXMBN+xr4/xSdQgyKPusw5KfsjeQ0x6rmq1+UBl2E5oNTakWVm0tVXGr2qbLIiH7x1ErlD5rAUw0bps55P13LzgYTgzNcK6qlmkq583on36ErRtA69vW455Sf5EIBo1CWh/M8hUik5xnxm+zLNHhDuLGmbN6Hnvtrl71/le8iDKPIsp82BqfJkLbXQ5IK7f1KkGTCXAy3sud6llJ3zaspDdE/J7uO9zTiFmbRyc14/qaz/EVJGXIWBFhe7UjDlDtiNK43px3OLeYlinr1tpB02eisPkOkdBQyRlu7/WrFmDtsnq1E2gbJAwgmje7t07025UQzejOPvgYw8HQe72t9+ebnvn7enaq26gNjs9bfrmhvTUsxvT10E5KGQBhV+c9vG7z299JW166QXE2makf/NL/1u65bJrYeLPSw3s4xDZI3vrQ+V2x9aX0q9/7Dcp3TyX1nLImyc0pYtmL0kfuf3OtGztctYUJ6wAG9d7jnudNo3MlfUQShUq9lp9nqMEOtbY1QoStRklqGlHs+YognUfv+ee9B8/8Ztp5UWr0gAD+84wFfbdkCavB7LfBy/hoQ2PMV7gCGPrCQyPI2jXviDdcv31admi+dEWbdb08U9/Boh9fWrh+k+h3CpZ9S1rrkK9d2lau2ZtlKS+9ugD6ZN3fy7N6UF7hGC2l3lHK9CWWdQxJ33wjh9K1990Y9q1c3v6g09+In3rxafTvhGG4fH4JxK8nkaL5CPXfyD94i/+UppFJ8o5iNw7tu1K/8e/+zfpkUPrGSTYlQ4z4LN7yvT00zd8MN18I5nZTTegYzIjNCJ4yEHebVCczsDeNnSeyKgQfKwNGSzl52x40drh76IABsV9aJL8+4//VvrkvZ+BwzHMNZGk8PNtr09NozwnCcGeNrjYQfqOeUKh61EfwHgUstMLPmG18SPYf4MSUgnq60vKF56Vv+q/PYffz9cP08ZaZ81dGyOK06+/8rIS2beEfZZYSpJlUjK/fU66bd3b4cgsCw2YNhCbPvhdrqCTnyWmhrienAl+X3FIhzGG8a2cbDhy1914irUOxIXzru3wOVmmifcMVW0kDUiQ9RFTW5lX5TgJ3m9v7570ZxvuTc8yaNLOLf2RzygCFQOAyvbmtoLSieX9aEDPo8A8I61asDLNhkfWTAmU3RaaSF7vUZKtk3DITE411g7PFZ3pbGeQYSWNMZUhoRHoBf8wcxBNKkc46yZsJqV2TLqPC8qU82hlLkzAsyp5o/prUeXISXlebwmwkabGbQTWX91PASKKjyple3lhOQnPvqj4DP1q8A35LKUsn4NI5QSkCzx1EyfADxo+nP74c19Iz+3fkpbOpEnhxlvTtWjkyNE7Dqm+iWDOKzJJ9UxOwT+3sCZztI+MG5An9+jmZ9Ocxunpx279UFq3jqGO3NsQtnXCjKZ2Og7JVnSBlbMpB2pM5K0KYnL7rfHb+LblfOMuYM0Z1hCamjMvKEZZ9EIu8n2jS8eXiT57OAK2m/GwjsN1sNNEVEaId/YM2jvJ8rrgwLSCwHg9Jw1gKnZ2fQDjg8lD+7Lc91Tq1I0q2JZZRuWhSrLgfR2dUAtq8twfN5ABTMwc4jVqiEiNQxKGKgLATM7Ks6VqqJS1c0s/RYwpBwq1AMZJyZ6LqSoRBslLtVeGFlbITwkgdfB2G/mzhf2d171SzgXxkM1vlpjLRVmFd4oy88FdyeJIQTIUebHWGm15RfDJ+1CaPj8DRZ9KDTWQKgOSKjiLIFdpdjggMsknwAzPAodGV7nUlUcP5HWoF64rkX4JhDQ0jTgZyz/Blud6coCJ4SKbUWk5s/TzBheClWoQejVodZwDkoYtFUTeg4eOpH6moA4gonWSDCEuU+TLXlfDHe5ZiNbOgPPOuTpvEBC6Z2kWA9o62trSkkWL0mWr1jIJl+GJBA06Q1GMA727mDz7cnpm0wvI4b8WGh8fRMjthz74Q7Qrt6A82stMoG3pd3/vt9KVV16UfuzOD1K2eTV97LOfZOLzs5RGWglGPpjefeX1yO9fn+YsXpWzHTKOzdufZwjjk+kLD92VHn/qqdRDCevYkYG0hHLTHah6Xn7JqnQpQUZH28xoBx6QtOyUWNbWtkj3jKUyS2chjsgzsPQhIuP+n0EgMYAw3P/4whfSv/7Yv4Vwu5xgjwm//YPpw1zTTdfciKJwLwTGJ9Jzr25OuwleTkGqWz19PoTfWQydvDxE6Gy//ZM//WT64tP3EdjSOswadsOZWYWK8DLGC7z9lluYHj0jfenBu9PHEQSbR71awv2e3gNp+Wym+KIV8oF3vxcjdG16DUTr3q9/PT2z9fn04p5XGIugwSVrgxT9o+vekz7ykZ9OiwmK5tE+vX9nb/pfP/or6au7HuBeuni+Q6kT0ufb19yY3s+clBved2uat5DRBYdHoh1/KnsYFJu9jOgf591scVCyMxsnZppBvrR2bzmyhTKXwd951mk/z+sX/vO/Svc+8wAaHpIucWw6O1CpfonmlT9uJdByFEMfU7J1gGNZ+gWRRrGDxUYWuH+cW6/sTjmHf9Vg5Y1+vyQE9Vn19/J9AmXXUerg2NM2Yte/V0m4qrAuEi7RczVgGjhjp2ilnd8xN91+7bvgjixPS+YuJLBEpRiZBG24899CH6wKVLSTUdquu4linw1hCvJekNbsdCXL5kTI4N41GaKEYVlGzsZkyozn4NwcgAP1yUe+CgLzCrOu8I0i8xhTNZTtXHqjD62c1xJqxdNmpTl0HUp30GY3EJDMRjDSGT+WkLyOAUqqBiQef6kLTgAPfidITROlJQNqNaZMquzO0G6fsLPKchzXbQDj+pUEvXQCReIpQmPXU2V7a3swo0mZtpnbV7TNGdmvlfeLjwuwwjZ7fErYb37G3yi8oljbqjMq9q7fNVlEB2bSeUqFILOTphxDJ2d/uusrD6WNB19kNMPc9CPv/GC6/rLL0kkSr0Mg2o5KKaR67Ze2zKRiPjIO2q//+cXPpnuff5xgsiH91Ds/kK6je1Ih0X4SrgkzGtvPu4HC8VflIh1/GcZnlhttw1UpI/unGnm3LE4JYAqUVRalOKkoLVREWG+2SCdHfTQy/dzZFB88NNtfVec7RvBiRq3TdRLwLIhd3USrTk1t4iFlNVIWltf0dUsAUxCQEiiUAMYb1ykH/BjqrbnTxABIEqD961lTIEesUaox6K64H6Xc5S/GJOmSaRnABMojQXD87CiDnyC2VXo1tTa0YGjENbjewTeJ9nAQAYyr2XN0G1nCievWzebBjQU6LK8VnUlAhgZDOYAxAKt0bCT+VgFY2ajxe65ZdHzlAMZLCfQoYNNsgMp6hm5MRPLjy0K2XE/RycfWdpheFcCA611YZ/XR1oLdfM9uet/L+rDnzXvWwLj+drtNBWb1PSN74L4tx4jK6cQjNKJVtrm9mSz5bOqFC6MTPkrw0gdfZQhCpqRe0afXEZfz9WNultcWwiA4fJR1T9B5dIb1nk5g3E6Jch5aL8sXLCBYAPalxOTzkGQ8gLLtTsow23e/lp5/7oX0ytYtac3yi9LfZyBjz9zpkEWRFe89lP71//nv0k//5E+mf/CRn0m7t72UfpfSx3pKSxPIFhWbu/GKa9Ivf/iX01rq/A2Q+4YpJT0BcrPppefSk9ueS49u3ICjhViMcTeb66aMcjutpz//s7+Ak16aRvqPpxPq31AvFga3+8h9kscj5GBdNMF1s+Xa9ZVPIDfmU1/7avoPv/sfU/vsdkpvB2g9PpV+ms6A669YBwp0NL24+eX0BNe6Ccj2FC+zEIG5UwQU70K2/8c/eCfQ9pn05a/clf7s8XvpWsYYs0c6CWDmd8xMixhyZzv1rIXz0n2PPZT+5AufJjDAKFOW6yd4UBCvE4Lju9/6jnTlxVdEoPncSy+m57e/xJBL+D8EHNMJcA7tP5RuXX1j+nto6Fx12RXpkivXpUPohvyzf/HR9MmnvxBGXkXm1okt6YblVzIj5Zb0vjtuT4sQ1BvuG6G1HT0cWqB99j4/VV4lHArfR8u8M1doe3YCrnZI4ayMtA2nbTs3p1/8f36NEuATkJlbUidO6DR731lFx/ldRwR4BqfhYJrJngfO8ByqQXZv6Ngqu1C+9+1QkO83QlI7dxUy8r2MXqrXKpINgXgEKpU/yntnH5GdpqiK+1NnKBH2BOrVC0ElP3jz+9LqZStA2WYFj+4w7fo6adV/ywBbbaQOzlTMkmrhZozZ4uApZZOUk+XcJRMSDD5DvlY6ezKvjICfLrUpBNAGMPsP7UufeuTutGnHK/Gc7VrTD8pzGbV8XSEW5f6ydVf8Em4N9qVz6vQ0F+XYWZxbc6fXKRe367O6QFl01tjiPkpVB1BE1redgcwvX8XkaQZITTt2p5nko5WAR4XrzM3EJ0LsdVX1ByJPIS3BtZmU1XcZeW8GaOaThikZjcpUgYyS15o56oPMUn6rHlrY14LqOPqldGSF79FnBMKVUS7Xt7zH2QkKfxLAkBxMmECH6OCh9LV7Hk3rezcxELSbJoUPoMZ8TVAzeg/0gbS1xfUWRCd8M2d0DtxBA8wvPHhPugdO2jm6VO+86bb0Vjq8TLCP9fflElLcaHXQymYocxFqJaCK6yLfIRT9amTO/Pf8OOsDmPp/e3NeZGQ61q8qToOvX1Roy8+P8kCdAeN49kGiNNvH/L2ZaFq0wktoZsNPYwPbTh3CZdUDvDCAKWUQX7cEMj7QousSHTr2nFsiEz2JR1b78PUMGny/COrqECqDPeHpvCFKQCcCI4G1ICB5UTIHhLKQNV9LGtEWnQOnDM2VUkttZkU++JlwVSPB1g5kbrXLRiJH3QY+BmQZCQknxp9G6xGg1l17aEBU163xrQ/CimBR7Wt2hrmA+Z5KEJp5MSI6Mgrye5X3zgfBe8nzqMp7e60FOg4dGL9X7Rk1OLxfOS7lIOWyovymWonSjLl0FAVgLXrFPeuknCw7UM1K6ldtFPGwYYKYETlUODDbZNshlPZgWGZ3z4L42UkAQ2YFBPPEExuZe7MtzWYmytJly9ICUIRVy1eiTLuCGjmBtPLqg/2pD56IBNz9ONn1GzcyGft4uvntOGT0YZwsfBLBlN/6nT+AN/Kz6f23vQ9EaFfa8NTj6QkE0V7a9WratPuFdOmKy9KP3ggUyhDElSuXpkE6Mu5+6L7oyth+eCfkxv2Uh+TmKEQ8IR0hIHvXquvTP/vFX02rV64KuXefqaqzJwtxujpHnjGf0evBgzoTiqj+OYf7EnX6Fp1IX3nknrS9f0/65pOPBQH3VuT7r1hzUSg7y+l4+sXn0z2UyWyX7gG5OXRwL9yEG5Hy/nsR5L/44otp445NaSvltD74QU0QM2cjxLdszvz0thtuRFNjHojSVjRhHk+9iNP1g15Nb2+Lts5zEGzfy/DKt0LGa4IQrRDhxhefhMT8KThuXuc8JMQPpIvnrEKx9d3patSCL7v4Yl7nYPrN//7f0peevI/W6snwnIZQj21Oy3voWlq6Jq1dvRg9mrWU/i7nvWbKZze1jYF7tme6h4cIYI6jHeS+ncpEXIManVtXV2ecy927QdhefSX9+0/81/Tq3i2pm/VoZp1HcaDDdkLCpynuX0elIvYoRvW7Kc38RQFESfTGGaDv4T++368fSVig83Wk5W97/Z7cnORF8oIt95wu7VmcfvLWH44SUictyiK4BwlyLfs1YtsUOFP7KAd76LggpWApRv6I/mEUTsVJGj7MTexCcz/7YTJ4WuRWoczggAAOVLwNkxtLMhPh4DnA8wzneT9dgZ9+7GsgMJsh2VMIwdYaQIh+2B7uvQYywm4QdXKArOvrtHGvq2VCK0KMV6TLOFMYtHToMOVt/J2t941NkHbh1Q3Tet1Pi7i8NpNn7bdBif7N4KzJ0hJ/nwYqo59r5f5OGyTwrjHIl/1XKiTnyWKcFxUNFFYaRBhB8y1F5dEqcn+U43CEhj5a1KXmu1yPXMbPRGLtbw5GsojoaVrcAxE3sceuB6LtRwQvNbSrlJIUj5x0vpl58hMZ2Ik2EvPZ7vrqw+meVzZgbaYyKuK2dNvbbok17T82AjLVFj5i4NgAZaURkG8CPf08AognOLMb6Qq7l5EC+4/tS+8jWXnPLbcH98jzjBJv93kHJ+UApuJxVHXbeiXeMRgq0I5aK209ApN1SmpBQH0wUwKYVuYcaAXcVMVRFaJoLAabxdYqFRjN8IYxopqNLoKXhRhTSVv6Sut7blyv0ZazPKMhintjDtMHWcirRdTIBMCuK9V9XUBfr6AcRrrFcQfbPVrDYJCrThplkBy55oAtD54sc4C87dKRNdkAomJ6xyYPqFPBMdUTM+xWQzgUKlLyOQs0lbHkbiZb77LDzwJIGXlRnIlNX5ViSwAYKsUx28jDVmU9BjC8d30Ak/edRN38Zz2BNzqU5PxEzTfv0QgxSimKjMh7KW3kMZAx0Awtl8++Aogj4s9/HwuIqwi3IFjjkSuvpVIOrjhG5drsAvNes2iS95YPkNjNFAyOX3O0wBnLSvxdopsByyDts8dwnIeOHaFDiHIIQbHloG6ym8XosSxbuAQxugVkTRgmjOD999+fHnzkG0EeW7BwIZot3ekKsv+L1lwe4wwGqF0P0Y5s149D+YYwho9tXJ/uX/8g69GUbr30knC2k0EjPvPpL4fi5J1wPY4h5rSrd3faBEn34W+tT09TLjlFSrcALZN3oHfx3ltvCcL1J5jB8lU6gDCzaRrGdzYZqMTcEZ713sMH0pLGRenH7vhgum7dVVw3k6CndaUJZwiKMYojGHLrxxpxs5kgKBL82703yDnSsM2cRemJZ7sFno1lsAeefQTRvXtpb21JayhlXbJ8BcjTnNRFBvji1s3pS/ffnQ4QrMlDGOTPa5ddmm5adx3X1kgwN8Dgwb1p07ZX0Hs5ENyrGdz3CkYmXHXJRamH2v8AnUhqfTzDROlX9r2aFs+cFdO9+wkCb7vhXemd199M59Os0Bz65nMb0se+8Ik0zNo6FXjf7l5GNnSmW296a7oKJ7B40cJQuH1wwyPpnkcejqF7Cs1NoTOrDQ6ThOfjo4cIIi9Pv/yRf5rWXXwtvBfMJ4HOudDVIMvHaYyMDKWj7AWN5VQG8p2hbCGk38VYCIc0Pv3002nDs2hWbLiLeUEEke5F9tRJ9rckzQuxi4jrv62TfuNvvFEg8X0PLt7kNf7lfjw7xLE1CQOSUd03+ogQhudgFt9MOU8UcuWc5ekf3vGRGCHQCK1B63MUJ28XaDh3eBHafM/8CIHvEJ1g2lMTB/f9APvST229Wk6iqdoLZRV0rnJgvCzPg/oylhC1sW28pmVcx3Oc5vcPHdmfPrPh/vQ8aJxOWBK296WtMAUtH5F84gNE4ky13KMip+DUKEq/Lb3rLZxtzmAvon3HcLZ9lI3sEHVKunw9QORsa/VF+hL+nhV6syq7wVoHJPgukIgO/J8pthLhVhFiNIOBuHafoCCoBZXURKYcTCQIag+BTkVN3evnXke0r0o66wOYgqJkkbuMvpeE32s6GXOxCqpf0xUrNrr4VhEu72cyfMYJ5wAZCDo7ul7HBval++5fn+567hGQufPp1isYJ0EA47WNwmVs5h7dLQcPHojn0t3dFarnkwmETmPbX92zPT34whPpBUadvP2K69L7b3p/IF2nsfGBwLBy4xCYnL1nhvV4EmbuOJmg4Fvl4YqDyg+1NlOpvnTkd9xAQoXCYm6g6L+vHJy8lKjh8yBD9AlV0kEy6VMYniGckTC5D3EewU+DrdMVKUko2MBAkmoMMowSkmudg436qdbZoaroKqkVRKV677h+y0NCmmMk3qpcE6/D9qAGWFqXxwcw47uf8utYpsgPu5D2skiWQUjWnshwX55LIYpjd48Rc9w/CEMEPRXaUSSyc3CX4dBoV66QEwMKOy6yrosjBDLZKn7PwCnij5pYoD9nd06gMKExUyFIhipR58xdXZljUzPPwr2FxDtWRjOYC/Qu9nfkXn7IhzEriPCnDrnye4XPUx/A5K+LhOUR8rGTgiOUIU9fo8YPyBC0tFy7QixtnQ6pf38+M/UVuBsCKu4H2ThA2edg/5E0PHACwbGGNLNrRlo0ewGTjWkdZqbRJMqSInzbXqWDCMf96q6dvmNavICfW7AI2fyVcGNmRZZ4kgNj5hQGkdtbj9bL1x64NwKSpXCyrrrk8nSAmu5TT7+QfuUf/3J6/3veA9GcFmtKWztf25XWP/s4rcm7mH/0Sho4choEZi1IxOUc6lHalx9NT4JaTG4ATeOZTAc5kPR3ggDm4PG+1H1+Xrp4xcp09ZUXp1spwSyYuRizBZoJm9R5OqcRunPNDMYtKVlCMussJPkZtHR7Pl5A58UOqXso2WzY9CTv0YJOzRIg7w50F7pSJxo4lsi+8eQGxNdO4Rg60llKMg5+XAGx0r12bKA/DXNNWw/sZVIsMC7GpAMUZjElpKWMVeimdXSIVvAhrun5XTvSHgbyLZxBKcZslJ+/HhLzxQyTnAnHqAEuyXMI69278cGYNTQHHs2+PQfMVWPo5OIuhgO2NNPJMEjAtJmOq/4oU2qULb/BUrGOCHK1NV1FZ9U/+sDPp2svup6hlEvgJTUBMx8JsbImJoebnQ8cPxrdHtNaOsl+mU/EM505azp/H0ob129Ij8EB+vLzD5Pt7WfgIjsaL3MmAvtqo0eQHmlsnLc3W/r5boKV7+Zn8in5W/QRCEzWDguSfWSScXyzTagOdiRP8V/2Mf67hVKdM7pWz12efuHOf5CWwHly0rnOWg6M+1q+o/bejh0/hkEWVTgOVMMyC0j63j17UJ8+FPtsIgGACEY4WexIzLaya5E9nbsw6fTF5vp7zZTBJ5DtnyH5OwMKcIy9/aWnHiGAeSWGXzppW+TBd8vOPCd2vnbMkUIPRp7MIOf4vEEvicVbmaj93re9E8RxNB07RrDENR0ngB50OjzosMHXsIgRQZS+Yar2mtd0pMkkkMPggZiAy2GsukGVeDbIaOE8TIMfJMLUCkLTSFlWYn/Y4EjCs3bY5AkgU2pqTdWv4kfRuZnKfU5BRC7Q68r2F+5KUWGO7lbXrawdwb+k6exzSikqP7vcjaQyuDIXlf2Hl9g4Cf5PiJAeotPoaHr6mW3p7hcf45k5D+td6d0gsL7NyVMEsAw9Nfnq6zsK1xBuG8i4wMO0dma+MUdqz37sESXdx57dkG6h1H37de8NRO4sz3LC7KaOaKEZh8CU4ISHMz6AyZtRqeA4xpWDzweucmRxqGMlY/+GWzMCpHbuRWlczYh8cDkoKBL6khAVYTtLXZCpw5SQZPyL1Pg6syFYzhCGFh4TsYgSRi65xLBC3jeQDRYozy3CbStsJmGpujaJUVGOMXIOjkhNjTPQFqJYibShAyNEpyKgHKAKPcjBWu4qiHUJEaKCOlTOOl671nlQO7w5GMw6BjmIKYfa1xRx8aMEDXnuVO7GKf37OYhRmdjZPnkD1eZMsRaWtCC0RqeV/Xu3nAAAIABJREFUGWhMC62ebfUsMkQliuaC5Wt3A2dKl4iN8tZZfCsP0ayE/tzylSJxmZuUg7DCy8kTfD18UamtgsH6ACb+bh4Rre81FC/2VJTRMtKUI/uaSqpfy0hRnrORP3KZqsDQ2V46LA0Mw9IJzukoWc8RSj/OTBIR8L2727vSwtlzmWyM1susuWF87HhTMHEvGcDGp76Vtu3YQVbeGoTxme0gMYjWqZUyRJ3++JFhnCG/8/rJ9DIkv5cpOew9uCe9+ur+NKmdksjZwTSEmNtvfPTXKYHcQeA9GyPM7KPDe9Kmp59I25lPdM8zG5iyvD3NACa/ZOVyMrgpacv2VylPDSFfT0upoo0E+GZmMRRUohxBrrOQrlt7ebrzNrghtCG2YLgaQT5Up84k1YHqdzBmBOpyiMKQsY9NHITNn+G9H3nqibR+83OgI89Td2+GjNySuhs6yIQoW3Fm9lGu2UV5yHVp53vNOIhuAjShXgdtDoJAjWKAj1O/l6MmkVhj24JRnU3bqHtPfR4R1MOUbBxU2IaTGsWI94NizZ0+Ky2fNS+1BXnzFBoPu9MuAoau6V08n+np4L6DDpcm2ETpmMRnlPLCKBodClti0lMbwaQ6UA04nsiK2edbe7emS+evDXj6LZfdkG668Rac0pR0YM9Bfg8VZRyfOhNDI8cji2+EGzMKUf4UWXNLGx1JyMg//viG9BAo3IO0su8/cYT7Zh3VE2LfnnqD7qFytosNKDvz/69/5jwm24tvA7xUS1MX2fCVKaAtduNdvBA+2ft/mMRhccyYspXYZTcVmozjbqL8ov8wGVZeQ9A6D9+knER5dOv2HWnrtu0E17QpsyemkfDauCEyq79ohNU9il9RlqGDDsNWyrSKuDbSzfc6dvN1zhDtjUzQ3p8e2LQh7dwvupgVubXRIjExGVv/WOy+1xb+B2fOl6fQdOAMoJsJom9bh5I0Z29IJXD9EO9hCbOfIPoU7zWMbzs+OByBjOZ4kmJ9nIkpqHTnmfeYaAMEErRT/KwocityDN3qoIE6zaXNvBPkqYl5S65P+KPgpUTahz/Ig5RtSw6FdOyyHT4q4IYNrhLDSA65r3EdVhUZ2O9Nwica1BjA2Nnp2dYeOwXbhFw7EbIV6rf58/iAGPPDdZygUWA/Jejdu/akx3a/FLb5rZfekN569fUh8niSLkaTCUfY2LjjGZ/CudU3d3YSfPFcdyGwuX77pvSNJx6me2ldeu9VbyVAwl96DbMbOwBV6ktCOTDxGUUOXZdBR1yjiqVjXnOMEpl/BDA5pBk7u/Ea8UO8DwFM1OfkY0i8lTzJJsyvkYmm2bnb5mYAAzyo0iUMbg3YFN5zHtlyT9f0DK/5UHR4VQBj4BK/b4QYkFzuPDkbdZLsMANBsC8+UAaDnFyDLX49eD343YjKI8jJCEa0pIVjLW3SeW103CosXhjAmIGETHT8L6MaZd2yCJ1oVJ4uWgJA46M8vToHJQWByVL8/n5Vc2SN1f0wiIlXL89G0rAROL/qRi0BTBBqq+su1xlRt9vbYCcOVfW8fVcDIg+RM3uiVpzRj3iyVYBQX0bLBtw18H0tt4E0xZysaupp1XY3xh1y7UFmgixeTwyvrjGQv+o6auWtHPHXSGh538X6l+cfwY36MyJcudQ2TABzhDk8/QEJH0gDZD/annai/TnspbnI38+hRbcD0SmzmSbajA9R8ngYJOQRZhoNn0cvhDdaOnNuegdCaZdcfAlODKfMbKJuJM7PojLZe0hC7066h55Jdz/6RDpw5jh6I3T/QIz9r7/y6+mO234sdUyfS5ccHSyDB9MrzzyJSNqm9Ad3f5G2YsokHNp5dBsZIBxEy+UMi9wByc+DfBT+jsZSxelWHDa1m7R1x5Z05ZJL07uveweKwMshEK+Co7IoHPJpJ/8eOYjRJyvhiTX6ewQkeeBaJtCPgB69RODyJByWb1AqeWbLpjRnJhOKSXcbXydbZQ+ekEvEz8mdOYdRasFhqL2ksYkRDuw9cB3OSmnxtKU1nzf3yWSebz5vBlF57+QOiUkxldmhlyJhczu7mZJtB+EpArcBykejBCw9TP9tJUiE+Mf5V41zVHVn5furfaqBNvDpwug57cVpyK+z7/axnks6F6TrVqxjjs7t6fbbPxDO6zXar4W4zVo9G2oECc07CVcOhYPkpsB/8OsbNqxP9zLLaiP6H/3nEOhzdo3GmnvwxP3dx/dqBXIAU4sDdNeT0qULLko/cev7KOEuivl2Z+CeSW4twzgt9xscy2U5BfFe2qxotFn9AKWGF1C1fhZy/VEGvRLvg9ZAgiWzxzgGcujzHJHIjX2axvlQMRZrB6UAVIJLmuZ4+SlnI4B5ef8OWrgHxxCk7+bOxVAmcZZP06128+qr0zsvvwGElyC7QuP1CyGZT0OANABLqkcHKLWCGh1gzx/l/Y6RGJggNkbDCzwY9qolKlNiJSKa+LdBvmfSAMYJ4vJBbabIul6euKrphoOZfSXoEUGGXcJTQZynwFuMAcVcj76otJgbqMcQXeyOttW1LvousiZDhFa/oB3X9lYBjSjxMAGlVROFAU1qRrG/oge+txIVQ5TPnj3MWeScr1t6abr+clqhUc8OdLSJ5MkzSSKWA8WcOLe1Qu/g2e7ctztt3PlyevSph+G4XZLedQmlbNZZfueEHrqQInIeF8Rk9MTlvhCBie9Eh0l2oMWwFEhtzHFX38/uMrOkC6k2Q0+ZrBkBzBj/w24BdC0qBV6VzYz6GnDks7pnpFnWAfnZeiE6r0/JeOXyA/YS7guPS/Aj3IdBLeRh504Y5EwRJajeO0pNBiwiDAQwEf1FdJoDljKJ+s8hCf5eFcBEQBD369dyADO2nv7d164QG09EFlfKw+By51fWXClO28NSuoGKs/eZxvercerZiVevK+ITwxzNWLy/HOTlxKDWTZQHuMX+zgiMfLR6JCQC0hyYxYyksWfMHQSMlVuXx4IYX4coX6JXlA9V4OW9SwBWAoz6PRTt2VUAU76eA6HampV1qAUuuZxV0Kly31lRMrf/+TuBlFXPZISs+yhQrR1Jh/oOxnA5Z+Q0A9Ga6fcwiK0bVK8bUq9/zpw9i0yILBwE5nH0XDZSb91B7fXqlZeld9x4U7oUfRPh2vOQdLvphDNrEwbeuXdn2sQMowe+/mh6idkpgyAw3ZBL//ef+2h6xy3vSfO6FzHL6DQBzOG0lxLRk4jV/fF9XyHAGuQAZzVR+VgDoBpTWpu5ntYwAn2UaezC62YuUQ/X2wwPq5dOnEYO/XzmGInAXH/VNWn16stSDx1GznE6hOqlhEeDTdEUAxujcvfbKKWSPvgf+0GLtqI2+nmm7r6MxPeyBcj6n4NTMsQkZTt1yAxNaNz3Ij8N7I9u5o8YoNildJy5Ssa+oNJx7cFfUysjSnhkmGSfPv8YJEdpdxrr7V48x5wiS10nnMTLM9L4OHDzDOXGKHPx2YEx7qSF1JEJB3mdUQIMy5LC+MqvmOAMqkQjb4IsMqame+Y4O30q87bMTPObZ6efuvMj6UPv/xAciM4YT2DZVQ6M88FGed0mAtapZnysyQnuV+67mhKPPPZI+uKD96bNPMfh14dxIgTj6gZxR7lw8Hcf35sVyOrtQfoPf6Ig6MR0ydxV6U6I2/MYcyEkIYG/GRE7berJSiQz7FplK9wT0bnCMzqG83yB0RQv0dWmBMDRc3SHieKo3RPhJwgMfsRybX6iWYZOmoRSn21oLnW2OYjyTOo7cTQdO8uQybF5V9/5rrOvzPSB8/gSA/91Sy5Ot1y0jqnobC7L40bB/EAzpUwTzOgYZJ+rf2O1oZ9AxvLqsX4G1OL85eXpkzxfccYwrgMECd5/F/t6OqXdWZSFOxR0tZSqSCD3F4QBzkThs+RZSJD9pWKwFpbhLEtpx/VbpXMx29YqMOGGPNMGMNFxZEdwKONzXp1Unm847LhCkCrmy1k9QleVf75KyfwItoLfSK2c02mUcnmh1HvyCM+LcvTsZQy6vCier0haA2XsVpAku7DCVgRVQnK2AQx6VEhGPAuPbv2mjWntguVpHXPo2rGT0WnV3dBGF9Kfb4u+MIAZc2Y+pLoApgQCpRziziwBUQ2TqQ2nKvwJFyx4Ijqeio1uzd5FGsIIy+53tI/G2Ba6Lh7UDGqaFs6KAx3jYgSZKUvmey9BPvY1QzCFTQN8bYRnHdv3EIEJCKwKnoLsa8TrvJ8IhPLByIGEhCo3hoFW3XtXJN5xCEzFpYkZUhUHJwculephxd4OMTURGN4qxN74zBO+a8O5onVdRdsIcOJojJVWyprVB0mmwXFgcRKWlTwkoS9TPdsLERjXRRQmiLglwAoUzDkcRjb1QVgOzApqVRtrn+cvRVAeUWPOqmzjlsRcdGDiObkGJWCr0K/vLoDJa1VPNva5lJEPJYAJgq/PJ+OG4ZiOg2L083mEEtIx9R7I2kTUzFramWo6nXLSDD5nQjDtwRjoJffShr11y9b0WXQgnqFz6PrL1wX3YzadS8vmL0yd02njJ5i2ZmuAIbqzfcf29DydOw9DNHuldzuzf6ann3j3h9JVV16LPPpMumtOks0dSUN05Gx6ZXP64pPrQRNb0ZiYEgijpRZnJp1Hh6IT5ypX43Do2KAQyr6fy/U18WwkCO5nwvTo0CjDDm9ON1+DnsyqS9PixYsx9E1pECPo/jZQlSyfDSWvD7pwjAzIkQMnKMfs57X/5xc+g9IuowIWzse4euZeB7GiNk/22AipsoXPM2SICgjaSmywOICTHxJmd4lFLPlDQnyu1WeUcoQ9d66aqiunTPRIjoLy/pF8uC8JDKLMx3WdICMT9XOkwmQRUJ6PA/JOUv46TGbawM/OggfTSDJjaW0fxGz5c+422GzRZuq4gcMEMNObulLT+cb0v/zYz6c70bbpJvA7hoBebrXN6OQpHKFyA3bsSXI+SRv0JNLvYRC6+x9+IH3i7rvSIZRDT6Ox0yz3hWBJOcSMZf7dx/diBbKHEP2tpBAIYGA8pEvgRb3z2uvoRJvvQHv2TTNlBOd9UXqkG0knmstI8D9wijpiyxa2fo7gM3a8tjPtBBG19bqPvaqOlgGCKu7Wm0RZTrLnBmgMUcU1qAcSe8Xy4EU2WGohVD2BOOEogczroDth3L7DRwleNHwG4WdF3zl/axCgXLeULiTO9CnpEw7+5X59zyb2tx1VJkRKgYgg2KU0QAeUgfRh7lW05aQcGfZ88B65dyIKBBjhb8HhauM1VArXkTsA1hJMTuz1g3akEtCYjOoTPZPOqLOpgwTdBCICGK5X3ZXwdZWfKKMZcieTAQxlIkpY2pFheYUEin0EKv6pbXDMyxkTE0EHO4dJAo9zjv33WZCmBt6/kTWQt9p/ho4yvr9g+uzgIFr1sLR/luDV0pg2WM0opRrOYqvPwz1tsIRG2WrbsQMht7CE9vQVC5aG4KijhCZ0NbTGtLxwht6s5r8EIRWyUF8CyJwSi4856oxfqG4+vhKhdX6N8u0MjmRnWp+NF+2XUovToJzg87htb86uqcpSRs6tGPZWNm0xJLUs3C4b65tZ+McWaT9LcGSU54OQuGeQ6YPA08freC2lhTsizpCxzRl9TNisUKM8vDIjRZkYW3XMjJWQagiMdx/OviqRlLazCBOqUlBAcbLVo7deRCO3JGeOS5bXFpQaE42rSiseJg2qHyV4K0GM0HoOjDIXRedlzdUbLUTDKAeVEpIcFaN1CccVl8TXlJvkZy1Yyz8Taxo/JzxZm16eIUuRoBx8KfM4EYQrD3McP+U8nn1FDC9k3kCAqgBq7F5EmurKRqJKocBZZQkFHSsqxSXAiTVnb8pxOsnhUcF5EJSkjwj+OAdllIPoh9mJIlktwMgOW5tLKcl2YYMSDd6+PfvS3Y/cm7bCU5lF+7Ftjk4WvvKii9NyJOu7IAK3VGR0yYS2b+7c+WL69MNfS9/Y9K00r3Vmun715eki2n9bJ7WGvskg3UhnILZuevmV9ODWF9KCOfA9MGBqDFma0TjYRtwIT8ssZwB0QI2KJv49U8SIgOQwQchxiLEOuCsTb2++6rq0grbTWcwH0qBbMpXQa4fWWYMX1kDi8XH4MX5OgcTXRwDwW5/8o7Rl37ZQtW1rnJSGGZxpyW0QA9OCYfS8nYCT4wBVgxmfv0Z2xDlbIpu5jS32VyPfa7J2z/4Bn+F9eV6UXoSoPVdywpRGaOZeOllzOyzkxdgpNgD3REG4ViDwUbIxURo1MxpwXhpKf7ejk9+p0Nghrs9AypbWBkpR0yABy4nbPwJnBXLiVAKYn7rjJ9KPvvdDBJ0z4n013pmUDvLJ392/ch+ULR8FUbL6qlDhPaBSv3/fXdgee7voUKkCl2o84/fCd//da4S1KJSD+AeUhMmpp2UOs7SWpyvXrsaRzYoSksT5GZw1bfERyrvSDhywanBut6ATrgVJtDejcJn2HtpPQnEYHaATIIoEAIEYMGAT9CHmVnGO+0E2d/NzA6foYgu5AUqiIvPsh+g1C1kG/mbXYyHsVj7tjbhOBXkxgJnKZ26WTmlx+6y0dv7S9Dp2WHRIB34+AiYCGOxMJ6jmTPSRAj2JbkpJ94rsEXCJmGKDHXMgcqzStu3FI4EGMhjT80JCbqDfQSmpjb83UhJVO2YyZ6zwJ4VKzgAEmNA0onMjVy7srWtW+fqxSkhUFHLFISehWTLD6xnB3oxgnywNHeRM7gVhOcA6K1uhl5YbZChqqBc8Ie25ryVKIxprZc4EhGnyp2kI6KH8O5eJ1PJij5BgHBw9HmT+BXATu1kTqyTnPLeAZA3woCbjf/cM98FJ2pN6QGiXzF6UZhLsuAYTOhtazk9ks2RHIiJbdRiFcZJ9XetEiqiZn6IYFNFcng8f2EAV9BgE1QIYnWqQdKvXztoftezZKK8gBNGZhMH2c1BSUCxFjn5xncDtLEWuTlTvaOtZhqKnAVXLTpeop8GXEBuCcFHnq3FYbDMOSIbNGQvMAzIijVZryzg6V6Hzipykc87loNxdpdMd02wRRaii2Fo5SkCy3GN+/SAER4msVraKTiTJxjp6dVSsSYbseeaSxPtGAONa5TJR4BvBAI9wYVwAoyOJ3n4QJklWIaZnAOPGiqCxprIYh9Bn4HA0264r0bscUCDqJkETx1KE/CLo8HtRGsu8k9o9+SzcH3ldnYWk5obBzBRaiyfxXMphKKhZoDgVf6WI68WrVOsbTzfuJ3cVFUb9hRyY/L651BfEuortZ31XNOAUvAkPnS3GfZDmhjFooROBc48yGtfQCDytCFuPCrwYgi4EzXog7jpL6LlnvkX78560jy6WPSjsikZcQ5v0JRdTsqGE1AUqUAh2Kmf2929Pf/iVPwO5+XqaMZmWf2Ttl65YRkcCYnI8x+Mj/WkKjv3VfQxExCB1T6elm4C8gWdwvmLwqzx9UsiWexomaxzEUU/k3x2NsPQ5zCMEckOsn6Q+KvppETyed11yFZOxL03LmHw7b84CsjJmFgFNn4CsajY3CGnWziyfqZoZrXB9jmEc/+8/+N30gtOi4X/Mnt4OL4DABmRmkPUys2vDII7QkTHMNRnAKOWuRo9aKH6eQTiwOp5hnB0XEF2LtnOahAZ6kQXNznLdZzlDzRip2ZTEmghqrJfbKTZAoNnGc1BZ+zhf6z8FRwWycAsKyWaeo+yp03Jg2FOiZ+04u0Gc1QQyTo3elNPYKILbAxPQhGDhwGTSB9763vQTt/8InU9z2ZNZgdUg2GjRvRmGGh6f4mkneD/tzPGBI+lrD96f/njD1+P8nAc1o+gUBN7T2rrvnIj/XWDyJlagKrbkcQMGwKQHy2avSpehcbRqKSgnrfunIXc20ImnCKKoej/O0sTKJMOz2oDwZfNEyojsB+c6eN6PIJkwwH4X6DaLD1VqnuWQHAxHatCOfYDhqq/segWEZiA1Q1BXDHIUzqV2/xz74xT20269ylP8hUWkopemSWkmuT1hgwb3NQORxcWQ1U9wFo7TeWRgIIKqvZ/CvhWFbIO83AES096B1gvctxbKxC2UmBqwnWfY1yKUlpcsg3s2DnFvEn6tSMiLaeBM2mZtF5e8rhz4m+RnX2NpfwRJEkunXbQmdzAcUSK7ekwmceG5q0YNUXX9pVpZ+qAS2IhiHSR4HGB0xyGkJA4SAPaTEEnkP+lYhkCoqsMhAMB5aeC9pTFY4psQlIY89uEoyNdZ7O+MaZ00SMwO++CA3H2U0y0xNZM0TeP65daIZp3meTTgJ20eOMRYD4fStrF28xHX7DGJFIHpmDKNe63xxku5w3BGEuM49MUAJKLVqoZZbdqi+aFDKhBJPachEAnLE5ViX87M7JTJ9UwNnlmjCMwIhvaoMDVfyxFvzvAjLIqSSHi4ccfFwEMipBFpOxtcUpPj10MbRXdfkT1L14qsaslhpSMpnKcBjCUcSxFyADCWcQ06x7H++jJTIvfCR8uaV1eVW7yojEoZgebgY2qFxMSXNe4+7uiwyb+Xg4KMVNSXQ8ZmCll+0erqqUVo5HtEgFPHRcmLEyiFRt/3kgnuQa51YVXBZh0S5matJ9O6HkKAzozJ15Qj8ZhtpIOq1jHKY2YT3mPF4cnXnnlNeR6HhKyM2JTgJYKpuvJRJmJXXUn5gVfrWQUxkj/9si5GBCaC6hwsh/5OVZKKMRISuSMorVR7cVqjwK/yWiJ7UROFTEI4WRa9SMsU+BktkNps+22B3NsJGrMYpdspBMEHUOPcf3h/Wv+tjek5iLcNwKCLFy9OqxG2W4HUec9sDqD3Q+mvE4RkhFlMv/up/5k+cd/nCYrJElmvFXPnxxiK02aBXIPdClJCT3BAT0mc5Xe7mtE74OtD7HsEO6MT4DzDCEWHetFMGcbJNiJINRdDPo2gwnq4xOR+dW44+JctWJ0uXbImvfumW9JqgpiZIEaneY1RjF3vXgZJYoBOkvW0EtxbD2+nk+8AnVm/86d/DJF3PdfP4DT4IQYgx6qAr5P3UaPhKAb0HGsVqAn7IBKMmOFgsF8hlY6i4AkFdstzaXLuVmSszo1R+tw54J4hHdVkdFsaQ9PDIMiymVIJ3ax9B2fXrqbDp5hJxfUwgCBKesOWAk8zk0htJVsrafWwW3EaOi4aYeF59zySYOwPk49J6Ya116Sf/cCPECwxWBIjFyVq1lzNDD8sQ+j4RimXSd49SwmtH+d3z0MPpE9/64Fi1TKnwc98Oz8YH+Va6/+MrGD85Rek/I1Qhe/7jWofw1Ky10kwRQquWXpxunrVRbS/zw+HdYwyiue5lb1nTi/PQg7bdM6qhFUTFrlMse2wIZYXjyEw6bk+71gTfsfOI22PowLUQ1KJedvefWkjKOjJ00fJ4EFG0SE5QcAfeTf/N1ZOyVf3XT32stRNBkEG7fympdU2nLFn+zjXPio6zatRUI2GizOUqHwkbVNa6HTsSN0EIp5NPydjl6IZAxtuQHYWFMUExAaFs9y3ZHgRGknAU0FwpkU5Cd/HayiAF00sXP9J0IsiV6JWTgdSJAbzdvDEkF/WLUpG0XULDcPuU867a+25jAHK/H3X/n3pNVrULWt5ngcpQ3um8d45GdDPVv7dkp52PxJOnkFOZvkZSsJ2carLNIfkbh6IsTZdlPwAyLJIeZB3w6ngM/SR/FvfbpOFAptei9+fpxApn9qRCe2Tm5nFV0Vidc7YBy9sXs9TCF5EnOiaoFsmlkZdKW6knhNSAodCcC095JkcK08jO+EIYIAHJS8qQnYcWDluJJuP6u9vcArrTloQnthAKidaUrL9OQIYft3rcnaEpB/FwVqjZqhSoYcnO0UfhO/oA84lBtuJczQqiSnasquHVRAI9S9q5bPqYgIq9CxkUScDGGHwuM+YxJo1UhSAyza/rtXZYI7/cimmhkpkSDA8eQ5gqoCqxgXKvI8sQsfB8PvOM/J5+Z/PqyLr1pfyLiTZel+nWP/TOPsy/LH8TA4Mom8xB5Nlr3juqyDR+CK3xefZPPm6y71nCxrkYDd+ID4VohUkZK/TgCUHMtnAqiPgP2tdSBntK0x5gyjW1PlJHJwIjqr3Ndixzh0lMQ88Bs6ZWgYyIXZHYOPE5hYCk3aRO9pqW5va0+yeeQxWo6yCbskBoOb7HrgvbXr+Odqbqb2TLc3tnBXTcucxaqCRLNBOny5ItKcot/y3P/799Dt3/TEntgEEoyldTqfQKYaVWSIKiX8zHO71DMH6gZFjcci7kbS3/HkMR2qXUxi/kbN05MxMO5lSPeKQO/RVFtPyPQPCcRc17z4yIYmKWw7sifMyv7k7/fhtH0hvuerqtHDRIoYptqb9oEd7Xtvtk4nnP4/fb8M4NuO8e5kM/Yef+xRzl75KzZ6gCUx5BiMbjsP7EKHqcKo513QEgzORPTXdAIa1UmRqhEx3IuheC5mk8LyGRZSl+McIyt3T1dG1EzBIwZC9pQ0a+Eg4PINxHgZdMbaZQRBnYGNW1+e8IQxeF0qemkANKSFnANV+NLoHWbdpqoySpJyQDGmQBGICmSWy59VzV9PN8gGCvq40jeBSOyBc3ay0AHtEDpQBuZ0gBjCn4Dwc6TuU7oED86VNj9RZlR/Qv5YDmg9pvokL2sDHlXH+Bm5TiyUufY5n6KXdtOLSdN3Ki9Pc+fMDST8EX0uf4IBDEQ1bdeUueS4sw9hm7T7UyfpMJakeY9aXOmKSP1sYJWEXT0a/z4fYpZpAL0DqfvTFl0iYjxA8nEnHyPfs26uP8HIsk/Wy3swHoUnYfGnC2j39kJOWpRFb8jRhlHvln27nAc6XqIyBgKH1VFqnGkFlRSvYyAQkrTE/qUP9M7krBDDC8gYwfSBS/diz06yDZV5f08RdbZgmk3PeP2ZSiWaYWJjYq2KM/bEE1RCViuzn8lgF7DU/r63SpliqPUp34HGCvgOsm2Kg+g7tgi3T2veW4I7mBNz184wZAB4nYcqawXyLjuH0AAAgAElEQVSN/2Ib8r5aN5GW2ZxLx4pIm/Tn9/PahylfO9nNIFK0SlpLNOfYJVbFFZaXtTRKOvRAZG6wq7dtUpOeLsP2ElurElKgEIG0ZPQkHEoVS4Tiqxc19nsZwRnjnVRowhh5tQ6hKDyYrDxbEXl5MR/CCBHesHB3Nf0yB0N5E2mIHZKYA4CqFZivxk9EqqSny4ciNqBuUn6JG4MFsU7YxoawC0WoyoBGFCbmXFT36Pt4DwY6RcXXAMbOjvoSUim3RHufzjbWouRrJYCJZ5EDGNdPPI2gpQQwtSCwhuAUjkoEMF5LkW6ugoD6jptYk+q6M8m3TLgm4AokpCIhV4zzC/kl9Vykej7RWSeL4uyjbFShPPnPLMSXwaBsFON6JCN7AKvstvCKMgu+hhJFoBsclvxRApix0lGGpsYMbrneGMqGk/SZ13chFSKzz13ClxlL8I1CiC8HbCIAZmRCyQYsUUs2gFFvQAnvQMpy+alNnRMUXVsJEpYsXMRcnaURwKzfsD5tR4ztHBmTAzZVNV5E8LIQQ9sFKiJ608Gfg5Rb/uRLn0t/9PXPhUFsYQ+tWbyM0hPBE5mSzz1mb/FhKWYQR62Bdm9KQg0tCzKMPiXyMWRzu2enXRCENTS3Xn1TTOedT43Y8oszn3ajgPswM5O2oogr6vEOxOHeBh9mKSJgEtwGKI0oza2jVoF4BhmLAlEGMEdAi/7ki59Jn77782mU4GWEhGEGQnTH0cA4bZkJhVvRUYcXeqY6gKgns66BwLAOnt2p0alWKWBb7ht7svkv7pBS8XV/tMBXiO4CTZBIlAYNuN6PNvgutkXqhAYg9XqiSC/cEJFYNNjObCmKfT0qjcDZOKyRQz7VltGotaPxcZ49d5xywFymGr9j3Q1pJcrA3QSX7ovTPAOd4TTu36ze53iOM6KYnWWkgwar3/g6cudPZFT4ApT3gtv7gfnn33Sg8u0WygTThOWc+4jnfcMyEJgVa2mhXhA8l4MQ3p0UHTNysAEDONIWbPhsHJ9ZjfN/QjbBTJ995dmx9d+s3k4fP+U+yrfSlolEDlKCeGHHa+khEpJRlJtbGfA6DKLneZUmUP/ILadoeyI5/y4/muT98SIj+i9+x1L2JBsl7JzT1mAjtcrQzSJAEoMJoEDaAv+FgxZBxx5NNRnDA3dRctWLzaBssnbpoghmLCMdJMAbZH0swfShJXMSG+gpdHSGHLYYTUAiYPBe4rOgTHCulW8wGHSsQfF1nmnRVmcQGsAco/nhMImSysaWcS0Dux4mCJ5176Wpmo9UaCNlJphKxPJR9RXDICtDdDmGl9TZ8ny6QFwXEIhK/TCh6UUnq5cgSQ6gq2UAJol72IndxhUVFuodejPNrKvVlmijDgTG5at7euHQquy9EFbHDnUgPLnk4UfJ6ItDGYfA6HhFLQw/wsny89Etkksw7MKAidW/UA3VIX2jRNQZSipmMH4rXqcJMk8WgivDB3FqXEbkfwWo4c+SgJRXsUZvK3a0pPHgplFzN+vVaFpLlNXdYLRuHbCa7DtW9ogDwoaMMlMm/dbQhdx5USshVVyUQGAuDGAMqTK0FsO0HNhRoS/5vXIAVO/oi5OvLxf5+/Wjy3MAkH+/zLGQB2O7mgthq6mckwsDmPoSX/l7lPncND6jeN0cxNQCmFrgUp6/p75eU6cEMLkElZGj+sCrxheq8XgyOsXTCs5UDd2L9/D5VkHruADGdcwbMOqqoV2gwdBguRZVABPCdtXI90BiVNF1TpClD/bRMFm/jjkCGBy1wcX8+Sj1gp7IKzpMC/a+/b1pP/LiR44cCRRnOlDsbLRknF5tsCCSJ0n4sSefSF9n6NiQipdkh/PnUmZi8rUwrntHEa4wAAo+YeS8Lg2v+8nyjl0HOvBWjNAMDNerKN2Kfvzce380LYfgOH8BE3p5ngdol96HbsxX77k7PfTqM1FeWdg5M1275tJ08aLlqOr2pIkOp2MtlGm3FVVysHLrzUDNA9T/v8qogD+750vRbto3MpB6CCIMYOwOanViiYq7GJ5wCDiRKUEOJvCL3vtSAsjrnyl8+QjWm3t3dN71tKkSIPnaJxCk86GKfgX5mmeroZdjEwiiuEvYloy02KXRBtI12ewQDsNhrsksbioIkIKLo1UQNJd7e52fPXT0GARkxiPMX54up93SYNPs9ITDHylNmNXa6RCIH3tEIbvRM5SuICU++NjD6cFtz44lYvUB93fpw/7W/1gkW5H4fXflke/LDUVih+uKDi/3zYS0bj7jLCjfzpo/N8pEUfblXMrNOIkezGuv7cExo/ZMgOPzjBK2PCv2fp7ITBCD43UTqtBtE0NBeD0H2oETnN2Xd+1ODz6/KZ0igGlDiGgECPJkoL91KCLXZAAQyVPdUMq/aC1aLZ/y/oOcf89ClFI5H838YRAuH+ck1zkqksKH8gAOJbZ9WNRaKYU+OgFDakDSOpGOPB+vYeGMJekt6y5D0qCdUs5ozGMztuqHBHuA7qUBAvdBEBNPZoygEWnBX07j7/oF7YxJoAFLUfhVtNW1KfY3ROk44wMkes6Uiy5BrmU68iUiO5at/Lr2s9B2K5WwXEKubEA7vEK7oyTvmjQOwMcLBWPawM6DGNmUM4Mgps0Wa+zSYbShDlEu91W9/hYDLHzHcZJPUemCjgVIIlUCGyT/J/yaCIzfCH6Bi14FGhlxyVD+GAKT7VXOct8ggCkLUe8cC5JTXtf3iMnKvk+VPY3aS07LmgPTJIHWykfZmeVLyzznEpT4lXwY+U6VMdVfUyAMgfzEBAlY7ZlsFHFOjBNAYwCovBOj1kMGbauo48wLkhBaLVUvviRkjbYHogQwmRtSBO4qTkasSb5Kf0UoXdTI349hhTiGPPk5BzBeSw4Qak47aoc+EXZnIRoXtKQEAmUcQXleJcAonB7lsk/jCAMZMZCokLQShJagsx5JGXtmEUhk0cFyv+X1a4J6+SgXgnCQgSs0zq/nElsJYPKTulCM7kIEKFR8g5Rbx7vy+UlAdn/Wjz3weZd1MqC1xVB4U8gWGDVgY37G8oYHMroR+FTl2S63kCDH8Pl1p1f3ob+QSbxkO+yXHtqk53TPi86edgiuB1GmfeHl59PefShKUg92v03n52fQudTOvjmDcTh23Jkdu9LmndtoSSZzhMcxn/bnEYyNrYIiGnYJaEh9flMxaA6GO+q0XQ5pGwderYg+yHKKa7VRF+8lY5zPGIN//uM/l5YtWpG64d0YTNidMABH4OGHHk6/95WPQ7QVfH0d0b2F6SKcwErQmlVLVsYAxw6hVjgDx9GXcG1nzO4hUx1MG761IX3t0QfSywd3IZt/KM1uZvIrwYUIKOY0+APHCIIzF0t+WLYHcnTGzYNxDxukeM5ccwPsyj0G/4yvuQOncOZO2gWEIZtM8NFo+RZjPlwFNCXT0nGYmZ8UZWV9dFZNrJXCeXIZRtUO4fvTCLjsdBtxPXndOQRqZ5nBcoRMfQoCZZ0N7ematVemSyGGmoUPYuRd4/ZQLkWRWyeIhT2N3RmlldphnY8y2+qhrZvGNJlq4yvyfv9B+Kg5kvEBSgkwRT4iUfE5vQnn/L2+92i75xmfkUOHrVjTPT+tYUbZHCaZS6q35JHtHMMAjzGt/VvPEPRMSGtWr2LcBeVeSivB7wrhxmybLdP6UTpF/bfO3z0VAQ4lmy2c92++9Ao2oz+1N6JbBPEMqkgEMOFNKj+o3Yz5em8CiZOU6xk4zrmJQF4SImgRrSrsyeynQp6frNvSuJywVn6nHb/ThkM3mXfkwCG4bSZKOogZKIF3EkBIWp0pedk5Z5HEO3xxapCdB0BtB7AJ/QQ10jAs7WoPmirqhMGMdtBnLiplMBL6ZiIYXKbr7NnSzlqqs/PJQEUpE69Zbo/vFQioMg2lElNtisKhLeQCOYRSOaaZPLMEJ+C6BY9NlMcqDy8wBZ+hdEILtmnQjlG4btkfgbAAMsjJG2H9vZ4sJZkDb6tCFKoCkwn/3jqxMZR4C2G2OJBwUIUoWWXFXnfOlHNW7UsGPyEcbs7ECz9jzBHpxEvHiL8fDi5PT57kgvDARnC4DnITvh4HpVSXPXZ4DG+rYKYgLt6UNcTYGGVBq5uTExOOku8H/GU/vS1yBk9R+gCaQ859AW20s6iVd5KpWvrwXiwx+NCjlkmbmz9rZ0+0hUZ0XwtgCuZTJP9LAGMQ0xAk3qw8a7dRduSZlzIegRmPVBQeTJSR6gi7BaEprdg6+NIZJSfAzF+BsFPyF4QnVelyBURCcrhXoUD5mY0FLn7PDREclVwOrA9g4n4rgTufcz7rmbyZS4X6o1zq0TE4ksCZSvkdcwBSspkyQqJ+r4WOj/cZBq1qU7dE5/tU11y0YHIgV+WQ/hkEXpnujoqohAi5XyN6yzRm/ic52K6pqIfkW0llksZ37H0tHTiQJcOdTq1zawK9aGvsBvVYkVauXhGCdU+horsDvZetr+2IYY5GqA3U6n2MBjj9tEiHc7f9kvdp4jlMB8odJeM4SrAh+qLRHcHQKNbY4VR2Wpqt/46AAswFQWnl4AvhqqOiKm4vSMk8Aph/9eF/mFauuChNDa4OlXaexSh8lPWPfTN9+SEGDwLB7j56IFrDpwOzX7lsbXrHNW9hQvPaNAukyKnPO17dHkT52QvnBhqxecvmtOGFJ9OjW55NOxC3m88IgEGCieNkTC3wVdznAyIwWgoyRp+kNf3gIwhz12USZkPOJhF2d01lrARFMUwEzkWNonJuPRNkWB20QE8ksz7wOny32CR5NEQENniUrPRSPnM9PbYofwg7m+UpvW7btxD3TP5+Gt2IfgIwCeQTyayvWXt1uooAxnLxcQJFdTdEYAxeApnEq5zCsNqCO0yWuJ5hm48jXlhKfaFQ+iYc2Jid+hv6i8sYAoSVPQ5bEYlfRsL8iOSCT/dodOmMSwn/+i7csokBzGltB+d+GTyupez1mfNJHGbNiqnwovRDkG8P99Hifv+DJAqj6ZorrwAhnZNm9nSno3BeVIC1k1RkwUdV/I/PbpDEQSRHm+D3JlD+3EkX0uNbtxFED6GlwpT5k3ZuujZZSsQfDPREn/Im16aDDhm1j/o9N75kFcCUoMgvTQu5AYIQOwW1Q/ibHualzSARcl+eVKFXjSSuexpdSQ4SnjcPxd32ljRw6Ci2QY6P2i8dGT1RDoAzdIKk6Si8mCMOnZVsa9VAJBWbog8paGL4r0gwq1ECBC6R4KlHRTAYQQylLBMZE3gMAdwbKQmZhRarE/a/Ajiq9artHBEOUhae7XSCsxkkYufx20exZQNcY1CZg8+Zfbkk5wwtkChxPzGZmy802p3JdY7a6VSVjmJ/c1fOrApb4H+dU0BgjEmqQMSaopC0N2KmJWSj8RLSEeb1wZ4IuD47roDtdY68hnX8bGjC68TN+iYaNv9lq7DQXnzH9wnBG4wHGazQdDz0McOYyZoZ6MmHL9cjSxBTW7L83XFLGP/ItMFMGg2JYu/Rb+h84KN0kq3PtB8fLQzrhg3U6RVhk/Wt43NDqzEx1Q1XISJjyESgSJlxk68xE4BdMYUlgtXuWwUpqQpCLKmMBX4Z9cqzK2qBhAvp9WZidB5CVkYZFASmjCEIh1918WSyWqXFYj3XLeEGdD/FOuYAKa9FFVZo4Kr3LoFDfD/mC+QIN9rROWQ+tzHdFcsvqv5WnJYoNxkocg3ei4fBbwUiYh26Us/Mei0ZnarnxwRB2UDIgKuCNF1UX8sMLLIDA06z+arLSEOVyWNoQJh1YBDU+ol14HwF8mQQI8mTzxhd4e7RUfIzMfCQtRG63McMpGPoG4zS5iffpoX2yrnts9Pc2cxLAtI2U921e1fat6837Tuyh5bOfmrydsaos4C43P79dM4xMVd9BiXLQxUzg6syNJQ+N/bWeCh+Z9AeWRH3FjO/uBfh5O7m6aGuKYHOdsxeRgO0Qzh92/VvSesWrIoRCEqTH6bubaY1yKCzkWGGpTG0cg8lkOe2vBzCcDM7ZqafuPrtad3lV6ZFDIB02uuRw/0Bw88iixOxGWT6767XGLD2+EPpuX3bIzjxfJObhXz+IJ05Sq6LlOYhbblz0H0Rs1Cqg1qcYwSjEQDHj0aQGHyvfELyuasCFQUj/ZQvYPZV+8ivoXHL71jt1ciOa+GMaI/Qs+Xg2LeeI87sMK91ypICbyr34EpUiq9dc1nsCxEr96E8GPdzAyiN93Wq0pXZweynXcxs2XJoxzh0ue7i/tb/VVR5OmR0UQnbgW3LL0lddeRzB4oKxgbztsSP/cS3uT3PZkUA9tmEvaiezXcqQ40z5W/w0iY3Ex1kK9PDxotq3tY89v88ZArmI5M/BdsxFKrUx9K2bduiDDKLaelLFjN8FOXsQxCvJbRPU9hO1enYBxk1scxhyTGUZPm0HfiYnXn8/AGQilMQ1kPYP/b3eArFX/ZB64zd/5mrUbertQXVGuoLLRdrn9zH/l21aoMabdQoiK3PRbvZBfLSSdA9k3tuoYzau/8YaC4yAwQ13aDFoola/ZME4CaH2uQjoMm7KXkLCmj/gufJvjBICeRX4m7wIu0eyrOTtK8K5Q2b7DkYln/bAKE3Cx+ORL2JbRVzxI3VKfmM3Wgg9Dx4pSHUn2knoFsMJ09OSx/l915sjgiTwVV8FCdZCObV2Y9vVe9yYRB54b6ijboxgqpCyDOLjDp0ZTB8HTMeB4bLIxEiGwlnnmHjLBxniAMUp6phOMnK2IQTNhC1nCCJkcPDZ+isOJSQRE6RoRNkUGZsEcBUlqoELsXx+uVCbv2uN5gLGkEP11RtVH839CTYNLMw7DPZCJ0dbRHFn2fap++ngqBojUiLrVpTIDWaWRcnG8iEvAXZ0X61cra5rKHRdapyFTBo2CueSnQ6BdG06tMPNCYHAqWcE7dfBRUFeakv4ZUDmec0VTozAQvLIVCCmcCL2xb1iaGPbGrb9nLQXCNl+5DGRgu4YSIAsQxg51YVQPF1r6HMnipR+xk3YQj95Ug4d/8454qppUbwGg5HQOBkmmDVS1It12c7a34G+ZrLOpWgLDPiczAWwZDBh/BnZOiZg1TKkf6cPBVrswYwMccpVIBzIORrl/VyGFpGvPJrGLAaWCoYJ59kDw5MKX6zcbt15nXPjWFvk2Hpex2Sf72Ww8coOdH2dwzVW9ESh5EdOdJHHXc4Oty6cCDyqkT8VNg9Baox0UBAjRLeL+rgGgpKpScJBHQ0nZCHO/m9hcxdckaQQm0HCJKcAeLZMBBfhabJLTfcFBL4d99zb2St73vP++kuaqdu3ofzPZAe2PBYBGQTWMNbV12Zrrv0ynQZDrwNdMXJ0IfIWKfCszlBC/e0zmmp78C+9EmIvBt3vBwWo5l93umARAW/6MyxrVtxvBiSamhelUxjz8ZpqH2UvCOUPzVvBQUoGUm15/2NHPTkjwvJv+UVA9mrkN+CvNU7TEmOBn22jbquZucnybDPStg12GWfrVnK9O5VVwRZUQQmd13Q5eE0arJe98QQSNZ+CKPPbXmF1nS4BKiF/qB+iGpMB0W2S+WkgoMlzMwRRxCUdF7accmUpyjnnYySXE5YCtoUfiXyREvf8uKyuGZ53rlBwhJ4dvwXBjLfTYDjDmiEhC0ZWztwQl4T57aHgH0WbbZzKJlok9VD8l5s8DhFd4uOfREEerWYjjLl/CjkT9GXSEj8gCqgDwuOmzaK69Me2UJ9AOd+hCDGszc22+ovirS+D5shEHx8kM+qWcTfRAvdlyhvI+Bm4K8WkyMDekiwZ/DZRuD9Wi92pg80F8K6+jhdTJA3NdA+miw6S0itlpcYWXJg6BjoBmKPIpqcPSsKZ7jvKN041NiOSDs2tZER/NgjdD6SK+17BC/VM45JYJVmzxjAoC2t0JeSaMT+MMnk3Oo/W0B+F8yZGwHaECXsfXReKmA5FsCIUGX05C+9yhNaJlHdDvEpM5f88AtSUSVTgcAIVoXUPv8JNAU5r0JgsiZKdhb1PJRwbvGTGqNcs8uqtllw7QQER9vg/Iy6eUkTxu4ntxiXjzdLqsuDBquW3OpmgmzM17uA2mexQbqJclsZ9DbZNjXErTISxaMUZbJ/3QCN/3zIcR9REspcGJ1k+YjotIpSS4dRKcOUnwnjXoeEROQY96ohEMGp1l6VXomNVddK9NnniK6qC8MNqGDAeqG8UjPWz+jIRS/iPupIvOP5TLXMo3BSQu+FFyiclYx6ZMixBA55llNtlpU/k5GavB6W3jSWBjTRuh6MdBEw3g/HUgjf9ddS6tchKliVktw/BUEpv1Pf7eTX7EaIrN0IzXoH9PXyfMr1+nP1CIzf16m5Mw1gVJXchQz5nt69ZHyoZrLuzRBBzdz9OZ21BPMTGgEIn8KpDpMbpdRzks/jxyGh8Xu+j/Xb3GGnEgX7HGKLzrYF6FiH64fZoUFM7He+t5jZLyvmL0JhckFaQjlzP8jL/Y8/ll7evSMgXDup2pk4u3DOPKayz0wTT59PS+cuTFdcchlBFoJs1I9feHULXUVfStuO7iW4IavDMF7PHKcfuu5d6aIlq9IEMtTXEb4YhgNwlEyoq6cr9VP6+v3PfCJ9Y+szka1J1G3BuBmYjpBgnHUIHnsh9lWUFvNHsQtvZHWivFgZtmpnx49V/nPsVzJlvQ5wveDFmnWyZvz8YpTmKkc5hgbw88o8iCa43g0kGAZ1rxMYixA5BHIe7edrl66JDP0MTkwtHEeKqOIqDO9kYoPP1w72pue3bU7HTg+NtX2+0b39bf+adtr9ZwZt/vxGwWEQpkUnOTenCWAy3XT8h8/KHeyzl/BpfON+NTAMfLiyYSXgqS9Vlf3h2fp2CI2vL/9QsnoLTlwvMUBZ05+PMp8Tlyk9iJS59w3yjxPUm/zIAZsNN02+2iCEVz/LeTdpEi0NVWsV10UO3UMibdgkO2sUaozyZsWtK8jIX+ezDXvF+9s96BpntDmjIfpyOScGLO5bEUMHujrc0XEfcuqsZFhaamUfu8ru7UDA+Zlexqa8+NqroREVhbCqijHmO7XVggrWViru5Rg/Mc5aeWq5AhLXBho7dojdLpVPlrOXeab5syQtr+t7eBbuNVviHQRro4Wz1mKWkusftk8D8OcrKm/mWUwgGmfkQK73BfVH2D62Uu2jaqCNVkoDCkfLB3FPZMEgptrU5TfqSyJBdI3uEhjQSv1HJ5HkHKJi5zDwGaTKcSt0wYGqnPebr0eXPK/2egYhHp5uauGziWJtS5sSmi/K0EvcMpSyjz8HT9Gai2Mcy04CTcnoRwkw4tAKe4uk5DAn3tCyS66/irRkXRY/yoTp2MfV6wVSYABTQZ52eqkZUL7v79UjCiWgKCRgkYhARZzxwQYvAYwb5M0EMEK58mYiKo+STw4ILkTCxlq9q++VAMZ1KAFMGQhWAhjvQecYBrIKiMrhqZ89Vf9+uYyUg556BWDXJQdSdLFEZ5j1Ux0i9+/zqbrFypMvB7gQoP0d13qYrOcYxNk9kHOdo3IIQTOJY56uk2RDwwQ4pzjArq+BfgsBQ2R7nIWYh8l1nUDrpQ91Slsgi/yVdxl3ylaQHyJZrbHiEMn18llHKYMgacWCJSiRLkiLKVlN7+5Mh6gXf/a+r6Vtva8x3boxyhxNZE5nuZ75qHuuW3VxupZBcSsWLSFAhOQKYXgHI+c/9ZXPpae2v0w3ESUEztfcztnpvWuvTTdffl1avHJ1aiJoGaIFuw++RzvZ2yBzlX7/0x9P9262ddhqOntWDoWwsmWbYuDq+Ev1J7Nk2rH/K5tR0MUL3aJBXKC6npNiwKp/v5HBalY126QoZN0lDlewfPXCxcl61sQCOqtJxZpms+9BAspmUJY5tKPHKATOcQ/qyc6NkQejo5CvcxiVUVvSN/PsnbQNM+TN2M+/VT+b16QmwFaXB45FigaYU+QA8k1JmSXIyahKbdRII39vJXO2Mw8jRMkRHRWCePVMCp9mzN5X3iJj73kv5D/f+MP3J3GmnEUTBbIFU7A5JgfyrwxA7IAzUAmxNbvPItkdjYTRmV8zINmLQIw4HgNlWB2qKIbdfmo8yYs6ybP0fkKgtEqK5L8Z2EYBwwCmKoH/TT1EV0tPkf2FpbTsLwzenfOjv3QdnBMk4j8KyjwCgqoix1QC9SZEOP04NXIqUMjJduGxHtt6QW6jGSazSyJSMMionnvIpZQzWD2kwm0Z9wQDdpPDViUvBoOe36gTc+3GgRcEtJFUhmTIeGTlQqArI3i5QvNX+UCeZAJuu5rDEy85PnjxxfNCVzXuiGj9Wq3zIHrcq21dojAdTIaocl3QOMbgxa+dc0YLG+m4ksWVdP4YRvlXvKHxi1EfwOQXVkSrCxXPDiC6HohQoi8TgeSMRtXZ8Xosd6kxEKiE6Ye6cj4Q16EEMMKA4xCYHMBEbVFjHYxv9WSyuJY99iWAKeTVMWVg3tsWUn8nBzKSUi1TZeTiQtSk3GN9mcrLC2Ivv6sKryUag5kIHqvaZH1LvK9RnlW5L7NwNXIaMVwlkArWeGXYYi9UGU0OKLKIUUGafLaR7WCMZP271oUDU+4hI2B2DWSFX++7kCUvLLuV9yv3W8jK5bpzMOJ1ZPQHRcbYwZ7TMgqhXHsxVuXPTPrjsLHeljF37duTtuzcmnr74MMAN2s4fD6iJR4AMxOfjZ0MogJK1J8hePJoa1TOEjA0cP+KpXkBI+xvpfI9J8LkU3HIPhvbCQ3X3ZmS9hoJbBYgqz23ozutYnbKrEVz6D7qIxj5PJLddA6RpQn3Z1bI62nFTIbErb4kXbZ8TVoNybilA4cMqjDIvKcnnnsybXjpqbRx8yYE4UYDUelp6EhXr74i/egH7kTfZkk6QlB0hnbGrp4ZaeRIf/rE5z+TPvvE19PraDTUMmrr3blkFGMB5KtV+7/+fNU7su/Eh/B3nHWk8dNBGRyFERxPFRh3dC1bx7Pjq/r1EdsAACAASURBVArVje35sEf56/WWqtOyIM4tqtb83jGI15yikGW3hVz9HCfa23U4HeR1gmM34IocxuCrQbGLdvlzKn2H4f//0MeFnqM6w1E10j+5uX3WkVBk267daMVWWw6dTnfM69in/ZQpD1NueyO9n9qzGR8EfTtTPjU4iLk7tLsFFWyeySknSkNwN5AxaNXZik5gAQP9s53W4EUpDBEaS8AjnNPjlITiZHCg7P7zLGcBuhoJ1yUwKTORNHnwurJdsERqYJ0Vzv8mPmqPJzwsz4DWZzvvAvnK6bBic1EGCtkF0ZY8nmcqzSUhuQ8Zvp1mlNmMQbErb/ue12Jq/AT8gGhxPrtVo84bnONi/8c4jXUL4fXNYB+E8CPP4BSvJ/nbTqfSNpODnnwnvtMbrWTpfPter3G8q8bCDzdnPWmmfu/nbCt3swSaUAUw+c+8cQ2E6jtFIjMWrowAxjJDhq1sOxX2HhCZYCEKLJwN0/cygsm1Wj/cvC5wI8SiOa0cGhzUdGDkaa30zHNYg3RJ8mX9z+mdDXSpRFBDB4YzhuL34z4qbRTLOmaoEd3WEJgsyZxLMNFzz2dM/LSsUq1zZAYVj8bXi+szeKkCmBwIOaHaHv78s9HhxX8l+BlzKlxT7gTzueSZL0KMQdDSUajEWEXgJYjwGksQUFY7fw+0gFKF0KWltLEp0O6LCgUpWjNFcdf24BJkGWAYVIRwG+/rs89lw0xaM+sxao9s36nE/Od7nObQFUSm3lHG8fW5cOhKKcv38t8ZbfKZ5hwmkLIoO/izhQCe93Xsba4n9q7zSILE66i+/HW1Yewuemn75nQUkTcZ+IW0rpiBwZAoYUyIpcNAQzKIsucZgyeyR5+vLYHTvFc5I7yt2bwze1omZun80Jxhzw/zdS23qJ7Xb016JiMMZsGDuQrS6aUXr6KOfTh99aH7mfdiqzACcnRT7DvDUEqIxnM7etJllEUuWrYSBGZZ6gROn0U2Ool72LtvV3qe+UYPPbMhbdq6hUyI1mVIed0tM9K/+Kl/ktbSZj0wdCRNbEOl1H3ZN5geWP/N9Dnm/5xFlVSCcZRqCndN5zGGjY4/mwV9qS8Zf6cgpp1sOyuS5gBm7JR/h+NeX4YYS6Kqs3WhSmojIxE6SBjU3fFM9RM8ihYk+Wg6KvZIF0be6dg9TrK11MJzPAr6dhAnePDEgDVP0lnlyn/wP0rwF0brwjUueZ32rPp2kYQ3oRCFbiGpc0/OYGr7ec7Aa/2HIL8ez84/LOn4jwsz8ULgfqOV1AGLHUzhDMjxaOU9Bjlzw5RHVIIeAkHUjhn0T3Nmm84c3yEiITqofZXAbefYAOXQKHtwjTGw0bPPuRxDkyp+RenCDJsRaEQm1lqGdC/VSwP8dTz9es5jDi7KiXJqtrIDtPhzP8oO6HdDKjKqGXkkgadRnRV/S4UQeXRzKS/bwahOVPwuSUkR4ivSHGExq8AoXscKiii6iXdwB/E70gj4OSsz+grmJcZTVxPGEpyioCJcYpU5WBm/G0zg80duoRlLjKqfuzAhfvOVldoTir1YzPx3EzroVAxUwmm4GPxnABOXWxfdjU041qHzbSH9CSyOm0UYTzVUJ9t+T+OVP7fzLiwhMYtCZjRdGi3wAVTnbYjgJZ/K0wgHSS72dhRDMhCIoIqWzMJvKcMVA3Wo6xAq4xRKJuN9RReO981/BhdRnsrnJ5NJozsnO7JYv6iBZiRGZr799DlgyUML80bP5ahazZGQ0wzZTBknqWMX6YpBmVVAVF6jpjeTO0sKibdcj2+iqJ/tyKVsE630Qvl2WBlIVAGb5aFSNgpCcdW+Gcq38jusQFQCbTHCvQo8yoiHMv8pBzAMoJTUW7HiI7iynCZ0GR1duYRVrj/2GTcsWnbGjhhLmtGmnk903I/lTr7mWlqmlEcR3xP14edbKB0acPX3M5wMct92NFx2Q2odIXOROGt9XqKdQwh9QUe/n6PWfIhZPf1kfidQ2NUIO6fDc9MimTTQuYxC2QliltLMXCTVn01tJRtLShwmsIkprga+7DEJ8otau9Kdb7stXbvuGqS4h9Pm7dtikKAG5Qilnh376JDZvyf1grTIz7lm+UXp+hWXpDm0lC6g9VRZb6dO7z7Sm5556YX0xItPpR2Ui0a493aGp93MfKBVaG2cb6LjyflPOI3QkmFo5VO7NgcBNtDXKngZO0pZMDsH735RqlGGP97UR5Q2qhYlW8/HkpbyutVLjmVv1ftGwOuPV0YqzlJ9FlmLUUE+dUr5+eeOyHxm8kcupcZYEdZKdMGzasIiv8mZWUos1KM9b+oGf4B+eMyWcM2Tquw8hCL8higZD7yZvT+H4KLz/23vzJ7rOq/sfjhingcCHDRakmVZshW57XScVCV5yFOe8xfmIU+pVF5SqeqqtNNdbaetlgdNFEVSnAmQmGcQHLJ+a3/73nOBCxAAQYq0dWUYIHDvOd/5hj2uvbZaXXA2oZK/KfD6RgFzJkaGQoYH7G0ZynZxyzXa8afkSvSR7tN91uXsjIi+YlB4l4c6T2tKkW4CwC1NAi0rnFYJ+cK1qZghGrMhAbMiDBNYypZXO+uq3do09k35YZfIxPNa1nTEdirvfIC6Vm5s/kjNtHn1an4m1PtrVYUbc4pkAfLA+MGpCOOyeWZ9fA1VC1hDv4z6ITWBHVG6mpYFRLQt03Ey0U9r6n8kh21VcnFdcz8r+Ue0K2JZO18ZmX1aKvEo5nbP5a7/sf5zh7waZgRmYCz32LQRauaVHrm/698dKBQAqVRgaKNTb45Hi8V8VK/tY7Wy991T2sY7MGDelhfb3Y8BI8plK77wHR+gpDiI+hihypPy6poGTITYM82ROJh6xUw+O3PDnV0y51RJjCOiQLGZGukS5yUj+uHtUP7P6SXPc5Od1n8uG7iZGiF1FVY5BhIKHewNBoyVtw58I4rjKEvkQt13KLlUUCIlVYXR5RQYxkPxzsJ2CuFmDwwPoWBMjEsp6UL+ZlIk+DOI0rlkUIZOqSxi7ISF+V1GXNKAiSqoJng402lEVSK6kgDoYqTgOWX6iZXWmPhMI93G/ixVM8ZZyTAll85YQdxTdonBc1McMLenb1fTAvLSbIyKB7ofQyZnfAufw5vBCJKAJQWE8U0vFsBpHHiUMfuFeXK1G2FdGTvMVr/6K42IWRRGXaJxdJqGwO6OqOtpD6/CbY9pXL2I/st/+s/VL3/2C8893XM5L8zzbQFvv710pfrtpT9XV8X3ckwpqTeFb/l36h/zwQfvVRfOn3P6hND/oqqhrgmM/Lne++lXnysdtSgP7Vg13jmkyKOqGcYVftdYz6jfE72HPr30ZXV9/h7otx1H0SdG0024mnQU6dTHMug2nNLa/VX8mYas3SFkPFH6yvR8MVLs9Rkkr30jI4v7PtmSosM7J1Lb7vUUhVW2beOT6YlDzOc9rD1ioLjOPU9VCjyPSiy9VNex1+8zXZiTkUM4DvweWWBnRVFY7esJGS5ER9hXOC/TMqJvqGP3skpqTcbMWunLykprRsfuIAuNV8iMdvoWDKL2kvYQAGJYkfuFUaKP0JbujyH9RFFv01YgEyRfwHdQOYXMAp+2ojO6oAjbg0M4wPU52Gtx6lGCo1zEjLxkKv5Irq15VkOg6ozSaotykBZUYNDQfShpe7dxYjPylPc9rTkeUwpvUoR5gzpzdtyJqmvOXYQgPb24uC7CTRHbKYKM0bIo44XWP0ebLTncTOx9/OunP3/W985SJuywYzFgnNIuCj4VfShFOGSkNLVpeXiMF/Av7rp7uDHv+FQEUMJKzTB2XBuEN78sd9LP3UrLvKnF6qZ1OeA+ujb7XOvw4M1LQWXp8CkRjbH4T+iAq2sYpMuzOBoQ3lwaMPW/+e944+BYimHQjNyEIk7jwl6LIywlVVTez+gj2hlL5Pv6vVHunNwFCBfwJphrBgETvSnkd0RkwHh4Jkrqy9fjfygNfRERS2yMlT9T5ecMoypTcKmUfAjKWAP/Es8Ta51cNGBTmpVUGFPuG6X/nNcuncAZUxowEUEN4yJTVwix7IKdz50GClQC3CPHg3Fo8HAZX4J+XRnF3lR10qoU9kOFWNfkoTyWsN0UiPOqyo9vyJggjXW6p8Olho/l9h9XKmJJ9NwzMgjobeJ9JSHQTxt74VIASmPAeNwKWQOaI+qShldEhY5V5/rHq9fGJ6s3zp1XCwIx/cq4fKL1ufLtt9Xvv/hjdZumjroE5s/Hwrb8x0/+dXVh/KxJ9cj5UwJ6C4Pk66+q3/zx99V3wiIgnAZk8PzNjz8S4+6bImEclRKASwJlUqlUUVTj8MJ881X1tSqNboiDAQYnGiBq+7vEuEeYFByI++KQgSH3GMZfia453OwzFVGXfqohKPfUfJM+I0Il0va2L0phY3/T5HHnW9J2IY3AsSTMnVYDjs6gUpgAGE+rySapzAcSxrdn7rlTNsZfXWhQDMEX1wmivJ2vdp5uKifvW0fpwrmws/KCPfFdpvHIf91wmJARujrGB989p7w0fw79a0KHJBffUe8deEZIf64prXZHvXcwYBbl4TfWoCym9wmf1/wh99zks/YEee9M37BH4GuBUR9G6m6dp+jPozQjEWawfGUDIn9oGIhjxV4kWrsM4Bdno/ADHWSyWtIX9e203dI9yEUP+N40Yo5yr6k/dzWujMIirLculCgg2XKOW45H7RzRV2hS0djJgWHRR/S5QS1ynXUw6FnOw7dTU+LiEWM4MAJ91q1dDvjMz+vtexowdUxK/szkU79vJdYwYCIKUweFMuBUNh3agEhDQn/gC/ByjwQyxRh0H7ypJNEBJJhVVAh6PKwojQ53r7+jW6yjo+osLC4Iqo+oNCoGDEAyk8fpUAG+BQxrYJWrk4JlllceyIxC8Lvt0SeXlpNDLPMQ6ZbkPglOGw5jpIOalU3mdiENwX8AzkpEJu9pDI6ERGJggvsFBeuH8JEMplsiFE2yuboB0/BCAA47TZNcNZorjAKUrxtJhjLCksm0Tna19pjL3/MgpkFH+TbGF9ET5jHBtyhGqlHgh+nQ3BvQrTGa5tojL31NCt6GxwmumwKoruVWyRnDaGzel+JFU1WSQGbGBz4HSnITyEnwzoojAYDxrIixaPwGAd4d9c4ByEmVXL/4gDyJbFcB4+b1nrsC0q77YfQn3WtUBGikhAB5sx8wWmDWfajPQAdgMHY53YztNe2118bOVj+68LoaKo5UJ+Abwi5e36puqeTxt1//qbo6rfYEWr8eeVA/e+2d6heqMvpQGJchgRWJAtF+gG7JX353pfoXlftevn3LUYNBVXB88PbbMpAmdA/1ZRIlACRXjHV2arb69Osvqj8ryvOt+jiB0wm6hEjb1mOTJNNPU81FMzpSAjQwVUSCx+jQ2o8oegR2BCsB4wgSvYXSLHS7YOotZaFgZxzRLG9A0PisOgJHjp1UkICXAp49wnPXzx06i+OKWI2Jn6lHgnRApHvrwkRcUon7XVUVwaHDeYkzSJmvlBvYMP1qNcmxtg2IfZ/OR8ufXGVY0rdcwIq86ak+L4H7fV7XWEVvbxwJVdMJU9Kh75zxAa0xPW9csaP56C7YNcjj7kl53REu657wQutEe+vaCyNS/+7UOgzL4OmR8TMvGvrZ1SbgNzEXicfoUyRSVQ3CiMXu6KKiRuOg5QWOLk5MneST1DKpeEwYsHWkq1YVDVhzxejhXqYGQZZKjhARdR3sYS92uCEc6ad6tIZnFeldEBnnrDCIT+Q892lNOuHNom0JjLu0VuBsN1WF0tcCUislPaqUas9Qn9+LDDWZneaZn6+J+A9sUr6ehwF22MnY04Bhw2SYqGm5ovBDoWCxkyaxIrPF3MRo1NMtJ2UIADRBiAJkTMK7Z7VAGZNrzTGopCxQguRIk4jHERA8Rwk9iHVQdL3CLJyR4D/drRI1DiuCzMJL4TKEo0LkPJuJ0OQdYsCchMiuGAMeM45urTyPT6cBY+wPHgOev10cpQgIgbpxFpGWMAq4nnt1WFkH6NbdQhvlvwBVFabDG24YGUWRO00RzIj1cUXzxMD9ZIQn12GnAaOIEorDHmykqXhPGkYeB5u/RJz4fT3KZA1itdski+P9RFsQQIyNuXeqqJRaM1YUDlUhtI1njnxYaMbIf7pkGCBNzhEbknjJxTP2OHQd0lMZucrceLZ/4D4x51pjGTDm0dHn6HkE3fYlofSvK6qBt9LbKa8D7hMpZFJvlCS7u6rmhjTO9JK4JjYhttcDaYDDEtDw26Cg8VAgn9qQUIj29TFuN5J09RdekUp51VyRLtFnFCmB7I6OsKMil6O64+9+9w/V//3sn8WtRKdmKQ6xQX/05rvVr9WY8W3xw4yMDFedakGwiVJQs7Y/iKTqH/8o+n+VfZPaonXAeV3343fVDO+999TsbchG481rU9U//uHT6stb16pbSzPB46I1w5DLiFtEJwO4360oI2kwWc9ukEiajCMNcw1soANdvTb0CR0vCTMyL2Ot3WtAighhQE+kB7pnpmQwXjokB+gi2w1jMnay1mlGim6VqBsiAmEqB+OsIqQj6kE1JHDymiJQF7+7XN1UX6iHBdDtaAHXszFPJUalJpjty5/rHnfLeFPyFc87OuqCoTkS1+qw8vi5fc5OChESrQkR9D7tG7qM9+rn0zon59Rna1K9u5Dnq1TzCKdFN2g4kq6pzHxKpf0PdAazQpa1CpB1rMWAIoBUwfTJCL+jiNlNfW1iKGOYCscGoRpnEPk7NjyklOyG8Fyz0geSgcWjt0OsqKYdIEcB4z9kjDF3RMPL79n72xlv9zV5+GMYXKR/3ehWVYSSsxvuhPzq2jB9ckIuDI9Zpt1XL6Mt8cq8prM20NPtM03mY0lnzQ1t9fwRU44HxvjshbIDVLB+sYkOLdVavGfTOihmN5zfwhb/Elh8e64ZvBVNI4MoBw/CR6IaCeOBCIeFiI2XUIZW5g2vhimBVyWo09ckQBERxjvsltfex070wDUGeqfQSyLSfNGnBU/4sbxF+k5Qykz0BCUJKKlbApKQZWc3nakxvsKAsVHhEDJlyKHMyYjbgFGAH86EbCjIszH+3SIw8BjgMfj9MlLM6KtxgKnJjYABkqXTzKerkhyliYgFIfgHSrWl4ZAGRmJVcopyviOSE9EKfhclxsH0y6s1hRSeGIPJ9c3rZwMzlD9jAdMRbI0B+nVUzXH7WGsug3G4JUGUFUcYZoBomYeM7nhMKHo9K0y1naQJpGgZI1ERRyV0H64V+JnAQhDFYN9lLyXSZW45jw9fIjLcIzupujrJypoIjNoYYEjyDFK8CxKY91Re+9mVi9Wlu7ddejl4qq86q4MPGBC+lZHhQac9+Q9CNMpxMVSOa0yg8tdgaWav6d8APjHGWVMAvY4wIAg0dqJK7FGIwIhgQI8ODgYjoVNCZUJ8LidkyPxJBHT//PkfqmlVVJitWNccVZ+fX735vnr5/KyaODuhCiF5U7rfuoTTPfFx/OYPn6nS6HfVE6oyZFzBqfHLn3xY/eqjn4m1c8gh91s356q//93vqot3r6h1gEq8ZaSxdjQvBMfysHTEpaQV8CvVUpA5UrmzQo7bzNNhVABQHpDiYS7xypZEy76ovdnuNVz4W4ix4tmKc88vlBxdpYdFXQCugvmEgOueSrkXn4jM0sBelVvrPJ9TJ256vwwJ3PlA3BdXVeJ+W4akW9YUiUXmqQMHCoGqzy3uyunbbpTN2HIq4owyvuhqlH2IuiN7i5tq6mo9Ki2ni3q/InxgjmAnhq6+X5GvB4q4rMtwWRf/0ZyM/ZtKQcLquoEloveeVF6Q/QI9PIYo1UCcR6LF44oAgPO6qWjhbQE9kTxOQSpvSU+cYTkLFybPKkU6prO1ocqme9U3iiZiID00q3coR7/sVJbFtsqRPHDTxYikU2p94GxfcbpCacNITARG0TvhbmyuH/iCR7Y0z3yhPqK9aoI5K+dihhS5HIkxDBPoIHSuAeAuSr5tFpySeaqMveC541tWpFk15OHXdON0ouNNB9KoSswKpGce+jNdYG8DJhIojrg4ulrSM/he5NTZABgxAKwMotQMREuCaNzn8jZ9js1mM8a/b88psZ+ncNi5oKeZYTpWQrYEVsBYB90LRQp3B5Umx7WIVNSwTpTLopg6KBPTYieyPTuXEnnhyzKSqAPhZQlgkkAnFIExX42jJUHTn16sq2uQvUW5mxVUG4YKInu3MMVKEaNAnGPG0yRKUpS/K4HorokwtgETYNAnx8CviA4cD4WSZJU10rfD1UtEcVAKMnRQrvwjytWj1xRKPqM3kd8PErhI6cVYE+OSOJIoi47eQvEs8AwUA6AhV5ppwjqYOKNJ9SgOz0OkAiMCM4fnIDpG2B8qa7w+DDte/O0xBjCGSm1/RHkf68HeETBWnhIlz0TYHD2ykRzcFU5XMG7milWjd5MUuaMOWrtVcVjQVPG28vg3JGBp+ofRNKKuxv1iAwUc+ETjA1TIYQWng7IGMIjbyfZ4IiP4vgT7Rg18nu0qH1MlruH0ac/1SbCjvOfhw9G4OvTMI0L5YwgghPsFIJ5844I9QPoOzSuycunuzeqG2gccoxRduI8xRW7+9oOfq1z6XRviPVQ5yfgB/X9RFVP/cvmr6rKiMGsSvscVin9/8vXq1z//RCXVwtno0P1JJdW/+f1vI3pUFA5eJ8BHxmSuIf1nkLW+SO+ap4XIIOXUtUgEZ7tHGIV+GTEYHjTGnJch18Sbxdrx6pTnh5ALWHliaUj1hXFyVtGiIXn+zDXy5L5AxnOQCToNyj7V+3R+RsVf06V5wsu+dX/anDqnZQA9WY9oXSEw8HeciU1NPvimrIw05o4zWzN6UjESLetQyAdjJVqnlJcFeqSUDa9yuiqcs8a7in7lE7tGd/YjzGrvMeBf9yEK54ONg8C9kTX6C6W+7DNuDcl7NHYgyVz6EtWirrvdOmQKikpRMO2n80S5ROrXoWpMoiJuYqq9v6S06RVFKO9C6CjZQtVcNua0w6AJZT8PyAEZ6uvRXu6SobNYzcjAJJWJQ3lXlXJ31CuMbsTnFe0eVup0RNE05N9r587JiDknav/l6qo4l74SAePXVy87vcFzc853vEIoe04aCqtu7Bxwvr125YufGwr7ENd5KT6ih+nV+RzSOlLEgaEixJg5YhyP9/4Nlt8Dvcpk43Qhz+3clki8gxUvewRGflIjXcSDG6CoA+/J0X+d5C3prUGpGwpf0sPtCDBesNaIMuClMn08cBGKh0kdMZccYnthtpYFyNVvKPNzh1kMGL3AlaC8WayTEMmhuAk9orRZUBsBEU5vRiVQ7PodcW0EYokmhaKnhO90I92TQDSeN6tjmvgXyOdKLb3yucfxRhm3K3swMCISVc8hprzifRmBwT+kGdYTKafgVmEuJW4llGFktNHsscEWK3NSF3EnZvAFEkSMh3kwuy0RsfLcDRyNU1BNhtucC+6fjQ8xPGCcbVYzhfGWr/pzJHCV6zBerk04mGvYgGHPKC9Lzw6EGN2B69dGUGZ+nFuYGLGk4iwz9ewbUuor4mGhMzS4iC0InTx55HcR6RGx6SlkcmA52Ht0daUPDkJ2XnTk9yVoQdFzH1I5PfIgbUgUpej0BoBjPQPKf1Gfp7yW58HY2LByCyM8mplGifWWOiFj5PTrd5Rgb+ofGEnsQwybQUoV5eF2aD/1yuimxcCkiNV+LBZeQubQf1+9f1fe05rxOXiI77/2ZvWBuF7IT8PbMqBqAdaIKCZe7hcqtf7s6kWv2aR4IF4XWJgmh0T7bi/PVl9eu+xSbFQdVVXgj8yVUUQ2+yzpDgjJ23i0oKtr6ThunPF+sD86S0ROFsCu1EVY0Qg0UbTREHnZMDIx/jQJGBfDUpK08OjS3OMQrC4rZy/+jzmtKSXrpDh4CV4v2gU5Dzyv241gqDcs6daf61LZ0TN7GQaKkiIIPEW8iUvAI3JeUS7jLfQ7cB5OP2oOYmfkK6UOH0xCsLzO0QF+m7Itxu3BKoKMbJ0QwSG9ZDAMeA7SlUsCsM6pZJ6mqdv5cOpTUf85nL+Qg7h0E4paD4oHa1jRkFEZF+CsIGScFzU/BuOC7oFJmQm10GWxyLhsUNvTcb1Da7SlEmgiGe++/qYjO9NqNnpP54x04duT56uz6ofTDcjcKXs0h4jxVNX06cUvqhvil5k3A2/syqcl8NJoPCrjcbf5eqV+r2XpkgHTJ64lKd5qGZD9Lhi1wzyXHe5izGzHuR7mekf5mYZB2+6ibPQEa8axDg8Z9DepgCxvg1EUQW5uPkdg8OIAM5bOoEdULo0ArIMCu2VAQUY3LMGeFTAIc6ch7IVHOoaIhYUXD4ECOqbUEMBfGzNRVRTKN777SZ2GCYMDA4Zr8u+MEKBkyctmlQOfCQAuRgx4Fg4rfwcDAmgRTaz7OiXj0fharnjS+x09ICVnwDOVT3oGgJQIiJICi/cCuot7ce8kdIuO11EVhM4IIG3gVjLikpVQAV4MA8ZiCUXM53Xvh1LSYFiSQTcrhXh2xpzlz5nKyhQW12qkocC6aCwYKWbIRfBKQQCyZSW6pOC75E3H36LfkQWx9VMYp6RhzOIMnoRIiAyJZYVGl5TfhU9lXV5GLKpSPVRhyRABBEs1Djwf9MUBQU97+enp6eqeBPOK0h4oAF7wXPQK22EOGs2Hy8f13Y0nSRVJac6ramlB90mVxv4Lby1q3jwX7EmM9aKgezDcIEnTWi9rLvPVo+uPSVFQ1dElD/iOmF/feeOt6tef/NJX++IKLMD3qssioVrSc57Q+ozIez2niAVsqKfl6Y5IOUwqTNwvg31BBtlFGTD/54vP1PdlwwYKg+L8YcC4FFvPG01MiQLSEiMiDu1eddK4/HsAuNGnYXx0kpLV87GfpHKaQEtmhbeyb/GSU+AxV/zbBnSkak/p50k907h62TzAwNMcTYmob0ZpS6Hy5gAAIABJREFUKUZ2mnnU+x5KpuCVE01DWUa0SJ6g2EfZi+wToo2pFB9hhGhtaUYHnwi5ErcCERCD+2a/NhNq6trDUCjougax4pjJQKZr+JzSbVQ0bQIup7eO17vpo+8pMNvObOsv64q3BQxp26AoCo2nW9gUsEcTQ8ICKXrXKYOPTr7LigDOCJs1pfXHIWg0xnvKvU2NoIlAJp/C0D6uXkTgAScmFCER+JN0kSryFnS+ghOoGBMeF5uAiSgCtJyIYqIaCDqivfHGa6+bJBDeIpyDCzJcxhV9GVWHaUf0dP8VVfYtLC2p9cVNV+EtgT3LSCnzXTeetz3TD0bLLotso1zyVnsGuQ+e5y+ZDqA+C3ueR4RWlie3gHhhqPXfQmiZbl8bzwybxUtKENbTLOp9nPnGvRyBsXaTENKBJLSOt0tIE9I0h8pI83hwgduwkAJRX4QgwuihuAwi+1DaI/B5frYyb6ZJCHHz2xOUy1LJVNIxCSwj4lGPRAQIN6JRxrWQWrM3n7wwyKiM3BShwJiL4g5gMKkPRQ+kpO+pS/I9NSATj16MT/cnlD+k0O+gsA40peNhk8eC1Ap8JY10VolK8bDZD4S5SeBv/VkdddLf6O5LWiEBxhldIrWFUVbH4CT2JLlmEoScRghKIztZG6yLxyiF1dg35NTN8yBjT/wDrCvvcfSodJKN8mgxN0vZEanZhLNDz2nCPHqkyGtcVs4eW+wUjSOZf4w43YTrUPW2JIG57IahrKEzQo66dIHpQElqDBgwbm8P/kgXI/oC0ZZLNVNub9vMSf6FsUBpKHgM8yJpjYlCbpRyUJ4XEGMPqU5X4cT8ErqfkHDnJE2JKAymXzAuGGTcFOVNDyW+TvWqeZtSKmOKOE6oYzVG523hBy6JFwYPFo6biIjE+YCN1AagIoIYpUQbCAf578WAzkgmx8VJSduOJe1TDHnOvzFFeg+gfsbP860RkdD1XLVWfHMbc75YyAOu5znSD8PiX8JQZx8DZj6j/QvGC3zOLTVUvCMjhtewWnsM6WtVAnlBFWKUkdOXB3zFBDgiOSxcu1OGKiDfwaFBp/vm7kxXN2en3AfmlgxW5rhXQHEis8FDJPyPojwrMg6polrWvRhLrxyEEUXGACkbEwdgXPN2X2m9O4okrDrVFlGduvNUj9PsV4bxviR0tGT1HAfnCXi+sECJQh0TKdmwuHoGZZAL/yQDFqeCNA0Vc6Qm15X/NOXALgbp9jG5ntJ4MjB9MtQVCeR5wb8gG3AQFmCaNmVA7VUiafQkYoQ75DkRZf3W0UcZ2QpEqrpvvfrJW29X//5v/lbluSPqjn7SwO+vr3xrQjwaoN4ROHhKmDSMqpM0+FVKeKsYjDvGzrmqVZMdJoJ/kDV6Fd9raAEnTfun0YX8CB/kZTUeD+xQhDCONAECrNElts3mPvDFnzLhjsDooo5UaFN3q/qI9vBEfIgeIAAitaJDpcMK8BYlikcKDTXNKA2edX+IkON4+o6WWHhEN+1U5ll1gyGSobPGQuJVIoQKLsWRGhQhVTM2gpr09vTrQQBShUGUxEYKKRKNjbHT1diVNcUQs0CRJ/T1N99UN0X9jhnlRl+6DumE19WxeGxciH+VLWYlz4YwApsPVRGD96l7ER3CqItOzTFnCcYNoyQiL6mds6S0V7lt+gBlxATDIyp66OsUQNDkvmG5ImUXRkAD+Kt7GteiZ4o5wfiJOQTcSrg6OpdHmon7dYGW1+eI0riyR0Kaz29Kya3SCVq/Y6+BazGWSuG0VbxRKZmFJeFSpKT5L5KAGSnZ9r24jLZH0PP67moWjDOH7qPMF8UA1wlezCO8VpMcxWeavnhsVjdE0Jz0E30jssU2wkguWBIqzNgnjQiALsBcDCpqSEQJo8VYjKI2wuNvvhgfCkezEdErfY31DFdDMgDgZFlwmktRKRl0kJJZwTC3GA+wI6N4s/Q1l5vn9x7lzfFQ7SIw/DUrTZpGSigTAPnx9zBSAqOh9S0GFMYSczMo5Yuz0QGgHUNPhmq/qqowREgjrag1w925BRsx7IlJlbKfU1rjkYy2hXn1uRGIF9DviCpXIAQ8vgFeTCkmRdvGZPxxBjAaF4VvuiQ8xVc3rqrabE7VYorGqdJmQxPYpZJ9FDUOybIYRRdV0XVToGlahPTqvGJQUb3VpcgZ5eRAxO8rInHrnrA32oekdUgFGj9UlsbzV+autlxP/ZGx1is0HcHEgCnGDJdk3s6oSm1yRCy1/T3mTlpUWvG2Ujv35dCslX2YEZCDGFOO4kIUiCwkmg6BH+ep7DobUt7kRUCWb0T4KFJBdoL/DhObfaQJ9tGB4C6M5gk5WP/q3Z9Wn/zkA0V5OoXJWFXKU1Vxn/6/6jtFZyKSKQcTviXkNrwl+my0stn5yhR3Rr9/MGDab7PE4x0dPWzcpyVS+NQd/mLfcCAbI1ItElr25OIVqrA8qHOs5V8lEnNUE1A/rHiTLs8zQloKp5BnZSNEK2xARyY6EmJeFj4GjBUQoFqEiEPdxTDAS4NrALZHR0gCpxKCJvsKRfos8R6ulLFCjVROGjAul0bgMTYJRJdxg8GRwFcySB4hvYGCrtkNFzU+uoyuKSyM8iavjceMR31XHsqUqOufqHqJ3KZz150D1aS8syEJN/Oc0MBO/2V1CeNLPhZ+jo7NEf3A0OC5MhrTeH57nqUfhsbjlJvmcBNcgu6LV0p54zGiBwYoRySGV7MKKkQP74cUzviQEgXDSMGIdC8iIlklTMw1MG74O+MC5Ms4N8DLSCG7kgruIBlzi/oyUaKkKMBjUPULUkREV44zz6ouM8cBHEMF9Ot0CZFBjMNisBDNarz0jCe1Rbr8bEQSw7h44hSFxqkxEdeggRkeJk0hHjlCEyBYdjrK5ZTGL0SF06hbRH40ZgCkaL2twgtjfKi/gn8EMjzSHVsAlzG2jVcCL1NwB35zTZmUPX+c9IJy3b0yAih1Jo3wQM/nJvWcTxvWoSByD2dECKMeItXaiY019NdOSJ4FF3PeeE+rcOL3AIOZA1IUnK/ZLVJu8YkePeP5sQlzyFyZvunO38dNHAmQ+2R1dlzpMc3dsjh3pmTErKhyZUg9qi7o94MiAKTkc0zGzKRKfHnh2c/Qu0jsyfMyWNiH/TIE2T+zKrO+JcNlEUJCNat8U31hRsRvwTlij1FOz/uCN4koXvAnEXnrVWTLDM1E9+QArBLhgL1Z676ms7iu3y1QmaXxb5qx9/CvNPRc55bRXs0V18wzRUqrR4YBUaE+GTAYxosydnn2NbAiyDdkSps128/IeNawPgqRXYJj02hh3S3HYx07tb7ddFNXIcExRWhW1jQ/3nP06GE9eZpI/5zXvEPG+NaA+vIolbF6fLO6cv169SeV/0/DI0MFYR1Yg6jRnjwdPkILAd5+nuWH95QZKIe0odAPpNlf3Vl8pR8zjZqY/uIR1dei9nSJKeTg1h8aA4hSV8CP/VQAlXJm4xswdHQ9lIPPdMGNoJwAblrpoZD0R7qdEg0xfwzHXh+kYSBC00rdKHu8fTo083v5NPrcY7kzWxuB8SCNMKUQ8ZL68QC+dLoLRUlKoOSf+xWKPyMPp0+CG3AfqQk8KhS7K2FKCgMMCgbLugTfurxOBDCVJjwPnXlJR3QqHeVxmFMlPGsr5xINMvKAMeKhWbtH6TxYBEd49DcbNnrflqpSeOiHUhgbStvAgwLRnOdG96C8EuPNzEIllRFGXxhy2JpEFOAgwZDBOyQcTbpoVSmkB0SWiK5p/E6B6YdlYVQWVc0A4sngVNJNgMbBpGQEhLXgfnp/Y92LbLZBrjFzH4xDs31qDiiPpvIrGWkT9IrSeIAXirFQDPXgyVEEBiNNn3VndwxH7q99skzHdTzsVjnjsXjXsseY42QV3Yc7XTfm24me7Ye6/u9kYM1IldNCzJHe5OcuP5stgVdYN35R9UeVEYDNPmEzwAuRyiG6tCVj11E7AYwNytZzk+IZU3ku0cNvL1+u7opL5DEdcgGo6hrvnL0gI2bYkTWqUhYV9WANhpUWGu8fs3c+KkN9WF9E9Pj7gqqWvrt53aXVy+5qrYHhdGjfEh0hejKiVMYbilL2wEmjdXR5v2kBooGoeZW0n7PTOuPnEaPh5iODvqlkJPXE7+iQvEz6UsYRgF/G671j2ZCRmEBGxW+1H/UVyZUQOMYiFeZor3usfsMEicgve4d4KyBmUT5IJp2Cc0jWM2DyVTplk//krKrFArLKhjLXN7ttrFVzHBEN5C4B5W59OTiLs+K9HItsLm2d8S2sYM0dp9v4MH11EU3Vr6dkiDw067PuqbJqiO9GJZNGhSv6UKDz1wXcRb7MKbr4+fWr1e+//LOYlBOz1oxk1kez15620W+bqlnVZtnBUI2vzHnnR0Wf4f/yueKsxnpzBo+VhlqcX8xQR9NesAbkdswxhix75FmM4W3L+Vf5zxe8fC/fHHNOT0sJA7IckMAg7ULzwQToMuLsrJrRl4gMIOwVzQHfIkkAcDNLUh3NqEU6Gp2cOXSU6JrULjAXeIJQ1i/K+5xWxGVe1PWkCyyUiuKo6zRE8IB4FXoVHu9BgYDlALciArZTsNuW6BEHHIWyJLDfgq694PJfCObUD0qGBJwkA5CyyZgy34vGawCwvqN8SdFhqDDeoP2WISVNT0k9Rhhg1OjXRDsAIlNK1xm8rPsq7UOLdzpkYxhx/UwjWahbwSP6IxqBcCdETXnvCl2EJZTw6GlyuCWFR16eHDkGUxCXAUal9cOmQI1i0xVXxR3RXbtqQs9AxMVg8iKUA8Gwu2XAIUAw00kaS5VSVSInIRhDxsW/ortqOyJtmEsBBlOZZ8ML4DV9ROSxA2hv3L8emWyojRd3LkTr5/FLDfum7H+UlEvYNW5mqe4gA9CHFoDqrG7KuRVNgcdnQOXn3cKY9ApQzH5fVQRxBXZjrR+pGn5HmqtXqR7W+rIMjm/v3BD7qpJMugEEfB+Jbfg1gT7ZD6tSdkTT2At8ZkzYiR6lFYlgZsdyjMY14VdmdE7mFJFTqLM6qT2PgQ+rMlG6KVHeo3DPq6SX9VgQeVdGJJ0mZV8YoKsqv2JI4xtkKmdDCtlGCmfAaUWimyQn6f4bJIzmMeIM6/pK3DXK+x0RI9JZjIXcO2CduBaVeOsYIVacRfRu25b8FuI36PxJ5+Kc4HjMKHUELgvMiD/rVh2FSbi2SamabE2xxH3M4eUbF+u9REHrO8+2IO/AoMZh0RZBRoXzFPuf80yU0bxT+DT6/aj4ZD5+/ycGm1Mmj6OC03ddoODPL18V6eJ1VeUVzzEj9AfY8hH5twXjajgqLnGkOqmCIk1q449Ubknpc4+SFqO6yeSmpsHAOaPnnSK1mlPK1ttMwwFGdvC3mlNFM8kX+Lq/ZN6hg8/OwT/xV2XAJASgLjOYAIwC0gg0ucPTyDSJDREOrjY9G50UhdNU9u51MFxVBBFY5JUBDBPNSCwIy0G4msPnvxPRKNU+PmO63opSJYRWqSpZleI3ELOsCuNNT7lIPQsRmGKoZMFo6pawQEB2q6qnWxGfLCfHCCEtNSfBB633EoaBLoL1z2fAIFAWaz6WAoBGyNpY09gYb6TDJCA02AemyVfQGCGu+3ZKcZAqO6l0BhEmsCrQ2OOVr4nOektpsRDSgf9wFUwJg0EHHlGWZqNKVyrpdygBPBM4hjAGSJ+58QRU93iAVJahDMDSaDwoolvqunxT1TuOz+h/5h8qIjeSI+nxNo2RxlGpzXUqcjm3e5g7bQ4ZkShdhwgFIGsYYokCQaq4bE6iEFMxjprXXS61u2l18AP9tE+MnVCqTSNZURk0JHz1FxgHpyY0f+wxInSjqoQakHeNAeou8uwBKY5BcSNRGtstQ4R1NXZJ+21NhrL3O1FNgcyt5KXUaUI5JSbkNVfHPRH4vqN68+z56oJKqnk/7+Hz7D3SvSPqzYIh42oqRWfYzxjC89pbvA+Qt/cD7MFSCgsCP2PA3JNxw5IOC5jL/pxdXw7lR2qOFLC/U2UUCZj0/NMozTPHvDjt5yhsrB5GKr2a6CNFWgXlTkqR9gpLMqQxvmn+aQMwQgYCy5509RnkmVT4TG3ISMu96WHtXH36p/WJm4jzyVnFIIeef+kBpc0tQTFfCcOeV2R94lmbJyD+Zp4e/p6haFttsfrtAJo+FjYK9F1zZTA2NPMGb+uPihyfkQz54K13bLgMah/0ihdmU5EyqP4xur669K3aXtwIxwmjyAOpcbk8bbNu+ztjGpLhPKT74rghHdnLyRbOs9tBwr4z1pHO1iI2dQUprOdEtKH5QHaXljN+0Od/Ajn37otX1gpJgFH1gwFzwE3QZk88/9V7tjEeyaeD4Cpe9UZjZk8ljUR4nB4tpJAK6NQ56eKxJW+K2XXxxBGElgdSXkQQMF4MlA1ysMy3A1oFYIzSJ01xnNJhhV+pqsHjJLUzTwdkeC4QJr4n2I2msksrk4Wy9c494fUgNy1FQNM7BB29ncymKoFHvynazQOgg/dk08Bdou3RPh2BA2gRg4frJw2+ZRwYDa5LhQLGjSSjgbQasyt1KNmToeKu0jIyNkQutqEWEb0YMPLKARQT/UHwcfGs1LJYLWm4LP92pErPcVegyhndwwyb+gyRH0bWTYUSSl/z7RYEsOuSHtMcoTgI79McdEVec+KxWo2+WHPEXQBSQ8Dxeb8cM9c346kChBsRk22vtIL2OC2w2tKUjpQJ8wleAqMMcq56dY85ZGzKhDHTLqKz/fZH9e8zp3osNJcVCWB8sSmKAUbrBwwY4T5ITRLlOz+kHksjozbMMRKv3LvtdEBw9RS8GOkRPWNE1aJaj2cjGme/ndQehIz8y2X+WO9S7sYelaIl78EwFLg2kT2DxYm2JWBY/96QAn1sCzNKu6PKCSJDoiQBLuUIucksLM9l4nYuW0Tb8hVdqnHcOYf5e/ZvyACifmB5hhVt6IcGgLYd+m9Nz7aiM0YFz7LOgHnGw26390Eai9LiHhn6GCG31xfi6uXeLQZMLTrHM9EfaFDYLuYMHpw18F0oZSvneKLo6RORCPYcKby8fW5ZdnqLqZoChWE4PR3YNF4oWcrMYdc1IFtGC6Dwk/ozsgsY82kB00eFz/ng9berj3/6oaOna0pTEyH6UqR00AFsKmo6L4PNZdENAytXoTaAA2xs5mRERQwYMMznmlLtYOEyLeg+Wfrflu7ttC17kkgMvGQNMzTPXLlxbc4PMJQDvdX7VPIsMaRErFm/F3nuDzTgV+jNh9tJr8oD6ulcjYHSR6Ai6vQ7WFLzUBF9QVijRCNEmlU2MTXGVegA24NLwwLsi70TgKqRFjKxHcIOIWAcTYS+IdWDFRaMDCRg5LA5TKQ+YGBdwTPI+bQiIbdLmiWo6kMOJoUUD8QzhQI0RwY9PQhpo3AUgaESZZVcPeRf5sSgV08IJ84q4+yVIdBD6si5bdoWgPkI3hjC8UQ4uuT99cgYcQSGNBelp/KyXeap56WygwjQMULc4tDY0v06u9Jwk/DTfTmoWdXF/U2wRwk05dSam6zGAFQ4L0NvFe6bgnZ1eglvnLQbnD0aOzwksC5juNHReU7zhwHoa9eEdE39eI74cJd2AOtDCN59jADaYtRJujiNKMvF6TL9HYVJ/4+W0M3TDBgMNcbIXtBFTehoYGOE27crUAs0dpj31WHhmAc/iAOKnEA4SVM+8FWMAeO6t6T5GA9EdextjNQhMQJPjozJUO6s7gqjdUmNJ2c2lL7BOGH+bMXzFXvf+oA21PX58rbdWbWDsZ+K0x/2dcozcd3MZZU94YOSZDzbHp096/VkEVg7TXw9mtLydh5a8x+D9cZs2ix167fhmcf5o1SeCBtnjhQrL1ol0NCTKjDkitfZCxvyAyN8QAoXA2OFFgyqFGz3iqtFKq8RGeGeyC6Mk+I02ZFy1ZIvb3JCIsCkhWGR7pIDA++UcT1l/IxvXlg4nAaMoAYmq1yDb6SCiBINq9KLdOGcANH3FC16pHVmSKfc7luRWP3/J8K5/OqnP69eU1sAOlbPzc1XX4mT6JpSuZfv3lT/sAXPT6PsnFQXMvQZX4yTMbIXidBuKNq1gcHpMxaGc50QMx2aGHnaomV/PONYDvJxIu/Ida+hvl6mbs4HeY6X8b1/8QYMit5AxWJoYHgYK4HSKHTq4DlQ7Ftu6BXePgcBICf5bHz7RgQW2adDjdAA64DytQGD8YJXivfoUGGEnpOsLiIZEnbyegGqEiGh0sFygRegOFIq+veAgLocvsWHG5LXIP0xZNJjj+oYtybR9aO8kWZpivLIqEBBwz5LGBcGWfM36GKID3oxnVQdump+nCoTHtM4F8t79xeKZpiAUInq9NAIkbJi6KllkECMRqv7wPyIqRfCOJEnufmXDJjwpjmkKLZQjjZginJjPl0uSjhZ88s8gTeipcDxTXmWSjuBdyEKgsDH0zslo4yIFTl/e5pweoAdkrKYFdiSCFOLh1nb0fxo3hIJc0CRGDOPMCB1b9YBA4/hoBNPSyNQhYYCBO+zgoF1kBNblCytAriex4RRA6i3GCgWoroh/05j1xG+g93pIKPa8V7H28oZYBxmBtZajijagqHN+i8JHM3cAKLtVLSBkt4BKQ3SJLdW51VpJCXs7tZhmLjtBrtd88qZ4Dnz+dxEUv+mEaNpA0oHYuaZ80E5L8qNzxN1ISLAdRoWBXNHVM6Loff4nqV9B3fCkSBSo/mHRh3DCjbgE6SctBKrKrtq2ATbUgUZgMlfhxERpee8wujipb1a/OV4TzxjfpU3NwyP+Gx83s+FPKC1gcaXe6pemmp7ir2ZoLe8YBmY01gZMcwB8NwYFpYDivQotUKk56zKzU+WTtJcBrwe1ArLovZf1LpSyQRTa6OZH2vF5zVbZ2S8vKUGosPin7l+91b12XeXJPtENCcHaVD9kwZwenQ2/sPf/Lr69S9+GfQTnafVHPW76r/+j/9eXZ+drh4qlwrY2c4A0VY9sY9kcWY8d9vWoUzpnt/SAI55bc5tw2Csfdp/x6hJWZCGsY3V2gIy75ZFBzrp+xluy3swQnGewQWRHn++dzvw8F7pD/xlGzBlaXLDW7BYYaW3GMo1m/cF/iONmxDItpjbLLG9douoiNj4OuUwIDQMMgMnIs8Wz4DIA0ozQ+1OQRXF1jho5T7Z5yUOfw2AWlJambNtyrJCoAYJl0OmzVLlFKb+zhjz0BYxgKJBqZE6QJkAMlyTVwP+pE9MoESnHqrCZF5edzb4i2sGQNdpGZ1Ic+sU4cLfRcivL2L5Ev0aKCH+zEvzd+qRDHwFgKz7bmqOSHPZk5VxB1APOn0cZfpCcY9kOkZTPNQfVhW1IXwf1SSU1uechpDjHqwDX1RQYFRinDAW8DNEIGy2YWj4KyqIbHzsQ8q4Ao30SfGKn1USxGFM2rRYe8bEpn2kNSm2nwMGjVdJgeUmtTJkjxdDIgMZYTzx+2YInd9lKgh+IUQrgNU1rQH4Lp6rV6H6QQF1iXo5Cifjha7E2SQ091dDMdfOHD/m73ebzjr/TO7n/FzdWKjv4+335MFSKSbeJaoD5fViUJcJa4f1ePqaHU5EJi7De7MYaz41rEsbhemksJ8DI19jxhnAONHhwbwzQSLPA54Ke75wE4V1IINf+xBg/qBSO0R/cS78GW0Aoi5TnF+t36qiqABYk8MKJ87dpOU0vaVWFB+88XY1LH6db25fr/7w5efVjDBEpLHenVQ3dREJjo6NVO9deKN6W19Ed+Gm+ZeLX1Z//8dPxXY92zhPti1r6//0eT66dzgQbqPPk9288K5nOiK8O9Zl+wb0eSHNjHUUqU4qxTC8wQDiVDV0BX6C/qODdkZe6sZr4145SfV78dlyfltmJQHc+VxPkVEZuEy5nN+fPRZ2dGvls1w/v2XPWGezJvw7B44jyy+J8NbkzD5E9dEO+Pu+Wl3xZ1NDZioYR0MY1jH7u403qPOKF+roS0ZdoqFgt4B4YDZISYDRIPLiV5nxABESNt5FqJWFbSxwhse3r5jXNYyyHYd22+Abnh8eHMZXOWSu+pHBQA+NVbGjumu0e0nJgBF+YUWKK2jiyobzD6FueZ6Ys8SZqMyWNJW+SMmQ7zVojvy9DCSMhDAqBAaWgcf3FaUt1ojASFFvKjTcJYHaoehOpzy6sNuCTThbKMBWuyyBTN7dfi3KGW8eI5R51a8wzFxSSeWXDBgUCQoFgsNsaKiWjk2P6IAS1/gLBkdEg9L6g2zsbe5/7CMcxKYB09ws7K0o5feBrhkweU9WP0n5wFy5tUCJNJlvJhbHCjFwNzUJoAufavy+tbQTmvheAVeZu1VFYIhGHug5DzInz/DedmRbOCrdVMlp3nAWHhDde4Z7HOSjOAteT+23rBaK6JIPaeulMDSI/Lh/Tbz/BKhwrdcjFCCtMopc4rMmlrRhG5uGruk4Se7LhWLVLzm/iQ/i+VdlDVFNWF92PoyxhLE7pAgbfYs+evc9lb6Pq0z9ZnX5uysmkBztH6ref+MtGzBn1B2d9gBEaG+KKfzv/vE31T/9+TMBjEkBGwHkVzBSA1TdXV3WFVdGadPYPMhct32vZSV/KZZAWCgHuqzXy3KSoxQyxWP2L4Ifp18GIzKMMn8areKkZvNLc2HpM+3wLg1RUzdgGhZODHs/r/0Y5aHvao7wfi78At/TasDEhKDPTluvhf4wYS6O07ZxHVBkv8CnekG3SmOmbPWy1PvbP/XPxhbJ30T+3dUKwhHQ6XhV3kp0aIprh3hrHggbAHscsIQGWP5tX8SaBbv/aWN3xAGzEYPQ1H/k8emFwut4Uf7RRr21u0ZuOnuagACLYmOcP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/>joskus aiempina vuosina kirjoittanut
9/11-terrori-iskuista ja ajattelin, että niistä voisi kirjoittaa vielä kerran.
Tänään on iskujen vuosippäivä ja on merkittävää, että Yhdysvaltojen<span style="mso-spacerun: yes;"> </span>presidentti ei tällä kertaa osallistu iskujen
muistotillaisuuksiin New Yorkissa tai Pentagon-rakennuksella<span style="mso-spacerun: yes;"> </span>Arlingtonissa Virginiassa.</p></div><p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="0" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
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<p class="MsoNormal">Iskut tapahtuivat 11.9.2001. Terroristit olivat
kuoluttautuneet lentäjiksi floridalaisessa<span style="mso-spacerun: yes;">
</span>lentokoulutssa ja ottivat hal tuunsa neljä matkustajalentokonetta.
näistä kaksi ohjattiin World Trade Centerin kaksoistorneihin, yksi
Pentagon-rakennukseen<span style="mso-spacerun: yes;"> </span>ja neljäs
lentokone, joka ilmeisesti oli tarkoitettu<span style="mso-spacerun: yes;">
</span>Capitol-rakennukseen, putoso Shanksvillessä Pennsyllvaniassa. Koneen
matkustajat estivät sen ajamisen kongressirakennukseen.</p>
<p class="MsoNormal">En luultavasti olisi kirjoittanut iskuista mitään, mikäli en
olisi törmännyt <a href="https://rumble.com/v3g3mlr-september-8-2023.html">tähän</a>
9/11-salaliittoteoriasta kertovaan juttuun. Siinä Kevin Ryan -niminen mies
kertoo oman käsityksensä siitä, miten kaksoistornit tuhoutuivat ja kuka oli
vastuussa tapahtumista.</p>
<p class="MsoNormal">Tässä kirjoituksessa kuvaan<span style="mso-spacerun: yes;">
</span>Kevin Ryanin salaliittoteorian pääpiirteittäin ja ytitän pohtia, miksi
ihmiset kehittelevät niiitä ja mitä ne palvelevat. Todettakoon, että aiemmin
suhtauduin salaiiittoteorioihin jyrkän kielteisesti</p>
<p class="MsoNormal">Kevin Ryan väittää kirjoituksessa, että WTC-tornit olisi
suunniteltu kestämään matkustajalentokoneen törmäys eli niiden ei olisi pitanyt
romahtaa niin nopeasti, kuin ne romahtivat. Tähän Ryan lisää väitteen siitä,
että tornien romahtamiset johtuivat kontrolloidusta räjäytyksestä. Tämä taas on
salaliittoteoriana varsin yleinen. Itse uskon pääpiirteittäin <a href="https://www.scientificamerican.com/article/what-structural-engineers-learned-from-9-11/">tässä
artikkelissa esitetyn</a> teorian tornien romahtamisesta. Eli tornien rakenteet
heikkenivät tulipalossa eivätkä lopulta kestäneet kuormitusta vaan romahtivat.</p>
<p class="MsoNormal">Kevin Ryanille oli vaikeaa uskoa, että joukko nuoria
arabimiehiä olisi pystynyt nähdyn kaltaisiin iskuihin. Ryanin mukaan iskuihin
syyllisiä olivat Donald Rumsfeld, joka tuolloin toimi George W. Bushin
hallinnon puolustusministerinä ja varapresidentti Dick Cheney.</p>
<p class="MsoNormal">Itse pidän mahdottomana uskoa tätä. Ryan ei haastattelussa
muista, että World Trade Centerin räjäyttämistä oli yritetty jo kertaalleen
aikaisemmin eli helmikuussa 1993, jolloin pommi räjäytettiin World<span style="mso-spacerun: yes;"> </span>Trade centerin pohjoistornin alakerrassa.
Pommi aiheutti jonkin verran vahinkoa, mutta torni ei romahtanut, koska
pilvenpiirtäjän alakerrassa pilarit ovat paljon lujempia kuin<span style="mso-spacerun: yes;"> </span>yläkerroksissa, joihin lentokoneet osuivat
vuonna 2001</p>
<p class="MsoNormal">Ajatus nuorista arabimiehistä ohjaamassa lentokoneita kohti
pilvenpiirtäjiä ei ollut niin mahdoton kuin mitä salaliittoteoreetikko Kevin
Ryan kuvitteli. Hänen<span style="mso-spacerun: yes;"> </span>teori<br />assaan
nuorilla arabimiehillä oli kuitnkin roolinsa taustahahmoina, jotka voitaisiin
lavastaa syyllisiksi.</p>
<p class="MsoNormal">Mksi salaliittoteoria? Jos analysoisi tätä
keittiöpsykolotian avulla, salaliittoteoriat<span style="mso-spacerun: yes;">
</span>tarjoavat jonkinlaista helpotusta dramaattissen tapahtuman käsittelyyn.
Toisaalta<span style="mso-spacerun: yes;"> </span>salaliittoteorioilla on
negatiivinen puolensa. Ne voivavt viedä ihmisen harhamaailmoihin, joilla ei
enää ole yhteyttä todellisuuteen. Kevin Ryan vaikuttaa videolla rauhalliselta
ja asialliselta kaverilta, mutta hänen teoriansa ei ole niitä kaikkein
uskottavimpia.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal"><b>Sodat</b></p>
<p class="MsoNormal">Terrori-iskut käynnistivät Yhdysvalloissa ”globaalin sodan
terrorismia vastaan. Tämä tarkoitti ensi vaiheessa<span style="mso-spacerun: yes;"> </span>hyökkäystä Afganistaniin ja terroristien
infrrastruktuurin tuhoamista siellä. Samalla Yhdysvallat syöksi maata
hallinneen Taliban järjestön pois vallasta.</p>
<p class="MsoNormal">Afganistanin sota jatkui vuosikausia ja vetäytyminen
Afganistanista tapahtui vasta vuonna 2021<span style="mso-spacerun: yes;">
</span>Joe Bidenin presidenttikaudella. Afganistanin sota siis kesti yli 20
vuotta.</p>
<p class="MsoNormal"><b>Patriot Act</b></p>
<p class="MsoNormal">Terrori-iskujen myötä pyrittiin parantamaan ”kotimaan
turvallisuutta perustamalla <a href="https://www.dhs.gov/">Kotimaan
turvallisuusvirasto</a><span style="mso-spacerun: yes;"> </span>Parannusten
perimmäisenä tarkoituksena oli estää uusi 9/11-iskuja vastaava terrori-isku.
Toinen tekijä, jolla pyrittiin tehostamaan terrorismin vasstaisia toimioa
oli<span style="mso-spacerun: yes;"> </span><a href="https://en.wikipedia.org/wiki/Patriot_Act">Patriot Act</a></p>
<p class="MsoNormal">Jälkikäteen voi sanoa, että kyseinen laki oli paha virhe.
Siinä heikennettiin kansalaisoikeuksia ja vahvistettiin poliisiviranomaisten
valtuuksia sekä valvonnassa että ulkomaalaisten pidätettyen pitämisessä
vangittuna.</p>
<p class="MsoNormal">Kyseinen laki oli molempien pääpuolueiden<span style="mso-spacerun: yes;"> </span>käsialaa eikä kumpikaan pysty syyttämään
siitä toista.</p>
<p class="MsoNormal">Tosin Demokraatit Barack Obaman johdolla olivat ensimmäisiä,
jotka oivalsivat elektronisen valvonnan tuomat mahdollisuudet poliittisia
vastustajia vastaan. Tämä<span style="mso-spacerun: yes;"> </span>huipentui, kun
Obaman hallinnon FBI vakoili Donald Trumpin presidentinvaalikampanjaa.</p>
<p class="MsoNormal">Poliisivaltiokehitys kiihtyi Tammikuun 6. päivän mellakoiden
myötä. Tuolloin Demokraatit käytännössä nimesivät Trumpin kannattajat <span style="mso-spacerun: yes;"> </span>”kotimaisiksi terroristeiksi”.<span style="mso-spacerun: yes;"> </span>vanhemmat protestoivat lasten seksualisointia
vastaan, myös heistä tehtiin kotimaisia terroristeja. Juuri nyt Patriot Actista
alkanut poliisivaltiokehitys huipentuu, kun hallinto valjastaa liittovaltion
poliisin ja tuomioistuimet hallinnon poliittisia vastustajia vastaan
tekaisemalla suuren määrän syytteitä, joiden tarkoitus on sitoa poliittiset
vastustajat oikeusjuttuihin ja estää heidän kampanjointinsa.</p>
<p> </p>Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com9tag:blogger.com,1999:blog-25956457.post-88443552793527994852023-09-09T09:17:00.003+03:002023-09-09T09:36:17.275+03:00HS kommentoi Hunter Bidenin syytteitä<p><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdLM5qrnzusqCs76vbhdLrDMh1LDZkFB9fC6KSiZ8vpAWvadNuK9kTaQjC7QmO675709KNqPGUGNkhmSgLA2lwdixkPgjkN1hBoDUH1qJtbd-d_ka7js0OulgmidfDA6euoe1QgGv_FrfJGxYU77mO1wtkqpWdNCx_W1xI7zpasiGHhXwZbug/s271/Huntba.PNG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="271" data-original-width="181" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdLM5qrnzusqCs76vbhdLrDMh1LDZkFB9fC6KSiZ8vpAWvadNuK9kTaQjC7QmO675709KNqPGUGNkhmSgLA2lwdixkPgjkN1hBoDUH1qJtbd-d_ka7js0OulgmidfDA6euoe1QgGv_FrfJGxYU77mO1wtkqpWdNCx_W1xI7zpasiGHhXwZbug/s1600/Huntba.PNG" width="181" /></a> <!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="endnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="macro"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="toa heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
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</p><p class="MsoNormal"><a href="https://www.hs.fi/ulkomaat/art-2000009837701.html">HS
uutisoi</a> Hunter Bidenin syytteistä. Kommentoin, koska se, että suomalainen
valtamedia millään tavalla kommentoi Bidenien rikoksia, on erittäin harvinaista.
</p>
<p class="MsoNormal">HS kirjoittaa:: <i>"Vielä kesällä ehdittiin olettaa, että Hunter
Biden välttyisi oikeudenkäynniltä, koska hänen kerrottiin päässeen sopimukseen
syyttäjän kanssa. Hänen oli määrä myöntää syyllisyytensä verorikkomuksiin ja
välttää sen ansiosta syyte aserikkomuksesta. Sopimus kaatui yllättäen heinäkuun
lopussa, kun tuomari kyseenalaisti siihen liittyvän syytesuojan."</i></p>
<p class="MsoNormal">Tämä on totta mutta HS ei kerro syytä, miksi tuomiosopimus
kaatui.<span style="mso-spacerun: yes;"> </span>Sopimusta ei tullut, koska se
olisi ollut syytetylle erittäin antelias eli siihen sisältyi immuniteetti
tulevista paljastuvista rikoksista. </p>
<p class="MsoNormal">Syyttäjäpuoli ei ole tutkinut Hunter Bidenin rikoksia mitenkään
erityisen innokkaasti, koska se antoi usean <a href="https://www.mediaite.com/tv/house-intel-chair-says-hunter-biden-special-counsel-allowed-statute-of-limitations-to-take-critical-felonies-off-table/">verorikoksen
vanhentua</a>.<span style="mso-spacerun: yes;"> </span>Tämä taas tarkoitti,että
Hunter Biden sai pitää 125 000 dollarin edestä veroja samalla, kun Setä
Samuli jäi nuolemaan näppejään.</p>
<p class="MsoNormal">Kirjoitin jokin aika <a href="https://vasarahammer.blogspot.com/2023/08/bidenin-perhe-ja-korruptio.html">sitten
lyhyen yhteenvedon Bidenin perheen korruptiosta</a>. <span style="mso-spacerun: yes;"> </span>Kun puhutaan Hunter Bidenin rikoksista, ne
tehtiin osana operaatiota, jonka tarkoituksena oli hyödyntää taloudellisesti
Joe Bidenin tekemiä poliittisia palveluksia. Joe Biden pitkään valehteli, että
hänellä ei ole mitään tekemistä poikansa liiketoimien kanssa.<span style="mso-spacerun: yes;"> </span>Todellisuudessa Joe Biden oli tuote, jota
myyttiin hämäräperäisille tahoille palkkiota vastaan. Hunter Bidenin tehtävä
oli asioida hämäräperäisten tahojen kanssa ja varmistaa, että Bidenin perhe sai
rahansa ja että asiakas oli tyytyväinen. </p>
<p class="MsoNormal">Hunter Biden ei saanut pitää kaikkia keräämiään rahoja vaan jokaiselle
perheenjäsenelle maksettiin osuus tuloista. Osuuksien jako on kuvattu mm.
Hunter Bidenin läppärillä, jota eläkkeellä olevat tiedusteluvirkamiehet
aikanaan väittivät valheellisesti Venäjän disinformaatioksi.</p>
<p class="article-body"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">HS
kirjoittaa</span>: <span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">”<i><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span><span class="article-leadin">Syytteen </span>nostaminen tarkoittaa, että pojan
oikeusjuttu varjostaa Joe Bidenia tämän kampanjoidessa kohti uudelleenvalintaa
presidentinvaaleissa marraskuussa 2024.”</i></span></p>
<p class="article-body"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Hunter
Bidenin rikolliset touhut eivät ole mikään uusi asia. Ne olivat yleisön
tiedossa jo ennen edellisiä presidentinvaaleja.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Presidentti
voi toki armahtaa<span style="mso-spacerun: yes;"> </span>poikansa, mitä hän ei
tee, koska se näyttäisi nykyissessä tilanteessa liian huonolta. Jos Joe Biden
valitaan jatkokaudelle, hän melko suurella varmuudella armahtaa poikansa.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">HS
voisi jopa olla luotettava sanomalehti, jos sieltä ei putoilisi tällaisia
pökäleitä:</span></p>
<p class="article-body"><i><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">”
Trumpia vastaan on nostettu rikossyytteet kahdessa liittovaltiotason ja
kahdessa osavaltiotason oikeusjutussa huomattavasti Hunter Bidenia vakavammista
asioista, kuten yrityksestä mitätöidä edellisten presidentinvaalien tulos
rikollisen salaliiton avulla</span>.”</i></p>
<p class="article-body"><span face=""Calibri",sans-serif">Trump
työskenteli vaalituloksen muuttamiseksi, koska hän usko, että Bidenin voitto
perustui laajamittaiseen vaalivilppiin Näin uskoo yllättävän moni
Yhdysvalloissa, jos katsoo <a href="https://twitter.com/Rasmussen_Poll/status/1653854970200969219">tätä
mielipidetiedustelua</a>. Vaalituloksen kiistaminen ei ole rikos.
Vaihtoehtoisten valitsijamiesten tuonti Capitolin luo ei ole rikos. Näitä
asioita on tapahtunut Yhdysvaltojen historiassa eikä kiistojen selvittämiseksi
ole tarvittu erikoissyyttäjää, jonka perustuslaillinen asema on epäselvä.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ennen
kuin menemme tuohon syytteeseen, muistutan lukijoita siitä, mistä Trumpin
syytteissä oikeasti on kyse. Niiden tarkoitus on estää Donald Trumpin pääsy
ehdolle vuoden 2024 presidentinvaalissa.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Fulton
Countyn piirisyyttäjä Fani Willisin syytteessä käytetään järjestäytynyttä
rikollisuutta vastaan aiemmin käytettyjä pykäliä, joilla on tuomittu useita
mafiapomoja pitkiin vankeusrangaistuksiin. Syytteet Trumpia ja hänen
lakimiehiään vastaan ovat täysin naurettavia.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></p>
<p class="article-body"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Tähän
mennessä Deep State on yrittänyt saada Trumpin nimenpois listoilta hallinnollisilla
päätöksillä osavaltiotasolla. Korkein oikeus päättää, voisaanko Trumpilta näin evätä
ehdokkuus, vaikka häntä ei ole tuomittu kapinasta. Itse en usko,että Korkein
oikeus sallii Trumpin<span style="mso-spacerun: yes;"> </span>poiston listoilta,
vaikka hänet tuomittaisiin erikoissyyttäjä Jack<span style="mso-spacerun: yes;">
</span>Smithin tähän mennessä keksimistä rikoksista. On olemassa ennakkotapaus
(Eugene V. Debs), jonka perusteella ehdolla voi olla, vaikka henkilö istuisi
vankilassa. Käytännössä Trumpia tuskin passitetaan vankilaan, koska Secret Service
ei moista salli.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">On
kuitenkin erittäin todennäköistä, että Trump tuomitaan alemmissa oikeusasteissa,
jotka syyttäjä on varta vasten valinnut kuten Washington DC, jossa Trumpin on
mahdotonta saada reilua oikeudenkäyntiä. Trumpin saamat tuomiot todennäköisesti
kumotaan ylemmissä oikeusasteissa, mutta syyttäjäpuoli ei tavoittelekaan
pitävää tuomiota vaan Trumpin presidenttiehdokkuuden estämistä.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Fulton
Countyn piirisyyttäjä Fani Willis ja Washinton DC:n tuomari Tanya Chutkan, jota
olen aiemmin<span style="mso-spacerun: yes;"> </span>kutsunut nimellä
jamaikalainen kommunisti., saavat varmasti tuomion aikaiseksi. Lisäksi uskon,
että Jack Smith lisää vielä Trumpin syytekirjelmään syytteen kapinasta, jos
Trumpin ehdokkuutta ei muuten saada torpedoitua. Tässäkään tapauksessa
ehdokkuuden epääminen ei ole mitenkään varmaa. Kyseinen pykälä on tehty
Yhdysvaltojen sisällissodassa Etelävaltioiden puolella taistelleita varten.
Trump ei ole aseellisesti taistellut ketään vastaan vaan päin vastoin tarjosi
kansalliskaartin sotilaita turvaaaan Tammikuun 6. päivän 2021 mielenosoituksia.
Edustajainhuoneen tuolloinen puhemies Nancy Pelosi kieltäytyi tarjouksesta.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif" style="mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">HS-lehti
tuntuu olettavan, että korskean näköinen syyte tarkoittaa, että kyse on
vakavasta rikoksesta, vaikka todelisuudess syyt3 olisi<span style="mso-spacerun: yes;"> </span>tekaistu lainopillisien jujitsun avulla ja
rikospykälien luovalla käytöllä. Viimeistään korkein oikeus kumoaa lainopilliseen
kikkailuun perustuvat tuomiot, mutta tämä voi olla Trumpin kannalta liian
myöhäistä.</span></p><p>
<a href="https://www.hs.fi/mielipide/art-2000009808326.html">Tässä jutussa</a> HS tuntee myötätuntoa Joe Bidenia kohtaa tämän pojan tekojen takia. Itse olen täysin eri mieltä myötätunnon kohteesta. Joe Biden on se, joka käyttää huumeriippuvaista poikaansa keräämään lahjusrahoja hämäriltä ulkomaisillta liikemiehiltä. Moni pitää tällaista täysin moraalittomana. Media myös ptää Hunter Bidenia varsinaisena rikollisena, vaikka hän on ilmiselvästti vain osa "perheyritystä"</p><p>Amerikkalainen valtamedia antoi Joe Bidenin valehdella vuosikaudet siitä, että hänellä ei muka ollut mitään tekemistä poikansa liiketoimien kanssa. HS:n kolumnistin tulisi ymmärtää, että Hunter Bidenin rikoksset ovatsamalla Joe Bidenin rikoksia eikä antaa virheellistä kuvaa, että Hunter Biden olisi se varsinainen rikollinen. Hunter Biden on se, joka ansaitsee edes vähän myötätuntoa, jota ei kannata tuhlata Joe Bidenin kaltaiselle korruptokraatille.<br /></p>Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com7tag:blogger.com,1999:blog-25956457.post-66441264901670337702023-09-03T09:43:00.002+03:002023-09-03T09:43:55.947+03:00SDP:n johtohenkilöiden sikailut jäivät kesän persujahdin varjoon<p> </p><div class="separator" style="clear: both; margin-left: 40px; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYQsMIobrRTHoyElvh7v71nTepjZawPNvNHpI47v80SZcNCQr7XYj6yKEtVQ9vN4oIKi9TtSgNFdC40vZDT1tgC_DtE5ByOk1aOH1ZTh2mLTXWWBUCx0kHgnOqHi8ia0ngxlX5rFhXBvZi50G38qx1rr5QrsMorGvM7aDe_swhPS6AmUA-LM4/s320/Lindtnats.PNG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="242" data-original-width="320" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYQsMIobrRTHoyElvh7v71nTepjZawPNvNHpI47v80SZcNCQr7XYj6yKEtVQ9vN4oIKi9TtSgNFdC40vZDT1tgC_DtE5ByOk1aOH1ZTh2mLTXWWBUCx0kHgnOqHi8ia0ngxlX5rFhXBvZi50G38qx1rr5QrsMorGvM7aDe_swhPS6AmUA-LM4/s1600/Lindtnats.PNG" width="320" /></a></div><br /><!--[if gte mso 9]><xml>
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<p></p><p class="MsoNormal">SDP piti äskettäin puoluekokouksensa ja valitsi uudet
puheenjohtajat ja puoluesihteerin. Puoluekokoukse kuuluvat kesään eikä
tapahtumassa sinänsä ole mitään tavatonta. Mieleeni palasivat menneen kesän
tapahtumat, joissa valtamedia systemaattisesti jahtasi Perussuomalaisia
poliitikkoja ja onnistui jopa saamaan yhden ministerin eroamaan. Vilhelm
Junnilaa väitettiin mediassa natsiksi mm. hänen vaimonsa ostaman pesukarhukravatin
perusteella.</p>
<p class="MsoNormal">Perussuomalaisten puheenjohtaja Riikka Purra joutui vastaamaan
toimittajien kysymyksiin 15 vuotta vanhoisa kirjoituksista, jotka ovat
löydettävisssä ainoastaan internetin arkistiosivuilta.</p>
<p class="MsoNormal">Oli kuitenkin yksi tapahtuma, jonka valtamedia sivuutti
olankohautuksella. SDP:n tulevaksi puheenjohtajaksi veikattu Antti Lindtman
esiintyi kavereidensa kanssa kuvissa tekemässä natsitervehdyksiä. Yksikään
valtamediajournalisti ei lähtenyt moralisoimaan vaan juttu katosi<span style="mso-spacerun: yes;"> </span>lehtien sivuilta erittäin nopeasti, ikään
kuin asiasta ei haluttaisi keskustella kesken persujahdin. Sivusta katsottuna
juttu näytti <a href="https://www.expressen.se/nyheter/finsk-politiker-i-blasvader-efter-bild-med-nazisthalsningar/">kiinnostavan
enemmän ulkomaista mediaa</a> kuin kotimaisia toimittajia. </p>
<p class="MsoNormal">Ainoastaan Iltalehti <a href="https://www.iltalehti.fi/politiikka/a/8f2a7952-d5ef-4d7e-9ed4-5e2627bac7b8">kyseli
Lindtmanilta edes jotakin</a>.<span style="mso-spacerun: yes;">
</span>Selvästikin Lindtman oli kuvien ottamisen aikoihin jo nouseva nuorisopoliitikko
eikä mikään<span style="mso-spacerun: yes;"> </span>lapsi. </p>
<p class="MsoNormal"><i>” Kuvasivustolla julkaistujen huomiota herättäneiden
kuvien ottamisen aikaan Lindtman toimi muun muassa Sosiaalidemokraattiset
Nuoret ry:n hallituksessa ja Uudenmaan Sosiaalidemokraatit ry:n
piirihallituksessa.”</i></p>
<p class="MsoNormal">Lindtmanin kiinnijäännin<span style="mso-spacerun: yes;">
</span>natsitervehdyksestä olisi vähinäänkin pitänyt lopettaa valtamedian
persujahti. Näin ei käynyt vaan jahti sai uusia kierroksia, kun alettiin
revitellä Riikkä Purran 15 vuotta vanhoja kirjoituksia.</p>
<p class="MsoNormal">Jos Antti Lindtmanin natsitervehdykset sivuutettiin olankoautuksella
valtamediassa, puoluesihteeri Mikkel Näkkäläjärven vuonna 2006 tekemät rikokset
sentään muistettiin mainita. Aikanaan SDP:n puheenjohtaja Antti Rinne kommentoi
Näkkäläjärven tekoja sanomalla,<a href="https://www.iltalehti.fi/politiikka/a/b69e7dfb-c588-40c3-b515-385e93ab7856">että
siellä on nuori mies tehnyt hölmöyksiä</a>.</p>
<p class="MsoNormal">Natsitervehdys ei Suomessa ainakaan vielä ole laiton vaan
äärimmäisen tyylitön ja huonoa arvostelukykyä osoittava teko. Näkkäläjärven
teot sen sijaan olivat rikoksia eikä niitä voi kuitata pelkästään hölmöilyksi.</p>
<p class="MsoNormal"><b>Valtamedia pelaa vasemmiston puolella</b></p>
<p class="MsoNormal">Useimmille Perussuomalaisille lienee selvää, että
valtamediasta ei koskaan kannata odotttaa sympatiaa tai edes reilua kohtelua.
Kun kesän persujahtia muistelee ja katselee, miten Lindtmanin natsitervehdysten
kohdalla ollaan kuin niitä ei ikinä olisi tapahtunut, mieleen tulee kysymys,
miksi persujahti järjestettiin. Tiesikö valtamedia Lindtmanin
natsitervehdyskuvista ja kiinnitti tarkoituksella huomion Perussuomalaisiin,
jotta Antti Lindt<br />man ei ryvettyisi kohussa<span style="mso-spacerun: yes;">
</span>vaan hänet valittaisiin SDP:n puheenjohtajaksi Sanna Marinin jälkeen.
Jossain toisessa eurooppalaisessa maassa Lindtmanin poliittinen ura olisi jo
ohi.</p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com9tag:blogger.com,1999:blog-25956457.post-42268283801008944932023-08-28T19:41:00.002+03:002023-08-28T19:49:54.607+03:00Trumpista pidätyskuva<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"><a href="https://abcnews.go.com/Politics/14th-amendment-section-3-new-legal-battle-trump/story?id=102547316"></a></span></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLC3mwoUn4sNS2FKGWxnFwL_Oqvh-zfjRnCf74jsGjsBi6yPO0W2cPRasQIl2Ueiz-dGUNxekt96vLUKT9cj1A6-_CuYocFtjfVrCZ3XQtVInopvsTcuwEVrTQYcDfETQn4U6jJXMB4fPOSxOYwh7Eabea11-p3_LXGc6wh5dQImu2y8aWQOU/s658/trump_mugshot.webp" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="370" data-original-width="658" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLC3mwoUn4sNS2FKGWxnFwL_Oqvh-zfjRnCf74jsGjsBi6yPO0W2cPRasQIl2Ueiz-dGUNxekt96vLUKT9cj1A6-_CuYocFtjfVrCZ3XQtVInopvsTcuwEVrTQYcDfETQn4U6jJXMB4fPOSxOYwh7Eabea11-p3_LXGc6wh5dQImu2y8aWQOU/s320/trump_mugshot.webp" width="320" /></a></div><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;"><a href="https://abcnews.go.com/Politics/14th-amendment-section-3-new-legal-battle-trump/story?id=102547316"><br />Demokraatit
yrittävät laittomasti poistaa Donald Trumpin vaalilipukkeelta</a>. He vetoavat
Perustuslain 14. lisäykseen ja väittivät <span style="mso-spacerun: yes;"> </span>Trumpin<span style="mso-spacerun: yes;">
</span>osallistuneen kapinaan, vaikka siitä häntä ei ole tuomittu eikä kyseistä
syytettä ole erikoissyyttäjä Jack Smithin papereissa ainakaan vielä. <a href="https://www.cnn.com/2023/08/19/politics/donald-trump-fourteenth-amendment-2024-race/index.html">Jopa
jotkut oikeusoppineet ovat sitä mieltä</a>, että osavaltion ministerin
mielipide riittää ottamaan Trumpin nimen pois vaalilipukkeelta.</span><p></p>
<p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Ne lukijat,
jotka seuraavat tapahtumia, luultavasti ymmärtävät, että Trumpiin kohdistuvat
syytökset ovat tekaistuja, poliittisesti motivoituja perustuvat ”luovaan” <span style="mso-spacerun: yes;"> </span>lainkäyttöön ja joiden ainoa tarkoitus on
estää Trumpin pääsy presidentiksi.</span></p>
<p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Demokraatit
ovat valmiita lähes mihin tahansa, jotta Trump ei pääsisi ehdolle. Tässä kirjoituksessa
yritän pohdiskella, miksi näin on. </span></p>
<p class="MsoNormal"><b><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Surkea Biden</span></b></p>
<p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Istuva
presidentti Joe Biden edustaa Demokraatteja. Viime aikoina Kongressin tutkimuksista
on käynyt ilmi, kuinka Joe Biden hyödynsi asemaansa varapresidenttinä ja imuroi
poikansa<span style="mso-spacerun: yes;"> </span>avulla lahjusrahoja
epämääräisiltä tahoilta.Biden on presidenttinä ehkä kaikkien aikojen
korruptoitunein.</span></p>
<p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Joe Biden
on myös presidenttinä ollut Amerikkalaisten kannalta huono. Hänen kaudellaan
inflaatio on kasvanut räjähdysmäisesti ja avoimen etelärajan läpi kulkee
jatkuvasti uusia laittomia siirtolaisia.</span></p>
<p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Biden
korostaa vaalikampanjassaan taloudenhoitoaan (Bidenomics), mikä herättää
lähinnä hilpeyttä.</span></p>
<p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Biden on
myös ikämies, jonka kognitiiviset kyvyt ja kestävyys eivät riitä tehokkaaseen
viranhoitoon.<span style="mso-spacerun: yes;"> </span>Äskettäin Bidenien
lomaillessa Lake Tahoessa <a href="https://dailycaller.com/2023/08/25/biden-booed-lake-tahoe-reporters-vacation/">hänelle
buuattiin</a></span></p>
<p class="MsoNormal"><b><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Silmitön viha Trumpia kohtaan</span></b></p>
<p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Biden ei
kuitenkaan selitä yksin kaikkia Demokraattien toimia. Taustalta
löytyysilmitöntä vihaa, jota on vaikea järjellä selittää. Yksi teoria on se,
että valtamedia kertoi amerikkalaisille joka päivä kolmen vuoden ajan ,kuinka
Donald Trump vehkeili Vladimir Putinin kanssa ja pääsi tämän avulla
presidentiksi. Kyseinen salaliittoteoria on jo osoitettu huijaukseksi, mutta
Demokraatteja kannattava valtamedia ei ole siitä <span style="mso-spacerun: yes;"> </span>seuraajilleen suoraan kertonut. Myöskään
suomalainen valtamedia ei ole kertonut seuraajilleen, että väitteissä Trumpin
vehkeilystä Venäjän kanssa ei ollut mitään perää.</span></p>
<p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Jos henkilö
uskoo, että Trump pääsi presidentiksi Venäjän avustuksella ja samalla esti
Hillary Clintonia pääsemästä presidentiksi, vastenmielisyyden tunteet ovat
aivan ymmärrettäviä, </span></p>
<p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Demokraatit,
valkoinen talo ja Deep State ovat täysillä mkana operaatiossa, jonka avulla
Donald Trumpin ehdokkuus yritetään estää. Bidenin Valkoisen talon
henkilökuntaan <a href="https://nypost.com/2023/08/26/biden-staffers-met-with-special-counsel-jack-smiths-aides-before-trump-indictment/">kuuluva
Jay Bratt koordinoi Trumpin syytteitä yhdessä erikoissyyttäjä Jack Smithin
kanssa ennen Donald Trumpin ensimmäistä syytettä</a>.</span></p>
<p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Koko sirkuksessa
on jotakin tuttua. <span style="mso-spacerun: yes;"> </span>Kyseessä on eräänlainen
Venäjä-huijauksen uusinta. Venäjä-huijauksessa ongelmana oli näytön<span style="mso-spacerun: yes;"> </span>puuttuminen. Trumpia ei tuolloin olisi millään
saatu tuomittua. Nytkin Tuomion saaminen on vaikeaa, koska varsinainainen rikos
on useimmissa tapauksissa testaamattoman lainopillisen teorian takana. Suuri
osa syytteistä liittyy Trumpin sanomisiin, joista on tekemällä tehty rikoksia.</span></p>
<p class="MsoNormal"><b><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Pidätyskuva</span></b></p>
<p class="MsoNormal"><span style="font-size: 14pt; line-height: 107%; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-hansi-font-family: Calibri;">Georgian
osavaaltiossa Fulton Countyn piirisyyttäjä päätti julkaista Donald Trumpista
pidätyskuvan. Kuva oli täysin tarpeeton ele, jonka tavoitteena oli nöyryyttää
entistä presidenttiä. Tosin ele kääntyi lopulta Trumpin ja etenkin
T-paitakauppiaiden hyväksi. Pidätyskuvasta tuli iso hitti ja samalla kaikki
näkevät, mistä Trumpin oikeudenkäynneissä on oikeasti kyse.</span></p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com8tag:blogger.com,1999:blog-25956457.post-60206843707571714252023-08-19T11:03:00.001+03:002023-08-19T22:49:54.514+03:00Ukrainan sota ja amerikkalainen vasemmisto<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzHmKqzyhNkFpPE-Rj3JM_fXKiqbXnLlxfhW353X-7Rk55zoSYs80Sqk_D3hbz5H5T7s_1ceYelFW6a2c4jRzgGi0Ddw5oz8kH-hlaOztG_UaFhK_ESghqYfPlJBJtk0bU1FeCB-Bf6DIdAUsWQqnUGc3TYAbaFX6gSIm6G43b7M-ELkPKlos/s334/appeasers.PNG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="194" data-original-width="334" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzHmKqzyhNkFpPE-Rj3JM_fXKiqbXnLlxfhW353X-7Rk55zoSYs80Sqk_D3hbz5H5T7s_1ceYelFW6a2c4jRzgGi0Ddw5oz8kH-hlaOztG_UaFhK_ESghqYfPlJBJtk0bU1FeCB-Bf6DIdAUsWQqnUGc3TYAbaFX6gSIm6G43b7M-ELkPKlos/s320/appeasers.PNG" width="320" /></a></div><br /><!--[if gte mso 9]><xml>
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<p class="MsoNormal">Yhdysvalloissa tuotetaan varmaankin suurin osa sisällöstä,
joita länsimaalaiset lukevat internetissä. Tästä syystä myös näkökulma maailman
tapahtumiin on suurelta osin ”amerikkalainen”</p>
<p class="MsoNormal">Tämä koskee myös Ukrainan sotaa, vaikka siinä amerikkalaiset
sotilaat eivät ole mukana.</p>
<p class="MsoNormal"><a href="https://www.youtube.com/@VladVexler">Vlad Vexler</a>
on Youtube-kommentaattori. Hän kertoo <a href="https://www.youtube.com/watch?v=dPgJVLmnjQQ">tällä videolla</a> itsestään
ja taustastaan.</p>
<p class="MsoNormal">Vlad Vexler on videoissaan kommentoinut lähinnä venäläistä
yhteiskuntaa, Putinin hallintoa ja tavallisten venäläisten poliittista apatiaa.</p>
<p class="MsoNormal">Ehkä siksi oli pieni yllätys, kun hän viimeisimmällä
videollaan otti kohteeksi amerikkalaisen vasemmiston sodanvastaisen siiven,
johon kuului sekä vanhan liiton vasemmistolaiset Noam Chomsky ja Jeffrey Sachs
etttä Alt-Leftiä edustava Glenn Greenwald.</p>
<p class="MsoNormal">Yhteistä näille kaikille on se, että he ovat kaikki
arvostelleet Yhdysvaltojen ulkopolitiikkaa, jota on jo pitkään johtanut
neokonservatiiveiksi kutsuttu klikki. En ole varma, mistä sen valtakausi alkoi
mutta ainakin George W. Bushin valtakaudella kyseinen klikki johti
Yhdysvaltojen ulkopolitiikkaa. Tuona aikana Yhdysvallat oli maailmassa
käytännössä ainoa supervalta ja pystyi tekemään mitä tahtoi. Yhdysvaltojen
ulkopoliittiseen keinovalikoimaan kuului tuolloin hallinnon vaihtaminen
sotilaallisesti tai värivallankumouksella. Sotilaallista voimaa käytettiin
Irakissa ja Afganistanissa, kun taas entisen Neuvostoliiton alueella suosittiin
värivallankumouksia, jotka toteutettiin ainakin Ukrainassa (kahdesti) ja
Georgiassa. Norman Eisen -niminen henkilö, joka edelleen vaikuttaa
Yhdysvaltojen ulkopolitiikassa jopa oli mukana kirjoittamassa <a href="https://www.brookings.edu/wp-content/uploads/2019/11/The-Democracy-Playbook_Preventing-and-Reversing-Democratic-Backsliding.pdf">värivallankumouksen
käsikirjaa</a>.<span style="mso-spacerun: yes;"> </span>Värivallankumouksen
tarkoituksena oli saada kohdemaahan länsimaille myötämielinen hallinto. Tässä
tavoitteessa onnistuttiinkin, mutta tulokset eivät aina olleet kovin kestäviä,
koska Venäjä ymmärsi nopeasti, mitä näillä värivallankumouksilla tavoiteltiin.</p>
<p class="MsoNormal">Jos palataan Vlad Vexleriin, hän julkaisi yllättäen videon,
jonka ”kansikuvassa olivat Jeffrey Sachs, Noam Chomsky ja Glen Greenwald. Kuvan
alla oli teksti Appeasers. Videon otsikossa luvataan kertoa, miten Putin
huijasi länsimaista vasemmistoa.</p>
<p class="MsoNormal">Tätä huijausväitettä en allekirjoita. Länsimaisen
sodanvastaisen vasemmiston kritiikin kohde on aina Yhdysvallat. Vastapuolen
teoista ei yleensä piitata,kun kritisoidaan Yhdysvaltojen ulkopolitiiikkaa,
ellei Yhdysvaltoja jotenkin voi yhdistää vastapuolen tekemisiin. Kyseessä on
siis tyyppivika. Tämä ei tarkoita, että vasemmiston kritiikki pitäisi jättää
huomiotta tai että se olisi typerää. Vasemmistolaiset ovat joskus oikeassa,
kuten silloin, kun he vastustivat Irakin sotaa.</p>
<p class="MsoNormal">Vexler moittii näitä kriitikoita Amerikkka-keskeisyydestä.
Kuten sanoin, tämä on tyyppivika, jota ei voi korjata. Myös kohdeyleisön
kiinnostus Putinia ja hänen imperialismiaan kohtaan on vähäinen. Putin
kiinnosti amerikkalaista yleisöä vain sen ajan, kun hänen väitettiin olleen
Donald Trumpin taustavoima.</p>
<p class="MsoNormal"><span style="mso-spacerun: yes;"> </span>Vexler jättää
kertomatta Yhdysvaltojen oikeiston kritiikistä, joka on osittain samanlaista
mutta keskittyy enemmän taloudellisiin seikkoihin. Amerikkalainen veronmaksaja
nimittäin rahoittaa sekä Ukrainan sotimista että Ukrainan valtiota. Tämä raha
on pois amerikkalaisten tarpeista. Hallinto on kuitenkin pystynyt toistaiseksi
jatkamaan Ukrainan tukemista. Vaatimukset sodan lopettamista olisivat varmasti
voimakkaampia, jos amerikkalaisia sotilaita tuotaisiin kotiin sinkkiarkuissa.</p>
<p class="MsoNormal">On myös toisenlaista kritiikkiä, jonka mukaan Venäjä ajetaan
Kiinan syliin, jos Yhdysvallat sotii sitä vastaan.</p>
<p class="MsoNormal">Jos palataan Vlad Vexleriin, hän kyllä tajuaa erinomaisesti
vasemmistolaisen ulkopolitiikan arvostelun luonteen. Imperialismia on vain
Yhdysvaltojen imperialismi. Venäjän imperialismia ei lasketa.</p>
<p class="MsoNormal">Toisaalta pitää myös kysyä, onko Vladimir Putin imperialisti
eli pyrkiikö hän laajentamaan Venäjän valtakuntaa. Tässä lopullinen totuus on
vielä kertomatta. Tässä vaiheessa näyttää, että Venäjä olisi liittämässä lisää
alueita Ukrainasta itseensä eli kasvattamassa imperiumia.</p>
<p class="MsoNormal">Venäjän historiassa moinen ei ole mitenkään
poikkeuksellista. Kysyä pitää myös, onko Putinin toimet Ukrainassa
poikkeuksellisen häikäilemättömiä. Luultavasti eivät ole. Itse asiassa voi
väittää, että kuka tahansa Venäjän johtaja olisi toiminut Ukrainan suhteen
samalla tavalla. Pekka Visurin muistelmissa oli kohta, jossa Saksan silloinen
liittkansleri Helmut Kohl kysyi Gorbatshovilta, mitä tapahtuisi, jos Ukraina
jättäisi IVY:n (Itsenäisten valtioiden yhteisö) Gorbatshov vastasi, että
Venäjän täytyisi ottaa Krim ja ”Donin teollisuusalue”<span style="mso-spacerun: yes;"> </span>itselleen. Donin teollisuusalueella hän
tarkoittaa Donbassia.</p>
<p class="MsoNormal">Tästä ei pidä tehdä johtopäätöstä, jonka mukaan kyseiset
alueet kuuluvat<span style="mso-spacerun: yes;"> </span>itsestään selvästi
Venäjälle. Venäjällä tosin in intresseissä saada nämä alueet itselleen.</p>
<p class="MsoNormal">Vlad Vexleristä kertoo pelkästään hyvää se, että hän ei
lyttää vasemmistolaisia kriitikoita maan rakoon.</p>
<p class="MsoNormal">Videon loppupuolella hän varoittaa tilanteessa, jossa
Venäjän hiipuva imperiumi saa Ukrainan anneksoinnista lisää virtaa.</p>
<p class="MsoNormal">Yhdysvaltoja hän ei demonisoi. Hänen mukaansa kaikki
imperiumit eivät ole pelkästään pahoja. Yhdysvaltojen ”imperiumin voimaa
tarvitaan Vladimir Putinin hyökkäyksen torjumiseksi”</p>
<p class="MsoNormal">Venäjän nihilistisestä imperialismista ei voi sanoa samaa.
Sillä ei Vexlerin mukaan ole hyviä puolia.</p>
<p class="MsoNormal">Jos kysyy Venäjän imperialismista sen uhreiksi joutuneiden
kansakuntien edustajilta, suurin osa on samaa mieltä etenkin, jos ajasta
Venäjän imperiumin osana on lyhyt aika tai imperiumin osana olemiseen liittyy
käsittämättömiä raakuuksia.</p>
<p class="MsoNormal">Nato voi olla ajastaan jäljessä oleva pahasti puutteellinen
organisaatio, mutta moni Itä-Euroopan maa ei välttämättä olisi itsenäinen
valtio ilman sitä.</p>
<p class="MsoNormal">Lopuksi puutun vielä Jeffrey Sachsiin, joka on sanonut, että
Gorbatshoville<span style="mso-spacerun: yes;"> </span>sanottiin, että Nato ei
laajenisi itään ja että tästä olisi olemassa sopimus. Vaikka sopimus olisikin,
se on jo maahan kaatunutta maitoa eikä sen perään<span style="mso-spacerun: yes;"> </span>kannata haikailla. On pelkkää spekulointia
arvella, että sen avulla Venäjän ja lännen suhteet olisivat ratkaisevasti
paremmat tänä päivänä. Sachs oli kuitenkin aikanaan paikan päällä, mikä
osaltaan helpottaa spekulointia siitä, olisivatko asiat voineet mennä toisin.</p>
<p class="MsoNormal"> </p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com10tag:blogger.com,1999:blog-25956457.post-34280579719736354022023-08-14T21:44:00.003+03:002023-08-15T20:36:25.367+03:00Onko Yhdysvallat jo banaanivaltio?<p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
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<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
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<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
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<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
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</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi76KkzgTj6LD_wji0Yvd9VRMWJo3B2-n59dKqnNHiC5KBk1eSZHLXw1936AT7aMyU_oMFz5hUcE1tffIG5h3HjRohUWftFCj6XSyXB0eQEUiF7m7ggQ-wvSKEtVbc0TFIV-yHsuxQ1D14P3x0kZuxgPHCokEYdKq9iS8AbFBx340GxcND08Bk/s250/Trumppi.PNG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="250" data-original-width="207" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi76KkzgTj6LD_wji0Yvd9VRMWJo3B2-n59dKqnNHiC5KBk1eSZHLXw1936AT7aMyU_oMFz5hUcE1tffIG5h3HjRohUWftFCj6XSyXB0eQEUiF7m7ggQ-wvSKEtVbc0TFIV-yHsuxQ1D14P3x0kZuxgPHCokEYdKq9iS8AbFBx340GxcND08Bk/s1600/Trumppi.PNG" width="207" /></a></div><br />Olen jonkin verran kuunnellut amerikkalaisia näkemyksiä
Donald Trumpin saamista syytteistä. Näiden perusteella sanon, että syytteissä
on hyvin vähän tai ei lainkaan substanssia mutta paljon luovaa lainkäyttöä,
jossa tiettyyn tarkoitukseen luotua pykälää käytetään eri tarkoitukseen, kuin
pykälä on tarkoitettu. Tällaisesta voi saada tuomion alemmissa oikeusasteissa,
jos tuomari on myötämielinen mutta tuomio tuskin kestää vetoomustuomioistuinta.
Tuomio hylätään viimeistään Korkeimmassa oikeudessa. Yhteistä monille
syytekohdille on se, että niissä Perustuslain 1. lisäyksen sisälle mahtuvista
lausumista on luovalla lainkäytöllä tehty rikoksia.<p></p>
<p class="MsoNormal">Vaikka Trump tuomittaisiin jostain syytteestä, tämä tuskin
estää hänen presidenttiehdokkuuttaan. On olemassa vain yksi syyte, joka voi
näin tehdä eli syyte valtionvastaisesta salaliitosta (Seditious
conspiracy).<span style="mso-spacerun: yes;"> </span>Pelkästään vankilaan
joutuminen ei estä ehdokkuutta. Yhdysvalloissa on jo ennakkotapaus tällaiselle.<span style="mso-spacerun: yes;"> </span><a href="https://en.wikipedia.org/wiki/Eugene_V._Debs">Eugene V. Debs</a> oli
sosialistipuolueen ehdokaana presidentin vaalissa vuonna 1920, jolloin hän sai
yli 900 000 ääntä, mikä ei tosin riittänyt yhteenkään valitsijamieheen.</p>
<p class="MsoNormal">Donald Trumpin vankilaan joutumiseen liittyy kuitenkin
ongelmia. Trump on entinen presidentti, joten Secret Service vastaa hänen
turvallisuudestaan eikä se salli entisen presidentin istuvan vankilassa
rikollisten keskuudessa.</p>
<p class="MsoNormal"><b>Alvin Bragg</b></p>
<p class="MsoNormal">Alvin Bragg on Manhattanin piirisyyttäjä, joka nosti
syytteen Trumpia vastaan kirjanpitorikoksesta. Strippari Stormy Danielsille
maksettu palkkio vaikenemisesta veloitettiin Trumpin asianaja Michael Cohenin
tililtä, mutta merkittiin kirjanpidossa Trumpin organisaatiolle.</p>
<p class="MsoNormal"><b>Salaiset asiakirjat</b></p>
<p class="MsoNormal">Donald Trumpin kotiin Mar al Lagossa tehtiin ratsia, kun
Deep State epäili Trumpin säilyttävän salaiseksi luokiteltuja asiakirjoja
kodissaan.</p>
<p class="MsoNormal">Presidenttikauden aikaisia asiakirjoja säätelee laki nimeltä
Presidential Records Act. Siinä säädellään, miten Presidentti ja
Kansallisarkisto hallinnoivat presidenttikauden aikaisia asiakirjoja ja
varmistavat, että presidenttikauden aikaiset asiakirjat päätyvät kansallisarkistoon.
Kyseessä ei ole rikospykäkä eli lain rikkomisesta ei ole säädetty rangaistusta.</p>
<p class="MsoNormal">Trumpin syyttäminen salaisten asiakirjojen huolimattoman
käsittelyn perusteella muuttui kyseenalaiseksi viimeistään siinä vaiheessa, kun
<span style="mso-spacerun: yes;"> </span>Presidentti Bidenin hallinnoimista
tiloista löytyi salaisia asiakirjoja Bidenin varapresidenttikaudelta. Asiakirjoja
löytyi Penn Biden Centeristä Pennsylvanian yliopistosta ja Bidenien
autotallista. Todettakoon, että varapresidentillä ei ole oikeutta muuttaa
asiakirjan statusta salaisesta avoimeksi. </p>
<p class="MsoNormal">Jokus saattaa muistaa myös Hillary Clintonin ja tämän yksityisen
sähköpostipalvelimen, joka sislsi salaiseksi luokiteltuja asiakirjoja. Nämä
levisivät myöhemmin Clintonin avustaja Huma Abedinin tietokoneelle ja tämän aviopuoliso
Anthony Weinerin läppärille.</p>
<p class="MsoNormal">Myös Trumpin kauden varapresidentti<span style="mso-spacerun: yes;"> </span>Mike Pencen hallusta löytyi salaisiksi
luokiteltuja asiakirjoja. </p>
<p class="MsoNormal">Presidentin vastuulla on erottaa omat henkilökohtaiset
asiakirjat arkistoitavista. Presidentti päättää toimikautensa aikana, mitkä
asiakirjat luokitellaan salaisiksi ja mitkä eivät. </p>
<p class="MsoNormal">Trumpia syytetään siitä, että hän olisi näyttänyt salaiseksi
luokitellun asiakirjan vieraalleen Mar al Lagossa. Tästä syystä Deep State
syyttää Trumpia <a href="https://fi.wikipedia.org/wiki/Espionage_Act">vakoilupykälän
kautta</a>. Kyseinen pykälä tuli lainsäädäntöön vuonna 1917 sen jälkeen, kun
Yhdysvallat oli liittynyt Ensimmäiseen maailmansotaan.</p>
<p class="MsoNormal">Eugene V. Debs, joka siis oli vankilassa presidentinvaalin
aikana ja sai tuomionsa aikana ääniä, tuomittiin vakoilupykälän perusteella. Debs
vastusti Yhdysvaltojen liittymistä Ensimmäiseen maailmansotaan, mikä tuolloin
vuonna 1917 tulkittiin Yhdysvaltojen asevoimien häirinnäksi.</p>
<p class="MsoNormal">Pykälä vaikuttaa siis kaukaa haetulta. On melko absurdia
syyttää entistä presidenttiä vakoilusta, mutta näin on pakko tehdä, koska
lainopillinen akrobatia niin vaatii.</p>
<p class="MsoNormal"><b>Tammikuun 6. päivän syytteet</b>.</p>
<p class="MsoNormal">Toistaiseksi viimeisimmät Trumpille luetut syytteet koskevat
Tammikuun 6. päivän 2021 tapahtumia. </p>
<p class="MsoNormal">Näissäkin syytteissä käytetään luovaa lainkäyttöä eli käytettävät
pykälät ovat peräisin Ku Klux Klanin jäsenten syyttämisestä. Lisäksi mukana on
Enron-energiayhtiön oikeudenkäynnissä käytetty pykälä, joka koski asiakirjojen
tuhoamista.<span style="mso-spacerun: yes;"> </span>Trumpia syytetään virallisen
toimituksen asiattomasta häiritsemisestä.</p>
<p class="MsoNormal">Tammikuun<span style="mso-spacerun: yes;"> </span>6. päivän
syytteissä on kyse siitä, ovatko Trumpin yritykset kumota vaalin tulos siten,
että hänestä itsestään olisi tullut voittaja, rikollisia. On erittäin todennäköistä,
että Trump vilpittömästi uskoi, että hän oli todellisuudessa voittanut vaalit
ja vaalivoitto oli riistetty häneltä vilpillisesti. Hänen toimissaan sen
jälkeen ei ole mitään historiallisesti poikkeuksellista. Vaihtoehtoisia
valitsijamiehiä on lähetety paikalle ennenkin eikä se ole kiellettyä. Trumpin
puheet vilpillisistä vaaleista ovat hänen mielipiteitään ja hänellä on oikeus
ilmaista ne, vaikka ne eivät olisikaan objektiivisesti totta.</p>
<p class="MsoNormal">Trumpin kannalta on ikävintä, että Tammikuun 6. päivää
koskeva oikeudenkäynti pidetään Washington DC:ssä, jossa Trumpin on käytännössä
mahdotonta saada reilua oikeudenkäyntiä. Tuomari on Barack Obaman nimittämä
jamaikalaissyntyinen kommunisti Tanya Chutkan.<span style="mso-spacerun: yes;">
</span>Todettakoon, että Washington DC:n vankiloissa on edelleen useita vuosia
Tammikuun 6. <span style="mso-spacerun: yes;"> </span>päivän jälkeen ihmisiäa
odottamassa oikeudenkäyntiä. </p>
<p class="MsoNormal">Trumpille toistaiseksi annetut syytteet eivät estä
pyrkimistä presidentiksi. Presidenttiyden estää ainoastaan läpi mennyt syyte
kapinasta (seditious conspiracy) On epätodennäköistä, että tuo pykälä voidaan
näyttää Trumpin kohdalla toteen. Jos Trump tarjosi kansalliskaartia
helpottamaan järjestyksenpitoa Tammikuun 6.päivänä, hän tuskin oli tekemässä
kapinaa. Jos mielenosoittajat olisivat oikeasti olleet kumoamassa laillista järjestystä,
he olisivat ottaneet aseet mukaansa. </p>
<p class="MsoNormal">Itse ennustan, että syyte kapinasta tullaan vielä lisäämään
syytteisiin, vaikka se olisi kuinka hankalaa saada läpi.</p>
<p class="MsoNormal">Viides syyte Trumpille on tulossa Georgian osavaltiosta,
jossa Trumpia vastaan käytetään <a href="https://en.wikipedia.org/wiki/Racketeer_Influenced_and_Corrupt_Organizations_Act">järjestäytynyttä
rikollisuutta varten säädetttyä pykälää</a> <span style="mso-spacerun: yes;"> </span>Syytettä ei vielä ole luettu. Jos Trump
tuomitaan kyseisestä syytekohdasta, hän ei voi armahtaa siitä itseään, jos
hänet valitaan presidentiksi sen jälkeen, kun hänet on tuomittu syytteeestä.
Liittovaltion tuomioista presidentti voi armahtaa itsensä.</p>
<p class="MsoNormal">Miten syytteisiin tulisi suhtautua?</p>
<p class="MsoNormal">Itse olen sitä mieltä, että syytteet ovat puhtaasti poliittisia
ja niiden päätarkoitus on estää Donald Trumpin pääsy presidentiksi<span style="mso-spacerun: yes;"> </span>käyttäen oikeudenkäyntejä aseena. Oikeudenkäynnit
hidastavat tai jopa estävät Donald Trumpia käymästä vaalikampanjaa, eli
kyseessä on vaalien häirintä. Trumpin kohdalla kyseessä ei ole ainutkertainen
tapahtuma. Hillary Clintonin kampanja käynnisti lokaoperaation, jossa Trumpia
syytettiin Venäjän agentiksi. Todisteita ei ollut Clintonin kampanjan sepittämiä
tarinoita lukuun ottamatta. Tästä huolimatta FBI käynnisti sepitteistä
vastavakoilututkinnan.</p>
<p class="MsoNormal">Voidaan perustellusti väittää, että Trumpin oikeudenkäyntejä
ei olisi olemassakaan, jos hän olisi luopunut pyrkimyksestään päästä
presidentiksi ja jäänyt Mar al Lagoon pelaamaan golfia. Järjestelmä on ensin
löytänyt syyllisen ja yrittää nyt löytää sopivan rikoksen, jonka liittää
syylliseksi määritetyn syntilistaan.</p>
<p class="MsoNormal">Bidenin hallinto ja sen johtama oikeusministeriö ovat
vastuussa syytekampanjasta, jonka ainoa tavoite on estää Donald Trumpin pääsy
presidentiksi lähes keinolla millä hyvänsä. Yhdysvaltojen historiassa on nähty
poliittisia murhia ja sellainen ei ole poissuljettu vaihtoehto Trumpin
tapauksessa.</p>
<p class="MsoNormal">Presidentinvaaliin on Demokraattien puolelta ilmoittautunut
jo mies, joka tietää kokemuksen perusteella, mitä poliittinen murha tarkoittaa.
Robert Kennedy Juniorin isä ja setä saivat surmansa salamurhaajan luodista.</p>
<p class="MsoNormal">Donald Trump on juuri nyt mielipidetiedustelujen perusteella
Republikaanien selvästi suosituin ehdokas. Jos Trump passitetaan vankilaan tai
hänen ehdokkuutensa estetään, seuraukset voivat olla arvaamattomat. Kyse on
nimittäin siitä, että istuvan presidentin, jonka avoin korruptio saa monet
voimaan pahoin, yrittää estää poliittisen vastustajan ehdokkuuden vaaleissa ja
passittaa poliittisen vastustajan vankilaan kärsimään tuomiota, joka mahdollisesti
kestää tämän loppuelämän ajan.</p>
<p class="MsoNormal">Nähdyn kaltainen toiminta ei ole kunniaksi länsimaiselle
oikeusvaltiolle, jollainen Yhdysvallat väittää olevansa. Vladimir Putinin
poliittinen vastustaja Aleksei Navalny sai luultavasti äskettäin pienemmän tuomion,
kuin se joka odottaa Donald Trumpia kaikkien oikeudenkäyntien jälkeen.</p>
<p class="MsoNormal">Itse ulkopuolisena näen Yhdysvaltojen oikeusjärjestelmän
arvaamattomana, sattumanvaraisena, vaikeasti ennakoitavana ja alttiina
poliittiselle manipuloinnille.</p>
<p class="MsoNormal">Yhdysvallat on muuttumassa banaanivaltioksi. Poliisivaltio
on jo toiminnassa ja poliittisia tuomiota jakava oikeusjärjestelmä on sekin jo
löytänyt paikkansa.</p><p class="MsoNormal">Lisäys15.8.2023</p><p class="MsoNormal">Georgian syytekirjelmä julkaistiin sähläilyjen jälkeen, kun kirjelmä ensin julkaistiin ennen syytteen lukua.</p><p class="MsoNormal">Georgian syytteen tarkoitus on selvä. Koska kyseessä on osavaltiotason oikeudenkäynti, jossa armahtaminen on hankalaa, tuomion tarkoituksena on viedä Trumpilta kallista kampanja-aikaa jopa niin paljon, että ehdokkuus ei onnistuisi.</p><p class="MsoNormal">Sen verran syytekirjelmää katselin, että näin sen olevan täysin tekaistu ja perusteeton. Georkian syytekirjelmässä käytettiin järjestäytyneen rikollisuuden torjuntaan tarkoitettua Rico-asetusta. Niinpä trumpin ja hänen avustajiensa toimenpiteet alkaen jopa tv:n avaamisesta esitettiin tahattoman koomisena sarjana salaliittoaskeleita.</p><p class="MsoNormal">Se, että syytekikirjelmä on hölynpölyä ei kuitenkaan tarkoita, etteikö tuomiota tulisi.</p><p class="MsoNormal">Kun luki Georgian syytekirjelmän, ymmäri, että koko oikeudenkäyntien sarja on mietitty tarkkaan etukäteen. Tavoitteena ei ole saada aikaiseksi pitäviä tuomioita vaan sitoa Donald Trump kalliisiin ja asiallisesti turhiin oikeudenkäynteihin, joiden tarkoitus on lähinnä viedä aikaa. Kyseessä on monella tapaa oikeuden irvikuva. </p><p class="MsoNormal">Lisäys 2: Ihmettelin joskus aikanaan, miksi George Soros satsasi paljon rahaa piirisyyttäjän vaaleihin. Sorosin suosimat ehdokkaato olivat järjestään suopeita ammatti- ja taparikollisille ja he edustivat poliittisen kentän äärimmäistä vasenta laitaa. Enää en ihmettele, miksi Soros näin teki.</p><p class="MsoNormal">Lisäys 3: Glenn Greenwald luonnehti nykyajan ilmiötä seuraavasti:</p><p class="MsoNormal">Sit mukaa, kun kansalaiset enenevässä määrin halveksivat uusliberaalia eliittiä eivätkä näin ollen kykene kontrolloimaan vaalitulosta, suosittuja johtajia kielletään yhä useammin osallistumasta poliittiseen prosessiin ja kieltämisestä on tullut keino "pelastaa demokratia" Kiellettyjä ehdokkaita ovat erityisesti ne, joista äänestäjät eniten pitävät.</p><p class="MsoNormal">Kun katsoo Yhdysvaltojen tulevaa presidentinvaalia, siinä on kaksi ehdokasta, joista äänestäjät pitävät eli Donald Trump ja Robert Kennedy Junior. Kumpaakaan ei tulla valitsemaan presidentiksi.<br /></p>
<p class="MsoNormal"> </p>
<p> </p>Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com7tag:blogger.com,1999:blog-25956457.post-70954484630837448672023-08-06T11:19:00.002+03:002023-08-06T11:19:46.858+03:00Bidenin perhe ja korruptio<p><!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvRZZ1Y81I4k8VrF3HodhSj326XufDPcDS4AMBPMY2McU6UR0wFmYmJoiqxr0dRoz6PBYhM_QA8K9qU6EzWfPAzW7iXlPzkZqgJWPddvrPaz9I65CbZvaVPYMh8MgGncgRBs4mRfydO0P1KIe2BvppRLaVDCw6z605G4YGJfhcE4vVOXACSJk/s271/Huntba.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="271" data-original-width="181" height="271" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgvRZZ1Y81I4k8VrF3HodhSj326XufDPcDS4AMBPMY2McU6UR0wFmYmJoiqxr0dRoz6PBYhM_QA8K9qU6EzWfPAzW7iXlPzkZqgJWPddvrPaz9I65CbZvaVPYMh8MgGncgRBs4mRfydO0P1KIe2BvppRLaVDCw6z605G4YGJfhcE4vVOXACSJk/s1600/Huntba.PNG" width="181" /></a></div><br />Kirjoitan nyt Bidenin rikollisperheestä, koska suomalainen
valtamedia ei siitä kirjoita vaan käsittelee mieluummin pelkästään entisen
presidentin<span style="mso-spacerun: yes;"> </span>rikossyytteitä, jotka ovat
lähinnä seurausta oikeusministeriön käymästä oikeudellisesta sodankäynnistä
entistä presidenttiä vastaan. Oikeuden kanssa Trumpin saamilla syytteillä on
vain vähän tekemistä vaan tarkoituksena on estää Trumpin ehdokkuus
presidentinvaalissa. Trumpia koskevia syytteitä käytetään myös viemään huomio pois
presidentti Joe Bidenin perheen korruptiosta, joka on Demokraateilla vakava
poliittinen rasite.<p></p>
<p class="MsoNormal">Joe Bidenin ja Hunter Bidenin<span style="mso-spacerun: yes;"> </span>korruptiosta suomalainen valtamedia ei
raportoi käytännössä lainkaan. Tämä taas johtuu siitä, että suomalaisen
valtamedian pääasialliset lähteet Yhdysvalloissa mielellään vaikenevat Bidenien
korruptiosta, koska nämä lähteet eivät raportoi mistään, joka voisi olla
Demokraateille vahingollista.</p>
<p class="MsoNormal"><b>Korruption alku</b></p>
<p class="MsoNormal">Bideneilla korruptio, joka perustuu Joe Bidenin tarjoamiin
poliittisiin palveluksiin, on perheen liiketoimintaa. <a href="https://nypost.com/2020/01/18/how-five-members-of-joe-bidens-family-got-rich-through-his-connections/">Tietääkseni
ensimmäisen kerran Bidenin perhe pääsi saaliinjaolle</a>, kun Irakin
jälleenrakennus tuli ajankohtaiseksi. Tätä ennen Joe Biden oli valittu
varapresidentiksi presidentti Barack Obaman hallintoon.</p>
<p class="MsoNormal">Hillstone international oli rakennusyhtiä, jonka omistaja
Kevin Justice oli kotoisin Delawaren osavaltiosta ja oli Bidenien perheystävä.</p>
<p class="MsoNormal">Joe Bidenin pikkuveli James värvättiin Hillstone
International -yhtiöön varatoimitusjohtajaksi, vaikka hänellä ei ollut lainkaan
kokemusta rakennusalasta, mutta tällä ei tuntunut olevan merkitystä
Hillstonelle.</p>
<p class="MsoNormal">James Biden meni töihin Hillstonelle sen jälkeen, kun yhtiö
oli voittanut suuren urakan Irakissa. Kuusi kuukautta myöhemmin Hillstone
ilmoitti sopimuksesta rakentaa 100 000 kotia. Kyseessä oli osa 35
miljardin projektia, josta vastasi eteläkorealainen TRAC Development -yhtiö.</p>
<p class="MsoNormal"><b>Ukraina ja Burisma</b></p>
<p class="MsoNormal">Bidenien tunnetuin korruptiotapaus liittyy kuitenkin
Ukrainaan. Tämä tapaus kuvaa hyvin Bidenien toimintatapaa.</p>
<p class="MsoNormal">Amerikkalaisessa julkisuudessa alkujaan korostettiin, kuinka
Hunter Biden pääsi mukaan ukrainalaisen kaasuyhtiö Burisman johtokuntaan.
Hunterilla ei ennestään ollut minkäänlaista energia-alan kokemusta, mutta
Burisma maksoi hänelle siitä huolimatta arviolta miljoonan dollarin
vuosipalkkaa ilman työvelvoitetta.</p>
<p class="MsoNormal">Tai olihan Hunterilla myytävää. Hunter kauppasi
asiakkailleen pääsyä isänsä Joe Bidenin puheille. Joe Biden toteutti<span style="mso-spacerun: yes;"> </span>sen jälkeen Hunterin asiakkaan eli Burisman
toivoman poliittisen palveluksen. Tämä taas oli mahdollista, koska
Yhdysvaltojen presidenttinä vuonna 2014 toiminut Barack Obama oli nimittänyt
Joe Bidenin edustajakseen Ukrainassa. Noihin aikoihin aiempi presidentti Leonid
Janukovitsh oli syrjäytetty ja lähtenyt maanpakoon. Uudeksi presidentiksi
valittiin Petro Poroshenko.</p>
<p class="MsoNormal">Joe ja Hunter Bidenin asiakas eli kaasuyhtiö Burisma oli
vaikeuksissa, koska Ukrainan Valtakunnansyyttäjä Viktor Shokin halusi tutkia
yhtiön korruptiota. Burisma oli palkannut Hunter Bidenin johtokuntaansa ja Joe
Bidenin tarkoituksena oli saada Valtakunnan syyttäjä pois Burisman kimpusta. </p>
<p class="MsoNormal">Bidenin Ukrainan matkan aikana oli myös tarkoitus myöntää
Ukrainalle miljardin dollarin lainatakuut. Sen sijaan, että Obaman edustajana
toiminut Joe Biden olisi myöntänyt lainatakuut ilman ennakkoehtoja, Biden
ilmoitti, että Valtakunnansyyttäjä Shokin on erotettava virastaan ehtona
lainatakuiden saamiseksi. <a href="https://www.youtube.com/watch?v=7lA3oOo1oZc">Oheisella
New York Postin julkaisemalla videolla</a> presidentti Poroshenko kertoo Joe
Bidenille erottaneensa Shokinin. Samalla hän kuitenkin toteaa, että Shokin ei
ollut tehnyt mitään väärää. Joe Biden puolestaan ilmoittaa, että esteitä
lainatakuiden myöntämiselle ei enää ole, ja sopimus voidaan allekirjoittaa.</p>
<p class="MsoNormal">Palattuaan kotimaahansa Biden ei suinkaan häpeillyt tekojaan
<a href="https://www.youtube.com/watch?v=UXA--dj2-CY&pp=ygUdam9lIGJpZGVuIGJyYWdzIGFib3V0IHVrcmFpbmU%3D">vaan
avoimesti kerskaili, kuinkä hän oli erotuttanut valtakunnansyyttäjän ehtona
lainatakuiden myöntämiselle</a>.</p>
<p class="MsoNormal"><b>Venäjä</b></p>
<p class="MsoNormal">Kun Yhdysvaltojen ja Venäjän välit huononivat vuoden 2014
tapahtumien seurauksena, jotkut rikkaat oligarkit olivat valmiita maksamaan,
jotta eivät joutuisi pakotelistalle. Yksit tällainen oli <a href="https://fi.wikipedia.org/wiki/Jelena_Baturina">Jelena Baturina</a>, joka
omisti Inteko-rakennusyhtiön ja oli entisen Moskovan pormestari Juri Luzhkovin
ex-vaimo.</p>
<p class="MsoNormal">Hunter Bidenin liikekumppani <a href="https://nypost.com/2023/07/31/ex-hunter-biden-partner-devon-archer-arrives-for-house-deposition/">Devon
Archerin mukaan</a> Joe Biden oli mukana puhelussa, kun Baturina maksoi 3,5
miljoonaa dollaria Hunter Bideniin liitetylle pankkitilille ystävänpäivänä
vuonna 2014.</p>
<p class="MsoNormal">Kokonaisuudessaan <a href="https://nypost.com/2022/10/17/hunter-bidens-real-estate-firm-received-over-100m-from-russian-oligarch/">Baturinan
arvioidaan sijoittaneen 100 miljoonaa dollaria </a><span style="mso-spacerun: yes;"> </span>Hunter Bideniin yhdistettyyn kiinteistöfirma
Rosemont Realtyyn</p>
<p class="MsoNormal"><b>Kiina</b></p>
<p class="MsoNormal">Hunter Biden ja hänen liikekumppaninsa aloittivat
liiketoimiet kiinalaisen, kommunistista puoluetta lähellä olevan yhtiön kanssa.
Hunter Biden kertoi liittovaltiontuomioistuimelle, että heidän yhtiönsä <a href="https://www.foxnews.com/politics/hunter-biden-contradicts-dads-claim-nobody-family-made-money-china">sai
yhteensä noin 664 000 dollaria kiinalaiselta infrastruktuuri-investointeihin
erikoistuneelta yhtiöltä</a>.</p>
<p class="MsoNormal">Hunter Biden kertoi tuomioistuimelle, että hän perusti
yhtiön nimeltä Hudson West yhdessä liikekumppaninsa ja Kiinalaisen energiayhtiö
CEFC:n kanssa. CEFC:n johtaja Jianmin kuitenkin katosi ja liiketoimet loppuivat
siihe, kun Kiinan viranomaiset vangitsivat Yi Jianminin vuoden 2018
alkupuolella.</p>
<p class="MsoNormal">Bidenien liiketoimet<span style="mso-spacerun: yes;">
</span>kattoivat myös <a href="https://edition.cnn.com/2023/05/10/politics/comer-bank-records-biden-family-members-payments-foreign-entities/index.html">Romanian</a>
ja <a href="https://duckduckgo.com/?t=ffab&q=Hunter+Biden+kazakhstan&atb=v180-1&ia=web">Kazakhstanin</a></p>
<p class="MsoNormal">Presidentti Joe Biden väitti pitkään, että hänellä ei ollut mitään
tekemistä poikansa liiketoimien kanssa. Väite on täysin absurdi, kun ajattelee,
etä Hunterin liiketoimien olennainen osa oli pääsy Joe Bidenin puheille ja sitä
seuraava poliittinen palvelus. <a href="https://nypost.com/2022/04/04/hunter-biden-grand-jury-witness-was-asked-about-deal-with-chinese-firm-and-the-big-guy/">Joe
Biden otti myös oman siivunsa rahoista</a>. Tämä tieto paljastui jo silloin, kun
Hunter Bidenin tietokone ensimmäistä kertaa tuli julkisuuteen. Hunter Bidenin
liikekumppani Tony Bobulinski kertoi, että 10 prosenttia rahoista kuuluu ”Big
Guylle”, <a href="https://www.washingtonexaminer.com/news/hunter-biden-business-partner-says-big-guy-email-about-china-deal-is-genuine-and-refers-to-joe-biden">joka
siis on Joe Biden</a>.</p>
<p class="MsoNormal"><b>Rikokset</b></p>
<p class="MsoNormal">Kun Joe Bidenin poliittista vaikutusvaltaa on markkinoitu
ympäri maailmaa epämääräisille tahoille, siinä sivussa on syyllistytty
rikoksiin.</p>
<p class="MsoNormal">Palveluksista maksettiin rahat pankkeihin <a href="https://nypost.com/2023/05/10/how-the-bidens-used-shell-companies-to-enrich-themselves/">erilaisten
kuoriyhtiöiden tilille</a>. Näillä yhtiöilla ei ole mitään varsinaista
liiketoimintaa vaan ne toimivat lähinnä varallisuuden sijoituspaikkoina.</p>
<p class="MsoNormal">Hunter Biden teki omista rikoksistaan tuomiosopimuksen, joka
oli hänelle edullinen. Sopimus kuitenkin <a href="https://www.bbc.com/news/world-us-canada-66332875.amp">kaatui tuomioistuimessa</a>.
Sopimuksessa Hunter Biden velvoitettiin tunnustamaan kaksi verorikosta
vastineeksi ehdollisesta vankeustuomiosta. Sopimusta pidettiin yleisesti
lempeänä ja sellaisena, jota tuskin olisi tarjottu tavanomaiselle
veronkiertäjälle.<a href="https://www.businessinsider.com/hunter-biden-plea-deal-collapse-court-2023-7?op=1">Bidenin
tuomiosopimus kuitenkin kaatui tuomioistuimessa</a>.</p>
<p class="MsoNormal">Syynä tähän oli se, että puolustus oli ymmärtänut, että
Hunter Biden ei saisi enää lisässyytteitä (esim. ”FARA-rikkomus”<span style="mso-spacerun: yes;"> </span></p>
<p class="MsoNormal">Hunter Bidenia voitaisiin syyttää myös ns. ”FARA”-rikkomuksesta.<span style="mso-spacerun: yes;"> </span>Yhdysvalloissa ulkomaisen tahon puolesta
työskentelevän ”agentin” on rekisteriöidyttävä. Tästä on oma lakikin nimeltään <a href="https://en.wikipedia.org/wiki/Foreign_Agents_Registration_Act">Foreign
Agent Registration Act</a>. Yhdysvaltojen kansalainen saa edustaa ulkomaista
tahoa, mutta edustaminen edellyttää rekisteröitymistä Oikeusministeriössä.</p>
<p class="MsoNormal">Trumpin entinen kampanjapäällikkö Paul Manafort toimi aikanaan
ukrainalaisten tahojen lobbarina ja sai tästä erikoissyyttäjä Robert Muellerin
tutkinnassa 7,5 vuoden vankeustuomion. Manafort toimi Ukrainan presidentti
Leonid Janukovitshin ja hänen alueiden puolueensa hyväksi. Työt kuitenkin
loppuivat, kun Janukovitsh syrjäytettiin Maidanin jälkeisten tapahtumien
yhteydessä vuonna 2014. Manafortia syytettiin aikanaan liittovaltion
harhauttamisesta FARA-rekisteröinnin yhteydessä. </p>
<p class="MsoNormal"><b>Epäilyttävät toimenpiteet</b></p>
<p class="MsoNormal">Yhdysvalloissa ja muuallakin läntisessä maailmassa pankit
valvovat epäilyttäviä rahansiirtoa, joissa on todennäköisesti kyse rikoksesta.
Näin pankit suojelevat itseään syytteiltä rahanpesusta tai veronkierrosta. </p>
<p class="MsoNormal">Epäilyttävää transaktiota koskeva ilmoitus on nimeltään ”Suspicious
Activity” ”Report” eli ilmoitus epäilyttävästä tapahtumasta.</p>
<p class="MsoNormal">Bidenien perhe on saanut pankeilta yhteensä <a href="https://www.msn.com/en-us/news/politics/like-organized-crime-multiple-banks-blow-the-whistle-170-times-on-biden-family/ar-AA1ePFbF">170
raporttia epäilyttävästä toiminnasta</a>. Todettakoon, että epäilyttävä
toiminta itsessään ei ole todiste mistään rikoksesta.</p>
<p class="MsoNormal"><b>Virkasyyte Joe Bidenille</b></p>
<p class="MsoNormal">Republikaanien keskuudessa on puhuttu presidentti Joe
Bidenin virkasyytteestä (impeachment).</p>
<p class="MsoNormal">Edustajainhuoneessa Republikaanien äänet riittävät virkasyytteen
läpimenoon mutta eivät enää tuomioon Senaatissa.</p>
<p class="MsoNormal">Lisäksi on epäselvää, ovatko Joe Bidenin rikokset sellaisia,
joista voi nostaa virkasyytteen vai tekeekö Edustajainhuoneen
republikaanienemmistö mitä tahtoo.</p>
<p class="MsoNormal">Joe Bidenin teot tapahtuivat silloin, kun hän oli Barack
Obaman varapresidentti. Häntä ei syytetä presidentinvirassa tehdyistä teoista.</p>
<p class="MsoNormal">Virkasyyte olisi joka tapauksessa enemmän poliittista
teatteria kuin oikeudenkäyttöä. Donald Trump sai ensimmäisen virkasyytteensä
samasta teosta, jonka Joe Biden teki ja jolla hän julkisesti kerskaili. Trumpin
toinen virkasyyte tuli presidenttikauden jälkeen. </p>
<p class="MsoNormal">Nykyisessä tilanteessa, jossa<span style="mso-spacerun: yes;"> </span>Trump ei enää ole presidentti, häntä voidaan
syyttää kuten tavallista kansalaista. Bidenin kohdalla tilanne on toinen.
Hänestä pääsee eroon ennen kauden päättymistä vain virkasyytteen tai <a href="https://en.wikipedia.org/wiki/Twenty-fifth_Amendment_to_the_United_States_Constitution">perustuslain
25. lisäyksen</a> kautta.</p>
<p class="MsoNormal">Lopuksi vielä omituinen yksityiskohta</p>
<p class="MsoNormal">Bidenien toiminnasta on käynnissä tutkinta Kongressin edustajainhuoneessa.
Aina, kun tutkinta paljastaa uuttta tietoa, Donald Trump saa uusia syytteitä.
Tämä on jo tapahtunut niin usein, että se ei voi olla sattumaa. Donald Trumpin syytteistä
kirjoitan vähän myöhemmin.</p>
<p class="MsoNormal"> </p>
<p class="MsoNormal"> </p>
<p> </p>Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com8tag:blogger.com,1999:blog-25956457.post-63819316986951719622023-07-27T19:46:00.009+03:002023-07-27T19:48:32.299+03:00Essayah ja päiväkodin säännöt<p> <!--[if gte mso 9]><xml>
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</p><p class="MsoNormal"><img class="mw-file-element" data-file-height="1707" data-file-width="1280" height="235" src="https://upload.wikimedia.org/wikipedia/commons/thumb/b/b2/Sari-Essayah-01_%28cropped%29.jpg/220px-Sari-Essayah-01_%28cropped%29.jpg" width="176" />Petyin aiemmin Markku Jokisipilään. Nyt tänään petyn
poliitikkoon, jota olen aiemmin pitänyt jotakuinkin fiksuna ja asiallisena. MTV
Uutisten mukaan Kristillisdemokraattien puheenjohtaja Sari Essayah sanoo, että
ketään ei saa nimitellä natsiksi tai mustaksi säkiksi. Nämä nimittelyt eivät
oikein ole keskenään vertailukelpoisia. Ilmeisesti Essayah ei oikeasti ymmärrä,
mistä on kyse, kun<span style="mso-spacerun: yes;"> </span>puhutaan ”mustasta
säkistä”.<span style="mso-spacerun: yes;"> </span>En usko, että kukaan syytttää
asiaintilasta säkkiin puettua naista itseään, jos hänet on siihen pakotettu.
Säkillä tarkoitettaan tässä islamilaista kaapua kuten burkaa tai niqabia, jotka
molemmat peittävät käyttäjänsä kasvot kokonaan. Tällainen tarkoittaa
käytännössä, että jotkut ihmiset liikkuvat julkisilla paikoilla naamioituneina.
Kasvot kokonaan peittävän asusteen kieltämisestä on ollut puhetta monissa
maissa, joihin on kohdistunut maahanmuuttoa islamilaisista maista. Sveitsissä <a href="https://www.mtvuutiset.fi/artikkeli/burkakielto-lapi-kansanaanestyksessa-kasvojen-peittaminen-kielletaan-sveitsissa/8084566">burkakielto
meni läpi kansanäänestyksessä</a>.</p>
<p class="MsoNormal">Kasvot kokonaan peittävän kaavun pitäminen ei siis ole
mitenkään yleisesti hyväksyttyä kaikkialla. Itse asiassa kasvot kokonaan
peittävä kaapu ei kuulu länsimaiseen kulttuuriin.</p>
<p class="MsoNormal">Sitä, missä määrin kaavun pitäminen on vapaaehtoista ja
missä määrin pakotettua, on vaikea sanoa mitään.</p>
<p class="MsoNormal">Länsimaalaiselle, joka joutuu ympäristössään katsomaan
kasvot peittävään kaapuun pukeutuneiden naisten näkeminen voi olla hämmentävää
ja epämiellyttävää ja osoitus kulttuurin muuttumisesta huonoon suuntaan.</p>
<p class="MsoNormal">Se kertoo kulttuurista, jolla perheen ja suvun kunnia on
riippuvainen perheen naisten sukupuolisiveellisyydestä.</p>
<p class="MsoNormal">Kun puhutaan nimittelystä, mustan säkin kohdalla kyse ei ole
siitä vaan ”mustan säkin” arvostelun tulkitseminen nimittelyksi kertoo
ymmärtämättömyydestä. Jälleen kerran poliitikko on enemmän huolissaan siitä, miten sanotaa kuin se mistä asiassa on kyse.<br /></p>
<p class="MsoNormal">Valitettavasti Essayahin typeryys ei lopu tähän: ” Essayah
kertoo pitävänsä hyvänä, että "kaksoisviestintä" ja muut
mahdollisesti pinnan alla olleet asiat ovat nousseet Suomessa esille.
Kaksoisviestinnällä viitataan siihen, että esimerkiksi pienelle joukolle
äärioikeistoa ilmaistaan tukea symboleilla, joita suuri yleisö ei välttämättä
havaitse.”</p>
<p class="MsoNormal">Essayah kuvittelee, että ”kaksoisviestinnästä on oikeasti
jotakin todellista näyttöä eikä pelkästään sellaista, jonka toimittaja tai tutkija on
kehittänyt amerikkalaisten esikuvien pohjalta omassa päässään. On täysin
absurdia kuvitella, että Perussuomalaiset jotenkin hyötyisivät siitä, että he
lähettävät salaisia viestejä uusnatseille. </p>
<p class="MsoNormal">Essayahilla on selvästikin vaikeuksia erottaa tosiasiat
toimittajan sepitteestä.</p>
<p class="MsoNormal">Tosin Tuija Saresma, joka siis on tutkija, kirjoittaa
seuraavaa</p>
<p class="MsoNormal">”Perussuomalaisille on tyypillistä on rasistinen viestintä
ja kaksoisstrategia”.</p>
<p class="MsoNormal">Olen ollut mukana maahanmuuttokriittisessä liikkeessä melko
pitkään enkä ole koskaan havainnut mitään ”kaksoisstrategiaa”. Jos toimittajat
ja tutkijat tuollaiseen uskovat, se kertoo, että heillä on todella alhainen
käsitys Perussuomalaisten äänestäjistä. Äänestäjille ja jäsenille jaetaan
hardcore-kamaa ja muille pehmoviestintää. Vain elämästä vieraantunut tutkija
voi uskoa tuollaiseen.Tai ehkä kyse on siitä, että vasemmisto projisoi omia
väkivaltaisia toimintatapojaan muihin, kuten Yhdysvalloissa. Jos jotakin
kaksoisviestintää on olemassa, haluaisin kuulla siitä Perussuomalaisilta. En
ole kuullut kaksoistiviestinnästä mitään enkä ole sellaista havainnut.</p>
<p class="MsoNormal">Essayah myös paheksui natsiksi nimittelyä. Tämä on aivan
oikein tapauksissa, joissa kohde ei ole oikeasti natsi. Toisaalta hyvät tavat
eivät välttämättä edellytä, että oikeaa uusnatsia kutsutaan
kansallissosialistiksi.</p>
<p class="MsoNormal">Sana natsi tulee saksan kielen kansallissosialistia
tarkoittavasta sanasta. Sanalla natsi on myös muita käyttötarkoituksia, <a href="https://seura.fi/asiat/kuka-keksi-sanoa-natsi/">joita Seura-lehti tässä
esittelee</a>.</p>
<p class="MsoNormal">Puhekielessä jonkin alan yli-innokasta kiihkoilijaa
kutsutaan kyseisen alan ”natsiksi” kuten esimekiksi ”terveysnatsi” tai
”kielioppinatsi”.<span style="mso-spacerun: yes;"> </span>Tämä ei tarkoita, että
nimitellyllä henkilöllä olisi mitään kytköksiä natsismiin. </p>
<span face=""Calibri",sans-serif" style="font-size: 11pt; line-height: 105%; mso-ansi-language: FI; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Sen
sijaan, jos yritetään vihjailla, että joku henkilö olisi todellisuudessa natsi,
silloin pitää olla asiasta todisteet, koska muuten nimittely menee
kunnianloukkauksen puolelle. Valtamedian natsijahdin kohteeksi joutunut Vilhelm
Junnila ei ole mikään natsi ja hän olisi ainakin teoriassa nostaa
natsivihjailuista kunnianloukkauskanteen.</span>Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com5tag:blogger.com,1999:blog-25956457.post-80097315832723438032023-07-25T10:18:00.005+03:002023-07-25T10:39:26.356+03:00Perussuomalaiset, informaatio-operaatio ja rasismipuhe.<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqIft4Z4gvUAHiCEwV35LyUPXx4d82g9qP536i0pOvSBB5d5PawQ5uyN8lx8kgwpWt1Mn6PSFofXKMY3E1v0AD0538s-HuArfs-AjgvBsja95stDqfkkUIRttOQ5PjpsCptmZAe2e9fGboOa-Rsi3U4QA2NajpwDA9DmAeUWsdNvdZU1vZk2U/s286/mesimayra.PNG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="281" data-original-width="286" height="281" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqIft4Z4gvUAHiCEwV35LyUPXx4d82g9qP536i0pOvSBB5d5PawQ5uyN8lx8kgwpWt1Mn6PSFofXKMY3E1v0AD0538s-HuArfs-AjgvBsja95stDqfkkUIRttOQ5PjpsCptmZAe2e9fGboOa-Rsi3U4QA2NajpwDA9DmAeUWsdNvdZU1vZk2U/s1600/mesimayra.PNG" width="286" /></a></div><br /><!--[if gte mso 9]><xml>
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<p></p><p class="MsoNormal">Olin joskus saanut sellaisen kuvan, että Turun yliopiston
eduskuntatutkimuksen keskuksen johtaja kohtelisi julkisissa esiintymisissään
Perussuomalaisia reilusti. Kuva on viimeisimmän vasemmiston ja valtamedian informaatio-operaation
jäljiltä muuttunut.</p>
<p class="MsoNormal"><a href="https://www.hs.fi/politiikka/art-2000009735869.html">Jokisipilä
poseeraa Helsingin Sanomissa yhdessä<span style="mso-spacerun: yes;">
</span>Helsingin yliopiston politiikan tutkija Johanna Vuorelman kanssa.
Vuorelma on vastenmielinen rasismilla hurskastelija</a></p>
<p class="MsoNormal">Jos rasistisyytökset ja jatkuva rasismista keskustelu
auttaisivat jotakin, Suomi olisi paratiisi. Valitettavasti puhetta rasismista
on vuosikymmenten aikana ollut riittävästi ja joitakin tuloksia olisi jo nähty,
mikäli keskustelu olisi oikeasti hedelmällistä</p>
<p class="MsoNormal">Sen sijaan rasismi on työkalu, jolla vasemmisto, valtamedia
ja akateemiset tutkijat saavat esitellä omaa moraaliaan ja mollata niitä, jotka
oletettavasti ovat rasisteja.</p>
<p class="MsoNormal">Vuorelma toteaa:</p>
<p class="article-body"><span face=""Calibri",sans-serif"><span style="mso-spacerun: yes;"> </span>”Käynnissä ei ole Purra-kohu vaan laajempi
keskustelu siitä, millainen puolue perussuomalaiset on”, Helsingin yliopiston
politiikan tutkija </span><a href="https://www.hs.fi/haku/?query=Johanna%20Vuorelma"><span face=""Calibri",sans-serif">Johanna Vuorelma</span></a><span face=""Calibri",sans-serif">
arvioi. </span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Vuorelman
mukaan perussuomalaisten poliittiseen retoriikkaan on hallitustaipaleen alkuun
saakka kuulunut rasistista kieltä ja syrjivää puhetta. Käynnissä oleva
keskustelu määrittelee hänen mukaansa sitä, pidetäänkö tällaista kieltä
suomalaisessa politiikassa hyväksyttävänä vai ei.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Vuorelma
käyttää lauseessaan huonosti määriteltyjä käsitteitä kuten ”rasistinen kieli”
ja ”syrjivä puhe”. Niin kauan, kun ollaan näin epämääräisellä tasolla,
keskustelu on turhaa, koska tutkijan omassa päässään kehittämät käsitteet eivät
ole täsmällisiä ja yleisesti tunnettuja.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Mitä tulee
Purran 15 vuotta vanhoihin puheisiin, Purra ei ollut silloin mukana
politiikassa eikä ollut missään poliittisessa luottamustehtävässä. </span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Se, että
Jokisipilä lähtee mukaan Vuorelman rasismiläppään ei kerro hänen kehityksestään
hyvää. Hänen pitäisi olla tarpeeksi fiksu, jotta hän ymmärtäisi, että
”rasismipuheessa” (Huom! Itse keksimäni käsite) ei ole tarkoituksena pyrkiä
totuuteen vaan kyse on yleensä pelkästään oletetun rasistin julkisesta häpäisemisestä.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Jokisipilä
analysoi jonkin verran persujen rasismikäsitystä:</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">”Perussuomalaisilla
rasismin raja vaikuttaa menevän jossain rikoslain kieppeillä. Silloin, kun
ihminen on saanut tuomion kiihottamisesta kansanryhmää vastaan, on ihan
oikeutettua kutsua rasistiksi, mutta jos ei tuomiota ole, silloin selkeän
määritelmän löytäminen menee monimutkaiseksi”</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Jokisipilä
keksi yllä olevan lauseen omasta päästään.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Rasismi
tarkoittaa rotuun perustuvaa syrjintää. Jossain välissä tämä aiemmin
vakiintunut käsite on menettänyt merkitysensä. Ehkä syynä on se, että laki
kieltää rotuun perustuvan syrjinnän eikä sellaista kukaan hyväksyisikään. Siksi
rasismin määritelmää on laajennettu katttamaan kaikki puhe, jossa jotakin
erityistä sensitiivisyyttä vaativaa ihmisryhmää käsitellään vähänkin
negatiivisessa valossa. Monesti myös kansanryhmän suhteen neutraalit käsitteet
kuten ”haittamaahanmuutto” tulkitaan väärin perustein rasistisiksi.
Haittamaahanmuutto tarkoittaa maahanmuuttoa, joka on
vastaanottajayhteiskunnalle taloudellinen tai muunlainen nettorasite.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Jokisipilä
myös mainitsi kiihottamisen kansanryhmää vastaan. Hänen puheidensa perusteella
voi päätellä, että tuomio on eräänlainen poltinmerkki, vaikka kiihottaminen ei
olisikaan ollut erityisen vakavaa. Laki itsessään on epämääräinen ja tulkinta
tapahtuu aina syytetyn vahingoksi. Lakia sovelletaan sen mukaan, miten
kiihkeästi valtakunnansyyttäjä haluaa rangaista vääränlaisiin puheisiin
syyllistyneitä. Myös kansanryhmän väkivaltapotentiaalilla on oma merkityksensä
sekä syyttämispäätöksessä että mahdollisessa tuomiossa.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Jokisipilä
viitta myös kirjoittamattomiin sääntöihin ja väittää, että Perussuomalaiset
eivät puolueena niitä noudattaisi. Tälle väitteelle Jokisipilä ei esitä mitään
todisteita.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Mitään
todisteita ei löydy myöskään yleisille vihervasemmistolaisten tutkijoiden,
mediapersoonien ja poliitikkojen väitteille suomalaisten erityisen voimakkaasta
rasismista. Kuten aiemmin sanoin, rasismia käytetään välineenä, jolla tukitaan
ihmisten suut ja vältetään keskustelemasta siitä, millaista maahanmuuttoa
Suomeen kohdistuu ja kannattaisiko sellaista maahanmuuttoa, joka perustuu
sosiaaliturvalla elämiseen kenties vähentää?</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Jokisipilä
on myös sisäistänyt vihervasemmiston rasismin anteeksipyytelyä koskevat
säännöt. Kun poka on koukussa ei ole mitään syytä päästää sitä lähtemään
hyväksymällä tämän anteeksipyynnin vilpittömin mielin.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif"><i>” Monet
tuntuvat nimenomaan olevan sitä mieltä, että Purran kommenttien taustalla oleva
ajattelu ei ole muuttunut mihinkään anteeksipyynnöstä huolimatta. Näin
ajatteleville mikään määrä anteeksipyyntöjä ei riitä vakuuttamaan, että
taustalla oleva ajatusmaailma ei olisi rasistinen”</i></span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Tämä taas
osoittaa, että on täysin hyödytöntä irtisanoutua rasismista sen jälkeen, kun on
joutunut rasismisyytösten kohteeksi. Kyseessä on turha rituaali, joka pelkästään
tuo tyydytystä vihervasemmistolaiselle lynkkausporukalle.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Kyvyttömyys
ymmärtää, mistä rasismipuheessa oikeasti on kyse (eli vallankäytöstä) ei kerro
hyvää Jokisipilän ajattelusta. Perussuomalaiset ja heidän äänestäjänsä suurimmalta
osin hylkäävät vihervasemmistolaisen moraalin. Kyse ei siis ole mistään ”rasismiriman”
alentamisesta vaan kokonaisen ajattelumallin hylkäämisestä. Jatkuva rasismipuhe
ei hyödytä yhtään mitään kuten ei myöskään vihervasemmistolainen rasismin
kyttääminen ja jatkuva leimakirveen heiluttelu.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Kukaan muu
kuin Johanna Vuorelma itse ei ole nimittänyt häntä rasismin ylituomariksi. Enkä
voi sanoa, että minua suuremmin kiinnostaisi, mitä Johanna Vuorelma ajattelee
rasismista.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Hesarin
jutussa oli linkki (ei ole enää) Ville Rydmanin kommentteihin siitä, miten
valtamedia käytti mielipuolisia salaliittoteorioita Perussuomalaisten
poliitikkojen mustamaalaamiseen. Se antoi ymmärtää, että ensimmäisenä mankeliin
joutuneen Vilhelm Junnilan pesukarhukuvioituun paitaan sisältyisi joku ”kaksoismerkitys”
ja kyseessä olisi ”kaksois- viestintä ja koirapilli, jolla kutsutaan uusnatseja.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Ehkä
mielettömämpi oli HS:n toimittaja Satu Vasantolan <a href="https://www.hs.fi/politiikka/art-2000009523286.html">Mesimäyräjuttu</a>.
Toimittajan käynnin jälkeen HS julkaisi useita mesimäyrään liittyviä juttuja
eri osastoillaan. Juttu oli niin hullu, että heräsi kysymys, oliko helle pehmentänyt
toimittajan pään.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif"><b>Elefantti
olohuoneessa</b></span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Kaikkein
pahinta oli, että Jokisipilä tuntui olettavan, että yhden puolueen ottaminen
tällä tavalla tikun nokkaan, ei olisi ennennäkemätöntä Suomen historiassa. Keskellä
kesää toimittajat alkoivat kaivaa internetin arkistosta 15 vuotta vanhoja
juttuja sivustolta, jota ei ole vuosiin päivitetty.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Vilhem
Junnilan natsijahti oli ilmiselvästi perusteeton. Julkisuusmyllyyn ensimmäistä kertaa
joutunut poliitikko panikoi eikä kestänyt pyöritystä (Tästä en hantä moiti).
Sen jälkeen Perussuomalaisten ministereitä otettiin käsittelyyn yksi kerrallaan.</span></p>
<p class="article-body"><span face=""Calibri",sans-serif">Koska mukana
oli useit eri tiedotusvälineitä, ja homma eteni synkronisesti, on perusteltua
kysyä, kuka tätä kaikkea johti ja kuka rahoitti toiminnan. Mistään normaalista
journalistisesta työstä ei ollut kyse. Operaation mittakaava oli tähän liian
suuri. Kysyä sopii myös, oliko mukana ylikansallisia toimijoita vai oliko
kyseessä suomalaisten oma operaatio, joka muistutti informaatiosodankäyntiä,
koska se oli sitä. <a href="https://oikeamedia.com/o1-204803">Mikko Paunio
ainakin tuntuu olevan sitä mieltä</a>. <a href="https://vasarahammer.blogspot.com/2023/01/kuinka-fbi-hakkeroi-twitterin.html">Itsekin
kirjoitin</a> Twitter filesin inspiroimana, miten FBI valtasi sosiaalisen
median yhtiö Twitterin ja alkoi sensuroimaan amerikkalaisten viestiä. Paunio on
sitä mieltä, että samanlaista sensuuriregiimiä ajetaan kaikkialle länsimaihin. Siinä
turvallisuusviranomaiset, valtamedia ja kansalaisjärjestöt merkitsevät viestejä
poistettaviksi ja sosiaalisen median yhtiö tekee varsinaisen likaisen työn,
jotta valtiota ei voida syyttää sananvapauden loukkauksesta. Näin Twitterin
sensuuri toimi siihen asti, kunnes Elon Musk otti yhtiön hallintaansa. Mukana
sensuuriregiimissä oli ihmisiä, jotka olivat aiemmin olleet lavastamassa Donald
Trumpista Venäjän agenttia.</span></p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com12tag:blogger.com,1999:blog-25956457.post-72177146919963670322023-07-20T16:19:00.001+03:002023-07-20T16:19:09.053+03:00Sosiaalinen luottoluokitus saapuu länsimaihin<p> </p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGhkKpI7we6y7CLcfldym9jF_2JE3XF-czG4zslhgvp5izCxSe_fA9qZGpErUOc2X7kIuF3pYSGLLMLFO1bQMthXFUedrPbzQLr8wLqmkvaUFXraJilOaTSPaDns3RcwStHUix_qah544LYjD6QSCH4zBrYtuIF9BNrq8bWxK2hifFt_fFoDk/s366/budlight.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="366" data-original-width="307" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGhkKpI7we6y7CLcfldym9jF_2JE3XF-czG4zslhgvp5izCxSe_fA9qZGpErUOc2X7kIuF3pYSGLLMLFO1bQMthXFUedrPbzQLr8wLqmkvaUFXraJilOaTSPaDns3RcwStHUix_qah544LYjD6QSCH4zBrYtuIF9BNrq8bWxK2hifFt_fFoDk/s320/budlight.PNG" width="268" /></a></div><br /><!--[if gte mso 9]><xml>
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<p></p><p class="MsoNormal">Äskettäin luin uutisen, jossa kerrottiin, että brittiläinen
Brexit-hankkeessa vahvasti mukana ollut entinen Itsenäisuuspuolueen
puheenjohtaja Nigel Farage oli joutunut ongelmiin pankkinsa kanssa. Syyt eivät liittyneet
Faragen taloudelliseen asemaaan vaan hänen mielipiteisiinsä ja poliittiseen
toimintaansa.</p>
<p class="MsoNormal">Coutts-pankki sulki Faragen tilit, jotka olivat olleet 40
vuoden ajan kyseisessä pankissa. Tilit suljettiin ilman selitystä.</p>
<p class="MsoNormal">Vasemmistolainen julkisen palvelun mediayhtiö BBC väitti,
että Farage ei ollut riittävän varakas Coutts-pankin asiakkaaksi. Farage itse <a href="https://www.dailymail.co.uk/news/article-12262757/Nigel-Farage-lashes-Kings-bank-Ex-UKIP-leader-slams-Coutts-shutting-account.html">totesi
myöhemmin</a>, että hänen varallisuutensa ei ole aiemmin ollut mikään ongelma
pankille. Farage antoi ymmärtää, että syynä pankkipalvelujen epäämiselle olisivat
Faragen poliittiset mielipiteet. Faragen mukaan yhdeksän muuta pankkia on sen
jälkeen evännyt häneltä pankkipalvelut.</p>
<p class="MsoNormal">Farage on luokiteltu ”poliittisesti vaikutusvaltaiseksi
henkilöksi (politically exposed person = PEP) ja tämä ilmeisesti hiertäisi pankkeja.
Lopulta paljastui, Coutts pankin kohdalla todellakin että kyse on siitä, että
Farage ei henkilönä ole tarpeeksi ”inklusiivinen”<span style="mso-spacerun: yes;"> </span>Coutts-pankki liittyi äskettäin
järjestelmään, jossa se sitoutuu taistelemaan rasisimia, transfobiaa,
luokkatietoisuutta ja ksenofobiaa vastaan.</p>
<p class="MsoNormal">Eli kyse on ESG:stä, joka on globalistien lanseeraama
yrityksen yhteiskunnallista ”vastuullisuutta” kuvaava luokitusjärjestelmä.
Vaikka tällainen systeemi vaikuttaisi kuinka mielettömältä tahansa, suurten
pörssiyhtiöiden on pakko sitoutua siihen, jos ne haluavat, että suuret
omaisuudenhoitoyhtiöt kuten Black Rock ja Vanguard ostavat yhtiön osakkeita.
Jos Black Rock lopettaa osakkeiden ostamisen sen takia,että yhtiön
yhteiskuntavastuussa on puutteita, yhtiön osakkeen arvo laskee roimasti. Black
Rockin johtaja Larry Fink on itse voimakas ESG:n puolestapuhuja.</p>
<p class="MsoNormal">ESG on byrokraattinen järjestelmä, jolla ei ole mitään
tekemistä vapaan markkinatalouden kanssa. Superrikkaat globalistit ovat
omaksuneet sen ja käytännössä pakottaneet kaikki läntisen maailman pörssiyhtiöt
noudattamaan sitä.</p>
<p class="MsoNormal">ESG johtaa välillä käsittämättömiin lopputulemiin. Jotkut
lukijat saattavat tietää Yhdysvalloissa aiemmin suositun Bud Light – olutmerkin
kohtalosta. Bud Light valitsi mainoskasvokseen tunnetun transseksuaali Dylan
Mulvaneyn. Tämän seurauksena Bud Lightin myynti romahti eikä ole vieläkään toipunut
entiselleen. Itse yhtiölle hanke saattoi olla kannattava, koska yhtiö ESG-pistet
nousivat Mulvaneyn ansiosta.</p>
<p class="MsoNormal">Mitä tulee Coutts-pankkiin, on vaikea arvioida, kuinka
paljon kyseisen pankin vastuullisuuspisteet nousivat, kun Faragen tilit
suljettiin.</p>
<p class="MsoNormal">Suomessakin on tapahtunut vähän vastaavaa, kun
kansanedustaja Juha Mäenpään kutsuvierasstatus kumottiin
Provinssi-festivaaleilla. Kyse ei luultavasti ollut ESG:stä. En tiedä, onko
Provinssi-festivaalin järjestäjä pörssiyhtiä. Joka tapauksessa festivaalin järjestäjät
käyttäytyivät Mäenpäätä kohtaan samalla tavalla kuin Coutts-pankki Nigel Faragea
kohtaan. Mäenpää oli kirjoittanut Ilkka-Pohjalainen lehteen
mielipidekirjoituksen, jossa hän ihmetteli, miksi päiväkotilapsille opetetaan,
että pojalla voi olla pimppi.</p>
<p class="MsoNormal">Saadakseen kutsuvierasstatuksen Mäenpään piti allekirjoittaa
paperi, jossa hän sitoutuu Provinssi-festivaalin arvoihin. Kun järjestäjäorganisaatio
sai tietää mielipidekirjoituksesta, Mäenpään kutsuvierasstatus kumottiin.</p>
<p class="MsoNormal">Kiinalainen sosiaalinen luottoluokitusjärjestelmä</p>
<p class="MsoNormal">Black Rockin johtaja Larry Fink <a href="https://www.youtube.com/watch?v=ufaXFdLMUe0">on julkisesti sanonut, että markkinat
eivät pidä epävarmuudesta. Markkinat pitävät enemmän totalitaristisista
hallinoista kuin demokratioista, jotka ovat sekavia</a>.</p>
<p class="MsoNormal">ESG:tä voi pitää eräänlaisena yrityksille tarkoitettuna
sosiaalisena luottoluokitusjärjestelmänä. Tämä tosin säteilee myös yksilötasolle,
kuten Faragen ja Mäenpään kohtelu osoittaa. Molempiin sovellettiin eräänlaista
sosiaalista luottoluokitusta, jossa mitattiin sitoutumista ”arvopohjaan”.</p>
<p class="MsoNormal">Ihmiset käyttävät nykyisin paljon digitaalisia palveluita.
Ne mahdollistavat helpon ja nopean tiedonkeruun ja sitä myötä myös palvelun epäämisen
niiltä, jotka eivät ole tarpeeksi ”inklusiivisia.”</p>
<span style="font-family: "Calibri",sans-serif; font-size: 11.0pt; line-height: 107%; mso-ansi-language: FI; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Tässä kirjoituksessa kerrotut esimerkit osoittavat,
että olemme tiellä kohti jatkuvasti kasvavaa valvontaa, jossa poliittinen
mielipide tai uskonnollinen vakaumus määrittävät, miten paljon oikeuksia itse
kullakin on.Lisäksi aidon totalitarismin tavoin yksittäisen ihmisen on oltava
valmis toistamaan järjestelmän pakottamia valheita totuutena (kuten esim. se,
että pojalla voi olla pimppi), jos ihminen haluaa tulla kohdelluksi täysivaltaisena
kansalaisena.</span>Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com6tag:blogger.com,1999:blog-25956457.post-20481775387015417452023-07-19T11:20:00.003+03:002023-07-19T11:20:42.223+03:00Pahnan pohjimmaiset<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_IbSCLF9ojdL38yxU1veLn6Vx_jzqRlryqhlJX9n2JmEEi5OBdtmbBAC1Vt9q5whho_PQoiKjfJfsZe7yh71PvSsQ5qBo-fzpBMGDmnN0a1RlZgg0KA9DfCyxBW_uqszG0rX1_7l__7Kbtu2JCv56ogJLiddX_XDuckOYQJ4vv6Ny1g6ip30/s1440/situ.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="960" data-original-width="1440" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_IbSCLF9ojdL38yxU1veLn6Vx_jzqRlryqhlJX9n2JmEEi5OBdtmbBAC1Vt9q5whho_PQoiKjfJfsZe7yh71PvSsQ5qBo-fzpBMGDmnN0a1RlZgg0KA9DfCyxBW_uqszG0rX1_7l__7Kbtu2JCv56ogJLiddX_XDuckOYQJ4vv6Ny1g6ip30/s320/situ.jpeg" width="320" /></a></div><br /><!--[if gte mso 9]><xml>
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UnhideWhenUsed="true" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index 9"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" Name="toc 9"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="header"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footer"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="index heading"/>
<w:LsdException Locked="false" Priority="35" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of figures"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="envelope address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="footnote reference"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="table of authorities"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="1" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
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<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
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<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
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<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
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<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
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<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
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<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
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<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
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<p></p><p class="MsoNormal">Mistä tietää, että valtamedialla ei enää ole mitään
sanottavaa Perussuomalaisiin liittyvässä kohussa? Sen tietää siitä, että
kaikkein epärehellisimmät, katkerimmat ja vähiten uskottavat henkilöt päästetään
sanomaan mielipiteensä.</p>
<p class="MsoNormal">HS <a href="https://www.hs.fi/politiikka/art-2000009725815.html">päätti kysyä asiasta</a>
sekä entiseltä puheenjohtajalta että kahdelta entiseltä kansanedustajalta.</p>
<p class="MsoNormal">Helsingin Sanomat esittää näiden ihmisten toiminnalle
kontekstin, joka on peräisin haastateltavilta mutta josta puuttuu jotakin.
Kaikkia asioita ei kerrota.</p>
<p class="MsoNormal">HS:n jutussa annetaan ymmärtää, että kirkasotsaiset Simon
Elo ja Tiina Elovaara pelastautuivat pahuuden valtaan joutuneesta puolueesta ja
liittyivät vasta perustettuun Uusi Vaihtoehto-puolueesen (myöhemmin Sininen
Tulevaisuus ja Siniset)</p>
<p class="MsoNormal">Todellisuudessa taustalla oli vuoden 2015 pakolaiskriisi,
jonka aikana puheenjohtaja Timo Soini ei ollut tehnyt elettäkään sen edestä,
että Suomen ulkoraja saataisiin tukittua siten, että <span style="mso-spacerun: yes;"> </span>tulijavirta laantuisi. Sipilän hallitus oli
naiivi ja kyvytön tekemään yhtään mitään. </p>
<p class="MsoNormal">Sipilän hallituksen ohjelmaan oli kirjattu joitakin
maahanmuuttoon liittyviä kiristyksiä. Näitä ei kuitenkaan oltu toteutettu, kun
tulijavirta iski päälle. On perusteltua sanoa, että suuri joukko
Perussuomalaisten äänestäjistä oli pettynyt puolueen toimintaan pakolaiskriisissä.
Puheenjohtaja ja Ulkoministeri Timo Soini ei tuntunut lainkaan piittaavan
äänestäjien huolesta. Alkoi näyttää siltä, että Perussuomalaisten puoluejohdossa
tapahtuisi dramaattisia muutoksia vuoden 2017 puoluekokouksessa Jyväskylässä.</p>
<p class="MsoNormal"><b>Mitä tapahtui?</b></p>
<p class="MsoNormal">Väistyvä puoluejohto oli valinnut oman ehdokkaansa puheenjohtajaksi.
Hän oli europarlamentaarikko Sampo Terho, jota arvostettiin myös ns. nuivalla
puolella. Puheenjohtajavaalissa hän oli kuitenkin selkeästi Soinin valitsema
seuraajaehdokas. Toinen merkittävä ehdokas oli kansanedustaja Jussi Halla-aho.</p>
<p class="MsoNormal">Perussuomalaisessa puolueessa jäsenet päättävät
luottamushenkilöistä suoraan. Ei ole olemassa mitään piirijärjestöjä, jotka
valitsisivat kokousedustajat keskuudestaan. Tämä asetelma herätti levottomuutta
sekä hallituskumppaneissa että Perussuomalaisten väistyvässä puoluejohdossa.</p>
<p class="MsoNormal">Tässä vaiheessa uskon, että väistyvällä puoluejohdolla oli
jonkinlainen suunnitelma saada puolue hallintaansa siinä tapauksessa, että Sampo
Terhoa ei valittaisi puheenjohtajaksi. Suunnitelmat menivät kuitenkin pieleen,
koska yhtäkään vanhaan puoluejohtoon kytköksissä olevaa ei valittu puheenjohtajistoon.
Jopa yleisesti pätevänä pidetty Jussi Niinistö jäi valitsematta.</p>
<p class="MsoNormal">Jäsenet olivat selkeästi sitä mieltä, että vanhaan
puoluejohtoon kytköksissä olleita ei pidä valita johtoon lainkaan.</p>
<p class="MsoNormal">Siltä varalta, että näin kävisi, väistyvä puheenjohtaja ja
ulkoministeri Timo Soini oli jo sopinut, että Halla-ahon tullessa valituksi
toteutettaisiin järjestely, jossa osa Perussuomalaisten eduskuntaryhmästä
muodostaisi uuden ryhmän, joka sitten liittyisi hallitukseen Perussuomalaisten
asemesta. Näin sitten kävikin värikkäiden ja paikoin tahattoman koomisten
vaiheiden jälkeen. Perussuomalaisten ministeriryhmä jatkoi hallituksessa Uusi
Vaihtoehto -ryhmässä. Näin hallitus saatiin pidettyä kasassa ja Perussuomalaisten
ministeriryhmään kuuluneet säilyttivät paikkansa. Uusi vaihtoehto-ryhmään
liittyivät<span style="mso-spacerun: yes;"> </span>myös Simon Elo ja Tiina
Elovaara. Itse asiassa he olivat ryhmän näkyvimmät jäsenet alkuvaiheessa, koska
puoluehankkeen pääpukarit halusivat pysyä taustalla.</p>
<p class="MsoNormal">Pääpukarit pitivät kuitenkin uutta puoluetta lähinnä
tilapäisenä virityksenä. Yksikään heistä, niin Timo Soini, kuin
Jussi Niinistö ei koskaan ollut valtakunnallisissa vaaleissa ehdolla Sinisten
riveissä.<span style="mso-spacerun: yes;"> </span>Siniset ja heidän
seuraajapuolueensa Korjausliike ei ole vielä koskaan saanut valtakunnallisissa
vaaleissa yhtäkään edustajaa. Äänestäjät ovat armottomia puolueloikkareille.
Toki pelkkä loikkaus ei tee poliitikosta kelvotonta mutta siihen liittyvä
epärehellisyys tekee.</p>
<p class="MsoNormal">Timo Soini loikkasi, jotta hän saisi pitää ulkoministeripestinsä
Sipilän hallituksessa kauden loppuun asti. Simon Elo ja Tiina Elovaara istuivat
kansanedustajina kauden loppuun asti mutta heitä ei ole enää valittu
valtakunnallisissa vaaleissa luottamustehtäviin.</p>
<p class="MsoNormal">Tiina Elovaara väitti aikanaan, että Jyväskylän puoluekokouksessa
olisi nähty natsitervehdyksiä. Tämä väite oli valheellinen ja kertoo lausujansa
liberaalista suhtautumisesta totuuteen. Luonnollisesti <a href="https://www.hs.fi/politiikka/art-2000009725815.html">valeuutinen
natsitervehdyksistä</a> levisi valtamediaan. Todellisuudessa tervehtijät
pyysivät puheenvuoroa puoluekokouksessa.</p>
<p class="MsoNormal">Elovaara väittää joutuneensa häirinnän kohteeksi. Itse en usko
näitä väitteitä todeksi suoralta kädeltä.</p>
<p class="MsoNormal">Sinisiin loikanneet ovat julkisuudessa yrittäneet esiintyä ”maltillisina”
verrattuna Halla-ahoa kannattaneisiin Perussuomalaisiin. Todellisuudessa Tiina
Elovaara ja Simon Elo ovat pelkkiä poliittisia pyrkyreitä, jotka valitsivat
vuonna 2017 väärin.<span style="mso-spacerun: yes;"> </span>He myös väittävät
tienneensä, millaisia ihmisiä Halla-ahon kannattajat olivat. Heille itselleen
ei silti tuottanut vaikeuksia olla samassa puolueessa Halla-ahon kanssa. Kuten Soinille,
myös vähäisemmille edustajille kuten Elolle ja Elovaaralle kelpasi kyllä ns.
nuivan puolen tuoma vaalimenestys, johon Soini ei ilman Halla-ahoa ja hänen
kannattajiaan olisi koskaan pystynyt.</p>
<p class="MsoNormal">HS:n kirjoituksen loppupuolella Timo Soini toteaa: ” ”Mutta
virhe tietenkin tapahtui siinä, että tällainen porukka pystyi ottamaan puolueen
sitten hallintaansa”, Soini sanoo.”</p>
<p class="MsoNormal">Timolle voi sanoa, että ilman Halla-ahon kannattajien ääniä
hän ei koskaan olisi päässyt ulkoministeriksi. Kiittämättömyys on maailman
palkka, sanotaan osuvasti. </p>
<p class="MsoNormal">Soini johti ennen jytkyjä eduskuntaryhmää, jossa oli
muistaakseni viisi jäsentä. Veltto Virtanen oli yksi heistä, Lauri Oinonen muistaakseni
toinen. Yhteensä edustajapaikkoja oli viisi. Tällaisen puolueen Tiina Elovaara
ja Simon Elo olisivat saaneet ilman Halla-ahon kannattajien ääniä. Se tuskin
olisi kunnianhimoiselle kaksikolle kelvannut.</p>
<p class="MsoNormal">Soinin, Elon ja Elovaaran tarinoille ei siis kannata antaa
mitään painoa. Äänestäjä tunnistaa ketkun, kun hän sellaisen näkee.</p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com9tag:blogger.com,1999:blog-25956457.post-87634740308767110942023-07-11T17:18:00.002+03:002023-07-11T17:18:35.037+03:00Minä ja vieraskirja<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjWBlr5Ig0680XLTm0JF_0j0cXqKa3wV0aY2SkpuAxn3iHcTCdUdoHIeAhpRJiD0hWOAwVxPT5VY-dE5QRYdRtAWHjGwJKUL4cjnXmLXpdLxZtNlnw6HxV69fAInh714xBPCN5zAWxnAB9jO81B3TSc6QZuGBSwPRRsRIPEf7H8x_dULnQztI/s466/vieraskirja.PNG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="325" data-original-width="466" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjWBlr5Ig0680XLTm0JF_0j0cXqKa3wV0aY2SkpuAxn3iHcTCdUdoHIeAhpRJiD0hWOAwVxPT5VY-dE5QRYdRtAWHjGwJKUL4cjnXmLXpdLxZtNlnw6HxV69fAInh714xBPCN5zAWxnAB9jO81B3TSc6QZuGBSwPRRsRIPEf7H8x_dULnQztI/s320/vieraskirja.PNG" width="320" /></a></div><br /><!--[if gte mso 9]><xml>
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<p></p><p class="MsoNormal">En yleensä kirjoita minä-muodossa tai muistele menneitä.
Tällä kertaa teen poikkeuksen, kun <a href="https://www.is.fi/politiikka/art-2000009710791.html">valtamedia veti
Perussuomalaisten puheenjohtaja Riikka Purran tilille vanhoista kirjoituksistaan
Jussi Halla-ahon vieraskirjassa</a>, jota ei enää ole nähtävissä internetissä
paitsi internetin arkistossa Wayback machinea käyttämällä. Sieltä voi kaivella
vanhoja nimimerkin Riikka kirjoituksia.</p>
<p class="MsoNormal">Joku saattaa jopa muistaa, että minäkin olin nimimerkillä ”Hammer”
vieraskirjan säännöllinen seuraaja ja kirjoitinkin omasta mielestäni sinne
jotakin. Kun haeskelin Wayback machinella omia kirjoituksiani, niitä oli yllättävän
vaikea löytää. En ilmeisesti ollutkaan niin aktiivinen kuin kuvittelin.</p>
<p class="MsoNormal">En myöskään heti muistanut enkä vieläkään muista nimimerkki
Riikkaa. Itse asiassa vieraskirjan jutuista mieleen on jäänyt vain vähän. Nekin
asiat, jotka muistan, luultavasti muistan väärin.</p>
<p class="MsoNormal">Vieraskirja palveli lähinnä Jussi Halla-ahon blogin
kommenttiosastona. Tosin muistini mukaan siellä käytiin poliittista keskustelua
ajankohtaisista aiheista eli sitä, mitä nykyisin tehdään pääasiassa jättikorporaatioiden
omistamilla sosiaalisen median alustoilla. </p>
<p class="MsoNormal">Vasemmistolle piilomerkitysten etsintä Jussi Halla-ahon
kirjoituksista on jo pitkään ollut suosittu harrastus. Halla-ahon kirjoitukset
on kuitenkin melko tyhjentävästi läpikäyty eikä sieltä enää löydy mitään, jos
ei välttämättä halua kierrättää vanhoja juttuja.</p>
<p class="MsoNormal">Riikka Purran vanhoja kirjoituksia ei valtamediassa ole
ehditty käsitellä, joten kyseessä on piristävä vaihtelu, vaikka omalta osaltani
aitoa mielenkiintoa salattujen kirjoitusten sisältöä kohtaan ei ole.
Vasemmistolaiset toimittajat saavat rauhassa hehkuttaa vuonna 2008
keskustelupalstalle kirjoitettuja tekstejä.</p>
<p class="MsoNormal">Historiallisesti Jussi Halla-ahon vieraskirja on kuitenkin
merkittävä. Siellä on syntynyt yksi kokonainen poliittinen liike. Kyseessä
taisi olla ensimmäinen kokonaan internetissä<span style="mso-spacerun: yes;">
</span>syntynyt liike. Jussi Halla-ahon vieraskirja on siis historiallinen
dokumentti maahanmuuttokriittisen liikkeen synnystä ja siitä, ketkä vaikuttivat
liikkeessä sen alkuaikoina. Itse en ollut mukana ihan alussa mutta melko lailla
alkupuolella kuitenkin. </p>
<p class="MsoNormal">Jussi Halla-ahosta ja Riikka Purrasta tuli merkittäviä
poliitikkoja. Minusta ei tullut, koska en sellaiseksi halunnut.En ole Jussille
ja Riikalle katkera siitä, että olen vain rivijäsen vaan iloitsen heidän
menestyksestään.</p>
<p class="MsoNormal">Kaikki eivät iloitse Purran menestyksestä. Demarien tuleva
supertähti, mies, joka teki natsitervehdyksiä saunassa, <span style="mso-spacerun: yes;"> </span><a href="https://www.is.fi/politiikka/art-2000009710966.html">”sivaltaa Orpoa</a>”
Purra-kohusta.</p>
<p class="MsoNormal">Aika usein kohun pauloihin joutunutta poliitikkoa kehotetaan
irtisanoutumaan vanhoista kirjoituksistaan tai sanomisistaan.<span style="mso-spacerun: yes;"> </span>Tällainen on vasemmistolta rituaalinomaista
käytöstä, jolla annetaan ymmärtää, että kohu päättyy, jos poliitikko sanoutuu
irti sanomisistaan.<span style="mso-spacerun: yes;"> </span>Näinhän ei
tietystikään ole vaan vasemmisto jatkaa painostustaan niin kauan, kuin siitä on
heille hyötyä. Vasemmiston painostuksesta suoritettu irtisanoutuminen kertoo
vastustajalle heikkoudesta ja äänestäjille selkärangattomuudesta. Jos minulta
kysytään, Purra teki irtisanoutumisen juuri oikealla tavalla eli ei
irtisanoutunut. Kirjoitukset ovat jo vanhoja eikä Purra enää ajattele samalla
tavalla. Hän ei myöskään lähtenyt pyytelemään anteeksi. Pyytäminen anteeksi vasemmistolta
tai vasemmiston masinoiman kohun takia on aina paha virhe.</p>
<p class="MsoNormal"><b>Maahanmuuttokriittisen liikkeen synty</b></p>
<p class="MsoNormal">Sitä, missä vaiheessa maahanmuuttokriittinen liike syntyi
poliittisena liikkeenä, ei ole missään erikseen määritetty. Jonkinlainen
virstanpylväs on Jussi Halla-ahon ehdokkuus eduskuntavaaleissa vuonna 2007.
Tuolloin Halla-aho sai Perussuomalaisten listalta Helsingissä 2215 ääntä, joka ei
riittänyt Eduskuntaan. Tulos oli kuitenkin lupauksia herättävä ja rohkaisi myös
muita liikkeen jäseniä yrittämään seuraavissa vaaleissa, joissa Halla-aho pääsi
eduskuntaan saaden yli 15 000 ääntä.</p>
<p class="MsoNormal">Samalla Perussuomalaiset saavuttivat suuren vaalivoiton,
joka ristittiin ”jytkyksi”<span style="mso-spacerun: yes;"> </span>puheenjohtaja
Timo Soinin suulla.</p>
<p class="MsoNormal"><b>Soini ja maahanmuuttokriittiset</b></p>
<p class="MsoNormal">Timo Soinin ja maahanmuuttokriittisen liikkeen välinen suhde
ansaitsee oman tarkastelunsa. Sitä ennen kerron kuitenkin oman käsitykseni
Perussuomalaisista puolueena Soinin ja Vistbackan aikana.</p>
<p class="MsoNormal">Kyseessä ei ollut varsinaisesti mikään poliittinen liike vaan
suhteellisen pienimuotoinen poliittinen huijaus, jonka tarkoituksena oli vaurastuttaa
puolueen johtohenkilöitä. Kaksikolla ei mielestäni ollut oman edun lisäksi
mitään varsinaisia poliittisia tavoitteita. Huijaus ei lyönytkovin hyvin
leiville, ennen kuin maahanmuuttokriittinen liike tuli mukaan
Perussuomalaisiin.</p>
<p class="MsoNormal">En kuulu enkä ole kuulunut ikinä varsinaiseen sisäpiiriin,
joten en tunne kaikkia yksityiskohtia. Joka tapauksessa Jussi Halla-ahon
perustelut valita puolueeksi Perussuomalaiset vuoden 2007 vaaleissa eivät
olleet ensisijaisesti ideologiset vaan puhtaan käytännölliset. Ehdokkuutta ei
ollut vaikea saada ja puolueen ehdokkaana aiemmissa vaaleissa oli ollut nyrkkeilijä
ja ammattipainija Tony ”Viikinki”<span style="mso-spacerun: yes;"> </span>Halme,
eli mitään ideologisia esteitä Halla-ahon ehdokkuudelle ei ollut.</p>
<p class="MsoNormal">Vuoden 2011 vaaleissa tuli ensimmäinen jytky. Se ei
kuitenkaan vienyt Perussuomalaisia hallitukseen mutta rohkaisi puolueen johtoa,
jonka silmissä alkoi kiilua ministeriaudin takapenkki.</p>
<p class="MsoNormal">Omaksi vahingokseen Soini ja Vistbacka olivat laatineet
puolueen säännöt siten, että jäsenet suoraan päättävät puolueen johtohenkilöistä.
Tämä on demokraattista mutta epäkäytännöllistä ja lopulta tuhoisaa<span style="mso-spacerun: yes;"> </span>Timo Soinin tavoitteille. Kun jäsenistö
päätti Jyväskylän puoluekokouksessa äänestää Jussi Halla-ahon puheenjohtajaksi,
Soinin huijaus muuttui asteta vaikeammaksi ja hänen ja muiden Perussuomalaisista
loikanneen kannalta poliittisesti tuhoisaksi. Ministeripaikoista oli
loikkareille iloa vain vaalikauden loppuun. Sen jälkeen Soinin käyttämä huijaus
ei enää toiminut. Nykyisin Soini kelpaa enää valtamediaan kommentoimaan Perussuomalaisten
asioita ja tämäkin vain siksi, että valtamedia vihaa nykyisiä Perussuomalaisia
niin intohimoisesti.</p>
<p class="MsoNormal">Myös vasemmiston viha on luonteeltaan ideologista ja
pysyvää. On käsittämätöntä, että vasemmisto kaivaa natsikortit taskustaan yhä
uudelleen ja kuvittelee, että ne ovat relevantti tapa käydä poliittista
keskustelua ja ”koirapillit”<span style="mso-spacerun: yes;">
</span>todenmukainen tapa analysoida poliittisen vastustajan tekemisiä ja
motiiveja.</p>
<p class="MsoNormal">Vastapuolen propagandan hyväksikäyttö ja sille naureskelu oli
alusta lähtien osa maahanmuuttuokriittistä liikettä. Termit ”moniosaaja” ja ”<a href="https://wiki.hommaforum.org/wiki/Kultamuna">kultamuna</a>” ovat molemmat
peräisin monikulttuuripropagandasta, jota valtio ja kansalaisjärjestöt
tuottivat liukuhihnalta julistaen monikulttuurin ihanuutta.</p>
<p class="MsoNormal">Tämäkään ei ole vuosien varrella muuttunut. Vielä nykyisinkin
<a href="https://thl.fi/fi/web/maahanmuutto-ja-kulttuurinen-moninaisuus/tyon-tueksi/kasitteet">tarjolla
oleva propaganda</a> on älyllisesti alamittaista ja pelkästään naurettavaa.</p>
Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com19tag:blogger.com,1999:blog-25956457.post-70128607424100086502023-07-04T20:30:00.002+03:002023-07-04T20:30:48.890+03:00Väestönvaihtoteoria on vasemmiston lyömäase<p> </p><p><!--[if gte mso 9]><xml>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
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</p><p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ6FNLI1iU88aUf6Y1xEGAJZpC_6kVCVwaWkV9xejTFUuX4EwIcRRrISn2abbfUSo-aAbg4nQONUqlH61mkoUT_u9c2b0TPJMxcUbM1WJJyF9aoBTy_FM853fRVPXFiFX1obBmeMzVouGSi5ANlzB1ZcxK4RVPl9LkJ2ai4FmM0NYclfAPycs/s1200/multicultigenocide.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="630" data-original-width="1200" height="168" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQ6FNLI1iU88aUf6Y1xEGAJZpC_6kVCVwaWkV9xejTFUuX4EwIcRRrISn2abbfUSo-aAbg4nQONUqlH61mkoUT_u9c2b0TPJMxcUbM1WJJyF9aoBTy_FM853fRVPXFiFX1obBmeMzVouGSi5ANlzB1ZcxK4RVPl9LkJ2ai4FmM0NYclfAPycs/s320/multicultigenocide.jpg" width="320" /></a></div><br />Keskustelu väestönvaihtoteoriasta jatkuu edelleen
valtamedian instansseissa. Itse olen Twitterissä sanonut, että mitään
väestönvaihtoeoriaa ei ole olemassakaan. Se on vasemmiston keksimä käsite, jota
valtamedia toistaa papukaijan lailla ja pyrkkii termin avulla
mustamaalaamaan<span style="mso-spacerun: yes;"> </span>Perussuomalaisia
toimijoita.<p></p>
<p class="MsoNormal">Jos maahanmuutto kasvaa, jossain kuviteltavissa olevassa
tulevaisuudessa voi tulla tilanne, jossa suomalaiset ovat vähemmistönä omassa
maassaan. Tällöinkään kyse ei ole mistään ”väestönvaihtoteoriasta vaan suomalaisten
jäämisestä vähemmistöön. Se, että Perussuomalaiset joutuvat<span style="mso-spacerun: yes;"> </span>pahantahtoisen valtamedian hampaisiin ei ole
kuitenkaan yksin vasemmiston tai valtamedian vika. Perussuomalaiset toimijat
käyttävät itse epätäsmällistä kieltä ja vasemmiston luomia käsitteitä, jolloin
he ovat helppo maali vasemmiston ja valtamedian pahantahtoisille toimijoille.</p>
<p class="MsoNormal">Tästä muistaakseni kirjoitin jo aiemmin. Vasemmisto haluaa
esittää maahanmuuton ikään kuin luonnonvoimana. Maahanmuuton takaa ei muka
löydy ketään erityistä toimijaa, vaan ne, jotka puhuvat väestönvaihdosta
uskovat väitetysti ”väestönvaihtoteoriaan, joka ei ole mikään teoria vaan
termi, jonka tarkoitus on saada valtamedian lukijat uskomaan, että Perussuomalaisilla
on jonkinlainen väestönvaihtoeoriaksi kutsuttu salaliittoteoria, johon he muka uskovat.</p>
<p class="MsoNormal">Todellisuudessa Suomen valtio yrittää edistää maahanmuuttoa
monin eri tavoin ja käyttää maahanmuuton edistämiseen tarkoitettuun
propagandaan paljon rahaa. Myös elinkeinoelämä <a href="https://www.talouselama.fi/uutiset/suomi-tarvitsee-kolme-kertaa-nykyista-enemman-maahanmuuttajia-arvioi-etla/d91021e2-c12a-4e2d-8761-1bc4c26963f0">propagoi
maahanmuuton puolesta</a>. Ulkoministeriön Ville Cantell kertoo <a href="https://blogit.ulkoministerio.fi/kestavaaulkopolitiikkaa/suomi-tarvitsee-maahanmuuttajia/">tässä
vuodelta 2016 olevassa artikkelissa, että Suomi tarvitsee maahanmuuttajia</a>.</p>
<p class="MsoNormal">Maahanmuutoa aktiivisesti edistäviä tahoja on paljon sekä
yksityisellä että julkisella sektorilla. Yksi tunnetuimmista maahanmuuton
erinomaisuutta julistavista iskulauseista on jo klisheeksi muodostunut ”monikulttuurisuus
on rikkaus”.</p>
<p class="MsoNormal">Ne tahot, jotka aktiivisesti ajavat maahanmuuttoa, eivät
välttämättä piittaa, jos suuri osa tulijoista <span style="mso-spacerun: yes;"> </span>ei työllisty vaan jää elämään sosiaaliturvan
varassa, jolloin maahanmuuton väitetyt hyödyt jäävät kokonaan realisoitumatta.</p>
<p class="MsoNormal">Kolmas maahanmuuttoa aktiivisesti lisäävä taho on Euroopan
Unioni, joka jakaa turvapaikanhakijoita eri jäsenmaihin määritettyjen
kiintiöiden mukaisesti.</p>
<p class="MsoNormal"><a href="https://www.hs.fi/politiikka/art-2000009695963.html">Kun
Helsingin Sanomat hyökkää täänään Perussuomalaisten<span style="mso-spacerun: yes;"> </span>kansanedustaja Ville Tavion kimppuun, se moittii
tätä ”väestönvaihto”-sanan käytöstä.</a> Helsingin Sanomien toimittaja Veera
Paananen latelee jutussaan jo tutuksi käyneen syytekirjelmän.</p>
<p class="MsoNormal"><i>” Väestönvaihtoteoria on äärioikeistolainen salaliittoteoria,
jonka mukaan valkoinen länsimainen väestö pyritään länsimaissa tarkoituksellisesti
alistamaan vähemmistöksi ja hiljalleen korvaamaan. Versiosta riippuen valkoista
väestöä pyrkivät maahanmuuton keinoin korvaamaan teorian mukaan ei-valkoisella
väestöllä usein juutalaiset tai jonkinlainen niin sanottu globalistinen eliitti.”</i></p>
<p class="MsoNormal">Paananen valehtelee, jos hän sanoo väestönvaihtoteorian
olevan äärioikeistolainen<span style="mso-spacerun: yes;">
</span>salaliittoteoria. Sitä se ei ole vaan termi, jota käytetään
Perussuomalaisten mustamaalaamiseen.<span style="mso-spacerun: yes;"> </span>Toimittaja
Paananen pyrkii näin<span style="mso-spacerun: yes;"> </span>esittämään, että
Tavio uskoisi hänen määrittelemäänsä väestönvaihtoeoriaan. Todellisuudessa
maahanmuuttoa edistaäviä tahoja on useita. On kotimaisia valtiollisia tahoja,
elikeinoelämän tahoja ja Euroopan Unioni, jonka voinee luokitella
globalistiseksi tahoksi. Paanasella ei ole mitään todisteita, että <span style="mso-spacerun: yes;"> </span>Tavio uskoisi Paanasen kuvailemaan hänen kuvailemaan
teoriaan. Paananen pyrkii myös leimaamaan Tavion antisemiitiksi antamalla
ymmärtää, että Tavio uskoo väestönvaihtoteorian mukaisesti juutalaisten olevan
väestönvaihdon takana. Tästä Paanasella ei ole mitään todisteita.</p>
<p class="MsoNormal">Veera Paananen on hyvä esimerkki <span style="mso-spacerun: yes;"> </span>epärehellisestä ja moraalittomasta
journalistista, joka ei epäröi loata juttujensa kohdetta epämääräisillä vihjailuilla
ja valheilla.</p>
<p class="MsoNormal">Mitä tulee väestönvaihtoon, kyse on siinä puhtaasti matematiikasta.
Jossakin kuviteltavissa olevassa tulevaisuudessa on hetki, jolloin suomalaiset
jäävät vähemmistöksi omassa maassaan. Tällöin on mahdollista sanoa, että väestö
on vaihdettu.</p>
<p class="MsoNormal">On täysin kiistatonta, että sekä Suomessa että Euroopan Unionissa
on tahoja, jotka pyrkivät aktiivisesti kasvattamaan Suomeen kohdistuvaa
maahanmuuttoa. Se, kutsutaanko tätä väestönvaihdoksi vai ei, on pelkkää
semantiikkaa. Maahanmuuutto on myös lukumäärältään erittäin suurta. Vuonna 2022
<a href="https://stat.fi/julkaisu/cl8n2djzw3b360cvz35t3up2r">lähes<span style="mso-spacerun: yes;"> </span>50 000 ihmistä muutti Suomeen</a>. Kyseessä
on suurehkon suomalaisen kaupungin väkimäärä</p>
<p class="MsoNormal">Iltalehdessä Kari Koli -niminen toimittaja <a href="https://www.iltalehti.fi/kotimaa/a/306e5d13-2e56-4bb1-a21e-d6c41dfa688c">valistaa
lukijoitaan</a> lisää. Hän on löytänyt ranskalaisen Reynaud Camusin kirjan.
Itse en ole<span style="mso-spacerun: yes;"> </span>kyseistä kirjaa lukenut.<span style="mso-spacerun: yes;"> </span>Koli siteeraa myös Niko Pyrhöstä. Jälleen
kerran on syytä korostaa, että väestönvaihtoteoria ei ole mikään oikea teoria
vaan vasemmiston lyömäase. </p>
<p class="MsoNormal">Yhdysvalloissa on myös Great Replacement -niminen
salaliittoteoria, josta puhuvat lähes yksinomaan vasemmistoliberaalit. En ole
koskaan<span style="mso-spacerun: yes;"> </span>kuullut konservatiivin<span style="mso-spacerun: yes;"> </span>puhuvan Great Replacement- teoriasta.</p>
<p class="MsoNormal">Tämä lienee ties kuinka mones kirjoitus meneillään olevasta
Perussuomalaisten toimijoiden mustamaalausoperaatiosta, johon on osallistunut <span style="mso-spacerun: yes;"> </span>Suomen valtamedia kokonaisuudessaan, niin
valtio-omisteiset mediat kuin korporaatioiden omistamat. Väkisinkin alkaa
epäilyttää, että kyseessä on tietoinen informaatio-operaatio, jonka tarkoituksena
on häpäistä puolueen poliittiset toimijat julkisuudessa ja näin oletettavasti
vähentämään puolueen kannatusta.</p>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 5"/>
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<![endif]--><p></p>Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com8tag:blogger.com,1999:blog-25956457.post-10591553482592629202023-07-03T10:18:00.000+03:002023-07-03T10:18:27.898+03:00Vihreä liike, Linkola ja Junnila vielä kerran<p></p><div class="separator" style="clear: both; text-align: left;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrXyBwByHf_tHgylq3A0x0CSv-1ICusRVfhxFwr1QOc4AYBpB_PDyBmD_BiIA7N74WZZ8VZS-Se37ni41OBjzZsL5tBnmMrHVTJh6mHYnC-AqrVMGh3D9Jc7L_unsAvxaaEMwpZzEyz2XrqUAo3tcVJm12n2EfwCCjTszMpr9W9uDyz6QQbRE/s1024/linko.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="576" data-original-width="1024" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrXyBwByHf_tHgylq3A0x0CSv-1ICusRVfhxFwr1QOc4AYBpB_PDyBmD_BiIA7N74WZZ8VZS-Se37ni41OBjzZsL5tBnmMrHVTJh6mHYnC-AqrVMGh3D9Jc7L_unsAvxaaEMwpZzEyz2XrqUAo3tcVJm12n2EfwCCjTszMpr9W9uDyz6QQbRE/s320/linko.jpeg" width="320" /></a></div><br /> <!--[if gte mso 9]><xml>
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<p class="MsoNormal">Välillä täytyy ottaa paussia vasemmistolaisesta
vihakirjoittelusta ja lukea myös oikeasti hyviä tekstejä. Jarkko Tontti <a href="https://www.verkkouutiset.fi/a/pentti-linkola-ja-suomalainen-mielenmaisema/">kirjoitti
Verkkouutisissa Pentti Linkolasta 19.4.2021</a></p>
<p class="MsoNormal">Kirjoituksessaan Tontti käsittelee Linkolan pimeää puolta,
jota aikanaan siedettiin ja jopa ylistettiin. Linkolalle nimittäin ihminen oli
ensisijaisesti luonnon tuhoaja. Tästä loogisesti seurasi, että luonnon tuhoajien
määrää pitää vähentää. Tästä syystä Linkola ylisti elämänsä aikana ihmisiä,
jotka tappoivat suuria määriä muita ihmisiä. Linkola ylisti natseja ja muita
ihmisten tuhoamisessa kunnostautuneita johtajia ja poliittisia liikkeitä.
Samaan aikaan Suomen eliitti ylisti ja palvoi Linkolaa ”luonnon ystävänä” ja
suurena ajattelijana. Linkola sanoi jo vuonna 1972 seuraavaa:</p>
<p class="MsoNormal"><span style="mso-spacerun: yes;"> </span>”On tunnustettava se
palvelus, minkä tuo filosofia jo 30 vuotta sitten teki vapauttaessaan maapallon
kymmenien miljoonien ylensyövien eurooppalaisten kuormituksesta, niistä kuuden
miljoonan lähes ihanteellisen kivuttomalla, ympäristöä haittaamattomalla
tavalla.”</p>
<p class="MsoNormal">Itse toki muistan Linkolan misantrooppiset ja murhanhimoista
totalitarismia huokuvat kirjoitukset. Kuitenkin ennen kaikkea muistan Linkolan Suomen
Kuvalehdessä julkaistuista lukuisista tehometsätaloutta ja sen tuottamia ”puupeltoja”
kritisoivat kirjoitukset, jotka eivät olleet erityisen kuohuttavia.</p>
<p class="MsoNormal">Itse olen myöhemmällä iällä tullut siihen käsitykseen, että
Vihreän liikkeen filosofia sisältää näkemyksen ihmisestä luonnon ulkopuolisena
tuhoaja. Ihminen ei ole osa luontoa vaan ulkopuolinen. Linkolan ihmisten
harventamista koskevat puheet voivat kuulostaa tylyiltä mutta ne ovat linjassa
Vihreän liikkeen ydinfilosofian kanssa, vaikka nykyinen Vihreä liike ei
ylistäisikään natsismia kuten Linkola.</p>
<p class="MsoNormal">Perineisessä kristillisyydessä ihminen on Jumalan kuva ja
luomakunnan kruunu, jolla on oikeus käyttää maan antimia omaksi hyväkseen. Tämä
filosofia on lähes täysin vastakkainen Vihreän liikkeen<span style="mso-spacerun: yes;"> </span>vastaavan kanssa.</p>
<p class="MsoNormal">Nykyaikana ilmastonmuutoksen noustua politiikan keskiöön,
ihminen nähdään jopa koko maapallon elämän tuhoajana. Linkolalaisuuden ydin ei
ole kadonnut mihinkään, vaikka sen avoin ihmisten tuhoamisen ylistys onkin
kadonnut julkisesta keskustelusta.</p>
<p class="MsoNormal">Linkolalaisuus on sukua <a href="https://en.wikipedia.org/wiki/Thomas_Robert_Malthus">Malthusilaisuudelle</a>,
jossa ensimmäistä kertaa puhuttiin väestönkasvun rajoittamisesta.</p>
<p class="MsoNormal">Samaa jatkumoa edusti myös Rooman klubi, joka esitti raportissaan
”<a href="https://en.wikipedia.org/wiki/The_Limits_to_Growth">Kasvun rajat</a>”
pessimistisen näkemyksen maapallon resurssien riittävyydestä jatkuvan kasvun
oloissa.</p>
<p class="MsoNormal">Tästä päästäänkin Vilhelm Junnilaan. Useimmille on selvää,
että Junnila ei ole natsi. Vain pahantahtoisimmat vasemmistolaiset uskovat niin
<span style="mso-spacerun: yes;"> </span>eivätkä hekään usko, jos ovat itselleen
rehellisiä.<span style="mso-spacerun: yes;"> </span>Junnilan kohtaloksi koitui
lopulta linkolalaisuus ja malthusilainen maailmankuva. Junnila <span style="mso-spacerun: yes;"> </span>kysyi Eduskunnassa, esitetääkö ilmastoaborttia
avuksi väestönkasvuun. Kun Kristillisdemokraattien Päivi Räsänen sai tietää tästä,
Junnilan ministeritie kaatui siihen.</p>
<p class="MsoNormal">Malthusilainen maailmankuva ei ole mitään marginaalia vaan
ihan valtavirtaa esimerkiksi Vihreässä liikkeessä.<span style="mso-spacerun: yes;"> </span>Malthusilaisuus näyttelee suurta roolia <a href="https://fcarroll.substack.com/p/marxist-malthusians">myös Maailman
talousfoorumissa</a>.</p>
<p class="MsoNormal">Jarkko Tontti on liberaalin demokratian kannattaja. Itse en
ole. Liberaali demokratia on käsitteenä sekasikiö, jossa yhdistetään
hallintojärjestelmä ja ideologia tavalla, jossa on totalitaristisia piirteitä.
Monet Itä-Euroopan maat ovat irtisanoutuneet liberaalista demokratiasta sen
sisältämän ideologisen komponentin takia. Tämä muistuttaa näiden maiden
asukkaita kommunismista. Itse pidän liberaalia demokratiaa” arvopohjademokratiana”,
joka korvaa äärisekularistisessa valtiossa perinteisen kristinuskon, jota
liberaalissa demokratiassa pidetään vihollisena ja joka korvautuu liberaaliin demokratiaan
sisältyvällä ”arvopohjalla”. Kaikkien liberaalissa demokratiassa toimivien on
sisäistettävä kyseinen arvopohja.</p>
<p class="MsoNormal">Ryszard Legutko esittää kommunismin alla eläneen henkilön
käsityksen liberaalista demokratiasta ja sen totalitarismiin vivahtavista
piirteistä kirjassaan ”<a href="https://www.amazon.com/Demon-Democracy-Totalitarian-Temptations-Societies/dp/1594038635">Demon
in Democracy</a>”</p>
<p></p>Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com7tag:blogger.com,1999:blog-25956457.post-79018821883497378552023-07-03T07:51:00.002+03:002023-07-03T07:51:20.413+03:00Kuinka vasemmisto dominoi vihakirjoituksillaan valtamediaa ja vääristää julkista keskustelua<p> <!--[if gte mso 9]><xml>
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<p class="MsoNormal"></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEfidEFbpay2NoluXP0Kx1pkEX5306qviUhSPQXUcVt3RNtB32a7gSN0PD-VUzvki-PU5JVoSHhYaS_iWYW6UJfAnr3pRtBsPwJ9cimoSltC_5vA7gtctIVBk5V7802CBZYIJbsi9Za1nQB86Hv3R-YFrHb1Hc3KCKaY8cuhe2JgLx4CAkBl4/s1410/partakalle.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1410" data-original-width="1290" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEfidEFbpay2NoluXP0Kx1pkEX5306qviUhSPQXUcVt3RNtB32a7gSN0PD-VUzvki-PU5JVoSHhYaS_iWYW6UJfAnr3pRtBsPwJ9cimoSltC_5vA7gtctIVBk5V7802CBZYIJbsi9Za1nQB86Hv3R-YFrHb1Hc3KCKaY8cuhe2JgLx4CAkBl4/s320/partakalle.jpg" width="293" /></a></div><br />En todellakaan uskonut, että hyökkäystä sisäministeri Mari
Rantasta kohtaan enää tulisi sen jälkeen, kun Ranskassa oleva sisällissodan
kaltainen tilanne tuli julkisuuteen. En uskonut, että kellään olisi enää pokkaa
lähteä termipoliisiksi kurittamaan Rantasta vaestönvaihto-sanan käytöstä.<p></p>
<p class="MsoNormal">Olin valitettavasti väärässä. Aliarvioin vasemmistolaisen
ylimielisyyden ja röyhkeyden. Kommunismia vain harva kannattaa, joten sitä
pitää edistää röyhkeästi tarvittaessa vaikka valehtelemalla ja vääristelemällä.</p>
<p class="MsoNormal">Niko Pyrhönen-niminen nollatutkija<span style="mso-spacerun: yes;"> </span><a href="https://yle.fi/a/74-20039329">esiintyy
ihan tosissaan termipoliisina</a>.</p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Populismiin
ja salaliittoteorioihin perehtynyt yliopistotutkija <strong><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Niko Pyrhönen</span></strong>
Helsingin yliopistosta arvioi, että tuore sisäministeri <strong><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Mari Rantanen</span></strong>
(ps.) on tietoisesti käyttänyt </span><span style="font-family: "Calibri",sans-serif;">väestönvaihto-termiä
sosiaalisen median päivityksissään.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Pyhösen
mukaan käytettävissä olisi lukematon määrä salonkikelpoisia ilmaisuja väestön
muutoksesta puhumiseen, mutta Rantanen on käyttänyt sitä, joka on poliittisesti
herkkä.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">–
Hän valitsee ja nimenomaisesti käyttää väestönvaihto-termiä, joka on yksi
niistä hyvin harvoista, jotka linkittyvät salaliittoteorioihin ja toimivat
koirapillinä.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Koirapilli-termin
käyttö paljastaa välittömästi, että Pyrhönen tulee poliittisesti
äärivasemmalta, erään graffititaiteilijan aiemmin johtamasta puolueeesta.
Termiä käytetään, kun poliittisen vastustaja halutaan saada yhdistetyksi
poliittisesti arveluttaviin tahoihin. Koirapilli on merkinanto, jolla
vasemmistolaisen natsimytologian mukaan hälytetään poliittisesti arveluttava
taho paikalle. Vain vasemmistolainen natsimytologian tuntija, tietää, mitä
mikin koirapilli tarkoittaa. </span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Pyrhönen
väittää seuraavaa:</span></p>
<p class="aw-r4pcxk">”Se ei ole vahinko vaan aivan tietoinen valinta Rantaselta.
On olemassa lukematon joukko muita ilmaisuja, joilla väestön muutoksesta voi
puhua, Pyrhönen painottaa”.</p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif;">Jos käyttää
termiä ”demografinen muutos, kirjoittaja tällöin antaa ymmärtää, että kyseessä
on luonnonvoiman kaltainen muutos, jossa ei ole tekijää takana. Vasemmistolainen
nollatutkija ilmeisesti vierastaa näkemystä, jonka mukaan massamaahanmuuton
taustalta löytyy tahoja, jotka haluavat lisätä vierasperäisen väestön määrää
länsimaissa. On niitä, jotka rahoittavat toimintaa (esimerkiksi Välimeren
meritaksiliikennettä), joka sekin lienee vasemmiston piirissä kielletty termi,
joten käytän sitä ilomielin.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif;">Monikulttuurista
yhteiskuntaa on propagoitu ihmisille jo vuosikymmenten ajan ihanana ja
väistämättömänä. Monikulttuurisen yhteiskunnan lieveilmiiöistä ei puhuta vaan
Niko Pyrhösen kaltaiset ideologisesti sitoutuneet tutkijat lakaisevat ne maton
alle.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif;">Toki nykyisin
voi olla vaikeaa löytää ihmisiä, jotka naiivisti uskovat monikulttuurin
ihanuuteen. Ainakaan niitä ei löydy kovin montaa punayliopistojen ulkopuolelta.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif;">Valtiot
voivat säädellä maahantulijoiden määrää tiukentamalla turvapaikkakriteerejä.
Näin ei ole tehty eli valtiot ovat tietoisesti sallineet laittoman
maahanmuuton. Esimerkiksi vuonna 2015 Suomi otti vastaan kymmeniä tuhansia
Ruotsista tulleita turvapaikanhakijoita, vaikka Ruotsi on turvallinen maa. </span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Niko
Pyrhönen toimii tässä yhteydessä ainoastaan termipoliisina. Hän kuvittelee
ylimielisyydessään, että hänellä on oikeus määrittää julkisessa keskustelussa
käytetyt termit. Näin ei tietystikään ole. Hän vain luottaa siihen, että
riittävän moni ihminen on niin typerä, että ottaa hänen esiintymisensä
auktoriteettina tosissaan. Niko Pyrhönen on kuitenkin ensisijaisesti
poliittinen toimija, vaikka hän on hävittänyt tämän jäljet Twitteristä.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Pyrhösen
ylimielisyys <span style="mso-spacerun: yes;"> </span>ei jää tähän. Hän antaa
myös suoria neuvoja Perussuomalaisten puheenjohtaja Riikka Purralle:</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">”
Purran kohdalla on olennaista, mitä hänen pitäisi jättää tekemättä. Purra on
hyvin vahvasti sanonut koko ajan, että emme missään nimessä anna tuumaakaan
periksi missään vaiheessa ja kutsumme asioita niiden oikeilla nimillä.”</span></p>
<p class="aw-r4pcxk">– ”<span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Tuollainen
retoriikka uhkaa tehdä mahdottomaksi Purran johtaman puolueen kanssa
työskentelyn. Ongelman nimi on täysin periksiantamaton retoriikka, jossa vain
vetäydytään omaan kuoreen.”</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">”Pyrhösen
mielestä Purran kannattaisi nyt toimia samoin kuin poliitikot yleensäkin
erimielisyyksissä: pallotellaan asioita, otetaan joku askel eteen, toinen
taakse. Ylipäätään hänen pitäisi suhtautua tilanteeseen rauhallisemmin”,
Pyrhönen arvioi.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">–
”Nyt hänen kommenttinsa ovat täysin päinvastoin. Ennemmin Purran fokus
konkreettiseen politiikan tekoon ja tavoitteisiin, eikä tähän kehystykseen,
että kaikki muut valehtelevat ja yrittävät peittää totuuden kansalta”.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ilmaiset
neuvot ovat tunnetusti hintansa arvoisia enkä itse ainakaan ottaisi vastaan neuvoja
Pyrhösen kaltaiselta vasemmistolaiselta. Pyrhösen argumentti on olkiukko eli
hän rakentaa Purrasta karikatyyrin ja yrittää väittää, että tämä ei keskittyisi
konkreettiseen politiikan tekoon. Pyrhönen menee liian pitkälle. Pyrhönen ei
ole vaaleilla valittu luottamushenkilö vaan esiintyy asiantuntijana, vaikka
hän<span style="mso-spacerun: yes;"> </span>on selkeästi poliittisesti
sitoutunut toimija.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Joku
tai jotkut tahot vetävät Perussuomalaisten ministereistä yhden kerrallaan tikun
nokkaan, jossa he joutuvat vasemmistolaisten hyökkäyksen kohteeksi. Kyllähän
vasemmisto tykkää hyökätä mutta ainakin osa Perussuomalaisten
hallituskumppaneista on touhussa mukana. Kaikilla on yhteinen tavoite eli
heikentää Perussuomalaisten kannatusta keinolla milllä hyvänsä. En usko, että
tämä tulee onnistumaan. Kannatus olisi jo pudonnut, jos vasemmisto olisi
keksinyt viisasten kiven, jolla Perussuomalaisten suosio saataisiin romahdutettua.Sellaista
ei ole toistaiseksi löytynyt.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Pyrhösen
kaltaisten toimilla on usein Perussuomalaisten kannatusta kasvattava vaikutus.
Jos joku puolue omaksuisi joitakin Perussuomalaisten keskeisiä teemoja, se
saattaisi toimia. Sitä ei toistaiseksi ole Suomessa yksikään puolue yrittänyt.
Muissa Pohjoismaissa näin on tapahtunut.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Suomessa
tosin politiikkaa käsitellään monesti pintatasolla sen mukaan, miten joku asia
hyödyttää tai haittaa mitäkin puoluetta. Syvälliset yhteiskuntaan vaikuttavat
ilmiöt kuten massamaahanmuutto jäävät käsittelemättä tai käsitellään
vasemmistolaisen ideologisen prisman läpi moraalikysymyksinä kaikki muut
ulottuvuudet sivuuttaen.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Yleisradion
toimittajien räikeä vasemmistolaisuus hyppää silmille heti, kun avaat Ylen
verkkosivut. Ylen ohjelmia en ole pystynyt katsomaan vuosiin.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Hyvä
esimerkki politiikan pintatasolle jäävästä analyysistä löytyy </span><a href="https://yle.fi/a/74-20039282"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">tässä</span></a><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> </span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Siinä
Kimmo Elo ja poliittiselta kannaltaan tulipunainen Emilia Palonen analysoivat
Vilhelm Junnilan eroa ja spekuloivat, mitä seuraavaksi tapahtuu. </span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Palonen
väittää siinä, että ”äärioikeistolaisuudesta halutaan irti” Väitteelle ei löydy
mitään perustetta. Äärioikeistolaisuus on lähinnä vasemmiston käyttämä
leimakirves, jonka tarkoituksena on leimata puolue tai poliittinen suuntaus
jotenkin epäilyttäväksi. Jos poliitikko lähtee pelaamaan vasemmistolaisen
toimittajan kanssa ”äärioikeistolaisuuspeliä”, poliitikolla on tässä vain
hävittävää. </span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Perussuomalaiset
poliitikot suurimmalta osin ymmärtävät, että kansalaisia kiinnostavat asiat
ovat konkreettisia. Vain vasemmistolaiset ja punayliopistojen tutkijat ovat kiinnostuneita
äärioikeistolaisuuden kaltaisista abstraktioista, jotka ovat termeinä paljon
latautuneempia kuin mikään väestönvaihto.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Jos
olet Perussuomalainen etkä omasta mielestäsi mikään ääri-ihminen, miksi sinun
pitäisi pomppia vasemmistotoimittajien abstraktioiden mukaan? </span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ylen
toimittajien ja laitoksen käyttämien asiantuntijoiden termipoliisina toimiminen
asettuu outoon valoon, jos ajatellaan, mitä Ranskassa tapahtuu. Siellä
poliiseilla on takana </span><a href="https://www.france24.com/en/https:/www.france24.com/en/"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">viides
väkivaltaisuuksien täyttämä yö</span></a><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Satoja ihmisiä on pidätetty etnisissä levottomuuksissa ympäri
maata sen jälkeen, kun poliisi ampui teinipojan Pariisin Nanterren lähiössä.</span></p>
<p class="aw-r4pcxk"><span style="font-family: "Calibri",sans-serif; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Ranskalla
on paljon Suomea pitempi kokemus massamaahanmuutosta. Sen seuraukset eivät ole
kaunista katseltavaa.</span></p>
<p></p>Vasarahammerhttp://www.blogger.com/profile/06078925877019901124noreply@blogger.com3