Hexane Archiv
Durchsuchbare Datenbank der geleakten AfD-Mails.
601.323 E-Mails im Archiv
Twitter <info@twitter.com>
Tue,
Steinhoefel hat getwittert: Eine exzellente Analyse, die auch zeigt,...
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
alexa wien <alexawien@gmx.de>
Thu,
Kündigung
An: info@afd-vg.de
Twitter <info@twitter.com>
Wed,
HansDampf hat getwittert: Oha ƒÿ« ƒÿ®ƒñªÔÇìÔÖé´©Å Lass das bitte ein Scherz s...
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
'Br├╝mmer Gunther' <info@afd-mv.de>
Thu,
Kontaktanfrage ├╝ber Webseite der AfD Mecklenburg-Vorpommern: Danke sch├Ân f├╝r 2022
An: info@afd-mv.de
EIKE Klima & Energie <noreply@eike.tech>
Mon,
Neues von EIKE - Täglicher Newsletter
An: leif-erik.holm@afd-mv.de
'Eric Eric' <info@afd-mv.de>
Sat,
Kontaktanfrage ├╝ber Webseite der AfD Mecklenburg-Vorpommern: There they goÔǪ
An: info@afd-mv.de
Rechtsanwalt Enrico Komning <enrico.komning@komning.com>
Mon,
Fwd: *** Spam *** Fwd: Rechnung Bootsrumpf Beklebung
An: AfD LGS <buero@afd-mv.de>
Alter Fritz <alter.fritz_88@yahoo.com>
Sun,
Was war an den US-Wahlen 2020 wahr?
An: Alter Fritz <alter.fritz_88@yahoo.com>
Twitter <info@twitter.com>
Mon,
Harald Vilimsky hat getwittert: Wo Linke regieren, regiert der Irrsinn.
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
CystiNorm <exlurfq@qbastioners.gay>
Mon,
Vergessen Sie Harninkontinenz ein fur allemal
An: oeffentlichkeitsarbeit@freunde-mainfranken.de
Eric Schellenberger <eric.schellenberger@afd-sn.de>
Wed,
Einladungen zum Kreisparteitag und zur Oberbürgermeister-Wahlversammlung am 28.01.2023/aktualisierte und präzisierte Einladungen, Satzungsänderungsantrag
An: leif-erik.holm@afd-mv.de
afd-vr@web.de
Sun,
Unterst├╝tzung in der Angelegenheit Rene Kruschewski
An: buero@afd-mv.de
EIKE Klima & Energie <noreply@eike.tech>
Thu,
Neues von EIKE - Täglicher Newsletter
An: leif-erik.holm@afd-mv.de
Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Tue,
Presselage vom 27. Dezember 2022
An: Presse | Alternative f├╝r Deutschland <Presse@afd.de>
"Heinzgen, Andreas" <Heinzgen@AfD-Fraktion.berlin>
Wed,
Hansel (AfD): Der Fetisch Maskenpflicht ist längst nur noch Selbstzweck
An: "Heinzgen, Andreas" <Heinzgen@AfD-Fraktion.berlin>
vfuc@freenet.de
Thu,
Neues Fehlurteil in Maskenprozess: fast 3 Jahre Haft für Ärztin / Wieviele Maskentote hat eigentlich die Regierung zu verantworten ? Hier die Zahlen
An: vfuc@arcor.de
Michael Pfalzgraf <Michael.Pfalzgraf@afd.de>
Mon,
Erinnerung: Pressesprecherkonferenz heute 11 Uhr
An: Presse | Alternative f├╝r Deutschland <Presse@afd.de>
"Heinzgen, Andreas" <Heinzgen@AfD-Fraktion.berlin>
Mon,
Laatsch (AfD): Grüne wollen individuelle Mobilität abschaffen
An: "Heinzgen, Andreas" <Heinzgen@AfD-Fraktion.berlin>
"grimm-christoph@t-online.de" <grimm-christoph@t-online.de>
Wed,
AW: Zugang Archiv / LPT Ivenack
An: Landesgeschäftsstelle <buero@afd-mv.de>
No-Reply@deutschepost.de
Tue,
Eingangsbestätigung: (Ticket: DP01-61016523)
An: Landesgeschäftsstelle <buero@afd-mv.de>
Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Tue,
Presselage vom 3. Januar 2023
An: Presse | Alternative f├╝r Deutschland <Presse@afd.de>
vfuc@freenet.de
Mon,
Eine planetare Erwärmung gibt es nicht / Stillstand seit über 8 Jahren / Ein Wissenschaftsartikel räumt auf mit den Klimalügen des IPCC und der Politik
An: vfuc@arcor.de
Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Fri,
Presselage vom 30. Dezember 2022
An: Presse | Alternative f├╝r Deutschland <Presse@afd.de>
Landesgeschäftsstelle <buero@afd-mv.de>
Tue,
WG: Ihre Rechnung Nr: 472621
An: buchhaltung@afd-mv.de
Alter Fritz <alter.fritz_88@yahoo.com>
Wed,
Fw: N e i n  z u r  E U - K n e c h t s c h a f t  ~   A u s g a be  18 / 16 ~ 
An: Me <alter.fritz_88@yahoo.com>
"Leschnikowski, Antje (VZN)" <Antje.Leschnikowski@vznb.de>
Wed,
AW: Landesparteitag AfD
An: Landesgeschäftsstelle <buero@afd-mv.de>
'Eric Eric' <info@afd-mv.de>
Tue,
Kontaktanfrage ├╝ber Webseite der AfD Mecklenburg-Vorpommern: Instead, congrats
An: info@afd-mv.de
Andreas R├Âsler <a.roesler@stargard-online.de>
Tue,
WG: Ihre Rechnung Nr: 472621
An: buero@afd-mv.de
Larry Kim <larryk@mobilemonkeynow.com>
Tue,
ÔÇïÔÇïÔÇïÔÇïÔÇïÔÇïÔÇïAfD S├╝dwestmecklenburg's sales next year
An: "info@afd-mv.de" <info@afd-mv.de>
B├Âttcher AG <auftrag@bueromarkt-ag.de>
Tue,
Ihr Auftrag bei B├Âttcher AG
An: buero@afd-mv.de
AfD-Kontakt | Alternative f├╝r Deutschland <kontakt@afd.de>
Thu,
Automatic reply: Information ├╝ber erfolgreiches Login
An: Landesgeschäftsstelle <buero@afd-mv.de>
Holger Kundt <holger_kundt@web.de>
Fri,
Aw: Glückwünsche
An: buero@afd-mv.de
EIKE Klima & Energie <noreply@eike.tech>
Thu,
Neues von EIKE - Täglicher Newsletter
An: leif-erik.holm@afd-mv.de
Boettcher AG Paketinfo <paketinfo@bueromarkt-ag.de>
Thu,
Ihr Paket von B├Âttcher AG wurde durch GLS zugestellt
An: buero@afd-mv.de
EIKE Klima & Energie <noreply@eike.tech>
Wed,
Neues von EIKE - Täglicher Newsletter
An: leif-erik.holm@afd-mv.de
Twitter <info@twitter.com>
Wed,
Boris Reitschuster hat getwittert: Ich dachte zuerst, das muss ein S...
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Landesgeschäftsstelle <buero@afd-mv.de>
Mon,
WG: F├╝r LaVo-Sitzung: Beispiel-Antrag Kreistage Asylpolitik
An: 'Leif-Erik Holm AfD' <leif-erik.holm@afd-mv.de>
Landesgeschäftsstelle <buero@afd-mv.de>
Tue,
Nebenkostenerh├Âhung
An: buchhaltung@afd-mv.de
AfD-Kontakt | Alternative f├╝r Deutschland <kontakt@afd.de>
Tue,
Automatic reply: Information ├╝ber erfolgreiches Login
An: Landesgeschäftsstelle <buero@afd-mv.de>
Landesgeschäftsstelle <buero@afd-mv.de>
Wed,
Weihnachtspost
An: vorstand@afd-mv.de
'Eric Eric' <info@afd-mv.de>
Tue,
Kontaktanfrage ├╝ber Webseite der AfD Mecklenburg-Vorpommern: Your site ÔÇô more leads?
An: info@afd-mv.de
"Felix Krautkrämer, MdB-Büro Leif-Erik Holm" <leif-erik.holm.ma02@bundestag.de>
Thu,
AW: Kontaktanfrage ├╝ber Webseite der AfD MV: Mitgliederzahlen
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
EIKE Klima & Energie <noreply@eike.tech>
Mon,
Neues von EIKE - Täglicher Newsletter
An: leif-erik.holm@afd-mv.de
Janine Korth <janine.korth@afd-fraktion-waren.de>
Wed,
test
An: buero@afd-mv.de
AfD-Bundesverband | Mitgliederverwaltung <mitglieder@afd.de>
Thu,
Ihre AfD-Beitragsabrechnung 20230122944
An: leif-erik.holm@afd-mv.de
Twitter <info@twitter.com>
Thu,
ƒöü Harald Vilimsky hat getwittert: Was von den angeblichen Aluhuttr├ñ...
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Philip Hentschel <philip.hentschel@afd-fraktion-mv.de>
Wed,
Lauterbach nun auch vom Genderwahn befallen
An: Pressestelle AfD-Fraktion MV <presse@afd-fraktion-mv.de>
Twitter <info@twitter.com>
Sun,
Justus Haucap hat getwittert: Wirtschaft 2023: Was Deutschland jetzt...
An: Leif-Erik Holm <leif-erik.holm@afd-mv.de>
Dennis Wierer <denniswiererr@gmail.com>
Wed,
Dennis Wierer
An: undisclosed-recipients:;
"Dr. Derm" <amdutjz@qbastioners.gay>
Sun,
Die Psoriasis kann endlich geheilt werden
An: service@fahrrad-schwan.de
Neues Fehlurteil in Maskenprozess: fast 3 Jahre Haft für Ärztin / Wieviele Maskentote hat eigentlich die Regierung zu verantworten ? Hier die Zahlen
Von: vfuc@freenet.de
An: vfuc@arcor.de
Datum: Thu, 05 Jan 2023 18:41:40 +0000
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Pressebericht vom 5.Januar: Neuerlich Fehlurteil eines deutschen Gerichts in Maskenprozess: fast 3 Jahre Haft für Ärztin https://tkp.at/2023/01/05/neuerlich-fehlurteil-eines-deutschen-gerichts-in-maskenprozess-fast-3-jahre-haft-fuer-aerztin/ (https://tkp.at/2023/01/05/neuerlich-fehlurteil-eines-deutschen-gerichts-in-maskenprozess-fast-3-jahre-haft-fuer-aerztin/" style="color: blue;text-decoration: underline;" target="_blank)Masken sind oder waren eines der wichtigsten Mittel um die Bevölkerung permanent an eine angebliche Bedrohung zu erinnern und sie damit besser zur Befolgung der Corona Maßnahmen zu bringen. Eine Informationsfreiheitsanfrage von Anwälten in Israel hat ergeben, dass genau das das im Gesundheitsministerium klare Ziel für die Maskenpflicht war. Die Exekutive will ihre Anordnungen durchsetzen und das offenbar mit allen Mitteln, wie Deutschland grade vorexerziert. Dabei hilft eine abhängige Justiz, wie der EuGH in einem Urteil Anfang 2019 festgestellt hatte. Der Europäische Gerichtshof hatte am 27. Mai 2019 unter den Aktenzeichen C-508/18; C-82/19; C-509/18 sein Urteil gefällt (https://www.hrr-strafrecht.de/hrr/eugh/18/c-508-18.php" style="color: blue;text-decoration: underline;" target="_blank) und entschieden, dass Deutschland keine europäischen Haftbefehle ausstellen darf, da die deutsche Justiz nicht unabhängig von der Exekutive, sprich der Regierung, ist.Bei einem Prozess vor dem Amtsgericht Weinheim hatte daher die Staatsanwältin „dreieinhalb Jahre Haft und ein dreijähriges Berufsverbot für die Ärztin gefordert. Sie sah den Tatbestand des „Ausstellens unrichtiger Gesundheitszeugnisse“ erfüllt“, wie Medien berichten (https://www.swr.de/swraktuell/baden-wuerttemberg/mannheim/urteil-im-masken-prozess-gegen-weinheimer-aerztin-100.html" style="color: blue;text-decoration: underline;" target="_blank). Das Gericht hat die Weinheimer Ärztin zu einer Freiheitsstrafe von zwei Jahren und neun Monaten sowie rund 28.000 Euro Geldstrafe verurteilt. Zudem erhielt die Medizinerin ein dreijähriges Berufsverbot. Die Bürokraft der Ärztin erhielt eine Geldstrafe in Höhe von 2.700 Euro.Die Medizinerin hatte sich in der Vergangenheit öffentlich als Masken-Gegnerin deklariert. Sie trat bei Veranstaltungen als Rednerin auf. Sie erklärte bei Gericht, dass das Tragen von Masken generell gesundheitsschädlich ist und unter anderem zu Atemschwierigkeiten und der Gefahr einer Re-Infektion führe.Und diese Angaben sind nicht nur von Studien bestätigt, man kommt auch durch kurzes konzentriertes Nachdenken zum gleichen Schluss. Der deutsche Arzt Dr. Zacharias Fögen hat die Re-Infektion in einer Studie im US-Bundesstaat Kansas bereits 2020 nachgewiesen. Die Maskenpflicht hat die Fall-Sterblichkeitsrate in den Bezirken mit Maskenpflicht um 1,58 bis 1,85 oder um 58 % bis 85 % erhöht. (Zahlen, siehe weiter unten im Artikel)Es wurde auch festgestellt, dass fast alle dieser zusätzlichen Todesfälle ausschließlich auf COVID-19 zurückzuführen sind. Veröffentlicht wurde die Studie im Dezember 2020 als Preprint (https://tkp.at/2020/12/15/nochmal-masken-mehr-schaden-als-nutzen/" style="color: blue;text-decoration: underline;" target="_blank) und wie berichtet (https://tkp.at/2022/06/02/studie-zeigt-maskenpflicht-erhoeht-die-fall-sterblichkeitsrate-bei-corona-infektionen/" style="color: blue;text-decoration: underline;" target="_blank) im Februar 2022 auch voll begutachtet. https://tkp.at/2022/06/02/studie-zeigt-maskenpflicht-erhoeht-die-fall-sterblichkeitsrate-bei-corona-infektionen/ (https://tkp.at/2022/06/02/studie-zeigt-maskenpflicht-erhoeht-die-fall-sterblichkeitsrate-bei-corona-infektionen/" style="color: blue;text-decoration: underline;" target="_blank)Darüber hinaus schaden Masken in vielfältiger Weise. Sie verdoppeln den Totraum in der Atmung um etwa ein Achtel Liter. Da die Einatemluft im Freien etwa 0,04 Volumsprozent CO2 und die Ausatemluft 4,0 Volumsprozent enthalten. Kann sich jeder leicht vorstellen, dass durch die Rückatmung der Sauerstoffgehalt in der Einatemluft unter der Maske erheblich reduziert wird und der CO2-Gehalt bei 1 bis 2 Prozent liegt. Und das ist ungesund.Und denkt man kurz darüber nach, erkennt man, dass die Viren zumindest zu einem gewissen Prozentsatz in der Maske verbleiben müssen, so die Maske helfen sollte. Da aber im Maskengewebe keine Spülung mit Formaldehyd oder ein Behandlung mit UVC-Strahlung stattfindet, bleiben sie weiter aktiv und infektiös. Man wird einen Teil zurück bis in die Lunge einatmen, was zu dem von Fögen beschrieben Effekt der höheren Sterblichkeit führt. Dennoch steigt die Virenkonzentration in der Maske und wird ab etwa 30 bis 50 Atemzügen so hoch, dass trotz Rückhaltung die gleiche Menge Viren durch die Maske nach außen geblasen werden, wie ohne Maske. Masken, insbesondere in der FFP2 Ausführung, sind ein Mittel zur Konzentration der Viren.Eine umfangreiche deutsche Meta Studie (https://tkp.at/2021/04/23/deutsche-meta-studie-beweist-massive-schaedigung-durch-masken/" style="color: blue;text-decoration: underline;" target="_blank) zu Masken hat die vielfache Schädigung in verschiedenen Bereichen aufgelistet und nachgewiesen. Ein zertifizierter Industriehygieniker hat in einem parlamentarische Hearing (https://tkp.at/2022/08/10/industriehygieniker-masken-koennen-nicht-vor-corona-schuetzen/" style="color: blue;text-decoration: underline;" target="_blank) in Florida erstens nachgewiesen, dass Masken nicht vor Viren schützen und dass zweitens Mediziner und andere „Experten“ weder das Wissen noch die Kompetenz haben das zu beurteilen.Die Weinheimer Ärztin hat also vollkommen recht, die Maskenpflicht dient lediglich dem Gefügigmachen der Menschen (https://tkp.at/2022/03/05/israelisches-gesundheitsministerium-masken-sind-aus-erzieherischen-und-psychologischen-gruenden-noetig/" style="color: blue;text-decoration: underline;" target="_blank). Die Maskenbefreiungen schützen daher die Betroffenen vor Krankheit ohne anderen zu schaden.Und hätte man den medizinischen Chefberater von US-Präsident Joe Biden Prof Ashish Jha beigezogen, so hätte er auch bestätigt, dass die Masken keine positive Wirkung (https://tkp.at/2022/12/22/medizinischer-biden-berater-masken-sind-unwirksam/" style="color: blue;text-decoration: underline;" target="_blank) haben.Die Informationen sind öffentlich verfügbar und weithin bekannt. Einige Sekunden kurz darüber nachzudenken kann man wohl auch von einem Gericht verlangen – wie das offenbar doch auch bei Gerichten vorkommt.In Deutschland kommt aber auch vor, dass bei einem Richter aus Weimar, der ein unerwünschtes Urteil gefällt hatte, ebenso wie bei den Gutachtern Hausdurchsuchung auf Antrag eines Staatsanwaltes gemacht wurden. Vorstellbar, dass Richter vorsichtig geworden sind.Aber gelegentlich urteilen dennoch auch deutsche Gerichte nach Recht und Gesetz und erheben eigenständig Sachverhalte, wie kürzlich die erste Strafkammer des Landgerichts Bochum (https://tkp.at/2022/12/24/endlich-richtiges-maskenattest-urteil-von-einem-deutschen-gericht/" style="color: blue;text-decoration: underline;" target="_blank). Der Bochumer Arzt Dr. Andreas Triebel saß nach dem Urteil zu Unrecht auf der Anklagebank – die politisch gelenkte Staatsanwaltschaft legt wenig überraschend Revision ein. -----------------------------------------So und nun zum eigentlichen Nachweis zur Übersterblichkeit in Deutschland und den ganzen Lockdowntoten, die die Regierung zu verantworten hat. Dieser Nachweis wird anhand der Datenbank - Ourworldindata-Excess-Mortality geführt, unter Berücksichtigung der Mortalitätsrate von Schweden, die erheblich geringer ist, wie in DEU. Schweden hatte weder Maskenzwang, noch Lockdowns (ebenso Japan, Fürstentum Liechtenstein, u.a.) Hier die aktuellen Übersterblichkeitszahlen von Deutschland - Datenstand MW48 / Ende Nov. Excess Mortality / Übersterblichkeit in ppm / Auswertung Our World in Data Blatt 17 / 3 S. https://ourworldindata.org/grapher/excess-mortality-p-scores-average-baseline?tab=map&country=AUT~DEU~SWE~USA~ESP~PRT~CHE~NOR (https://ourworldindata.org/grapher/excess-mortality-p-scores-average-baseline?tab=map&country=AUT~DEU~SWE~USA~ESP~PRT~CHE~NOR" target="_blank) Zeitraum 2020 - 27.11.2022 MW 48 DEU Excess Mortality / ÜbersterblichkeitYear 2021ppm Year 2022ppm NrMWDayp_avg_all_ages Dayp_avg_all_ages Dayp_avg_all_ages 20202020Scorerise 2021Scorerise 2022Scorerise1Jan05.01.2020-1,78-2 03.01.202139,2239 02.01.202220,84212212.01.2020-0,71-2 10.01.202129,6269 09.01.20227,94293319.01.2020-3,02-6 17.01.202125,5194 16.01.20221,65304426.01.2020-4,73-10 24.01.202123,47118 23.01.20221,31325Feb02.02.2020-3,28-14 31.01.202114,73133 30.01.20222,15346609.02.2020-6,91-20 07.02.20216,5139 06.02.20221,14357716.02.2020-6,41-27 14.02.20212,42141 13.02.20220,04358823.02.2020-11,63-38 21.02.2021-2,38139 20.02.20220,86369Mrz01.03.2020-11,16-50 28.02.2021-11,51128 27.02.2022-4,9531101008.03.2020-8,29-58 07.03.2021-15,94112 06.03.2022-5,4826111115.03.2020-3,26-61 14.03.2021-13,2498 13.03.2022-1,1424121222.03.20200,35-61 21.03.2021-10,4588 20.03.20223,9728131329.03.20203,65-57 28.03.2021-6,1982 27.03.20227,773614Apr05.04.202011,51-46 04.04.2021-2,4579 03.04.20229,8646151512.04.202014,26-31 11.04.20211,8581 10.04.202212,7759161619.04.20209,93-21 18.04.20216,4388 17.04.202212,7671171726.04.20206,23-15 25.04.202110,0598 24.04.202211,638318Mai03.05.20205,38-10 02.05.202111,94110 01.05.202210,7594191910.05.20202,16-8 09.05.202113,67123 08.05.202212,88107202017.05.20200,94-7 16.05.20217,53131 15.05.202211,22118212124.05.20203,82-3 23.05.20215,75137 22.05.20229,9412822Jun31.05.20200,57-2 30.05.20214141 29.05.20223,87132232307.06.20204,462 06.06.20219,05150 05.06.20228,19140242414.06.20203,576 13.06.20215,55155 12.06.20228,49148252521.06.20200,216 20.06.202119,01174 19.06.202214,89163262628.06.20204,9211 27.06.20215,04179 26.06.202216,0317927Jul05.07.2020-3,288 04.07.20213,22182 03.07.202212,21192282812.07.2020-17 11.07.2021-0,13182 10.07.20226,45198292919.07.2020-1,075 18.07.20218,32191 17.07.202216,01214303026.07.2020-2,343 25.07.20215,37196 24.07.20222523931Aug02.08.20202,836 01.08.2021-0,46196 31.07.202216,91256323209.08.20205,3211 08.08.20210,4196 07.08.202217,09273333316.08.202020,0831 15.08.20215,86202 14.08.202218,88292343423.08.20208,2140 22.08.20216,57208 21.08.202220,6231335Sep30.08.20201,6641 29.08.20215,69214 28.08.202216,25329363606.09.20205,1246 05.09.20215,84220 04.09.202210,76340373713.09.20205,8152 12.09.202118,21238 11.09.202216,74356383820.09.20207,9760 19.09.202111,37249 18.09.202211,39368393927.09.20206,2266 26.09.202111,67261 25.09.202216,1438440Okt04.10.20206,1572 03.10.202110,38271 02.10.202222,78407414111.10.20201,3674 10.10.20219,74281 09.10.202222,77429424218.10.20203,477 17.10.20219,74291 16.10.202224,52454434325.10.20208,1785 24.10.202115,09306 23.10.202225,6448044Nov01.11.20208,6594 31.10.202118,64325 30.10.202223,32503454508.11.20208,44102 07.11.202119,42344 06.11.202215,49518464615.11.202012,23115 14.11.202120,21364 13.11.202214,62533474722.11.202013,69128 21.11.202127,12391 20.11.202216,6355048Dez29.11.202019,02147 28.11.202131,11423 27.11.202217,78567494906.12.202023,41171 05.12.202135,12458 505013.12.202031,18202 12.12.202131,2489 515120.12.202032,45234 19.12.202125,75515 525227.12.202039,29274 26.12.202120,42535 Summe ppm274 Summe ppm535 Summe ppm567 Tote 202023.017 Tote 202144.987 Tote 202247.705 Summe Tote 2020- 2021115.70984.080.000BevölkerungDeutschland 274 ppm23.017 Tote Übersterblichkeit nur 2020 535 ppm44.987 Tote Übersterblichkeit nur 2021 1.102 ppm92.692 Tote Übersterblichkeit 2021 - 2022 / Problemjahre mit Lockdowns 1.376 ppm115.709 Tote Übersterblichkeit 2020 - 2022 Nachfolgend 4 Grafiken zur Übersterblichkeit in Deutschland mit Angabe der Übersterblichkeitstoten Grundlage der Ermittlung, sind Mortalitätsraten der obigen Tabelle / ppm. Es gilt beispielhaft für das untenstehende Diagramm: 1.376 ppm x 84.080.000 / 1.000.000 = 115.709 Tote für MW48 2022.<img alt="" 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" 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" 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" class="fr-fic fr-dii">Grafiken oben: Beachtenswert der Anstieg der Toten in 2021 / 2022. Grafik rechts die Lockdowntoten, ermittelt anhand der Mortalitätsrate von Schweden, ohne Lockdowns + Maskenzwang, in Summe für die Jahre 2021 + 2022 bis MW48 = 77.462 Todefälle.Ermittlung der Toten infolge Maskenpflicht Weltweit wurde die Maskenpflicht zur Bekämpfung der angeblichen Pandemie von der WHO empfohlen. Eine besondere Rolle kam hier Christian Drosten zu Der deutsche Virologe Professor Dr. Christian Drosten war DAS Gesicht der Coronakrise! Das Wochenmagazin stern titelte im März 2020 sogar: „Das Coronavirus hat den Virologen Christian Drosten zum gefragtesten Mann der Republik gemacht. Und zum Star.“ [1] Denn Christian Drosten war es, der im Januar 2020 den PCR-Coronatest entwickelte, der fortan weltweit als die Standardmethode zum Nachweis des Coronavirus covid19 diente. Als Institutsdirektor der Berliner Charité ist und war er ein sehr einflussreicher Berater der deutschen Bundesregierung und nahm als Experte an vielen Pressekonferenzen der Regierung teil.Somit beeinflusste er durch seine Einschätzungen auch maßgeblich weitreichende politische Entscheidungen, wie z.B. die Maskentragepflicht, das Aussetzen des regulären Schulunterrichtes oder die Schließung der gesamten Gastronomie.Zur Schädlichkeit / Karzigenotät der Masken liegt ein Artikel des US-Arztes Dr. Mercola vor https://takecontrol.substack.com/p/titanium-dioxide-detected-in-masks (https://takecontrol.substack.com/p/titanium-dioxide-detected-in-masks" style="color:blue; text-decoration:underline;" target="_blank) Hieraus ergibt sich, dass die Masken toxische / krebserregende Bestandteile haben (Titandioxyd / Graphenoxyd) Der Arzt Federico Andres Lois wurde auch hier angeführt - seine Feststellung: Die beste (geringste Kontamination) hat mehr als das 5-fache des akzeptablen Grenzwertes (vgl. Pkt.2 im Anhangsartikel) Außerdem wurde auf die Fögenstudie im US-Staat Kansas verwiesen, mit bemerkenswerten Resultaten, denn die Bezirke mit Maskenpflicht / MMC hatten eine wesentlich höhere Mortalitätsrate, als die Bezirke ohne Maskenpflicht / keinMMC, verwiesen. Die Fögenstudie / Der Foegen-Effekt Ein Mechanismus, durch den Gesichtsmasken zur Sterblichkeitsrate von COVID-19 beitragen https://journals.lww.com/md-journal/Fulltext/2022/02180/The_Foegen_effect__A_mechanism_by_which_facemasks.60.aspx (https://journals.lww.com/md-journal/Fulltext/2022/02180/The_Foegen_effect__A_mechanism_by_which_facemasks.60.aspx" style="color:blue; text-decoration:underline;" target="_blank)Auf seiner Website geht Zacharias Fögen, wie folgt auf seine Studie ein: Worum geht es in meiner Studie?Es geht um die Frage, ob Masken die Fallsterblichkeit an COVID-19 senken (weil weniger Virusmaterial übertragen wird) oder erhöhen. Erhöhen klingt unlogisch? Stellen sie sich die Frage, ob sie die Maske eines COVID-Patienten tragen würden. Würden sie wohl nicht, sonst könnten sie sich anstecken, in dem sie die Viren, die er in die Maske geatmet hat, einatmen.Die Antwort liefert meine Studie anhand von Kansas: In den Bezirken (Counties) ohne Maskenpflicht war die Fallsterblichkeit deutlich niedriger. Die Maskenpflicht hat die Fallsterblichkeit dort um 85% erhöht. Selbst nach Einberechnung der verringerten Fallzahlen durch die Masken bleiben die Zahlen immer noch um 52% höher. Dieser Effekt kann zu über 95% nur COVID-19 zugeordnet werden, es geht also nicht um CO2, Bakterien oder Pilze unter der Maske.Der Grund dafür ist der von mir so genannte Foegen-Effekt: Das tiefe Wiedereinatmen von kondensierten Tröpfchen oder puren Virionen, die in der Maske in Tropfenform eingefangen wurden, kann die Prognose verschlechtern. Jeder einzelne dieser Schritte ist in der Literatur belegt. Dieser Effekt ist inzwischen sogar im Tiermodell bewiesen. Weitere Studien am Menschen mit dem Vergleich Maske vs. Helm bzw. Nasenschlauch zeigen das gleiche Ergebnis. Eine andere, noch größere Auswertung, zeigt das gleiche, wenn man dort auf die Fallsterblichkeit schaut (meist wird nur auf Fallzahlen und Todeszahlen geschaut, aber nicht auf das Verhältnis). Die Bewertung auf Seite 5 seiner Studie lautet wie folgt: Dass die crDR (Covid-bezogene Todesrate) der MC-Gruppe nach Schritt 1 1012,6 Todesfälle pro 100.000 betrug, während die noMMC-Gruppe eine crDR von 782,5 Todesfällen pro 100.000 hatte, was eindeutig darauf hindeutet, dass die noMMC-Gruppe entgegen der Intuition eine anfälligere Bevölkerungsgruppe ist. Die Untenstehende Tabelle soll ein Gefühl dafür geben, welchen Mortalitätskahlschlag eine Maskenpflicht in einer Bevölkerung anrichten kann. Und dann wird auch für Jedermann verständlich, woher denn die ganzen Lockdowntoten stammen. Wie anhand der deSTATIS-Todesfallzahlen nachgewiesen wurde, sind die Übersterblichkeitstoten / Angabe Ourworldindata,, nur in etwa die Hälfte der realen Übersterblichkeitstoten in DEU. Und somit aus mathematisch logischer Sicht der Maskenpflicht zuzuordnen, was ja auch die Studie von Zachrias Foegen letztendlich beweist. <img alt="" 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ltK29iD8Sfv8v77v9JafwK2M7fjei6cAoTQqhBg/FCXtt2k8x40SKwTzSr/RfVag7DeF6rkIi3+JM4Dm1PxJz1GWzkwx3EsPRu1pGWnySx2DeJGwH7WjqjCJz+0ZtZlnY8EzKNTeekXBi1lh5/SrmWgeGwlk1u3pVHldhhKLJ0/14IuP/9Ky55z2BEYLd52F8BoNpegmMOMrfk+v7cczFyJB1GaUKHEZyfM27amTm2lnmYzZ5bEsv8psWwTHtf3Mbt9DX6RuFO5hYEm7rjsUeJOEgnXndH/1//xWmVrdgfHyl1GsG9SG+p9XoV2RpsEeSPxP2xLx//8lze+7YPD+gUsWGRI228+4bcWViw9GSF1EUPgwfmYNq3PrzX6Yz1/NvMm9uf3r17hlf90ws41QI7yaHo2Fnk+RcCI2DKK9n9+dH+AcWMHtt2q8/P3bRg067QUfjap106zbXAl/u+lKozcH0r05WUMqvYjlbpPZ5VXAgleq3DoXokfqw9mpWb+swTAiD6I49DGlC3bgt4LvEnKSeDmhaX0+eIRASP2JOvGt6Pcp3/R3HivhNQ8cjOv4TGhOp+/W4kei05w0c+Fqd1r8PPvXRix8gIp2dGEnphF188KAUaYM0Oql+GHOqOZsS9Yjp9AyBFHaTC/8WUdC/bdSCZwdm0JRq/w86jN7NqzlU1L7FnocpQLmoUFOsD4z1u8/P1gNoamk6ppxdfx3rycBUvWs3L9OlzmGDG0Z31+eflj3vvdBjcZHGZfXUyfcv/j3aaTpFHIGCb2FOst5J6+rUnrqW4SbLPJybjAmrY/8vF33bA/JAGjyBAti5gL23DUr0FF48OawHjHBIaMUteMa0OlP1pisOm6nDSFDL+tWE2ehNORUGJSdIDxbg26WW/n4q0CvjdgfFi5LSNcfLSA8dKr/LtiN4xMxzNRRnYTJw6kXYM2tOs1lVWnrz62R1FPEjBS/EeyYlw99I064HhqitxTyfkexUoFMCJcmNCmEmXKdMZwkad4aBZJVw6ztn8lXnunLmNORJMQsJBev37F940msPBYOOnpgRx1GkrDD3SAkSMdte806r79Gt/oObHfP06OcoMzTqPoVKkWDYYs4+hFGWCM+ZWX3vqAStMDpJNyZv70Kaw6Gki4Znqv+COSbHKzLrFnihU2m46wx3k2TlMN0PurDJ+/XYNWxltkj3sAxpjxjBd/LvddHdrZu2vaSFbqWVa1/I4PvuvOjKMhRN0xjXEXwPioOWNWexCSEcZxx2G0/l95/uq2jAu6vYoochtWHavwU6WeGK/xlVhyg6DD9nT6tBBghC5Hv/J3/FDflLmHQ6VjjCdo/xyMavwh5TyZwxr41gHGJ+2YvNOX6yU+0iwEGOXb0G/EWCwtLcWM6d+6EU1qNWTQzHWcCIoi6rgFFf/vP3zVYz1nIlJkgHGd41P70PT3BrQ3l874xmU8Vg6i0qc/Ut8xBGFLri5uToUvK9F/4XEuKPUUd5pNEztQ/uNKNDHco4mledmRnLGsxVfvV6LbgqP4xIaXABif8E5dE1ZOa0rZGl2x2uTDtQRd4RfE529r0WaaNpZlp59ndZsf+EhimcPhVUxsJYDxbnW6TN7GhVvh5QEA46V3eavcSLZH5ZKRdw7Hlr/w4/86Yrr6DNflnjZP0qP819VobnOKxJxUsv0W0+HnN3jzJRUw7svuPYMhI/r7nMFIPzGN/g2/48fWo5l7StcdJF4lfGU3aegvUdnak5A4P9b2rcLvDYdivcMN93XmDKohI/IR2zXTZCUBRuAZJ0zaleXr+n2ZckTx5tJZg5Hps4apvX7jsz/bMHaPjv9zM2D/ML779G3Kj9jA7uUTGdDoe35oZcScU8qE4Z1rMG7sMaJu+Y/56K8O9DObgZOTE7MnjqBvne/48NvG2Himc+OwBa1/eYe3Kndk8Hh7TR6Xw14EaYY6OsB49X1eqTOXsymZ0pQURXP50A42OjlgPX4kQ/p0oFPzP/n2X+/z349Hszs/n8xigJHps5ZpvX/nzf+Vo/YAO815HOfPwbrLT7z/1nf0XeKJX5GhTiyBrrMwrv4rvTbcmpcsoszzq7Dp+Svf1+nKdA/dxiI6rQWMbzsyfIlbocWYDziD8Z9X+PfPTenRR5/uDX7SANm/KvTFdL3PY4MLRU8KMFKvjGa1+V906twUOxcLCU4l53tUKw3ASDsymc41v+LnTpYsOaOrt1h//Jw68tIb/6WKwyWCVutT6fv3qDzCmb0Bylx70TUYR1JjiF7Zjv++8TL/azqCcbZzNf7oMLoTjSt8JyNFY5a4B3FmmT6VP3+df9UcxtSZ8zR5dnuF6UaxxQEjh7ycEE4uXcIyJxvGDunH4P6taVDuaz761x807r8Sr3sARteuPegp/vzmlxWoO1DXRubNwqrzj7z7xnf0X3GOy0WnA0R3AYxfhjDjgL8MKW7itdqE7j/8yB+NZnJCt1dhpR2zpVe9byjT3hRHN8Wj71yDEbVzONV//pCPq3ZmgPlMzbXNshxKz1rf8elPLbH3KQQYvxqzzD1U8xjjTt3tEUkKIXvtMaz7KZ9VbMaYtefxm9ucf/37//i6jRnW0+drzjlteEtqlPmOaj1scLmayFW3JYz8/X+833cTsblhrOjwGX9UN2HxSeVhg8SIC+uZ3vcPPq3UAuPdunPlSRQ7MJIyX/yXcsPWcCgg6E7AeOVNXv6uCjW/+xcvV7dlb+BNie5aFcTnNwXaCscyqy5leO9NiWVL5zGivgDGtx0YuqjwIvAHAIzXP+G/TRy5lJMnnhXKuv6/Uv69xgwXcPK9uIEZ/f7gEymn0buUe8oRuPVlQaO3+fh1FTDuy+5/Dcb4e67BiD84md51v6ScnimLvXRYfQdgZBG4QR+95t0YPXsOcy0H0KlmLyYdKUCEOwHj4olZGMro4ofGA5hxSmlgJQBGRgSX3VzZt20b2/af4kxAjM5R7w4YyZ7LxFl/5stq7ZnkqnPrYoCxxXEsferJPXUYyyLNPd0JGCEuBtQu+4GmU69Upzlt2rS5Zd30h7H0fD55+bp1JZ1le51f+frjt/i+zRjmnFbCw10AI2EPNm3/4vevy9PUcD4bzvnht9+aDv/5kHfLWHJUACOrGGCkeC7HuuvPvPzOx3xTuXGRa1FsytZL3Io1ijIC8VhjSrufW+JQ4rBLyunMEiZ2+qlUAaNgDUZZZQ3GhTvXYMQen0r/el/z3h8t0Z93kCs3SxymlYqeBGCkh5myaXw1OnasxeSNpgSklJyvNKw0ACNujykdqn7Gbz2sWXVeV/bFAOPCoi788e1/qWWygUPByoO1ooBxKCWKqwsa8s7rL/HOj9Wo07hlEV/UrlfQrsHYMFq3vfoP/PfNV6g4cg37ApU2WQwwcpPICFlAmzde5cffG9Jv/gkuRJ5m3bBW/PlaFVoM34DvPQCjQ4eOdBJ/fuW/n/Dtn3e2EZvtAYRoF4gU0qMDRvz+CXSr+QUVOluw7KxSpncCxtWN/ajy43sa+Klct2gs6WFgyIoLjwoYoiBlzVkt3itXn55zDuE1tQ7/+te/ebdsbRo2a1XknCPtlnPoqsSAUDdczKry9V+mHI3YgP7n36FnfQCvCOV6pD17rcS2e1n+91drLA7rYun9AMa/Xubll7+matWv5d/6GO+8SGi6drlnQXy+ayzbtowxjxEwznk7Y9f9F774sxUTNPekAsYD2z0BQ/MtknbUUL5FsuAoMZreWfctEl8Pznj4ci1Z9y0S/1WYtPuDb6v0ZtyGIGnmeWTf9MN7ajP+/Z/PabVY+caJBKKb+3Ho2ok+eu1p16E3nbo6sP/Wew7uBIzwYBfs+lbn60p6jFh7hazcZOIubWBYuf/wyv/pACPmMAsNe9K8ShWqtBzG2FuLov7mEUnYPhaPasiXP9ajx1wfaaj55GcnELW8M19/9CV1J+3C/dAixnaoyLc1+zN+WyjZOXGEuy9C/+dCj0jOz0Tvz2/4oc0kIfobihuSkXiDqxfOcu7CdRLzcrWr3j3dCbyRSpr3Yka0LM9bVfswaqPyLoi7AIbHdLrU+Z7yMopwPpdBngID60ZR77VPeb/ObC5ImedEOjOo/Jd8UPCIJHw/Swzlnso2oOeSy3L3ykus0oi67In3mSAib82OaJUbepStFv34saY9p3Tb7lDYHpxG1OeXv9oybnccWRI4cuOCOXPGg4vXkknPPvVggKH7Fome5lskc+7yLZJojjl0pdkPb/FldX0sN1+5XW+lrMcLGE4yFLPnqGUFatdswtyjVnJnJeUrPSuVRyR+SxjStBzf1RqM9bYQTVvOivDi2OTGvPzmD7RfFcLN49Y0+eUzfuzkwFrPGHIzwzi1wohWX+kekWTGk3l0ND+89SplB2/iVEiyEhFIjgom4NxFLitfX0xPJDrQnTNe3oRIH5h7YgI1f/yIt1rb4uyuhO9igJEWQ4pLX9587SUazTjLpZhcshMO4divPmUFHtpZ7JZu4h6PSIaMZKT485flGtNnmf/tNnLpDF5nrnBD2sid65AeHTC4vALDVr/ybd1BTN4VRnb2TUJOzKdvmUKPSM7a0/q3//FjB1tWuEVrYkl6QiQhPuc4fzFCauzRASNTRuaz+v/JJ7+3wnC9NxFbB/OxtNFyow/hFy1xRuoo8XoAl876ERgWp213mZGEHXGg9ccVGekwkspftMFuTyDXdCxB+AGWGTfmyx9q03X2eU0sReJ0tAwuv//kK+pYbONUWMidgPF/H/Lel4YcOW3Lnz+9Tbne89nhc5N0xREL4vMvDem1pGg9KbHsRoorc5U1GHcARjKJAkHD3/o3r/1izpagGFKzA9hs0oxqH94/YARdO8iKMXJPP9Wl60KJpfniFzGHMKv2Fu+9qgLGfdm9AUMGLsfnYNaxPFXbDxanCiMsLACf02sw/eNdPvu6Nfa33oPhyzbzXjT6oBrNe85kV9hlvA4txuj3T/nse3N2JqTpOokoDtvo0eir//CfrxqhZ3tYthSoBMCQIHPQfqB0NrWpP2Qp7n6nOeXYk3df+Y+Q96Ms8gzh1DJTOn0swavGODaGXSHo8l4mV/uAH74dgpNXqIQNX7aP60a9Mo1pa7KGMz6H2WPfkf++UniR5xmWdm9ApXJdGDF7J+fCLnBk1ST6V/iZPxrOxDU9Adfx3/Djh/+hueV29u5dgmm7WtRpb8aCU8qV3wUwzi3CoHlZXq/SlUFOR/A7tJpZfX7jnXekUXw0gm1Z+RJuTuNQ80e+aWDINBcvYuLl3EvHovdjVap0ny+N+gpX/PcxufqHck+DcfQMLdQQ84g/74KjYVv+GORSwgvNChTMyUVGtPuuCn/1cuT0JU8uOHbklXc/pYm9GwExrvcGjA7zOeR5SXxH/EdGOxN7Ku/B6F/0PRjFF3lGH2BW71p8//KvNOi/BNeUwmhUenqsgJE7l4yzLWn6yXeMWGjIicu2UgZai4yZQUpWCfs8opXOIs/zbBjVibrv1aTdoAXsDfPDbecchv/2Fd/+OpmD2bnie27Mb/EXZcv1wGTRfk1McBhchzdfKljkmUFO5gEmVfiGL38bztzd7lwK82KDZQ9ayWhZz2gjroFHWa7/EZ98+AFdl1/l4mE79MqVoZHhag4EKDOmxQAjPZbUPaP55sOX+U+baWw+5oPnMmO61/mK116rSMO+y3DPvQdgTF3A4iXGdPixOtUVf5Y2Eui3m0lV3uO7b4ey6Gy4bnBSWKUAGFzAxbgjtcs0o6P5OjzPH2CbTXveebnwIk93Fnasze/lujN6/h7Oh/lwcNl4+pQvx1/N58gg4CEAo7U9W45f0LY9sWPLjBhQ+xuqdrBhe6R0xpGbMfn6Uz783QTnE+fxD/Ng5ahWNPqpCf2m7JEhpqIM4q8eZHrtV/i/f/+LV2rastM/htvrrq/i5mxO509+5Y+qpmyQMg0OPIBVzY/58dtBzHcPkbjw998iOT75Z375uLwM9lw5G6vMYijx2URiWTWq9ligqaei8Xk9ViUChsT8mx4savI2b73cAev9HjLQW8P4NpX56j8PABhyT+4rTGgv1/tLl3mcCrxA4DoDvnpPKYMXCTCiRzBvYHNMzAY93Td5DqnNK6+8orOPee+jkt7keZMzK0bT7eeCfF/whcDFAUkp3D1E77fCoNHXfNPYAKv9hb+MrYS4YJbpfcX373cU0r+g7fji3dlq3YXyyjG/LMNn+hOZXvMN3nldn6UlvMnztsTZZN85tV/lw9pT2Bl0sxBgKEok6Mg8Rv1ecL1viQ1kRchNCRo63TzKSuPW/Kyk//A73/c1warqe5q3BN5+k6cnK/o2obLmGIr9QuUmszmpSdPe0/KO3/DD+7r0n7thtNxDF8iiueoxm55vf8rbDedzLiXrVln5LOtJx4oFxyxHhQq9MDOrzfuftWF2UD6p0g5P21ah+vdKelnamKzi2M0wzrpMoP2ta3lTbADLr8TcvieNEvDbPRWzzo3QX393vNAo8RyH5vTl94Jjvi0wZLCTsDhlCCNBUa82v/3UFcNlBfekSAGMVRhI/rdvXYvOZGR8x5s83/mI1wbvIeLWt0gEWVcPomcVyf97OzovPqfbWrp6nICRnTqD/cNf4fP3X5L7Lmq/t63PonMl7/codv+AkczV00swqf09X3VYJh5aGDAURXNywSDpiAvqTfz3NysOS8qthcDXN2DW9A++VNKrtqJOl64MLF+GCrUK3uSpHPGwQMZ3fH2r/mWUO24rFzXp6cRe2Y1NtVd49VVdeqWxLHMr6DgDOTp/GM0++5NqwzZr3oORm5nCQcP3+frDguM1o3PndrRpU5uaXaey44buTZ7SRl97fejtN3mOrkf1Lxox0EF5IVconhvG0e7WNb0tZoCzjNjveDqikTJy3iIQ8j5vvj2MzfE7Gfvb93zz+whmHwyQfWLxXjeO3r8UgMBdFHOYJSOa85Nyzp8q81MfIyz/+pB33htV6E2eHizpVp8/bl1beaq1ni9DCUVK29iL6Zcf81llU1Z4hN0FMLRv8hz537f54NZxbtuvrWSwobw7QKMMcrN3M+azD/jkVp7GDJp5SPDutrLiruJlW503Xn+VqpNPcvmOtysmceWYE0Z/FBzjDbHC8TmK43P60/aHP2mmb4vzfhs6v/cNn7ddooHb3NCl9P/tWz5uPYWVbtc1eyjfvPHeNL5QLCscnwUiOtfl95+6MLLIwEaUmUDunkF8/uE72v3aDKN362o0/qYmnUxcZKAeSYDrNLr990s+armIyzrA2GBQmT8+aYHh4hOaayL8ONsnttAe44NPeXOQAzY1X3/BHpEU/BZJ+gLd9+hLz+4bMPKy5RqSiY+P15nyTvuSvjOuPD5JJzWxIJ/2PfvFpxzzczJIS5G0FGkId/zQhPJbJJKWkEqGjJQ0qcpvZWSkkqQcMzGRhLQMMpLjSYgv+bdIikj2zVTyJmeQfcdvLOSTlyMNO6ngehUrdsz8HLLSU0jUnFt5d366nDtBk+/2C8Zy5ZpTtNensSSSiky1FtyTLj1RRhhZuntTriE3k1TldwJkFFP4hTO5Wamk3ro2OWaS7Jeu/C5DCpm63iAnQ0ZomvJOJEXzux15EjDSSbl1LYqVVE7a345IT00mLat4uRSTlGFOpq78FZNrjVdecqTZTcpXjqH8dszte1KkTGkqgKfUU+FrEUtOI73wb5Ho7l85Zn6hS8nNUn67QPInpZCaWbhkSk+P+xFJTtpMzW+QxMcXtaSUuWTmlrTPo9n9A4Z4ZU4W6cpvYQjUFoULRdrfjkgp3JaTMoq25XzZP0XahKZOU0hOTZW2lEiStLXb+XKks5N9b9V/MqnpBS9fkkNofo+jIE0sKZ0s5asKGkngV64hIYlkxd90W3PSld/YKNhHfEPaXkqKtINUaePiP9pjatuo1rXzyJZ2k5wovp6h/BaJtBGJU7fbiC7v38SSW8dMUNq9DKyUe0pK0/ymkbKXJu4lFW/3xaTEkrRisSSpeCxVYom0p1vXVvy3XbS/MZJQpJxKkFyj5vd9bh3ntiVJ3C3anOSYRfKW8JstSlyRWKOkJytleEdBaWNp+l1jaYE/Kb+FkqH9LZIE5fePdL6nxAop04QUSbv1g0h/F8tux520InFHkXzKTtP89opmH7nfVPGPFKl/re8p11pw/kzdfUqMTpP6k9ianqW797wc6XdStMdIuMnNhHPMf+HWYDxGu2/AUKXqBdWTWOT5JO1BAEOVKlV3UeJ5Di4YRfOyDWnRZTFnNI/89mDy6Zu812wGe/xi7g6S9ykVMFSpesGlAoYqVaruUE4SoYcdGdfsR9545zv+qFeHunV+438vNcdkz0XCHuq3rIpKBQxVql5wqYChSpWqkpSdcI0g952sXbtWZ+vE3LiSlEFpfHFeBQxVql5wqYChSpWqp6G/BYyUlBTs7Ox48803MTRswLRp7Z87a9q0HJUrV5a/p6mm2j/SDAwMZJDwlvxdcht53qx797/49ttv5e+S71c11VR7fLZ8+XIdIdxbfwsYERER/Otf/1JNNdVUU0011VTj119/1RHCvXXfgFGtWjUaNWqkmmqqPUdWoUIFTft94403SkxX7fk15TGRUrd16tQpMV011UrTypUr9/gA48KFu/yQgypVqp5ZrV+/XtN+f/rpJ90WVS+KlPj8f//3f8TEFHkFkypVj0UrV65UAUOVKlW3pQLGiysVMFQ9SamAoUqVqiJSAePFlQoYqp6kVMBQpUpVEamA8eJKBQxVT1IqYKhSpaqIVMB4caUChqonKRUwXjgpP29zjtUDe9GzRQta6KzXuHmsP1vybyKqUlVYTx0wMiIJPbGQEYX8t8AGzNjO8eBUXUZRZjQRHpsw77EUL/movKj40vrhjOot+fWnseRwIEE+O1hhLp879qef3SFuSJ6iPwL1z9FzCRgXV2EyxJwZO84TXPRnn5+sErzZOXsFi5eeJES3qaiiOTZrKEu2e+B352/b/yOlAsaLpLx0cq7vYfrQVgwdPpOZs5ewZIliVowb3h+DwdNVyFB1Tz11wEgN4uLGCdT9sDmG4r8LNT6s2DiGd+vFqMkbcA3SQUZuCklhPuxd44Hy4/p5XGZJu4boDzVj8kpXPIIucsLZFpMmLRg0eyMbjgTe5ae8/xl6/gDjJqcsG9KjWTOqj13PBp9Y3fanoPRr+J3wxN3jKnG6TUV1lbX9KmA0awcnwnWb/uFSAeOFUQ6ZiZc5OqUx9VqNxPl0DHEZuiRiCT7siE2fIQw0O0CYbqsqVSXp2QAMG5p9O4798vH2zydFcG7+CHq1HcWYpV5E6bYWUcImRlXog/1Gb64oP4yQfpadNpYMbWvPgX8yWej0fAFGLsTvw6x6E6ZMHkKDzrZMXXdWotmzKhUwiksFjBdFuYnE+q1naJmKjNgTSnS6NM7CSg/D9+AeVs4/SnBeBpkxZ9m82ZXDmxxZ4rSHM5c8Obr3FG5eYcQr+bMTuBnoxc5V7ihtRTulnEyQ60HOn9yHi8sa5s6dy9zVO9h1QQlWuWSnR3N+82bOex9m2bLF2vStJzkbnqTZW6sM0uJ9OSRp85T0ufs5H5VMupKkjBCOuXFg814OH16t2X/B4uVs8UkiO0+zs6onoGcXMETXt2PbYwgDDFfjpjhNTjKJV73ZtuQooYnn2T61FzU+rYPe4HEs27+f3WtmMKppU6r90RWLtVtwj8ghN/sKx5wWsFDjf7txuxJDivbokBVH5BVPtm7aw4ENTsyT9hKYkU02kZzftp5Vmn02sefkFRlb65SXSXbMObYscMXLYwsrVjhpfNd5nyeXojIhJYJg9+2abcVtl/d1op/gtP9zBRh5WSS5GlGnrjUbD21n1lADzKY6c/iGbuQkdZ8Q4s32Zac0gyZNiEgJ4ITLCbwv30ATdZKvEXh6m668HXFcuI2zcXlk5UssO7Kek+eDiVAqPzOKEM99bN+0Cy/lGVpuJnlXXVm89RxhSRlaH5QY6nP4NCel7mOz44kOUfxkLwc3OjJv3hH8U/xZURgwEkO4eNSFxeu2c+RyNKnXz+LieIzgrFzt8VKv4L7zFB7nr5GQGU2otwd7Vu/n1Kl1t/xjw5kbJKQXCn4ZkQS579H64TJnlhxy49yWhbiG5JBRpKE8G1IB40VR2jWu7ZlI+S/M2J+coe2w76asGOI87ahWpiH9erSncyd7Nu2eg2EHE8xt9nJJyZMSyLm1U2jx4wQOyEeti4eyYWBbRnZoR4uu3Wmi15S6rfVoa7gMr/AEUmLcmVHtJ/R79qV+p8600qtPpeb9MVlwiKCbynAyh/QEX9w2GDOglh56HfRoVqkzI1e4cvZmKjkxh1g8fDBtq3dk8PiB6LVuSuu6lSk/YC9BadIxaK5B1ePWMw0YXGbbuCGMG+rAdqVXSQslcIctDT8azp4bu5jYuQZl3v6B32s2YszMmdiZj6BV2bJ887+KtDcch7NXOL57TRlaryOd2urRvEonhszaxrHridpfgky6yMk1ZtSv2AT9Pt3p2GkRJ5Nj8T8zkym9e9GthR6t6nak18g5rPGLElwWZceR7DWN2i83ZpjFYLr16Ypegz+o2s4M222BJN30w2O9FXp64vNiHdq3o9YPL/P6txUxWnWWKxqifzJ6fgAjl9ysUPYPqk99m314X0/l6qZhjDCbgN2eqwi2Sd1fJWC7LY0+G8Me+aipv/DVjKpliO2K0wQLNkafWo/j4E5UlXrTa9sevfpt6e3sR2hqJPvN66M/ZTU7Lkm0jDrGNuuO1K/bmXEH08lPjyVhfVe+7+7MiWtJ2mNH7WVuf1OMjDfjk3IZz03m1P29CQP6Sn3rOXI01pclBYDhG4bfttmYDuhEkyFWOB2+SMSRadR6fRhbBVg0D/iub2J8c2MmzjpMQLwnu6eOptnPbRluPRi9dm3Qq/ktv/RYx4kw3fkFmSLcVjB3eHdaNtSjXffutBjUjz6/vs3AbWnc/Nug/3SkAsaLooRgQtYO5bW6czmXmiUjLq1So/y5dPakULdiHnhfCCEmWQDDzYpq/3qbIZujuK4QfORWrO8LMCpS+7eeMho8yzWuc3a9BYPqNKXzMl8BjBNMr/Z/fFvOkg2BN0mUI201akeHLqZMOyTDgrxYgo8vZlyj2kz2lBCSDzd2DaFB49HM3XeZmEgFMFpRr/4AprjGSXsKJWzdCN5/bSibE9K1jVLVY9ezDRhRHJ3Zm/HGpqxQwksBYHxirOlkMq8uonfZEczZ4yveKYo9ycbxE+gvoOCel0xswFbMK/+A2bF04qSXijk8gW56I7F0due6ciIFMBYNomGZ2lieVg4gyjzLnDZ/Ybb0GOduysDUZzV2hgZ0Gr0RfyXyawDDRgDjXVrMOEPATWl9F5cwouUQ+k3cia/2KBrl5WRy0/8Ic/qXo56Vi4B54dm9x6/nBjDyUsiMWEHnz9ox/2QE0Uo5B67FfIQRg+x24q/M+twTMAI4NGschk2NWa2sysyII/W4A/WHrudsbCrX94yhneEMFhwSFLmwlS1TBAb0Tei3PJCsxFDczH+j1YJLhMbrPLA4YKwcTv1v/mLcSblczRSv7hHJtBWsWziHsb360m38Wk4pCzYyIu8DMHpRu0IzRuyMFp9KBtdR/PC+AQvOhWtny9JO42zaWwZwk9gcKPd78xKnZzXjf6+/Tf+tKmCoepxKDOHqhlH8t+oMzghgaIlXWVE/gkHNv+f777/ii49/pKI0vtVBCmDYCWDUwcEzDiUePghgjJ7hgqtuIUeK3y6WTulLpYn7SRDAmFHjPwzefFM77SiKPTiFgaYTGLXOl9wUf7ycJ9Hsh+GsvHKFQLErV1Zj/GtrLJyOcyFIAQwDevWYwR4l/mXeIPKoNEoBjC0qYDwxPduAcZ3D9n0xNxrPKj/5+CCAkXGd8IO21H6zNwsvXuKixv82MblJV0wtN3Na6Qg0gDGWFhUGskJzAOk5QpzoXqYvk1fu45RmnwOsNBvF0FaWbI6QLBrAmCqAUY9pp6O1nWHkDqZ2McG0EGDk52aREHKGhb0/pUzHBRyPSNSOxJ+gng/AyBe+uE7kiq68VcWMlSfO4qsp9x3M6tWALu2McfKUQr4nYIRwevlYjFv1wGqzsv8VgoNlgJUqx1eA4MZmxg+eyvx1Hhzbsoy1NuJXKxczwHwX0VGuTK38AaP3xBNV8AjrDsAYR9MyfVh6reARshYwBg3Xp23d7vQ3XMiOMN1Q774Aw5AOdcawIVLScuWkQTNp+dEQlukAI/fcEkyMzOg146hu/VECMUErGPre2wxUAUPVY5WmM3ag3psGbIxNK6EzDpbGZovhLcCwF8AYyMYbSdpV9Q8JGIQfZ8csQyr0X4FvCYCRf34JxtIZ9J97nGgNYAzlj3+/zGtvvqn5SX+t/cWQJackiCiAMY5hg9bgreysAsZT0TMNGHnerB0+EtNBjhxQ+sgHBoxx/PWvl3mjiP/9Tvcp23BXHlVoAMOK9pWncETZ/xZg/I+PXnu90H4/ULPjFLYpnYEGMBwEMAxYFxaH5ntaxQEjP4+0a+fYN7Ex7zR14nyhWcYnqecDMNJJDD+ITeWX+O/bhetJ7I3XeLVSZ/ouPUdu6r0AQ1EY3pst6KjZ/w3eff8Deq1P1EGDBwv1+mAxcT4OU1ey1M6OFTtXYFbVmE0hG+n/+nB2xqXejjt3AIY1rctN5JAkFQaMX2sZYGTUh57jzBji7KOZqb0/wJhIj6azOamklQAYMTJYG9RPBmC3ACOdhPD92Nd6G4PtKmCoeqySRnntEHbV3qbBTB/CE4qHr8cDGMm+O1hs1ZtKVodILgEwYvZPZoDpBAw3XiJfAxhWtPzZjB0pKSSJpWgsjczsXPKiVcB4FvRMA8aFpRi1G0jnsS74KIH7gQHDjjpvD2ZDdBwxhfwvIytH6+N3BYzBzNjhReCtfVJJy8giR7mG+wGMmAt4zBnK1z+OZVt69q0Zxiet5wIwMqUzdnWg/ttSnpE3ZWBSUOZiV/ewcOQAunW2Y2fw/QBGPnk5WWQo+0ZdIWJVP95+ZzjOV5V6ysNzbntsLTrTYeAszO32c/bcMTYNa8SkmUa8ob+LmNRCcfQ+AWOkwxaOBHvjMsEEk14z2avQQCkARr7PckxHjysEGPFEBy5l0FvqDIaqxy5pSJkxRB8ZS4OvfqDdtBPaFewaxXNhqxWD/yz8iKQYYOS6saR3SwYPmM7WKxK3g4+xeUwrvisBMKo2GordrsvSQMM4s8qU4fVaY3Yo8dYajE+bzeFQaAIZXGD9kBYMHGjHKh9pqPkJXD29jIlN/8L8lJxSaZXSyMxaWrHi0GUiNYs8VcB42np2AeM8Gwa1oF1bM6bvv6btUB4EMPJTibuyi8lVv8DoYDqxygrNqN049LVl3mp36R5EdwCGKMcXJ73fMVnkile0fE7wZKfDTMyNNuKjpN8LMCLPcMBhMFVqDWDayVgKZtyfhp4HwEgK9WCdUVne77WF6IwcXeetU146vi6TmGjYDfM9Fwk7M5u+75fB6JiMiSTERLoMomG5noxRACPBi90zLBk5YJa2k0+NInHTQF5/ZSDLQ2JJkE2Zp6czbWQravafhs2uayRcOcE+8+o0aNWOPx0kxmUUWlp+n4Ch/RZJFqneG5g9fhyd7I4QlR9PTMBi+rz6CaP2JBMjMBC1c7T4WXeG3CdgkOXJOtPuDOgyjjUyCsyM8uWYXV0+eP1t+qmAoeqxKz+X/LRwLp7ehF3vRrSsV52aNWuKVeX3Fj3pNXkNXj4FizyLAQYp+K8Zg0HzyvxcsSZNu7Sj+zATepYAGP3btqBOs/ZUrVmZOm16YDj3GOHJmRrAmFHt33ToYkDV+o2oXvN36nUfx4Kdl3XOn0tWShDnd1vQv3xNainX9mcLhs88jOf1VDJVwHgm9GwAhjFVXvuS8uIjNTQ+rNhvdBk1E+cjoUQm6bDjQQBDvDhXfCrEzZahFetSv7oc869mDJzswpHARO03QkoCDDKJ9l+GXed2tPhL9qnamC4G01l1Okr79da/BYw1bD8wC+MaH/Lqm5/y458F96JYX2YcCCD8CXYMzz5gxBF6ZhVjf2vM6OMJZJbw1bEM3004GfWlQd+VnL7mwdaBFfi0XE2q1ahJ14kj6fDzMGYqgJGTxE33Dcwb3o6flXqrXos6FVsydNUlglN130oL24x97zo07zGRpWezyYs8y2l7PT7/vg0TzmSQXnj67IEAQz5mXOXEKgu6d+hMvzXnyYj1Zf+Q8nz7Ww2qiO91Nh+K3u/DmXq/gCFoGuuzkUVGXaj3R02qN2tI1d56tHuzClZyrQlPa1rsb6QCxgupVELd97Bn60Y2btTZATfOhGpCn9BCFllxARzZ5M01GSEUtKHMqMt4H9upyb/94EGOnbvM+b2+hV5opHtEMn4aM1bv1+TbcdgNnwglNOsAo/p/GDzvEMvXb9Ok7/UIICy+8OOaLDKSgjkjaZuU69p4kPPXk0hVWntmNCHnLnLOO0wzuiAvg4wYf1xdzhKRnat+TfUJ6akDRm4qSdfOcVDjH0Xt2IVrRd8bIYE4JdKfYzt8NK8Az0sL4cy+cwQJOGv67axYrvn64uUWonv7Yi55Odc5t8WFrZpj7sfzSgyJBS4qnVJsyCVOH7pM0S74JoHHDrJXs89ujnoGcaNggjA/i5z4AFw3exOepltbkRGJv/sFLviFEn79Ep77it6H1g5wNiyBlCLPgB6vnn3AyCQ1NoSzu9y4IiOKIrMXBUq9wdXzXhw6EURMZgqxfodulekBHx/c950nODRWOyBJiyb8wjFdugsuW4/hn5SnfbSlSOopwOMIp9x9CVO+0JOZSHygB9t2nkJ5Wax2YKVTZhRBnhc573OdxJxk4kMvc2q/H8qkllZphHsewCcoUjegyiLxuh+ex49wxD+O/JwMkvwPs9Vls+Z69p89i9tBH64ERpOSHc8Nfz88jgdpXyQmg0VSAzm54yxXZXB1ix00/nxa64c717Fiy3QGvdmA6Rcy5Jp0eZ4hqYCh6gFUwiLPW9IBRrE1GKqePz11wFD12PTsA4aquyrlMifXr2HVKlf8lGnntGuE7plIxbd6sDJS4m8RGno2pAKGqgeQChj/BKmA8eJKBYznWKlBHJ1nzvAu3ehlOoUp400x79OLloa7uJiV+1S+lXQvqYCh6gEUy5mVk9iw3wv/O37tJ4fM5EAO2OizyiuFhCf9BX9VpSYVMF5cqYDxfCs1yJWt80zo16+f2FBGmjhyRKryGZy80EgFDFWqVBWRChgvrlTAUPUkpQKGKlWqikgFjBdXKmCoepJ6zIDhIVuUJd/Pl6WkxJOQoPkewz9OycnJJCUp65hLLpt/qkVF3SAn5xlcpv0YpALGiysVMEpPWVlZajneQ48ZMCxky8Lnzmxs2tK3b1/5+58nMzMzRoyoL3+VXDb/RMvLc+Kjj97+x8zIqYDx4koFjNLToUOHKFeunO6TqpKkAkYJpgKGChiFTQUMVS+KVMAoPamAcW+pgFGCqYChAkZhUwFD1YsiFTBKTypg3FsqYJRgKmCogFHYVMBQ9aJIBYzSkwoY95YKGCWYChgqYBQ2FTBUvShSAaP0pALGvaUCRgmmAoYKGIVNBQxVL4pUwCg9qYBxb6mAUYKpgKECRmFTAUPViyIVMEpPKmDcWypglGAqYKiAUdhUwFD1okgFjNKTChj3lgoYJZgKGCpgFDYVMF5QZd4gwMuNE66uuBay094XtD/dXaCMCC65n7ojn6urO57nr5Goy/Y8qFQAIyeJm6G+eLh5412koCDxqgeepy4QHJ1Mhm7bwymf/Lw0Is6f41piJlnP4I9tPDBg5OeSnxrO+ePHOOYXSWL67Rf3ZcSFceWcB17KT8Hrtj28skgID+FaWCTxT/kX0FTAKMFUwFABo7CpgPGCKnQZAytWoMwX3/D9zz/zs8Z+oEZzPSZuvkqM8hJX6egIcaJ7mTL88OV3/HAr38+U+a4G9VpYsyEi6Zn8JcuSVCqAEefGVquu/PJ1TWraHit072nsNfuNip+2xmyNB1d1Wx9OOeRk+DK/QT1mngzn+qPRymPRAwOGgFnmxWk0fOtd3u3kyJHAWMW7RFlc3jWF4TXKU63pbE5qtj2KbnDEYQIz7RZx8ClPVKmAUYKpgPGEASN/ARnp80lPnU1q8kwSEmaSlDKHzNyCPAtIT5xFomxPSJhDRrYjecWP8RhNBYznScqv+iaRlJAgvpJEanoWOZoonkduTiYpKWmkpShpaWSFLGVAxZHMcDlLmGZfRRH47bVh+K/VMd6bJXsVAMZw5h+8JKm3lRpwkDXmHSjTaTlXdNuedZUeYAyn+td69LRZRZBmdkHKKW8/lt3b0PC/3ZlWBDCk7LPSSdbUidbSsvN1nasoL4uMtGRdWhLJKZkKXhQDjHz5nCr1l0p6Vq7sm09eTgapmn0SxdKRQ2qVn01mRqbEkxRSNXWdQFJyChm5uvRS0sMBhoMARl1qdLJgm384ycr2fD/2OpvT8ceW9CgOGFI2aeLPibpyS0nLJLtgNic/T5LTNNu1liYxU/HYooCRl5tFeoq0iVTFnxXlkHGrjaSQlpmj2y71lJ0pZZZBZlrBMRNIzcwl91ZlPZhUwCjBVMB4woBxfQDjRnbGsOuPtKz2Eq+++hJl6lTC3l1Jn0dO5lCMP3mTT2T7q6/+gfnGcYSWdJzHZCpgPE9yxbZKWX549VXxlV9oO3Y1x5Wf1kkNwmfPVBrV6cGAmm/z5usDWeE6jU53AIbE7ZQgfPc40LL9MoKVjuwugEHyZTxXWtGy3EQOyceHjMFPVKUHGBY0/roLIywHsFxTeNJFXXXC0nQYDT8fWBQwUvzxXDWcPzV1orU+ayJuP4byXcPEnlV0aT/ze73pHL8DMCLYa9mGBnU6M3zRaWK4jt8+Gzpr9nmP114byvroZG2HHbkd23FzGNqpKZ3qaM/3TaVGTDqhOVup6eEAY7oAhgG9OtXHxvUcgamyPfYYe1ePp2OdAXcCRuhS+v/+ncQ+7X3U0J/Gpsu6tPgggpb10JWbYj2ZdTqYqCKAkczV00sxqfMDX+vp/JkjWFcsw3eafRpjMOMg/srxUgI4u2sOrRqPZ6r+q7z5hva4Hed6cuEh3UUFjBJMBYwnDBjX+mPS9FvqdGzGnN3jCT01gKXW9alhOJQrCbYcNHuXxhOGcfq8FaHb2tBjWHtsd1qSUNKxHoOpgPE8SBmDhbKu3y+Mmr2fw96hhO6bzWjjiQxZ5M7NlEDOrR9Jna/KM2xjKEHBsaRcWYJ+CYBBfhRXPRYz8KsuLArNJ+PKXWYwgg6z3qITZfWWEqjb9qyrNAGjx5/6LNs6mQlKx52XS/iKMThtmELr8iMLAUY4ZzfPYXzTEcw7LXUS7E/oUQva/mzGmvPXieUCWwynMt1iDQdCQ/E7uomF43vwl/2JIoCxa3Z7hk+aytJDV4hLyeS61zoWjWtCz1mnCb50HtcJdShjtgvfG9JjR2zBqlNdarccgd3Ws4Se2cGmaUOooL9Zrqb0QPDhAGOGAMYgFs/pi/lef7yjhBNObWav8ziGDh1fCDCUB0+u2PzRhskrjnP6spSd1yrsDcwxMd+JnyDWVbeNWFY2ZZWUW7DYyWl61BrnzC7fC7cAw3n3WhaNb0l/pzNci04hOz+Xk9Zl6The8p1SANkMfXNrLHdf0YCg1+oRVP/fr7SedZwrIVcJXTeYat1nstwtjBTNdT2YVMAowVTAeAqA0aAGo6cNwzvFUQKYOYfnt6Bl/dbsDh+B2f8qsTBwBom5TtIIRuHQvQ7jrQfjlVjCsR6DqYDxHCgvQ/xoBT2/7cy8kyFEKuvn0m8SHnaNKzeSyVYAY+1Emn0/hI2JoJkt16zBKAEwZBx8w3cXtnVaMztIACNIAYxylP/5VypWrUpVnf1Zpy1tRzqxL+gmmbo9n3WVJmD0qTeKpUfn0dXuDHk5oaztMoJNh+3o/NeoQoCRScrNCEJ9Q7mZpXyW/2VuZcTnI1jtFSrdpBfO+qOwHLOaEwlKNSYRGyF1FR53CzA6dq5K+/Ez2XA6hLg0peau47XWHrPmBsz3k+PlpZMRuZjeZc3Z5htJggIY7Q0YPm4DbsniCImX8HSeSIM/pnBc9i54wvCoehTAWLVzEr1n7MHVJwCPRUtYa2/GZOuJhQBDwaAEwrwvExGfQaZy0TnebBxjh9WI9ZzjBoHHFjH8294sFepVHgNmxQRyMTRayihcAxgjmlelzfABjFt1nOBYpfCzhANPMrlsVcw3+XIlKY/sRFeWyDGnWO4iUAEMZ0ualRmKc3Smtpz8pX7/Mmb27otFZ+/uUypglGAqYDwNwGiI9UJjgpTPSRM4tqAVehUbsv5MF5q/VpetCXNJ1eS3YotRXaY66HMittAxHqOpgPEcKDcNgmbSsqoVOy9FaafKC0sDGFNo8eMEDshHTfC8K2DEce3cWkx+KgwYHRg6cS5Lt25l6zwT+jaqync1DLBzjSBdt9fzoFIFjBZWrL90kMmmK7iecwzz/ivwOz2bgVULA4ZWydfOs3eaAFnb1mLV+PG1vjhpACOB8KPOzBrWl/bNlPQeGIx25HCM8ojkogDG/2g0tBNteyxg7+lwNOtuCebUsrF0/OB7KjVR9mlFmzbV+OHVxlgfCubaVQUwxmBut49LSnZl6n/NFFr+ZMG+rDS8FnWiT1dlP7GJa9jre1Nz1AfVIwHGud1YT13DUc/drFnpwsYFC1g7tTBg3NbljYaM1leutx5/lZG+SQMYmaRGenF42kj0GklaGyXdiCUnQ4nMUB6RDGRAp2o0MpjAZNtjKE8JIUMAYxdGH37NX1Ub0biV7pg/1KWzwSJcrymAYU2rXyw5KLk1Mz2hS+j/60hmbT/PyaMLmDFa2Uds4FhMXDQPVv5WKmCUYCpgPCOA8WcjNl7oRWcBjG23AMOStQa1sZ6iAsbj0nMNGL+YselihHRbxfQggKGswdg2iWpVx3M4MZ/s4GKPSBJCcJNAPKhTb/pZHxKffX5UqoDRZjY7Q3xYN6ovmw/a0d7KjXCvhQwrAhixhLi7sMR4DNMWOOI4fw6Okzvy69v6OsAQZVzn0oldrHGU9KmTmDxyGO2nH5OO8iLzGpTDcMM+lliaYu98ALdrCs4pgGHHoHKdMFb2uWWbcQtNJCXs7oCxPzeL0BOLWblUt8+uM/hGPszk/yMCRsAVNjpMYtNyU0wWbWHFxq3sLgIYyhScLy4mRjhMn8Ec5VqnjaBrrV700wCGKDeVlGseuEiak5Ju1JM2Y9ew3c+H3Q4jsTAby5Slq1hqbcOCM/GyQwFgNGboBFscNGWm2Gq2u14kPPrvAeN84DEObdbts3orW85FKTn+VipglGAqYDwjgFG1JdsjTZhe5TvMjtgSk+EI1wcyrldDxs8eiX96seM8JlMB4zlQfpZ0fLsZ/XsdbPb6c1UZ6qYG47nrMHv3+nLjvgEjiehzG1jYtx1NbLyJlzCbX8Iiz4xIT3baD6Vlg16YHC06//Esq3QBYz5HbgTiMaUNTZt3oN+Wa0T6LSsKGBl+uDqOo0+NITgrxZQngHBlNq0/6cT0w1e4HnqGHbtd2XfuunZ2IsqbkwtH8pXeIvwzfJmrW4Nx2Wstc6ZMY+kOb8LT4/Hdvhi7noOYcyFJOtpMgcudODifJiAujWzNI5KSAUPpODV1Xwp6NMCI4sJGc8b1aUPnKRtwcTtWFDDyMyB+FX0+rsXk7Tp/jj6A46ARDBy4mOM3Ignz2sesTefFR3U6ak71TjbMcz3BVt0ajF0XfTi5cRqmE505m5BDfq4/jg3qMn6LN0GJAjFR5ziw/wjbPcJI1TwiuTtgKOtXHlQqYJRgKmA8K4DRjgOp9pxbWQG9bi1xmNEVp7ENGWDZm1WetroZjcdvKmA8D1K6jRhOzOuKidFUpjk44WQ/AdNh05i5wpNrdwWMNvQwGIeNk+TXmC1TJw1l9AAbtgQomSTMlvgtknSizm9m9pAm/N5xMrv9ksnXRORnW6UNGKdTwrnmYsjnr7RlQWAKiSEriwJGehjnNi5gbIeBGGvKdwFOiyzp8GN5jNdfJOCCK7MmGmMw2hQHJX2aHTajx9F7oTKD4cu8W98iSeDiOntmWi5g9ZGrBAcfwGV6N7r1s8Vp3mychulR32wnHjdSyHpOACPO14mBDbqhb70dr2ueRQEjT4A55jC2zXsx0sZeWzYL7RjVsTV9B0xi47kwLu6cTftOvbGWNEcl3Wg43SdvYE+AMoNR8C2SDGL9Xdk8fhRms9wJz8/Db1MX+vc3w8pmDk7jhzPAeDpT9wSSrALGkzEVMJ4wYMQas2JCLzbusyRS+Zxmg+/eAUw1MeAi88nNNmVJt8p0a/Mbbdq0YeVxK6KLH+MxmgoYz5MusHGUAf3FT9q0McBq+REuKl+HzIgg5PgmrAav4bx81HQyMYdYYDSAHpq8t03f2Or2VwGVMBu9jxmDF7Hn/DXidFs1yrjOFVcnTHoPYuLeqId+V8CTVKkAhnTY7hvWMnvKHvyzE0jw3YJpByfcUjLJuOnKIpOlbDkWKG1Uq/Rr3hx2HKYt3/Z6tDGZzwyTTgJsVwhNhDDXeTgYFpT/QIaZbsGXXGn34eyZMJ4dl24Sp6xRTPBi+yxnlq9yJ5RYwrw3YKfZp4PYWDYEpJCkPFmId2ej3QpWu5zlmnIBUvfBxzZhPWStpu5Lq5oeGDBy08gO245FZ0eORiSQEneKNZOXs26nDxGpQXi5rGPmxJ1aKNIper8Vw/p10paNgTnGJqOYv2Qx+0OkGiL9OGBfUG6KObDt8g2kRriwbQ07XPZzXnktaGYU1903M7HfSs7Kxxx8WD98AP00+wzCeuUxhI91/ryRKcPW3S6n6IPMHbmYHR5XeZiVKipglGAqYDxhwHjGTQUMVS+KSgUwVGn0wIDxD5QKGCWYChgqYBQ2FTBUvShSAaP0pALGvaUCRgmmAoYKGIVNBQxVL4pUwCg9qYBxb6mAUYKpgKECRmFTAUPViyIVMEpPKmDcWypglGAqYKiAUdhUwFD1okgFjNKTChj3lgoYJZgKGCpgFDYVMFS9KFIBo/SkAsa9pQJGCaYChgoYhU0FjOdfbm5uTJ48WffpnysVMEpPKmDcWypglGAqYKiAUdhUwHj+tWHDBmrXrq379M+VChilJxUw7i0VMEowFTBUwChsKmA8/1IBQysVMEpPKmDcWypglGAqYKiAUdhUwHj+pQKGVipglJ5UwLi3VMAowVTAUAGjsKmA8fxLBQytVMAoPamAcW+pgFGCqYChAkZhUwHj+ZcKGFqpgFF6UgHj3lIBowRTAUMFjMKmAsbzLxUwtFIBo/SkAsa9pQJGCaYChgoYhU0FjOdfKmBopQJG6UkFjHtLBYwSTAUMFTAKmwoYz79UwNBKBYzSkwoY99bTA4ycWaRd7sWAqt9QddxQLkbMvpUWfrwH0/Qr0sdoID7Ktty55IT0ZWid76k+1gDP0Fm38ka49WWWwe90G9Kfc7ptt8ynFyN7VaBSpa+01rgGw+YZE108XzF7IMBI8Ye1i2DgKt2GAnlB3w7IiaG1CWwt3DmlQNQubZpiXefApShdWnGlQ+IB+OtPbd7OM+DcdV2aohtwZIE2rZqAwcANsku2Lk1RADgYadMb9oLprrrtJavUASPOhA1WtWjZuRHm25QXHWm352TM4rTdtzSs2Yy1vlOJU7bHm7J1Wl1a69Vn9KZJt/Lm587Hw6EMzes2YYWXDTd12zUWY4Hb0vpye7o6VqxHD46GziCjcL5HsPsGjHwp92vrMW42la0XI+SeChTOWZdpDJU6qFSrBU2Nt3FNtuZrE0W+bDMfSGclvakBoxed5u7h/xK7rYbRTcnbuL/48wnx5wLlibnj2K4pjZX0dpY4HgwgUZsoSiDKfwMTlDTFeizmeHiClFNRPTxgyB1FbMa8bWPqFJxDZw16GGF/+Ol1ag8FGLnp5IWuYXg9W3ZeiSlUjqG4r7ZikHJvddrS1nwXEboUrXzYaNQHPSW9+XDMnc8Qq0u5U75sHTdAV/eDMF7sJv5dIKUdn2J20/o0UNI7WLP8eDDJ2kRRLOHnnDFT0v6sSqVeKzgTnUKWLrUkPR7AyCUvJ4TNQ+vQqLpci3I9ha1BT/rZH+FuEY54D7asWIvjqp2cPLyNuf1W4q1Lepb1RAHjpitLx8xm/rJThOg23VWxJ1g1fg6zFxzlim7T09LTA4zsGaR4t6POK5/xS9cOHApxIFOTZovrqmZ0/6UMem26clrZljOb7EsdaPzfLyjXsR27/afqOg87Tm5sSa/yP9K6USdOFBxbLHp/K4a0ro3hzF6s2DWMXWLLZjRjaN9KGNwDMu4bMK6fhpkD4BcJXHUcdBuVbkM6/SktYYITrBaQmGkO1gIGR0IlLVP6m2MwpiFMkrRtYhP7g/1mYYHbXZJWEiqi3MG4juTZAVskr9VAmLYO/JQwJKByaimMFXBwkLTNsn1sZ5h9SvoSOY8S1lYZgvkEuS1JXzoTLIxhnZ/m6CWp1AEjagTz9CvxR4W/GLrESAsSzCM9eTSTmn9Gxdeq4uQxRVsfMaNYPPwvKpathP6CkXL1St755GSPxab9l/z5ZhXmuE4mUnfs1CAjXKzq0a1Lc6bp6lgxm37f0mpEV/Zcthc80+Z9FLsvwMiIJ/WEA20bVuDT13oxxz1E1/En4n9gBnPMBmExaxdb1y1nlllfGi3wJjkzV9JjOOXYn4nj7Zi9dBfrHW0ZN9ES422Bmr2L6ibuS4dgZW7FjMW72LDIngmW4xi2WSBXgnxudgi7zMXnLZxZuX4Xq+xHY2DjxGI3BUjTib68E2eT1oyw2SXltIul5t1pN2M3Z8KSNEcv0MMDhgBOiCPdftRjxBQnnOUcynl27VrK3MmmjOoxmyNPiTEeGDDSook9bEfzOuX46OW+LBRg1EJCAr47bZhpNoLJc3exZfViHAQOWy8+R06e0vajOTa7OxPGT2f+8l2sm2+FyWRrxu8uKdTHcNKxn6bu5+jq3mySJWO2K3WfQ1bKZbYbV2G45TrWbNyFs91I+tstZbWXxBfSiPDZxHKTDhja7WLn9q0sMetMq5kHuRgpceEuejyAIfedn0KYx34O7pX6XmlG17/a01XfGiel/g+c5LTfjTtA9paybhJ2JYSAkGvE3AjH/3RwITh/dvVEASNyK9YdTDC32StDjHvoxk4ceozFZPx2Luo2PS09ZcDoIIBRiXZd/2ShtxWRWbI92YSdy5uiV/Ev+hQBDD0BjMq07ViZBe6WhGfK9hRT9q9pTsc//6L7LcBwFLNgeaty9DfR50DQDFJ150yNHMfuBXUZ0KMWzgHabSXZfQHGqWVg2Am6tIVmPQoBhtJpuEFl2b7bVzMBQcBGgQQzAY498iEezq2HCnoCKPJRGXR62EAbS9gh+YtIxkz+W+DHVnBVjqsc2lPO01HKdeM5+RAOy6fLNYxX4pp0chIC942A360lv9JExb0GDBMg2aQ5FDc8YK4ARtsl8qFkPR7AqE+jCpUwnteF4wmyLXcmaVe7M6RLJWq/UYPFRQCjAQ0FMEbN1MM1XrblzSEnoiejev1J3bdr4HgLMKbh7dyBCXp1sVhnKaMjZZvWIs90ZrTeL0xea8Il5RiF0h7G7gUYqVH+HJvbm37NWtBlRGfKvq0vPloAGMEctJ+M1WAH9kr15CaFErB5FD9VsMMtKUNw8ywL2/fFfvFBfKRfyAo7xFpbE9r3W0uQZv/C8mF594FMk47NW4ax2dePs2X6GFp0XUmAhO/sdFcmfNeIOaeuSVsS1/Ndhvkgc0xmuIqrReN/aBnja/VnZaT2aCknzWnWYBIrTwRLt3lbjw4Yw5l/6HKhUX00PtsEhlrpMd0zlfTw/djZObPMZgijhsxn+/lr0iquc37bIuz696d//7GMl0AaIHvm52bjt24YxsOV7Tqzccbl7F3HwyXqQQAj+boPh2Rg0q9FSzpJff702gCW3AKMQHZPGs8Uo/kckiaWGx/IuTWG/FZlBmez88jGi7lNuzN99Un8UmU4EbKHpRPH0m3oZvGE4pK6b9cHhyWHb9X9GhsTOvRfJ3WfRurN/Yz9pA7zzsZyM1vq08cJo77jsXA6JW0gkgs7nLBoPIy1Cm/kZpJ8zJi6NSezwfsaRZHxth4PYBRTxGYsWxljMf0gCvreUm4K6WFS97bOLNfV/Q6f68QnX+LY6hmM1dWv4QRbtiiVf0sB7JtqgamSPtaWSTbz2LR5F2cTU4gLO8ziAr/ov4Qj1+KVYZdUoi+uu12YY2ODwzhTLKftl5orXT05wAjikI0+Lb6pwG+VB2G17oxE/kSiA/fhpLnvgWLLORmTIl4TzFGHIbT9/lcq/N4fixWnUYa1SkeUFn+alZJ/kGYfR3b7RRZp949DzwBg1GKKxR9YHpqs6QxSLw5ml3Mz+nRsWAJg1GaSqeQ9YMH52IWkXRrG/lXN6N+90W3AyJ0rMaAjTf6ozZKTNsRkFzqnjIbjQ8dxaksfXMMKby9q9wUYPjtgsZzL2QmsJ90GDGWaPG4NVJ0I3gIAitKkYzcbB73mS9o1OLYIqkzTpilK2gm1B4DTUYEE3TZFORI5PBbDr1Pkb4VERMkCKU0Hwcz9cqzzwlNzYOBabVqeNK2IFfB2B9lPwnuc5NG3g6WntelZEuI22UP5UcpArEQ9HsBoSp+6VbBb1ZEllxZKnHEgYntTGdE3o957tYsBRjN6VK/C1JXtcPSVzj19JtE7mzJ5TjMafFznNmDEGLF8cjP6DemFZ0qh82lsFr47unPwjDXXkounPbjdCzAy4kI562InneYy3Nxm0eKzoSwuAIxUd9ZNmclE0+3aAJcbS4zPQtq/0oElwSkkxm1nfIcpLNvmo8x7ycH8cHW0ZmBdC3bcnpPXKmk3Vt1tWbjOS9t5ZwZweoUd/f8yZWtcCpnXV9Dl5wnsDYnVTqOnHmfxwNGMHbWK03FX8N7uyMBm81HQVKPEzRiW74X9xrMEF5pXL3XAyAjGbaUFg5t1ZY5XLInedtT8uhJ9R47DYvImjgVGE3R+EXPHD2BAPzOsTccxbqg5Q9d6E5uXQ/ABe2bbW2NtbUKvutVpPngqy88+2Bj3QQAjLTqIM5umYm8v9Xl6Bg3fHcyKAsBIPcny8dOxsdqjBYacKK65zafTu91ZcSOH1DgXjJtZsfrAZe1jrgwf9jlMYkhzG/YW7/UTt2PebgrLt1/QPj5Q6n6BNQb1LNkZl0Bi0HLafm3O4ahk6ThEKUeY130k5uabOBPnz6n18xnWYbFgp6IcadPrGfxtN2buvkTYXZ6TPFXAyIolwcuWGl9VlLo319T98aBzAhezmTbCGCMzqWMLQ0yH9qXfyIMawFbmhK4eGsWofkMxGmUh6aPp0aotHfWnsPrcOVyX9ESvzWjxDWtGt+lAj6VH8YmW0orez4IxPWnZsCOjJsxn0Sp3ZThWqnpygHGNM4tG07lcLeo0MmXefj+CItzY59iLTu2NsZ48GeveBvSavQ/PqMu4LTej52+1qFV3NDN3XdDElcyEYM6s6U6bFoZMtJyMsV4Xes/fxYlrtx+4PQ49E4CxzqUxg6VQPEKmc3ldb1ycmmFi0qJEwHBe24hhK004EehAoEs/tsxvyjiLlrcBI1s63L21+aKzdDBB08kqfM77tAdag5F4VvqzQoAhIwm8J0PL6XBRN1TEFyEj6Cyd/WVpci6Sv8gswglo0A2m7yva8SdLCNspeZsKxOTqAINT0Kq3QM12Of5hAQ2BD1MBFI3S5T8Bn3fqwoEwOL8Mhk6V6FrQpVyXshEoKttLWq1uUzE9LsAw7FKPubt6MnHbVFJvTGa/YW1WnNSj0Sd17wCMYe3q4binO2ab7aTznsKB4bVYebQDzb6W7QWAcXkAdlNa0XnGGGH5Qud7DHbfazDypO6vzKHdF4UAI2wnsybbMGzqIS1AyNXGha3D4OXaOHglE3d2Lt1627PogL+u6kNwc7bDsMYIVhWPiJec6K8/jTk7fJV5MFEY3punM7KiAcsC4kk/ZUH5ujM4emtdxTnWDx+J2SBHDvidxXWlFY16rylU9YeZ/FtbrJe541cozjw6YAgkDhuP9dy5zFVsmgnjhhswZKx0jFECGJ621HypApaHb3BDc6ExuE4dzSQLBzYGCiQnB3Bu8yRq17TgiHTKysSdotQr23CytmGRixvBqbqN96mHW4ORQp7/DJq9VwgwQlywHW+L8ZxjujUFsUT6OTP4v02YcSmH5LPTadvFHufjwbpZhCCOOVoxutFY1isLbwrLdw5de9mz+NY6GQXEpO5rjmJVQBSxrpZ8V30m7jdTlQerIi9W9huMudEKXP3c2bPYilaDNooXKFJK6QDjf2jOlPU+BN6lfJ46YHgIYPxfeSyPROvqPhyPNRvY6eKOUvVkhXJp1xy6fW/OfsGLXElf3bkRY5cf4lyMUNONk6wyH0IPAdHZLuuY1q4uw/dqYTPupDmtO0xni3s4qQpgGHSje087tiszxY9BT+8RSTJBh1dh370rVu4SCfKkXC5Pp2m1kSw6Fkx0ePFHJOnEXN7HjCa/0WfbTVKy8ok/Y0uvXtNYvi/grrNdpaFnAzDO9GbI5AEcPzeGbXP6sH52O+ZY3QUwjvVihO0ADnkYs2tRP9bYt8XJvhBg5AhgnGhM+f79OB08Uxy00Dnv0x4NMKTVnBKYaGFfMmD4+sFas/sDjAQZ826S/e4GGOck/1TLuwOGxwIYZPNsAIZBayFvfSxmDCUszBjb9q3w8u9I889LAIxerXBy1cfUbggRUSZYt2yFxwU92n5XCDCChzB7th4D55vq1uM8PnskwAjazFSLSfS/G2CcnkabHnbMvx/AODeLrv1smV4SYPjHknZ4DF8LYBwpCTAunOHgYnOqPRHAqEyNWo1poaeHns6GTZzNLmVIKp1MoqeDAIaBdLjx2o414wSL+kzCbvIutKuDYgk9s4qxFTowVxg7S3H9tFAOzTFh0rLdHL2qGc8/kEoNMALWYmk6mWF3A4xT1jTqNJVl9wMYXlNp3d2OBSUBxuVIbu4x4UMBDLeSAMPnJNvnT6D+cwcYDgIYA9lwPaFIx5YS6ctZ101s2rSYedYm6GkAI5fc1C2MqmTOhtMhusWvNzmzcgYzxw7Gasl0BvyvLgYLlP0Us6Tz172YvvU8V68rgGHGqJEbbs/YlbKeGmBkB4qfzGVEbXuOaRKVuj+FTcUWTHW5QFBQccCIIdRzIQPe/ZO+8zaxZqNSVlb0+bUvUxYfx7/wdwJKWc8GYIRasty2MwcOd8Nu+VBc1uiz9W6AcWk8K6Z3Zd++rjisHsq6lQPYWxgw8uZJP9qdLnVasOXsVBLyCp0TRzISp3HNfwKhSYW3F7VHAox8ockIgYcGAhPndeicIy4+QaCi2wy5tlCJ63KNDaWjL1DmQagn0DDnkGbd5i1lyv4n50ONmbcBI+sINO8vYLFbjuUptzQLRrpo0/Il8MZvEMBoBsckml0X2Bgi17XqjDY9V0LRdjnWLwPFYbWbiuuxAYZRbzZ7GLHGtg17L+hjMHYUuQGdaFsSYAzqgcs5Y1ZNbs2hS/r0GW1Iml9nuhQGjEQT1s9oz5ixA/FX1u4UPifziAk0JyRyJsl3pD24PRJgJBzH2W4mEybt1XYE+fHEBqyg58tNmeebQsL1DRh3n8aK3X7aAJobyMmlNgyrZcJG7SKO24p2wbyfjHhdzmun33ODObPWnsGVR7L2ehIZVxxp9acNR0LjtVPq2R44DzHEdNhSjl73x2PrXHrrLeWykqYoczfjKnTGdrUnAYX67NJfg1FIJQFG7F5mdFMelxQARhLXz2/Dtn4BYGQSfWwGRsbL2OYRXqSJ3K9KDTDij7Bw4gyspx3SfBOIvBiun11Cn3fb4RiSQ8r11QztMJV1RwK1CxVzLgkYTWZEE0u2Fu/To9Yzuts0Vu7x0x47N4ATi6Xua49l0/U4EnwdaVTBRvNsXQOMWadY3HsY5iZrOHndl2Pr5jCgl7NmrYrsLKC2HaPv2jNty0WClbVfJejZA4wUYoJ8cV06AdPeNahRrRJ//PQHPyiAkZ9DbsQyeje2Y5uXsupAUWHAmEq3N7+ifA3Z75b1xl7a0tWrLzBgpF7kqKMtvW8BhtI3+LKgaWum77wbYCyg9ytf8IuUUfVbZdWdSevc8X+YBnWfekYAQ0Zds2oz27Qi3acb4HxgxN8AxjSOLGjAXMnb00GfxftGFgUMZNSOMVMqlGXcYhN8YueToztnTrod3tvaMq5LeaZ66K6jBHskwFCehSIQ8PMA8cBLcp/50tHvAcNxMGKjpEk34rUOvhsi+0pe5SFjgJMAholEweJfzpIQ5Sf7fKYvu0mIUfIGLoVmY2GFm3yQ6LtwDrSXc6dIgMmSMbDHZMlvJAMnJYB4QQ85r/0uCT7ihPE+sEjqpEbBtd6pxwcYAzngPYotxr9gNLEx7ZdZkRN4N8Doz/6LxmwfXRZjywa0WDKF1MtdigIG1hyd0wrT9k1ZKiP7wrMY6bFjmNvja0wXjsLzxu3tD2uPBBjSne+xnobVgIUcS8sVBowgfP8kKn84hr0J6QICp5nTxJDZy45xOTNP+qvTbJ82ni5tnJTaKyYPHNuNYcb8g1xU8sZ6sn/2BNo3niMp6WSl7WX0hz1ZcvYaMbn55Ia6YNvPjDGTdkugj8Rv33LGVh7LliTFR8VT/WbQqaIxTof8i3yF8IkDhoTBjSMmYT9pE2fS5Ri51wk8Oo8+P/RkaVgeaQnuzO/dF6cDvjzE5IVGpQYYytdKzaYwZdRKTin1mXKVgO0TqaGslcjOJVOikH3N4cxd705QltRR1DHWTxpPr27LkEhRTKeZ3VjqfvlxLit5pe63TZW6b6vUfQopMTsZ/noXlvvHEC/NOzdkHRZdTRnvoKxPUL76vAizOhbsSJb6zMsi5+JUWpU1ZrlbwWj/Tj1zgJHrzrJ+rRjcfxouygxXahA+661p9p0Ju3LyJJqexOYPA5z2XyRMiaXZ4Rx1moKV0TBsVjhjXu22P0vDJ/xGAsmZOeRrHpG8oIChLIjeshSLRpbaulf6nPQtjPi5A/ZbBa6CiwNGHOFnNzG2zGDWSp+TqfQjGfFERMWTkJatwZPHpWcGMBLc29OuWjk6Ww3G/crYvwWMuDMd6V63PO3G6XPyyrhigKG1sBUV+fOHqlhsMSMgdQ6pYpf2dsK069dUH2EgzfN23uL2aIChVFcIdPteeuvVcEG6mT12MF46es3XQyVC+m+D5l9Lxy8dVqw0s6U9YIyc21OZVpD9s7JldKk4jgxDhMRp8gnYynmiJByv7A8m8+CUMjsSD9unQJemsl3GMZFXYFo9GLlDRrtKJJYQP7ktDJFzHwwH761g1QfsFDgpWY8TMM5HmnHErgqf//AXC4PnkRd0d8Dwjh6P+8yqfPjFH8wLdiQrqGsxwFhIwll9Zvb5larN9Dioq2PFdo9+n1+aNmG5uw3JBdfxCPZogKGMuEYzqldXjDdeITbYm/22LXnX8KA0bqWOr7FtdB26jZKR7MkIrp9cgd3EIbScr8OLvGwyUrMQXhBdZ9e4JvQabsWio9eIcF8nrjeA+jOVGaoccjJ8WdTyA5pa7MItMJbgLePoPc4ay51K5E4mzGMFVm1+o9VcPymnFPzmt+JXI2cOXtJ2nQV68oAhHL1uCGbmI7DbHUpq8Glc54/ih+7OBOekcWlmPVpPPcCpgJty3akaS8vIIltbKPel0gOMGE4tHMywvv0Yv1U68oCTbLNpxxdjj+iuJ4xNQ/6k0+i5bPSI5JqrExMtR9F58XlJyye/oD41xwpnq1EtqXsHnE9J3Z9Yju3EobSarww0skhPOMP8Bq/TcNJhzl+NI2ijEZ3MpjJ1v/ImhCSuHFuAZYeqdHS6RHLCTS7OakQZw/WcDi78nLWonjnAuLEL+25jMZu4BU+lbqMv4LHKjMbftGeOuK3CFCcnl6fr5JXsOR9F6rnVWPVuR/WOU1h8aB8rjW77c+ouQyrq2bPyTBgpLxpg3NiBbUdjTCdt53xWLpFnN7PYuBqdnC6TmhhL6vZh/Nx2Bpt9b5AatYcZvUwwNt2Et/QjSo+UFO7N5lFfUXvaBSJuJpF6YAKNe9ky80Dh9+SUvp4dwAjvz5iGDZi0YDSBcfcAjGsDmdCyoZD8SC7HlwwY+TnzSDvcmtY1P+HNt17lLbE3vylDc1MDgjIdpanfzlvcHg0wFEmryNgHNX+DN96Esp3ksCfkPnSsmBcHgYvh1TeQC4M/x4CMOlC+Rx93CiysQN9Zmzdfqv/6SnjzbTHJW8kQjgZq8yrKEajYYAavyXne/xIazpRjCFxokuV/WR4CHO3gdUn/qiYYbZJtuusoQY8VMJIn4bmyFS3KtuCA1E/+lb8BjFQrLm5oLYGmCXvzHMkJuRMwyFtAdshodkz6ldd1dazY6381Y4OPHUkCBndcz0PYowFGPnk5lzg8fyjNpI7e+uQnvuvgxIXMXF0nk09O5nEWdm9IJfGVN79vTIdJuwjOVkAzjkSv2TT67whcIhIlIOeTm3WKZfrNqSL1+ea39WgxbhtBSl6NsslO3864X77jW/GVNyv0wXy9Jzd0HXF+3g2C3WfQXfzurbfe5o1qlmz2u0FygS/p9DQAIy/nLFsmdKOO3Ndbb5bl99q27MtIJjN9J8ZS9u+/+ro0pbfkurVWpuUIpj3Ai7tKDzCkPrMvSMzRp5FSn59VoFyPpfhKfepKWerzCHPa1uQ3pT5/lNg0dT9XlTrKjCLqxCwaf2jEjkRl9kpb905dG+jqvgl6k3cTcqs+la8eb2H011/wpVKfvw3Eett5ogvqM/calw7b0vlVuY533ueNGlPYHSKdTdHqLKJnDjDyc4nYY8PQpt/zhlK3X/7CN7Xbot/0R0YclCJTZm6y9mNXryJlpYzeqt+JJu0GYD9mCluuR3HVo8CfZd/Xq2C45TLBKVIALxpg5F9j7+SOEg9r0nHMZs7nXefyYRtt3b/1ntx7PxwvRXJTacv5ERya1pMW31Wl9bB12vvPT+BmyGL6SVl9oCmrShgsdeNiQoGvPR49PcDAifzMmVy/4kBKjqMEmNnERkwnPmke2XnzSI2fQXRkwdS3dBRZM4kIdiA5W/LmziEucjpxCXMl73zSEmYQFTGzyDS5xjJmEnnNhqAgK62F2BERO0cCe7F8xeyBAEPpVBIFGKTBFFW6DE7DkBND6A1BSO2yO62kUnOStWmKhUvo0sxYKEmSL1aOF6VpfiJxGOXrpwV5w27KfenyaiR/p0p+Je1KsFyHhOwiASZLBtGR2vSQa/L33y+/L3XAyJ1LYvR0bt6cQ1b+AjKTZxAZNkNKR+o0exaRVx1IylygrRPJmxQzQ4LfbDIlb1aK1PnVGRKIJS1nFjdCHUhM1+W9dXwByfipcnu6OlYsfAap4id/B5EPYvcNGErBZydy42qMVHeODiAUyag1KYYIqYOg4KtcjUzSvKPxtjJJirpOmJJ+9TqRAojaffPEvRK4FhRDSq78rdmWSXJ0BOFKXqnPiNiCvAVKJy70KiFKemgUcSlZuv0U5UqHlkiUkqZYeLyUU15RdxE9PGCIcpKICo2Resoudl0F0t7TdeWeBLhvX1uWuHGU3KtybVcJE/hIV64sP5WbwVcILrhmnV29HkN8WslnKEkPBRia+kyQuBNDsowab19rNukJ0XIPci3BoYRGJWsejN5WBomR13T1GUFUQrq2LKQzzU2Xe78SQ6p0BNpyL1b38cXrM43Yq8Ha+gyLlnsuWp/ZGQncUNKCrhCklJmUafH6LKwnAhi5qRKfYyU+pxfz85L8WbKnxxMTcVVbt1KeIdciiY4IJaZgnCTlmXA9jFAl/cI25o0wZYT+Etxyi/lzUDixqdnkKDvlppEYEytx5+/fbPooeqKAIXWdFn9D4uE1IjX3VKzug6JJutWecsU/oyRvOBHRAumabZImfU605L+iK6uY5EzNDNHj1FMEjGfXHggwXjCVOmC8AHb/gPFi6JEA4xnVwwHGi6cnAhilJqX3i2CPRUc6N6lJzZpiVRrTbehs1nlEP9Ri39LUkwWM51MqYJRgKmCogFHYVMB4/qUChlbPF2AoSiXUbTd7tm5k40bFdnPMO5go7bD8qUoFjHtLBYwSTAUMFTAKmwoYz79UwNDq+QOMZ1cqYNxbKmCUYCpgqIBR2FTAeP6lAoZWKmCUnlTAuLceK2BMmtSKpUt7PXfWvv0fmud9S5cu/cdZ8+bNadDgZ/m75LL5J9rixT15++3XxJ8nyeeSy+1FMgMDA037/fTTT0tMfx5t0KBBlClTpsS0f5JNnz6df//738yaNavEdNXu30aPHs3nn39eYppqWlN+hO6xAUatWj9Ih1X+ObUqYs3/gVZdrKTyUK1580ZiJZWZaqqppppqxU0Bi8cGGOvXD8Db2/w5tUVi3v9AcxYrqTxU8/Y+IlZSmammmmqqqVbclFnfxwYYH330kWYK6Xmzt99+m9dff73EtBfdlBfWvPnmmyWm/VPts88+0zy3fl79+UHtvffe07Tfl156qcT059GUe3rllVdKTPsn2SeffKKpW+XfktJVu3/74IMPXqg28jjs3XfffXyA8bwuirOxsfmHL/IcofukSlFeXp4GLtRFns+v1EWeWinxWV3kWTpSF3neW4/5WyQqYDxvUgHjTqmA8fxLBQytVMAoPamAcW+pgFGCVMBQAaOwVMB4/qUChlYqYJSeVMC4t1TAKEEqYKiAUVgqYDz/UgFDKxUwSk8qYNxbKmCUIBUwVMAoLBUwnn+pgKGVChilJxUw7i0VMEqQChgqYBSWChjPv1TA0EoFjNKTChj3lgoYJUgFDBUwCksFjOdfKmBopQJG6UkFjHvr6QFGXhY58f4c3uBJWGoW2brNRZVJaqw/p9etY9269azb78cNyZurS72lnCTiQvw4vseXKN0mRTf99rN/u+y78xRnQ+J0v4ufQ3piGJeO7sTrhlxGCb+H/2iAkQcpgbDdC2JTddsUpcAVb+RGYNN2OB6s215IGZHg4QPnwnUbRFJOxPkpUV+7r2IXIyBNl16i5LyndsBmJf8uuBAGcpj7UekBRgz+R/axS6m77cfxCIghQ5dSWKnBJ9i7fZPcllLHt23HwRNcipUM+TnkJV3GddNGNmrSjnE+LE65Q1JvXOLcYdm2eRe73EI127RKJdR9D2cDIrmZrtv0CHokwIi6DEelvuXai9j6DRAulZIjedKvwbF9urS94Bai3VdRvnh7SgBs3Xx7X2/xnZJ+qzpffC/wCGzZeDvvuoPgc12X4f50/4CRRkLERU7IedZt2Mz6QwHEZecpLeBOKW30qid7lbw6O301jdSChp94lQun9+nSdrD74CWidUmKYi7sYs9WSdvlJu6coHPnHNJig7l0Yi/nCjf8ElSqgJEVQ5jPcXbq7mPz9t2clfPfCiU3L3H8wA7dveznmGco8bokJHrl513n7OZN0jwlfbcXAVHJd4l/hZQWKr5+Fr/gm4/0M+UPBRhp4m97JXZdT9BtUGKZxDe5fk0sO1FCLCsiaYQ3JIYp+ddvggP+EtoVxy9QosSoU9p0F/H/MxKvNFJKVIL0rm3atF3u0mYKruFuugmuura0/RhI3LktaUvZEls3SttT0vfIPcUUlOZ9xOdiKjXAyIzm6rljt/zJZUcxf77py9H92zVpij8d9w7j7qUQS9CJg+xW8m5z5dSlqBLjLmlX8T54lktXYwvFzXSSoy5xUtl3/UbWHbhMTIbEX13qw+jpAEZOOmlhbuxeOITfXhrImtDYEgosl4xEX9w3mdH397rUrVefqq3HMOd4IFFphZwzI56oC9txHDuYBhUmcUi3WemsN49rToemVfmjQTeMFuzkYoI0YwkOwaeXMLJTc+Z4ir+VUHoPDRh5cvxouee1I+EjAzhd4KSy/cZRmDEUKtWFBi2hl604f9xtwkmWTubIHGg+CIylM9FI7jNROpclY6BaPagj+1b7BUYtAk/pfQu30QIpHVKQNKBhbaCx5K/cQKhhGVyWRnwfKh3AyCDq0mLsunagdbW61Gjam0EOLpyMLAxcWkXtnkD/zs2oW1fqWLEqFSjz7VeUbTaY5X455KSG4LtiLJ1rN6S+3H+1cnoMm7uL09evcWbLNEa3+5XK9VrSuK81+yN1TSnhJHYDmmPlfJyLpTBQeyTAOCsBy6QTcnNaq1kVfvkCPigrEUrqJEPsoCP01JM0Sa8kvtHPQepQAqUSEDMFDtaYi880htqSXr08DLIXIJHAW7xXypZAbv+n5KmlPZbmnMNg8QldhvvT/QFGDqk3z3B4qRG9KtalTv0mVGs3niVnr5OYVXwIkEHy1RPssh1CS/GHunVrSz3/QBfLA7gJZGSkxxK2y5Hx/Tvwp1xzrSrNaNZqPE4hSlSQ9pERwVqjerRpUk3acg9x5wPizuL8WTe4dHg+hj074nhWe6a7qfQAI5WYs1tYPLoPzarLvdSuRqOGddGf5UNoaj656ZH4r5hE704tqSb3UrNiK7qMWMCWCKUjyyM3K4qr7jaMqNqIxrXEn1sMxWLDKS7Hl9gNaJUQjOeOiXT8zYCJS09yRbf5YfRAgKEAa7wMllxM4XuJZ1vPyUZxukhXmF4olvWWWBZYKJYVkdRTnFSOs8SwPyR/vUbQWo6nQESm4ieCimE7wbw/UvnQqAOMnAchgmR5yXB+hmxrofXn5gNhqQDzXUcNUoaXl0A3aUviZ0jcwV5iaaS27MmUgdlJa7luiYlKW2ohbcNFoCVBznOv+FyCSgcwUojx2oyTYS+a1VD8qSqNGjfAYM4Frslt5ok/XV5qQfeOLTT+VOOP1nQzWsQ2zT0VVyYxASuZ0bczbauK7zXpQb8p63C9LvdXWPFXOLPdgvblDbBa5Y52OCOwHn+OE6vH0EfqqW69hlSRenJ0v0psRvH2fP964oCRkyEjmYv72DelAx998QWv/0uflSUCRgJBrk5Yt2mAtYd8zMvhmnMHyvddyF7faE3fmpUczY0TK5g9rCEffFSenwoDRuB8uvWai4uMbD3XDsbUYgwOR6LIFrA5tNCEv+zP6DLeqYcCjKw06RROwpxu8O1n8J8ehQBDOoOFxjBEwENAXrwA5raHrkLzKdLAbkoVb7GAZr/D2/VvA0aujOG8BSa+kWMGSyUr9XxjN7SRfW1dNLBeVNIYsmRj7y+F3oM0AwMuy2jWRsBlndD5fah0ACOApXoVMVvsipfcQoLHYiaOH02POe4l0/QtZZHitYE548fRaaorUfnx3AxaRd//tsTxYipKnxK9fxxdOhtj4TAVu1kzMLQ9zOXLB1k9+jeaLwyREsgmYfNI6k3awiH/2+PGR1HpPSKRCozxhdkSrDuvkr5KmcE4DE36wfwjApmSxVfq1VQ+DxJIzJMKDHMWGGmtBUpl2B4j+fuJb5ks1rhVEWVJKzL4SHxJ6v7uQ5x76v4A4ybnXWyZ3KMrs6TfyU0VcF/UlM+6O+N1LUnjqreU7c9xZzuGNBnP9kj5nJcpI1Gp159qMn6zL1dCDrPY0IEZC44iV0761ZNss+/Jz8N2k5ovle4/kzad57L7fAQey3tiNHEiC07GkHXFle2O5tSfc2/fLjXAyPRglelYxo5YynFlhi3zBuGuM2j3VW1sfbJJCt3M+DY2rDzsr6meRG9n7CxH0sH+lIwP00mKOIxd5U8w3p9ItHQg0bvGoDfCFofdgXdMMubn5ZJ64zKBK4dS888fePu1Nox+UoCRK1cTLhW7RHyx/NfwinTaGsCQu3IaDUMNdbHMXxvLuknMujUdVVhSSLumi7+3k1gmHxWgXtJMgHq5xDSlfYbDpJ4CGALNyo0JiCJ1z/Btkld2qP45bJaEJEk7LHBgbCkDuLu1Q4mrnSpLrJVeQJkBOLMUJhjBLDf5IPE5dC9U/UqOI1FImc7eMUoGYtNgv5zz7+LzXVQqgJHpxorRYzAzWslJ4RkFpkMOOND+uwbYybWkhm7EtMUUVh8P0txSoucyrCcY0mXm6RJiaRCre9di3JwdnJJ2lnRuDQ4Th9PG7oQyhyT+lENKpB8BywdRteL3vPVqO8beAow4/PbMwqpTa6Z5KU00mfBlLfiu1zKOB8UVbc8PoCcOGFHem5nV+St+LNeOWS4O1HjZgHUlAkYY57YtYUy1qRzTfBYCDV1Ijx+GMv/QZYRFCdxmzrCGZanXqg8TbK1pUxgwjprxl/EadvoIhOy3xmaGPfYHL3PpoDPT+g5nTaGnEMX1UIBxReCi76fweXPYKSPQT4SGCwAj/yJMnimdxhrt50xxlZOS52Uh8hgZ1dvJqLZsFRgvlN9B6L4AMOLE0bdMkMYndH2LpKWqZ0mHM186mDtm8cSNUrfD+8PBR0J1kpRqgrTMDGn4dwfxInp0wJAT5R3A4jcTnKWelP6EuJOsHzeBgV0X4fY315Gfc044aywmvWayV2lNErxvuM+mbo3peCdlagJwfvYJFnSZxOzBg9GfbU+fpedJCXXn0PQONHcKJDfThzlt2jD3SCBhSqsqBZUaYORJaZx0FGDsIoFU+Sx2TUCjj/jC3kvaOsqVEePy+QIdsyW4Sf7dJmB4QCKL9gGfpv6X6csIcgrILrcldZwh11dXOtG9AjE3lLoXS5f9Spil+zvdF2DkB3Js0QImtF2AEr7JTSE3YDbN3x3I8gsRSrdyW6FH2LDCnjYLCoNADgcMv8Z0rScXivd1yYGcX2dFk58sOZyXTe5hQ8qOWs9RGVFG7BqHxYy5zD92ifPbFzNtsAkb7+MJUKkBhu9qLOYsxHyb1JNG+aREXGDzwI8YsieL4hMR+TdPsmnSBHp3XMQZiXKxIRsZ+OZwdiama6emI12wbDkay+kHuVysbWSn3OSg4ft8+3ldxjtOQu9PI2yeFGBES+wZ8oHAbUNYbQM/S+erAIYSyybNgMGFYtkJ8d9XBJpjS3humy9BytlJ68+K8qSAQuZKfBwkABAqn2WgN0COP2WPNj1V7m6jLXwnMShRIOPdYdJv6h6WRUue3mMFwAXCS4ojeQfhD2kv+xVKEMWfEsCQ+NlpoaRJ7315vcRGASMlHiqKkMFXYwGQuTIAm/Q38fkuKhXAuLAS01mLmLRTQWtF+SSFe7Fx0BcM3ichvBjf5MccY92E8fTrthThgKLKO4JtrXEs3XJOwTZp/2fYaWNJ7xZzOCHllZkYwb4R7/HVp/WwXDyZ9n8YMrUAMPJDcF+zELNGs5CeTI4lcSNkHh0+H8wit5AiSw8eRE/+EUl+HrnZmWSmRJPg5UAdccwSASPpIsc3zKRHv7WaWKzxqHzpuMq2Zspqb/xTlEPlkJOVRVbcRdyWFwOMkEX07jaLTaeucnrVAEzGG2ExayELrPSpZXfyb2PuQwFGvlyf3BfpcmFB0oD+Vwgwbsro1F4c2FYagEbKyHQdvCQBz0sAIF28SO6DiN0yOi0EGMo9yz2SU/hqJZy36SUNUhqfQryFlSPHujRLOhkJAP3/Jx3Zq/BqeZgoxyue9y4qFcC4KiCoN4OtZ8I0g3Jp2RxwsMC49URcNMRRsm4esWfkOFMGO1/Q1Y8E5KtrGfhaPWaeSyFe4kLElhG07myE+ZwZzJg1E2Or/Vzw28+KEWVpMvMsQXPq8PngdXiGKtM3paNSA4wQGSnZdQIT8VIpJq0En+t3h5kKRMhH77UCFN1kBCdBVNEd9S+d9IAhYLRMgp9uk0ZCU2niE++8KYHxFal3pe7FhgmsFPSF96n7Aox4D7YvnslQ423aYCbjqdysnYx6vwFT94YQXhjupM3n5eaSnVtw00qAP4DZ142x2XKJ4GIxPPXKMTbZdua7sUeEq+X+r8yjY/tZ7Dp3nZOLuzDKYjw2s2djP2kIzWe53xc/lRpgyL3kyL3k3AL+OG5cWsXQ9xsx3S+HZLncwop3X4qVxXDazfMiXwPMs6hTazbnUzJ1T7jcWdRlABPM12tHsMWUlyOxMjOLnNDVGNV5goChOKicGzk3IUvgNx1gKLFsmsQyu4JIK5E7VHz25TrimtLadX33LSVIN7hC8hf4szJMyBdQ+KIJbPOXupUBkamkL3PXpd8QYBEg+KyxDNQkltWWWHZr3cVZOY5cx2ABlpIuP3SRwITkdxNw0UiOP9MSWljIeYRCT8jxGkh7uLX+4zS0kzg/TAZkZn8Tn4vfk06lAhj54ktF/Okm186vYNgnzZkh7Tat2NRB3GknLCaMpJOT9+0QUqCw5Rj0nMFa1yBNKFFmNE4smoJRvTGs00H4LX+66szw6oUAI/EsB5xnoj90E9rSk5vO38vYr5ph6+JH8N+u+bu7nt4iz+x4Urz/BjCun2TnXBMq91+nu2GlOA9iWbYV1qu8NIBxS8mXOLOiGGDkpLB/Yh0aVvqCTyt2xXDxUlbPnY9V1/E4Hp7L8K+/5rsff6aN4yUik4pGhUda5KksygwuBhgKOZsLSd9qlFL94bLtpVrgKQ4su2gUtVfAoDBgFNc16Zzqwighbg+h+uKRVQGMi9Nk1PGZUPlR+VtKzlNGyJaSf6WnLtPf65EBQ3lue3QsFdtMxfkWYPhzcLoARitLNitTTyXqIpsNR2I2yomd4QUtWjqmnFiiApwZ/dPPlJM6+1/1odhu8SIsOQnfnVMZ3fQTPv+5Gn/1tuNoyE7GfNCXxZdcmNS0FtUkf+3hC9h8/tFgo3QAQ8hqzwKoLn51sfAwV4J4lAS2Pm3gy6/h99ZSXwoQltSi5RhT2ktAnAxHJGIUrv8CuHyziow4JXD6S92HSp1PnQSzVmtmqu9X9wUYIXtYYmtGkzHbFa8UCWBk78Lw/frY7SkGGEWUTWayD8s7fk4z0514haWSUxApE7zZO2swdb/4iT9q6jPjopSNopxkdplWotZv/+PTyj0Zt3oFK+xmMUV/EvN3OjBI6vmHcn/QbmkoCeklT+aW6iLPW0ol8sJmpnetRAsbT+Iy828H/ZiDOA5vz1+flqdBLxvWBksjT7xK6MZRvF1nLmdvAYYHi7voM2Hcek78XR2Fr2H0EwWMQgpdKn6pAwwllo2TWDa1UCxTOuOXlc64BMAIFd+2l5g2ogAwlAwS574QgNh6WTujN0x8dLnyHFyRMnsggPGhxLlZ0vHXml4IMOT8CmAMkn0KrwAu0DE5Tzs7YbYCwAiQYyiAIdd7MQjWGUJDaYO31gjJYE0BjM4C/Qb3EZ+LqdQWed5SKtfPrcO+WxXaTPVC6ZZu+VP0fuYNasOfn1agUT97NoSUcFEnLanb2ZYFtwDjCicWK4BhzFptI72t8FWMqFEIMMIOs266KbWHbUa7xFapp32YftUUGwUw7j6R87d6dgEj/ixHVk2l/cMChigl4iIXz7rhdi6IC4cXs3jWZIwmL2PH4kF0HL+OE0cd6Pdzb5a6RRFTqL5KHTAi9wkdS8f/0IChAJA0htb1pKEKLLiJC5QUSJVOxk8I/i9pSMq8s5Il+wyMVqbZV0iZarP9nUplBuPyLNrpTWfzgwCG/0qMh4zDcO4RQgt4LyuW2LNLGVCjC9arj3L4hNTl2inod7PEep0nAYkRhF2SbZ7n8fTy4uyqXjQcdYyTzr3pbb6IlVscmdJnFFZTtuN9h4Pdv0oFMKIkgDqaQRcZfRWODVEymtMfAlbLxb2ljnfKv2OVgCz+UUQyEuwj8DHIFg7L0Ca1WP3LSIh0AZAzftp5VU1kkiDhLL5gP1GZRLpv3RdgxJxk04Jp9H0gwEjkZrALVrWq0cp8A6eCEkjPvhVCxX9TiLseyHm3/excMwOTJmZsEo5SsiRfO4+Pt9T1+StcPDiPedPtMJuykE1Ow+k+cS1H9k2jx9c9WCEwqazlLq7SB4xI/PbPxrRZW/rN2Mfl6MzbnYEiiW8RQb6cddvOqqnWTBo0n4OhEUQctaWiAMbtGYznDDAiJJbZ2N8/YNx0h8VT7w4YlzbCGIc7AeOTBlJpNlBn5v0DxuXZ0FGApCTACJCYeVDaTkmAMXCgxNz7iM/FVLqAEcGFXTMY26I9A2YdwF/8qYgUfwq8iLfbNlbaWDF52EIOF6/CgAX07DGdVQ8DGLEe7F46lW7/GMDICcZry0JGNpotTVCRDNeinBnwY39m7fYlrHB8vQtg3FYYJ+bOxsFkESsObGTDxMaM3JNAdroHUyvWY/qxcK4XGlSWOmBkeYO1NJRRm7Sfs29KY5wnDtxdKlp51qPdXCJgyOhN862Q9jXA1FnikXQixefNCpQvXhAneRtIQwsroAlplCOlURpIwyqpURZTqQBG2nbGVBvPmqOB2lMme+BiOYEhneZy9M6VSRoFr9NniOlkZhwIv92ek0MJ3zKaTyqYsu9GBulKOcXvwabtAEwmbeGMll5EycQE7MO+5gBmBqVw2KIsw5e7c+5GIDvGjWbqlBW43rEg9v5VKoDhtQbGt4c553UbdPKSwNbGGDaf1bbpNDnHPAuoLTCiXLPiTzd2ClxIQDaWwHpUgmfxefi/03oZBTrIsR7g0u8LMLL9OLxoHqbdlikeJteZSm74Ijq+15OFnteILj67lnGdINc5GHduxXDr3RyVesq89cikuDKJvrQPx05/YHpSdi3i7iEcsbNnuuVKnHcvZ/Xkdow9EEfqzeNM/qkaM87EFhksFKhUAUPizfFV4zHs0x+LBcfwuvt0jSiVy7tmyWC8B3O844jxX0X3z8ZyMEn8WUmO241t25FY2O3hwl06Mo2eFcBQYpmVDGKMdDEqW47jKfHulR5wTeJP8SrN9pdeRmJPe4EGRcoajBtyvE97wwnp2lJPwBA78VHd44mMq7BdgOPr/nBVOvkvZXAUrGu8CYclPo6RdiDbi/W/GqXtgBoCE4flnIqSZXA1WdpSB4mHqXKdPivhG3M5h679xEr+ZtI+7OT8lvcRn4up1AAjyRfXFWYY9h3ARKcTeCtfH7mrUvDb6sDMUf2Y76PbVKD0PVg0smT5jgvatW8p59jrMAn9ptM4WPyQxQEjO4CTqxcwuo2jdm1HvhTwjWX0/KIP849eIeIuXc699OwChkRX/4OLGNegAxan4sQxc4jdZUC1Ng64eF8v+hqIewBG8uW1ONlOZ9qScwT57WWLTVv0ZSidne6Kxfd1sXd9zIChMOGc8dBbGouPEHG8bF8pDaiujGaTCrWU4oAhZYSPjA6614Oh88FXGvDfBSFlyiIrCHo2BIEmTSElHRVqmCxBYbvmMf299OiAoeg885s2xnDuHs7cyCT14jrszU3oPengXRgngcNWvZk4cyl7QgqVR+o1ru8eR5kv+7ImOI0UxcmvSqBtNoCRNrs4r8uaHXcZ741j6dJ/J2ESDM7aV0V/4Qk8ZdS7adRIrCY8bcCQitgrAXZEPwnGxYYCfuIrjQfAitPa+omVEZ+tAEc9qbNEyRsiQbB7TQnCMjI7I0HyLoBGtgRCn7UwQ1pAfEFFi68tlFHbXDn3fa7BUXRfgCEhzGudPWbt9LH3TCAvPY7IzT0pIwMC16vxReN/ehh+e2Zg3qsDAydu4PT1YjE77Cir1+1k4+mrunc8JHP93GZs6tTBSrgrsxCsJPkuY9bkWcxZc5FAybPethvDt18jJWYfYz+pxnT3xwwYyX4cXWwinYE+4+Yfwqe4QwdsxW7RPo4H3dRVVQxn19tj3dOAxf6pJFzfh0WZ3xi+M4QoGSgknJhCH/3J2G3w0Y0676JnBTCUWDZbOuk+Y3WxTK5mhcSyehLLkovUuk5RsEU6+BY9ZXAk8SxLRgVbe0FT6dD9lWuQeGU6GAzFvwOk9iMECubJ585yzvRTUKEirBUnUKalPKStDBeAWFiwXqO4pMdt0USub5d0jlL6vjLYUhbOWx6QNDl2sIB6uT+lLcpwPkN5lDtJ7sNKrmfP/cXnYioVwBC4OOw0mlH9BjLB6cidX6v3d2GK0z5OhcTq/Ckaz1W2WPcZxrIAzYZCusgSvTYYTdvMcenQ0vy34ThpNB1Mdt+5SLM4YMhxL2yfy7jm3bF2jyc/O5Wb2/rwe/OZ7LkUfT9dR4l6tgAjJYBTLgc55BogzTKTeAk8LtN607H1KCZaWjJy4ECGr3UjMLbY7f4dYKT4s2+RPdMcN3Hwapp0Rhfx2DiGTm2GYmHRk/bNbdnjF19kUFj6gCEdzFkZwY6TDqbraPl3nDQUQ9gljavwiziKA0bsJVjQQUYHr8t+QuLjJ8JEnWlefCMN5airRM9C6yuU8+/Vh0FyjrGSz1gajp10PJ5/87WZQiodwEjAx8WYkb0GM2KoGSaGhgy3XchK5W1EOUkkBJ1k5dR9BMgIVlvsvqzqNwDbmdsQ376tnBRSgvaxsHs7WklgGTthIhP1e9DdYBaLXEO0ywqybnLVfTPTTCYwz0uLqQneUxjRdxRGo/rSr6cpM5a5IVX/0Hp0wJAedbUE1M4SwIpPVSael/qU8jaQAG4q9TVyCPQTwJjvJn4t+62TkeH//RvaGUnlFKr/rcflWFKeZ47BUgnE2XKDl7YKiAwSP5E61+QTuLCRUdvxB3g+Iro/wMgg2n8nqyb3oWsHIywmTGCE0j5dLnBD+WqftMmj6w7gKm3gWsh+nI3r8t2n31G3r9ShXFuBrXePICroDOvmWjHcyIgxmu0TsBRft7bYoOmTbk10SOe+Y66NDBS2Cz+nkxXjxbFVY+jSfgjm5n1o02Qah4JTS5zgKy3ASD2/hPEdKlCmbDVaD7p9H9Y2U9kRkEt60CEcJoxhxNixUl1K2ngsTG2YO/8gvkk5ZKYEcWJhdzq3Go7p2AkYDR3KcMcduCrv/MiIIOjUUbZI0L+jtT4zgKHEstXFYpn45i65KiWWJUonv2Sf9HUFz0KlW5Q2zJQ+4sMS8ywkjulLfNoo0KD5ZpR0/CfmwSjZ1ltgQMoNE0s4LLEz54b0UHIePYmlRuLTw4cLPKyHy9Lys+T6z0obWCh2S1KGW6SN9ZY2IHEHiTvYCCR4K18YlkiTKO3AUdpTC2VRp1zHEGlrC3fL/cl4/37iczGVBmCknlvI2Dbl+KlcTdoOvu1PU+wcUL5Ykhl0gKnjRjPC1LSQP9kyz+kwfnHJJAWfZIXtXvyzc+UOE/HdOR6T/oMYNsiUsdKeRljNYaEy611cdwBGBrFX9rPepg+dpZ4spZ5GDNBn+AZvQhPuDln30tMDjNw0MsMO4jB0DZ5xqVpCSvJhvelUZs/bIV2OomRirx5iqYEBBoMGYyAF6RcrkKBJK6TMG1x128OCybvufNQsAXzv1kMcvDU6SiLmykGWyDEHDR2G7b5rMuArGpEeCTCUZ+E3pdM3XXd7ak8jaRAnpHHIeRkhzu+o+TJQUSXLXTtLJ7FZ93W++FBpMELYyj7FbcMJGc1LI1ykjIwdtfk1UqKxgImFNFRNXunYCqYM70OlAxiKgjg8y5oJcg0GZvNxPhKoXY8hYHnjzBYMqxqySxqFlsqDObpgBTt3nyekOAgISeecd2bUiKFyO3Isg4ksP3zp9jN+pe7PHWLxMo9C6xj92TNlPGaSf/zivZqXOT2KHh0wpO6Pyyhp5hZNDLxDVw/CdAmgmvqSenOUEZgynE0V/9ltI7BYqN4LbLkExmChlU0roPtU7XGUF70dlfoePUyXT4LoDvGlYpMm99L9AYaieK777MRRzmUw1JAh9kcIzcjRfmc+8SwrRkxh3vIDnA07w8FlE+SSlPorao6HQ1HeA5R8eR/rZpvqthsxzno1ysRlESV4s33jIY56hetuKYFIv904yT5DRo5m6qEYUrNK7hBKCzCS/XaxaoZJkXtQbOhII5x9ckmTKkjwdGbmJENdminTlu7nggyMtcomL+c8G0eNYJSSPnEdhy9FaeNfWigezksEomdpvypYWPFn2DR9E3tPXbnz9TcPoIcCjDgBWOsNcL6AjhV/LhzLJL1AcQLGUzcK+Gq/+6eVOPMl8X8l/xCJLVPF31MKd1oCI9uXaNONJN6tLvgCpi6WTdDFMgvxdW/dNShvPT4pbcBajltEAjpzpmjzmwm4KOuVbknAN13awzABFiV9ktxTYEE53Ed8LqbSAIyki9tZ4XCnPw03HMNq6Q6UpznxHitwsCzwJzMclh/iouJP2QnEX97P9JEb8MnK1fWLIRx3msZEJe/Y2Szad7nkmbF4dzZM28R+d91ATaNEovz3sUjZd/BwDOwOEJiUqRsEPpyeHmCUqEy8N2/l4H5X3UKTp6NHAownKnGpU9IQVkjDKCWVHmDcTXkkRYXhMsEOr9zcv3/i84yoVNZgPBZJ078gI8G5MsIsRd0/YPydMvBYs4HDR08p8zdPXaW/yPNxKJtQTw92LXIu+oqTUtRDAYaqElW6izxfTD1jgBGLp+cFLl4sPo/8ZPX8AIZgbNBlIfn7n6G4lx4/YGSSlBSCi8sZ6biLPIl/ZvXsAoaM46/JCO3QRd3n0lHpAMZN3NzO4+9fwvTsU9DzARjJXL3qz9GjjwsvVMAoTamAcW89Y4DxbOj5AYzS1+MHjOdPzy5gPB6VDmA8W3o+AOPxSwWM0pMKGPeWChglSAUMFTAKSwWM518qYGilAkbpSQWMe0sFjBKkAoYKGIWlAsbzLxUwtFIBo/SkAsa9pQJGCVIBQwWMwlIB4/mXChhaqYBRelIB495SAaMEqYChAkZh/T977wFX5Xn3///7a5/26XjapuNp+yRN2zRNmjZpszQ1idEkJhozXHHviQNUprJFtmxw4t4DcE/ACSgCAg4EBZmKsvce7//3PuegBzhE1GMS2/N5va6XOfd1n/u+r/u6rs/3fY1DDIDx5MsAGGoZAEN/MgDG/WUADB0yAIYBMLRlAIwnXwbAUMsAGPqTATDur8cKGOPHj8fU1PSJS++8846q4ejK+3dPPXv25LXXXtOZ95+a5s+fzw9/+MMntj0/aBo4cKCq/z711FM685/E9Omnn/L000/rzPtPSjNmzOA73/kOM2fO1JlvSN1Pw4YN45e//KXOPENSp/79+z8+wJg0aRKWlpZPXOrduzcvv/yyzrx/9/TWW2/x+uuv68z7T00WFhb86Ec/emLb84Omzz//XNV/f/GLX+jMfxLTF198wTPPPKMz7z8pzZo1SwUYc+bM0ZlvSN1PI0aM4Fe/+pXOPENSp7bBimGJREuGJRLDEom2DEskT74MSyRqGZZI9CfDEsn9ZdiDoUMGwDAAhrYMgPHkywAYahkAQ38yAMb9ZQAMHTIAhgEwtGUAjCdfBsBQywAY+pMBMO4vA2DokAEwDIChLQNgPPkyAIZaBsDQnwyAcX8ZAEOHDIBhAAxtGQDjyZcBMNQyAIb+ZACM+8sAGDpkAAwDYGjLABhPvgyAoZYBMPQnA2DcXwbA0CEDYBgAQ1sGwHjyZQAMtQyAoT8ZAOP+MgCGDhkAwwAY2jIAxpMvA2CoZQAM/ckAGPfXNwcYzTXU5xxjidEmzhdXU6s53F6VFGVGEDx1KlOnTWeqyyGuyLmNmty7qssnK+YgQY77uao5pCjjkDMuVvLdhSvZEZNJlepoPeV5cRzxX8i2FGhqUR1sp0cCjNYmKDzOcoutnMkopEJzGAq4fnobfkpZZltitjQKpYu3qjPVqrjM8Q1h7NyVQJ7mEM3ybrIO4jF9OkbKdyX57UvmeqkmX6eKiFm5AGtj5Xwblu2JJ71ak3Uf6Q8wrhPh44SN8sxWQayPvK71Lu6pOGopi6xmq8qlnRa4LeXwDTmhpY7mW0fxnTOLWaq8QELPZ1EsWUVXjrBziRwzscV2zTkpdZuKiV1nz87IS6R/5Xvqnh4FMCpTj7DNz7JT+abPMGJtfA3l9XJSWQL7AhdjrspbhPeaaLLUX5cGIq29MJIgU2Nma77ruf0Ml3TFh5ZGik54s2D+TK17ubMyLJGbmlO6o+4DRil5yftYptzHyIQZHpFk1TbSrMltp/rbZJ3dwqK7zzWV1WdLKW7r+DfPsTd4sSZvAXZuR7imyVJ0ba8tjmaSZ7OWPfG5qJtzHcU3ojm8dBG7UlUHupReAaP6OufDgtRtW5KJpT07xHha2jpzxmGCXK00ZXEmYHMsOZosxL1ampLYYTIbEyXffisRKXe68D8tlcZKW9/Joah0lW88rB4KMIqjYNF2SMpVf74hn1csRAqnSXPAaAvUNKjzO6kMUg6qz50xWww2XDqG0vDbJK1zzyp1/txFsClec1x5oWLSNubqPKl7pO6/Wungt1h9vlUgRGi3Inm+2gSYZaTOd5AyXWt7DwUg/qw6Lv6M+PP9pDfAyI/j8DoXubXSXixZuOgAuptzJemnNrN3+3ZOd/EaSuM34ec4V3MtJdnhEniCDE3+XZWcY7v7Do6cu3HXN+tvp3Bui73Wd5UUTERmkdz54fTNAEZtEYWx67Gc2p9nvzudzdnFShPsoHpKs0+yz3uyGKsLzs7OmBlNZ86Ws1wr0uqOpekk7fNk8udf0PMVJyI1hxXTDpg7FTMLc6ZPG4+592rCM2ugKpsr4f58OdWCo5kSv9tFeLUeGjAaq6i/vItFcz/hr/8zhaCzN7ijyqgh78Jm1jvNYt4sFxbZ2zN/7nxM9l+nulFDODdj2BU4h/7/HMlki1Auqg7WUJkvx2cLXJg6s2ixCy6WI5g40Ynl+1PJ0+FKrRJkMg6Z4bF4EU5Ocv6cKUyyDGTpqRyNKX+19AMYpSSFmMl7WIi1lYv4gxlz3VeyPuG2Jv+eypNDCA5agouLPKuSTMfxxYe9eWO0M0du1lFTEs/u2VOZbboYRymP1ahxTLZfQ0hsDIc2e2MxZSLGVmZMnz6VwDgNTdzYwaw5c1h24CJ5D9sztPQogFGTdY5j2wPvlc/OHIsRb/G9575gRVIV5Y3ZxPg7sWjeQqzsXLCdNYeZRjYsOpRCuRhiQ1Uy+4ynYTJ/EQ6L5PsLxjJ1ig3eWxJRmrO2WhpriXd6kYFTLDG11dzPZQO7T157oKDUPcCo5U7qPna4T8d4hguLFy3CVPrn7JCL5Fd2DDQCInF7WGM8hzkW8kyLHXEx+5ThY/0JSyyktCSV00He2M61ZK48s4OpOXMmz2VuhIJZ0j9Kz8tAZBxmC6yYNmUMloFbOJUjjb8infgD3oyZbUfkXSLTLf0Bxm2u7F6Fn4kp8xdKWRwtsTUZycgpG4gqaKGhJIE9C2yYb2WLpZTFxmgWRhbu+JzPl+82UV91nTMrRmM8xQlHB2nPJnMwXr6X4xmdHfCubhxl2aIxvPXsOImx0Z2DxQPogQBDvIT0/bBwKPxmokBAkvr4cV+Y95EEYhekgUlaAu5HhPc6Df1EdTLWOAye02C6nOvkJJAhQXzHBfFoBTKkg54WELARz5kr+TbWsMBBwEBK2STvbJ3c18gepD2LaYK/QMBVZXihS/IOQwVGxHcQ38HCTMx8hUCJ4jsy8CsXClw2BiYJgDhKvrHAzkoBn6xbIP6M+DPiz4g/I/6M+DNt/qxDegGMqmvErPLD3tgCY3mXjuaWGI+XNnNEGV21V3X6IZYa92XYhLkEa6qio1JWDmaa0RSmKv1M1f9XsG5n/L0BqwJtNw4TaD+KHs+Mx0HgV8KgSsXJe9hk3pMPprV9V0l7OH+rXCLRw+lrB4yagutc2OmM67RBvD2gD7/7f10BRhGpEcEs6j+K5VLPgv0UH5rJ2194EXbhpqrApRnRHF9hhcXET3n9X/15UxswLnrzxYxV7InL40qYGfYudnifuClt7Di73UwZuU1Itws9DGDUl90iRUDH12gIfb7ozTM/mqQFGDmcCrRj8UxHQoU8m8oyubRpGs/0Wc6linpy4raxw3EaY0f246/PDWNSG2DU5ZF5xpePelkTebuFeqWtCzgFTx/MAu/tnFI8q52aaK6/TvDHPVhyIotc5SUJuISGHmR71I1uUah+ACOZpf3747r1LFfKpWNc2Y63rRUTF4Ur44SvUAlZB1fhaeqI+bbLlDUXU5iylhHPTmHnjRqqZGhcnhSIyciFuC5ywM7fhzm+UWRfP0Wo3TsMXHVDuk85Kb5TGR0Uybkc9ZzVo0p/SyS1VGadYc+cSbzvdIqsOqmvqoM4DpqP34azZEjMrM09zlZXC0aM30hKYwlllwLo/cpc9l4tp1I8kopLbLeagJVDEAfvDYtFLVL3t9k17s84HMok6xHAqnuAkU/Cdm+cRs5hozhUS20J+WETePFDf05mlihh5Z4qkji23o0JE5aiYkBllq/oFA59X8dm10XSci4Rvm4v+49ckfAt48z8BCKWzeb14ZvIlXNbk1z5YGIwxy7f4dI2I6xc3VgefYvS5ENsc1/I5JDOZtxRegOM4giWOThi5bSHq8o7bizjdvxW5vV8FfvYRspvn2WreygnL90UrBK/S93N0kUWjLQ+LGWrpizvCA4vvIZ7XCUlwmHlUeI1U53w2JncyQMVYMw5uZTVZqP5fOj7PPe/Y7D+ugCjRp7+mJ8E4eEwuA/8fLwGMKSR7pQg7CSj/DT1qV8tccDdATBEAEOppgZ5aXsFGvoLpKQpzyA+vFACvcNKhd3kAeNhqXwesUZuFQMvvyGwka2MtSBuKZhI8F95Tj7oUjIM/AQ2R8uLlY8pO8FOntPhmHwQL7hxAP7+FiQJ2CgsdFpAY5KzPN8hEH9G/BllZkD8GfFnxJ8Rf+5KegGMyhRObt7Hnn0XEcyhseASUatm8rfP1yGlVvBarZpMTqx1YEKf5+k3rivAqCTc5hPcNh7kbOexnPhDNVnHA1k1fxSfDu3Ln341Fvu7gNFA9pktBJt+iW8X8PIw+toBQ4GCPe7jmTrdntDD3rz7X0Zs1wUYTTeIl5HC3I8CiVMdkFddsJkZf5mC/6Er5IhH3Ty7geXW01lgt5ggXxcGaQPG+cV8YLKOfYn50q5sWezhjPueGKJC/DE3cePEvfn0TnoYwKjKTyHCdzSjx9iy76Qvn/xuDsFtgNFwgTBXPxabhigTftKKiii8sJSB3xvDptwqYneYYjFjPoGrPZg/aiFmbYBReZPcmE1M3nBJa6almHD7YTj7bySi4zRZazUNRduZ/IcFrN23mZCDIYSEHOXslTyKu5q97KBHBwx50Jq9WLxtz7ZT19VAUXmeMEd7Zo8I4lS7yNNe9QURrLZfgJnZJhKUBtFYyJ2kFXz68gIibtdRK5euu7kLp1F2eFmaYxrgzYxl5ym8EcVBl/58sjyVyuvbmDdyFptjcyjs2hseSPoCjObqDBIPuDC0lyWHpWE0KnVaFMqCUfasCEnkppheY1k8BwNdmDF0FRfqSqiIE8BalUhJddvosIwonxm4u3qzu12kaaCxNhaP1/7JdOeVrNqm1H0IJxPTufWAnNUtwGhMITJ4KQvHrEPlRy3VNOeuZvhT41glUF+gvU5ScJEzEaE4HWyDeqXgd9g++m/Y7UgkpUR9tE3NxZeIWWfFu+8FkCyj6JaztvQ02kjk1UIyQudj4+lNwIEzRG72ZqGFL2e6GtBqSW+AkX2CTfsOs/Fc26JTA2U50az6/M9YnGxUD8q11JhzjPWLFjLWaAfXWkooTN3MmP9bSGSFtGflhJJDuA+eh4PHIS526KNNdRUkrRrOpLFWbAzzYvy/zHD7ugCjTMq3dIQEems45A1/m6cBDBkLB9nC0HGwOgRpZHDgsIojVNXaUY1CIRslUEt7VqlVDODOWvjtBDgjxFEdBbM9wFvj3PVZsF/u94cpkLkdfm8lYKAx67LjMFWAwUKO6+rbNfvgXQGQ4xryqRJYWewAwwRwqqW8FzfCHwUkBOxVKtkPn5iAh7tAiMCU+LNK4s+IPyP+jPjzvSjfXo9jD0ZzaRoXtljSs6c3ifJZ/aS13Dq5Ag9nZ6YP/YC587oCjKusG/U5c+Yvwnujuv8fi0qgbXKssbqEhBVfMn70Ajbv8WLMm6Z43gWMQi4fCML6g08wXqH+rpLOZ9dSo2tiqpv65vZgNJZSdcGbPt/vAjBKEjmx2YMhU7erSE7deiNwfOlzXDYnkKZtmpVXidvQATBuH2DhNBv81+1ihctkLJzt8fBfjt+CWQxbcYy06GiiY86SnCdBucM6ySPtwWgRl7gRxNBntADj1lFWuC/B1CNSxn2KyinN3YHR93rjHV+hGsmodOcIQVO1AKOT6ilK34TrCGOWrDhFSsdRalMF9Sm+9OsxDxuTD/li4Du807M/E+03cyitsvPeFR3SC2Bc9WPwlz6ExuVoZk3SiPBxwOJzR0IVTNepaq7tWMz8BU7YyQhcrSoqbh9jSZ8xQuXHCT8pcOozh7FzPVketpNNq3yxMPdhw/YVOM96H6MtZzk5tx+93KVjHT1NvNRxQpoEuyqNoTyk9AMYDRRfOsw6s5G8G6BYR5susmOuOe6L17LjSDRHNvlgbzGPqf6ndcz2NFCSFUKAwKiz634StTuNApfF25j2k1/zt7/3oEcvqft3ejLa1IcdMpwpewCT6BZgFEQRssyTyZb7NNOvdTQ3HsT0Fx/gcTiTXB3Ld2q10tJcRv4lH+b0mMaqiExutUFnUyXFualE71iBp4za3wsUF20VUrm1m/njFrB0y26WOY7CzN0Vbx8/PBbOZVxwOKlSzzHnYrkoF9K1p0rR49nk2UJDVTqJB12Y/M/ZbM9qpqYNrBpLuJl2kciVDphamWO085rEiVsSKNx5rU8QyVX1mv54ntWjpmFvs4OorwKl3K2Y9/kaAUNb2QIEr2oAo1GS3Xj41R+h5zvwztvQ/2OBDekbFVL4jpBRdE7yPGFumOaAUuoj8LR8Z08qpOwCSy9Yf16drThmtMDIbz6UhugGfSTw57Y1dLm3iTzHzBWqLROdlOoPw30gVh0xUHbx+DvCpwId13IkfAhI9BPYaWirJHm2IeLz02cItCwR0GiLHuVyzx0CGL1B/Fm6nU7pFTCaqyi9eY2YkLX4mQ6jp88FTYbcvjCKdQsXsDIklDVLZmLfFWDUH8XpX6/z5nMv8+q/lP7/FoMnmRJ0KIuijmXI3czcd7QAozmdmPUWfPY/v+MvbyrfVdIbzPI9QUJeLXVd9Kv76dsLGDejORC0gB4PCxiiC8sHM7T3n/nz+3NZvGUT24MCcBjryrbjboz839/z/It/5D2rSK7eEXPU6hh6B4y0nbja2jPukQCjhuLsKFZO68NUl21EXtMxLFUA48oS+v3qaUy2ZJCpTBMWHSPI3gsX/xPkao8qu9AjA0artMTTC3hjkCebHgQw6mNYbTQXa8vNRLWNaCW4NNflk311I+Z/+zv/fE7qsu98PHaeJ6O8lhtnVuE2Vo699hEfmW7g4o2NTP71AvZf24BZn170+MPTvDnamdXH86h9yA6iSC+A0XSDhFAvZvQ0YZv2jksJqkU3j7J88hD6/UnK0mMoYx3DSLhV3n6ZQUYxpXmxbDL7HCO7ZYRdVCpXS3Kd+rQ1jH9lFEtj8rmjGuEVcSbQDj/3IA53Wk7rWt0CjMwjrHW3YcADAUYLzQ3F5Cbvw3XAnxizLI4MbecrT+RYoDEf/flV3v7YhBUxtynXsGGc30cM7CXvp58lXqGb2Ojhx+IZHmza78iX0pdf+PtL9LGNJqtU9yZT/QOGsp8ih6RDS7H98j0mb8trDzeFkayaN5x3//wWn0/xZFdyMVUlWWSHzOenAhiJTypglJyFxTYwP1gZ9Iqk/u7Ew4c9IUFHMM4WR/a27howYgQWjJ06A8av+kKACfQWYOguYJyR+wzx0A0Yl9Nhu6luwBg5Ur3P45sEjIpLnFw1n/5//gc9+xoRdCafcnlVrY0VJAdPx3TFQY6n3yB6xVcAxq1Q7AbNwF2gIVVlvOWkHFxNgPFcNnbco9QRMCqvELXWhZlfOrFH5RVKY85h44iP8T58mfQHnAVt07cXMCovE7XTn/GTt2mmcIQAWsOxf2kQrlsu0C6+dgEY99RCoQSj5T6OmAZu55DveEZsSKOhZj/zf9YHz8hcbmq5ud4Bo+gk6738sHGLUK2zqQAjZxvTv9cHnwsCGGqn6RowWmqoq96D1XO/55MF+zib1cWWGwUwUgP4+AM/onJKNQEqiZ3z5mFttJxjX70BQiW9zGBkBzN+mC97zrcBRirh3gIYXyxidxeBriUuECNjR+aL0dxdvRK4yD/pTK8ffohPkhC+8p7i/RjbdwZGvhHtdlrXF17j/JJP6Ls0gzjf/ozxj5T3FMWmabOxM9/Aya9YEruf9AEYrdmn2OM7n9dm7NL6RYEoewOz3x6CmX8ESQozZEWwxcqIN/v5cqYNelsbqas5jPNbL/PZnPUcUi3+d09Xd5jgLwa/4QEevVuAUXqefav9mGO+V7VsrQKMhv3M+0U/PI/qAoxWWpryyUwIZOovnuaDwGsUKptqdKqAzHNrmPvHIQRIXGhoB4ct3In0w8/XHevAdYT5TmfStqtU3All5nd74XW2mEIdAUG/gNFCU0MaURssGP/yByq46FoZnFnlgmV/K7Zdv83tWH/6vhtwbwaj9RzBo6Zjb7uT6A5LRe30bQEMXSqRFj3z+7CvVJmIbK9yGYlv8BcwCNUckMppPSSAMQD2polX7ocFfrAuVpN/G6JWwu/6w8GA9oDRmqgGjFmSr+vxs1fDcF/hhjbAkOv7KYDhIPcRqo+S5/hgqZiFhlpbYwQwpsg1BWSs5RnEn9WSjij+jPgz4s8aEuykx7FEoiyB5yVvxOS3n+AjfFSVtpxxwz3ZeiKF29WZRPhPZeHsWSyNres0865LeVGrWefwGa5S1HbqCBhd6OTCZ1mw9TzJ3YgduvTtBQyx4aS9a7Hq5cFp1WdxmaxVjH1+DssiUzWBWqP7AkYKBxx98DDZwoG4ULba9Mb6ZANNdZcJ6vs+flGPGTBaL3NgsR+uRltU62rU36Eg2pve/2VESFG15uezIl2A0VhCxYUlfPzzHzNldRpphU33fg7XSbU01h7ApF8A579JwBAQdPyHJRulnlQ8URLNdht7ZoxeTWwXz560cihzHJxZLQHi7inlmWTvMOaH7/oSV1GvHki0nGXlyGnYtTPkYm5d2oXZM6bsrW/hyIJnsNiawKXCmxxzWYCv9zcPGHlRwQRYfMzkLdn3yqco2okPRy7G58hV1aZAWjM4u8FdOv98tihxq0VqMXM5I//8Wyb6RBOf10TzA8zGPDbA4Dqng5djP2i5Mg5UTfE2XfPnk58bseHyLdXPiNup6hoXts3jk7++iukBafMNre3fQzu1qvZq7TB+nrni+W1L5mpdItTcUwbFoRyIWs8G+09wOqP+tZFPz174xX8NgFESQ4jjCAZ9NBav07XyfF2XRClL9snlrLYbiue5MoozQ5jxIxMOlNeqY3F+GI6fmePYAZg76UkFDGVn5yYBgv4CC4pahDwzA+E3syBOQKA1Hqa7gethdX61EOUu+fyc3K9iH/zMWJqaxrgK5JyJC2DhbuW1dlarNJbXrOCYaqebqp6ws4eRqyRPzCJ1JzxlKg1KQwy3dsHHZrA0CJwEMJSf2ioSf0b8GfFnxJ+70uMBjFYqci8QMuv/mHlUWvvywbz87FP89w9/xI9/8mN++IP/4vv/9V/87l/DmL+ny/XmuzIARpeAUUb6yZXYDXiHSSFCny1N5G0cyt+nBHP0SmH7adD7AEZJTAA+3j5478+h6FokB7xHM2ZzOg0yKjT/dV+WPO4ZDKHymGAL5o+fwuLIQhoK04gNHML/jA0lr6rhXl/pCBgygs895c6Il/7MxOBUrhc1dbnGrFYrzQIke2f9Ccf9HZZI/I5/PUskKl1j3fDXGOu0gxM3qimLDcbRzpxxQed17s1S3s9hGyOWLN/JmTtaBVTWrCOdePNnnxJ0uVo9XX5xGVM+mMEs72OkaE6tu5VI1KopDHJLUvnbtWUfMz7wBLHZZ9lqNAcHq28aMMq5sn8VfsbzWJveYT/IjTXM6D0Sy6UnuKRMTOSdEBibw9sfenGitozKi0sZ+dz/MsEvhsQ8gayu6rCuhNpIe14du5aY2xWa91xEVGAg65dvJ15H0O1K3QOMIpLD3LAa+oUAw22aqwvJWNWf347bzIW8CtUE611VXOHMahNG9f2EBSHSBzvOblzZgu2iAFxCk1EzYxFZ5zdg+dfP8JVBqPYMRtEpD1yXBLHsWB4Fl/cT6j2FqTuvU1mwB+P/7oX3uccMGMVn2LzwS8aMFHCLuNNpUyex3gwzXsn2+FzNwCGbmLVuWH9uxuasWipuHcf9zV8zaOVl8qRB3zlowbC5Hngfut7VQFmtbwtgXN8PXj6IuWky5WXfSYZ+4wQApPd1CvyCmgfl/C/6w14ZbtSJKa0eABM2CGgoSJ0rwV2+O8tG3p18zoyS64+HuQIXdTIce+d34HdG7iEvOlL56akjbL+svnQnXReYeAMWbUP1h3/i1oC9AESAMjtSI+U4Am89LfdXpgakH+6TMhkvgfBoKY8FiD8j/oz4M+LPiD8LCasvrUN6AYyrO3Fx8cdeBkRqKC+VwdI2LP7UD8+rEgVL8snJyiA9PV1SLDucRjNn4gTcjt7qPAN43peRc1ewJTZb0/bKuXowhNWWnkRqxTeVOgJGXgz7V3sw3OmoZhlf6XTKEokR2xIzuNWN2KFL3y7AEOLc5rSCletipNDN1FWkcC5kISP/0oN3e7/Hm59ZsTQ6nYLaDib9VYBRHMU6Dx+8VkdwRTp0S10ml486yTXfoPd7r/Hh7N1iiDXtTEz/gNFI5Z0z7PaaydC/9eQdMdr3J3iwM6NU7qvVIzsARv3tZE669eWn3/0ev/3bO/zr7Xd59111muO/n7NXr3B63VrcbfdyRX0F6eBNlN0IwPbjAfT/l5z71gTme+8nJr/iqw1MI/0ARj0FaetYNORTBrzRi399PAEjn92cvSOdvr6A27FbmTcwiBihJXX3vcCaUQJfHntVHnNXrY00Flwm3mMMr/R6j3+9I+X55weMs9vOoWtl6l34NdlcDl/LvFkBRNxWu3397c3YDBjARz1e4f0xi1hxKOPuWv7D6NEBI4uYdZ4SZKzY3nE2Xd5HxnZHJg7tz6u9pHxv9uWLUbb4n7xFcVk2l5b25+f/7zv85oWe9FDyNfU/3WUjkVfSSQzbgMPsbSS1NNJckEKo03A++qgPb6vO+xJjp21EphU/0O/YuwcYTdSUJBCxej7DX5Q2/d6H9Bxsz/rkfCqUzlR0inULl7NmezxXUvawwug1fv7jn/PsP+6VQUk2Ialk5OYTt8MV47Ef8Zbq+Ed8/qUZgfuvki/GeLeHFJ1kuZMX/ptPk1bRRHPNNeJ328n9X6f3+//iQ5ODpBTWq3+d00H6AozSKF/mffJnfvHLp/nLa/fK8cHHA/GMbqKyMIvwoDmMHPQBvVR5Axkz04PNp5SNdsoAoIDseA+mvdKL9//1Dj0/mYPjrrNcU0ilKo1z29ax2CyETi3t2wIYNfK9Q0th8sdI4ST1g0/FL47IUyl/M+KODLuNlD9w1fYnDyUylcr3NprDCz3gvffhc4GJBAGLeiVqiQPkHQKrCfDKW/CBBPa5y+SeEhFahLgv+wtk9IWeb8OAGbBOHF7562w1WQIuG2GKpLuSd3htPQz9DF7vBR8JqHiFyfhFGXbIs9VL6DzrBn+V+/R6R/0Lkt3nJQ5LOBZ/RvwZ8WfEnxF/Rvz5K6aL9QMY1belD3thOr6t7fdj4GATfHenqDY/a4UlUUH7PRgNRRTEb8WkfwDR9U3Ul2cTsWwuo4e0tb3PGW/sT0h8fuc/UdARMOrLyI7ZiefsT+ih+m4fSRNx3ZbA9fK2/UIPrm8OMCR4NJVd42TYBXJrGtQFkBF7hNcyeaj9moBZLyZ2ndhdu9gVEsquyFTuyLmdYKqpktLsq8QcS+m896fuFqmXr3Mtq0QTzOqpLr6mumZI2G6Op5VT28GRHgkwlCZRnc7Zg4lkFldrRpKKqinKTOKMUpbdBzkQk9l5NrH+Dunxl0m+eFNZBaS5tpTbl8LZpXynQzqZlEl+STHJIbsIXrRCPU19VwVcOSL3UJ17mgvXC+4tw9xH+gEMRUVcPx3BEeUZDkUTn16kfhfNtZSknsNviCmHmgQiVecWkxETR8rVW/f2o7SpuYGWW/Hs3R2mKfsx4qQ8d38VIXVfcus6587naAXRQq5GHOagnH84NpVs1eaNh9ejA0YVRTeucvH0Jd2bH5U2fuqwpnwHiIy5qppRa2mopvRqpOrnYtp1r6TIuKvkFpdzPfwgy+d5ckq5TmsL1RmnObSv7V0deaCfKLepe4ChqJby/BRilHuF7SX0ZDqlAo0qU6y7yWFnPzaHhHOpLJdr54+0e/62FJNeqvprpvUFaSSeOag5vo9DEQl02mpUm8eV5Otk5JVp+nItFXeucla+E7pnH8evV3W5Lq0vwKi/k0LCqQPtyqCksD17ScgXYJbC1+YmcPrYXk3eQU7EXlOBklrNUk23SN67m71K/rFErhdUqf1PBl0p+/ewcqE/MqZur9ocLp5KJjWruLNvPIAeCjCUYB4uEe2W4kqiEvl87jBSOEl7EDO7tzQiwM/xZAlg2iMFKXxBqvr80N2Sf11epDbxV8CVWHX+vnAZb7RRuFKXMkQ7ckCddyROYEQz190k38kSiLkLMm0qhjMR6vPFd7iuXU6JHI03IUygQ8k/JmUqbHtw+Vf8WXVc/Bnx5/tJX0skDYXXuRh9SG6ttJe9HDga1+mP6KlVT/GNC1xJSiJTeQ0ttdRKvzkl4HeruUUVF2vzLnAmfJ/mWgc5fi713q+0tCXtKelEMmk5JXerrqnyDjmJxzTflXi76zgpRfXqv7/0kPrmAEOnKji3/winTsRppkq/GT0aYHydqiEt7hwHtyt/xEc/0h9gdKVGygsz2OK+hixNp/i2Sx97MB6P6shOSWTPmrD2e5IeUd0HjK9SOWdCDxAVk6TeW/INS7+bPB+XaslIime/DLC62Av9yHoowDBIpx7PHox/L33LAKOKGzdyyM39qt9rPX49OYBRy+3bt0hL058dPX7AaKK2toDz5zNo7Xr28Vulby9gyIimOF+eq+NfXHs06QcwKrl+PVv84NuAF08KYNRJ4M8nJUX7d8z6lQEw9CcDYNxf3zLA+HboyQEM/evxA8aTp28vYDwe6Qcwvl16MgDj8csAGPqTATDuLwNg6JABMAyAoS0DYDz5MgCGWgbA0J8MgHF/GQBDhwyAYQAMbRkA48mXATDUMgCG/mQAjPvLABg6ZAAMA2BoywAYT74MgKGWATD0JwNg3F8GwNAhA2AYAENbBsB48mUADLUMgKE/GQDj/jIAhg4ZAMMAGNoyAMaTLwNgqGUADP3JABj312MFjBdeeEF14Sct/fa3v+Wpp57SmffvnpRA+qtf/Upn3n9qeuWVV/jud7/7xLbnB03PPvusqv/+4Ac/0Jn/JCalTD/+8Y915v0npZdeeklVt3/729905htS99Nzzz33b9VHHkf6/e9///gAY+XKlRw7duyJS8rsxccff6wz7989jRw5ksGDB+vM+09NR44c4Wc/+9kT254fNCmzWEr/feaZZ3TmP4nJxsaGl19+WWfef1Latm0b3/nOd1QzOrryDan7ycPDgz/84Q868wxJnSwsLB4fYBiWSJ48GZZIOsuwRPLky7BEopZhiUR/MiyR3F+GPRg6ZAAMA2BoywAYT74MgKGWATD0JwNg3F8GwNAhA2AYAENbBsB48mUADLUMgKE/GQDj/jIAhg4ZAMMAGNoyAMaTLwNgqGUADP3JABj3lwEwdMgAGAbA0JYBMJ58GQBDLQNg6E8GwLi/DIChQwbAMACGtgyA8eTLABhqGQBDfzIAxv31DQJGKzTXU1VWS2NLq/JJh1ppkXNqysooU1JlPU1ybme10NxQT3VlHU2aI4qa6yupqpDvVdRQ29B89x6tLY3UV1dQq32ylh4ZMFoaqK6opaG5RatcyjPWUq2Uo7yCiuoGOdJBrU001NRRW9dIs+bQvfekeQeSquuaaNb9wjRqkevIPcqV8yvkfLneV55/T/oDjGbqqyqpUJ65opqa+nvvX1stDdVUVpTfLVtbqqiqRr6iOUnqtrycclVeNXWNzap319JUT22VHCuvpLKmUet9ttBYU0lt/f3eU/f0KIDRqjyjtLWO5VNSTaOm3bc2UleteVdl0mZrGrTqX6SUX96RuvxlVNU2SD/Q5HVQS0OV1Lv2+6yiRuq/i9N1qvuAIf2zqU7dpsvknlX17Z+7ndTtv/Luc0n5G+T7mlykT9ZJnanzKqiUa7Xry3VSx5q+rNR/W7W2NDdIX65EusRXSq+A0dpMY121pr7KKK+QttbeeKiuaqvzSqprtfuzokZq29pzZS31Upn3babSRmqr5FzxsQepy47qPmDIE0k5pAD3krQj9YPKE0hdqo6JlyFe9tWSL0k/UF+nHKRu2xdYrldXo7leJcj7uid5sRVyDyWvUs6Ruv9qSb60B9X54jvycjXH2yTXFl9UX0/KcLcjPWiZHg9g6G7PrTTWVlGl8fOqGukbXTaYZhqqq9T9TOW7TR1etbaXipdInd7zEqU/t8VbTX/u8j7d0zcHGI2lVCX50++nxuzMKUGanQ4VkhUXyMQf/IAf/PDH/OAdT8KzS5Fm0F5VacRv9uDLN1w5oTmk6JxnL979i3z3pXFYboqnSHW0mvzLIfgMegnTCGl/OtrrIwGGwAWZyxn15/msjc2kQHMYMohea8ZnSll++Tx/HL6eG3L0bt0qKjjG8pn2WC3czd0311hCRYIHH/z4R/yP8l1JnzsfIjpPk99JSovIZPO4v/K3Xyvnv8yIRaGcLVHn3k/6A4wYgga+xd+VZ/7LMIyWRWm9i3vKWT+CHn/5papc2umFPsPxipUTmippuOrLp7/+OT9X5Q3FdlcC2ZKVGe7Ngo/l2G/+wT+mbCNLdUVF2eyY/hpWy45w9qbm0CPoUQCj6KQPZp//uVP5fvSTnzIttJTb4oHc2oPz0H/xR1VeDwZM2UiC+uty8zq4sZRhz/4vv9B8t5/5Oo4ojaeDWiXYZ678hBee+ZnWvfoyzn4fVzTndEfdB4w8Lh10ZoRyn5/+hp98uIwLFXWKhXeW9NGELXPpcfe5fsDELXnkiJerlLINpwn/0uS9yD/7eHNGk6UoyukV3vij5L08lUWhyaibcyU55zfgNbwnC0+qDnQpvQJGcTQ77b9Ut21Jv33+VSyPi7W3mXHsEr587wVNWXox2GQ7SZosiaQSaw9g8Ztf8Bsl/7V5BB2/3oX/aSlvBws+smLJhrMq33hYdRswxJ9J8oSf/hgphDo57VeqXJQBq03Vx375FxixQfWVrpUv0ViupZz/k1/CewHSMZSG3yZpnYvGq/N/1wPmhGqOK+YcCS//SZ338jQIu6jO6lJn4fNe6vP/MgSCtFuRAErFbvj5/6jzXzeHM21vU8ok/qw6Lv6M+PP9pH/A6Ko957Hfqh/vPqO0p+f5cGogR+5osjrpPKtHvc9rUo4fPPcpY5cc57Ymh+ZqWq7588Vvf8FTSr6kjxduJeKuceZz7eQSxih5P36KH/T2I6qgCsHBh9Y3AxhlN8jYOotnf/cbfvD/TWVDdjHCjR1URU7cJgKmfIDl9myybmRwxusLetqGEHND6+zcM+x2HsbvfvlXXnjFSWmOakmHNJnowtq9ZwgNnILlIjtWKlG26BKxOx34p2UYJeLduvTQgFFbROVhc17806/50XfH4nf2Bup2UELSLnvcTWfgdSCbaxdOEuY8lD/anaasbeiTvIZ5I3ryi5/0ZYRFKOpuVEbBtV3YvDgIl+M3SMnIJvtcIPM+mchC/wiSdLiSMqKMcvorCzecIeqSnH/ImzmmzphtjKdYc85XST+Akcvu+b2w9NrFgdhsEnd7YeVoi/HOq5r8e2quKuRWXg7Z2fKsSjq5BhezmfSdv420ehkF5u3F+o8DcDl8lYvp2cQuN2LIZDvcN65l1TJfLG02cSRyO/5z3mL8tjw1rZ91pq/5CsLib+oEyAfVowBGS10FJQV598p3KYqYwPH811tOnCyoo641jjUjJGi67eTIxWwu7l/OYpPJfO50lFsCwzUlh7B99iOcdydx4Zp8/3ww9qOnMs8hpBM0tjTUcML8VxitPMXJZM39sm9TWFajO+h3oe4BRjlp4f54zxqGY1g2GSmJHHf5mBdtDnOtQIy8nXJJCgvCrr8JS2PkmW6kkX3akSEvjcDzcDq52REsn2GHtf0WGUBkk3IqlGC7sfRQCLNVKjB3M9NGLmbz0XOEeI/C1NmNjfHiAbfjidzqxNt2+yjtoi+3SX+AkcoRZzscpnuyNV7KknqWmC1WfPT8BFanN1GdvZMF75vhvimcs1KW5N2+2NqaM2mzgngNVBWeZfWXv2fW6sskXJX2vHoOX9ovZXXXIwZpz+58+s4L/PQHn2O+NloJhQ+t7gGGvNt0CfIvfAER6RJ7BefPBcGnE8F3G6yyBdOZIF5GggzpxMuwPy3+13G2QJEQ5KnlYPQ5hMj5aZfB9SOwEVi5WSX5MuxYNl0+OyCVLwE/DBZPAq9oGf2lwhiBi6UCCdKe2bwQHJbAsUz1pTtJ3qHZu7Bku0CenL/HBxxtYHuK5EmYvCXPOOI5AYlrUo2Sv2qGPPdKOVf6tfgz4s+qMok/q8ok/tzlNLdI34BRfT2SbeZv8acX/4mFAGubEoI+xjl4BwfipL2dWIu7nQ0jPU9oYou2bnLQ+iMWuq0jTPpZ8oGlOC6yYOJGxbcqqbi9H+vfy7UOXCb5ulwrdiXWX07GzGUv50sruHFmFX4zBmKzK5sb11I47d6ff9jsIymvUn35h9DXDhjFV8PZNO9t+v5rIHNc5/GP781gq07AuMXlg2uw6W3JXmWUI0ZTn+jK528sZH1Uhmo2Ivt4AK5je/PZ58MYP9OEftqAEeNA7/kb2Z90m5zDjrh4ueF9Iou82D2snjsH57iuX9rDAEZFbiJ7rXvxzj8+Yq6XjNR+YcSKu4BxjaMeHrgYLeeUgHtr9U2yD9vxz6dtiCit4eya0Yx/X0aasyfxad/ZzGkDjPJ00vbb88K4TeRVa6aTG4o5tvgLFgWu55j0hfaqp7HuDI5/HsG6xFsUKMG1pkCCTB6ZdyrbTTl3Jf0ARjQePaeyfH8yWRLZmvKOssbGhqmzdqB09a51g6ggFxymuhGcWEZDQwF3EpbS/41FnClSgrEyoXOQJaMc8Jk/jzkB3kxdlUBpZgxHPD5j4KoMAYw89s0Yhm1oIldLu1Pi+0t/ezBKyb+4C9deIzAPv0NpUyutd3ZiPtaZ1Xsvckfqq7n6IuErvDD5YjlxNXcoPm7D74YEk5xfo54WlZHlmYApuHh6EnpdfVW1mmmqS2ftZz3xPJFDbscY/wDqHmBkcXZ9II5DXDmqxImGcqrO2fHOnxcSmlbQfkSeL5C/xoXP7Q5RpJp5loLU32bblL+wcPsFruSXcitdnvlmmWp2sqUshbhNtvTt4UlsSyPNZxbw2pwtnEgtInuPBXZefiyPziLz5HZWmpvjdeH+Bqg3wEjfiZObFxarYylXqK2lgbKMKFaO/D3zIxsprSjkhoD9benXSlGbbx1ni5MN4ydu4rIE25KcvZj+cjgbc6qpkA7dmLYW8y+tWbwqmhzVDe6pqaaUcx69+Pi195luY0Tfl2bh9HUARoWM6g9IwB2zUcZ5mjlW8R1chkCAFcxwh5krlMlgSRLUD9nBMwIdZZ3mlkW5EuAFMAY6KjFOKRTEC0y8JLCQrEwvSp+aI9912iXBXD6WikNslM89ncS7wuF3wyExX2neAjo7YJq1AMpR+aBLAiW9psHeRIXlhDfk+xKMmSFQpESY6wIvvxsjYCqZSrGuBsMgud56Kaf4M+LP6jLJc4k/I/6M1GNX0itgVF7lzC4vRn/4AV9+rA0YCQR8MIOV+y5wQylTXSm3b+aSllemY9BwDv9+swjadpZrcm5z/il2uNgwZtwGLkmZ8o/Z8ruha7haWKfxkhJOeo/F2dufvRm5JOxcgX1/ew4q9dRcS32CI/3+vpCtiXniXA+nrx0w6stucv3cQQ4fPMalM968930jtusCjJpUzoYsZdrwtZqgJC2iZi/mL45kSUgyGTJiqbp1mcTTRzkVsYe9K1wYpA0YKf4Mm7Kc3edzSd41F1sn6cTrQtm1bAHD7XaSo6svaPQwgNFYXUx23H727ztBelIAX/zfHILbAKMihq0eftjbH0TF3i2lFKetZ/T3PmX51UoyLh/nxNHjJERvxHnCQszaAKOhisqbVzh0uVA9MlcpjW1TR+O0ZBdnOiJscyUN2cEMed0FX9eRTJk8mMGDZ+O+NZrUbkLoowOGPGnBZowGuBMSk6lumA0XOejuwPwhHhz6iqWaiosbWGy3EBOf49xW5uVaSiiU9zTmt6PZdK2GSjGZkrMeTB9pxWLXxTj5+wrMnRLaPsHOhT0ZEHiJW/uN6TPZi/CUAmoUU9KD9AUY9XcSiVw9m55j13BDjExl3bVHcf5sNl5rokiTY9UZh1nnaMygyVtIa6qjIf8ie5PvUNeoMXoJL/sWzMTJZjlH2i3/yLliyDbPPs1bvfvT/3Ol7gezcMVBYm9pTummugUYVYkcDg5gvkCjinNaa2ku28G0X3yB/6lsbilm2KaaQvKy04jJaOvlSsUk4tvrbRaHXOZ62zKJRvV5sRwOmMY/JuyioLWJ1kueDBi3giOXbpO4eSoWzs54bdjORn9rJrjsIe8r+nKb9AYYFTlcSb/B5VsKVSmqpDB9P44v92RxfCMVHVy/6vJO/BzNGL4oktJGAeaklXz6DzfOVdarp57rThL45SwcnHbTcczT0tRAQfJeDh04yeXzq5j5rhluXwdgNErZxFsR37lnPGkSqMeKQRjDPD9wOKQ+LH2U1HXwX5/Jv/K9jkwvwMzGQJD2rJY0jOoQ+L+hcFRazu1jYOYNy6PU2c3SqCODBFgk/6wAwD+dZSSpMY36czDLFOauVybQOqtA7jFQ4EcGoCo1SH/1FLAZ5Cb3uQ3nBYreXCLX0TxknUTxz2fAQoEdWymT+LNK4s+I7yD+jPhzVyMz/QFGBenhm1i92JqFns7YD9YCjIKtzP7UHWerCRjPVvr0NGwC9pPQeUQOhTsxHebB5mOp6tnqxqucWOqMcT8H9t6upS7/EvuSC2i4u5aXzm7TqTg5riH8+mVObA5k9sTNSk2LlHoKxfiZYfgcSiPnIddJvtk9GBe86dMVYNyJ5WiwA+9P3a5ab1e39AgcX/ocl80JpLX1b0VCf3EbOgBGZSprzEczY8oYBo8Yh7m/HysDl+ExwwLr0C2smTmTWXNM8DgqdFbbPhI98h6MG0EMfUYLMG7swWeRM9M9IpXVSFE5pbk7MPpeb7zjZVTTZsZ3jhA0VQswOqmE+E1zMJnuxJoDqRR0rPSmCuqveNPvuT6YLPbEb8UKVnjaYuUQzPpjGaoBxP306IAhgTBuMX2GeLE9LkdzzzQifByw+NyR0C6DXQ6nPBdgae7L6sQ2Xm6gXur25LLF2I6fzewZM2UkOAeLwN2cunKJEztkJDn2U4ZPmsqoabNYFR3B8ne+ZP6BUFZZL8Ba6th+zVHOZT/CcF6kH8AoJevMFjyGjmfWYe2XkM/F/asJmGfK3MkzmTxlNjNtAtgQnYl2E1erlIthYkKzbPDfmsgt7WWBlkrqBS6//MlfGTbPDfdAqfsVnng6uLFmxxmVT3ZX3QKMvEg2+yximOU+9bK8AE5z40FMf/EBHoczye0y6CsbJDM54f05o8b6czi5kMo2A6/JJOlgMDajRzPqy4nMOaL0Fun3lVdYPmcIU6eOZ9DwsSxYsZSVS/xxM7HGbscGVkk9z5lvwZLjhVQ3tIFYe+l1D8Zd1VOac5pdTiOlDW4gsaSFxjbvrrjIsTVLMB0ymJEzHVhytkhoI4fcgzb8vk8QSVX1mhGosmY+DXubHUR91Rpm7lbM+3xNgNFJEuA3m8D0RcjIRQKyBH3PNqeVSJ+zXQBD3m2CNLKOw2plWSJQvjc3THNAOeEIPP0x7EmV70ggny8AsP68OltxzOhV8Ov3YbUE/vd8pext0SEJTOapZ090beiKl+ca5qVeHlHpGvgLYHxqL6AgQ7u9NtBvudhKm98LsAwRnx8/Xq4r3xV/VkvKJP6M+DPiz6rZEB3SF2BUXT/EdumrHuv2c/L4Wty1ASMrmInvDmS6qT1eip97L8LB0Q/vHZc7x8wLnnw22pM1J9M1/JVB1GpXzN63YFunFbhSknZaYjHTjqU7L5J/4wxhSx0ZaByqmUlT6ukoC58dgFtYimpA9DD69gJGQZx0UCc+eljAEOWeWUWwryOOASHs2b+OjQGeLDANImyXJSMGzcbefjxDB3pwOKX0nsmJ9A4YWfvwW+zKzIcGDMU0M4j0tcFitgleO8+R1okuRG2A8eKnBJzI445i8tVnWLNA3oFjGBe70Uj0MoNxwZV+Q73Y8SCAkb8P11nS4F33c6WNB5qrqMo+zmrHhdjPdcTBTsphbYeF/XpCzmWSnhHNsfVyzD0I/y3HSIq0ZfCADUSG22E0aR6m8yYxZfxCfNedI+sRGEMvgFFxiVMbnBj0iSsntEdf5Rc5vMYbNws77JV6srXH2sYPr02xHabMszgT7IKtsQluGyJIutlh00FLPU0FMWx0XcfpGxWa9lxF3Gor/D09COtq2VqHugUYt06w1c+ZEQ8EGLVUFsYS5jCXGdNMWBaZRVG1FtzX5nH11E6CHO1xsF2Eq+Mu4oQ1lQFX9okglnvL+wncwwGBkGAvL3lfAWzfbMmoIbOxtZnIoAFLiMys1jlzpX/AKOPmpYOst56LicViNseX0e4HblVpRIeswcfRFvuFbgQtj+TKrVzyjtjz3BMDGGrfwd8WxHfYESPBeyc4CWR0FzDyz8DSxV0DRuImMHXvDBj/+wGsk/s+CGAkCqh0BRip0gEOOOgGjIkT5fmkTN8EYFSnc3yDH0uCtnA44zbZsToAo+9wnLfEk66YaW0SB4I8MJu6knMdBw3J3gwes4S19wWMTE4td8JaGWBvPsmlfPGS29HsWb6YL/5jAKMujdjQZRgNCeay6oA09sow5r84Bu/dF7mhHV+7AIx7KuHKjqUEOPnitWMnu90GM00iXWPtSRz+3Bevk7lo+7XeAaPqHNvd/XCw2a82h+YSilPWMPx7g1h1rZKytvauCzAkcDQUxrEveC5zhxqxeGsSGeqF7M5qqaIhbx3DP/QnJqdULF9REjvnzcPaaDnHdHXKDtILYBRvZ3Y/F3ZF31Dv9q9PYr+rvTy/F0e1g6uWig4vZKb5Ipx2p94buVfncfOQDS/8fjJbb9RQpbynLDHaT6Yzz/0gyXfbQB3lOefYNmE0xpEFnHHtybRVUcTnJRMyfx7O9hs4qf4J0UNJH4BRnbKPzS6T6Od4Uv1O2pQSxNiPpmO/4SzpSlAuimWfmwWfvr+Yw8qLUDY5Vlzm6KYFWI6eiWNwFBfbTV18ta7uMMHf25oND/Do3QKMmmSOBgdiNn0bEibkOWtoLt7KpKeGEngmh/yOgaaxjMJrR9jsNYdZQ03xCL9DZb3u2QZlyvhmUiiu7/XBOVGaT7vTikle74Ov23L8t65nh8cYTPblUVV4lAW/6YVPbDGFOrqHXgGj/jYZ57eyzG4284w8WRvbrkY7qIDEHV64jDNi9eVCCi6uZtBLzkRX1qn7Z81x/IbNwcF5LwlfZeJfN2CI71CUAKsloA+bCZsvyGd5sVVnxSD9wPaA+rxmoaIrq+H7g+G6NNiOcFcr7r0xCCZsVH9uletWSPBW9lYoG0gLI2C+QMHS0+r8plw4FgC/HyHAshb+vkj6vOb91kaDkRnMk2t1DK6KiuW6/V3gtFxXUX0yuAtUDPaU+4gTxytLLgIhbUsk1eHwmZTNzk6SlEnZeKpI/BnxZ8SfEX/uVCaN9AEYtZfXYTdd4Hi0JV4r/XFdMIHBrz5Df6sN7LkkA8Y72zEZG8j+c1maIl/jeMAiLAbasavdEqmoJBSLwW5sOnoVVe3WXyEy0JnZHzlxQJkUVpYblQHNekvMR85kkQy8rqjWokW1Vzi1OUjutUG9JaFV6rpiJzOfGYHf0WvkdhFy7qdvL2BwmyuH12Dd25i1yoYJMdqaWAcGvG3PprOatf023QcwGqQRb1nsg6drJOcv7Wen48fMO1wmgHEez9ffx+f0YwYM0glf4orDFG/2SYW2VOVyY58Vf3veidNltRoQEHUEjJZaam7Gcsx/Mp+8PQifyGI6bdBvpwaaGs7jNmQWu5PvUKqYfP05NlpYY2+1hdgugru29LPJ8xxe74zDY9tZUquaaMg6yEoba6bMC1Wv13dSHdFeI7FyD2DXZa2pqcpscnab85tXrDl2u45aZYRYdhi3wdOx0lqzbq7NIe24L1PeW0qCnBPl9BIm62NJun2dAzbmUu/fNGA0ciNyFX7zh7EwvMMwNWEJgwZZ4BqaxC3F92ouEbnUgfHvWRNW0EBjyWWiVk3jyw+G4LYng+yu6rC5gebbFzkYnUFhbdvfvagnaYMty/yXsLfThuCu1b1Nnjmc2xiA7SBbtkvnaW0op/yUJT3/7sC+64Xt/b+xnILL+9joMJ4vh5iwVhq39mCf8kySL6ZxWaBY7WP1FFw9ysoRr7FQYkqdlsHXFxxmjbU3fn6nOR+/Tfr1EBaEl1BddAbnF3vhG/eYAaO+gMwzwXiZjGGqiY+UVXO8TcVXOR13XWJijWbpvprUgwH4m4wjMKmS0pz9WPz2M3yTC6R/tlJ3eQVzR9nisvYcHeNFO32dgKH8NDr/PASIB74jQTZczr0LPxK8PSWIT/UWi5bgJF7GXiv4y2KpR13gK0PnnctggKX8p/h4k1woRs5/TQL/JWU+9wrMlc82G9QAUyx9bN0CeM9D+oK4+bOfg4zIqZMWnbYZZtjAEt3DSNWMRO/xsEUajTKFl31YwMEajEMkTzpO+h4BlyFC3RI9lF2OF5fCl7YCT9vkmq4g/ny3TOLPiD/r3riqlj4AoyxhKwE2k8QDBkn6lI96v8rffvtTXvxwPFb78wXCk1gxewHbIy6rY1TjZY4EumI22ofITlwbR9CAqbitjuRiRRONuZFscV7IqClbSVUNVJM4tXwKQ/oOxuNADu1/HHKTxJDl2HxsziZl+rFJYk/MQvq84cCu5JuaGZEH17cLMGSUk5+Rq9lNXi2jmJ0EzviQYbZ7iD0bw+7FX/Kh637isjvsCvsqwJD7XAnzwDNwFRsT5Lp5sZwInslwux1En/ZhyosTWHP2TjtT0j9glHHlgBuOs8Yxx+sQZ47tZp3DaN7wPCd9UkPTijoARkvlDVJ2GPHPH/2MQd4xRJyJJTZWna5mF1JWXUXpzZvcuF5wd9Sv/Ez1vO8bWPjuZW+4nHt4Le7Oq1gRdrE9lHUh/QDGLY44DmCCiQcrd5zg2HpXLJwWY71f3FjeT315PqkJOZRJH1cHmhuEmMzEa9leYrUfsqGY4vjVTPt7f+ZtOUVEtJRn7QJGD16I3ZY49VSemGHx1Uh2uBgxe0++6nr5e6czxXY1G/eswG3SPJxd93GhM8F2W48OGIUk7VqG51QrtndcC71zGO+R4zC2l/YZKeXbvYIlxsZ8ZrSDpNo73A4345//7zt8tugAe4/fq/8rN25RXFVD5Z2bpKcoRlRG3Wk33h5qT/Dh45xRnXeCHUvWsHPXqQcKSt0DjEoyTq/E02gQE5z3E3MqnF32X/Avt+NkFIlBSb+7eU3A/XYFVXei2bN4MD3/0oNpq+6VQUnX71TLKC4EJzsn5nlt5qjqeDgHt/lh1X8hIRJ17+5raCzh4rZFuCzbyM6L5dRknuTwShPGOm3nxLEljPvDODYkl1PWcfZEpC/AaMoMxXN8L97tOwbbzffKERefQKY06Ob4ZYyd7ojbpn0cV+XtZ8sSF5xmLiNCgLG6OJ4t0/7OJ/O2cCAimgP+cxjjvJotccovJaopz79JRtqdzvtvvk7AqMyEkFnww/8BrzNwOhYpiDplp8EuCcazJJCLl3F0NziMkQAtwV0hwQYh+RTpmcVtRCJR7Nw6MPoUFu2DMyfAXqDB7ZgEc+UcAe4N82H2HFh2VGBFQMNxJqyIk2sJWBi/JgCyCg7IcywXSFkcAKfk+jL4ovAWXG6/n4lFA8HEHbbLfTa4gZNAwl6FAgUc7pyFaf+E+dvheAz4GoHLekhMlevLueLPqjKJPyP+jPjzV/0FN/1t8mxTZeclEtHFdYNx8glm8wFpT+HbWO6zFJeVMRS2NtJQkc/V+GzKWpRfGd4m0n0oU42d8N98nIjNXtg62WISkkprzS1yD83jFan7z52PcuDEvbZ7JTOfkroqufdGfIw+YbTjPs5GnSLM4QveczvC5fxOrbHb+gYBo5zqy8GMeN6GfQIUKmQojCRoih2Oyjq86qRicpPWMvfZZ3n2j88JzC7lVJ4YqSpPS9XpJIcEMe1jf+WHSu1VEM4yz7UEh7T9cZ5CsuODMZZr/un5F/li+VXyhfa09UiAIZVOzgaM3rJn24UczR/3UpRN3DZHxitleakXPabvUO0taTf7W3SKDVaeEhAPo/zFiLpbFznpPoBnle90SMMdt3E8+QIHPNyYM2aFwu4aKVeMwuf9t+ihOncM1utiuv3HefQDGIriWDt2IH2UZ3h7Kpbrz6vfRV0+OceXMvj3phxsbNbU5QU2TTPHN/AYiR1Rua6U+nArXnnpeU3Z+2G6NoorbYwpdZ90dC1z5u9RfhCn0VmCPn2PXnJ+b+NlhErQeRQ9OmBkcX5rEC5j3Nl/96/eaCl5NXNHvqcpX08+m+6v+kM6jaU5JAd+zp/++AdN3r30uWkg+y5cJXq1F5P7eXJKLqP81dCcTWN457UXNOf1ZYbPQd07zr9C3QMMRWJuEb7MUO71/Cs89+V6LrbtLRBYXjLKGpeAcM5f3kvwvD7tnr8tzVh3kVSJMcXRy7Ef95bm+D95Z+DCzlPAdw7h7bSWjQeuaGY8b3PtVCAz5Tt//turDFmTJQNO3fPZ+gKMotP+LBjVo10ZlPSXv/0Dq4hGyiSO5e+3YsxH/9Dk/Yuhc1cSeTeeK39oKxynV17iFSW/nz1ro26o/a/iEhEBHswYpMPH8vfiMtKZZTvjO+zNeTB1CzDyL0tw/QR5+M7JYYs05yzY6qD+/NLbMGOn5ouiW2EweLEE9WTNAUXSmKOWqs//80uSvxpKtKdiBVq8jdX5/xwgJnRQc1zxMgGLPj3VeX3N4KDmh+5VAg07AmGgpHaKh/ECM8r5vcTD1yp/ra9NAiWVh+GF59X5Hy3S2q8h/4o/q46LPyP+fD/pHzBkUJ24k+XTP8FV+Oee4lk/8TPel2d79tkvmCaDDdVbqL9DftQKRv5tERG1jRovTWSL0VD6Kee+NY7Zmj9w2FCUQbzfp/J9dXvVToOsVnFIRa0FZMQsY7Zy/LkXeXZwMOeLqrvagtItfXOA0YUub93KkQOaF/gN6ZEA42tWzqlTMopbhXY3ehTpDzC6VlV+PofMzDna3AYY327pZZPnY9LtxAscXuLV7q9ePqq6DxhfreS16zgSEaFstfvGpf9Nno9HN8+d43BAIO3iix7VLcAwqFvSP2D8++lbBhh3OBERxdmzae1H9l+znhzAKOVScjwH9sV1tQ/pgfX4AaOOkpKrrFp6mHqd/1+Zb5++vYBRQcb1JHZtj+rWH1HrrvQDGLc5dug08fEZ32hfbtOTARjlpKZcYE/oWb3Wp7YMgKE/GQDj/vqWAUYTNTW11Lb7n918/XpyAKOF+vo6qqr0Nw/w+AGjlebmBpT/admTom8vYLTQ2FhPRUXXG9EeRvoBjCaqq2upU/4HWd8CPRmA0UJDQx2VlY9vXs8AGPqTATDur2/dEsm3QU/SEom+9XUskTxp+jYvkTwO6WuJ5NukJ2WJ5HHLABj6kwEw7i8DYOiQATAMgKEtA2A8+TIAhloGwNCfDIBxfxkAQ4cMgGEADG0ZAOPJlwEw1DIAhv5kAIz7ywAYOmQADANgaMsAGE++DIChlgEw9CcDYNxfBsDQIQNgGABDWwbAePJlAAy1DIChPxkA4/56rICxcuVKwsPDn7ikwEX//v115v27p1GjRqn+N9+68v5T09GjR/nZz372xLbnB002Njaq/vvMM8/ozH8Sk62tLa+88orOvP+ktH37dr7zne+wa9cunfmG1P3k6enJH/7wB515hqROlpaWjw8w/vKXv6g69ZOWfvOb3/DUU0/pzPt3T8pI/Ze//KXOvP/U9PLLL/Pd7373iW3PD5p+//vfq/rv97//fZ35T2JS/mLhj3/8Y515/0npr3/9q6puX3rpJZ35htT99Kc//Ykf/OAHOvMMSZ2UQcpjAwzDEsmTJ8MSSWcZlkiefBmWSNQyLJHoT4YlkvvLsAdDhwyAYQAMbRkA48mXATDUMgCG/mQAjPvLABg6ZAAMA2BoywAYT74MgKGWATD0JwNg3F8GwNAhA2AYAENbBsB48mUADLUMgKE/GQDj/jIAhg4ZAMMAGNoyAMaTLwNgqGUADP3JABj3lwEwdMgAGAbA0JYBMJ58GQBDLQNg6E8GwLi/DIChQwbAMACGtgyA8eTLABhqGQBDfzIAxv1lAAwdMgCGATC0ZQCMJ18GwFDLABj6kwEw7q9vDjBaG2kqu86p3RfIrWmgUXO4veqpKUnnfEgIIaFhhBxP5Y6c26zJvaumSkqzU4kJv0qB5pCi4tRIjh+S7x6J5WJ2KQ2qo83UledxLfoISXckeLSqDrbTowFGC1RncO5QEpkl1VKCNlVTlJlMlFKWPYc4eDZLjnRQ/R0yEi5z8dJNyjWHaGmgqTSVk2Gh7Fa+KykqJZ/iWk2+TlWTHXuYI3uV849y9koexerC31f6A4xi0s9EclR55sMxJKQXab2Le6rJOkvEoT2qcmmnwyfOklYiJ7Q20VJxjTN7d2vKH8Pl3FJqJKv6ThoXT8uxfUc5FpejOqZWDbnx4VxMv32f99Q9PQpg1BdeIznqUKfyhYbtJj6vkTqlMdfdJCUmkoOqvAhOx2VRqv66SE6oTifmwD72aL57KjmL250aj6i1RZreGQ7v3611r5PEXr5FheaU7qj7gFFLeX4KZ5X77N5H2Kl0SptalB7QWUofzUkk4u5zhXA+p5aaJk1+RQ4p5yM1eYc5diKNIk2WoqKUo4QflLyj8VzJK9P05SbxhyzSzkZw6T7xUq+A0VBE7uUYdduWtO/QMS6K8dy1kpI0Yk4c1pQlkujEXMo0WUp9trbkk7xvD/uU/PAk0guquvA/LdXmcvHURdKyijv7xgOo24Ah/kxZGuwOQwqhTim3lCqX8mVB7JF7x0P2yHmJ0NjJmTWqg4JU9blhcu6J69IxtM+V1nnlvDp/fwRcyNMcV96ovNijB9V5Uvfk3XXGLlQMUZHq8w/FgPjOPck9m27Ks+5W54cnS8Nqe5vyr/iz6rj4M+LP95O+AKOhKJ1L0doesZ99By5xW/IqM2M4drCzPx45Fcs1xR87qDbvAlER+7XOPcbxmAzlrai8lKrrREnba/OS05dyuKN5BU2Vd8hJPKb1XSWdJ720Rqd3d0ffDGA01cqLiCN8rQmvfm8GW7OLtTpgmwQEKq4SF2bD5Jff4Z13e/PmZwtYFp1BQW2bK4nqyyhMOUCwzRz6veKENC21JFjvtv2EIR+9yT/6jsFsxUGulMv3GovIPLcW0+H98YuTytXhhg8NGC2NNBeK4e4ypc+vjVhx9gbCMKImqgrOcMDPmNH/fIe3+3xC3/Ee7MoQo2wjnKpbXDu9jPmfzWK2RSgXVQebaKhI5+J6Kwb36E3vt+U99HiRoaZr2JNQQpXWa7ir1mbKMsNYNvszvvhAzn/1fUZZr2d3WuX9TUykH8Cop/DaOjxGDuHTHu/w1kcTMPLZw7m2lqyl2wetmTjsI955R55VSW+8xJ+ffZq/DjBi7ZVmmqqzSd1izYi3+/CelL/HX4dhsvQQsfm3iN+zBPNBf+e19z7hw8luRN7WdIPysyyZPoDFG0/fN/B0R48CGGUJW/E3H3KvfP96kzdf/B3f/cWLLIwop6i2glsnVuE4bigf/usd/vXPgQyb7MvOzGIJos201N8iY6cd4/p+QB9V/b/EoFnebIoqQGnO2mptrCXFuydv/KsXb7ylud87M3FYdYYbmnO6o+4BhhLcEzi5zpzx/5A23ftDegy2Z/3FfCo6dap6qrJjOOw5m4FvKs/US+r5OUY5HVdBRn1dCXmHV2I3dTCvyTP3euNj+n9qz+psDRbV32aHeR8++7AHr7w/Duv1EaRVSuEb7nD1xHLM5d0tu6A+tSvpDzBqKE7eyxrzCfTvKWXp1YP3P3iP6UFXyK1upbnuDumbnBj/5QB6SFne+senjDRZwV4VEUp+YwE5CZ7M7dGXD3pJe/5kDo67znKt/CssvDyLpMPOjHp1Jk5ro8nQHH4YdQ8w5N1Wyl02LICevUHaHeI7zA+GeIlq8s6Z/Dq8KseljLzzEfT1ke8ISHSSBPUyCdxbrOAVObf3+/C5DSTkSr0qkCGulCcB3XYKUvnw/mCYK9fPFpBorYTLAfBhf5D2TP8ZsO64AI6u+yiSd3h9PYweKs8r5380HrwEkFS+I21S2hHn3OW5pR3Iu+cTE4ENCQIVVcIxZ0D8GfFnxJ8Rf0b8WecIVCN9AUZ+hAe2Y9/gL1J+dZ8dyIAvlnFO8nL2WzFucD/NcUmv/5Xnnn2Gv39mzIYU9fe1dWPjOL4c0JOXVf1MSWOYbhXGZamHZoHUa9tsGPVuX5WXvtPjrwyeE8C2s4VUSJWXXznIprn/5PdST3fv944Tu67maw14HkxfO2A011dRdjWSSI9h/PI3v+O//7+pbNQJGGWkn1qJy+APWBwrH1uayNs4lL9PCebolUKl2dJYXUzhuc0EmfTj57/4Gy9oA0b6csZMCCT0bDZxW2ey0MES7xN3aMyN5XiwFW96CjF3oYcBjJbGOioyz5O8bCxPP/u//PC7Y/G7Cxi3iQk2Z9Hsuay5Ir5YmMa5wCH8ZGwYN6saqCnNJXffIsYO+Cf/8+P3GdkGGC0F5CWuZvyzo1h7o5kapdC3D+D0+VDmu+8mRhvOVRIDayhh7+SnsdmXToYC+1d34Ozsh93WBDXF3kf6AYxrrBv+GguDT5IgA5Cy2GAc7cwZF3T+PiQs7yJxF4H21nzpfpzbraUUZWxm8k8/ZfnlasqkE9w5spCRI81x8PHE098PM7dIrqZGsMXsHwxclSlvoJGK3fPo4xhGhGoK5NGlvyUSASYB0OQgI3735UYuSd03Np3A8+PJuC49wSXx04rLoSxdMJl+s3Zyo7WCytzNjHnqU1bEFatnoQojCJg0jjmWq4lQN667am4o59DMX2G1W+q+c4fqtroHGEUkh7mxeNxI/GTw2lxdSMbK/vx23GYZgFa0n8VoukbUJg9mf2zDnnz53CKtIGcjE1/ojV1YChk3Ilk51xOvoJOkS3ZtVjR7vMbx4tzD1Cqjrmv+DB4RxKHkW8SuG4fZIkeWRxfSeOMU+1fa0tc/QXWbr5LeAKMhji0LrVhgvJrTSv+ryyf3hA+DnumDx8UmKrJ2Yf2ZM+sjU1GKWp6wEQ/HeQz1Pittv5aKW8fx7PFrzI+Uy0BJ2vMBC4bN9cD70PXOAwAZLNQUZpC51VgFZD/+wReYfx2A0SJ5yWvg6RESsOWpVL5zEAYPA9cdsNpJ/pVgLNxwf0kfPCjwMWqQQIV8rBNTWi3AMHEDZCphS0Bj8TgBjCXi2fIxMwqWyOd5++RcaVjv/BZCpMSKl0U6g4WjNNDL8kGXrsPIN2ClRAGlb5yXMtibQoASQGoEWo4IWDwDEQIoCqPsmwcmct/waBB/RvwZ8WfEnxF/RvwZ6aNdST+A0czlrab4e9mxWQcwtFcD1Qnb8bG1ZbTXSU1s0VYTUS59WLxuD2faJoHa1FJKScYGRj/1OauSKyhTGlvBMbzHjMbYdiMnClq4eW4r6xcMwEUhGz3paweM2wm78Pnyd/zpxS/wDfXmnf8yYrtOwMghae9arHp5cFr1WSwrayVjn5/DMum8t+TItd0LmdX3eXoPnICtmwuDtAHj1EJ6WG7lwMUC7oS74u7rhXdkGmmRm/GaNIfN0q670sMARml6FOsn/JJf/vpj/PZ789Fv5hB8FzAuc2CxH65GW5AuIyR9h4Job3pL2UOKqjnm+ia9/vIGU23MmTJsIWZtgFFyjauhNjy78CRNd0m6hbiAL3BdvppDnZymlsaa/Zg8ZSx9MIubNdVUV8sIsVFGwpoz7qdHBwx5ztZwHP9hycYItclSEsV2G3tmjF5NbNcDAulryexxWIDVeB8OKy9ORhy3Y/3p+64fiRX1qmnx1uZoVoxyInDmTKYGeDFxbTLV2bFE+n7JwJXpMkK8wrIvviDw+HWy762ZPJL0Bhitt8k4uxKjZ0ewIlOKp1RK3mZMJvuw8WiqepTQkk7MhuVY9w8guiqf4gPm/HTuMW7dHeG2cHH9NLx9XdlxVXNIpUaa6i4T9H4fPCPSuF6s1H01dQ1NNH/VO9eh7gFGOmeCl2M/aLlqpEVzFU1p/nzycyM2XL7VHmazj7NjnQefLdUGgWYizJ9lwbb4zrNMVde5uMOF/n+xJ7JFyhU5n5dMd3LqWgn5B21x9A1i2Zk0Lu1fg/dMS3Z0NFMd0htgXN6Erb/Uz55rmgPK5ONlwox+xezDDZR2HFwXxxDqZM/EYas4Ly5XnBnCjB+ZcKC8Vr3UkR+G42fmUqYIUlVfuKeGqkLC5/4Pv//1u1gvX8SwHma4fR2AUSqBOswarE5IzGpzDvk3aDAsWwwLZHRvKcE+Q0ogbYwa6WgKhOjUDdi0EqQ9q9QiVHUjEH4zC+KzpU/EwzQ3AZbD6vxqoYxd8vk5Cf6VAhk/E5C5rln4LpBzJi4Qk9qtsplOao2A16zgmCZSl8SAnb1AxyrJE9BJ3QlPCXDUaVDu1i742AyWBoGTH4g/qyT+jPgz4s/3llA6Sz+AcZuTvvZ4OfqxL1PdZ2tqamnQ8T5bm5MIsbZkwZRAjmrvBbirLLZPG8eS9Yc5d0t9rdq6enUVVuRya58lP5sXQXF1G8q2kLh6PEv8vQlNKyP16Aa8JxgRnKr+rpLqm1p1vuru6msHjNaWJhrr5OHLblES78173+8CMCovE7XTn/GTtyFeLFIC1zHsXxqE65YLXKuSj00N1NfKSyxM5uz6DoCRuYqJY/0Jjcni3ObpWNmZ4RAQzArX6fRxP4O8ty71UEskMtpoqquiqqKcxutBDH1GCzCKTrLeyw8btwgVGCk4Xpqzjenf64PvhQoKq2qoqa6hLu8g/lO0AEMaQIuUsbpda4tlxeAJOLru5VzHAXpTBfWpAXzc1weX6X/kled/wk9+8iqjF4d1PrcL6QUwsoMZP8yXPedzkEG5KJVwbwcsvljEbhVx6FbRKW/m2wo0bryoCYqKIW9l+g8/xD+pilLpF/l75jF4pBl2AT74+Pth4RLO5avhbJz3N/r7J5Kx7AOembWVuKzyR+oY2tIXYNRkysjccyTPWYTT2PZwrafx/nAci/0jSJJRWnnidnzNxvKecSjZUoLW5nqq6pu1ypLIFqNZ2Jmt43g7kxFTqtnL/J/9hF//8Mf8+CdK3f+EfvNWcEAZGT6AugUYZefZt9qPOeZ7ZSigqI7mhv3M+0U/PI9mkqus1bdJ6RuNDdQ2tgUrxeAisP3TR7iFXeVGBw+vvnGaUI+R/NkqUtpBkwSypQwf5s/BpJvErBnNfAd73AKD8F48h0/9zn5lX26T3gBD/KuhsZGGuzct4fbVLRj/qh/eV5pQVm60VXp+HS4OJgwJiqflLjAHkFxVr56xaD1H8Kjp2NvuJLpTH21VzfhWiz80ZG3GtM/XBBhKaxPfab9P4jwMmwjOAhZzJ8D3v480MqSRwZ9ekmgrp3Qou0rlF2CDP0h7Vkuu23oInh4Ae9MENvYLsEhwX6fMMii6DVECJL/rDwcFSnr7QK4mOrTKtUwEPGZJvq7Hz14Nw33hXNv+Cbm+nyN86iD3uSnXlef4YKmUS/OgrQIgg6fINU3E+OQZxJ/Vko4o/oz4M+LPnaeW1NIPYCSza/4Q3v7+D/ihvE+lzz77ytvYntJka6nwuAdzrG2Yu/VSF4OGM3i9+zIv/PcP+ZHmWq8PNmZVkpInXtLU0UsusGHSDOwXbuZUURZx2xYy6Hv/xQ8031XSlK15tK1UPoy+uU2ejaVUXfCmT1eAcTOaA0EL6DF1uxitIuW1ROD40ue4bE4gTQDjriqvErehA2BIsD3i2JePe/6BZ3qMxjR4DVuCluE8xo5lkUuZ//zzvPDSywxblcptZQFKS4+0ybNFOtCNDoCRthNXW3vGeUSqR/QKYOTuwOh7vfGOr6CkbRbuzhGCpmoDRkfd5ID1h4ybF8Cu2DvqEbC2FMC44kW/Xz3NtMDjnExKJ/3sRtwcg/CVd/a1LJG0ykOdXsgbgzzZHNcGGGlE+AhgfO5IqJqwdOgKu83nYT1/Jfuy216IAlhF5KdswOLvL/PPPz/PH3vPwS00jqzyMhnBemL+yf/x7Mvv0muiG8czDrLgfyex8koYiz99n/ekjj+Q6+2++Ag9RKQfwMgn5cgKFr4zmSUXtaNvHWU3j7Fy8hD6Pfc8z70xmFGOu7ggI6fOfn2bSI/hTDd2Ijgyj1pt/5e6r0v155Mf98RswxmiL0vdp58l1NOJpYHbiO5O5WvULcDIPMJadxsGWO5DPYEggNF4ENNffIDH4Q6A0U6N1FddZOOo3zPQap8MYqvuAUJ5IscCjen3h7/zZu+peLe9p6Zy9i/oQd83/sgzPcdjs3k9Gzz8cZ22iKD9PhhLPb/0ak+Gr8+mrLZjp1BLf3swtFXD7cth+I3tyWfOsRTVaY32Co8TPH8Ebz/zT/pJ29ySXi+jyCyyQ+bz0z5BJLYBhgTu1aOmYW+zg6ivqqPcrZh/bYDRURKcbT6CeRKED+4QwJgKn1lCjJBr+hUpwh4YNAauCil2DMbZ4sje1vKdMM0B5YQjAhgfw55UuYbAgrRn1rctWSuzB6vgV30hQAK/NmAgkVIBjJkrVHs/O+mM3GeIp4zB1BFDWarFXwEMe5D+wHZT6LdcGKet45yT88XnR44EIzlH/FktAQzxZ8SfEX9WTZ3qkF4Ao+gYQZPHMXaUE+vPKX32EgmnduI1ejrSnLnXnC8TYmKMtcUaDuZ0QTy3NjPnjQEYOW5hf6JyrQQiNi3Ff4EHB5Qdo+2UzzHnQUwxcWP9qZvUlSUTEWDKoFfHs+S08t1rko4TNG4ywfK56/781fr2AkZJIic2ezDkYQFDVJmbRHJcFFHxqSRFrmG1vzNmTmvZt2YWw603cyLSk8l/myLwfIcirUakd8C4dZQV7kswfWjAUELNeVYO7ceYuX7sjMmiRLUho4MUwEjxpV+PeYQkazYBNp5ns/kCGfFuJKYbO3X0MoNx1Y/Bw3wIfRDAuLYJy9k2mAaeIKut/zSUUJy0nll9x+C8IZJjJ6QuN7syfZwTbjsTuFaWR+YlOXY2gXPn40ncMomPTE4SvWUyk6xXsG5XEM6T5uPifoBEZQ33IaUXwCg4z9EV1rw3cgXJ2htR7hzFz8gY28Vr2X5YyrJnLX4LrBlnuqtDG0hk07ShTJzpytqINAo67vBtbaal5iaXYy6KHzdoNi83krzJDH+vRWyXwVx31S3AKIgiZJn0nwcCjAqKM3fj9n5vvrDeyulrpdTencoRNVVSnJNKQtQh9m7yYcGndoRJe1EApCIngQvn5f0kXONixFKW+nhg7bKSXatMGGu/iWMH3Rn73EQ2XSxXry93kP4BI5+r4UHYfjaUqd4HuXK7XmtkKGosIS8tmfNRYWz0cGXxnJUcz77FrZPuvCaAcXcG41sNGIrHSOAfLjBg4iuBP1OsSx7yhgTrNKl1VQGk1MXyecIv4ai4eMdlySIJ4sES9LsCjJSdYOnVGTB+86E0RDfoI1DTXcAQwGa4AIkuwLiWI+HDXTdgTJ8BFku+GcCQOHjr2jWup+dr2m0L5TnxbJ/2PPNPSgxru3faeuYb2WC5/BQ5nUceatXfIT0phcz8cqpVRWwi6+RqVlsPx6fdNqUE1k/4ggmzPdh44jqFVXJyc7UMdDK5mpxBwV1/quPIvJew35XA5QcYoGjr2wsYTTeI372KuR8FEqc6II5ZsJkZf5mC/6Er7V9yF4BxT7nELA3AZ8Eq1h3bxa5F/Zl7qJTG2vN4vPY+Pqdzuam1dqp3wKi/QKirH4tNQ1CtDjYWUXhhKQO/N4ZNOVVUtFGqLsBoqqImIwT7ke8x03IdIWdvUqxuPZ3VWi0xeQeTPwzgXE6pNA9FSeycNw9ro+Uc07lu1156AYzqvVi8bc+2U9fVPlAZR5ijPbNHBHGq4xq1Rpk7ZjB74WJ8juXc2whamUPuHnN++/ICjtyuo1Zx8JJDuA6ejqXTbuLuQmYlRdeP4fPedHyuVXLc4SWM158jMf86+23M8XDZwMlOG2K7L30ARnHCNoLthjE0IKm9BycsYfAX5riEJHJTMZjqS0QE2TPuPWt2K526VdrTnUN4TvuE2WZL2XIik/wOM25fpas7TPCXEeSGB3j0bgFGYwqRwUtZOGadYvvykqppzlvN8KfGsSouj4KOTbTuFhmnlrFg7CBMnPYSmVapWt/VrXoKUo6wfPjrWMfIV9tdK4uTS7zwWbSRjQfXs8V5KFbHSqguOs3iF3rhG1dMoY6AoFfAqEwlepsj5lOmYh90XOLZV232qSL1gD9+xuMJvCDPlrqJMf+3kMgKac9KtrRn98HzcPA4xMUuAplKXzdgSMAhU6BgdF8BgLUQc1PaZhe+UyLBe+b3YZ+MYDpuWWgUst0oQX2YQIOiVjGAO3K9306AMzfk9UTBbAEQH41z12fBfm/4wxS5/3Z41kr8VNN5y47DVEuBATmuDeltqtkH7zrAcQ1NV8XDYvk8LED+W8p7cSP8yU4alKb/lOxX/5LEXcDDQUBG/Fkl8WfEnxF/RvxZCT26pJ8lks6qzEtmj8lvmHFYwFpTzhtbJzNjoSuBx3O74h2dyotazTqHz3CVfkRLHa23DuA66WNmm68Qf87mTsc1vQ46ufBZFmw9j4xXH0rfXsCgiNTwYGw++JJFygaCliaKD83i7c+9CLtws307vg9gVKVtZ5W7D0tWJ3JNjGu36yCmh+ULYJzC8fm+eJ98zIBBDicD7VkwcQHBlytoKsvk8qZpPPPeci5KC1KPZEQdAUPeUfHlnXhO+JAvZwaw/3LVPaLVqSaaG64TPP5jVpzJJV/xvcpTBEvgXrR4LyndmOZ6dMBQlMzS/v0xW3qE+Dv1VF/ZgbetFRMXhWveR0eVcdx5Iot813LohpZzVOeRd8iav/xhKttv1KCANtnbsBw4nfluB0jS1FljaSqJIdaMnryPLIlZiV5vMX1VFPE3LxJqOg8Xh28aMGq4dmQVfnMns+QeFal1JYgxH8/AfuM5MpT6KT7PfndLPnvfiUNl1dRmHcRv4nuMNvJkR2xB13/Xo7GKhks7sAg4QVpZrWZ5pZLzq9wIDpLR8wOMQLq3yTOfhO3eWA8RqEsoo6W2hPywifz1Q39OZJZo4Faj2lxSj/rjMGkY0+23EiWD33ZokXuG7bsOEyYjT/XbqeRWchjufd9j8QWJJVoGX5mygQAnfwK3XCItKZQd7qOZu/+mxI9jLPxtL3zOP2bAEK85s26hCi6sg46p/pZOO13fj/facKIzijXvoJCknV64ajbPleUdwf4vrzHvUBYFNc2UR4vXTHXCY2eyDg/U0tcJGI3yJFd2wYQPBBz8JTBX3hvF35agvf+ARNe2Ta7S0gqvwuA+QrNy3l0za5O8oN0S4D+dCHECIA1yzr5J0N9XRuXKM6TDwtlgJp+vS+3fkusvlc/D10i7kaj48hvSIAVhlenYOAn6JvawsqufOSTDwE8g6JA8p/iIMjtiJ0DicEzy5No35Ln/9hYcE1iqk0Z1ejFMcpbnk/PFn1UbSMWfEX9G/Bnx57sRXof0Ahg3YwgLO8SOqBuatt9IaWYc68d8xtJscQ4V05UR4TgGx4CNHMvq+nlIP4DvunDOpBdp2l4N149tZc1CS3blVlKVvg+f8e8x0sibkPji9huSS9JIiNyLT0iy5iepSg8tImTyIJafTiGzG7FDl75dgFF9nXN7T3DiTLoUrZ6SrBOEuI9n+BALXFxcMJ85jdmbz3KtqENpvwowqq4TvtqLJSt2ciyzhobiS8TutGDE0Hk4L57EsAGuHLxSqvodcJv0DxjV5F3YzHLrKUwctxAnBwdM587HeN91qu9ufBN1AIym4lTiV37JH37wI94cvxi7Ra64uqrTJuUP9Ny6SdqZ0xwIvaCskqrUKvfPODiZBXMcsLeVcxc6Yue+lbDz2Z0GF7qkH8AoJWmXKXMnzsF0vgO2FmbMdV/JuoTbUqhKym+cZYtPBOktrZpAmMKWqdNx99tLrPYyTpMA1fXDLB81mEHznbBbLOWZOZ6x0/1YeTxD/YeYGorJPh+G9wJbAhQDE5XFO2MyxRxLi2lMG78AnzVnkap/aD06YNwibosfTqOs2N7xFw/liRxwMGHGLDPm2En5zE1Uz24SGMONqpvc2DGeP/6/7/D6l1ZY2t+r/3X7o0m5WUB2QhS7BU5yGqVtXwnFdOZsTBctYpHqPC+83Day/9TVLsBOt7oHGLXcubqPjYsmMmakFc5OTpgZTWf2rmTyFQquSuPMruOcjs3kZlY4my3f5/nf/ZkPpt8rg5JC4/IpuB7L1gBn5lpYYaM67iQDTydcbLapNiff3dBWmcrBpa4yUNjLyexa6gviObXJgtHD57LIcQqD+7kTnlGtc6CtL8CovrgO+2H/4K9/e4chxvfK4eHlw6HrLdRdP4anrSXzbGyxV+U5ssjajYDAY1wSk6mvvM7p5aMYMWg+dnaLWTB3DsbL93Jc+V1xXT4Z586wb3ucZtlJS18nYEiwIXg4fP+/YZwT0piQgqjTpnXg7QXzzTTHZPTvGghL9svzC11USB/ZECGA0rabW6KY9GGcJwg0SLBfLEF9xlRpZEKOZUqwFOA4Jd+fPx2m2oCtNSxwQCpS+r9cY62AyQjxowWL5Bz513+bgIz0/AZJydGwRtJdSf8PMRdoEECZJ9cQ38FNICFeeRZxmnIBoaDR8Lkp2MtzmMh5KwU6Mm+B+DPiz4g/I/6M+DPiz2j7cwfpBTDy49m13A0TMwusVe3FHXfXpSwPPKIs8Gh+nHOFjROm4BF0UMVodyVeWpF1js1e4VxvbKYpMxwv+wVabc8TT7fVbA05R2ZFNqmbx/Lsd77DGyNt5BXfa7vrD54jNT2DuD3LmDNnLpaa466uPvi6hRCXX9qt2KFL3xxgNFdTnyOdccYmzhfLSE05Vp7MNisP/IL2q36OrDS+Inlpq6ZMYcrUaUxxPshlObcTJEvHzIw5QJDDftr9ck9ReRKHQsM5Fp2pIcQKCtOPslKuOW3GTJwP51LaYT/DIwGGsuu98DjLLLZwOqNQ6y8oFnD99DZ8lbLMssQs6IxqI3S7kVzFZSLXy6hsZ4LKYBpLsrgU4sgU5Tsdkse201zMzOD0qhUsNl6h/qmgSsoVU9hjY46Z6lxvNkV0P8DoBzAUCdh5L5I+K89gGch6GfGo3oWA5e3zocztacpB6RRqiM7gROBa9h5I7PSLAhqraUpaj/GsGZqy27EmPIWcNsZU6j4xnBWrz6mBQyUJRE4LsZDzF648RMyj0IXo0QGjgGunDrDTO4Tz2gbRpsxjrFqyUFM+MxZL+78g8aa5qpDMA4uZNlVd59pp8ZoDnM/IJXHXemxHe6LadN7SSOEJb6zmGWnOs2bpnnjSH9AdugcYikrJS97LUuVeM4yZ7hFJVm2j2hTLLrDe2IUgGVFdyI7l2Grrds/flpZGZJEnMaby6mGBTnPNcROsnDZ23pNQFs+e7eGciMvRGF4Zty4fYJl8Z/rsebiGF1Ct3nzSSfoCjIrL+9mwxKxdGZQ0Y7YJ65ObZcCg/HJkPd72Jpo8C9xWHSH57h6gRlqakthuPAtjJd9uC+Epd9T+V5NF7MbVOEz1RztsqlQay07PHRyKStf5A4ruqluAUSpD51AJ6PJ8ndLWk3A2ClbIaF91TJl9WKpM1Kitp+SsAMcOELC8J2nMKQfV50+fJfnHpMK1R+IyPNq9Sp0/11EgRr0o3uZlWAsoKHnWawUWNH9foE6g4IzAwSJJ7ZQOvgJFyvmWARBx7+fEqmmY2gSYOUOdb78drrXN/cu/4s+q4+LPiD/fT/paIqlKC2dXgKXcWmkvxpjbrlH/jZW7SifSbzX7Dl8kS9vKGssoSTmC5+xtJDU0qyaZSuM24uvY1vbMcV1xSPXrtKaK21zf56Q53j65rD9CvIz96m9f4exmO83x6ZJc2Hutot3g+0H1zQGGTtVzIXQ3EUdPaOY7Nn8AACgRSURBVDZ2fjN6JMD4WtVIRkwUh9Zv7/Qb+oeV/gCjK7VQeSeHMDs34pvVneLbLr1s8nwsauLmxUT2B62mqz899DDqPmB8leo5v2UHx0/GdB6NfwPS/ybPx6EmsuPPc3DVRvVercegbgGGQd3S49qD8e+kbxlgFBMXd1G+9xV/Betr0JMDGBVcv36VM2f0hRdfB2DUU1GRqfob9y1f8Wd4v0369gJGFbm51wgP1+9z6QcwComJSSI1tcvfJX+tejIAo5LMzFROnHhceGEADH3KABj317cMML4denIAQ/96/IDx5OnbCxiPR/oBjG+XngzAePwyAIb+ZACM+8sAGDpkAAwDYGjLABhPvgyAoZYBMPQnA2DcXwbA0CEDYBgAQ1sGwHjyZQAMtQyAoT8ZAOP+MgCGDhkAwwAY2jIAxpMvA2CoZQAM/ckAGPeXATB0yAAYBsDQlgEwnnwZAEMtA2DoTwbAuL8MgKFDBsAwAIa2DIDx5MsAGGoZAEN/MgDG/fVYAUMJ0lZWVk9cUozolVde0Zn3757+9a9/8cYbb+jM+09NlpaW/OhHP3pi2/ODpi+++ELVf3/xi1/ozH8Sk1KmZ555Rmfef1KaPXs23/nOdzA2NtaZb0jdTyNHjuRXv/qVzjxDUqeBAwc+PsAYN24cpqamT1x65513VGSqK+/fPfXo0YNXX31VZ95/apo3bx4//OEPn9j2/KCpzRSeeuopnflPYlLK9PTTT+vM+09K06dPVwGGkZGRznxD6n4aNmwYv/zlL3XmGZI69e/f//EBhmGJ5MmTYYmkswxLJE++DEskahmWSPQnwxLJ/WXYg6FDBsAwAIa2DIDx5MsAGGoZAEN/MgDG/WUADB0yAIYBMLRlAIwnXwbAUMsAGPqTATDuLwNg6JABMAyAoS0DYDz5MgCGWgbA0J8MgHF/GQBDhwyAYQAMbRkA48mXATDUMgCG/mQAjPvLABg6ZAAMA2BoywAYT74MgKGWATD0JwNg3F8GwNAhA2AYAENbBsB48mUADLUMgKE/GQDj/jIAhg4ZAMMAGNoyAMaTLwNgqGUADP3JABj31zcHGM011OdG4GO8lfiSamo1h9urkuKs46ydOZOZs2Yz0/0IKcU1NGpy76r+NtnnDrPC+RBpmkOKbhxxw8NGvmu3hpCzWVSpjjZQfjOB8KX27LgKTS2qg+30SIDR2gxFJ1llvYOozCIpQZsKSY/aSaBSlnk2LFgRQ5EcbVVnqlWZwsnNewkJS+Sm5hDN1dRlH8Z79iyMle9KCjxwifRSTb5OFXFujR3285XzHVi5L4GMak3WfaQ/wMjgeIArDsoz2yxn08l0rXdxTyUxK3Gxmacql3ayXbKSY5lyQksdzfnhBMw3wUSVt4w98dkUS1ZRyjFCfeWYqSOO68+rjqlVTNxGJ0JPXCajTHPoEfQogFGVFs7OIOtO5Zs1x5gNF2qoqJeTyhM5sNyNBao8F/zWnyVb/XVpINLaC0+w3MqUeZrv+uyK5rKu+NDSSNEpf2wtTLTutYTVe5O5pTmlO+o+YJRy8+IBVir3MTZjtvcJsuuakB7QWfV3yI7dhsvd55rJuthSSto6/q3z7F/rpsmzZdGSY1zXZClK3+/I4gWS57CBfQl5qJtzHSWZMRxd6UKYdsfXIb0CRnU68XtXqNu2JDMbJ0JS5fW3deYbR1nuaaMpixtLt8WRq8lC3Kul6SK7TOdhquQ7bed46p0u/E9LpXHS1kM5EpOh8o2HVbcBo6ECLmyEObORQkhaAcl5mkz57pkd6uPiZayM0RzvSuVw9Yj6/DnzwDNSOobS8NskrXPfGnW+uQtsTdAcV16omLTDQnWe1D0X2p6hK2VAoJv6fJtlcFy7FTVIk0kEE2N1/uJdcL3tPci/4s+q40qZxJ/vJ/0BRpX0jTDW2ivtxZSFizYQdc/MVHUf4rMIS3m2mTM9WLEzga7fQiZnVnnhpJy7MIDVR1OVt69WUy0tl7ZgIV6qbptLCYvN1PLNcu6kHSVYyZs9l5meEaRX1tOkyX0YfTOAUVtMUdwmbIwG8ofvTmdzdjGd40A9pTmnOOA7lVkTJYA4ODB3xgzmbovlerFWdyzL4OIBb6YPHsxbrzghTVetskSC5k1mvulcpkwZj7nPWiKzasQcckiJCGDEFFMOS1tsahfh1XpowGispj4lDBezT3npp1NYevYGd1QZNdxM2srGxbOkDI7YShA3MTHD9FAGNY0awrl1jt3L5vLJa6OYYhHKRdXBWipvnyNs7gymmzhiZy/vwXQYEyY7s/JgGjfrVCe1U6sEmRtHrPBcZIeDcr7RJCZZBbH8dK7GlL9a+gGMMi7utmSRsSVWZo5Yzp+PifsqNiaq34a2yhN3sMLXFUdHeVYlmYzi0/ff4fVRThzKq6O2JIG9c6czy8QeWztHzIaPZbLjOsLiznFkizcWk8cx02w+U6fPYFmCphVl7cJ4zkyC9ieTKz75qHoUwKjJjObwZp975Vswj/nDevC9P33GssQqyhtyOBfkzCITK8wXOLJg+iyMZtjifCSVCjHEhuqLHJw/A2MTO2xs5ftm0j6m2OKzPQmlOWurpbGWBKe/MmCiKSZWmvs5ClxHplKgOac76h5g1FGQdoBdHjOYM8URezs7TKQO5oZd4naVGHk7lXEzfi/r5s5h5nx5JgdbqecBDB8fxJ6kIspK0ohe5oOtiTmz5ZmtTeZLn5cAfFzBLOkfZfF4G41lvrkpkyeNwSpoK6dzxQMqM0g46MO4WdaEKzD6FdIfYNzh6t5g/OQZTcylLDbzWTB7OKOmbyamsIWGkkT229gyz2IB86UsVlONmGHuiV98vny3mfqqdKKDx2E8UdqztbTnOXOYu3I/JzO/goSzIljlPJ5efxyP7dpoJYQ+tLoFGE3Saa4ehQlKUHdAGhEMGwMBeyBbypG4VYKzgId4mRiGBGwzEC+jzcvaSUwqXa7lNR3puGBvD9OmwS4J9OUKZMiwL2op2IrnzJZ8KytJiwQMpEKbbsOmqXK+BHxpz2Ka8gwCNqna0Vdb8g73yPdNLEEGHZiaipmvFCiR6yhhslwocNV4GC9lspH82VKG4EPqMok/I/7cvTKppS/AKLoSxu4VVtjJMzlammE5dQYjl12gRPJayeLMkmkYT5qHiZTJaorEAmNnfE5c1zFgK+fKAXvc5psLRMi5ZmaYOAexKk7KJwPVmszjrBk3g0l29lhLnZqNGMcU7x0cVI3C6ijOCGe31zRmSz05SD2ZTJvO3F0XyC7ThsEH09cOGDWFGSSFuuNpNIi3+r3Lb//fdDbpBIwi0iKCWTRgJMuuyceWJooOGNFrkDe7L9yUkC3N6cZZTgVbYzVpIK/2+Ig3tAHjkjdfTF/Jnrg8roSaYe9sh/eJm1SknmCPhynDt2iTbXs9DGDUl+eTetCXoNlD6f3p2zz9w0kE3gWMHE4F2kn7dSAkR5p66Q0ubZzC0++v5LIMYXMTdhHqPIOxIz7khT8NZWIbYNTfJPOMHx//awHh+S3UK21daHbl1MEskIZxSvGsdmqmuT6dNQPewPN4FrnKS8qLYueu/Ww9naFzBqGj9AMYySwb8BEuW85yRfC5+vJ2vGytmLg4QhknfIVKyT4UzBKBEtMtlyhrLqYwZS0jfj+ZHTdqqJKhcdmFAIxHLsTFyQF7f1+MfaPIvn6SUNu3GbjqhnTIClL9pzEyMIKzOeo5q0eV/pZIBBizo9g3dxLvOZwgs1ZG+1WHWDRoHr4bzpIuMbM2J4LNLmYMn7CRlMYSyi8H0ufvxuxJKadSGUqUJ7PVYgKW9ks5dG9YLGqRur9DyPjncDh0g6xHAKvuAUY+CdtlpDRqNhtuyN1rS8gPHc8LHwVwKqtUhgdaqkzm2Hp3JowLIlaZedPMytj1eQObXRe5lnORo6t3s+fQZbmqjDNvxRO+dBavjdhCXmsTrUlufDgxmGOX73Bp6wysXNxYHn2L0ouH2e65kIk77x9y9QYYJZEsF3C3ctzNFaVDNZZyO24zJm++hkNsI+X50Wxy3snxi3nSmsXvroYR5GjOSJsj4gXVlN08iuOLr+J2vpJi4bCyM65MmrYYD3kPd0eaGrU01pF7ZhUbLMfy2eA+/OnXo7H+OgBDykTKMQnQMsJvm+I9JYF3kgvsPSxB3lYNA+JllMrTbBAI+GCV1LOuQCQOuCcAhso56fKxQV7angnwiT+kKc8g318ogd1+hdKk5AHjQOqekWulM8TAK69BuICm4mXngyTwC6CsipUPuiSu+Wl/gZIoFWtwRWDETmDDMVw+iBfcOAAv9xRAkudUpsFPCcjIYI09UibxZ8Sf1WWSBi3+jPizeopRt/QDGMVEB1jj5+LLQWXauiqfvLM7MV8apfLKlso9WPT9Aud150iVMlVn7GeFjTFjjdZxodOI8TJrhn+BS3A4F4ROatL2ssLJjGELDnGnqZIqAYgls7aSWFWv6p/l0R5MneGE67YkeV0FXNoXxKLBkwiWemqVwXLh3km8OtCPI1cL7j/D1oW+dsAoTT9DmPNoJk62Ydchb979LyO26wKMphsk7F7FvH4BnFcdkIZ+ZxPT/zKVgENXyJFgkxezjiDLyZjLSCDAx4VB2oARu5j3TdazLzGfzAMS3D1d8Nh7lpjQACyNXYn8iv71MIBRdesKx7yGM3zEQnaf8GXA7+YQ3AYYDRcIc/Fj8fwQriifGwspTAjik++NZXNuFee2mjB/sjG+q9yYJ8HTrA0wKvPIiVrPuLUXab4701JKhMNQXAI2Eq50Bm21VtNQvIMpz1qx7sB29hzdy969kZxPvUVJp3Ul3Xp0wJAHrdmHZS87tp66rh45V54nzNGe2SOCOKVj1qVNDUWRrLVfgJnpRuIUd24s4E7icj59xZrI23XUyqXrboXiPMoeLwtz5gd4M315HIU3ojnoOoBPlqdKJ9qJ6QgjNp3LpqBrb3gg6QswmmtukHTQlWFvmXNQBlWNSp0WhWI1yoGVoUncEoBoLE/gUKArM4eu4kJdCRWxwQxZnkBJdVsFlhPtNx13NwHtdpGmgcba83i+/ipG7mtYt0up+72cuXiD291cHmtTtwCjMYXjwUtZOGYtScrnlmqac4P58qnxrIrPo0B74FeQxKljO3HY3wb1SsEL2DH2b9juSCRFGappqbn4MmfXL6B3b3+SWhppibGlx8xNRF4tJCPMFJslPgQcjObEFh+sLXw41Y01A70BRlYkG/YcZF1M2yJmI2U5MQQPeg6Lk/LfHdpcY84xNiyyZuyM7aS1lFCYtpmxv1tARLm0Z+WEkoO4D56Hg8dhLnXoo0215VxYPphxI8xYF7KEcf8yw+3rAAxduijBfZiAxVoJus6+Ah8h6uPiZcRL3vfHwU1paHd9SqPGNIkyywUwBEAUtYgB3F4Dv50IUZkSMQUGZnuAd4Q6vy4L9nnDHwRIsgUQnrESMNBUcNlxmCrAYCHHO06SKarZD+8IgBzXrJdVCqwsFmgYJoBTLc95cZNcV8pQp5n0L5bzPzEBD7m/ox+IP6uklEn8GfFnxJ87lUkjvQBG/Tk2WnjhOMef0Gilzx7i2PELZLfNTmYFM3GUH2HnsjQDxGscD1iExUA7dt1dR9eo9jAOHzmyfv8lFatRlcQRbyemDVhChA7frbsSjNlYW5xWxXCz8RrRW5ZjPmgFqgWqVmnIt9cx/ulJLDuVwS2d65731ze3B0MoueqCN32+3wVglCaJgXgK+G7XrEcrtRyB40uf47I5gTTtwWnlVeI2dACM/H1YTbUlcONugt0mY+lsh7v/cvwWzhTDDic9NpbzcXFcya+h4V70VumR9mC0SMu/EcTQZ7QAI/8oK929MPOIVFe8BInS3B0Yfa833vEVlLR1ljtHCJqqBRid1EBx5lbchs/Bc9lJ9QhKW00V1Kf40q+nGTbGfRj48Vu89Vo/Jtht5vD1qm6tpekFMFL9GfKlL6FxOZpOkUaEjwMWnzsS2uVmgBrSdy1m/sJF2B5sm++ukhHhUdzfHonb1tOciI7lgP8cxhi7szRkOxtW+mJhEcCWkGDcZvdh+qZznDbtx1uuuwiPjCFJ6jg5PZ+i6ofsHRrpBzAaKLl8hPXmI+nld0FzTFES22ab4ua8npDIWCK2+eFgbsIk35Oa2S9tNVCas5ugGfNxdtlL24qQSgpclmxn+k9+xYt/fZXXekjdv/UaI+f7sONcARXdqXyNugUYhdGELF/CFMt9mvXgOpobD2L6iw/wOJyJsoKhW620Npdz52oAxm9MZmV4JrfazK+5itKb14kNDcbbYjTv+ifK6VJ3ApVzx1qzfPsBVjmNwszdFW8fPzys5zJmVQTXpZ7j4i+Qcrte554qRY9nk2cLDdU3SD4ifvGyEVszm6lpa2qNZeSnp3BqzSLMrMyZvkOCXu0tbp1y5/U+QSTLKFLNE+dZPWoa9jY72q+7d1TuVsz7fN2AIX25XlphooQc51FgEyzBf4MYpJd6H4VK5TLq3w7/Je82QXp7x4FMUSys9oS5YZoDyglH4OmPYU8qXN0FlgIU69XDSNWMR7TAyG8+lEpzhz4S+HPbGrqgrMk8VPtBdK35pQpIDPeRwWXbDqZr4O8Inwp0XJPRWKSARD+BnYa2SjoHQ8TnZ8wQaJEyiT+rJWUSf0b8GfFnnTAj0gtg3DmEn7UD4wcPZ+ZE6bNvvku/T2bicbJQWVyS2LGRGYMWsu5oKnfk1TVVxbPH2ZTpugDj2grGj/Nh88l0zWxYBlGrXTF734Jt2ps26gvIuJjIEY+JDLUJYlWMmHLxeQ6t9RRvDVVN4qjr6SgLnx2AW1gKNx5wkNKmby9g3Ixif6AVbz4sYIgSln7GF72e5dnec1i0ZRM7ggJxGOPKthNujPzl7/jjc7+nt/UJ0grEHLUYQ++AkboDV1t7xj4SYNRRdvMcwdN6M2nxFsLbvQCNFMC4vIR+v/wtczanc0NpZUVHCbT3wiXgBHldmK+2HhkwWuUmpxbw+iBPNj0IYDScZY2RiYxINxF1d0Srnva/eX0z5hLs/vasUpfz8AyNJ6uyjhunV+AyUo69/D7vz13PxczNTP6FBfvTN2HWuyev/99veH20M2tO3lIvLz2k9AIYzZkkhHpj1MOYrdrG0FxN6e1wVkz6gvefkbK8Npgxi3aTVFDZfplBPlXcTmCL2adMtwkkJLnDhHqTnJ+6ijF/HU5gVD53VF8u5EyAPX7uSzmibnjdUrcAI/Mwa9yt6f9AgCH12VjCrRQZtX/8e0YGnSe9SMu9yy5wxH8m7z/7Mm99aMzK2CL1spDovM/7fNxD3k9fM6n/zWzy8GPxdHc2HnDkS+nLf3rxBd5zOEdOWaMy19lJ+geMZhpqbnLp6HLshr7D+C257eGmIIIVxkN469k3GDjZk5DLZdSUZJG9ax7/I4ChTFN/6wFD8bIcAYqeEhye7QO+h8WC18FCCdjdBYzsCPBa2DVgRAssGDt1Boxf9RU4MIbeAgzdBYzTcp8hAhG6AONyOmyfrxswRo4AIznnmwKMqcp+JCd2yOugLof0kwF81s+fS9L2m4gh8OPXMbLZyt7YHK4c9sf6y/d55wsdgBHtSN+R7iz/SsCQQCdtaV7fN3n52d5MddvNmewa6jOPs91nIe/9xwBGxWXO7PRj3JRtZKkOKAQQjsNLX+C6+UK3AOOeWimSRrvC14H5Ads45Due4etTxSD2M++nffCMyG23YVLvgFF0gnVefti4R9wDDOmUM773Hj4JAhhtnbIrwGito7HhAAv++H98bLmXmMwOu/vapADGVX8++sCPqJxSNQFLp9w5bx7WRss51o2dfnqZwchaxbgvfdlzFzBSCfcWwPhiEWFdAEZrfBAzjB2Zt+78vV3ydfnkn3Th7f9+H69EGd0q7ynOlzF9ZjDDN6LdL4bqC68T7z2A3oHpcsoARvtHcjbrDJumzsLOfAMnH2HrvV4AI+cUe/xMeXX6Tk0H1ih7A3N6DcbUL5xExRWywtlsacQb/fw4oz5D1EJTwzFcer7EwJlrOZiifqvd0dUdJvh7W7PhAR69W4BRep59q/2YY7FX8wsJAQxpo/N/8SGeR3QBRquwZwE5SUuZ+rPfyMA0jUJlU41OFXDj7GpM/jCUQImmDe2IoZWCE374+bqx0H8dYX4zmLg1hYo7IRh9pxdeZ4sp1BEQ9AsYrbQ0p3N2kyXjXnqPCQIXXSuDMyudsfjYiu3pt7kd60+f9wK1ZjBiCR41HXvbHUR3WCpqp29kBkNbsRKMJ0mAl6C/wK99MM7eJoAhAHJBB2CUJcAGOd+kDTCUyhFQebo/7JUenLFPgEXy17Xtq7gNUQIYvxMAOeAP7/lqAYbyCxABjFkrVT/66KTsYBgh559rAwy5vp8CGA5yH4nGUXK9D5eJWbS1u7NqwDA2EeOTZxB/VksDTeLPiD93KpNG+gGMw/gv8sdtebSGmYrIS17P7F99ip8wkWpGLG87lh/+g6e//32eHzyVSXOc8JtnT0hHL81Zj9F4X7bdBYx0ooIVwLBku86fncSzfsIM7Bds4XR6IuGb/Jg2J0QzoFcKfYQFz36CuwIYXYSc++nbCxhiw0l712D5tienVZ/FZbIlcD0/m2WRqe1/dndfwLjKISdfPOduYd/5ULba9GbhiXqa6i4R2Od9/KIeM2C0Xmb/Yj9cZ25Vuohqiqog2pv3/msGIYXVmp/PinQBhrynikRvBv76p0xZlULKncYup4GVTYSNtfsxVvatfJOA0SIg+E8rNkk9qYCqJJodNvbMGB3MOa2ZIm0lrxrGHHtngmOKlCuoVZ5JtgTIH73jw/nyevVAojmGFSOmYWu3k5i7hiyj4sshmD87n7DaZo4u+D0WWxO4VJDHMWcrfL2+ecC4Gb2aQMv+TNqc1X6EHe1Ev5FOeB+5SolS8JZ0Yta7YfKuqXqmQ1mzzlzJmBefZpLXKWJzGr5qY3snPTbAaL3O6eDl2A9eroQeqZcqmq8FMPDnM1h/6ZbWT980qrpO4g4zPvv765juLaOstuVePXdSK6XpUWyf8xfmiue3LZmrdYkwC0+8rUPYf2Y9Gx0GsuhMLTUlcXj36IVf/NcAGCXnCF08iiH9x7HkRCXV7Qmog1rIOrGMYNthLIktozhzFzN+bMKB8lr1r7ryw1j0mTmOPuGkdv1CvgWAIZEuYAgECWBIEGOWQIUiZQklyhvExynWEYVab8AmAYIBAerPqvYcBL+ZKYMFCWUtcTDdDVwFOhTVSOl2ucNz4kHle+HnEvzTNcZVcAQmLhAgEVjR9a7Ed3hd8o+lqD+Xxqh/tTJCgKVFzCJ1B/zCTBqUhhhu7YKP5XNQIDgJYIg/qyT+jPgz4s+IP3clvQBG6wW2+65nzVcBRmsDtZUVlJeWUl51kSO+gSwetZKzHd9Bywnce9uwdneSGvrL4jjg7sjETwOJ0tm2mrmwajxL/L0JTb1B7NZVWH/kT7SS1VIvg52lDPu/mQSfy1THsYfQtxgwSkk/uRK7Ab2Zqgx7W5rI2zSMlyev4siVgvb7Ce4DGCVng/D19sF7XzaF1yI54DWaMVsyaKg5gsX/9mXJ8ccMGELlMassMB0/FecThTQUXSM2aCg/HR1CblXDvYDTETDqbpN3egmjX/4LE5ZfIrWg6T7BpZXmxiJ2z/wziw5kkKlgbHE4QfZLcPY7rtoYez89OmAousbaL19nvPNOTgr6lp1fzSI7c8YFxGqgp6PucNh2Bp7Ld3D6tlYBlTXryEW88fPPWXalmnKl0i8tZ+qHM5jldYwUTXnq8hOJDp7KYJcLVEpHSlv2EeODTkgwPsfWmXNwtPqmAaOclP2r8DOey5pr7VqujKzWML33KCyXneCyMjGRd5IdtnN458MlnKgpo1LKO/aF3zHB+zTxOXX3Bl8dVVdK7YlFvDlhA2dvty2vFBEVGMD65duIa7/e8pXqFmDItZPD3LEaOhizQ3dori7kRvAn/G7MJhLyKpRwdE+VKUSvnc+YDz7Baof0iY5xKGUbDs5Lcd99UfXLC2Vnffb5jVj97VN8UtvPYBRLf3BbEsSyo7ncubyPEO/JTNt5ncqCvZj8sBfe5x4zYBRHyQBlBGNHGeN37BYlHRv0eV9GzgtmZ0KeZuCQw9l1bth8YcrmrFrKb0Xi/sZvGBJ8hbyKJgoOWfLlXHe8D17raiZera8TMMqVjZYuME1G8XdHM8kwdryAgARjZ3OBjOlwQjpVYZoE6GEwJgTubkTWlqDmQR/44hPYf1vaqZjSWvnv8evFJ5XallDoJNedbSfvTj5nRYHXBDDZI+degLf/T8BGjik7to+7grkjbOuqH14TmOgh15PnVv7wT9xaAQwBCP9zkieNLlsApefv5f7XBXilhe6fD8ZLBEjk+uLPiD8j/oz4M+LPiD/T6SfX96QXwJCemrR1AYE+LoTKbanLJeNUIJ9/4EOS3LpJ8H3FUBNWhCWrilSeuAn3RZaM9zur45cd6WyZ2JtJdms5lFZFRdI2vBeZMMgjitqqWxJenHl57GbxmbbZs8tsM5qOo+0GTtwpIUVZfvn8Y2bvyxe+qCR33ac8N2EdZ9JL2vfnB9C3CzBKzrLDJZjgDWfJkiLVlV8hZocVI//ai/c/+JBeX1gScOa6GFQHk/4qwCiJYYOnD16rj3GprJHm2htcOrJIrvkW73/4Jv1mhhCfW93OxPQPGI1U5J8idMlMhr3yDn36fU6/iW5svVYi99VCyw6AUX/7Iqfc3+dn3/0e//ePvvTu8z7vv69O84IOci41hTMb17PEYT8aZhfGaKL0ui82Az5jYG85951JmHrvI+pmeVczfe2kH8Co407KahyHfM7At97j3U8mMtM7jOh8sdyGQm7Hbcds0DLOiXmpu+8F1oyagrPnXvXPGNsk77LhzkXOuY7hn70/pHdfKc8b/Rhnu5UDqaWqX65Rm8OViHWYzvbnqGa3YF3+RqwHDmRAr9f4cIwjKw5cR6r+ofXogJEtQcZTgoxV56nK+ttc32LPxC8H8qZSX70+ZPBoG3wi8ygqy+bysgE89f++w+9eepteSr6m/me6b+Z4SgZJezbhZLKD5BZp23cuscNxBAM++ZA+qvNGMtdpG5GpRd36Gyht6h5gNFFdFMexVfMY/re36fvhAN4easvqxJuUK2vcxWfYaLeS9bsSuJqyh5UzX+epnzzFH1+/VwYlOYSlcSP3JrHbXTEeP4B3Vcc/YfBIcwJ2X1aB/90eUnSKlYuX4LfpFFeFNpv//3bO/aepM4zj8W8g+3G/8cPmL9svGrJJvEwcUSeZGiPZxWSLLJtmzCwjS1xmlk2mLovJMG6BZYpmFKGMm+UmNwtYQASBtpSrgKUUWpCL5dKC3z3vaQstlEvlAK08n+QJSd/Tw3nOec/zfs7pe47NgNqMH3Bi+07sjXgX+7/KRjMNRNLTOQuQSzCGK6/im4OhCHntdbyxYz6P9w9F4bcHDoyZO5H/x1lEH41AuNT2AT758hJulXTSGDmLmWkzujQX8flb4YgI34N3Dp3Bj3eq0DJMiY63oiY1GRfjMqj0L2AjBcNBZ1abGvjuCPDePlASFMeBX1IBLV3s9ZQBl78AqJaBahlO/Upj+xCdKLTjB4qAM+IFV2JCgbQyqsH1wA0a6KkPY98BIOp7kolu6vti2KIK0J0LxJFUvL0LOECyEnvNKR+zo0ADyUn4fhKN3cDBGJKDe9QPaGi10ffzbgMxFHPQPtT/DRyj7d5JxzryFMmKEhB1R1zGTdG2V/wMbKftpn2Pw2cBZTVd6ZPZU30G1ef5nOLnc1oCeQSDUhkoRsalGJwU/Wn3EXx4PB43GvtcAjGM7n/icDIqklLai12RnyLmSjrUfaKWWjBYp8C5QwmomnKQqoh30yQj/qOjOLwjHOGRH+OziykoM1J+M5O0y2qQ/H0U9hzYhz1S3zyGsxduo+CxGSN2B2xDDShL/hYn3hTjbQTC6Dhdr34Cq/ctRL/YPMGgwcMx3ILi1Fp0P592Dn6TRhRduYabN3Ocj3PSLntuNaAqJQUpKQqkFOhgomUX2ZRjFENdWtxXNS++lUPr1D02oKXL6rqqm8S4pUVapyL1Dgp1z2BbUJHWJBiiI1OhqMh6iA7LuMcV+zgGO+pQJnJJy0KmunP+pxE3kya01jxGfX2vJFwztiGYGvIod5G/d9yr60Cf1YIGKpx/XfhTTFfyoB9NuZnIlJYtQa3BvKp3YAjkEQzBIAyl+cgV25B9H9WtrlnRMzZY9VX4PeocVA6SSGlZC9rua9CkfQrxbgAvZqYxa6xGelqqK3cVNIZ+53wMAR1761MDKh888RhEzdDm5yCLls+p0qFrbhbty7F2waBj365FfWkDenxNfrRSfyzOceWXiQJ1M57ScrPT4xjSFkAhfe4dBRotui3P0FqYi2tfXwaVRxqJZzHeVoLsjDuu5XKhbuqF5zzK1bA6wRDY8MzYBLX4X6npUNxrxZB91nlHbqIXd3+6iltpRWga7kbLg1yv7XeH2jAkPdo5ZdahrjTL9bkS2fk1iyeW0TqbHhnQ1jPsEtMJjJi0qKDvpKZlSBOfFz4R5kYuwZg0NaOmJNMrBxGpaUrUGEmYqThNUCEvUSldbVkoqtJ73CGdocNkxKP0NKSLdtVDGPrHnPXPPgRt9n+4Hue6Te0JDaj1xfXQdVoW1w0/WJVgCKZp5+sKQJ0PlASFii6Q6TvShtIWtNc5P6daBqplc9i6gKJHJA2eE0qoM/dTRRfLK9KAQpIPGhDnGQEaq5ztyjyg1j1LSRzLfoBqmdSWS1XOPR/DQd/ppHXmO0eKeSxAGW23WD6LzgqD5+/CdHDsvdQZSJREu4q2c8C9N+kv1Wfp84U5LYFcggGMwqSrRjH9b9FfcvK03uOYRUspuc4NyklDOTlr6QRs/XoUk8QbZ0hepYWtaK8ogkosm1mKSp15bgx64ZjCWEshlGk0lkr/6y4etJg8XmEwQYKsQ6VoU1ANoeM0SHLhce3tN5snGD4ZgyYnH+Wlnq993njWJhgbiQ2GGg3uKlSuyaNrRz7BWAo7RgY78W98IjrnTorARpZJnuvCJHp09chMUi7z6mD/Wb1gLMco1Ok5qKisd/3ssbnIO8lzvZhAR0MtcpKz/Xq1uz+sWjCYFZFPMF5dAk4wOjq60dOzmXoRTIIxAZPJCL1evnK0EYJhsw1Ao2nHi6XvPgYUgSwYVmsfGhu9nktZM3IJRmvrExiNgaAXwSMYAwN90Grl1EVvWDDkgwVjZQJMMAKD4BEM+Vl/wQg+Alcw1gd5BCOwCA7BWH9YMOSDBWNlWDB8wILBguEJC0bww4LhhAVDPlgwVoYFwwcsGCwYnrBgBD8sGE5YMOSDBWNl1lUwysvLpY4cbHH+/HlER0f7bHvVIzY2FqdPn/bZtlXDbDYjJCQkaPuzv5GYmCidv6GhoT7bgzGSkpIQFhbms20rhZBkIRh6vd5nO8fqQ6lUShLuq43DGQkJCesnGKIjB2Ns27ZNCl9tr3ps5dyXi2Duz/6GOP7Bfg4vDHdOvtq2WvB+kC94Xy4f7vNuXQSDg4ODg4ODY2uHbIJht9tRV1fHwcHBwcHBwSH9JLdalhUMhmEYhmGYl4EFg2EYhmEY2WHBYBiGYRhGdlgwGIZhGIaRHRYMhmEYhmFkhwWDYRiGYRjZYcFgGIZhGEZmgP8B5gwSYIr+4BQAAAAASUVORK5CYII=" class="fr-fic fr-dii">Fazit Übersterblichkeit DEU und Lockdowntote, die die Regierung zu verantworten hat: Im Zeitraum 2021 + 2022 weist Ourworldindata für Deutschland rd. 92 Tsd. Tote infolge Übersterblichkeit aus. (nur ein Teilbetrag der deSTATIS-Toten, vgl. Artikel im Dezember) Davon 77 Tsd. Lockdowntote, die der Vorgehensweise der Regierung anzulasten sind. Der Anteil der Maskentoten (abhängig von der Effektivanzahl der Maskenträger) liegt laut obiger Tabelle, in der Größenordnung 60 - 70 Tsd. Tote.Putzbrunn den 05.01.2023Dipl.-Ing. IngenieurbauF Statiker / ProjektleiterU VOLKER FUCHS vfuc@arcor.de (mailto:vfuc@arcor.de" target="_blank) H vfuc@freenet.de (mailto:vfuc@freenet.de" target="_blank) S fuchs.putzbrunn@web.de (mailto:fuchs.putzbrunn@web.de" target="_blank) Siehe auch : Israelisches Gesundheitsministerium: Masken sind aus erzieherischen und psychologischen Gründen nötig (https://tkp.at/2022/03/05/israelisches-gesundheitsministerium-masken-sind-aus-erzieherischen-und-psychologischen-gruenden-noetig/" style="color: blue;text-decoration: underline;" target="_blank) Endlich richtiges Maskenattest-Urteil von einem deutschen Gericht (https://tkp.at/2022/12/24/endlich-richtiges-maskenattest-urteil-von-einem-deutschen-gericht/" style="color: blue;text-decoration: underline;" target="_blank) Medizinischer Biden Berater: Masken sind unwirksam (https://tkp.at/2022/12/22/medizinischer-biden-berater-masken-sind-unwirksam/" style="color: blue;text-decoration: underline;" target="_blank)
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