Schriftliche Frage Nr. 443
Welche Maßnahmen wurden in der laufenden Legislaturperiode ergriffen, um die Qualität der Bildung in Kindergärten, Primarschulen und Sekundarschulen zu verbessern?
Die nachfolgend veröffentlichte Frage und die Antwort entsprechen den hinterlegten Originalfassungen. Die endgültige Version ist im Bulletin für Interpellationen und Fragen (BIF) veröffentlicht.
Frage von Alain Mertes (Vivant) vom 15. April 2024:
Die Entwicklung des Bildungssystems ist von vielfältigen Faktoren beeinflusst, von denen das Lehrer/Schüler-Verhältnis nur ein Aspekt ist. Um ein umfassenderes Bild der Entwicklungen in den Schulen der Deutschsprachigen Gemeinschaft zu erhalten, möch-ten wir Ihnen folgende Fragen stellen:
1. Welche Maßnahmen wurden in der laufenden Legislaturperiode ergriffen, um die Qualität der Bildung in Kindergärten, Primarschulen und Sekundarschulen zu verbessern?
2. Wie werden verschiedene pädagogische Fachkräfte, einschließlich Förderlehrer, Integrationslehrer und Erzieher, in das Bildungssystem integriert und unterstützt?
3. Welche Herausforderungen wurden identifiziert und wie werden sie angegangen, um eine effektive pädagogische Umgebung in den Schulen sicherzustellen?
4. Wie hat sich das Lehrer/Schüler-Verhältnis in den Schulen der Deutschsprachigen Gemeinschaft in den letzten 25 Jahren verändert?
Bitte führen Sie die Zahlen pro Schulebene, d.h. Kindergärten, Primarschulen und Sekundarschulen, getrennt auf. Bitte geben Sie die Gesamtzahl der Schüler im Ver-gleich zu den Lehrern pro Jahr an. Unter Lehrer ist jegliches pädagogisches Personal, also auch Förderlehrer, Integrationslehrer, Erzieher, Aufseher, usw. zu verstehen – ohne Schulleitung, Verwaltungsangestellte und Unterhaltskräfte.
Wir bitten um eine ausführliche Darstellung, um ein ganzheitliches Verständnis der Ent-wicklungen im Bildungssystem zu ermöglichen.
Antwort von Lydia Klinkenberg (ProDG), Ministerin für Unterricht, Ausbildung, Kinderbetreuung und Erwachsenenbildung:
Zur Frage, welche Maßnahmen in der laufenden Legislaturperiode ergriffen wurden, um die Qualität der Bildung in Kindergärten, Primarschulen und Sekundarschulen zu verbessern, verweise ich auf folgende Dokumente:
– die jährliche Rechenschaftslegung zum abgeschlossenen Haushaltsjahr, zum laufenden Haushaltsjahr und zum anstehenden Haushaltsjahr pro Organisationsbereich in den Parlamentsunterlagen „Allgemeine Darstellung und Rechtfertigungserklärung“ aufgeschlüsselt. Teil 4 ist dem Organisationsbereich 30 mit den Schwerpunkten Unterricht, Beschäftigung und Ausbildung gewidmet;
– die Antworten auf die Interpellationen:
• 2 (2019) von Herrn Colin Kraft zur angekündigten Verschiebung der Herabsetzung des Kindergarteneintrittsalters auf 2,5 Jahre von 2021 auf 2024;
• 4 (2019) von Herrn Gregor Freches zur Einführung eines Schulfachs „Informatik“ in den ostbelgischen Schulen;
• 5 (2019) von Herrn Colin Kraft zum Thema der Rolle der körperlichen Aktivität im Schulalltag
• 6 (2019) von Herrn Andreas Jerusalem zum Thema Lehrermangel in der Primarschule
• 12 (2020) von Herrn Andreas Jerusalem zum Unterricht im Schuljahr 2020–2021 unter den Auswirkungen der Covid-19-Pandemie;
• 13 (2020) von Herrn Alain Mertes zum Maskenzwang für Schüler ab 12 Jahren und Lehrer während dem Schulunterricht;
• 14 (2021) von Herrn Andreas Jerusalem zu Schulöffnungen zum Wohle unserer Kin-der als gesamtgesellschaftliche Herausforderung;
• 20 (2021) von Herrn Gregor Freches zum E-Learning und Ausbau der digitalen Unterstützung im Bildungswesen;
• 28 (2022) von Herrn Andreas Jerusalem zum Nachteilsausgleich und zur Bewertung;
• 31 (2023) von Herrn Alain Mertes zum IT-Konzept und Digitalisierung des Unterrichtswesens;
• 32 (2023) von Herrn Alain Mertes zu Präventions- und Reaktionsmaßnahmen zur Drogenproblematik an Sekundarschulen und an den Einrichtungen des ZAWM in der Deutschsprachigen Gemeinschaft sowie den Gefahren und Auswirkungen für die Jugendlichen;
– die Antworten auf die schriftlichen Fragen:
• 16 (2019) von Herrn Gregor Freches zum Thema Finanzkompetenzen unserer Jugendlichen – Vorbereitung auf morgen
• 28 (2020) von Herrn Andreas Jerusalem zur Gesamtvision;
• 36 (2020) von Frau Diana Stiel zum Thema Kindergartenassistenten;
• 37 (2020) von Herrn Gregor Freches zum Thema Zahlungsmodalitäten an ostbelgischen Schulen
• 40 (2020) von Frau Diana Stiel zum Thema “get-a-teacher" - Wenn der Banker zum Lehrer wird;
• 41 (2020) von Gregor Freches zur Situation der Schulleiter im Primarschulwesen;
• 46 (2020) von Frau Diana Stiel zum Thema „Ministerium zieht immer mehr Lehrer aus den Schulen ab";
• 56 (2020) von Frau Diana Stiel zum Thema Tablets in Primarschulen;
• 68 (2020) von Frau Diana Stiel zu den Deutschkenntnissen für hinzugezogene Klein-kinder und Grundschüler;
• 105 (2020) von Frau Evelyn Jadin zum Corona-Kontakt-Tracing in der Deutschsprachigen Gemeinschaft;
• 116 (2020) von Herrn Alain Mertes zur Anhörung der Petition zur Maskenpflicht in den Schulen;
• 118 (2020) von Frau Diana Stiel zu musikalischen Aktivitäten im Kindergarten und in der Primarschule;
• 130 (2021) von Herrn Alain Mertes zu Schulverweigerungen;
• 132 (2021) von Herrn Andreas Jerusalem zu den Krankentagen älterer Personalmit-glieder trotz Altersteilzeit;
• 135 (2021) von Frau Diana Stiel zu musikalischen Aktivitäten im Kindergarten;
• 147 (2021) von Herrn Alain Mertes zur Auslastung der von der TEC und der DG zusätzlich eingesetzten Busse für den Schülertransport;
• 167 (2021) von Herrn Andreas Jerusalem zur Verwendung des zusätzlichen Stunden-kapitals für Schulen mit Fokus auf den Einsatz von Muttersprachlern im Fremdsprachenunterricht;
• 177 (2021) von Frau Diana Stiel zum Musikunterricht während der Corona-Maßnahmen;
• 195 (2021) von Frau Diana Stiel zu KomAn;
• 217 (2022) von Frau Stephanie Pauels zum Einsatz von Lehrpersonen mit unpassen-dem bzw. ohne Diplom;
• 218 (2022) von Frau Stephanie Pauels zum Thema „Gehaltsbaremen des Lehrperso-nals in der Deutschsprachigen Gemeinschaft“;
• 226 (2022) von Herrn Andreas Jerusalem zum Thema Personal im Förderbereich;
• 229 (2022) von Frau Stephanie Pauels zu Doppeln in der Primarschule;
• 234 (2022) von Herrn Andreas Jerusalem zu Klassenwiederholungen in der DG;
• 242 (2022) von Herrn Andreas Jerusalem zur Ferienregelung in der DG;
• 272 (2022) von Herrn Robert Nelles zum Umfang des Lehrpersonals in der Deutsch-sprachigen Gemeinschaft;
• 278 (2022) von Herrn Gregor Freches zum EU-Schulprogramm „Obst, Gemüse und Milch in der Schule“;
• 287 (2022) von Frau Jolyn Huppertz zu steigenden Zahlen von Studierenden, die eine finanzielle Unterstützung beantragen;
• 295 (2022) von Frau Stephanie Pauels zu unbesetzten Personalstellen im Unterrichts-wesen;
• 306 (2023) von Herrn Gregor Freches zu Wirtschaftswissen leicht gemacht;
• 307 (2023) von Frau Evelyn Jadin zur Zertifizierung/Anerkennung von erworbenen Fähigkeiten durch ukrainische Flüchtlinge;
• 325 (2023) von Herrn Alain Mertes zur Betreuung kranker Kinder;
• 330 (2023) von Frau Kirsten Neycken-Bartholemy zum (Cyber-)Mobbing in der Schule;
• 336 (2023) von Herrn Andreas Jerusalem zu Gehaltstabellen im Unterrichtswesen;
• 340 (2023) von Frau Stephanie Pauels zum Thema „Die Stundenspanne im ostbelgischen Schulsystem: Zeitraum 2019-2023“;
• 362 (2023) von Frau Stiel als Nachfrage zur schriftlichen Frage Nr. 46 vom 2. März 2020 zum Thema „Ministerium zieht immer mehr Lehrer aus den Schulen ab“;
• 369 (2023) von Herrn Alain Mertes zum Aufklärungsunterricht / Sexualpädagogik in der DG;
• 371 (2023) von Herrn Gregor Freches zu DuO – die Ausbildungsförderung;
• 373 (2023) von Herrn Gregor Freches zu „Pflegeassistent“;
• 374 (2023) von Frau Lisa Göbbels zu Weiterbildungen im Bildungswesen;
• 376 (2023) von Herrn Colin Kraft zur Versetzungsbilanz des Schuljahres 2022-2023;
• 377 (2023) von Herrn Colin Kraft zur Anzahl und Ausrichtung 2022/23 am ZAWM ausgebildeten GesellInnen und MeisterInnen;
• 378 (2023) von Herrn Colin Kraft zur fachlichen Ausrichtung der AHS-AbsolventInnen des Schuljahres 2022-2023;
• 379 (2023) von Frau Diana Stiel zum Gesundheitszustand der Jugendlichen;
• 386 (2023) von Frau Stefanie Pauels zu statistischen Informationen zu den Urlaubsformen des ostbelgischen Unterrichtswesens;
• 387 (2023) von Herrn Colin Kraft zur Nichtversetzungs- und Abbruchsquote der vergangenen fünf Schuljahre in den Fachbereichen Gesundheits- und Pflegewissenschaften sowie Bildungswissenschaften der AHS;
• 397 (2023) von Herrn Kraft zur Beschäftigungsstatistik des Lehrpersonals der Deutschsprachigen Gemeinschaft;
• 398 (2023) von Herrn Andreas Jerusalem zur Vergabe und Entwicklung von BVA-Stellen im Unterrichtswesen der DG;
• 401 (2024) von Frau Stephanie Pauels zur Lohnentwicklungssimulation im Unterrichtswesen;
• 402 (2023) von Frau Stephanie Pauels zur Auswertung der Antragssteller zum zins-losen Darlehenssystems DuO;
• 403 (2023) von Herrn Alain Mertes zur Sexualpädagogik in der DG;
• 414 (2024) von Frau Piront an Frau Ministerin Klinkenberg zur Integration von ICF ins Standardausbildungsprogramm der AHS;
• 420 (2024) von Frau Inga Voss-Werding zu Übergewicht und Gesundheitsprävention;
• 427 (2024) von Frau Pauels zur künstlichen Intelligenz im Unterrichtswesen der Deutschsprachigen Gemeinschaft;
• 432 (2024) von Herrn Nelles zu Angestellten und Beamten im Öffentlichen Dienst – Schutz vor Übergriffen;
• 437 (2024) von Herrn Colin Kraft zur Aufschlüsselung der durch das Ministerium er-mittelten Ausweichkapazitäten des schulischen Schwimmunterrichts in umliegenden Bädern;
• 440 (2024) von Herrn Alain Mertes zur Vergabe von Aufträgen an externe Dienstleis-ter;
• 443 (2024) von Herrn Alain Mertes zur Entwicklung des Bildungssystems;
– die Parlamentsdrucksachen zu den folgenden Dekreten:
• Dekret vom 25. Februar 2019 zur Abänderung des Dekrets vom 16. Juni 2008 zur Festlegung von Kernkompetenzen und Rahmenplänen im Unterrichtswesen;
• Dekret vom 29. April 2019 zur Abänderung des Dekrets vom 16. Juni 2008 zur Fest-legung von Kernkompetenzen und Rahmenplänen im Unterrichtswesen;
• Dekret vom 6. Mai 2019 über Maßnahmen im Unterrichtswesen 2019;
• Sonderdekret vom 14. Oktober 2019 zur Abänderung des Sonderdekrets vom 21. Februar 2005 zur Schaffung einer Autonomen Hochschule und des Sonderdekrets vom 20. Januar 2014 zur Gründung eines Zentrums für die gesunde Entwicklung von Kindern und Jugendlichen;
• Dekret vom 27. April 2020 zur Abänderung des Dekrets vom 16. Juni 2008 zur Fest-legung von Kernkompetenzen und Rahmenplänen im Unterrichtswesen;
• Dekret vom 27. April 2020 zur Abänderung des Dekrets vom 21. Dezember 1987 zur Ermunterung der Pflege der hochdeutschen Sprache in den Schulen;
• Dekret vom 22. Juni 2020 über Maßnahmen im Unterrichtswesen 2020;
• Dekret vom 22. Juni 2020 zur Abänderung des Dekrets vom 16. Juni 2008 zur Fest-legung von Kernkompetenzen und Rahmenplänen im Unterrichtswesen – Geschichte;
• Dekret vom 22. Juni 2020 zur Abänderung des Dekrets vom 16. Juni 2008 zur Fest-legung von Kernkompetenzen und Rahmenplänen im Unterrichtswesen – Pflegehelfer;
• Dekret vom 28. Juni 2021 über Maßnahmen im Unterrichtswesen 2021;
• Dekret vom 27. Juni 2022 über die Förderung der Fremdsprachenkompetenzen im Unterrichtswesen;
• Dekret vom 27. Juni 2022 über Maßnahmen im Unterrichtswesen 2022;
• Dekret vom 24. April 2023 über Maßnahmen zur Stärkung des Wohlbefindens des Personals im Unterrichtswesen;
• Dekret vom 22. Mai 2023 zur Abänderung des Dekrets vom 16. Juni 2008 zur Fest-legung von Kernkompetenzen und Rahmenplänen im Unterrichtswesen;
• Dekret vom 26. Juni 2023 über Maßnahmen im Unterrichtswesen, in der Ausbildung, in der Erwachsenenbildung und zur Bekämpfung bestimmter Formen von Diskriminierung 2023;
• Dekret vom 26. Juni 2023 zur Einrichtung eines Fonds für zinslose Darlehen an Auszubildende, Studierende und Schüler in Mangelberufen.
Die Neuerungen, die durch die Maßnahmendekrete vorgenommen werden, werden nicht nur im Parlament vorgestellt und diskutiert, sondern jährlich auf dem Themenportal OstbelgienBildung erläutert. Zu thematischen Dekreten sind in den diverseren Rubriken auf OstbelgienBildung ebenfalls alle relevanten Informationen zu finden.
In Bezug auf die Frage, wie verschiedene pädagogische Fachkräfte, einschließlich Förder-lehrer, Integrationslehrer und Erzieher, in das Bildungssystem integriert und unterstützt werden, verweise ich auf folgende Unterstützungsmaßnahmen:
– die Informationsveranstaltungen der Fachbereiche Pädagogik und Unterrichtspersonal, die jährlich durchgeführt und beworben werden.
Im Rahmen der Veranstaltung für das Personal werden Themenschwerpunkte behandelt wie bspw. das Unterrichtswesen der Deutschsprachigen Gemeinschaft im Kontext, die wichtigsten dienstrechtlichen Erfordernisse für eine Laufbahn im Unterrichtswesen, An-laufstellen für das Personal, Gehalt, Urlaubsformen uvm. Die Veranstaltungen finden im Herbst digital und in Präsenz statt, an denen insgesamt jährlich ca. 60 Personen teil-nehmen. Die Präsentation sowie ein Feedbackbogen zur Weiterentwicklung der Inhalte stehen jedem Personalmitglied auf dem Themenportal OstbelgienBildung im Download-bereich zur Verfügung. Im Pädagogikbereich werden beispielsweise die Unterstützungs- und Kontrollsysteme im ostbelgischen Unterrichtswesen sowie pädagogische Referenztexte und kompetenzorientierter Unterricht näher erläutert. Mit einem digitalen Tool wurde auch der pädagogische Teil evaluiert. Die diesbezüglichen Erkenntnisse fließen auch hier in die Weiterentwicklung der Inhalte ein. Die Veranstaltungen finden jeweils jährlich mit circa 20 bis 25 Personen statt.
– die Unterstützung durch die von der Autonomen Hochschule Ostbelgien begleitete Berufseinstiegsphase der AHS: https://www.ahs-ostbelgien.be/weiterbildungen/berufs-einstiegsphase/;
– das Mentoring für Berufs- und Quereinsteiger: https://ostbelgienbildung.be/desk-topdefault.aspx/tabid-7317/12043_read-66036/.
– das Coaching für pädagogische Führungskräfte:
https://ostbelgienbildung.be/desktopdefault.aspx/tabid-7318/12044_read-66037/
Die Herausforderungen des ostbelgischen Bildungswesens wurden umfassend analysiert:
– Born, M. & Piller, C. (2022). Anschlussbericht zum OECD-Bericht zur Qualität und Chancengerechtigkeit des Bildungssystems in der Deutschsprachigen Gemeinschaft Belgien, Rothenburg und Interkantonale Hochschule für Heilpädagogik Zürich.
– OECD (2022), Quality and equity of Schooling in the German speaking Community of Belgium, Reviews of National Policies for education. OECD Publishing. Paris. https://doi.org/10.1787/9a6b6f3a-en.
– VDI Technologiezentrum (2020), Diagnose des aktuellen Stands des Bildungssystems in der Deutschsprachigen Gemeinschaft, Ergebnisbericht für die Regierung der Deutsch-sprachigen Gemeinschaft Belgiens.
– VDI Technologiezentrum (2024), Online-Umfrage zur Schule der Zukunft, Ergebnisbericht für die Regierung der Deutschsprachigen Gemeinschaft Belgiens.
– Winnebeck, E., Biller, M., Zerbini, G. (2023), Wissenschaftliches Gutachten zur chronobiologischen Schulzeitgestaltung, University of Surrey.
Diese Berichte sind auf dem Themenportal OstbelgienBildung abrufbar: https://ostbelgi-enbildung.be/desktopdefault.aspx/tabid-7726/
Welche Maßnahmen ergriffen werden sollen, um diesen Herausforderungen erfolgreich zu begegnen, ist der Bildungsstrategie zu entnehmen, die dem Ausschuss III zugestellt und am 24. April 2024 dort diskutiert wurde.
Die Schülerzahlen sind pro Schulebene seit dem Schuljahr 1988-1989 auf dem Themen-portal OstbelgienBildung in den sog. Jahrbüchern zu finden: https://ostbelgienbil-dung.be/desktopdefault.aspx/tabid-2195/4516_read-32080/
In nachstehender Tabelle sind die Anzahl der Personalmitglieder nach Schulebene ab 2010 dargestellt.
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XihUqsLJRutpizQRaN1afHOKzvTqmskS+piZMkE3mLt2PUegeTGTfqKa4bBlNCOyd2gkYM+20oNQtmJEkM9bV4lJx0Fh+1ir134/BvbaleOCepzebeksSFqdN+G/bm+ZdfnqA7OINW5QqRK3MSooc7PwY2aQrTas5xnI05oq+FibUhU85qNGjZgHwZbb+2Oco1tllK0XjuRXzC5ng+4PKEqqTXzsnSfhnnQ7VDij6472BYNRvT9YlzUme7+Tf+PRP7Fp/TS+jboCR50lhr9zcTDZuMRanSeikn/P7yZFPRP66PeG4bRM202u+YsQLddkU+wf/N88eEeLvh9/QtH8JC73Nc90+jffXC5EgRMSbFxjZrGer12qQYMM0lRWJi7Z6Z3uyDxy4GVcmidcympEjPDVwNeW0yYxHyjfzTbmjthqpXhJwcR3bzfRP3Z505r/1gx5KKOYhnPBabLAVqUqtRTXKFK7/WpCpUn15bnAi/Q8xTPA9Mp0nF/OFziug2JE2ehARxopv+H87EfuGp004mFk1FQvMggCVxkpE+eyEqDd7EJcueJ8N+eldPazrHOhcFuoxiXL9KZEys3cN6EHsDVLP2mqDzS+hUuQh5zTlBOBKSsvJgZl3+uu7gtecpFvWpTbFcGUhuzv3NJExPjsLj2eP03Lgr8Lsb876a2ARFKNegCfVr5yOVZd4TNz0lWkxlj8fXxOXTs7tsbJVBO8eWStPPh3U2qnp0ehzVs2rXF2jO2OtaZ//vmdhPIdhtGEnDsnnJbKtdH0Z8UuSoSpsxB3H4Onbwr9avb2Lf+HJ+evWvGzGFM7EG9vfvRtsKnZm4cgt7Dhzk4MGD7Ns0kwFVcpFIKzjJy4xit6dWeL9EMLG2Zag/eCbLt21j++4dLOpfm7xJtHulbkCfvYawqQmvPA8xtZqpskSLn4PqA+axfsNmdmzbyd79Bzhww5Pg1xF6q0R/q8KZ2ERpKLXkDHf2T6RWroSm16IXpvG0s5h/7nAKucSsLkW1370ApWbfwtSOfODp7VW0t45lCkbRs1K51Rimrt7Klh272TmrO2Uzm98/L00mnifQHBCV8nl5eTdyJ9LW5MQrS8vJ69i3fw+7ti5idOM8JNSmPBlNbFinyHNcNo6gcRo1+Y5F0uJdmLBxn7H87lk5nrbFtOn0qUrSZqszJh/7nqBjo8iRWkvYczWg66y1bN+7g22797L/wHluOobyhpfoj06lWRptE4eYGSjdYRIrlXN2b1/LgoG1SBlXCzTph7Pp/ldTHrBvHL3a1qfDxOVs3nPA+HkO7lvPnH5KvTAbyhQV6LLH82uv8jsPDvYrTnLj35mIvE2GM3flZvZs2c7uffs5cPEeDjo3HC6vZlDDwpqxTES6PD2YuVOpNweOcPyUK0FvlD/yy1Pcdw2kQsa4yjkxyFCuF1PW7zV+jv2rR9Iip6n+xbCtR/91yvei3t8yqESzxiZXc/rOWcnmbdvZuWsZo+rkJJExkVcMRcUp7HCT6PEr6VsT66UdUfWRwLNz6JJLG4FImIOay+1N9f6LnqODSpHKaORsyNVoCLPVOKKW271KuT17B2e1J+zRFWZ/p914cmtlJO3GNrbt3M2aUU3Ik8pkWGMlLUa9LjNYtHE7W7bvZP3MPtTLpn3mRCVovVMXZry+vAvi+qyWNGjXlRGL1Lim1cOtcxncIK/WYRUdm/KDWH7fnMI+x33baKoYj8XGJllDBs3fxIatymfZpbYNp7jp9Zi3Sv1y2diPqslN7VXcbPXpPWeL6f0PHmDXxgWMaNKEdm3mcVH1dZ+f4nViOvWy25o+q1UWynebwRqlbThwYA/rZ/emVvKkFO24lIvGrSr8LExsXFJkrk3XCctYuWUbO7ctZ0qHktpyD7WzqS+blbbHFF8fcX16A/IY25i4FOyxRjERxgNGfdDtZVxDLWHOUIzmewzakR+b2Ce3V9K3ckqjAbHOUJveszdzQP1bdyxgeL28pk7HaLmp2P8IXhE7PUU/qb7gf2gMdbNqMSyeLWkLlqdm/bZ0H7iGo7cdcdH5RTB3Zn0g6NwMWhU1dVQlyd2CYUu2a/VrOr0rZDZ1tsQpQeOJl0yzmt4HcHVJq68mtsMW1AkavHFiZ8/SpDLGluQUabaU05adIRHyjdJzb2vthqrXhJ6dSpGEWh6aYQRbnLRP/OEeq+oUJaXxfgnJWqQ1A2evVeryDnZvmMWAurlN1yh5Q8rS0zkTbC6473lyZzWdiqbUjqekYIvxLN21nz27trNseGOKptU60MKZ2Pf4X9/I0IK16DZ8DuvUXNbYHmxl2aiWlAibxVKMLituEmgerfQ9wpBG2oZ3iXJQSGkX1u3ZpbRvu5Q26ygnTrsR8u4Tb7wOM65kes3oZ6Jcj5ms26u+/0EO7NvAkildqVRzMJN2mtrtt15nWdqpKCmM+UQ04hTvwIRVu5X2RvlcW2YxuF5RxeC3Yfa5EGPb8d7SxMbOTam2Y5m3eRtbd+5h3dSuVMmgfcdx8lFNabvNHX+fnzuwvUteEhg/V0bqzruMr4WJfXx+Ko0KaXGjTEem3NJGcn9oYhV/sW841bOpHQ7RSFuyK7+t2W0qX+vG0jZ/CuN10RPWpNcKB2Qh47/WxJp/+pf4O3ni5f7omymeLy8tomsuNRG2Il7qWow++0CbqvAi/HTiZF2Ye9lioyiPrfSpkM50LHoJ6k3+2ntmaWKjJypO5w1OFo2S6J9QOBMbOx5JCpWmbB5Tw2BllYwiXTdz++F3pmr8ronVykTMUvTZ4PL1t/18l+XNC5HceI8UlO+8ibtah+QLx+2MKWtK8KIlzEXlwYdwC+usfIfL8sZho7kmE2s68tHnMCNqZDQGTOtCnZl6yXLe8Be8twyimPF+sbGttZwbxrlQHwi2NLElBrDILpIS+OQWq/qWMiWL0ZOTod50jlp0Mb67PpNiibSGPYKJfeXnhqeXngcRv8IX11jUuZDpmnhpyD7mPGGDyuFMbDLKDNmNQ2SdCEqCe2BcfW1EJhX5qmzARTti0mfeeR9mdGEtIOXszYrb4Vcyua/oRrnk6vUJKdB8OdfVuPLKka2jtKBiZUvqCou4ZDFzKHjfYAon1wx98q7MuaBN9xL9Egq/JjYlWYrWoWXbtrRVad2AKoXSY2s8FoM4mTqy8O4T0+//0dtkYo1LVWwpOWA7d8PPODMp+PvthsnEfqfd8NtNlzLmnv5MVOq6Hw/tEM9vsrxLQdOxWCnJ3n4fnuaZd5/e8lhnj0fg4283KLFfTrPiWnuXsRad9vhoB57jEWZi42KbfhCbXCOZJvvGjmVVcmrfR0zSNZrP6QjZ/rsAPd6uOtSBqHehV1nTIrvpftFiYVt7Lif1Fm7vy2MlZE5g+MI9nPFTX7A0sfHIUm4sB3yNZxr16NIs6mmdYdFi1mTSqQBtw52/08QGm763N65s61SGZOpMGNvKdFnlHK7ev7u1nO651XYhGjZZe7HeTRtBE/30ehdyjrktcmNjLGeWpCJH0VKUKVeZ2i27MXLbVbzCZjIpenKTRXVzmWZfpG7EqP3+2gGTHh2fTNNMagdPLFIXH8NBdXDwYyDXlppNrDUJOm3H4ak/95Z3oXhC9dw4pC87nA1KuxJuCONvMbFJKNF2JTfC2qU3OG/sRwljrI2BbbrOrHHUjPMHb04Nr0Ay43VxSV1pDJvuWTRoDkvpUEKbzRDOxH7i1eNA3G7qeWJh4kzyYn+XEmEdfSUH78TenBBbmtikxam+yO7bdcdfnuG5qz9ptU5kK6sajDwecWPWJ3g4eqH3Ub+dx8r32puiWr6fIENN+u7TW2zK9ZmnrudY2nUcG24HKg4ggomNWZ3uq1y+tpvPrrGkQyHNQKcjR+u9YTvL/60mVitiH3xPMKGk1omQrRsLroZvXL3X96VSKvV+CcjTYCEX/os9an8V/ctNrFmfeBHqg+u1g6yeMYTeffrTq11tSqQ1NRDWGWsz8nRw5CY21SDW3/2axPPsMlOaFzEdsypBo3HXlGplkqWJjZmsHP2P+GnrgET/lMKZ2G9ISJZOKzgf8J1f5Y+a2FiVGH3IENZ5oU77PdOvMnmN90hOua4bsDO2qq9w2TiM6vFM90+QpSmTrliUzY/q7sQRNnbSTOzDU79RO68p8Y6XuQQ1O/VnQJ/e9O6t0LcXXRqWJZvxfnFJmG4Eewxq4viJ0OMWJrbSRDa5fRM2eGG3mr5ltCmRyt9Zdf49iyDwhofnp1P8OybWrM8vHuDnco2Dq2bQt3cf+vdqR60SWkIePxPZRp0lIFITm4rq089EPhL+zpktQ2tpJjYFucsv5Xq4j/+G0DOTKBlP+2xpy1G/i3LvsO+lH53rFyOrlgRnqDaaHWoO8sbJwsQqpr3GBu6HLcX5wnsl8a+eUZvGlKgLc84GhU82RFFaf3hjp5glaD778te1mErS99XEJqfypBO4f1udfthuhDOxEduNBycZXNX8aJ6CtBh1gQDtEEoCtWFEJe1YSjJVXc/db5qtzzwJ9sX7zlGWThyhxLV+DOxUh7zmspyxLh3CplFamtgEpMjyG8eCIinl7x3Z2LggKY3TBqMrsbE41Vp1V+rXFBZuu4yjYpxfhuX87wm5uoyOtjGM94tunZemG5ws2kVNn0PQ+QcTaDzgE25NbJ6aMzj9dc4zL913MTqjekx9v+r8dsJfm9Hx95nY+eeDTXHZbze9iqY3vW6Tm2KNujKwXx9TW6J8l73a1aFkOlNbEz9dbcacCZXOrSij9wTf2MmM1qVJr+05ESkZSlG3/y4cHpkCwien1TTJlMR0LElhKrbqYVEm+tO9RRUKpjDNUrDNq5Qle+U6SxMbLT42nZewd/c0muazNZqj2PlaM/mIlzZbykJ/i4lNSeXeW7EPc2WfCDw9i07GnCIGSTJ3ZNV9U3T/FHCMcbmTEsd4XQZqzTyPwaJNeXlzIe1KaXnB9zZ2ehOMj/s9LmybxeD+feg7oDstymQkkTG2J6L4kB0oXt0kSxObuhINN4R10X3V55f4HhpFnljaTDWrNBSo1pLOyvc9cPEuztz1JNQyV3h+mxW9ymp/QxJyVJ/P5a9fWpje+bji+/S1sZ6/CbcmtjHDtnoprYKmjzr2jW8Q9p3ka7obd+3Q32liTe36R55cmk75hFqHeeoy1OnUmwF9zflLfyWvK0n2xOr9rEhbcQgb3SUT+Zeb2E88djjCwuEdaNGwBuXzpSSGek4E4meqw+gzIZGb2IiP2Hl2hanNi2nXlqTRhOthQ/7hTGzSsvQ9oEedASn65xTexMYgplU68uXLqq0fUUiYnYrjD+PyTaal6A+b2AqM2OfJ1yY+mLMDqpDfeI8UlO+2kTvGxu4Bt+Z2p4jx9RikyN2Dda4WreDHB9gtifCIHaOJ/Yzn9v5Uz6BNh/o9YvZik7saxSKY2ArjWe/8bQsffG4OXXJrf0vGkrTcZU74VL3hwblp3x2J5fF9Di4cQbsWDahZLi8ptfW84UiQmRxjzn2dUh3OxKak6mTFDFh0AIfp90zs52dK3RxA+sRaEPgd4hbryxo1h39raWKTkb7aWu6G/QyfFRO7gloZzaa+K3PPiYn9lfS7JjZmHqq268+4xReUdsGiwQ5nYpNRccIRXCJJmP64iY3QbgQdpX9lbU2cVQGaDj9L2KDkkzusHVJeO5aKLLU34RCWcH5SzN4JlgzrQpMGNahcWDNvEclUj067jSvgFVma2PgkzzyOQ36WG6WZ9YbAY+Opl0L7zGFEU4xcUSo1aEqLvtPZfFt1kG/xPzqNuto5sRPXZdq5YIv1ppHpx4/YeeGxm7FZTO8X3boGE0/+70zsl/srqF/kex2eEYhfit6HA8TERjG99r/F4S2zGTekJ+1bt6RJzRJkjbjOO05B2ux04/nHL7y7NpNSWbRY8HukqctvN5W4azaxaiyMFpNYOQpROKt5er0VsfKMYKtjJL1ff4uJTUHFHpssnqf+mcAzs+liNEKqie3EakdTjfzgvo2etgm05ToF6LbmDsEWBfrFjQXff8TOcy8ur/+Nrq3qU6tiUbIlVN8jIraUHLqTe+bLLE1sqgrUX+vy1TyG6TMfAi+zqJ65HbQgQUbyl6tBo1a9mbDxOt7qn/HgAlM6aDNUrLJQpN3vP87sh4/Y+ejJ/vGNtCUMioltvidsNszfb2Jf43tgKFmTmmaA/h6xCnZlqaNFL8O/VL++if0QwvX5dUiijXZZpRnCBm1N7Fv9Caa1KagVwjjYZC9P0059GTF+PCO6N6C0NhL7p0zs08tMaaY1PGJifzqFM7ExEpK22hR2HlrPsJq5v3ZgpKrBoG3OPIroVP6yiQ3iTP/K5DO+v6WJfciteT0oanw9Nmny9meH5cKq75rYD7is6UalFKbXrbOXo1G/cYxXym1EJkyczrylF3F7ov4x7wn+AyY25PxcuuTRkrpsZWh/JFA7ouoHJva1N+entiWvtnFU7IS5KNusE31GKJ9lRHfqlzKPxP5FE6uYzU1DampBNhIT++kJzpu7kcjGNPJjlbEqLQeMYkJk38ukqSzecQk3tbPipSNbfmBi391bTk0xsb+swpvYTBSo0Z2RYWVFrT8ncQh5+e1v/rOZWGPT8Zm3fudZ2qyQ1jEXixQ5SlO7Yz+Gj1X+nr6NKWDeHOUvmVhVQdxYPZEebZtSo1imSKZkxidnmzXYP31J0PHp4Uzs1P/WxLrvYoz2TN8fmdhCPddy5aHxgFF/xcR+vjWfigWSmV5PVIAybQbxm0UbEsZvk5ixdA+XDOF3RxVFIX1+SWigPwbnqxxaMYkhXepRxBwno8XApudunJ6/59XFSeTJqBmT5CWo0XVY5GVi4mTmrDnC7RCl1VDXxC5tSSxtSmw0q5gkz1WIfGkTEts4oyE/TeZexDfMOWmybDeSKCZ2vp1x+qtJf9XEfiLg9Cw6G+tJRBO7nV5JE2rxtRgDNjkqGcpXfdfEvg7kxvr+FE+pXqdgk4OSNVrQa8RYxo0fRPtymbSR2MR/wcSa9MppHxP6tqZpw3LkNg9IWRArbRumnn7A++dXmd7R0sQe+O9M7Acd+8Y11Dbv+5GJzUT9+Vfw+69M7Et0O3qTzNacW1Wmab/v5S9TWLj1PE6PJRP59U3s05usaZeHBOadxrKOYJMxcf+EflNPihqnfkQnadmeTDnizmNz6Q04xOQKpgJonVFM7K+icCY2XgoKzb+lJI3veXx1AU1y2WoNeGxSFu7D0kshxmQmTH+niTXO4HnB/dX9qWx8PQaJcrRj/l2LuTGfH2O/vClptV5Ny5HYwAMjqZ7NNOKYoFh/Fjgbr4hUr739ePZJ7VJ9F35jp++Y2Gc3ltO7pLazacqi1FnjZhFc3vHk0kyKmzc2U0zsZvPmMLotdC6sfbdJK9Bq6nFcvlYoDkysbjpmnemvmdiP7uweUU/bcC0VeSuuxM4y8CuJiN+R0eSNp41QK3U9bMnfN3rP2ycBBKpB57lFUBET+69T+I2datBzzXcLTXj9ZCb2vrFQvsbv8AjyGuuSQtZuzD5s/3UX36fH6V0nq+nYXzGxbwPxMGiG/u0DPK7tY8XMkQwe3JM2NQuTTuvASpy7I8tcnyjhdyVdk5qnE+em0TrHbzfM+RSIm28g/sYD4acT/3ET+5CrU+qR29hWxiaPOhJrkYF/1h9kYmNtr4o/OhLruZm2hdKY1sPZ1mHQLuOe1JHrhQGf55+U1kL08+sVPlfvcOeCPd6PXvAmMuf09BxTG2q7BkeLScIeu3B88YH3TkosyKAZuVRtmHXJIl5H1DMf/NROVvPuxMZZSTGIk60jc45d4vTSLhS3MdX9+Pm6MP9c4FfzpCr4AtM7FTbdK6FiYmdZjsSqcXgGRc2dyX+Dif3kd4iR6a2Ja7wuG00XXyfAItC9tltMh9KW04lN09U++JxgZv00xtdjJMhOuYlHcDA81urCR+7PrE1WY7uQ6M+b2A9veOarw8/4Zi94GHCPE4snMW7wYPp3rkuJNIm0tcb5aDTuBk/fubKhTzntb7Ale7W5XIxkVt1bbycMT14Zv+/w04n/jIm9x9aOuTUTm56a8y/jZ/EDPr88g6ZF/oyJfUfwqQkUstF+08yD2BLJDGuTPvH+iT/+kQzg/9v0S5nYL68Ccb64m7Vr12osZ/awxhRJoPZ+qQUtOgkaL+WscXu019yZ04SC2rSK7M0XcsEiuj65sYy+RU1bkouJ/XUUzsTGT0HR+Td4aGyoH3B7QVvyGxNSFVtyK2XihOXzVP5OE2sMKl94dGkxPbOYEuhoSQtSc4mdxXWhXJ5Tj5RaYmi5JvaT30GG1shgelxFnByU7reFuxbPVDPqqQvnVk2je8ulXDE+l+5j+I2dvmNiPweeYm7rXKbgECOtUjc2fX1chtJ4hhwZR2Et+BpNrKOp4ny5tZBKBbT1QtlbMcIyejy5weLepU3H/qqJVRLcU2OakUV9D6uEZC49nVPhPv5n3uuVQFxAC0hW2akxei/XI27U9dSNQzOHMWjsEo6p6+3UjZ3ExP5rFd7EVqbjAnuLEY8f6GczscZi/gzXTV2Iax6tqDOXExZrSj/dX0vzspqZ+ysm9vEFlgwYxbhlJ3GMsHvbw1MTqZPBdN8E2Vszz+kdnx7dYEObnKb7RYtF4uqzOOZl2TX4BPfNYxkyb1ckGzv9GRP7nLsLmpI7qXosGrZVx7HZIgF867COflW1DVP+6MZO71zY0q6UtptzUvLVnaIklREs+Mdg7uxdxOheQ1lu/0LahSihEM4O7UGb/FVo1nMgw8fNZllYzqiyiiWTelG/mHkqeTqqL7/DQzW8vrrNopo5NZOUmhIdlnLIN4KRfevLpfXTGDZgAlvVYvbBcnfiuFi32MI9NZ6+vsPi+ooJMg6wJCFvy2WcCtu6V9GT6yzsXtL0GWKmJ3/HPWGbCql5qG73cPLF12Yd/VcmVgvurx3Z3iKHNnU2LqnbLOK4xb5Vzy/Poklhy42dTPH9hctORpcyTYGNkbQCAw9bzOP/7MnRoeVJa2yP/oKJfROKy/aJdBy/lmNOIVpd1/T5KvOq5dQeS5ibesMuKq3JK1xW96O4ts45Qfpq9NztGW7DqFcup1nYcQzrb0WysdOfMLFfXrqyr18h4hlH2G3I1H0b9yy+Z79DI6mWS4srf3Bjp49+xxhf1LzRaFaqDNnOpdAI38pzD47OG8XgUQs4EH5fsX+lfikT+9lwjBmNtek/kaEYx27b7vPQ2E68xefACGqmNo3aWGeuQeffVrFz5za2rprO0BZlyJHE1ECIif11FNHEFpl3jVDzDN7HN1ndtgzJzJsI2OSh0riDXxPTv93EKnpsz/ZRVbE1TiuKTYLirRi6cBM7tm1k7YwBNCmVgTjaulKTiTUXmAfc3TiMeum1EVPrrFTsPpnlm3YqZVhh2ypm9qtObnWTo9xzOGf8MH/MxKobrdxZ2ZcS2q7IcZJUos3YZWzZvoUNyyfSr3YhkppnNqQdFjad+IvhIANqZDFNy7bOTpkuk1m1cwfbt65g7pAWlMih1c0Ef9XEPsNheV9Ka6NMsdOUpsVva5S/dy8HDjsS8Fp5w4+h3N84kCqZtL8xQV4q9pzKqi3a97JlBTP7ViWplTUpKkznovo7iIn9V+uXMbHGQvmGwHNTKZXa3MlUmfa/LWfrzu1sXTOTEe0qkSGp9rf+FRP7/DyTsyVQPmsmSrYfy6LVm0z1audqpvWoShbjd5GYAs3mc1Y1n1+eoz85nbrZtM4tq4yU7jiRpVtN9XH93F7UTG5L4faRPWLnz5jYzzy6PIXq6TUzmqAwNfrPYeMWpR1dvoLZIzpRtYiWqP6uiTU/Yuc9wZeX06dCGm0dfhIy1B3IrDVbtb95E6smdqBEGuX7SNiCpfYyLBI19JhrY6qT0/ib/h5JyF5lCgdczY9yeoX+6DRaF9HKc/R0ivkcxcIN201lYvt6loxqSs6E1sTI2Jtd6hCbuiY2wiN27Ixr6z8TfHoctTLFNnVG2xSlyfxLhO0r+SmQc7Pbks54XXRs09ah9/zNbN2wgQ2LZjOxRz0ymp/b+t+Y2PvartpfXqA/PIbS6bWRwBTFqTN4Dut3bGHT2lkMbVmG9Ik002w0sab7vQu6yIrWOUyz2GKkpWizsSzeukPJYdazYHRH6uRPQVxjDvMXphN/fMi9lW2Uc6xJV64VA2asYvN2U9uxZWF/6mYyjXTGTtmScXu9lNZPqbWGsyzrXJRk2trmWIVbMWrJZuM1OzbPZnidgsS1asWsSB+x88dNLB8e4bShAxmNxxTS1qL79JVs2bSeNYsWMalvXfJm0p7N+3sm1twf+OkhzluHUSubltfFy0mZrpNYac5ftq5iTv8apIpujW3JiZyynO/9L9WvNRLrf5o5LSPZxCJOarLmL0vTWcdwMa4N1PTyPjuHt6RYxIeYx05DlpwZSWHelMa2AoOOB2kBXQn2W7tqhVohbleWXH/4Ndg/Oc/Y2tojBazyUG345bDdiV967GVcKa0RiFGAzru9UPNu0T+n196HmFROS+Ks4pBt2iVCLDo/P3nvY1BFbUdKlXgFaDLnPN5q0HmoJHCtzI+LyETeydeU0qBKSUavL6aJ+RqrwvTf6RHWeaFOpT3etRgZjMfiUKjNam6F5Tvveeiwh6kti5Im3GYIsbFNn40sab8u8o/ZYTkXgiwLTCh2m0bTvnwxcqW20WYbWJKQdHnLUq3XAVyMQewDgQcHksq8G2PhYay8H8lcG0UfA2+waXQzCqRLrAVfE/FSZCNfnswkjKUGT8XsZx3FZnPwVNJv1x2/0a5YWi3pM2NN6iw5yBC2GUwSUg3+2vvIO1f2dNFGfq3iUnLM4cjNgKKXHsdY2L0c2cyJuJkYfdnurf2Qigm/vXEkTSoWJn+6CHXbSELS5q5IhzF7cVGj1Qt71g8orh2LScJSy7gdNvKsmFi7BZTVdgS0itaaqacCxMT+Qgo5MoTSac1loxjNZt7RTObv6IMnB3rm1daexqTI8P04Rladgs4x6TvtxuNri77fbgQcoGvYaFAmavU7idl68fgWy3prj6xSEuOk5dd83Z34lQcnxregVCbt2dRmYqQmhxLXbMwb19hWovlW8zNxn+G6YRDFtXNjJRnKXp9ITOyb+2zt0oiKedJFshY2FrbZi1Kl9SQ23gj9Wkc+heC0ewatyxchf7ZkETZPVOpb+uK0m38SF2ObaOBAtyqk0o6nLT2Ow8aHbZr03GULg83PYbcqw6gjvl87HF45srlvIwql0AypkbikzN+U1h07UbeUlhgmykmdbeaVch95ZrecVmHnN2KaUr/Dqr/SPvufX8mgpuUpnj1FuLbQRDRsMxeicpMZHPexmEso+on1EvctY+lasij5s6fT1mtGIEF6chcqTfVms9nh/DRCPXiJ7vBsutYpRZEsXzdo+kockmcvQb0uy7iqJn8f/Lk4t/7X403WcN2ch77XcXBgZc2oKmRozOg9HhgnTil65riP2Q3zkNxyB+V4GShYug3DezfWjKpCov6s0/Z64YMdiytk10aL41Ck3RqLfOMTfscm0VK7LnqS5iy591KJcpqeu3B4ajvKZtM6bc3YZCR7tpTaqKNCtloMOG9uqZ5jOLOYTgUzkdScMxuJTqKsucieXDPFSl3J02czdubLDPvpXc00DdkqXmEqL3P81sR+Ut775DSqlMhH5iTfbmQZPVEm8pdtzeBlV/AO207kE8/cjjJ3QH1K5M5CKvN+OGaUa/KUmMQ+l+fGNurtlWkUTq/l5VZV6bXG1cLEurNzaFXtWCIy1NmGq3ZIzQ3eG04yqWZRMmod/kZiJCFT6a707lqf/NpO6lb5mzH2mhZVnt5jXVi+kZCk/Y/iazmp5Yti3LeOo3nlIhRIr01HDkcCUucqT5vhO7D/Q4Hq19avtSb2qTOHF/SgQoUKX6lUk5pD13DkuiHSxOTLaz1X14+mc93ylC9fnnLlWtFr4Slu2Z9gw4Baxveo3nwEq5SaZ2rIXhNwYSGN61Q2vX/DhRx2e/61kVOM8abx3bT792TMOuew+74NuMrmwfWMxyrX68OCy0G8+yZLEP0v9S74JtuHNTL9PjUa0G2XE0/CGj9Vr/HaN5Wu9Ssq5yhlomwZavVdylEfpZV548T2mdpvW7czvba7aqMAH3npdpip1bUyUaU/Ky4FWIzmPMJu4UA6GstEA/rNPoG7xSxlpRTy3u8qG6YqZVcpg+XLV6Vmu4XsumjHlX3jaFJH/SwVqD/vGI5PIhaYj7x66MHFzbMZ1qIy5cuVU8qwSh0a9VjCwduO6J6Ys9sPPLyxiraNq5s+Z/+1HNOHddFGoofc3zmHYbVMdaNavaGsPG6P+xmLNbFVZnLIYPEen1/gd3UDgzrVN15TvlxVmvVayclbdhxdP8R03+otaLv6Lg/Nf8oHP64s7EGDKur305DBG2/i+zWLjKDPfHjsyLEFo+mg/j7GOluDes1WcyXkQ7hk44WPIzd3TqddkxoW30ttOg1fwq5rOvwfaTd56cWplYNMn61CfZoNPopHWMeGcj/dAYY1r2M6XncWO+9++1xpUdTVk1trGNJeqxMVBzJ9t6eFifmBPgZyfUkvGhnLbX0GrLuGZVUI0xOH77YbL1wPfb/deHSdhQPbmo5V6Mz45XcIG5R84c7Rpf20Y41oNfwknpbt2CsDN3ZMUdqOKlodaUSfmSe473CSWaPbmK5rMZIZF8wO8RV+Z1YxyPh+NWjQci1XQ8PXJ5M+8NTPHdcbe1nYsw11ypvrVQXqdR7H4tOuBH59xo6FPvPa356bx1cxqm4NKmv1sXynySzZfxMf7XEX6k7u1xeNpq3xc9Sk/ZDN3PzaG8hr3/Osbqkeq0DF6kPZcOtBuI2iPj5z4/zyIbQxtlk1aTd4KSe9n/PC/zqbxjUx/d3NujPhgnl96yde6Y4xs1YV07FKU9il1O+w6q/p/ZMAdKfXMrpXE+V9zX9zZRq0HsPKk/dwNjz9atpFP78UcxRscOXWiS1MH9zK9NubqdaIpr9t54K93mI21bd6G6LH6cgS+ndsYBFfqtG8+zQ2nHNGF6Blfh8ecH/fRKoY37861aeexO3l19Ly0eswk7o2VI4p9bRME/rNOYMurAAq8d3zDEvGdjAeL1+zEZ1XnMEp8AkvHLbRQ6nfpjK9glN6zal+1HF4RDcaGu/XgAFzTlrkG595aLedGbXVY5Wo23IGh73eho9nb/y4s28GLRpUM8XwKn2ZtPEaDje3MlExhsb7dRvPyvuW81XeEnxvDwv6NDDlMOUqUbnlTDbfUWLw+mG0raXerzY9l51DZ74s5BpLx7QzvV+j/ow6aoikDn3m85sQdHeucWrtWBrWrqJ9zwrlOzJy3kFuB7+OtO59fvMQ70uHWT+tR1idrVitFYNWHOGycxBvtD/6rfNO+ncw5eUVqoxhyUk/pZXT9NGfS2vHUN34XTaj44QLGFc9hOmzkmdcYvuE9tSppLY5zRg0Zy+3H7zj2f0d/Natpul9+0xnk6sWVV5Z5BvVm9Fqxe1vn6uv6IWvC3Z7ZtGpeS2L8lVLaRMXsv2KB74PfpS7/Xv062/sJBKJ/rTeP3/Mw4Bgnn/TuD7EcX13shh7N2OQod8O7soOeSKRSCQSiUSif1BiYkUiUQR9IeDsGqa1bMygFfs4c8cDnU6n4Mi13VNoX9g01Sh6gkoM2eOGeFiRSCQSiUQi0T8pMbGicPLx8SEgwLTht+jfq7fOOxhXJTU28WIRM1YsYoURl/hJUpI2cznaTD+LtywD+yX14MEDY1vw4UO4ufYikUhkbBv8/MJPrBSJRKJ/Wn+rif3y5QuPHj0iNDRUiIKcPXsWGxsbsmbNil6vj/Qc4d+Bv8dVdk5sR6X05s2YNGKnp1TXKSxWH7TtE0SoYnYeRHK9ELWpVq2asS1QHzkR2XFBEP6d3Lp1y9g2pEqVChcXl0jPEQRB+KO8fx9xF4I/rr/VxD5//py8efOSKFEiIQpibf11J9eECRNGeo7wbyEhCeLFjrCTqInoceJjkygJSZMmwTZxZNcKUR3zbx07duxIjwuC8O8kfnxtl2cF1cxGdo4gCMIf5fLly5qL/PP6W03ss2fPSJNG2zJbiJKoU0Zjxoww+ib8S4lOjJiWU4lVYhLD+Exb4VcmRowYxt87smOCIPy7MceDyI4JgiD8Gc6dO6e5yD+vv9XEfvz4kYsXL3L8+HFOnjwpCIIgCIIgCIIgCOE4ceIEjx+rD1T+a/rb18QGBwcbF/yrmwMJgiAIgiAIgiAIgiX+/v68e/fXdwj9W03s58+f8fb2xs3NDQ8PD0EQBEEQBEEQBEEIh7u7O69fv9Zc5J+XmFhBEARBEARBEAThH0NMrCAIgiAIgiAIghBlEBMrCIIgCIIgCIIgRBnExAqCIAiCIAiCIAhRBjGxgiAIgiAIgiAIQpRBTKwgCIIgCIIgCIIQZRATGw4dOk8v9AYf/AKCefDggUYwAX4G9F66SK4xX+eNT0AQIeZrQoII8NHj5RnZ+RHQ6fELDiLQ34CXTvlRIjvHiA4vvS/+gSFfP1uQH756L3SRni8IfwKdJ55eegy+fgQEh34tYyEB+Bq8jWUz0uvMKI2Jh5dBKZ+BBAfo8YzsHDPKvbwNfgSGmu8TrJR/H6WOeUpZFoSfBiXm+AQQHKq1BZGhxjqDp1L/I7veA52XDwGhajz0NrYJ4eObO+46b3zDxdvvoLyHv17aB0GIEqi5tI8/wSHmGB9KSJA/Pt7fr8PGPNov8Gse/UBpN5Tc29vz+7m3p7ePknN8bT9C1XxFyYk9fy9fEX4JxMRa4KkaTndnHG5c5tS+9cyePdvI3Hnr2HP6OvfcvdF7R6gc7jq8fdRK5sCVfZtYPcd0zYIVWzhwxR43xRTof2BkdcpxH90tjq3ZyNbdZ7nt6hmJ8VXMgVK59QY9unsXObp9hfbZ5jFv8zEu3HXDW6m0Xt+t6ILweyjBQClnbq723Lh4nD2rF4SVsQUrD3D25n089GqnzA+Cid4Hg8sVDmzbyqodF3HwjCxY6Yxl3tfHA8cbp9i5eAFzjfdZy47Dl7irJLR69T46pcx/c60gCP8YOqWu6lywO7WdlYvmaO1BJCzdwM4L9nh4KeeHew8llinx0svxMnuVc3afuMF9d+U1y/ipU447XVNi2urI39uCufPXs/+SPS5qWyMJqiD8pCjtgGIsffWu2F8+yOpl5lxiIau2HOGyo04xtz5Kzvz1GndjW2HA18uR66d2s2yuud5vYv/p27h4eeMdoYNb7fzyUXJib+drHNm+VssjFrBkxQHO33FBp/eWduJfgJhYDZ1SSfTOVzi0diKdG1WneKbYWFlZacQmU/lmdJ+0ndO3XfD0+jry6alUFPfbR1g/szf1s9tYXGNL7gYDmLruAo7K3xR+FEsJwgZ/goNDCfb14N6BCdRImoVizWZxwN6Avz6CUVACvd7ThVsnN/Bb15oUTmG+h0LiotToOoOtlxzwUO7jLZVW+NPo8DJ44nxpDyvGdqJBlUKkCyvHKrmo3Lo/03Ze4I6rcq6lkXVXR2r8CQpVynKQJ7fW9aFcpjxkrb+Yc4qpDV8elXLv6YW3+x3Obp1OvyYlSR12jxikzFuLjqNXse+Sk/KeplGbr9cKgvBPovNUZ2bc5dC46qSPa9keRCBmVirPPI3OV29KGtVZFr6BhCptQpDXHc4s70nhODmpM2oHV1z1+FjMaNLp/fC/vpbupZNF/t7hyEmLBaeNnckG6bAVhJ8QdVaiF57OVzm0aAw96uQmmmUdti1I3d4zWX3oJs5q+2LMD0ydXR73zrF7em+alslgUedtyFG+LcPXn+SmmxcGvad2H0/0Bg/sT21h0YAmFEoV0+KaXFTrOp7Fx+8qObE66CRtxa+MmFgjSnLt44vHpS1Mbp2fhGkyk6NAccqUKUvZMqUpVTgn6WwVU2tdhIazDnDD1UsJxEplUnuCPK+xZXgtsihBPmbK7BQsWZby5ctQsmA2UsWJT4JcHZl5Uu2l9kRnDPBKJXd3xeHacbZv3cjquWPoVisXCWKkoFjXpRxzMOAXzsSqI7163C9uZHyNLEoFtSZ5tkKULKt+thIUzpGC+FbJKNR+MYduuaOXqcXCn8YL3yAXzq8dRdOMSUmbNTcFS5ShjFLGypQuTqGcqUkUMxo2RXuw6Ngd3L3MnTJqwHLh7vmj7Nu+nhXzR9GpTDpsrNJQvP1qLkQwsepUIS+dPZc3jaJe9mRYJ0pPziIlKa2W5dKFyZsxCdGt0lGi6xIOO3rjG7EzRxCEfwyTib3HkUn1yW5rQ9KM+ShWphzlyiptQxkLGnZj5LZriiFVEkZ19oXbfW6dP8SmDWtYOrkvTUqmJVasnDSYvJ/rEU2slwGfu4eYP6R1+PfUKFuuHGVKFSR7qvjETF6NARsv4+ihdtZK2yAIPx1qm+F+mxPzOlMuoTXxbDKQq0gJyij1uJwxX01DAqvEpK06jJVXXE1Ti70N6D1ucHhOG/LHsCKGbSbyFS9NWbWdKZqLtImiY5WzBWO3X8VNbzDmFOpIr8F+L9Ob5yWhVSxsM+WjuNo2lSlJkdxpSRA3IWnrT2HPbVelDVM+U2SfVfglEBNrRJ0KqcflyhF2LZ7IjC2HOXtHh6+fPwF+PujvHmft6PqkjBuTmGWGs/b8ffS+eryUCqU7NZum+VIQK2l52i48yl0vf0JC/NHfO8TCzmVIFicF+dqv4KyzOgqlJP2qAXC7w9GptbEO6zlSSU65Xsu+NbE6Pf4+yvlz2lPIKg6pi/Zn/hE7dP4B+PvruHtsPv1KpCR2gnJ0XnqKu8r5P5q+LAjf4qmUZycu7tvMotFz2Xb8Mve8fPHz9zdO+719ZBFDqmUidqyMVB63iyvOXhiU4KOOuOj9brOzfyUyhSvL2SjbIaKJ9cRbKddOlzcyopzyXjYlaDVhC2cdvfAJCCBAf5/re2bQMp9iZJNWpuey87j5++D1zWcVBOGfwDwSe3hSXTJbF6b+6H3Y+YUS4u+Lj4/PVwxqzDHFLHVJgZf9SVb1LmTRHihEy0WzaQe+MbFGlHZEjaXh3lPF15+gYD88rmxgaKWCZGw8k503XfD0lo5aQfj5UHJcpW6739zAgLxJiRWrEA2HbVRyXy98AwMJ9PXA8fRK+lVIT0zbwjRacBYPPwMGPz1O51czrGxKYiQtScupu7niasA/wA/f+2fYMKoeGeMmJ0tTpf7fcFdyEm98/N25vKwH5VLFx7pgeybvuY6bXxDBft44n1nJ4Fo5sY5fgHrTj3LHXck9IrY5wi+DmNhwqCNLSkBVe27UAG4M4noMBg9cTs+jRaqEWMVvxNhd13H181Uq031OzmxG3gRZKNJ2GafcffE3qL3RenyDvLh7eAbtMiUlccZOzD/rbOyl8vJSjrvZc25VP8oVy0OOHDnImi4JcWOmonT3b0diPfW+GO7sZWbrYlgnLUenlZdwU6cNq2uNlMCv19lzem4LUidKRsZOSzh210O53jzlQhD+BDo1CKlrq7+Wfy91navbbY5Ob0hSm3jYtpjDwdvuSuKqJJLqtEGfuxyd0Z16BXOQM1d2Mqe2xTpGNkpFHIn1VKcAOnB5TR8KxbUhQZVJ7LJzw+CrridX65kamBw4OqkxuWKloUDLBRxxMuDrLcFHEP4fhDOx8YrQYNwh7EOe8Dg0mKBAf/zVuqvGIbVzVqvnnt56PB0vsnNqa/LkykGO7FnJmDIhMWPlpvHUb0diTajXf21zzHj7KDHW4wp7J7Qif8oq9Fx1gfseXj/Y5EUQhP8bameUlwdu5xbQKm0CrDK2Z9pJR/wfBClxXGknvAwEBd/j4LBqZLXOTJmxh3AMUNoRHwfOrehFmYSJSdNkLkfu69DrvZXz1TxX+ffqSrpmT4JVsiaM2HkDz6AAAj3PsqJ9UZInyEetqUdwVPJxdVNIT29fAgwOXFjWnYLRbUhSbRr7Hdzx+sFmUkLURkxsOLRgqk75DXtNCZqKqXS/uooeSkWKX7gvC884oPf3xc/7LMtb5CeJVS7qjdnHHX8/DMZgrsPbzweXi2sZVjk9cVPXYMj227grgTlsbazyxbupuznqXLi2tqcSpDNToMPCCCZWfR8Djifm071YCqwzN2HSEUfjAnfjWgJ1faHOGbutgymSLD5xq45h4xVnfHy8pcIKfx613BsTUoskUe3E0d3j/KL2ZLbJTMmhW7jo6ImvZUeJWpbdlMDj78jJue0pkTgrhVqvDGdi1c2cDO52nJrXmnTWiUjVdimnnZT3Uc2w8X3UtbUGnPeNo0pWW2KV6q3UM1cCfby+3kcQhH8MSxObJX5uKnVfyM6zl7h07gxnzl/h2h21Y1aJQZEkiGpi4a7EUp3zDQ5OaUiKxPmo89ve75jYSNB5YfB1x+7gDDrkz0KGRrPYa+dmHIWVqYGC8DNiGon1sN/L1GpZSZy2PO1m7eOKYiLVmY4+/oGE+l1hfa/K5M5egS4brqMPCMDf5SJbhlUhXrxU5B+yg9vuntqTQLROdacDTKmYgQTRytJ54SkcAoMJur6OPuVTY5WmCt033sTXX29qg9Qlfn5u3No7gSa28bHN3o8Vl51Ma2O/+bzCr4CY2N/BmHx72nNpWVdyJstGsf7rOOOgJt9KpfQ4yaLGeUkULS8NJxzgrmJs9ZqJ9TT44nVrL9Nb5cMqaVGaLz6Hi7qAXetF1ilB2ltvwODjid3GPhT4ronVY39kNp0LJidBlhZMO+ZoGilT76O+h5cbTsdmUD9lIqxydmfuyXt4KddIhRX+e5Ty6qPH495h5rcsRJJk9Ri++QqOSp2wnLKubuTg5a0+RsOd8ws7UTISE2sciVV3Htw0mFJxrIlbfChrLzkZg5ifry++Cn5+Bpz2jaVS1iSKie3FgtNiYgXh/4V5Tezh32qTxcZiarBK0jwUbz2eFbtOcd1NiXfhRkfVzjD18Rq++OjucmxGkz9tYr0MStthf5wVPauSVu0E3nYDV7WdkVFYQfh5Mc6ocOHO4dl0K5yOuLHzUbH1EGZt3MvRCxc4tXo8rRq0punozVx2VZ+4ocR+p3OsH1SBOPHTUWTkbuyU9sQ0/VdtR5T38zjPqnZFSGGVlwZj93DdRzGxV1fRvUwqrDLUpM+WW/j6mQdu1CVOOuzPLKFP7hQkStacyYfu4qqaYXMuIvxSiIn9ATqdknjrPbh/bhWDK+YiSck+zD5mh7v6CBAvb3zv7WBk2UxEi1eB9kvP4R5oXsNnNrH7mNFaNbFFaLoovIk1olZ4xYTeWNfrOyOxXvgEunNt60gaJEtCijz9WHVNfRSQ1vNtNrHHZ9JQNbHZuzFHTKzwt6AEEG8DBt1tTi7sQZnkuSjTew2nHTzwjvRZjWpZdeb0vA6RjsSqZVVvcMP+1EK6ZYpPHKssVO21mN0Xb3Ln3h3u2N3i+sldrB7XghzJE2Fdtg8LZCRWEP5vmEysPcdntqJ4lsTYJIiPtbW1kXjxrImrED9jaVpM389tpf5HfJyFcf8H11scntroz5lYpa3w8XHlxo7xNM6TnfRNF3LCWU1sZUqgIPz0eKobr91V2o125EqXBJukyUmRMiUpk9liEzcvFTov55hiYA3qFGM1T759kNntCmCVpCAN5p3CSd0/w5gnfzWxqzsUM5rY+mP2ctMvCK9jU2mQLxnRCrZnylFHAsLyBLOJXUrfvClJlLQZkw6Kif2VERP7HdSdVFUD63hhI+OaliBV1ob0XXOGe0bjqFYuxcTe3c6IMhmxil+JjisuoPvGxO5lutHEFv2vTOzVLSOonzQpqfIOZO2NSEzsMTGxwt+JUn699eiVQHRuzSDq50hNjgbj2HjRUTG23wsGv2NiFYxb77ve4Ni8blRMFJ+4ceOTIFFiEtvaKiQjefLkJEtiQ6wYMUhWZYBMJxaE/zvuuNy/w83rV7l6VeUaN25e4ezhDczqWpkc8eKRuGg3Zp1wMm72Zmky/6qJVTeH0tsfY4ny/unS1GDg1pu4KQZWklBB+Lkxmk7dPS6sHEqNnJWp3nshu86f5NCGZczu35wS2ZKSIHlRao1Zz8m7Hhh8VRN7gFltCxAtSRGaLDxjzJO/Z2IbaCbW8+gU6udNTvTCnZhx3Pn7JjaZYmJlJPaXRkxsJKgGVa+YQ/uTKxjarCSpszek17IT2Ll7GRePq4FanQ6sTide2CA3NrblabfsPB6RmVhtOnGzCNOJjfyuiTVPJ55Jx3wZSJG7P2uuu0diYmfQQDWxOWQ6sfBfom7upBhYL7dbHF3ch4a50pCz/ijWnL2HuxIIvv/Mtd83scZ6odQfD+ebHFs1id61cxA3ujY9MWY+KrcbxJgBDcmRJA1Z6k1g+y3vb5+ZLAjCP4q6pMbHON3fT8MXX3UjlSsbGV4jI1a2SnxbcgGd+mxny06rv2Jidd7Ke7twec1AqqVIRYYmCzjhosRNteM4svMFQfg5UPJZLy93XM8vo2ueXOSu+xsbLrkRGOSHwVMxG873uX1+I5ObFyJFsoLUGr8XO59A/J3OsLZ/FRLZFqLR/NORjsSual803HTiwKsr6FIyC/ELtGfKMadITOwS+uRRTaxMJ/7VERMbDjXJVtf7OXJt11S6Vs1HmvJdGLfpPPc8FGNr0dNsNLFeZ1nePB9JYuSn4cRD2Ad8XRNr2thpHcOrZCBu6uoM2nYLN6VChqtIf8jEGrh/fB7diqYiQdZWzDjhZJxWFW5jp21DKJo8PnGqjGaDbOwk/FXUIGRQElGnc2wd05aKafNTqcNMtl9xRKf3/p1dQf+IiVVR65iS3Ho4Y3/jPCeOH+Xo0aMcO3mFOy43ODC+AdltClF10DauG3yNwS/89YIg/HMoiaS64VuEeuxpCCDo/kGmtcyFVbSslBm+h3s++v/SxJo6f/V39jK1VSlsUzdm9F4706Ys37QjgiD8TBj3xtA5cGFpe7LYJCdL56WcuK83zqZSzaiX3pegUB/stg6kauo0ZKg0mf2ugQS5XmDz0CpYW6en2Oi9Fo/EUXMF5T2dDzCtUkYSRCtDpwXmjZ3W0rtcWqJnqEW/bbfxM6+J1TZ2ur33N5omSYBttr4sv+SEu2zs9MsiJtYCTy8Deq97nFk1kGYFMpK7/hDmH7qJqxJYfY0PcrcI6ErCrzc4cHx6E3LHz0zRdss57eGHv7peUO1NDvLm3pFZdMiclMQZOjD3jOkRO2HBWH0fde2A3oOb63ubTGzHRRy/70uAj/oe2mdSKr7ebg/TWxYmXrJydF51GQ/VUKhGVn1ItNJonF3QijSJkpJBuf7oHXnEjvBXUB9poRjYu4dY0rM++dKXofHgNRyz81CCgmJGjR0naplViHitsU7o8Qt24cz8jiYT22YVF33UHlitvoS7RglO3koy6xdAYFAQQcEhhD4Mwe/aKnqUSEaMjPUZtOUmhgCDBB5B+H+izvZRYrK3OgtDnQFkrOtKW+Hrj++tbYyunZM4KSvRZfVVxYBaPL9VOc9TfQSc+22OTGtsNLF1J+7jhrsPft973IXShvga7nNmUWfKpUtP/q7ruOzxe51ngiD8DBhNrMc9Ts1uSqpEyUnbYg4H7HQEqDMDje2GN34hnlxfP4CqCZORsfQ4tt/3J8hXyWGXdaekTSJSN5nPMUf1ETtqe6O1PddX0z1HUqySNGL4jhvo1Efs6M6wrG1hksTPR+1px3D29zW2EzovNX++z6UVPSkcXTGxVaayz95NHrHzCyMm1oiaVKsJ/AnWjmxPmTyVaNl/Ljtu6Ah68ICQwAD8/f01/EyGVq2Uej0eJ2bQOE9yYievSs/VF3ALCCU0NBDf+8dY1r08KeMkJ0/rpZx2Vu4RZgDU+xnw8w9UknhfHLb2p2AqJfHvsoJzulAehyjJv3nzHCWw+/vYcXhmW/JbxSNdmWEsv+SGf3AwwYHeOJxawuAyaYgdvwztF5/gjnK+5c6xgvC7qB0yejfuHFvCoMaVyFOqI0OWHuW2VyAPHgQTqD7LLaz8+xi3v/8aENRk1Qdf/yAePNNzZWkXSttmp0j7DdwMeUCwElx8lAAS/n5e6JUk2N8/gIAABSXRPX9wOcOq5ia+VRqK9VzOMWcloZVnxArC/wc1vnm44XhiJbNWrGHZrovYu+kJMHY6+ePtcoFtoxpSKKENaUsMYe0tdWaSub7qjM+XDggKJsjHkdOzm5HStgD1px3F3ieEB0rMMz1Cw/Ke6iO2fPC8uZXRdZTkNG1Dxh+8p7QtXzt0BUH4iVFncnm64nBgAtVSJCRmknJ0GL+DS0q74R8SQkiAFy4X1jOiTk4lzmekeK9NXNP7Gh+P43h2JYNLJSN6ivK0n3Oce4YAgoMD8VfamS3jG5ElnmJ6G05n23V3fH30+Pi7cWlxV8qkiE+Coj2Ye8QR3wdK7h3og9uFtYyol4f41vmoNeUwt93Nux1H8pmFKI+YWCNKEu+v486BmXTOlQArK1uyFK1MzTo1qV61ClWqWNKATrN3c8FBh4/67CvdFTYMrkaGWFbETZefUpWrUb16FSqWyE3auPGInbU5Y/ffxkObAmzc3Mb9Ppe2jKd5gxpUqVqZcoUyYhPHmoTp8lGyonJ91W6MWnKSuwYDXsZebz1u59cxpnIG5bPZkDp/GSpXrUrVKhUolTc1CawSk0ep4DuvuZimg0b6NwrCd/A0EOB1nT3jm5IlejSsEuegeLVa1KlZTSlj4ct/1WoDmb/3Ovc9vZWApU4/tuf00pF0rVOVajUqKeUxHYljKmU5bQHKVFWub9yJwesv4qqUf3UER10z43xjN3Pb1qGm+X3LFCZPlmTEUgxsvkaT2XrZBb06NTGyzyoIwv8eta7q3HDYOYwKBbKRLFM+SpStoMQrJe5Uq0L5UnnJmCAG8ZJXoPu8kzh4q/VVHQlRlyNc5eCi/tSoppxbuTwlcqUidkwbUuQoRrnKSjtRaxjzdl/DyRjfzPdTEl3f+5xe2IGSaTKQr+MaLiuvySisIEQVdKh7Xng5K8ZzQG3SR49BzERZKFCmIlWqVaNalXKUVPKDBEoOm6JUP+aduo+3OntDnVHofp2DM1uQO5oVMZPnpkRFNdeoQuWy+cloGx2rzHWVPOI8TupsSU8lj/b2QX9vN5Mbq4Y4rtK2lKBS9erKPSpSumAGbOJak6LGKDZedjbOIJFc4tdFTKwRdT2fG1c2jaShrcWz8L6DbYu5HLitMy4m99Qrn/fmQVZN7kLNTPEszrMhW62ejF9xEjt1QyctWKubZHi52XF4YhWLcyOSijLdN3Pd38+0xlbnrVRcZ64fW82o9lXIZ/kZExSgUvtJrD9lh4s6nUNGYYU/i5cvQbpzrOlZCZtw5TAy8tJh4WnuePlg8PLC4HeLbT1LkSLSc1VsyT/6IE7a9CC9wZ37Z+bSJp7lOWnJU6EZvcetZPcVJzx9DJGspRUE4Z/DNHPI7fZeZvbvSONSGS3qq0KMNORv0JvxSw5yzdm8hk1dK+uDl/0JlnXNGf78cBSm3VzF+Jrjm3Ivb18DzmcW0qNIWhKma8rk446mBPebzyUIwk+LOoNDMbIedidYM7E3TYonC1f3YyYtRoNek1my7wbOSu5syouV/NjbC/c7p9g2sQv1i6e2uCYemUs1Z9CKQ1xx0lnsS+OJQckl7h5bz5yedcmb9Os9rKyyUrH9cOYevIGLzrQMKtLPKvwSiIk1ok7v9eD+tWNsXzCVyZMn/4CZLNlzntvOHqZeYnWqghKAvXX2XNy5hiVTTOfNWLiOPRfVXdEMSrJvUYmUSqVzd8bu9FbmzvzevZax6eB1HMMWo7sbn72lN+jR3TnHwY0LtfOmMW3dIc7auSoBXx0Zk8oq/AXU6b0e9lw5sIn535TFCExZy/4L98KCg6eXEzcObWLZ9EjOVZm9hHUnbuOmTqVXz/f0wNX+PHsXTmea+ZxlOzl03g43JQH28dUbA5t7ZJ9TEIR/EDUhVevrHW6d2s2yhTO1ej2FuSu3c+iaEx7eBnwt9mBQN3DRudzl0oE1TDXX74hMW8++80pstNhsRZ027Hj1AOvmzGHu6lPGZTHhNkEUBCGKoMR5dVNGDwduHNvEojlTtLq/gFWbjnPNRcmZfXzCLXtzNxpZpS3xcuDKsW3Mn2puL9aw+8RNnLz0ijcI36nlrm7i5KO87nSFA5uWae3NDOYs3MOZ287olHzZSwzsL4+YWDPuSiD19sE/5AEPHz78AaEE+5mmQX1NtJVg76nHJyCYEO28B6FBBCgVLPKRUR1ehgBCQ793r2ACfL0Vs6uY14jX6X3xDwrVznvAgyB/4xpd6bEW/jruxiCi9w0MK7/fJ8i4cVhYeTN24gQS/CCycxVCg7951qvO04CfUs8emM8JCcBfNa+q0bU4TxCE/zdKzPHWY/ANIMQiXoWq69W+13GqU9uSoK/1OyIPAvEzqJ25FvFNib/qFMGAkBBCg3xlJoYgRHHUpQUGvyCl3TDXfSV3DvQzPk/6e7uNq5ud+vgFEhqWTyi5sJJvf39ZgToApeTtQSFae/NAyasDtH1rIjtf+NUQEysIgiAIgiAIgiBEGcTECoIgCIIgCIIgCFGGn87EquvmnJ2dcXV1FQRBEARBEARBEIRwuLi48OrVK81F/nn9rSb2y5cvhIaGEhgYSJD6PDpBEARBEARBEARBsED1i+/evdNc5J/X32piRSKRSCQSiUQikUgk+l9KTKxIJBKJRCKRSCQSiaKMxMSKRCKRSCQSiUQikSjKSEysSCQSiUQikUgkEomijMTEikQikUgkEolEIpEoykhMrEgkEolEIpFIJBKJoozExIpEIpFIJBKJRCKRKMpITKxIJBKJRCKRSCQSiaKMxMSKRCKRSCQSiUQikSjKSEysSCQSiUQikUgkEomijH4xE/uB1499cbxwhA3Te1C2bFkjFat0YfKWc9wLeqed963ePnbm+Ix+tC9nuqZ6i8HMPe5EwEvthB/p5V3WdBnA6Hmn0L3VXvuhPvDUbhdjGg5lxaVAXn/RXhaJ/hu9f8FDX3vOHVjNpA41tPJfheqt57LziiuhH7XzfqTgc8wfOZquMy4TrL30Y33h2a2VdOgwg6Xn/Ph+DROJRP+8XuN9cDKdGpSnnBYPv6H5AKadD9LON+sTzzzOs31aZ6pW0M7rNot1F715+Tvx6tPrEFxObGHu4EbaPapTt8sWbj3+oJ0hEol+Tn3ileM2+jWp+bV9iIRy5SrTYuBqzgeFbwze+99k36IBVCqvndtrPlvOuPPks3bCd/TxZRCOR9Yxo18D7R61aNhrJ/Yvf+dC0b9ev5aJfebE/pmtyJ0hFYliWGFl9ZVYybNSoO40dt1/yHvtdJO+8PDaWkY2KUzGuOGvsc5QgeajjuH5o9j7zo9bG3qQL3ZaivfYhsMfML0ffM+xslc5ksQqRd+9v58UiES/ry88vrONifXykD5FAqJZlGMrK2tS5ipBo5nHcX36Ayf7wYcrMxqRK14m8nfcj0F7+Ud67XOOVc1zECN6bQbv0ikps0gk+nn0HPtFTcgSz7I9iEDc/NTf5Kmdr+jzU7xOzqZxsSykiG15blySZKvD4K13CYo0Jr7E9/JqRjYrTZ60tsS2vEfa0RwKlC4ukejn1keenh9HnlgWdfc7JCk6kM2e5uT1OYYzi+lTLDuprC3Pi0vSTAWoPnYvdx5+0s611DO8zi5lUKMS5EqdkJgW72+VbRKnH4uJFf1Yv5SJ/ai/wOaR9anUaTDjFmxiz549RnYsG0+nypmwipaSvOMO42bpGp/YsaRjQeJaJSBz05Es2ma6ZvuS4TTLmRQr20r02esZPjn/8oaASyvo1bkljWuVp1CmRES3Sk2lkQdxfqWdE1EvPDm/fhRNmzSkTvn8ZLCNRUzbKgw/6ssrMbGi/1rv0B1bwdDyNegyfAqLtu7Wyv8mFo9tSblUsYiRqiFTz/hHGPl/heehhYxu35SGdcpRIFU8Ylhlo8qAY/hqZ0TUp9eenJvdn/bNGlCzXD4yqJ0/sZsw6YieN9o5IpHoZ9Bz7q9oQ+7EOSjTbiprtJgYjhOXsPM3R7jPvPI6yJSiSuyzykz57jNZt1s9bxfrZ3ahSpJYJMjSlUWXggk/6egzj26vZ3CJNMSPl5lKXccyd+0u7R4HOXzWnZC3kpCKRD+3vvDhkQcXjx/62j5YsHfvfjZObE3xnLnJ32MbzsZm4wOP7TcxpGhq4sUuTqOhc9mknb91/jBal0qOVaLSdFhjR3C4EaSPhFxdRs8CKbBOkJ3qvSayYL05bznE0Qs6Hn6Q5Fj0Y/1SJvbTi1ACPRxwf/haqR6WeoPviYmUThQbq4z92WD/BHOf0LNrM6idMS2pyoxmi87Sqr7CeesgKiS0JX3VRVy1nA/x+Sn3l9X72mNkJDU1xxz6vokNucyC1qnCXRPbtiqjxMSK/hZ95FmQHx53PHkUcUr7CycODC+PdazE5Bx2CNcXlsnkYy6Prkwai3JpZZWP6gO/b2I/PLnM/FJKXbK8xrolU46KiRWJfi6pJrY12eOXo8NS5wizkCLR5ye47hhI/lgpKNRuPddCtNeNCub6zIakiZuewsP24fxCe1nRl9CrLOlYCtuExWg54yQej//I2gWRSBS19B77uT2pUrQ1w0+FmPLo196cmFKHxHHSU3rMSbzC5cCvCTw7lRpJEhG/zCR2e3/NED4FnmdW8yIkSlyGjgvO4flMOrlEf17/no2dQk8wLndSYqToxhK7R5qJDeXSb7XJHCs/9adc45Hxta/6oN/PhOKpSZi+MyscLQzul/c8cT/HxjXLWLx4EdP71CRD4iyUG6oE9u+Z2DchuF7erZy/mMXzJtCnbl4SJK3KsMMGMbGi/7He4ndgIFmSJiF9v904hwsW7wi5d4rdK5VyuXgBEzpWJLt1Hsr3PfpdE/v5fQgux7awaol6zW/0LJ+ZhDZNGXfQW0ysSPRTydLEuvB7q1I/PbnDtt6liJ+8KoOOBhAxrfxwZz5VstgQo+YkDhrMRvU1Xpv7UjpZZnL22Ie3xDOR6JfU85sLaFeoGEU7bMRZC/YfA84yp1FWoqdtwG9Xn5letNRHJ9Y1yYt17Kr03+aKqe/rJW6rulDQNgeFBh0jwPiaSPTn9a8xse89NtEhSwpSNVvG+WBzKPdkX8ciJLMqSJuFd3iqvWrW5+BLLGmbl1hpajD0RGDY6G1Efb45jVIZclO8v2IQvmdiw+kJN+Y1JrGSKAw+qBcTK/of6xEOK9qSIV5J2q27z6MfDJI8PjqC6klzU7LXke+a2PB6yuWhFUmTuDEj94uJFYl+Lr3AcWVb8iZJR54qHRk4dixjVWatZeslPS8iBLUPQedZ2CQr8VPV5bcLDyLMaIIv+l30yJ8Mq5w9WGT3RHvVlyN9ypMmaWna73HjofsF9iyeZLrP5JksP+tGsCyHFYmitl65sKVrJbLlbcX4Sw8xp62fgi6yoEUuYqWty9jL5jbBUsFcGFqJ9Fb5aTnnurZhpBd7OhUneaqq9D7iySPnM+xY8JupzZg2l1UXPXnwu9NGRKJ/i4n9EsDVqfWwTVud7judCNvb5p0D65rlJ36s8nTd4PJtAv74Dhv6FscqeRk67vb+JqCb9IkHp8ZSLF0uSgz4gyb2tRcnJ9clkZhY0T+gjz5HGFsyOxlKT+Kgx6vvdsaoU4U8t/enUpLclPqjJvaLt5LAliGVYmJHiYkViX4yPefewoZkiGSjlti5atFpwmqOenwdPXmjP8K0ShlJlKY1C249+TbmhZ5kTJG0WCVrw+SL2v7lr++wsn0JrBOmJmf1utQqnIY4lvfKUplWw9dy3i/czhIikSjK6AOPT0+gcrailOh3AF/LhuGVK3tHlMMqelqKDzqIa8TlTG9d2Ne7NCmtitF+4S1C1ddeX2d+s0LES5yevDXrUrNACqJbthk5q9NhzCauSu+X6Hf0LzCxz3DfN4Ya2QtQfPAe7C13Z316gWkVs2AVvz6Dj/hpL1ro0W3W9SqKVYpydNmrFxMrinL68sSO7X0qkDVTA0Ye1PHih2VNTKxI9GvpLYFXNjJ9VD/69u2r0Yfu7RtQIZuNkjCmoFj/Hdx/ZmoYnjltYkjW5CRJ15et7q+/mU5M8DFGKibVKmU7pl02pqPge4gRDfJgFS8l2YtVpm6LTnTr1cd4r95dm1EtRxLjxoelBhxF91rWvYlEUU7vHNnQuRwZC3Rh6tUIo62fnqA7PIEKaa2xilWAWgOnsmjpUpYqLJ4/heHdmlIlT3LiWBWn88LbJhNr2E2/6tmV3Ds1OUtUo36rznQ3txmdG1MpS0KiWWWk8uhz+L6XBFn0ff3aJvbjA+7vnUC9QkUo0GoJp3wi9AS/ucPKBrmJk7geAw9HYmKNI7HFZCRWFCX1PuQa2wdXJX/20nRcdZ2A3+3UFBMrEv079Azdkem0zWNLzGzNmXjlufHVN177mVg6M0nT92OLWyQmNvRE2EjslIvark/OG+hUSnktd1tmXgqJsHnUK3yOz6eTYozjJGvPIruHv7suVyQS/Ux6T+j+YZRPk59ygw6gj2ya72tfbqwfSpUCaYhrOaJqlYSMefKTL6MtsWNUoM9qB6XlUeSwnBaFUxGjcFcW3ngcoZ15jm7/NFplSop1up6scX72g9ljon+7fl0T+0rP1bWDqFauLCXaL+eMf8Q5Dqo82de+EEkSVqHXDq9v1/+EXmNFpwLESF2F/kf8v1ORxMSKfjZ94rnHKZZ3rkGZ/BXpsvY2IX8oCoiJFYn+NXprz9oeBbGKW4B6K5yN5vJz0DkWNM5N4nRdWOnw4lsT67uPfgVSYJW5C/NuPja95rWLPuVTY5W3I3PuRtICvHZlT98iJExUih47PX5nNohIJPqp9Pomc2rkJXn2zsy5FdmaV7Oe43tlN4u6NaVp48Y0btqCbosOcO3WURY2yUvCjB2YdibIlEe7bqRTCaUdKdqb5U6RuOLnd9ncJR/xk1Zi0CFfyStE39UvaWI/PrzDwUktKV+yHFXG7sfR1MkciQI5PbwK6aLnp/GMG2ghOUwffA4xqVw6bNK3Y/G9l2EL2cNLTKzoZ9IbQm5uZWy9SpTM15ZJB7zCP+P4hxITKxL9a/T6Dqu6FiJanCI0WOJorLtfHt1kfZfCWKeoxrATQd+Y2I/3FlMjqw3Rqo5nj5eWfL6wY3mbPMSxLUfXff6m1yz1yomdXYuQKGEVhh6S3fhFoqijN/js6EWB9GWoPfECwX+h7n62X06LVElI1XQBp4K1oaInV5nbOBuxUlRnwHFtWYKlnt5mfdt82CSpw/jTQcjKWNH39GuZ2E+veOh5hY2j2tOoQi16bXbkx57yCw/OjKNK6gxkrTOPU6GWIfsDhqMTaZg8CWlKTef0D4ay3l6ZTMkMeSg97Cg+2ms/VgiXZzUkcYqajDz9UHtNJPrv9OlVCO5nVzGkUSMqNpjITtc/P3Ev+MBQqiXNS9kB5/hRn+tXhXJuUHlS27bgt5ORBCORSPR/0hc+vwgh4NETHn/Tk/WZl/YbGVQmEwnzdGWxk9b99PkB9ut6kDVuRsoNOYhruOue47ymI1kTpSZHny3cDWsgnuOwoA0F4qemQP9dOL8Mn+m+cNnF8HKZiZu6B2scnn5nWY5IJPrZ9OXhGSZWzEraUv1Z4/hSe/WP6gOvgq+wpG1+4lkXpf2q25g9rPqEjtvTGpHDOiMlRhzEM1w784XHdzfQr3hGrDMNYqv7jzajFP3b9UuZ2I/+Z1jYvBhJbMrQecY+rjg54eR4n/v3HXBwMOOMR9Bz3pprRch5JjfKQUyrjFQYvoFz2nl2x5cxqHxGrOIXpNnyuxEev/OJd0/8cXW+r5x7jwsrupEnZWbytZnDvhvq9Z74hr4OH6w/vuZxoM70GW4eZXmf8iSwLUm7hce44aB8RpcAHr3++J3RXpHo9/QG/dEp1M+egcTF+jL/+E2clPLveF8pW2Fl30GpC3pCnr+3GGH5xOsHvng6qcftODKzNcUSZaZA88WcVK9x0WF4/DZcufzySSnLBjecjPXqGItbFiSZTRW6zD/GLfUar0AevpGwIxL9f6XU7euL6Tt0GL0mb+TYxVth7cCNM+uYUC87SaOlony3XTiFrbb5xDOnLQzOnIDo0UvRZsERbhqvucul3ZNoly0BcZM0YvxhPZYp7Yv7mxhSIRXRExegyW8bOWGMgw7YX9rKjOZFiB0tHbl67cXplbQLIlHU0Cs8NnYlT4pS1J18Hv9v1hZY6MsHXj/yw1lrXxzsb3J6yzzGtilCnITJyNR+JZcibMrxzG41PUskI1rSorSeuo0zt03X3j23gd/q5yVatMwUGnIMTxmGFf1Av5CJ/ULo5UV0S2+5qDwyrMk7bB+OYa70Az5Hp9O+VDps40SzOC86cW1zU6r9Ki49iNB3/PkZrhs7kDK+5ftaUpTmU6/yQDvdqAc3Wd2nUCTnaiTqxrKb3z6XTyT6Y/LlzG9NSRVZ2QpHTcYd0msPHFf1hJszmlE4kkdwGLHNR62VTuE2a/n49Car6mUkdmTnq5Tsw4LbkTz0XCQS/YP6wjun9bQtk5vkCeOGr6PRYhM/aUaKN5nGHpcIIywfgnHYPJiS6ZJiE8fiGqs4yjXFaDH5GE5PI3a3PsF5/2RaFUtN4jgxwl2TMFlm8tSey3Hf8J1hIpHoZ9Un3hj2M7JEWlKXHsT676/JM+lDADeWtiFhWL23Irq1LUlTpqdQ16WcNkS2qOkh97aPpnHBlCSKHd2izYhLouTZKdRoMedDZBs40Y/1S5nYR7c3MqZCJtKmTUPqVClJmSIFKb4hF9WmncDdsk5+ec0Dz3Os7V2PcqlM52Up1piBa8/jGBhJN9DnF+j2DKFo7nTGc1OmSk0a5Z5pUqfS7lmX3ovtwq+xfWzP9nG1tM+QklSp04R9TvX/KfOOYLP9YzGxor+oQK4u6kvpNEq5SpOaVCnN5T08KVO3Z+4ZP4tRlGfYL+tF7aza8YhlOX912m/zCLej6MfnSlnuXIZsxroSsSwrrzUcx1qHrzZZJBL9n/T5Ie5XTnNgbl8qFsuqtQNpyFujG+N3XMc9+HXkxvLjc/RXtzGnZ0UyptHahqp9mbzjNgGvvxOlvrzike4UK/o2o6TxPhnJWbA7M3ddwCH4nRhYkSjK6CVu2/pTMUddeiy5hbYP+ff1IZh7mwaQx1jvlbYiXWHqDV/KlpOOBL/8gRH98oJQ12Ms6taAosZrM5O3eB/mHbiCc2hk2yCLROH1S00n/vLxPW9ePOPZsx/xnJdvP/Apkoj6+d1rXmrnPX/xmnffnT7xhc/v3/D8ecT3NvOS1+8+hQ/aXz7x/s3LSM7VeP6G95F9KJHoD+kzH5Xy+yKyshWOV7z98NmibH7hk0W5/4bnL3n1PsIUQLUsv34R+fkqL9/wTsqySPTT6MvHd7x68Tysjr549ZYPv1tFlTbl7auv9frVuz9wDUp78sYijr7lozQFIlEU0xel7r/g6dNXvPkjlV5pKz69f81zc1vx7AWvlbzhRzOQLfXxrTl3ec6Ll++kzRD9Yf1aGzuJRCKRSCQSiUQikeiX1t9uYr98+SIIgiAIgiAIgiAI3+W/0d9qYj9//oy/vz96vR6DwSAIgiAIgiAIgiAI3/D2bdj2+H9af7uJ9fT0xMXFBTc3N0EQBEEQBEEQBEEIh6urK69evdJc5J/X325ivb29jR/Mw8NDEARBEARBEARBEMLh7u7O69eRPYLpj0lMrCAIgiAIgiAIgvCPISZWEARBEARBEARBiDKIiRUEQRAEQRAEQRCiDGJiBUEQBEEQBEEQhCiDmFhBEARBEARBEAQhyiAmVhAEQRAEQRAEQYgyiIkVBEEQBEEQBEEQogxiYsOhQ+fphbfBB1//IEJDQ02EBBHga0DvpYvkGvN13vj4BxKkXRMSHIi/wRsvXWTnR0Cnxy8okAA/g/F890jO0ek88fI24OPnH3aP0NAQgv19MXh7oYvkGkH4U+h0eHp5Y/DxIyAoJKyMhQT746uUZc/vlmWt/AcEEmxR/v0iuUbnacAv2Fx+f0CQPz7eOqWBCn+9IAj/JDq8DErMCYmkjppRY53eE49wdVVpS5R4pcbREPN5Sp32NXj9uB3xUtqHAPM1Wtuj/9E1giD8TOi8fQgMNucP3yc40Be9p2W+q9Z/vZLjBlqcF2zMi709LXNvd9w99fgq7YTl+0VGSEggvt6ekh//woiJtUCnVCiduytOdje4cHwXK1euNLJ6zU6OXrzNfQ9vxch6hg+o7kqQ99ErlcyJG8f3sG2V6Zq1W/Zx4uZ93BVT4K28r+V9LDEm/7q7nN2xm/1HLnPHVTGrEQO2Yi50SsV1c7zDjfNH2al9rpWr17L52GVu3/dArwb6cBVdEP4MStKpBge3+9hdO8fR7eu08r+GtVtPcPmOMzq9Hq9vyphW/nX3uX50N1uN5X8V67Ye4NQtJzzU8m8sz6rRdcfV/grHNq1mtbkMf4/thzlj54LXdzuOBEH4n6LGHZ0r9y4cZOv6VZHXU5VNuzh09T4eSttgTBbVDle9kni62HH52A7WrtbO23mC82qdVmJVxHbEXeeF3qBH727HuSO7WGN877Ws33SMy3dd8NT/qBNNEIT/P6Y81eX2GXZtXBu+jfiG1WzadZKrSu5qrNdK/fdW2gyDhz1XT+9ltbnNWLWNg2dv4uipHDO3AUr74ul0g5P7tkZ4z29Zs343J2844qZ+Nmk/fknExGqoZtLb5TrHt8xmQLtGVMxtg5WVlUZCctfsyKC5+7hw1xVPxciae3Z0yuf1uHeaHUuG0apAcuKYr4mWmiKtRjF/2xWclXPCG1PFMOh9CQwKJtBXh+OxqdRPnZNSzWdzwMGAn94iwKvB3duZm0c2Mrt/exqXy0n8sM9lRbS8tWk/ZDF7L93D1VNJDqSiCn8adbTFC5erB9kwvR9t6pche+yvZcwqdmHqdhvNgoNXsXdTO3G+lk+dtyfud0+wdf4gmuVOQkzzNTHTU6LdOJbsuo6rUv49lbJp8HHj7tHpNI9n8d7fI3s9+m29hV+AXnpRBeH/gM5Tqete9zg0oRaZ4kdSR83Ey0X12WfQ+ZrquZenB47XD7NsTEdq54v/9TybglTuMo3NZ+/g5q12fJnv5Ym3wRPnywfYML4zlXIksnj/fNTuOYmVp+7h7qWOyEqnliD8lCi5qpfOhTub+5Ijjrn+fp+kBTox54wbPoo59fLW4XJTySMm9aRBiZQW58UiY5mWDJyzhzO3XZV8Q2kDlNzZ9/IyOhRPanHed4hVhM6rLnLfQzHJMsjzSyIm1ohiKg2+6C5vZUqbAiRInoYMWXOTL18+8ufLS57sGUhuExurhKVpteAIt9y8MagjREql9fG+xc5xjcidMDoxk6QjW558FCiQjzzZ0pEkdkKSFOzJwnOO6MzG1ziq6orj7fMcPriPnaumM6BRARLGSEHRzks4FtHEevkQ4HGRHeNbkD1BctJkzEZu5XPly6+QJxsZkyVQjEMairVbzCE7NyUZkKnFwp/FC99AVy6uG02zTLakSJfJWI7V8p8vby6ypU9KglgxsS3Tj+VKMulh7pRRyr/B8xpbhtcmW/zoxEqanux58hvLf+6sabCNmYgUJfqz9KIznso1er07DhfWMaZqYQqp7x2R/AUokCsDtrHjEqdwOyYctMfPz1vKsyD8HzCb2COT6pE9sTUJU2YmZ778SkyMUG+rtmbAxivoDN5K/NGju3uc1d1KY2MVkwTqNXmVOJo/L7kyp1BeS0SuxlPZdsUNgxar1OmHPs7HWdqtDKmtYijXZNLuk4ecmVIQ39qGdA2msfumi7EDWUZkBeEnRB0h1blif2g2rSqXCN9GqKjtQMEC5M2aEpt4CUhXcQhrrurw9dXjcecIK7tXIotVHBKmyEh25Vxjjps7GxmSxccqdgFqj9/GeRclV/HxwXBzJxO71vn2HioFCijXZSFN4jjESlmToduu4aSO9IqJ/SURE2tEHRnV43LpIFvnjGT86t0cvepkXB+oroN1v76fpYNrkiRuLOJUHsOGi04YfPTGKVOeZ+fTqlBKYiYqQZOZe7nm4m1MvN2u72Jmq6IkjpOawt3WcMFVuYc63Up5Ty+3Oxyb0QDbcL1VySnba1kkJlaPr8tFDm2Zy4AJq9l9/DrO6rpdvdJguF3l8ML+1Egcnxjx6zB862Uclc+krjMI//cJwo9QzKivIxd2r2P2wMms3X+aG+q0dnUEVefIlT2z6FshPbFjZ6PWxH1KGVfOV9dhK8c9TsykUZ5kioEtS6u5B7jpplfKvxeuV7YzqXEBEsRNT8neG7nq/nW6u844TTEiXuh9vHDaN5ZaOUpRtt0STrro8ZHpxILwf8FkYu9yeFJdMlsXpM6InVzz8jOtMYtYf9VrdEqs8nHi2rZR1IqvJKNpmjB09RnuqnVb78G9MysZUSk98WIXpNHkfVz3NCj1W2lLAjy5uXEItTMlIHaW+gxde4Z76jFvd+xPrmBQ7VxYxy9A3amHuKXEUW9pEwThJyZC22DGU8mNA105v7A75fOVpsKoPdzR++Gv5B6X1g2kSowYWKdsysiVx7nhri5J8MLL+QqHF/WlTPI4xCjZh/kn7+OrdWxHeg+dNz5K/nH/1DL6lc9Pxiaz2HvbBU91BPebzyn8CoiJtUT5MtQvxNijpARXNYn3VjdTMnjgdGIWjVPYYBW/EeN2X8fVz9cYsM/Ma0X+hJkp0GIhR1188PcxXeMX5Ind/im0Sp8E28xdWXjeBQ8lKfAymth7nFnajUK50pM6dWpSJk1ArBgpKd1j6bcm1ojpc7mrZludrqWuM1Q+m0Htwbp/mHn1c5IoWjbqTVISA1cl8feWIC/8eYxlzN2UvHop5V8tY94GXwxuNzk4uS62CeJh23IuB+3clLKvx1vvwInpTcgZPyvFO67ghOvX8u8fpOPmjrE0TmlL0py9WHHFTSm7SvKrGFlj3bJEvY/eF3/P8yzvVJ6cxVsxbNsNvP0NEngE4f9EOBMbrzANxh7EPvgxj0KCCAzwx0/d7FCv1F3j6KiSQKojqk7n2DK8FkkT5KHGhH3ccvdS4qfaVujRe7tyfXUP8iS3xbbeBLZc9SBAiaP+hqts6lOedNZZKTtyF3Z6HwxamxBguM/lNX0pGsuGhBUnstPO1ZjcyuwMQfhJUdfER4zx6oCQv9Jm3N3OuJplyVekBwvOuSp5hFL/ve04MbsN2axsSNF4Iac8lBzYuGGpHoO6Tt55P5NKpSBOpmaM2nMLrwADXmG5cIR7+Prjr7vC7rGtKJy6Kr3WXsJR+TwyCvvrIibWEjUQKxXDOGJquV5H74n7tdX0ypEE6/y9mHfKXkmwffHzPseKVgVJapWLuqP3ccffD4PxOp1y3AeXC2sYWiEd8VLXYthOO9xVc2A87o6bixMO9+9z3/Eu55d3JW+KTBTssPA7Jlb9PMq1qglQPqP5NeNmF67nWdetGLbxK9BtyWnueclIrPDXUMuYabqeRfnzUgKJ7h4XlnQkc8KMFB24kfP3PfFTgotBd5KFjXKR2KoATScd5l5A+PLvfGYpfUumxjp9fcbuv2dKisPqlQXK/by83bm1sS/F0heiROflnHLR4yudMYLwf8PSxGaJn5eqfVZy+MZd7ty8zrWbdty972qMl15Km2Gs8z56XK9tZUKdzMRLVoE+m67jou41oSaQWtvidmQKNbIkwKpwV2Yfv49/cCABt7cxrHoGrJKVou3qKxj8tXXw6nIFXzfuHp5Oy+QJsMnYg0XnHHCXTZ4EIYrhja+fPUcmNqNQpqJUHq2Owqq7Dnvj4+PMtS2jqJ8qMUkrDmL5iTs4K+2Jl95HucYHvf12RpRIT8Zqg1hyzjlsJPbbeyjthZ8Ht/dNpV2BbGRoOJMDd92N7ZN0ev26iIn9PdQk3vM+V9f0Jl/yzBTstYqT9qYk3kd3isVN8ipJfF4ajD/AXcXY6rUkXl1j63VrD9Na5iVa0mK0WHIeF8UQm3dlVKdW6H18jRXyzqa+FEiVmQLfNbGRoU6/1OFycTm9cqcgUZEBLD7jgKevXkavhL8JdcMnJaF0OM7S9kVJaluLgesvcV/tKPFSAob7UebUyY6NVWFaTDuqmFiL8q+Uba/r2xjXKAfRUpSm/aorWidOxLJt6jjyvrebCdUyk6JoWyYcuIefn5RjQfh/YjKx9zg8sQ5ZE1phFSMO8eInIH78+MTPUJxKXWey6fBF7qgGVR3tUEys85WNjK6WAetklRm4RTGx5rVoSr1XZ2J4XVlJtzzJsUrRkKHbb+AdGoz/9U0MqJIOq1Tl6Lj2mmJczUmq8p7qxocXVzOoYGoSJmrA2N23cFZnIomJFYQogpoPG/A4t5hORfOStdxAVl1Vcmj1sVzKcXVZkqfTRXZNbEGRhElJkq0J/aYtZsvJK9y4cZq9M3pTrnoXhq05xT2d+iSQyO7hgadievX2R1ncrTLp0tRk8LabuCkGVjY7/bURE/sjjGt5dKbAXD0PiQt3ZerBW7jplYqkBFLfezsZXT4T0eOVp92Ss7gF+uBlvNZsYvcxo3V+rJIWoemis+FMrOn91STBjRvrepE/5Z8xscr7KJ/BU526NawuaRKXpdXMw9xyUz6vrBcS/hYUc2nswLnH+ZUDqJQyO8U6L+P4XXe8jY9z8sZgt5khxdMRLUE1uq++iIdl+Tea2B1MaJILq+QlabPicqQmVh399fZ24tKKbuRPWpCKfddzQafOcpByLAj/T8wm9ui0JuRPE4eY0S32cIgWg5hxbbDNWYUO849yV6c+E1bHvRML6JEzBQlTtWDaUXslifTSNoHTTOy11fTMk0KJifUZvPU63g+D8Dw1j9ZFlddyNmXUfnv8wjYn1Ezs5bUMKZKWhDb1GL3zpphYQYhKKHm0j+E2+8bUJ0vGstSedBgnf1+8w85RZ3EY0N06wLwORYkew5pESZOTMnUa0qROTuJUDei/8hR23gYM3xtVVdfC+rpyY9tY6ufOQYZmizml7uuh5MMyCvtrIyb2e3iqBtYT12s7mdauDKkz1qLLkhPYqSOgakVSknjfO9sYXjoDVvEr0XHlBXTfmNi9TG+VTwnYRWm2+NzfZGJNBtbb5Qp7J7WjUKoClO++UjEXbiZzEek1gvBnUMqvYmD1Xve5snUMzfOkJkv1Yaw8a2/amVgpw2r5N9zawIDCabFKVIte66/g+Y2J3c74xjkVE1uKtisjM7FqYqskueoobNWMJC3akUkH7inJsIzCCsLPgRtOd65x4expTp06pXCas+dOcmjHUia0LkXG2HFJWrI380+7EhDsxb1jc+maNTmJUrVh9on735rYq6vooZrYZA0Yss1kYnXHZ9O8kPJanlZMOHT/WxN7aQ2DC6chYcL6jNklJlYQog5Kvdero7CL6FgkN1krDGHlFR3+PqZRWONxdZNIh1NsGt6WErka0Hn2JvYd2MKSCcPp07Aw1vESkbxUJ8Zv//6jctTH7hgcjrCoc2XSp6vJoG23lVxFyYelnfjlERMbGepUX28dzhc2Mq5tWdJkrkWHOQe57uqpvG7qCVJ3U/VxP8GC+rmwSVKBdssuhB+JChuJVU2sOhL7d5hYJagbvPF0PMPW0W0onLogFbos5MBN0wPkpcIKfwee6jMcPe9xds0QWuRLQ9bq/Vl0zE5LSNWyaZoCbHA5zMzqWYmfvAbd114J34kTNhKrmtjIR2LVkR4vLwdOz2tFHptcVB60gXMeMgorCD8PapLpg59/AAEBGoEByv998LygmMsq6bFKUoKWyy9jCPbF5dI6RlTMSuLUbZl13OHHI7GKifUKDcbv2lp6V8hGvFzNGReZiTWOxComVkZiBSFqoeTJvoZrbOup5NGJi1J/6hEcw5bdKXiqe1/c5fSSflROW4BKQ7dz3c1AYIDSvri64Hj7AgfWDqdh7lQkKdyJyftu4u6jD5/r6rzxDXDh8sq+VEmRhkxNF3HaXWl31M528znCL4uY2AgYp1B6u2J3aD796hQidanWDF5xwvRsWMXAmkeIjCbW6wzLmubFNmYBGk8+goPFmkBvXx9cL61nRPWMxElVlQFbb+JmTOIt7vdnTKw6tVkJ7h6KMZ7Xsx6ZU1eg/oi1nLjtpryuPrdTEn/hv8W0Btbb7Qp7p3Sleoa8lGk+jrXn7PFQR//DOmA0E+txnPl1s5MwVjFazz7B/UCL8u/ng8u5FQwon4646WoxfPcdo2kNCz5K2Vc3XPC8sYn+hbOToUQ/Fh63Ry9rugXhJ0Kp60psiZgMevoEEHz/ENNa5sIqWlZKD9/L/WB/3K5uZlzNzMaOrWE7b+GqrndX2w011in/uh+fQb1sCbHK24FpR+zxCwki4OZmBlbJSPQ0lem+6SY+5jWxSswz+Lpz79hs2qdJSMK0nZl7yh432dhJEH5+1I4rpa66nZxO3Ww5yVxlDJtu6vDzVfJY4znqcSVnuHeUhZ2KEsumEE1XXDKukdWruYLyr8HPnwDDLXYOLkuyuIVpOGEfN719MYQtm1Pew+CH4e5uJjUtSZI0jRi97y46g7oJqsVnEX5ZxMRa4Onlg4/BiUubRtK2aCZyVO/J5J2XcVIqmq9xpFMNxlpAV4Ky3nCPw5MakDNeFkp0Ws15Tz9tFEkxuEF6HI7PpUu2pCRK15bZp5yMj9ixDL7GnR293bm5/quJPX7fB3+lAlp+LnVk2EcxsC4X1jOqZTky5KxHu2m7uag+k9bHNL3T+Lmk0gp/GXXUw4De8SRrBjalUPri1O62kL3X3JRA4mN8NqP5WWzG85Xy7623Y/+YmmSOk53yvTdx0etr+fdVyv/dg1Npkz4JibN0YuEFF+NIjKmMKu+jjtB43FTqTyOyJC5BI/XxUJ4+siOxIPxMeOox6NWOXVP8MxlaHV6+Afjd2cm4ermInbwc7ZdfwjPAH4OD0n70rUDChAVpOPs4DsZZTeryG8XM6nXc2zqQQqkTYl19JOsvuRHo74e/5zlWdCpGMuucVJ10BCd/pb1R2wkvgxLfXLi1ZShlY8fHusRoNt9S2hF5xI4g/OQo7YTa0e1+njWdi5IyfSU6LDqLu7oWNixPVQ2oL5439zK1RS6sEhemwdxTuKgm1rj2VTnupRhZHzt2D6xIWqtc1Bq2gys636/Pj9fplTbiPqfndaB0+kwU6Lqea0qbFdmUY+HXREysEaWyKPf1tD/Llkk9qV64Cs17TGHjVR2hT5/y+EEoIcHBBBsJItBX7QlWKqkS3N2OTqFejmTETVOXQZuv4x36mMePQwlyP8e6AdVIHycJOZos4LijWqnVBEC7n96PoOBQHjwMxHmHGtizUrjbai7pn/D8caBSMZVArfw46tpcb097Lm4YT9dqRSnZYjBTt1zDI/QJzx49IDTE/LkUAnzQq5XXPeLfJwg/QDWk3u7Yn17D2Ha1KVy6HX3m7OeGdyhPnz3iQUjI1zIW7I+PcUq9UpaVxNblwDiqZ0qKdaYmDN9xE8ODJzx+Ekqg6ymW96hAqtgpyNtqKWdcTCMxpnuqo7AeOJ9fTo98mUhTZhDLztzHW3YkFoSfA6NZdcPpzAaWbNzKhkM3cPHyI+TBAyVmBePneYP9k1tRMokNKYv0Z8V1T3z1iuk0OHBxXX/KxIpHyoK9mXvSCb/Qhzx6GIT33f3MbZYXm5jZqTRiCxfc1KmEXvgEenB5WXcqpIyPTbGezDvmTMBjJY4+CMJwew8z2pUgUayslBmuJLDOOqWtitDJKwjCz4U680LvgcP+8VRLl4nsdcaz7ZYn/kpea3mezssHX9eLbBtVm2RWCUhfbACLD9zELSiEUCXvDvVz4tquqTTNmRirBNXoveoczupjdzQjrC5b8r65meHVC5A0QyPGH7Q3zliUTq5/D2JijXii9/fk7qHZdMuTECurFOQu35AWbVrSrEljGje2pC39Fh3g8n0dBiVo+3pcYFVfJVmPZoV11pJUb9SMZs0aU79KUbJYxyV6+voM3XUDd3XqpFLx1N4pT/f7XN05nS7tmtO4SSPqlMmJbdwE2GYtTtX6TWnWdBCTV5/hnsGgVEgfvO8cYHaH/MSxsiJx3oo0bNmKls2aRPhcCgOWsueqI55SiYU/g6eBAK8b7JvYnGwxY2CVrCCVmrSkTcumNIlYxpqOYfmhmzh6eitG1BsftzMs6VaSpFbRsMlRmpqNlfLfvDH1KhUmY5y4xMzajNH7biuG1zwKqwYu0yjswQkNyGRTjIaT9nJDZ1DMsfSeCsJPgZKEeunccNgxlAqFc5MmZ0mq1qqvxKsmNGnaiLrVipMjUQxiJypJh+lHuOutrlPT4eXjjfuN3cypn4NoVnEVI1uZeo2b0LRJQ+qUz00qq9ikLNaXRcfuGR8Hp66h1+mVGHd3N1Ob5cJauSZVvkrUb6a0I40bUKtcbpLHi4VN6b4sOW1v7NSVqcSC8DOjDth4Y/A4x6qOBUmapjKd1Kdz+FmshQ1DXSbnjsOJ5QwonV7JveORKndZajRsTBOlrWlcvxLFsyZRXk9H4c6L2X/XHR91gEe9VueNv2JyT89rQ9HUmSnQZR2Xf/AIHuHXREysEbU32I0rG0fQIJHFYwS+Q6Lmc9h/W0egUpk8Dd64XNnJwpEtKZ9aMQBh58UhXYX2DJl/mBvuX9fCqmtuvdzsODyhksW5EUlBqW6buObvj6+fH56X1jOkVqpIzotAstZMOXIHL3+DjGgJfxwvX4J0Z1nTowLxIytX4chF+wWnuePlY1yX4mnwxPniVuYMaUqZ5JbnWZOpcmdGLTnObXXk1Ry8dOrMAmfs9v1GtfTJSFxhJGvPO2FQN2uI+LkEQfg/odRtJRl0u7GD37o2o0aBlBZ1WyUp2aoq8W3WLi46qhsemqf3qfXblTun1jGqXVUKpbC8JjV5avRl9o4L3FOT17B1bV5K/XfnzpHVTOtQnVxJLK9JSeF63Ziw/SIOahyVaYKC8FOjPjbP08uJS6u6UiReUnI0msLuu17G2YWRnW+abejEjYPLGdaqEvmSWtb/6KTMV5nmA5ew89J9dHp1/xf1OnVJgwGX0/PolD81iTI2Y8oJJxmF/RciJtaIUiHUqQ+XDrBuygiGDBnyA8YwY8spbjp5mIKwEljVtYTeHnac3rCA6cNM542espjNZ27j7Kk+28oi8CoVXOfuxK2ja/htzPAI721mNit2Xea+8l14KejsL7J/zfRIzovArG0cv+VsGvUK9/cJwg9QN1DxuMuFnSuYFFm5smDosEVsP3MHZ+Ua44iIuw69nwEvt1ucXDuPaUPV84YyZtpStp67g2sk5d/Tw5m7J9YzfvhvzN6jlHM1iZXkVBB+MtQlA+4437nFtcObmDVljNYODGfCvHXsuqjuPqxuRBhxDwclKTUY8LS/wKH1sxg5XGs/Zm9ir3KN2vEbZno13NXnPPro8Xa6yJ7VcxlpvM9Ixv62nkOX7XFX3k8MrCD8/BjXzXs6cmXXfMYOnc3qgzdx0Ss58jejsBaoj/RTnxV796wx1x2u5dFDhy5k08EL3NEpeYRqYMOuUXN2TxzOb2X+2N+YvPQ4dkpbFG7jVOFfgZhYM+7qo0V88A95wMOHD3/AA4LVpF2pLO5h16uVVo9PQDAh2nkPQoMIUIKyV6RTG5QKaAgg9EHE9zYTbFx3q66JVX8gdWMn34CQSM6LQLCfyTDImljhT6GUM3VKvV8goZGVq3AEGZPW8J0k6gYMenwDLcq/uuuouulYpEHFtCY8JDREqUtKHQlXlwRB+HlQYpW3HoNvgFJfv8bG0OBA/NVd8b9rLJU6rj6aR4lbD7RrHgYH4Kc+Iu67iaZ6jQF/pR0xXfNAiaO/d40gCD8fSrvhE0jIA1Mu62nMMSI7zxKtzQi0zHWDCVDXwCrtzDcDM0qeq/P2JTAkhJAgbTO4iOcIvzxiYgVBEARBEARBEIQog5hYQRAEQRAEQRAEIcrw05lY9VmSzs7OuLq6CoIgCIIgCIIgCEI4XFxcePXqleYi/7z+VhP75csXgoKC8PPzIyAgQBAEQRAEQRAEQRDC4e/vz7t37zQX+ef1t5pYkUgkEolEIpFIJBKJ/pcSEysSiUQikUgkEolEoigjMbEikUgkEolEIpFIJIoyEhMrEolEIpFIJBKJRKIoIzGxIpFIJBKJRCKRSCSKMhITKxKJRCKRSCQSiUSiKCMxsSKRSCQSiUQikUgkijISEysSiUQikUgkEolEoigjMbEikUgkEolEIpFIJIoyEhMrEolEIpFIJBKJRKIoo1/MxH7i3YtgPG+eY8/i4dStW9dIwyaDWbD/Oq6PP2rnfatPL7y4uGQM/eqbrmne/TdWXfTkwTvthB/pjRPbBo1l2vILeL/VXougLx9e89T/Dud3LGCI9rnqNmhCk/GbOXk3gNfaeSLRX5ZSxp6FuHPj1Dbm92+hlf8mNO+9kiN39Dz9op0XiT488+DcghH00spmy16TWXtFz5P32glh+sKX94/xdbrLpe0zaN+qkXafzoxZcpBr/i/5fi0TiUT/f73E89RC+tTvyIAZZ/D+oL0cTh955HyazeO70ESLiXXbTGPdCQ+eaGd8Vx+f4n1pPysndNLahua0GbiHe0+lZRCJoozeh+J5dhX9u5pziZb0/W0D5/XPlUz7d/TBwMV5A+m78jxuz3509nueuRxlwbju2j0a0qrLVLZe9+bxZ+0UkegH+rVM7AtXjizoQrGcGUkWyworq6/ESZufsq0XcdTtyTdJ9tO7O5jauTy54oe/JmHOOnSZdh7fH1WmL6E47hpIkTjpKNZtC/YvtdfD6T3BV9YztkJuMiWJEe4eVlZJyVK0GcM338bvzQ9chkj0Q33hmcMeZrUsRo50iYkerozZkKFIVTosvYDXi4gB5QuPbm5ifLsy5IhreY0VifM0pPfcKwRoZxr16Qkeh3+jWvG8ZLENf76VdXryVx7G4hNePNdOF4lEP5O+8Pj2GvqUS6jU2TjkrruS2xE7Xt8GcGfzWGoXy0ISy/qtkChTSepP3ME1/zfayZZ6S7DddqZ2rUHxLMmJa3lt8hEcCPwjPcIikej/rY8h19jYpwnlsyUIV/+trGzJXrYLYzfeIei7efFT3A9OomaaeNi0XcP1B9/pvFKM7pVlw2lZPAOxw93DiqR5qtJ85D7uPfqmF10kCqdfysR+NJxn/ZAaFGvShf6/LWT16tVGlk8fQNOSabCKlpaiU06ge2VhFp87sKZHMeIrAT11zd5MXma6ZtmUntTOmAirZDUZesxHCc8W+qIE6xubGDm4F11a1aVsrmTEsEpNxZEHcX6lnRNOj3A+ModOJRrQsedoZmmfa/XqxUzrV5O8MaxIkL47K288QMK86K/pHbqjS+hfvAzNegxl0pJVWhlbxJT+dSmSJDox0jdnzsUg3lr2lTy1Y3H7/MSxsiZD3f5MW24qm0sndqNqGhus0jRgzOkAzIM1X175cW1eK8rWb0KbodNZukIry4sm0r9RISVxjU2qpnM4GiDBRyT62fTy7noGta5BzgJZyJAsOyWar+eeZdD5/BzDialUzaiY3FSlaThoOsu0eLVsWn+alkiGlU0JOq68RWi43PQLz+5vZ2zFjCSIlZrizfsxbs4KrQ3awJb9Dvi/kaEVkein1zsvTgyvQQ6rBKQt2JIhs5Zq9XgRMwY0Im+CeMQu1IOF9s+0C1S95aH9QWZ37063dg2onDcNMaLFJkWPrdx9HNlI7HN0u0dSP2Vc4iUqT+sRs1hqvMdKlk7pRf08KbBKUJzWW114Ic2G6Af6pUzsp6eB+DrewCHoeQQz+BKvQ2MoljAWVtkGsdnxadh0iJe35lA/c2qSFR3MaifL8aNn3Fvbi5IJbMlYezm3nlnUpM9PcVhaN1zPkZViYmuOOfQdE/uaxyHeONzz52nE489usK51LhJY5afdqns8+N15GiJRZPrAY18vHC87EfwqQqv/9B67BpUmXswk5Bt1DPeXX13ssytTqJouNanKjmaju2XhfMzNpZ0oGC8p2Rutw0GbYfDl/UseutzA3hDIowi3ee2ymc6FE2OVqCoDtutkirxI9DPJ/zjjGlWlYJvJzFkxkobZ8pK/0drwJvaVO0fGVsAqZjqKTT6FV7je29f4HBpJiaSpyNpxDdcfaS+renSbNT3Kk8w6H/XH7schRLpjRaKopy988dvHgCwJsbJtwrgD3uFz6TfObO1RgsTx81NvhbPFsad4bO5FesucWDGxqfvsiNzEfnRjW4eixLbKzH/YOwvwqK51DQe3JBBIcHd3dy2upbiVosVdW9wKFCtWXFrc3T0BEuI6PjHcoXjeu/dkAhMB2p7eU+D83/O8T++drDV72rPW+v9v2a4z9iQRsYrcx2fjYCo5OJC5x3YCYs26i0Sx9b9zsdONQ4wvlIHE6Xuy6Optq4m9w6XpzcmfvDhNJ1/gtuWzd3qh38XEsllwzPEdv/rbpORRz7nts5+FP01j8uRJjO5ak6yOeagxYtd7TOyH9ACP+U3ImKwMnVdc47bMOon+cf2BefcgcmdIR5b+W/F9EBMUrnN6YgNyKm2v7dyrim2NrWeBmxleLCPp8vZnoybBg3NxpGFbp9KkSlyRzit9lKeKRKJPQo+v8eu3TSladRQrPG/zyGsh3+QpRPEETOz+8XVInKoMXTcarB/ayLCJVnnykb/zClzfDhjPMG0dSo1Mucnb/XcC5eirSPSZSjWxuxmimtjCg1ijj9uZnxM4rw0l0xam0fIA3u23es79oDOsmzJZyYl/ZFzvJhS2dyBr7024J2RiXwezpUtpkiYqR/vfjdYP3+kP7+X0yWxPlm+3iYkVfVD/Myb2pe43vsvvQsaWizgeEdP1tOzqXhZnu1J0WujBfeunMXodeZbFHYuQPFsjRh+L5H3+8s3lGVTOWYQKg7b/ZRP72Hc3U2oWImup4ax1v2MzKIhE/5Tu4r+qO7lTl6f9Sk9uv41LAfzerihOdhX57lffeOdYX4UeZVarAiTP2YIfz9ouu7xHLzxY0rwwjoW6MdM1bm8SiUT/ip5pODKmB9VL92H6Pp1l9eTJhZm0yp2AiX3zENPxubQuXIBc9fsz64gf5psxE1ivMG8fRM2KbRm81pN3R91COTyoJtnSV6HL9hDuG69wZMNi5s2bx7wlK9nsauCOGFuR6PPQcwMnJzajaJbi1Oq5nEPXjLzdOPzck5V9m1Cm/mBWBzyyfpiAgtfSPqMz2Xqs52qC24kfY9g5npYFcpK7/jCWHvYl4llMhn0f7w1DqVGyIUP2aHgsCzuiD+h/xMRe5+rcNjhnqUW3DV7ciYnJL3xZ364kDkmr0XO1H/H8510P1g0oj51LVbpv17/n1tXX3Do2gfLZC1Nx8J8xsS95bPJg34oVrFg6k8mTJjLkm+EsOBzMnYT6ukj0H+p1+DGm1SxEtrLj2a4Enrft+LkHKxTTmSZFPQb8HhJ/5fTWJZb2LIVd5lr02x9q/fB9esPdQ2OpnKcYpYduxVdudhKJ/n29uYHrgj40KdqFCZsD3t4sfPvcjIRNrKrX9wjePpaaGe2wy1SW+q36MHbGT/w8axTfDRjE5K2X0dnmr3948mu3Stiny0HJ1h1oVyM/jrbbCos1o9e0rVyWLcYi0eehR/7sGVidNHb2uBSrQ4fB45g6fwHzhg2my4CFrLwQ9p58WNVLHl5eTCuXDGT79n0mVtVtAtYPoHKmFNilK03jHt8zetZ8FkwdQ78e4xmz1Ztbsqoj+oj+B0zsY8tFFa2KFqdkv01cvm2zLfL+GWbWzotdmuYM22+2fmijO1dZ068cdhmr03On4R8ysQ/QbRlMvpgAX7g5vZZdwCwz1aL/Dz3yZc+ohhTK3ojBWwK4bzureesYP1TKgV36dkw4EWH90EY3L7Cke0nsstRhwMEw64cJ67FmO6PqliZnnbGs9v7oSzhEItH/t17cIeTgdHo16MLE3/2VSPhOb7wW0C5vUUq124re+tlbvbyH9sxietWtRo36TWhWvwolCucknRqvin/L3JOmWKsjUWEHGNeqGHYpM5CzaEVqNGzF1+060LFjRzp8/RWVczmQyC4XtcaewCiXO4lEn7yiHuk4Mr0PVWvUpkHLxtSrXIaiWdIoOWt6iny9hFORH7rx4k+a2Nd3CN4xl04NalK5aTOa1qtGmTyZsbdLjF3OXizyuC73aog+qi/bxL6+T8jhObSvWJZCLeawV/OQWLvrn7qzrFlhkqdrxpCETKy6Evv9P70S+wc3r2xhXMsWNG/elIZVS5KrWmu6TN6NV8TT925ZFon+ql7d9WTvj80pl68MbX8+hSFuRHh0ifn18pLM5RvGJWRi1ZXYbz+2EvuK+0G7mNiqCjnL9Wb6EV38HQ0ikei/rCheaHcyrHZ+Ctfvy7QN+zh0YB/79kWzeWYXKmfMRq7KA1mw8whnXPXRO4HePMZ48mfaV61BlfH7CLSMGffQBVxk55wBtC6VjxxlOzNxpx+3rQurr/3X0aNKduwKt2f6idA4/V+Jwbtm0CFHBlJm6skyr7sfWMERiUT/up4ZOTWlM2ULdWLUb8HRRvJeBCEnNjF10FeUyJ6Xwt/MYHvAg/f05T9jYp9g2j2NNsXr8tWgfYRYPntE2JVj/Da3NzVL5sWlfBcmHwzmgQwYog/oyzWxzyK4tmUiLepUoWSbeezTJfQCVy27upUmfdp69Numf3tjcYyibrmyomcpEmeuw/dKEp/wfNJfNbFxdMuDnRO+In3SEjSZcxbzCznELvpP9YanpgtsGNyCmkUr0n7ROaVdWf8USwH81rYIadM3Zfh+c7wJlDeRZ/i5Y1ESZ/uKEceuWz+11VOuX1zNsPbVyVd1AHOOGeQyJ5Hok9ArHpydTGlH646fj+BSeganlc775u4lVnSpjEPWgfyujT9oPPVeRfeCWUhffTy/BUXPikVpt9CvehbsivdgvmcCI8ATf7b1L4tD2ipKnNXwSEKcSPSJ6hWP3ZfQMnMeygxNKJ+9g/vCdhROm4dyww5iSjAp/riJfXPvDNPrlyJrhUGs1ccdEF5zx3Uh3Qo641hjBofDnsdefBKJbPRFmtg3DwI48XNP6lepROVhm7lyO2H7CWEcHVaTbIlK8vWcK2/PC8XopWk/02rlwD5HZxZ6PHpPR/oPTayiP1xnUSlTSpK0WMCpCJl2Ev0nes5d3z3MateASgXbMPo3/3gXlr2Tnn39KpEpUXm6/OL17vIGq55rtjOuUhYc8nzLCr84yenrWwTumcZ3DcpQoM2PbPT+Exc/iUSi/5Je88RnE/1b1qNixYpUrFCBCjaUKZwdpxQpSeWUm2LlG9Bh4Db8lNDzJHAjw/NnwCm7YmJ1Cc18+bG2ST5SZPyGH05ZJ7YeXGZxh8Iky1CTPnsT2NHxxI+tvcqS1rEOw/YasH1Nu0gk+oQU9YjgjT3JniEz+YftIiCBfPbp1YV0zpObvHUWciGhtaE/YWKfey6lbSln7KqMYIM2gf2H9y+z6psSOGXozi/u92X3hui9+rJM7JtnPAj3YOfUb2lVuQadl7py0/qnhPWG64fHUitTbgq1+oWzsVzsa8JOzOKbTBnIXG4qhyPf342enp9CxRxFqTxiPwm8lICo5095cv829569jm+EX91Bs3kARR1Tk77LKlzlRbGiv6k3z+5hdtvExG9aULnuCFZdjWtL4+oloXuGUilDXkp0Ws2lWMVfYtz/I80zZCB71dmcvh3Tcl/z/L6Bi5un0rd6GeoNW49r3HdTiUSiT1r3LsyktXqxU+s1eNtcE/FYs5MfymUkefqWjD9qIvb9o1E80/xOv8IZsMvZk3luMRNX9/GY245iqXNQbuQ+tLHeLavER81efqiTn1SZvmP5tXvKyCISiT5JRT3FtHsIhZ2cydTiJw6FxDmDFPUQr1W9qJzEhcLK2JHQxgtVr31W0jajM9l7b8EvgfvcXgZtoGfFLNjla8fUQ6E275tV9Ybbnqv5vpAzaXIMYEPgYyXrEIkS1hdlYl9HnmFZ1+pkSV+TXnP3c0VvxGw2YTQaMBhiMBNx7ykvYiZ/Io4yoUlekiQpRKMpO3G3lgu5sJGJDQuSJHVRmv98mdjrTG94+fg2oWajUlaHx4YBlMicj1I9fuFYgFo/klsPnr/teC9159g193v6zFvLb8c9rb9DQefJ8VWj+DprClKkLEfvDd7clCkn0d/SM8zH5vBNifw4VxrC4hPe6I0mzCYjxpj2pmK8wf2nr95tHQ7dx/C6OUicvAQtZ+3lmrVc8Nm1jKqdBzuH0rRd6vn29TtRzwycm9OJQmmL81WfZRzw1mI0mTAZ1b7w7jnmG/d58lKWXESiT1EPLs6idZ7ClGi9Fh/bDPFRCEemN8IhRSqSVfueWXvcCIkZEy5sY+53FUmXypnCAzZy5Za1jqKHHr8yoJIziV0q0W3eLi5Z4qABvdd+fvm2GvZJMpO7++94PpIAJxJ9uorijWkvo8rlJIldbmp2X8ge9yD0ljHAj8vbp9O+uAuJ09Sky2o/m4uX3vDq6T0iLeU0+O6exFfpncj8zVz2euqUz8K4+eAZr2JSgheBbBvUgAxJUpG13GAWH3In0FJXS9CFTUxpX47kibJRsO9OAv+QPEL0fn1BJjaKWxeX0Ce39ZxP4mQkT56UpEmSKAbVFhfKj9+H/9tVp2dod06kTQln7FMqZtJaLmmyFKSyz0OJNgs49va9sla9eUjQ5j7kyZjKUjaxzdmiRInV+tXpOseNtwtUN1xZNbwWzkqndrRPaf0d1uektschbWG+Gr4ND9ubk0Wiv6RQTk1tRzZrO0ycLDnJkr5rZ2/bW/KWTD1ktFlheULgb6NoWiS9pf0njymntn+H/JTrtIzTNjMrL26eZUn9LNb2noRkyZMl0MeSkrXNNLbrJGEViT5F3T4zhSZZclOgyUo8Yi2DvOGx7ijzupbHySENKZMkftuvE6dIg72jE9mbTWD9tduxdxVF3eLab2NopowjDqlSktwSB5OSLFkaHNNlJXfNKezUyoqKSPTp6xHmAzNoWSw7jqlTkPRtHpGclKkcSJu+DA2Hb8fzse0I8BDD3h+pZSmbOFZObGcZCwrw9dwz6N+ONVE8C9rNpK/L4WSfihTJlfHFmjtEjxnZyVdvMtuCH7ybcBeJEtAXZWJvu61iRDln0qZ1wD5NalKlTEnKeGSjyg8HCLDdOvnqAWE++1nYtRYlU0eXcy5Un+8WHuSK4Un8TqSY2ODf+1Mwu6OlbCrFiDqmdVQMahpSKwE8Zcra9Jhns3ob9Qe3jdc4unI2w9tVsP4OBcf05O80iaW7PQh/9DJ2UiAS/SWFcW5uL0o5OpLW0Z40qVK9a2c2pErzNTMOx9km+Ooexmu7md++KkWt5TIWbUzfpUfxDI19Y/aLWxf5tU1xMqdzxOFte49LKnK3m8lOvZhYkehT1N1L8+hcojxVOm/EJ952vzc8u+vPsRXj6JxfiWvWPp2qQjdGLjqAZ8QDnicQrKJe3SfCezdzuzekqGVccCJLng5MWHMQV+MTMbAi0eeiN38Q6XOEdWObUyy7gzWu56dK8/GsOuWDMd6VwQ8x7p9CPUu/V8aK1GlwSJuWtA4xOUJR2v98FkOsseY1jyP8OL58MM3LZbbm687kKNSVKZuOctUsY4bo4/qithO/efGE+zciCA8P/wCR3Hz4jJfxnGkULx7e4Za1XOTNuzx6703BUbx6ep/rkXG/O4Zb3Hv0Ir75ffWcpw9uvysXEcEN9beIexX9x3rN80f3uBGrHSbEHR4ldDZbbf8P7nDTWi7y5j0eJ9Awo94858md60TE+s74RN55xB/iYUWiT1Jvnj/izvUb3Lzz5P3x5+UfPFTi6du+fvshTxO85dxWUTx/eM86jkRw/cYDZRyQACcSfY56reS5N6/H5NQ3uHP/j/dcsqTkxH88fJs/x0ep+/j5u+3Etnqp5O23I63lIrl+8yFKiiIS/Sl9WRc7iUQikUgkEolEIpHoi5aYWJFIJBKJRCKRSCQSfTb6R03smzdviIiIwGQyERoaKgiCIAiCIAiCIAixMJvNPHsW571sf0H/uInVarX4+/sTFBQkCIIgCIIgCIIgCLEIDAzkyZMnVhf51/WPm1i9Xm/5YSEhIYIgCIIgCIIgCIIQi+DgYJ4+fffG4b8qMbGCIAiCIAiCIAjCfw0xsYIgCIIgCIIgCMJng5hYQRAEQRAEQRAE4bNBTKwgCIIgCIIgCILw2SAmVhAEQRAEQRAEQfhsEBMrCIIgCIIgCIIgfDaIiRUEQRAEQRAEQRA+G8TECoIgCIIgCIIgCJ8NYmLjoNFo0ekNGM1hREZGWoiICMNsNKDXahKso6LR6jAodcIirHXCQzEbdGg1CZePhUaPKSyUUJPeUj44oTIJoNEq9ULDld8XilGnQZNAGUH4u6jtyxiqtGmj7iNtS2l7OrUthhFu6TPhhIeZMOi08dq/pc2GRxBh7VvvJcxsadPBwbHrC4Lwb6NBZzATHhFOmNmA1vZvGjUOhifcp21RYpZJr0UTq39r0OoMmJWYFl1GGUfMRvTKOCKxTRA+M9Rc2mAiTIn30f0+grDQ6Lzgo/3ZMo4ouYfJgO7P5NAxWHOWyHAlZ1fGlwTLCF8UYmJt0GhUIxhMoI8nVy6cYO/evRb27T/O+as+BCgdS6+N2wGVwGvQK58H4nXhJMesdQ4cOc1FrwBCdLoPd0LV/Gp8cTt2ktPnruITpHzfRzut8juV36EN9uHyqSPs33eKS57+BFl+f0LlBeGvoJpSHdogb66ePsrRS574K8mmJqF2qQQqvdL+dUpbvHLqGAct7f8gR0+44aW2ZfVvlnrKdyr/DPJz5/yhfeyz9pP3cuwsrt6BaD8wcSQIwn8bpb/rQ/D3uMBRpZ8fOXUFn+DouKNR+mpwgBeXzxxOuE/bsu8kF9z9CIqJp2psVceKwGtcVMYcS5n9hzh8zgPfQA0GdSLto3FREIRPAcsEuDJOBHpe4tjhA9Z+f4Cjp13xDLLmDO/pz2puq9MG4HnuGEfPX8U7INiSmydU1hY1Z9GF+OF+Rhk/DhzjrDK+qAtCkhN/2YiJjUExk/ogd87s+ZVpw3rzdfWc2NnZWclJ1Y7Dmbb2OJd9g9HZzCRZkv2AixzaPJsBtQqQyVonkVNR6g34iXUH3AnWK2Vsn6Um9Hoj5tAwQpXgHHRqIZ3yl6VO5/ns8zYSavhwh9XoDMoA4Y/b1sl8XTwzKZPVY+jac3grnxu0CdcRhI+jmE6lXYaGhRMRHsKVXTPpUbEAxQev56xfCIZ4M5sapS9oCHI/ytbFw2ldKAspLO0/Bc65m9J/1iq2nvQmWOkjGnVm1RiE55G5dHWJ6VcfoOTXDN9yVfktBglCgvBJoPR3oxGT9yF+GVCbrHYZKd54Fnv8jBiVxFNvNhBwYRM/NMmccJ+2JVEtvpt3GM8wsxKz1KRWg9+F/Wyc1pNaxTNYy6XCvkJXRs5ezf6rfoQksLNDEIRPDI26wOLNpV0rmNGvPpkdE1v7c2IyFmlC/zmb2X9B7c+2iy7qxLkBU1gY4WE6/M6tZVTtAuTt/BPb3QIxfWw3mFapGxqMx965dC+XHTvn8ny96CQBIaohlonwLxkxsRaU5N1oRntpCzO6lcE+XXoyOLvg7OKCi4szzk5psU+dkiSZG9J3xTGuheiVoK12DB1Goyf7Z3elctZUJE+dlvQZXMiYMbpOmhQu5Kw+ijWXAtDG6rDBBPi4c+nCOU7uWsnkHlVwTpqJst0Xc/AjJjZ6hiuQa4eXMqhRIdIkUwaIRHUZJiZW+I9Q22cQ/l4eXL5whpM7lzCmdVkcUjpRYMB6zvtr4plYy8zntX3M61mLvE5pcEyXIVafSZMiM/nqT2DD5WB0Sr82KibW64TSbktlI4uzUiYuLhnJmMGR5HaJsCvRjjE7r4mJFYRPBI16zCbwLL9N6UKFnMlIbJeBko1nsjvGxJoUE+u6nTldy8Tv25b+rcRGFyfskyoJbbK69F10DB/FxJpMegIvbGBSizJkTulA2gzRZV2UOunTOZLaMSNFuizioGeQMo7I1mJB+GRRDazGh4ubxtImT0YcUjva9OcMZEjrQKoUuSjVbhZb3UMsR4aic4/oHZCXlZz4zIG1zOldn2wpU+D09Rx2XQ36sInVKHm4WYvvyXVMbFkOh+RJsHMqSxsxsf8TiIm1oJpYIwFndrBmcj8G/PQrmw9dwtPLC28lqb96ZB3Tv6tOmuQpcGg6ld8vBlgCr7pqpT+7lG8rZSVJyqLUH7uaw27eBAR4ceXIr4xrUoRUKXNSdehmLgUrnVvpTOrZQV3QNY7O70jujGlIljRmlsqFan2XcuhDJtZyTkCLz8lVjGpVmZx1WtOyTmHSOTZkyOqzYmKFv4/ORLj2Ett+6EDh5MnftctUzhQZsokLcU2suo1Y786eSW0p4uBCzqp9mbP1JG5evvh5X+b87gV8Xyc/yVPlo/bobVzV6iztPzgoAF+va1y7FhdPvH29ubJlHA3zl6N827ns89Fj1ksAEoR/GzVuGQ3u7J7SkQrV61GlaW3KZCtA0a9mWFdirf00OBB/H68E+7entxdep5fTv0IRin81ghWn/C13QYSFnGLVwNpkT5aBvA3HsfzAWTx8ffD2uMTx9ZPoVj0nydNWov2Co1xT4qjekvjG/42CIPybKHm02jc9tjChSnbs7fJRo+scfjvtxjVfX3w9L3Jy4xTal3AmcaZqdF5xDp1Zj0ar5Ly6a5xePogqKZKTPGkSElly4mS4dJrPng+aWA16s4mQCxv4oU0TShVsSMuvypHBpTxtxcT+TyAmNgaN8h8jMAB/JZH2DVJnnY2KUTVhMitBVl1B2jeVxhnSYOfQhh+3uxEYasZsDuTc0h6UdcpJ4eYz2eFlINzyuXrBTQiuWybQKrMTGQr2Y9m5AELUvf4xJnZee3I6pyRp0mSKYVA6baKMHzGx0TPdwW7bmdWtPrkq9mXG9i0s7lUJZ8f6DFolJlb4D7CY2Itsm9COgkmSvm2XiVO7JGBiNdE7Atw3MqxidqVP1KXn8tMER4RjVvuMKZTwiCDOrx9FUxcnnIsPZOVF9Xyr1nLeRW9Ukl5LuXeofSYy9DK/DfmKYmW/ZsCq82jCjHG24QuC8F9HvbfB4M/5VUOoWqw2DUavYduG0TTOmZcC9eOYWPUyl5jYadu/Q5U4GhrAuSXfUTz/V7SbvpsrejVWmgg6Op+OZTOSKH8rRm+/psRcdXVWqafGUf01Tv7Sh1LJ0pG+wXS2uweiM3xka6EgCP991L6vCyHo1AI6ZHPALlsHJu3xwHgzkjClT5uVXPp62GW2DKpFjlT5qDZhL76hSozXRZvYU8sGUimpmnskJVkyJfdInJyMHzSx6vEGZZzwOcCi7o0pW7QTP6zZxuqhX5Ehg6zE/q8gJtYWdSuEYjLV2xDfnb1Rkm6Dkry7rmZAofSkLNiTOYevoQszE6o/za9dyuCSqDCNx+7CIywMk8VEKgl/uImAMysZVjUrqbM0YeyOawSrJtZyQD2YAK8rnD93jrPnTrHnp84Ucs5N6e6L3mNiozurwecYqwa1oWieNozYdAk/v5Os7lWB9PZiYoX/FHVLTyB+165w4ewFLp07yOYf21FUMbGFB8bZTqy0Ya16zvXoHFoWcMSuaFemHvQlMtJkNZ1Kew0NQ++6mQlN8pPIuTrfrrlo0/5tn2v9PuW7vbaPoWaekpTuMN+yChuq9ru4ZQVB+O9hMaUheO+ZTptiVanaXkkq/fX47hjNV9lyxzexCWGJq8rfz6+gV9HC5K83hhWn/RSTasQQquPKpuHUy66Y1KpDWOVqIMIY0+91GMN0+J9dwYBimUjj1Jofd10lQI3RcjZWED4xrCuxVzcxulxmUuZqwuD1Z/HTK7mrXme50fx65FW2D6lHkRxl+PqXs2jVlVhL7qFuJ3bn0plzXDh3nINLB1E9XVoyt53DzveYWI1qfrUX+G10W6oWrUePxWfQBp9jw7AGOKUXE/u/gpjYj6HVK8bQj6ubR1AxY3YKdlvEfg8NoSaDYliPs6RNMZzsitB84m7FxJoxWIKruj3ZjPbydqZ9U1RJ4ivScekZmw6lJu1KBwxTXzVixnvzIEplzkOJbgsTNLGWbcuBZ/h9XA/q5GlJn4WH8VYGBIPfMVb0LC8mVviHiG6X5ogb3I4M5MKyPpRNyMSqQUftF66/0rdkJuycmzFokxuG66EY1HOyCvrQcIxXtzP5m8LK3yvSYdm595hY9bt0GHz381OrgjgXb8OI365gVGdoY5UTBOG/itJX1ZUVn2OL+b5cHWo1n8z6cwGE3zLh8dsw6v8pE6v0b3VSOPgi20c3InuG+vT4+RCeJpPlHK3OZMR/3wxaF3MmafEuTDvkT7jZYBlDdOpuj3A9AZfWMap8NhztmzJ2ixv+YmIF4dNEnbDSeHJm9TCa5M5MuswN6DpuEVtPX8ZbGSP8D/3Md82bUqvHXPZ5KjnF26MB6jih5NThkdyINBC4fyoNM6Qj89ezEzaxWgNm7VV2z+5O46p16Tx1B27GSK4HnWLN4PpiYv+HEBP7QdRVWB0h7juY1aokDoU7MHbrRQL0illUAqnZezsTa+UlacpqdFp4gsBwEzpLvWgTq7u6i1kdS2D3vq0NlhnqINzW9KNEpjyUTMDEatRb13RXOfTzIFqXqEOnH3biqjURFmZCq5rY71QT24DBq8/ja1CSCSXpePv9gvB3UAOE7honFvak9HtNrA5j0AFmf1UAR7u0FGsznd8uBmJQ349sDsWk8ePKjll0r50Xu4xV6LLyfIImNvq9zAG4rR9MBeciVPpuKceCzITJKqwg/HtYV0+DLm9hctMa1GwwgiWHvCz9OzzCwNXfhtNANbENZrI3wKzEqPf0V7V/64LxO/ozXfPnJl/zafzmGkyYZQVG6f8GM+ZLaxlYPyd2ybJTsecS9ntpCDWbMIUaFbPqwfG1E+hSPAv2aVswYdtlMbGC8CmjTnDrPDkysy25HFOQJLUTmXPlpUDhwhTMWY2GfZaz10eLMaFjAeq9Lzp/rm2fSP307zGxShmT0Z/zq4fSrG4tvhq5lrOBJkLDIwgPOMXaIdErsV8vPk2Q+taRt0ZZ+BIRE/s+lOBreZeV50GWDqhPzmw1aDNzN5eCtJZkXl2JMntsZkQlJfimrkP3FWfQRMQxsVd2MrNDccXElqPt4lN/3cRq1JuIfTmzfhzd69ek1dB1nNNHcON6BJE3rhOqOcvaPhXJ4NCQ4RuvEKK+TFpJ/uMNDILwV/ioiVVRV2n8uLBhDK1zO5IsaQZyFi5DhUoVqVixAuVLF6NQrkykTZOcJFmrWi5xiG9ilX5iWYU9wJwW+UlfrD1jt1zFKGdhBeHfQ+mj6jtfQzwOsOT7htRu0I/Zezww3LrJjYhwrt+JtGwnbpg9D4UazuWI7gbXQw0JvP5GXV3RWVZht41qSPZ0den5yzG81HNsMTuGlBhn0nlweGF/qmZLg12qzOQpWU4ZQ9RxpDxlSxUhXzYX0qVMSSrHFkzcLiZWED5V1ElprS4Ajz3z6F6lPtXajWDWyl+YN2E4fZtVJEvqlKTJ1YjeKw5xJVDJpePuzPqoiVWP1gVybecMvmn8FVW+X8JBv3Bu3Ywk4vpt7ugusnlEQ9JnKE+75RcxhIYRluB5WuFLQUxsQqgdyahHc3knc/vVJ1fOGjSfsJlTvkoib509Ut97aQo6xLymhUjjVIuuy+KbWL26Etvp76/EavQmwvyOsqRfTZxSO5K1RDXq1q9D7Vq1qFW7NrWqV6B49rQkS+JMrhKVqF6rP7N/O4eXYkIkyAt/mz9lYhWUBFRdKTm6eiaDmxbB0XKjYDQpctahbZeWVC2cjVTZv2L4Fnfle5X2btMuowOeH+dW9KSsYx4q913OkUClzcsqrCD8eyj9UqcJxHv3ZBrkSYt9lkKUrVGXenWVmFOzFrXr1KJqqTw4p0xFGueCyt+a0bnfUg54R09S2a6Y6LWBeO2bTqN82cnedAZbXYMwm6JXYWOep766xxBwgT2/TqRLpZzY24wjaco2of03jaiSOyP22Xow94gngUqOoJP4JgifFkrft5yJdd3ImOplKFR9CD8f9CX8ViRmbRB+l8+yf9NUetXMj3Ou2nRdcARvpS/Hmvz6mIlVJ72Ml/h9YD3ypnYifcGK1KlfjzqWnLgOdWpUpERuZ5IlcyRz0YrUatSFYWtP4x2kUcaiOIZZ+CIQExsHdfuu0aTF79RqJravTPayTek6bTtn/dUtDLq3Hc5iYnUn+KV1UdIlL83XMw/hG64YV8v3aNCpty6eX8+4xnlInrk2/de7EmRJDmye9zETawwl/NpOprUv9jaof5i8tJ2+nys687uZbkH4q/xZE6ugXq5g0CmJ6rm9bFq1mAULFrDg5zX8fuQ85/bMolvxfGQsNYy1V4KjXzEVU1cJeJazs9e2M65aIbIW68nM3e7oQo3WiSBBEP4VlNim0/jjvmEghVInFGfiY59vAKuuKgmoTR/XGpQENeAk63tVxiFHI/quOY2vXj0/G+d5werqinpEx48rh7ezcZEyhijjyM/L1rL95DnObBxH46wZydJiDns85HZiQfgUUY8Y6TS+XFzVm6L2LuTvuZSjvkYiTUp/VWK9wRzOrdsGXJW/V3HOTK6Gs9nvr97jYmMu/4SJDTWcYuk3JcmUwDgUn7SUGbeTq4Fa6ztp3/1e4ctATKwN6sqnOTQE990z6F+rIPmrtmPgsiNcU0yhOW7gVAyoweDOrnENyZs8H9X6rOeCIYxQnfofVekwkSZ8jy+kT2FnHLK2Z+YR33grUR/dTqzu5w+4wvHtvzJj2jSmvWU602fOZNqPQ+hcLRdpUhShbreR/DhjDbtPeeCnDATxt3YJwp/kL5hYFcvFTEqAirxxUwlSt7n78AlPb3qxa2JjsttnpXifTVzRqTOu74KIJeBpr3F8fieKpC1No7G/cy5EafvyXlhB+JdRjWgQ/pf2s/Ln2TZxJzr2zJwzg/Hf1adIugxkLNKK7yf/zLJVB7mojBFv444au7R+uG2dQKMcuSnadQn7r2lstgXGx/LarrAIIm/eUsaRu9x//Jh7hvNs6FuDjEqMbTj7EB7BapIrY4QgfGpYYnqIJ0dmtcIlrQs5uqhv29ATGRrT53WYb5nx3DqGps4ZyVFhLJs91YtTbfrzx0ysZTejF+e2r2JxrHFpmpITz2bO5OF0r1eE1GlyUrbDcKbO/oUNx67iH2wzNglfFGJiragzRTrfC+xeOJZvatanVccRLDoeyK1Hj3l47w63b99SuK1w03L+R90WrDHq8d87ka/yuGCftz0/7PIi7O4DHjy4yy2jK1vGt6RgqnTkbjSLvV5qJ485r6rOPIdz49Yd7t67SdD2oZTJkp+yfVZz0fyQJw9uEK5efKH8jxOsdGpjWKTFHEQ/X0Wp9+A+t0Pd2PR9ZTI4NGH0Vm/M925zw6x29uB4/36C8GGUtqZeZKaY0RtKG358z8DV1d9TPk0mio3ahW/EHR7cvxnvfIlax6jeKKi2yzt3uXvdhN7/HNtm9aFm5tQkztOW8Qc80SkG+N05VyUQqZfGXFzL0PJ5yVi2H/MPKWVkFVYQPhk0erPFUL6LO9Gx5/6Te4TsG0+THPko3GQhp8IfcO9GqM0RFiW+qRciXtvHos7lsc/enOGbLuD/3tvz1Tinxxx+3fKMO3fvcjPSjObKQdZM7UCxdCmxrzCIlad9CVHP2EoyKgifHpaJaX+u/jaMimkdSJmnFSN/OYZP6A1u37/P/duRmH32M7drRZztlLyi03JOa5WYr/TnYMsRvFAi79zjwb0IDEdn0iSDE1k7LeG45iaPHt4hUsmJtepYEazFoOTElpzDhjv3H/Mk3J3tY5qQPkNFOq5xJ/LWLW6Exj6+IHxZiIm1oHSKUC1ehxbQr5QzdnY5qNiqD0NHj2Do4IEMGDCAgQMHWhnJlPVHcLWcjzViDjjKz93LkdYuCenLNqPbgKEMHTqQvh2/onT6lNi51KXvuvMEqq8ZUAK45RxgsB+X9y9j3KghDBo0gO9alCdjmnRkKtWQTn2HKM+cwZLfz+GtbsdKMGArHV75W4jPUZbLK3aEfwJ1FUTjydlty/hh0GCGDupD14ZlyJwsNc4VW9Kj/0CGDJvGygNu+ChBxDKJo7RlvfYqR5bPZKLaN5R6g/t2p1OzSuSxtye5cy2+m3+Ia1pDrG30Gp1eqe/B0dntKZimJF+N/Z3zQQbMNrdyC4LwKaJBr77bdfMHXrGjGFKj3g/X38ZQL1suCnZezIFrwW/vk4j9fdHjgcH3LDuWTbfE2EGDBvF97660rV2CHOmTY1eoBUPXnsXPkiTLGCEInybqmVglN/A6wIJ2FZWcODH2OavRontfBg4ZwpCB39G5cVmyJE5OygIdGLv9SvR7Yi15hB/uRzYwU+n7gwf1p0/bmuRNlRL7IvX4ptcAhgyZyIItp7gaqIu9cmuDOukW6ndSXrHzP4aYWAs6TBFBXFg/iuZpE9pXHxvHtnPZfVVDhEkJqgo+x1cxuVcDSsapm75kM3r8uIWzAUpHsibx6ruwdEHu7PuxVqyysXGh0ncbuBQWan3vbFysJtb7EIs7FCSxXWV6LTuNl5hY4e+iMxOpPcf672uSLME2qZKOBpP3clkxnCadamJ1mHVH+KluFqUN2pTLUITqDbsxbPFBrujinIFT6ui0AVw7MJvWBTPiUH4wS456oTfFNrqCIHyKKCY2TMfl9f2onMaJjJV/ZKetiVUTUqMG/3PrGFs9J4kztmDMVlfLZUzvu2xQvfsh7Mp6BtdSJ5DfjSMpc5ejevOeTNx4Bj+9QS5mEYRPHfViN30IAWc3M7lnMyrmSharT9slzUnZhr0Yu/wY15R81TImaI2E6tw5+lMHstiWjUPJ3is54qte/Pg+E6uMI37HWdG7MokS56fh3ONiYv8HEBNrQQm8pmA8T2zm54FdaN++/QfoybCl+7jgo8Gont8LVuqGGtD4X2TP/AkM7RhdrvuAH1m05zxewXrLgfKYGWh1S7E22JdL23+iX89Ocb47hlHMXHMSL0NCry1QUb5PfS+f/yX2Lx5Nz+6TWXnwKv7qTLUYAeHvoNVj0nhwcv1PDEywTbanY+fhzN95EW+1zSuBIXoG9TJ7547m+5hyvUYzccU+LnoFoA0zx59UUU1siB/uexfSt2s/Rq0+zrUg9ZI0CTSC8OmjTqBq8Tq2isn9BjB4sjpJqxpUa/9VxwR9EN6nNzCjexd6TN3GuQCN5ThB/O+KRp3YNficZONPI9+ONV37jWfu7ye4eC2E0DB1y6GMD4LwWaBe2mgyofdz5di6aQzqFZPnfs/Y6Rs47OFPiMH0LjdQz8Fqfbm8dzmjO1jziHj0Z8qao1xWxpr3rsRqlXEk4DKHVk6mZ89RzN59mSB1vJKx44tGTGwMwepMjpHQyBvcvHnzA1wn0hy9ahT8tr6S0MdcSnEjupz6Ltcwo7pt0uYZNuW1xjCuX3/fs5S66o1uyv848evaoCQMhtAIrt8Ix6wkCbLvX/j7WM/EmsKITLBNKm36RgShcbYEqnXUNvi2jtLuI0KN6HUfao/qbK2ZyOuRRCh9SZ2oedeXBEH4pLHEShPhSv+NDE/gHLv6d50SS69f53q4ksx+dGI1+kysSYmfb8caNX6aDB8ZRwRB+FRRc2LLhY9v89zrRISbMapH6+KMCZYzsQYzETF5RDyuE25Sz8R+KFd4d6/HdXX8kFf1/U8gJlYQBEEQBEEQBEH4bPjkTKxWqyUgIMBiZAVBEARBEARBEATBlsDAQJ48eWJ1kX9d/7iJDQ8Px2QyYTabBUEQBEEQBEEQBCEWql989uyZ1UX+df2jJlYkEolEIpFIJBKJRKL/T4mJFYlEIpFIJBKJRCLRZyMxsSKRSCQSiUQikUgk+mwkJlYkEolEIpFIJBKJRJ+NxMSKRCKRSCQSiUQikeizkZhYkUgkEolEIpFIJBJ9NhITKxKJRCKRSCQSiUSiz0ZiYkUikUgkEolEIpFI9NlITKxIJBKJRCKRSCQSiT4biYkViUQikUgkEolEItFnoy/MxL7h5dO7hPq4cmjdNLp27Wqhx3eTWXXUC8OjKGu5BPQsjCvrZzOhW3SdPqPmsfmKmQevrH//kF6EsOfH2SxafwnTc+tncfTyphcHFg55+5sSot/K0wQ/eG2tIRL9Rb1+zpN7Rrwv7GXVxL7WdvUdfcZu5pR/OE+sxRJS1FMTrqtmMNbaFvuOXchWjwgev7EWiKVn3NcH4rHvFwb1+9b6nD6MW7qb0/qHSi8UiUSfrv7AfH4N47oNZsLic5hsYtzr+8GcXjHK2qc/QI/5bHWNVEYCW0Xx3HSejQvGWst1p8+geWy/YuKhtYRIJPpM9OY+oa6/MXFETC7Rl/HzduAW8Ye1gI2iXvH8QSgBnqfYMmsI31ry6G50G7SC3Re13P9A6h2j57rjbJozlZ9Oh/PS+plI9DF9WSb2SQjHlg+kVulCZE1ph53dO9LkrUTD3qs5pXtIXJv42H8fCwc3pkza2HXSl/6GQQtdibSWS1j30ewbTeVUOSjfcyOej60fx9EfIbuZVC9VrO+PR/05HA2T7iv6O4riodKOF/WsRan8GUkWq22lp2D1lny/zg3zk/gW84HXDub0/4pSaWzrJMKlXCdGLXfnprVctJ5x+9o6eterTPFMtuUVkmahSN0B/LTTjxsyFyMSfZJ65LOJEfXSK302GYWarOCqjRN9EXqU2fWSxO7XCVKFPr/6vjOnb27gs3UO/esXIW2csi6lGtP1x3143X5hLSwSiT5lvbl7jR1jutOohFOsvmxnl5GSDYcwe7sft2yM6fPwS/w+tAnliufGMVb5FGQpWYfOCw7hffsDue0zPfsnNCanS16qL/HhPWtBIlE8fVEm9pXxFKsG16Zog7Z0G/Ijs2fPtjBjdA8alsiAXaLcVJtzEsMfNr3vcSCbBlVRAm9i0lfvzPBp0XWmj+hEzcz22GVuwcRTEcQKv1HPueW5k1lTxjOiXwcals5MUrss1Bq9B//3LHc90+1jWuN82GesTdexM9/+tnfMYeFBb8ISMBki0cf1HM3BhfQvVZqG7XsxdMosa7uazIjutSniYEeSvF1YdPFG7ADx0Jtfe5UltZLQZqrdnVEzotvjtKHtqOKcBrtc7Zh2/gZvF2te3sO4YxR1v2pEgy5DmDQt5jmTGPlNFbLaJcWx/GhW+cjai0j0qemZ/xbGd29IoaLZyeKUj0rt1uFpMyC8eRyG18FfrX06LnOYO3MwbQplInPh3iw8f9MaF/8g9OgsuuV1JEWykjTqOYqplvKzmD66O18VcsYudQXab/Dh3p/Z2SQSif49vTBxelILitulxqVQU74bN9Xa/yczukd98qVIReoKA1nu/8ha4TU3PbcyvnJ56jbvxPc/zLCWn8GE71tQOUti7JzqM3JHMA9t09s3t/Des4ZpY0YwuHsTymZNrZQrRYs1gbHzbZHoA/qyTOxdM1r307iZ7vLU+lm07hOoJN6lHJJiV3QUv/u/W4196rGQVgWykK5EfxZ53LV+quoOl3/5llKpncjbcjXXbLciv7mP9y9NbGabVLLQcPy+D5jY3fxQtyhZik/l5If2dYpEf0svua0P5OrRq4Q+iDPjefsym/pXIFUSF8pOPIr2ybu2/NhtNl/lyoxzhaEs93lg/VTVDc7N7UDhlM4Ubr8R/5gO9eoZj/UeuIUYMcbEsBjdOMmM+tlJZleZ7r/6KamtSCT6ZHTzDLM6NKBE23FMXjCC5vmLU7LV6lgm9qO6tYs+lWvTeMx2fGN2Hb0xsHdAdRztMlKh3x40sYLvffx+H0GVdPak77gRz0cySSsSfbqKIip8D8PyO2Ln2JwxW4NjH0N65MXaHmVxsC9Fy5UBVrP5mkc39HgcdkN/PU5S8FzPyenNyJIsFdm7r+LCTduzC9782rpw7Dw6W3laiokV/QX971zsFHmA0QXSkzhdDxZeuWU1sfe4PKc1BVMWo9EPZ5W0Pbae67YzvnRm0ubszeoAm5Q86hk33LcwefxwhgwZRO9WFchkn5uaI3f9ORP7ni3HItH/j55i3PE9OdOnJVPfLfi8PaByk/NTmpAneWlaz3LjtvXTGP0RsJGhhV1wyjeAzbo/s839NmcGViB9ojJ0WOoTZyJJJBL9a/rDn98GtKJIhcH87BrJfc+FtMtTiOJ/xcS+1LG7fz1ylP6eOWdtdme8UT7vXYkUdkVptibE+uE7vdRsYnAOxcR+sxb3h3LOQCT6dKWYWPNOBuVxwK7wYNYa4m6deE7gvDaUcCzEV0v9/9S236eXZlElZxqSNZ3FQZNNHvHmBp47ljNxyBAlj/6OtlXy4+hciuZiYkV/Qf8zJvaVcRv9CrqQoel8joTFdD0du3qUxdmuFJ0WenDf+mmMXkecZmH7wqTI3oRxJ2+898Ka127TqZyzCBUGbf+Aid3L1EZKJ83ShIFzV7N27VrWrtvIxpO+GD90VkAk+o91n6B135EnTRm+XurOzbfNLYDf2xfDya4i39meb7PqpfkwM1vkI3muVkw5b7tLIWE9NuxiaPkCZCw9kCWe96yfikSif1UvTJyb1oeaxbszYWugZWXl6cWZtMr9V0zsC+6cnkZdp7I0HLeP4Fhx7gn6HeNplS8HeRqNZtXJIG48i4mWf6Df9yMNilan6zpPJNSJRJ+4nmk4NLweBbKWpfGQjZwNjHi3GvvSn/XfN6Z0zT4s8bbdufU+veHeyYlUdCpElZF7CXxPfqyOE97zO5LXvjBNV8es8IpEH9f/iIm9jfeSjmTOXJV2q65yM6aHKB1yY8dSOCatQg8liY+3QHrXg3Xfl8fOpSrdt+vfzTzH0mtuHZtA+eyFqTj4/Sb2j5A9TK6fJvbWCRWnSrToPYU1l3TclZ4r+n9Q1I3T/PRVUbIUG8EmJfC8bccvPFnVqgj2yevw/eag+Cunty6x9NtS2GWuRb/9odYPbfWaJ+GeHNm/k+3rVrJ81nBathnNtC1+3LGWEIlE/6Ki7uC5cjAtCrdn5CpPblk/vn1uxl8zsY89WPVNGTKXHslqzwSS16gb+K4dQNVMqbDLUIWvB45h+vJ1bFg6k1G9RtJv2XkMCV91LhKJPjG9vuPO5m8rkMouPTkrtqTvpJ9Ysm4DayaNomvf2cw/qotzM/l79DKI33pUImvOzsw4ZP7A7qwIzk37mtwORcTEiv6S/gdM7B+En/2ZzqWLUbj7Ks5dt4nY988yq3Ze7NI0Z+h+s/VDG925ypp+5bDLWJ2eOw3/kYl9EXmF7VO70KhRo7c0/KoOVYvnIkMSO5KX6c8y1+s8lzgv+if1NISjk1tTPGsd+qzz4rZtI759nB8r5cDOqR0TTkRYP7TRzQss6V4Suyx1GHAwzPqhrZ6g3dSFdNYJGZey7Rm/w4vrstoiEv37evkA48n59K/fTjGwV2MdF3jl+TPf5C1KqW9+R2v97P16xvXDE6mTvjRNZp3EmFD2GvWQ8JMr6dukKkWr1aBG5TIUye6CQ6Ik2GXrxZJrN+WMvEj0uehpKGfn96dypYpUql2dSiULk9dZfbtGZkp3XsWl239i5uvNTXxW9aZq1vK0nH4c7QfPF4mJFf09fdkmNuoxprO/8F3NcuRrMInf/e5Zz8Ja9eQKS5oUImnaZgxJyMTedWetdSW2x3+4EpuwXnHL7zAre1UmQ7KsVJhwkBA5Lyv6h/T6USDHf+pA1XzFaDL9EMFx35P88AJz6+QlqfM3jDuegIm9dZFfrCux/RNciVWS27ML6dq6HtVrVKV8iSKUrv41Q5efJOCOhCGR6N9TFC8NexnbsAglGg9h/q4zXLxwnnPnzlk4sLg3NTLnJE+N0aw+6YqHb/h734kedc+Nxd+UwbnESNZ53UvgWM1zbp5aRM8KtanWZQNX1Rj4+i76c/tZP70b5QrnxLnSt0w9FML9V3HGIJFI9GnpRRiX5vakYoFvGLTaG/Vg0IvrOrz3Lmdk96rkz1KAUj0Wckj3OHY+basXEXhuGEyTQnmoMmA1lyI/lg+IiRX9PX25JvblLQL3z6bTV5Up3GgKW/zvKWE9rrTs7Fqa9Oka0H+7IV6HjLrlxq+9SpM4c2367TW/p8P+JyZW1Wvun5lKhUypSdpoLkdD/9QBJZHoA4ri+XUPdk5oR93CpWg+8wiaBNtlAL+1LULaDM0ZcSA0XnIadf0sCzoXI3G2Bgw7+uG3Jat6EnaBtZ2L45S+Eu2WXuWu3OEiEv1LesWDc1Mp75Q49vGVBElCjoqzOJngMfZHGH4fQIFMpWgw9wxhCazCRj29yi9fVyFHsR4s9Iubfr7gtusiuhd2xqHaFPYanyYQh0Ui0aeh1zz1Wkm77PkoM2gL3nHfQEA452e3In/a/FQZc5SwBHYOvnmk5czigbQqWpAaQ9Zx6U9tzRITK/p7+iJNbNRTA66rh9KiWjlK9VnJ6YQir0VmDg2qRpZEpWg372q8i51emg4wvW5O7HN0ZP7VB+8Jvv+piX3Dw3PTFRPrQNIKk9ip/ctfIBLZ6BWPdSdY+l0zquRpxICVV7n+3i3qWnb3Ko9Loop0X+YT72Kn59odjK+aFfu83Vnq8+fuGr55YATVnZ3J12EpF+VuJ5HoX9JrHl9bRZfa5SlYsAD58+ePRZ5sGUiTNBnJ02QkR74KNO62jqvxXu0cxYsbJ5nXsCiZGkxjhyZeRmvR64D19KiUCbvS/VgWkEDC+tiLTV3L4JS2I/Mu3JIEVST6VBX1GM3mXuTKkJkCw3YRkEA6+vjKz3TMk5t89RZxKdbf1fHCg+0Tu1InZ3U6TD1C0OM/O2UlJlb09/Rlmdiolzy9HcCR+X1pU748LWcfQ//B3vCasH1K0u2Sh+LtV+EaK4hHcf3cfLpkzUCmUj+yP/w9e60UPTo7iYo5ilB5+F50CRmG1y94/scjHj57Hd8Iv76N/9q+FHXMTYWx+wmW7cSiv6mol0+46bOLmZ1bUK5yX34+Fam08A/pBcbtAyjvlJ+yPTbhHisgKX3j6HS+dslA1grTOX4zumG/Udryk/tPeP4ygW9+8xj/9b0plzYjRbqu4kq8pFgkEv3XFPWaly9e8CIBIk9OpUWughRrsYIrj17wUunP8ULXqxt4rfyOQhmr0HG57a3msfVau4X+1bNhl7sNPx4KJW6xR9pdjC+XlTQZuvPL1bvx/i4SiT4RRT3BsGMgBZxcyNp2EScMcXcGPiVg4/fUSJaRQi1+xd06tx31+g8eGE6zZmhnKpZqz9jf/eMtCn1Yd7k8ux15HIrSYqPe+plI9HF9USb2zY2LrO7TgNyZ6tB33kGuhd/k7r273Ll9m9tvucP9Jy94HeMmQw8wqkFukqQozdfzjxJkLRfhvYdZrYuTIlUBvpp5gZux3GcUr58/5u4dtewNgrYPo3TWApTtvZoLJvWz+zx6+vJdUnDXm9O/TaH3rE3sPuVDuPUZt26GcGnLJLrldcQ+VVN+PGCMf0OySPSn9JzwMwvpVrEYWaoOZ8mpACJu3eXe3TuWtvaOhzx98W4yJcq4kwE1spEkdQU6LjmFxlou3GM7k9Xz4mmK0Xz+Fe5ZKkTx5IY7G4eOZ+HyjRz1NirPsH7v9UBcN0+kaQEnkiSvSZ/l16x1RCLRp6ZHrrNpk6cwJdqsxy/BfhrFM8M+JtUrTIZ609it+0BkehnEjiFf4Zw0FTkqjGDlSX/MlnHkJpF+h1j6fT3SJXEm8zdruHJfLKxI9OnqDa902xlYXMkJEhem0ferOREczi1Lfzbif0Q9+56VJCkr881SL6Kv2XjDA9+tjG1ciozFe/DDjisYbtxJIPe+z+M/XtlMlr3m+eMH1jJ+7B/bjBz2BWmw4CIRymd37iq5ysuEVoVEonf6gkxsFLddl9E/fyLLOZ/k9ulxdk6PU7p0pItFXmpNOURQzCpR1BMCNo+gYT4HUqVxfFc+rQNpUmUlf+OZ7DPH2Y785hGabYMpkS+jpaxj6mTRZ4uUIG6fVq3/Fb0XXH33mpEngeyb/jXOaZXf45SOtG9/i4piYNOU4uupRwl+KB1W9HcVxpkZHchpOeOWEocMzjind7JpZ9E4ZejAnGPmd5MlUQ/xXj2A2rnsSR2v/eegSKv5HI54t53h+c0LrGhZnGwZ0pPe9vvTpiWdoz0pUxaizsDfcbstB2JFok9Vd85OpVm2vBRq9ivXEriGIepZGG4Lu1HAuTIdVnhw6/0bkRS94Y+AXUxqVZLUKVJj7+hojXFOOCnxMK1DBlzKDmHZ1ZuyTVAk+tQVdR/ttgnUz+NC6lT2OKix/W1/VvPVwlTvuxG3+zEx/j5Bv42grCX3SEpqpww4Z1DKxuQGb6nPsFWe3LTW4rWGXSO+pqDlb46kSRaduydKaa+MH05kL9KJeZfuvOdCVZEoWl+Uib11aRkDi6YmabIkJLJ0qIRIS6kxe/CzfdXd81to3X5nequy5LGWS5G1Mu2mb+NM4P3425/ePCRww7dkSxdzaUYikiRNSpJEMc+oRIeZl9690iDqD25qXdk1byK9mxSxllFImo0KPaaweJ8nkY9evV0dE4n+ukI5PaMrBZMkJWmSmHaYEE2YdMCA7em2qGfXCbqwkclNS5LDWi5Vzup0nrObi5qHsYJI1Osn3PE9zJolk+lVLQep336vC2VbDmPurqtobr2wmW0ViUSfmu6cn03bAsUo3XYtXvFM7GseBf7OiFI5ydRwPsci/8xlgy95YLrGgUX9aFTc0TomJMPepSlDFm3lRMBdnkmAE4k+D716iN51J0sG1iZn2pgYn5kSdQaxYJ8bgTef2+Sr9wjcPIpKSu6RLGm0EU2YCvRefJUb1lq8DmRLv/o4v/17YiV3V/Jo6/+fKlMzpp69LSZW9EF9UduJX/9xjxv6YIKCgj6ABuOtRwm8j/UNT2+FYbSWCzGEc/vp+1aT3vDiQSQ6zfueZSLizh/xzyM+f8L9m+Z35YINhN97KrPTon9AL3l6JwJdrHaYEGHcfmyz1f2tXvP0RigGazmNIYI7f7zfir56+ZT7EQY0wTHfqyPs1sM/9wJ0kUj0r+r10zuE6fQYwu4nYC6jlFh6h9DAQEIiHv21M6zP73MjVGsdE0LQ6G7y8IVMaYlEn5+i81yDNibP1RMa+ZD4U1qvefHw5tvc+f2YuH7vmY0pfcHD66FoEiyr5ODaMO4oObjMfYk+pC/rYieRSCQSiUQikUgkEn3REhMrEolEIpFIJBKJRKLPRv+oiY2KiuL69euEhYURHh4uCIIgCIIgCIIgCLFQ/eLz53/m3oWE9Y+a2Ddv3qDVavH39ycwMFAQBEEQBEEQBEEQYhEQEMCTJ0+sLvKv6x83sXq9PvpQdkiIIAiCIAiCIAiCIMQiODiYp0+fWl3kX5eYWEEQBEEQBEEQBOG/hphYQRAEQRAEQRAE4bNBTKwgCIIgCIIgCILw2SAmVhAEQRAEQRAEQfhsEBMrCIIgCIIgCIIgfDaIiRUEQRAEQRAEQRA+G8TECoIgCIIgCIIgCJ8NYmIFQRAEQRAEQRCEzwYxsXHQaLTolN9gMJoJCwuzYsZk0KPTahKso6LR6NArdUJj6oSaMep1aDUJl4+FUtdgVp5h1KNN6O9xsfxGA6bQmN8XRqha9888SxDeiwaNVmnHemOsthUWasTwkbZsqWeybf+mj7R/DVqdHqP53XNCTUb0OuU3JFheEIRPA40Sf0xKXw/FbHpfzIrp36E244gyJhg+HhOjY7AhVt1QswGdxDdB+Hyw9GMjobZ5qvn9MT6hfq/m3kY199bEyb3VnFnJN96Vew/KmGNQnherrvBFISbWBo3SUTRKoAz298Xz6kVOnjxp4dSpC1zx8idISdRVIxu7AyrBWknWddpgfK9e4ry1zulzrrj7BqHRfSRoKx1Xr/HH48JFXC974hcc/RveV9ZisPUhBPh6cvls9LMsz7vshV+Q+u+QQD1B+CjR7U4TEoS/zzWunD9tbVunOH3eHW//YCUpVdty3ICgtn91gicI3ysX37X/80r793tP+1fbsZLMagJ9lHZ/mtOWOqc553YNH6X967TaPzeZIwjCfxmlfypJYaD3FaWvn+HcJWvMsi1jiVNKv1f697VLZzllHRNOnnHDwyfIOl4klFhGjyV6vZZgPy/cXc/GGoN8AoOV745bRxCET43oyXANQb7unD8bk0uc5ryrB77B1vHBpi9rLPlHMAF+3rhftBkzTl7iqpJ7B8fKvZV/KmPL1UvnrGXez6nTF7nqE0iw5Rnvnid8OYiJjUFdSQ2+xoXDm/h54lC6NSxCokSJLCRLVZj6vSYyf+tZPPxDYgVgtbNqg69ycvdiRjUuTZ4k0XXSZCtP89FL2HLcixA1kbd9llpPnaU2Ra++as4vo2fxKjTqvpD93kZCDQkEeMU8qCZC4+3G2V3LmDKiE3VckpLU8huT4dJxLjuvBCnfp5SJW1cQPoI6ERPscZoDG+cxflAH6uZJY23/KUmTqzn9pixj+wUv/EMUg2kbfFTDGXSZ49t+ZliD4uRMrNZJjH3OyrQZt5ydp7zRKN/9tk0qCa5GG0LAtSNs+mkIbfOnJY3lOfbkqNGRYYv3ccEzGINqcmPqCILwCaDEIIMRk99xVo1sTL6UOSjbYg77/IwYY2KiamB1wfi7H7f07w5lM5HCMiYopKtGm4Hz+e3sVXzVcrEMqfLdlljqwblDm1k48lualctoHYPsyVBiJGsv+ROiJr9v6wiC8Mmh9G1tiD/uhzaycHgL8ma2t/ZjB3KX/4aRv+zi+JVAJQe2mlK13wd4cOnAKqaO7UurEs4ks44ZiZOUpmmvH1iy94KSe6sTaEr+oDdhuriaAV8Vsn5vAiROQtLkKUibuQ4D153HN0TJ7xOcOBM+d8TEWlACqNGMznUbs7+tgGPadKR1tCdlqlSkSpWSlClSkip1GlLlasXQtafw0ugxWDqEFoPRh6MLelM7ryMpUyrlUqp1YshKwQY/sFkxl9q3s0gqwQQF+HDtmjtuRzbxU79aZEqaiTLdFnEwQROrBHzFnAZ7HuLXwS0pbe+o/Ma0OKa2/r5U9mTv+jO7r4qJFf4OOkwRwVzcNInOhdOTNp3StuxTW9qw2qZTpEhFansn8rWezObzvhbDazGySrAyGDw5OKc71XIq/SVe+89BsWbT2OoRPfGjzrbq9FqCrh1gQbeKZHRUnhGnTkr7yrSftJ2LWhNGXdzfKQjCv4VGZ8AY4squOT2pmjsZdnbpKN5oBrvfmlglTimxy/+SEkc7V1XGkDSkUWOUpX8rcSplalKnSYNzjV7M3OVGsOHdFmGt3oje/yzbZ3SnVt4MODoqY5CDEnOV8SFlygxkLTeG9a5iYgXhk0Y1sBo/Lm+fQqci2XFKk9qSR1tyaWUcSJ1KHQMKUrmbkq96apQYr0VvNhBwcSsz2xez5B4OSp3ofEDNvdV/KnVKtmf0xjP4ao1Kzq2Y2EtrGdy0hCXniIulbsrkJLGzI5Fjdb4XE/tFIybWgmpijQSc3sbK8d3pMWkBv+44wcVLrrhdOm9Z+RzfuSIpkqXCqc1MtrkFYlLPAimB13DhV/pUz07iZPmoNngxO0+54u5+iTM7FzKkbj6Sp8xL7TFbuayuYKmJvE6PLsiT44t6UCxPRpwc05AyaSIlIXChat+lHErAxGp0SpIQdIGdU9pRKKUD6fJ+zZCf1rH33AXlN17k4oULXPLwwV+2Ewt/C8XEhvlyYuNCxrbrw5Ql69l9+iKXXF25eP44O5YM45sS6UmaujQd5x/mapDeEnwsbfnML3SrkJnEKQtRe8Qy9pxxU9r/RU5vm0f/arlIkqYwX03chbu6HUg97xLiyblf+1IkXSrsCrViyPI9nL7oxhW34+ye158amdOQvEBbxm+9jC7UKAmrIHwKKP3XaPTi8E89qFqjNuXqV6VElvwUaziDPVYTa1khCbzI7ulfkyml0o8rdGfMyj2cuXAJN9cLnN61nB86lSVtipxUHfArx32VWKdXYp1Gj9nkxdEl31PHxZG0OWrTY+pKthw5z6WLanxTxiLLcZnghH+bIAifAOpuQaU/X9vOlFq5SWuXk4ptJ7HqwCkuXL7M5YvH2bd8DC0KOZEoay16rL5gMbAGkwbPc3tYNuJ7xs1awJq9pzl30RVXJbc9f2AVE9qXxj6ZE3lV43tFQ5i6UBPkh+dVNy4ouW9slLHmqiuntv9En5qFyVh/Ausv+Mrk1xeMmNgYNBqCA3zxueaOp3+wJSCHhoYSGhZOuCmQa7t+pH761NilbcukHW4EhZoxmYO4uLIX5TPkIH+jKfzmriM8XD1QHkHk9SAubBxN04zpcC4ykJUXApVEQN1qpZrYaxye0xqXNHaKeY0hI9USMrEaJXkwBeC69Ue+KZgNp2LdmbrLDX+tibCICCIilN8Xpl7sZF0ds/13EoQ/iXoexd/HWwkMXgSoOwzMSttX2n9YeDhG/3P8ProODqlS4dJpAfvdg5Wk04DeGMDZxV0pmTYnRVrNZpuH/m37vx4ZyJlVg6nvlI6MpYaxzi0EvcmIxvsIK3qWwzF1JdrP2c9ljZkItU648jz9BdZ9X51sifJQs+9azmrNilmW2VNB+FfRaJW+HsTlzaOpU7ImtQYvY+PqkTTOmZcC9d+ZWK3RhN7zEEt6lcUuVQFqT9mHR4iZSCVGhSlxNNQYgveOcVTPkpmszSax2VWjxFYlHir4H1tIzyr5SZO9CUNWnsRbZ8SsjCMRaoxTxodQs1xcKAifNOoRAV0IQacW0CGbPXZZ2jFxx1UMN69bclT1oqXr5kts+r4G2VLlo/qEvfiqE9VapU6Av5J7e+IXqOTeBjPmmNzbHILn7yOomDEliaoPZekpf8JC9Uq+oo5J1hzdhrCIG9wM8+HkooHUyVGd9vOPci1YKSursF8sYmJtUTuh3oAh1mU0SgcwaNG4rWZgwfSkyNudmQc90IaZlaT7LKu7lyNjosI0Gr0TD6WTmpQOqc5IGcLNBJxZwZDKWUidpRnjd10jWDWx6uVRIUH4uZ/nyOFDHDy0j81T2lEgQy5K91gUz8RqdMpz/I+xYkBdMmQoS+v5JwhUb4G13OSqUwYN9cC7dZVXgrzwH6BewqQ3Gizt6e2WdK0Bo8abc8u+JU/aLBTuu5LjXholIVU/P8HS9iVIn6gErSbtw1NJNm3bv//xRfQtnZE0OVoz5YAfJrMGn5OL6JMvHfaZuvDTES806m2FartVJ2vCgy2muIxDBvI3n8aOa0bC4m2tFwThv4YaE5X4F3BkHp1KV6F8yxls9dLiu2sMX2XLHcvEWlZi/U6zaVRD0qUqTIMx23ALVm/6V4yqTv2nAc2hqdTNWYjSneezz9NAmFGJd6Ee7BnbhAIOeSk7+HeumhXDa7nF1BrfdGp8U8YkiW+C8AljXYm9sp5hJZ1JnrsFI7e6EmIOxahX+rDOxPXr19g1vD5Fspak+cJTSvxXDKlS13IzscFg6fPq5ZGWuzbUe2PUsWfPRKpmyUSmFpPZfCmYcJMugWeraDGE6fA5tpiBVQuTueY4NrkFKN+jfFeC5YUvATGxH0Ornn8NwGPbWKplzkrejvPZ4x5iMZEm7XF+aVMMJ7siNJ+wWzGxZgyWQKt0ZsVoat22MbVtERI7V6LTsrMEqmeGLDNCyt+VgB8ecZ3rN8Lw/X0wpTLnpUS3hXFMrAad0YzebTPjW5YidbYmjF69jY1zR9K+TClKlSpF6fKtGDBrA4euBkZfMiWBXvjHUNqpEli0AWfYNKQmLqmr8+2S41zTKAZWr5jOkEPMb1IAR7tSfDPtgGJiY7d/zcVNjG+en8SZlHpr3DCYQ/A58hNdMqXGPmsP5h/zIkg1zTF1lIDluXUUtXKnJ031QSw9HUzEewOWIAj/r6iXCSrJp//ZlQyvUpdqDcax4oQvYbfNePw2jPpxTKzlckR9INeOLGdInaLYZytK9QE/sWbrKbzUybCAs2wc24wqX/Vm0qbzBKhnYpXENkJznMXflME5Q2la/PQbe1f+SN8mFS3xrVTlWrScsJKdZ72jzazymxL8rYIg/PsoZlQb4sGJJf2omz0zLnla0m/aKva5ehNkVnLi00vp27whVTpMY/vVkIRff2NZZTVjVgyu79lNzOlSnnR5m9Jr6VE8dQbrfTRx6ihYJtGUXGX9iOYUyFSFLktP46ceY7JMrAtfKmJiP4i6CqtH67mPn9uXwT5fG4ZtOoef2pGU32n22cGPdfKRLEUVOi44TkC4Cb2lnhL8VfN5dRezOpXALkNZ2iw6admmGevVAmqH1wXhtqYfJTLloWQCJlYfasL/+FIG18tKkuTpyJojOy72SWy2IduRJF0OCtUaydLDHgSpiUHM9wvCf4JWj9EYyNUdU2idMzcFm81gm2sAOss7k5W/ef7OmCo5SZq6Dj2XnSbItv0rJlbvtoUfvy6MnXMlOq64hMEYgPvWsdRzcCB1mRGsvuCr9JOY90yqJlaH786J1M2fnqSV+/Hz8UAxsYLwb2CJTVo0HkoMa12L6jUGMHe3O9rwUMIj9FzZHGNiZ7LXX0keY5JRdVwwBeO+bw6dCiTHLrEDzlnyUrRUGcqVLkqRNkOU77lkiVOW90XqzIR5bGV88+IkTZaadNlzkt0pRaz4ZpcmMwWrdGPSNrf4MVQQhE8IdRVVXfjx4OCUVmRLlZREqTOQvWBRSpYrT9lCdWjS5xd2XAuxvDM69iWk6qSZhgCPgyzv15yalStStkp7eg0ax6zfjnHJT8nH9Vqb8jaoO7lCNXjumUWnsgXJWG8au32iy8sq7JeNmNj3YZkNMmLwPc6akU3Im6USTX7cyrkArWJglc6ndFSz+yaGV8qBnZLEd19xBk2EyWogo02s7spOZnYorpjYcrRdfOpvmFgtxnANblt/pH3edKRMV45GXQYxbs4CFi9bzvJlv7B42mDaVVN+g1168vdbxiEvDWZlcHj7DEH4G6jt22jS4nN0EQOr5iJb6W5M23WZQKV/qudLLH+/vIYBpbJil7Yx/dddQGvb/hUTq3P9nR9aF8LOpTKdf3VVgpYfl9cNoXwKR1JWm8jmy/7o4phYnx3jqZMvPcmr9GfhCTGxgvBfx7KdT4lBnkf4dXhz6tXvzcxdHpju3uPurZvcfnCLwN1jaZQjL4Uazee46Q631b6v1FNvHw/xOMCyse0oV+Nr+o6fwewfB9O1XUPKZUysjBUlaTJqFceuBSll9Ur/N6E5sYiu1XJhl64AVdv2YeSUeSz5ZRnLVyxjybxx9K5bmLR2acheexrb1FdzqMmv7DgShE8Ojbp7Q8lpvQ8v5fu6Dancsh/j587gh0G96FS7GOmSJMc+f2uGbjyFZ4jOunMrBiU/VnIOP9f1jCwes1CTlPR5v2Hc8qN4aA3RR/uCbetEo9GbMQedZt2wZuTLXJUuyy4ouYrOct42blnhy0JMbEJolM6lGFi95wGWDmtK/pyVqDdkNUe8Qizvr1STbo1SxhR4gJ8aFyS1Uy26Lo9vYtWV2NnqSmz6MrRe+HdWYtVXnwRxfv0ImqR1ImPhQay8EIzpxm1u3brN7Vu3uBXqj+uuqbTIlYpE2ToyffcVQszGOO/gE4Q/j3obtskcgvu+nxhYMw85S7dm9IbT+CjG1WJglfatbl03+u1mWp08pHJpSJ+18U2s3m0rkywrsRXpsOIiBlMQnnum0CpTOuxrTGCjW3wT67srZiW2Lz8fDxATKwj/bZS4pNME4r13Go3zO5EuVxlqNmtD27atadmyJa3atKJx9SJkSW2PQ5bS1G7ehf6j1nDU36QkkufZPrULRXLXpu28Q3gYI7kVpsHH05Xj235hUofq5M5aitoDl3PQQ0NYRCiBB2bRplRG7Aq1ZcIeL8Iib3FHiW23byvx7YaeawcWM6BCFpI71GHwhvP4aqLHoQR/uyAI/w4WA6vkBleUuF+/AgUr9mfWbk/Cbl8nVBOA94WjbFk2kvYV8uBcoBF9lp/EV8n33x2Bi548C/Jz49jGpfw89yd+mjaUbxvUpljBOrSZtJHjPhpM8VZjlTw5XIPH7+NpkycbmepOYY9v9Ct15HWTXz5iYuMQvQJlIPD8Zmb0qEnu0vVpM1btPEpHMeremkOLidWd4JfWRUiXoixtZx/BL0JJ3C3fo0FnNhF8YSMTmuYjWaaaSpJ/iSBLcmDzvD+xEmsI13F152Ta53XCqXBPFp9TzxHEbJFQV4uVgO69jQmlXUiduAHD1itBXnm25bKcmOcIwp9CNZJKImr05szqCXQqWYzSNbryw5YL+BuMNjcFW02seia2cT4cUlWh64IT+Mdp/0FnVzG8fi6SZ63H4N88MCrG2PvIHLpkToNDkYEsP+uLxmiIDmJq3zCGcHn9QKpkTY9LvVGsuaAh3Pie7UOCIPz/oMQ2ncYf9w0DKJDSZlvvB0iVeyDrfI0En/2VYZVyk9KlG4vPBFkmqfTKWGEwmgm7HoHpyloGlXIhZd52TNzpjulmJMYzy+hZJRN2uRszeJsn4erto5bfoowj6o4OvyP80rUo9g4laf/zUTyDYt7THud3C4Lwr6HmBDqNL65r+1PCPiMFei7lmJ+RSJPO8jo+Q2gkt2/ruLD8Wyqkz0yupj9xIMAQf0JKo8cUcYNbt29z54Ye/5ML6Zw3HSkytmH8b64Eh8ZepNEYQgkNPMJCJV93SVeT71YrubbyTLkf5n8DMbE2aHQmQsN0eB38meGNilGgQnN6zN/LFa1ZMZbRK7Bvy6t78A1X2D6yHrmT5qdG/01cMoUTqlP/o2oxRprwO7mYfkVdcMjyDdMP+Ua/YucvmdgQy4qu9tIGxjctRPIsXzF4yzXFDKgdX/271cS6b2BYqQwky9iWH3Zeju7kMc8QhD9BsNqWzKGEad3YO7sf9QqUolKD4Sw64IVOvbAs7gUMamKqv8TmgTXIlqQwDUZsw029VdTa/k3XTfgc/oke+dLjmLMTc08EKu1Wh//FdYypkg2HdK35cZcHwSZj9JYidVIoMpATc76heFIXin89j/1+Sn9U3yNp+1xBEP6fUVcwgvA7v4Ofp4xn5MiRNoxi9LjRDOxQnfyOTjjnb0i3YZOYs2gvbkpf9Tgwiy5ZHUmbpTNzj/ujV1/FZYl5GstlhhHB+5haPTtJHBtYjiBorkcSGXSEnzuUwDFNcZrOPYE2MjS6jvpqDPUyGJ/9zG9TVPl7DfqvOoePkuQaZJugIHxSWExsyDUOz2qJc1oXcnZbwmEfA5Gh0Wdfg0N0mG+F4rV9HM0zZiJ7+bFsuqb2ZaWewURYqOntTsfo71QvNg0l0nyCBXVzkNquPF3mH8Uz1Do+qGXUd0yHBnNpzSAa5M9N3jaLOBH0/sufhC8PMbFW1NeL6PzdOPjrVHp81YDmrfsxc78vNx495tH9u9y5fZvbFm5xXTWJSidRL6Xx3TWWejldSFu4G9MP+BFx9wEPHtzlduhVdk1pR/HUaclZdxo7r6mdPObVJWrnDOfm7bvcvXeT4O3DKJMlP2X7rOai+RFPH9wgQr16XPkfJ0RrJFx3kS3jm5PdzpkSbeez2zWY0DtK3bt3uGVw5+DiXlR0To1DvQmsO++PyXpteUL/noIQH6U9KubT33U3S8f2oF611rQdsoLDgTd5/PQh95R2Ft32VSIJVc+lqImu8k+vLcOpntmF9KV6M+eIP9fvWdu/yU1psy0omMKJvI1ms99HXWk1og84z45x9UmbLBelvlvKYf9w7ty7z717kZg8tvFDk/ykTlGK1pP24KFuSZbbSAXhX0E9ZxZ5U93WG9P3Ve5w/+k9NPvH0yRHPgo3WcjpiAfcuxlGaJge/7NrGVMrG3bJi1FvwiaO+xi5deeOJVbdNHhzds1gamRIReKiPZl1wAuT+qq6iABO/tSJco4Olh0Yq876Ybx+h3tK3L0bGcC5NaP5KncGkuTqxcLjXgSrF8sl8HsFQfj3sJhYrT+XNw6mrNKXUxVsz4RVpwkIv6nE+Hvcu3OdsICjLO5VjSx2LhT5ZgknNKGYgj1xO7OPdTtOcelKAKabyjij5Ld37tzihv4apzaOpmnOFNhlac3Y31zRhL1bidUYzZi8dzOtdVlcMtdm4ObL6NRVWCU/ifv7hC8TMbEWtBhCdfgcWcyAcpmws8tLjY7D+XHGVCb9MJEJEybYMJWft57kip8Gg8GI2fcgszqWJI1dcjJX68DA8ZOYPHkCo/u2pkqm1Nilr06PlafxV7cAa5VOp1EPpvtz9ch6Zk37kYk/jGdYR6VTO2Qga4U29Bn9I5N/XMSaXRfxVQ+mK+Utt64dmEe/IulJapeNso17MGTCD/yg1B3TpyWVciTHLmN1uiw+hEew3mbbpyD8CbQGwvTuHJjTleL2qZRksQFdx0xmxlSlfcZq+woTl7Pj1DX81S2HOr0SQPYwpU0RUtqlJHvtTgyeMJnJUyYwqndLyivJql2muvRZc44gtS3rdBh0AVzbN5Nm+ZW/pchPza5DGPvDJKWfjaBf83K42KUiQ50RLD/jb7liXyZjBOFTQr0xX2dzO7Hte2INGILc2L+gK4XTJ8IubXFqdRrAmAkTlVg1gTF921K7kAN29gUVg7uZs356QtXbQ00mgs+vY1zzAqRI7Ei+Oh3oN2oiP06awLghnfgqf3rsEheh9rhtnAtUnv++G0oFQfgXUc/EKv352m5mtyit5MTJcCrQgE6DRjNhkhLjJw6n/zfVyZ08OclytWboZtWQhhMefIG9P/eiTP6qNGjamQHj1DzjByZOHMeovm2okU/JFZJmptjAZRy8piX07REjHaHhwVxc1Z+aOXKTr/VCjgbILo3/NcTEWoi+QOnChtG0SBf/vE9c0n0zj91XNZaXLqu3qXkeXMLojlUpkCZ2OYeCdWk3cj0nFMOr3tyo3qio0RnQBbmzf1KdWGVjk4kqvTZyKSzUstVSo5gMg9aTM5um0atGUTKnti2bjpzFa9BumhLg/RXDa5SLcIS/iM5MpOYUq/rUwj5WO0yIonRdcBwPnQmjErB0phA89v7M0LYVyRfn/Fy6wg3pPH4zp/3V9h/9LK16s3fwFQ4vGkCzinlIZ1PeLrEz+av2YerGs/ioCXHMliFBED4RFBMZpuPy+v5Utk9Ppso/sjPmPbHK33RK/w7xPM6Gyd2oUTQLqW37t10qnPNXpOmIJexyC8CgxCrLJJV6lMAQyOW9ixmpjCN5Y8XRZGQqWp1m/VdyxEf9/pj7IARB+OSwXO4UjO/x1YxqX4cSWRLb9GWFRJkpUr0Tgxcc4Iqa16oT4XofLmyeybeVipIvs2JYbcvbJSF9nrLU7juHTWd8sLy3PiaXMBoJubiKYdVzkS5zfYZtdUernr+N+5uELxoxsRa06E3BeBxdy4zuzWncuDGNGzWiUYK0pff8nZz1Vm9JUwO3em5HR5DPabZMG8J3TaLLteo2nFlbT+EeoLOsjMZ0LHXLhTbYh/O/TaFT22bW71Sepz6zccwz+jNx2TE8jYrhtXZYy7u3DFqCXPewYsZA6+9rQYthC9mw/xIB6hYrJcBLBxb+MkowMWsuc/CXiXS1tMPG1nYYn8ZNRrJ4txu+SntUJ2bUxFXdxRDoeYLNkwbyraUNN6bNt6P4acdZrgXG3Rmg9AX1PK0pgCtHNzG/99e0snx3a3qMX8im017K71HqyGyqIHyCKEbSqMXz8C+M7tyNb0dv4FSA3mbbv3r2VY1VvlzYuZypXZrRzNK/lTGl3wx+2XYGH6X/6xUDa2tGg1Ujq24D9DnJphmj6GGp05K2nabw674zuAdHXwAjr9YRhE8cZSxQjw5pvM6xf9lYerRraskdGjXqysBxK9jj5k2g3vRuxVQ9ZhccgI/rIXaumsWgpk2s+a3yz/YTWbjpKFdDlDFDyXFtbzLWK+OF56HFjOzYhW6jNnMuxPjurKzwP4OY2BiCo1dJTeERRER8iHDCTNGdKfhtfTUxVwK3OYzwmHLhoZhVY5ngAXM10JsJf++zwjCrs9Tx3oelznIpv1F5ztuyoSbLS6PlJjbhPyFYaVs6o9ImY7XDhAjFGG+yJLr9G+O1/w+1Sy06vRFT2LvvDlfbsvrd0pYF4dPFEiuNhIYrsTDUkPDKqHrbuHrTuW2MCzNjsiSiCcVElZhxJNRmHDEr8S1mwiyhOoIgfIpET1YrffntGKCOF4p5Vbccx43xSv/WqjcYq7eYx/R9S/8PxWR8T/+35uxmdUuyMg7FujRV+J9BTGwc1Jc1f5yE61peEm9LQmXeEqdsPBKqE03csgmVEYS/TJx29V4SqqvyZ8vZEKu8QkJlBEH41Ijpswn9LYbYfdtCguXi8HfqCILw6RG3LyskWC6GBMr/uTw6ob8J/wt8ciZWq9USEBBgMbKCIAiCIAiCIAiCYEtgYCBPnjyxusi/rn/cxIaq74DS6zEajYIgCIIgCIIgCIIQC4PBwLNnz6wu8q/rHzWxqqKiogRBEARBEARBEAThvfwn+sdNrEgkEolEIpFIJBKJRP9fEhMrEolEIpFIJBKJRKLPRmJiRSKRSCQSiUQikUj02UhMrEgkEolEIpFIJBKJPhuJiRWJRCKRSCQSiUQi0WcjMbEikUgkEolEIpFIJPpsJCZWJBKJRCKRSCQSiUSfjcTEikQikUgkEolEIpHos5GYWJFIJBKJRCKRSCQSfTb6wkxsFK+fP+RGiBdndyxmyJAhFoaP/Jmt54MI/8NaLCG9uonPjmX8NDS6zpgZv7LX5zpPoqx//5BeGTk+fxlrtrsT9sL6mY1e3PDi8PKJb3/Pexn7O+d0D3ltrScS/SW9ecmzRxEEeZxg69yx1nY1kjGz9uCqvcVza7EE9SISz61LmGVti2NnreGA/y2eWf8cXy+4E3yWTRPHMtxaZ+TSHZzUP7b+XSQSfZp6QaT7NmYP+ZGf1l4m7JX14zh6FurB0ZVTGGHp3z+wcNdFfG+9p/BTA+e3LLCOOQmhjEMzD+N794USpUUi0aevx9zw3MfcaTG5xFjm/HoY79svrX//mJ5x4+LvTB49kRl7vImMm39HveDpo0h8z+7k16nDrc8Yw48zduFmvPOB3EMkeqcvy8Q+1XNm3RiaVStNHgc77Ozeka5YHb4evoVL5ie8sRaP0R+aE6ye0I5qLrZ1EpG5ag/Gr/LktrVcwnqC6diP1EyTiwrfbsAzgRz+sddq+he1/e730ZJpx0I/bDZEovfocfARVg5uSpUSOUgdq11lplTDLozZ7knEs/gp5OPAQywd3YbKTrZ1kpG9Zh+mbPTlnrXcW/1hxnXDeDrXKRjnOU7k+6ofP+24RuiHJoxEItG/pqfBO5jYJLOljxdsvJyrcbPFN/fQHlnCd43LkMO2f6cvQpW241h13swja9G3unuWuR2KvCubECn6s0n7WEysSPSJK+phAIdmDKBtxUyx+3CiHFRuO4FfDmni5wWxFMXToE0MqqSOM3ZkG7AVzzgV/gjZz8IRLamQN23sZ9i5ULppb0b9do0bkgyLPqIvysS+Np1i5YBq5KnSkFbdBzFmzBiF0Yzo04bqBRyxS1yQegvPYbbtGE+1bB9ZC2el8ziUbUHP4WqdMQz/rhnl06fBLkc7Zly8Say5p6jn3PE/wvLFc5kxtg9fV8lB8kRZqDl6D/5PrGVs9PKmL8fXTLP+nriMZezg9tTMko6M5cezxV9WYkV/Ry/QHvyZPkULUa3JN/QYOiq6fY0ewnetK5InlR3JCvdkxZXbSkkbPQlk44DKpLVLhFPF1vQeEd0uh33bmFKOqUmSvxvzrtx51yZf3iFw2whq5bQnRfZyNOkxmJGWdjySAV0aUNohMWnydOenk5GxnyMSif51vdDuY0afJhQqmBGXtHmp3G4dnrbx8M0Tws8toENJJ+wylaZB54GMsvTvIfRsVYk8yjjhUnUCW/0eEmtN9t5FFnarRHLF6NbqOjR67InFRH6cf5yAey/FxIpEn7JehnNxTnvKJkpFuly1+KbfMEZbx4A+baqQPUkqHKuNYG1wAsmuVc/0B5nUrAElcuckbapMlBuzG9/71j9a9AbzgXl8X78U1Vt0pOfg0dZxYjj921UjV5qk2JXowQIlX5F8WPQhfVEm9tVtPYEXDnI65AYPrJ9F6xbem4dQxF7pGKXHsT3o0dvV2Gfev9C2cGYcCvVg9sUbNgE2knNzO1IkVQYKttuAr+2+4jf38fmlaZzZoyw0HL8vQRP7UYWsoX3xWrSffxqj7KEQ/S294EawN+d3nUN7O/Yy6Jvr51j9XRlSJclM5Skn0T9915afXp1Hk7yZSFeyHz8rAeOtXodxfFpr8qbISPGuWwi2tsvX99z4tXVekictS5dfzmO2nd15buD4uLpksytMo7EnCbd+LBKJPgHddWPxt40o3nIYo2YNpmn+4pRsvTqWiX15y5W1nUuSIkVJOvzqGnvC9543O7+vRNokBag38yQm21mqexeY3648DkW7szjE+plIJPrsFBWxn5EF02Jn35BhG3xj59J3r7BcGR9SO5Sh9eqg2Is7Vr2+cZHlHRtRquooFs8ZTOXsBSg9bDs+sUzsa24H++B1wQ3tvTjLrXddWdm7DElT56L6z1e4Ky5W9AH971zsFL6XEfnSk8ixOwsu37LOIj/AY0E7xagWpcG4k0RYPnunZ5qtjC2hJPi5+rEuyMZdRv1B5KXVDPv+W7p27cI39UqQQelwtUft/usm9oEn67rVIEuVCWzwfRBvq7NI9J/rCbptfcnu5IBLn9/wvh9jYu/gOqsF+VKWosX0i9ywfhqjJ77rGFzAhfT5B7NFH90yX985x5KGuUmZsi2z3eJtKuTeiVFUdi5JjYEHMVk/E4lE/7JeaNk7uh1Fy/ZlxmkzdzwX0i5PIYq3sjWxSmJ55Rd6uqTFufCPHI47ICh67rOUFvmdSVljIltjZrZU2ZjYRcHWz0Qi0WemKKJMOxiQ2xG7QkNYq497Bv4ZAfPaUNyhEA2W+MY/t/rIj13DW1GhVF+WuYUrfnQedXLkpdiQbXFM7If0AP9VXcmQMjNlZ1zglphY0Qf0P2NiX5t3MqiwM05fzeGAOabr6djVoyzOdqXotNCDuH3sVfhJfm5biJTZmzHx9M33GswXl6ZRKWcRKgza/tdMbNQDDDtHU8m+Iu0WXiRc9l+K/l/0gJBNfchnX5IWiy9z/W07C+T39sVwsqvId7/68tD6aYxemg4yvWleUuRuw/SL1t7xPJRLCzpRNGNZ6g5Zw+mQ69x7G+cecnV2F6qU7sKo7VqeWj8ViUT/ol5FcnXBYGoX7cjwtd6WlZWnF2fSKndcE/uSGxfm0SmtI5lLz+JMQofe7p3kh/LZsEvfgSlnr1s/VHTvIgs6VyRltup0/el39uzZo3CAw8d9Md9/LluIRaLPRX8Esrt/dXJlq0Sbibu5arC54PFNMFsGN6Z0lW78dDXOAPHEwIUlfWhYrhVjDuj5Q+n1Ty7MpFq2PBT/Cyb2zY2z/Nq3BmlytWTCqTBeyOAh+oD+R0zsXQJ+7UGOTBVo+YsrkTFB+1UAmzuVJm2SSnRf4ZPAZRXurP2+PHYuVemxXR/7DNBbveH28QmUz16YioP/mol9EXGcnxoWI3OVGRwwyU04ov8fRd2+yKIWJchcYCBr3O++2wL00os1rYvikKwW/TYGEq/p3rrIL9+Wwi5zLfofCLV+qLT4e97sGN+Y7HYO5Kn+Dd9N+oVNO/ayd/McRrcbysw1FzH82QsMRSLR/6MeELB5DF8X+ppBi93ebvG/c25GAiZWyUM1O5hQJj3J07dkyqmI+NsFww8wumRm7DJ1YcZ5m6Xau+eY17lEnCM2KqVoNXQ2q49puS3ZqEj0Wehl5DlWtCtFCrssFKnbldELV/Pbvv3s/vkHuveazJRdAcS6w1R9u8GG4TSt04xhm/2tlz694v7ZGX/CxEbx/I4J/wvHOX5oD+vmjKFft460n38OsyzsiD6i/wET+4Jbl1fSu2Ix8rZfwvEwG7P44Byz6+TDLk0zhu4zWz+00Z2rrOlXDruM1em50/AeE/uaW8f+jom9R9DGQVRMV4EOqz1l37/o/0fPjZyb25mymavRddkVrttmpbdPMKlyTuycvmH88bib6RXdvMCS7iWxy1KHAQfDrB8qenUXw54ptMpXlCKlylCqSF5yZXEkqV0qirSbz2HDU7mMQST6t/X6MRGXljGkfmsGLjjLu2koJSp6zKNt3iKUbPsbtkdYX93xYvvQCqRNkRSnBkP5Zc9ZXF1dFS5y/vgWlk3+jnoZ02CXvQczz9msxD7yZcfM3lSpXJnKlSpRSaVieUoXyk76lMmxy9mBySdNPJXzMiLRp6/nN7i8dACVyhanWNnSFC+QhxxOqbCzy0mlnptwv2+TSLx4gObYAnq2/5pOKz0tOz1i9BnH4pQAAMxcSURBVMp9HjWz56PkqP3o35sUvCHs4BTa2EdPfCXJ/jVjV55CI+s6oj+hL9zE/sH1K+sZ8lV5clUfzWqPW7Fnlh+7sahxQZI4NmNIQiY2ZiU2YzV67HjfSuzfMbFRPDMfZkrDEmSqFL0KK3PUon9aUU/1XFz2HXXyFaTOuJ343IsTRdRJnNp5SOL8DeMSMrFvV2Jr0/+A1cS+uY92/xTalapGh2mHCXr8ij8i/fE4sZoJLWtQIGM+yrX6iZ1+d+R2YpHoX1MUr0yHmNyiJGWbj+SXI+74+vrg4+2Nt8K5tYOokzU3+etMYqu7P8H62zyxDA8vuR+wm2nflCazY1KbFVU7EqdJT6asmciQPDGJCvVl3qVblie9Xy95GHSU5cPrky5FWnJ12ojnA5neEok+ab26zrVlA6hWoDW9l7gRyXMeGvxw/e0n+rQuRfZMRag0YBWnQ6M3GT8N2M64ZpVwbjKBDWe9bMYZd86vGUTpjNnI3/kndlzwJSjsLk/iJdJvuOW6jokNS1G8uGKaCxagQP52DFl8BO8H8l5p0Yf15ZrY1w8wnlxC72aVyVdrjGJgbyZgQjXs7Fqa9E5f8f0OY/wzr7cvs6p3GRJlqkmfPaZ/zsS+isR9SReyZaxIuzU+3Je4LvqH9epeAEdmd6dR4cLUm7AL34QaWZQ/v7UtQlqXFow8FBYvWETdOMeiLsVJlLU+Q46oWwejeBl6iOl1CpK+4QKO34yz2TDqFp5r+1MubQHKfbsRj8cSfkSif0eveHhhBpVcksUyognjQIGac23OwL7heZgbO+YPoGrBvOTOnZvceevRc8Z6dm+ZSae8zmSo/wNbdfGudUlAb7jv/SvfZUhN2lzD2aJ5HD/OikSiT0Sveea3jq65C1Km/yY84mwBjnqh5eikJuRJV5hak86jXkUadnAyzRMcV+KSmJw9V2J7lP6toqKIevOGN29e8kfoedYObU6utCVoMuscEXIMQfQBfZkm9kUk3lsn0L5WWQp3XcBBzbtX6sSWiQP9q5ApcWk6LPCItQ1C1UvTIWY0yEWaHO2Ze/n+e2aE/qqJjeJR8DbGVy9I1jZLOHND1qtE/6Te8Cz8EhuGfE31nHXo+fMZjM/fFwQ07FQvNktciW9X+sY7E/5cu5MJNbKRJm9Xlvio7fQFt0/PoE4qR1I3+IUL9xPoVWE76F0+Dw41x/C7LuFpH5FI9P+tVzy6upQ25QuROXMmMrq44GJDhnRpSJ4kCUmTO+DkXIgaX6/ANW4AVBLKZ3/8wVOFZ89fKZHrOeZdQynhXJgao/cR8ie3+z0JWEdf5xSkSd+dpR734p+zFYlEn4aiHqP9vS950memwLBdBCSQzz5ym0f7PHnI99UKvN+85saZRfTOm5ks8cYZZ8s4kyyxMs4oOYNThpxUGrEZt49t4FB0120hHe1Tk6HkdA6/u4lSJIqnL8zEvubFIwPnlg+ibdkSNJiwE+8P3oj2EtPOIVTJkI/SXTfgEec61Vuui/k2hzMZi49jT6wXYsbWg9M/UiFHESoN24PmYxH6Dz0nZrQjT6Z6fL9DG/8yHZHobyrq9XMeaA6z8NuWlC7dhSl7NPEvK4ulZ2h/60uZtAWp1HcbPrEWVqK4fnoOHTNnIEvZyRy5qX72XDGxs6mfyp4UlX9gpy7+tz92nU+Tgs6kqDuR7QYxsSLRv6WoV894/OA+9+7di4f+4ESa5sxPkaaLOXfjAQ8fP+fVRxY8oiKPMrV2DlKmbM74vQbeedjXvHzxkufPE9pS9JTwkzNoljkdGZov5+Ldl++ZDBaJRP+6FBOr29qffOkzkr3jMs6GxY3hz9FsG0rdlBkp2HQFV5Wc+c3LZzy5H3+MuXfvJoYDE6mUJRdF+q3lgvE+D5++4JU69x31ihcvX/D8ZUKjwXMizs6mnUMqnErP4Kgs9Ig+oC/KxEbdvszGIS0pkqM+/eYdwPPmI56/UDqKOpv89KmVP3j28jVvrH0nyriLwbVykCRNZbquvEiotdwD7XEWdy6Hfco81P7xFJGxFp2iePP6RfQs9dPHmPePpmy2gpT/fjMet9X6z3mh9NT43fMN9z3XMqByITK3XML5WzInLfqn9JLrF5fTt3Y5ctUYwZJTwdxSEtOXL57xxx8xbV/hD+Wz1+9a5hvt7/SqlIWkaWvSa+1lIqzl7gcdZm7bEqRIXYiGMy5w29L+o3gecZKf6+ciTYqcVB+0jKP+N3lsqfOQMJ99/NymCOmT5qT+iAMEi4cViT5JPXGbw9d5ClPi6w0EWD97q6g3vFbHjZgx47GJa4fXM7NdGTIlz0HloTvwvGcbEEM5s20ds8b+yonLAYQ+ttZ7chvDudWMblGQlOlL0nyFp83ruEQi0aenN7wM3kyvgplJkqI0bUZtxTXsXnR/fnoL04U1DKqZi2RJy9Ji/lUefGRG6g/XOdTInpcSI/Zg+1ppHnmwff0yJs7exSUfE7ffjjW30J5czrBGOUmeJitlfjxJuGwnFn1AX5CJjeLu5RUMKKSeAUqGY+bc5Mufl9y5cpIzpy2laDLnGCExi0hvHuK1uj81sqYkRdqMZI8pl9WFtCmcyVbrB7bp4izRvnmMbvcYqpbObymb3cWBJHaJFSOcgSw51PptGLLsGnetxWMU9SSEQz+2JlemuvTdrrWZyRaJ/lNFcG5OZ/KoZ0+SOpElTz7y581NrrftPppceXqy8FTYux0Ab+5y5ZdvqZgpBSnTZbJp/844pshE7obT2W2yiT5Rjwk9MYcueVOTMlVanDNnf/vd2ZU6aVM4UaT5dHYGPEKOeotEn6bunJ1G8xz5lb76K9dsXrGj6vVdb3aNaUBea+zMlTM7WTOmxzF5Lqr3W8vZ8Odxjufc4NzsHtRI40SmzFnfjSE5c5AtkxNpHJwp9N2vnL8e50EikejT0+s7+K8fRtVMjiRP7UTGbDne9ufsSn9OnSw3Zbuu5Mytj81IveDemWlUzpyTIoO2xt4V+cyTNb0bkdPRhSxZs5PDZszI6pKO1CmV57aazh79E9m5IfqgvigTe/PCEvrmSxTnMHlcklFw2I5Y76yKehKO78mVjK1fkIwx5dIWp8nYNRy8dot4offNAwLWdCZ9ctvvtaUkradcIPbW/+dcP/MTHXJkJVvbNXg8iZ0GiET/mcycmNKenAm2R1vqMm6vnofWWqrePDbjeXQpI2vlxSmmXPrStJy4keO+d+K3/9ePiHTdxqJhzcia+N13p6/Qlv4L93JZey9+HZFI9MlINbEtVBPbYlV8E3vLjdVdcr3t13Z2RWjc9wcW7HQl5ObzBJLK19wPOs/BFeP4tk5RHN/WS0aqqn2ZvvIA7jefvudeCpFI9Mnp+W38T6xnZo/yZEga05/tyVOhB1M3n+Ra2J95jV60ia2SkImNekakx3G2Lx1FlyoFSP12zEhCmvwdGb9yF2eMj95zmapI9E5f1Hbil49vYPS5yuXLlz+AB36h9/gjXg98xUNzCP5Xost5+GgIe/i+7b6v+eO2AS+PK3G+O4YAdBGP43TANzy7Y8DP9SreoXJDo+if1gseRujwTrA92nAlhPD7zxMIQC95YArC11rOw1dLxKMPh5Dn98Pxv+Zu/W6lX+mvc1eOr4hEn7xePYogxMsb35BbxJ1PjXr1hNsGX65Yx4IrVzSE332ijDAfVtTrR9w2a/Cx1rvs7oW38S5PJRMViT5DKXnuLT2+njF5rg9B+tvE2Zf4AUXx6mEEAZ5e+Jru8DQh1/vqEbeMITZ5iyfewTf4SOohEr3VF3axk0gkEolEIpFIJBKJvmSJiRWJRCKRSCQSiUQi0WcjMbEikUgkEolEIpFIJPps9I+a2KioKG7fvs3169e5efOmIAiCIAiCIAiCIMTixo0bvHjx9y9T+UdN7Js3b9BoNPj7+xMYGCgIgiAIgiAIgiAIsQgICODJk7cvffzL+sdNrF6vJygoiJCQEEEQBEEQBEEQBEGIRXBwME+f/vk7r+NKTKwgCIIgCIIgCILwX0NMrCAIgiAIgiAIgvDZICZWEARBEARBEARB+GwQEysIgiAIgiAIgiB8NoiJFQRBEARBEARBED4bxMQKgiAIgiAIgiAInw1iYgVBEARBEARBEITPBjGxcdBoNGh1OvQGI2az2YoRg16HVvlbQnVUNBotOqWOKaaOSamj0yqfJ1w+FkpdvVLeaFCekdDf36L+Nj0Go+ndbzMZ0KvPSbC8IPwVNNHtWG1jJmv7+qttTKNT2md0W/5weeVZWqWs6V1bNhn16LTv72OCIPz30egMmGzHg7hYYl38fqv2b73BJlYZPzaOqGNC3Pj2F+KoIAifDpZcOvbYYVLGADXGJzgGxOQetv3/be6dcPnYeXp81JwiwbrCF4OYWFuUTqea2JCgAPy8PXB1dbXg5uaOl18gwVot2gQ6oEYxvTptCAFKHXe36DqXr17DOyBYCcpKnQ91IrXjagLxcffgmqcvAcEf6uBKMA/0w9v9svW3ueF21Ru/QA26j5hsQfgYatvXaIIJDPDFy6aNXVbamH9QiBKQPpxMqgZYGxKAt+c1rl7zIyiBMhYswU0xucEBSru/zGXLcy5zVW3/IQn3MUEQ/g2U8cBX6c+X3azjQQJcccfTT4nZb8cGpf8qBlaNa37e7ly2xkRXd2981XFEiYnxxhFLfFMncdXx46r1u5Wx58o1fJQ4qo4XEt8E4fNAo1H6vzqxFeCN+5WYXOIy7td8LDFezWVjL9iouUcIQYH++HhcUXLu6DHDzU3Jo5XcO8SSR9vmBcr/HeyP97WYsSIh3uUu754jfGmIiY1BndUJ8eLyyR2snDWB/m3KY29vbyGdczlaDp7J8r2ueKuG0Xa1SO2sGk8uHF7NpLZVKe4YXSdjwVp0mLyaPed8FZMbf/bZsgplUFes9OhcV/N9hbq07LWEgz5GzIY4wVoN8PoQ/D2O89usAXxTNqv1tzmRPn8bBs7cwJFr/gSpyYFtPUH4k6gTMSGeFzi2YzkzxvaiRfFM1jaWgYxFOzB87jr2X/YlUGmLCbVldUbUFGYm+Og8ujdsStVuqzinfKaPZ3rVBFdDsO9pdv4ynu6lspLR8pxMFG70HRNWH+WyjwaDXhunniAI/00sE7A6Lw7P6UjF/OlJl9YBB0tfjUPhunRedhaNSV310FhMarD/VY5tnMWwNqVxThddzqFsO/rN2coZzwC06qTr22cpdZT/P8TzHIdWjuWbuoWt352WjDlr033SSnae9SHImujG/Z2CIHxKqIYzCO9TO/j1h46UyBeTS2SmWK3u/Lj2EOc81Ykpa56r5tCBXlw5vpn504bTuXIunBysY4ZjNdoNnsWao5fxClTyYG30MzR6E+YrW5jQoQpO6dLiaC0fm0zkqDiODa7+hMQab4QvCTGxFpQgajShu7yTn3pXJb3SKexTJcXOzs5KYpKndiRdoQ6M3XQWb40eg8XIajGY/Di1bDBNijljnzwJiWPqJEpKCvvclGw+g+3X1Nln21kk9T98EAEB/nid3cUvwxqQLWlGSndZwAFvI6GxTKy61ViD3+n1/NC2IukdU5MiSczvUklBakdnCn4zmfWnvZXOLdsnhL+KDmN4MK6/T6V7CRfSOaYhZZw2lsZJCUCdZrHtol90AmrTxoKDAgkK9sPj4g4WdCtPlsRZKNFuOacNpjgmVt0xoCS4XkdY3q8WOTPYkzLRu+ckSpaKNBlq02PWXi4rQcpoDViCIPz3iTaxnuyf1Jg8DrbjQRyyVaLNotMWE6seqdH7X2T3jE4UyeBA6hSJ35VLkoJUDoX5asRajnnpMBuiJ6q0BgMh7rtZ+G09CiuGN0WyRDbfn1Spk5mcVQYx/7A7gZYV3oR/ryAI/zLqbixtAO775vBd2XxkdEhJIpsYnzhpKhycSlKn71IOqJPVOjW/NRDouo05nUsphlQZM5LG7v8plNzbqaJifrecx19nQK/m0nozoW4bGNKwgE3ZuKQiXdHhrLkkJvZLRkyshWgTG3D6d34Z2Z5vRkzj53V7OHb8BCeOH+HgxrkMbVOKJEnTkLHDXHZdCcKs7rXXGTG6rmNgnVwkSZydsr1msX7/Cc6ePc6BDTPoXSUnSVIXouGPu7hq6dxK51O3Hgd5cXJZPyqWyEuOrIppSK0aZheqKB37UBwTq9GZMPufYO3wBjgks8ehZm9+WLmDo8pvO37sELtX/kjPOnlInqYUbWcqyX+gAaM+zkquIHwQHaZwX06sm8vwZp0ZNfsXNu4/yvETJzh2ZDfr5/SlWcG0JLUvT/fFx/AI1kefgVN3L5iusX/6tzQsmpPsWZ1Ja0la81C126+ciWNiNVoDhhBvLqwdSKkMKbDL3ZBe8zaz/9gJTp/cw8Yp3amQPhUpi3Vi8i539KEGCTyC8C8RbWKV/j2lKXntC1Pru5/5/fgZTp84xtGjR99x8hyXPAMI0eoxmYPw2DebbllTKzGxPK1GL2f7keOcOHGYHctH0jafAynS1aPfshN4KYbXoNMTanZnz6S2lE2RDKfcXzNiwWb2njjJyRNK7P1Nib1NS5IqRRZKDN3IOb/oXRqy40gQPjXUY0JKXuC1i5lfFSC9XRZKNR3Fwq37OXrqFKeO7eH3eYNokNuRRDnq0Xu9q8XAGkxaPM/uYvHAbxk0YTqLfjvAYSUnOHH8GEe2LmRYi6KkTJaBQj0Xs89dS5hRF21iLysmtl5hUuVpSP+l+zh7SslXbMelo8q4c+YK3oHBSq6S0O8VvgTExMag0RDs54XnlUtc8Q0kxBBKeEQEERGRRJoCuLptHLXSpcLOqR1Tdl4mKNSkBOwQ3Nb0o5JzNnLXHc86Nw3hkUr5yOvcuB7I2TXD+CpDOlxKDGX1JeXfSUkK1IPruiAPDs1oikNi21mjjFTvF9fEatCZzOgvbWZ887zYpS3L14tPE2gIU54RSYRCuM6L00u/o6BjNor1Xs5RL61SX7ZiCn8FdYtvEL6eHly5eBXfIC3GsHCl7SvtPzICk99pNg6riX2K1GTuspADHsGY1ECimFhD6FW2DalH3lgzoAWoFs/EqlsGDYR4H2N134o4pipLq2m7uBQcynVLnwkjVHuGX3tVJlOifNQZsIHzOjNGy44H298qCMJ/A1sTm0fpry0m7sP7xj3u3ryu9Fc1NkYQHh5OeJgZk16doDViDr7EnunfkCNFTir0XqnEIx1hlv4dQajOkyMz25LbwYWcHeaw86qWcLOZiJCjLGxXiuR2uag6dBseocp3WuPbjfBAXDePoaFzGhwbTGe7RyC6j14aJwjCfx0lH9DpQgg6tZCO2eyxy/Q147ZcRnfzhiVfjVTGi+um86zrW5XMqfJTXRlPfEONli3Cgf6+eF5WDKd/IBpjmDKuWHNvczDum4ZSziUFiWsMY9kpf8JC9UouEW1iB9cujH2Rjkw7ruf+nZvWXEKtq4wh4WFKWYPs3PjCERNri/U2RaPedsuSFr2asLutYWBBJ5Ll7MK0/e5olMAdajjH2p4VyZS4MA1H7cBdSfzNSocMDlaS+wgzAaeXM7hCZlJnbsHE3Z6Wi6F0lsPpgfi4HWfnjm1s2bqZFWNbkTd9Tsr0WBRvJVZrUBKEa7uY1bEsyRwq0XXRGYIVA225yVi9+U0fhNfvIyiZvhA1h63njJ8es6zECn+VYPXiJvVWYmPsG0S1ShvT+nBu2bfkSZeR/L2Wc9RTg9kYPVGi0Qbief4o+7ZtZceejfw8sBFF7PNRttOK2CZWo/QtYzDeJ5fQr1B67DN1Zs5hLzRm67lZ5e/qluYzi7pQOk0GCrSYwU5PI2Fxz4cLgvBfIZaJTV2G5uN34xF+i5sRYYSaTZjU+xyUMtFjhQad0Uiw21ZmtClMqvTV6b32IkF6Q/TRGzXBVeJq4N4fqJkrDYkq92fRcT/FAIcSYVQS215VcEmaiyrjd+BpVuKoGt+UscccrsXn0Ew6Z09L9o5KfPQKlpVYQfgkiV6JDVZz5SJOJMnThnG73dGHhyt5qtJntUau3/Bi38j6FMlUlMbzThCimEy1L6sT4npl/Ih5C4jlkknLTeV6gg9MonpWFzI0+YGNF4MJN71biR1cpzBpirRnypEQbt+IUEyreiux9XtkAvx/AjGxH0OjV5L6QLx2/0CdLJnJ2XYOO68EW67+N+uO80ubYjjZFab5BCXAK8bWYEnalc5sMivGdytTvi5MYpfKdFl+znIpTvTBdOXvBiV4X7/JzVsR+G8ZQukseSnRdWE8E6s+32hQTMTGSbQploP0RWrRfuo69h27SogyOJh9jrBycH3KNRjMvD2XCVT++8nMk/DPoAQSJQnVBZ5jy8i6ZEyltOMFR/EIMWCMuZQhWE1eQwmPvMX9J6G4LutFVad8lOoY38QajEF4HvmJrplSY5+lB/OPeRGkXrlv7TM6xRhf+32kkuQqJrfGYJadCSbCJLsKBOHfIOZM7IEpzSng5IhznlJUqlmLWjVrUKP5twz4aRtn3f3RmtVt/xrL1sCAixsY3zAnqZxrMWijKwHq5JXFxCoxT/2+s7/QrXAG7LJ9zdjtl5UE14zRpOHavrn0r5oXp6wVaT5gEdtOX8LbGEmk5iy/T+pCyQrtGPvbeXxCdLEvVhQE4dNB7ePBVzg0tzvVsmQhW9GOjPj5N455BKKPjMR8aRWDWtSnfOsJbHJTJ6QS6MvqhHaougsslGDXbSz4tiJpczag64KDuGuU3EPp/9EmdiPDGhUlcepM5CtTjdq1alKjxlc0/3oiy/ee5nKgeuxJJry+dMTEfhDFdBoM6H0Ps7RrBexzNeP7tafx0RmUzqdXDOQuJtfLT/IUlekw/yj+4UrSbqmnBGyjGf3VXczuVAK79GVos/Bk9NXitgFYMbVaXZBlS3KJTHko2S0BE6tg2aZl8uXUykHUy2CHXQoXcuYrQaUaNalZvSKVuo1j+RF3gi0z4xLghX8IdQLFFILnvtm0z5OLvPUnsfmCH9oE32eswxThz/H53aiYLh+l45pYrfJden+ubB1Hg7QOpC41jFXnfdGoZ8st9dWJHR2+uyZSN396klbuy8/HAxQTq7N5hiAI/y1iVmL3TWxAjpS2xwWsOOWjTNPeTN52kUC9EVOoFu8TvzCwdBYcMrVi0h6PdxcxWU2sTkli+xXLpMTEZgzdfBGNEjN16jgTqsNz+yRaF3dQvtuBLAWKUqZqLWpXq0G1ukOYutMVP8t3SXwThE8X6wqq5gp7JzYlU9IkJLbPRN6S5alSqza1yjakae9F/OYWiEHJV2MbTGWMUExtoOcR1gz/P/bOAjqqa22gwSWB4O4S3N3dHYq7Q3EKFEqR4u7u7u4e3ALEk8nMZCYeEoJL0ez/3skEJga07/2vQL+91l7tmzn3TvrWke+7R24nmjaoR426Xek3+BcmrDvKRSetkh+YV4B5++F/YxND6uSK2S9ZJSVTgUrU67WY/bfcI86iifI74o+kJLFxaV7e4ONxkW2/t6JA5tLUHrOV8+rBEuqeHKWh+jpsZUT57Fglr0WPVfZoA5UB2XR9RBKrv7WPGR2KYpW2DD8tOf83k1il4SqNXXNrP/NH/kT56q3pO+pXxgzqTONaZcitBhfZ6zNg0WFuqkeQy5Mn8b+gWr+Nvt64X1jN6Np5yVK4PeN3XsNdaZ+mmZUY13xFEqt35tqGIZRJnJKkVX5n20039NGSWOe9v1ErbxoSVxrIorMeksSK4j+laVmfOw6ntrFiwUxmzoxw9uwZTB7TlzblspDUypqcTSay9bqOgCAtd47NoUfOtNhm6sycU854qgcZWiaxV1fTr3AGrNI1Z+T2a+jUJNZgwOBylg2jelGjfBPajhzL2OF9aF+rHAXTJ8YqYSmaTt3BWSeN0vcoY2Zsf6soiv+8ap+h1+B6fgOjmzSmfKOuDB4/hqHd29OsXG6lv0iEbZFOjN93FVd1dVZkfGBS6R98dLhe28jIQpEJaWIyFurKlE0XcFYPgjMo8a1GKas+0HK9ypGtKz/2SzNnzWbWtImM6dWIklmTYZWsCI2nHeCWp1aJiyWR/VGVJDY21cbl44PR+TTrf2tD4Zylqdx3GYcdPE0JrPp6EfVlzj7uR5jVwI5kqWvQbWXMJNb79oGPM7Gt/uZMrPo+LKPrGdaMbI2dXQPT73j43+e+0Z3b186yf9nv9KtdnMy5a9Fpxj6uusk7NsX/THXmX51VcTy1hNH185OjcAMGrz7NPdPS+rgeknwhiVXblEEJiPdNpFl6W2yq/c6WWJLYjzOxFWQmVhT/edXDBQMIDgnlwYMHJsMehhLkr+Xu3ul0K5meeJlq0HvTLfyCjbheWMWICrlIlbkLc046xUhiva+vZaA6E5u6KcO3XkMbFECA4RYHJ3Slcu6qNBmzj7vK+BbirwazFzi2ZSYDWpUlc5Zi1BqpvppHIw9qRfGbVGnjSrKoc9jHjKaVsSvZi0m7HPANC8ZP48Kd8wdZN2cATYvnIH2RlgzbYI9blFffqAmwFk+XKxxZOYvJv49n/Khe/FS5KkWLNKbLrF3Yu2pNh8h5eWnQKPGIb0Dwx37pQVgYYSHBBHjYs2N6e4okSUq6qpPYrcTtUd9LLf5IShIbXXVpk68Rrxt7WTCwPvlLVKfhkDUcu6c0HiXgjtxvakpi9WdZ1rIQqZKWod2cU7gFKomr6T7qwO+D5upWJjTLR8KM1eiz/mrEnljLJ09fTGJ1GPy9cTw8nY75s5O64C/sdIo4eEpnmikLIOi+D+7HZ9I6qy0pK45g5QUXDL6RiYEo/hXVRNIHX19Xrm6bRu/yxSlRrjUjN17A2duIUQkeY79O9SuSWHVP7InZdMlkTYoiQ1l9SV1ObH6Njto2jFpubRlK5WxpSFv7F9Ze1hJgPkBKFMVvR51PICGuR5nZsSBWCfJSddxB3IL98VT3xNbPjU3G5kw4cAdP9bBEUxKrjHXqsr5zC2hnlwqrPB1M3/uEBOFzbR0Dy+fC2q4dU855EaKMX6aDXnz8Cb4fgO7yKoaUz0CibF2YcVS5pxIjRBlHRVH8x9Wqs6M6V25uGkypFBmw67Wc065GgtSDmPTqloEgHoRqubikC6VSZSJ38/mc8Ih472uUeykxuE9QiCkpfXhfj8vJObTNYUvSrO2YuOsGXuqJxnG1f60BvyC9EjNPpZ11IlKk68SsU46fHqbFdo34XStJrIXqO1n9ArxxObOC8a1KU6B0XX6aupurXkpgb4iaGKpJrNFwg53DapI9QT5qDt7ODSWp9NOr/6fqMAb54nZ+GT8XS49NpjZMOeZs2vT+15JYPb5BnlzcMIz6yWzIUGwEG297R5zcaP5ePU3WeGczQwqkxipnV6Ydu4POX96vKf41NV5K0OjrR4C3AyeWjKBp4ZKUqTKAWfsclPrkG/Fe2Fiu++SXklh1eb4Wl0vr+KVsJmxSt+GPQ3fxUuqvaUmR+lBIqevn57anWOJ0FG49h8MuSnuUk7ZF8R9TXQmknkRsei+6xX5UnW8gQc4HmNK6MAmsS9F0xkk8Av3ROxxkYZdSJEtVns4rL5oOGox8p7ReGUPd9o2lQnYbElQfxsoLHgSH+ON+eBrNiirjV8FO/HHcjaCAyPFLi7e/H94uR5jXrAC2Seszcus1XJWA+GO/IoriN6EpifW6y4mZLUhnm54c3ZZywtlAsF/EK7E0ajwb6ofTvvE0z5SJbGXHsvWu0j+o1ymxgr+fT8RKx4/3jDg0Msj3LAtrZye5VVm6zD/FPT9fpf3rTKsl/fyVGMNyZYbOiH+gF3f3/U5T2yTY2A1g6QVnNKZTjyPvK/5IShJr1tQAPRw4s3UuPzdvQONGXRi/24GAJ894+iiMB6GhhJoMURqlAfXVAjqjHqfdo6mZNQNpivVl7mkPgh4+5tGjh4QF3OPIrC6UtrEla7WJ7HbQKL+hXGP6PbVxBnA/NIyHj+7juWc4pTLno3S/dVz1fcqLJ/cJUJ9Gq6/q8ddz9+AMutjZkiBNLbovO4WDLoAwdelE2AOCdbc5uaQ3xZMlI0nlMay76GrayyjLrcSvN2LPiMftY2yYOpAm1ZrRtPd89jsF8fTFEx4p9Syi7qsGor6H+GP90iiBpq+63PARz/4M5NaqflRObUfZHtu4p7Sdx6HBH5cEqycd69wusWt0LVImykv5QWs56xFI2KNHPHwYjK/TQaa1LEiKREVp9ts+bhuV5DnW/beiKP7/qu4h0+B+/TgHT5/jzHU3ZSwKjliy9zCU+4GeXNswiuZ50mFbqDuzz3niZ1QCUb0Dpxb3oFCC1ORvMo0dt7y5//ARj5RrArwus314DdInyUqxvis47uxNgBqQXlnDgKrZsUpRglZjdnFN40tw2EMeKv3OgwAX7DeOoX4mGxJm7cbck3dlJlYUv0FNMbTWlesbf6Z4ihRYF+3GlC1X0Kizqg+V9vxAiQW8zrN6UE2yW6WjQOtFnPLyxUfjxO0rJ9l19DK373riG6LEGQ+UmPuB0s8YnLm8eyJt8iTDKn1zRm+5hpf6XmrtHc6fOs2RQxdx8tTjp8TSppj4wX38XE6yblRDcqVIR76+G7nkrsQon11FJn7PShJrUp2F0uNyejnDKmYjQXw76vaawJyli1kwby5z5syxcBFrDl7CwU09cMloCrz/+KkwSa2Sk6NeH36bvZCFC+cwfVRX6uRIgZVteTotPYOL0ohMy6nUje8ad+6e382yxfOZO282E/vUJrtterJX7cwv0xawaP46dhy7gau6BMKg7s09w5pRtcmUyAqr3LVpP3wSc+bOY96cmUwe0o7q+ZJH7LuddZCbHuoyZwn8xb+gzqAkpnc4Mb8nJVPZkChvU/pNnc/SRUr9nGtZ9xXnbuHIZUfc1VUE6j43vRu3ju9g7YJ5LFg8kzGdqpIneQZyVOrJuPkLmLdkDVvO3MFTrffqqYU6Nxz2T6ZezqRY2RSl0c8TmKGUWzB/CmM6VCNrvKTYVh3C4rMu+MjDGFH8Z1RnTrUeOO4YReNG9anUrA+jJ0xj7nxl3Jk/hylje9GkQEqSxM9F3YEbueilLvHTYfDV4XJuFaNKpsHKKiulO/zClDnzlfY9i0mDm1M2RUKSZ/uJ8duv4a6+I1rpe/y9b7B/YnsK28TDKnkZmvUbx9T585k/bxbTx/aksbqHNl4eSg/exHk3LyVGkIBUFL85TfGAEhfc3sPk+mpMnJSMxVrSb/w05ixQxvi5kxnbsz4FrJOQIEsTBm64YnpNZIDmCocW9ad88Xq0aj+AcTPVOGOeEnvMYtqobjQskhKrBGnJ23cxBx20ppUhAd5nWDq0C3WK1KXLwJFMmK30S/PmM2/WZEZ3rYVd2oTEy9+C0btuKLGH2pdJTPyjKkmsSXUppIYrm3+lRZrIU9HiNl2H+Ry8rTW9dFnvq1WC8rkMal6SHNFeQ5A8ZyWaDFrNcScv04FOWq0XWr0BvacDRybXIZ5F2ahmoUq/rVxXl1IpDdDbqMPt8k5mD6hPkSzW0cqmIFPe0jQes5bjDp6mF8pL4C/+JfW+BGnPs65/TVJGqVuxWZQei85wV++DUa++z+0WOwZWJlOsZVXTUeK3Q7iqy4TUlQhq/fS4zsFZPahVLAs2lmXj2ZK9ZBfGrjnLPfU1VqZ3Koui+D9XDUiV9ud+bhk9a5chb7rEFm1aNQEpc5ejUe+57Lqmvi7DnFgqSalB44j95vE0K5OHDOqD14/XJCVNvvr0nb2XS646jJGvyzAoY+KdY6z4pT1l1EPdovxOQtLmKU2NLnPZed1NGT8jVzOJovitqe5lV7fIOR5byqCmFcmfLp5FW1ZNS+5SLeg9fT/XvNStBt74eDtxcdNk2hfLQ7a0SaKVj0fKrAUp23kya8/cM/UVahzhY7zD4am9aVYoK7bxLMsrJsxE/nIN6bnwCLc9lb9HVnP90EoSa1KdidXgcGwVE9rUpHKVylSuHJf16Th9FxccI09JU6710eJ25xQbx/Wmnfna2q36M2HTSa676Ex7giITS3XJhU6jNtqxNK9fLdq9I+3GLwtPcNcncgO7euiNt3LdTY6tmMzg+uZyVWpSo+8MVu+1x0ldyqEEBZLAin9ZdSZWe4PDC36hpVKvqkSpi1GtUnUgc/Zcw1mnvmpHfcDiyKlFI+lSx6KcZftp3JFBa+1xV/etmJ6GqjOyerwNzlw9vIapHepT21S2Dm2GzmTtKQc81MPVZDWBKP6jmlYN6Zy5efY4B5aNp2PLuuZ2XY3G3Uczc5c9t121pjMaolynjkV6LxzP72DJ2I7UqmbuC7qMZ+6uizirY2a0sUpnUMY6Jfm9vGsuI7s1MP9OLRo0G8Pi3ae57q70GUp/oz4ItvwtURS/MdVE1qDE8Q5n2Tt/CG0aRca5Lek+dCG7Lt/BVWv89JBaaddeni7cvXiAbUsm0LNqFXMMovyz0QhmrD3MVXelj1Byg8h9rWof43HvBldObWL+CCWZNZVXrNWMVqNXc+DcbdyN6rY/iSN+dCWJtVBtGAYfX3x9P6d6OnD0ZNEcmKvvlY0spx5YYzpFOPZGpM7I+sT5W+q1sfyGuizC24DR8jqloXqbNq1LYxX/E7XKIKHUySj1MDbVJYCWdS3iOmOsZRXVdhBbQmp6YuttOpwhsqyPWpdNyW60sqIo/kOqSwTVB6RRxyufL4xvEUsLvZUx8VP79vUxRFwTx1j1aXyz6BMsfkce0Iri92Lkw2olJv7Ybyixs3mMj3HIkqm/UMpHjyXM7d+0ktGyvGLErK8SQ1jG3cpvmN4iEttviD+kksRGUW14SuX/krEOwhFJpmW5iJmn6OXMqo3Womx04wrkI56OW5ZVfzf2sqL4V1TrlmUdjN1Y6tvfrMvqdVHqsvq/pS6L4jem2i6jt/Gvaatqmb94TfQ+wXTNZ8ZRURS/USPa7qe2rKi271jLqsZS/kvtX71ftLj7878h/mh+c0msXq/H3d3dlMiKoiiKoiiKoiiKoqUeHh7fVhKrLglQn6aoM7KiKIqiKIqiKIqiaKk68fnq1StzFvnX+a8msSpqIvv+/XvTP0VRFEVRFEVRFEXRUjVfDA8PN2eQf53/ehIrCIIgCIIgCIIgCP9fSBIrCIIgCIIgCIIgfDdIEisIgiAIgiAIgiB8N0gSKwiCIAiCIAiCIHw3SBIrCIIgCIIgCIIgfDdIEisIgiAIgiAIgiB8N0gSKwiCIAiCIAiCIHw3SBIrCIIgCIIgCIIgfDdIEisIgiAIgiAIgiB8N/xwSWz4u5c89PHk1olNTJ482eTUGes56mAg9K25UGyEP8Lr5DZWT4m4ZtaynZz1CuO1+evP8iGQK+u2svuYM8Gf+w2FF8bbnFo/J+Jvm76MHVc88Xtp/lIQ/hPC3/Pm1QMMbtc4uma2uf7PYNbKMzj6PeadudiXeYrx/BZmT17K+ou+fKl6vvO/zKpVRzjtFvYXfkMQhP9/3hBy5wCr5v1h7g9icfEWDrk/NpdXec/rx4H4OJ9nx4xpTDGV+4N5+6/gEvDKXCZ2wsNcOb1npfneU5i1YCcXlXH0jfl7QRC+F/7kocc51iyJjCVms2rnRTyffDB//yXeEnbnCItmzmfZaXdC/jR/HAfvgx04s20D2+6EShwhfDU/VhL7pw/Xdk2hY/0qFElnhZXVJzOUbUaPyYe5G/SK6E3wtc9Vds7qTf1sCSyuSUKueoOZscMdy+E9Jn8SdGkG9VLmoULPTdx9bv44Om9CcD26mP6Ni5PJ4u9KkL8mLQYt5YTmiTRc4T/ipe48W37rQL0K+UltUcesrHJSsc1Aph1TBpLX4ebScfGOkGvLGVgwuXJdJoqMvkCI+ZtYeann3NgaJE/ahMHbNV9MeAVB+F/ylHuLWpAzkWV/EN181F+vNZd/w0PXY8zr0oz6ZbMRz7JcikJUaz+RzZe9efzeXPwjTzCc38y0rtXIltTiGqvE5Kvbk7GrruH9TEY4QfgueKHHfsk4etbKadGWFRPnp06vWWyy9+GZuWhcvPbex681c5iuyzJoJ/cemb+IjQ/3uTS3HUWy5qXKEuevmzwSBIUfKol973uBVT9XJEuJytRu2YW+ffsq9qFXu3qUzmGNVcKiNF1xjQDLx8JK4ntkfH2yKA0tWaFatOmpXtOXnj/VpHCK5CTM250FDg+JMmaHv+Gx7jI7tqxnxazRdK+dl6Txs1Bt9EHcXpjLWPL+Cbqjf9A4f0qsspSiTpseEX9bn440rZRHSThsKNxpHdeCXvOlFEMQYucN+mPz6W2Xk5LVGtCqWx9zHevGT3WLkjWxFUmK/8yGuw+Je7HABx44bOOP1uUomCYNqW2LUnnSFR6Yv43kw5tQNGf3sGntEqb/0p4aGRISL1FLJh0x8Pl5GkEQ/rc8w2VVZ4qkzUie8s3pbBoTozluPhvvhEUUD3+AZt9YKmYpTOlqTenUO7If6UTLynakUZLSjJWnss/zucVY9YbQGysZWiojSa1yULpBW7qb7t2Hnu3rUipzCqxS1WbAAS+exUh+BUH4pngXjMPSHlRKlIwUmcrSsEMP+pjaczfa1StBBitr0tb6je3ecY/2b/zPMbd9Q4pky0yKpBko8+sBXKLPBoU/xvvqCbatWc6iCb2omz+V0k8Up/l6d1m5IXw1P1QS++6+F85KcH3U2ZcHlg993wdwc/0A8tkkxKrCRA5on3+cjX3tupoORTORPHcHJp7z/RTgv/Ph9JTW5EmajsLdduDxyiK9/PAY5xXNoz6hsspMg98Ox5rEvjYeZ2bDPMS3rUTfHc6EWAzkz72OsaBpHhIlr0rfne6xPOEWhK/hDUGutzmz5SSugU+jrDZ443uG5V2LkzRhNmrMuIjRsi5b8KfxEFNa1qJW+0FMHN2G8mnzU37i5RhJ7NtHl1lYKWnU+p+8PVOPSRIrCN8WT3Fe2ZH81lXpusSVL6zoU8a2J9zXXGDzUQc8/KO25heaA0wsl5WEVqXpvsqB0MgxNtyX4yNrk94qNcU7bebOA4v+JTyA6yv7UTxlCjL02InL869diigIwj9BePAxxhZOTfxktfl59R1CzZ+bCFbG/raFSWpblrabvGJ9IP4hzIHNfZpRvMwQZk/5mfJZ81NqxB6coyex751Z17ZY1DgiS1larPeQJFb4av41BzuF++5naK7UxEvRjYU3QsxLd5/htLwTRa0LUXv0KfxMn33iped2RhXOSOrcg9jsZbHAIfwl/heW0LNTS5o0bWJavmmbNAe1xhyIJYl9i/HwbzRJlppcNZdyM0aU/5agE2MpkS49mbus50aILLkS/ts8Q7u9D1lS25C273YcH8USSIZeZ3W/uhRvMJoNLoHotyuDj3Vuyk+ImcS+f6HlzPT+tGvWhKZNalNOaVdJbNrKTKwgfHNYJLFLvyKJ/SxhXJ/amDzxs1Fz7DE+DokftOztXZ5EVkVpttbL/OEnXms2MyibDalbreXmE3lKKwjfLuF8MO5hYM6UWBUYxgZ99DT1Fa5zW1PEpgB1lzjH7E9eenFiQgcqFu7OPHsDodfmUitHHooO2x0zif3gz+UVE+jSpIkSR9elUoHMJE9fkuaSxAp/gX9NEvve/yAjCqUjVa0ZHDJGhtp6DvQsQzqrEnRaeCfG3td3/meY1yo/SbM3Z9LF0Bh7aSN5cWky5bMXotzQPbEksS/x2jGUGvHSYNdsM26xTIJ90G6nR7Y0WBUcxRbPp+ZPBeG/xVN02weSL0URGi24RlD0EeKpF4emdqBErd6MOxagfPAWzzW9KWsTexIblWDODqtG5lStGHvAW5JYQfimUJPYThS0LUKt/svYb2+PveoNJ9wDnsU5psXOQ25Nb0jWFDXotcqJT1vcnuK+7mdqZclOoc7zOeYSZLFs+C0BZ2fQokBxmi6Ope8RBOHb4qULO7uXI2v2anSefQq3wMefkspwb/aPbEzJsu2Zcs28BSGSPwNwWD+UpqUaMXS3J2rv8vLqTKpkzR17EhuFx9ye3Z7cNoVosk6WEwtfz78kiX2Cdkt/8mQsScP5l/i4Suq9Jzu6lCJV/PJ0W+EUc6P6Qwc2DCyLVYYq9NzrHcfBS+GEnfmdstkKUj7WJDac0MsL6JrFhtQFB7NJE3PL+p8uG5TvlSS26K9s1Xxpu7wg/EUe3WJ1u1JkzNWPFTceRB0g3vlzeX4/StfpxZC97uaDmZ7hurrXVyaxRo4NqkwmSWIF4RvkKU5L25DP2mLJnsmsFGz9O6uP3ED75AtH6kcSepxxpXKQrvyvbHSP9rD1Tx32szpQJLUttgVbM3zeSrafucyV45uYNXQIP03Yz71QCU0F4dsnnFfGE8xrUogkVrkp22IQMzbt48TlK1xYN42ePX5l9Ja7Fg+xFN6F4rbnN9rUbsDAtXe4b3o69o7HF6d/ZRIbzOVpP5ErhSSxwl/jX5DEKg3JaQvDqxUhe4u5HDFYHB/85DKz6+TFyroJww75WBxUYSbsNusHlFGS2Kr02meII4l9T+jp8Z9JYpXx3fsEc1tnI3Hi1BTtvZDD111xd3dXdMXp6n7WTOxOlRTJiVdiHNs8JYkV/ou8C+T2ir5UzFietvOv4G+5Kv7dY/R7ptKqupLArr1nsRLhPfpN/SifIg8Vpzp8PjEN9+boz5LECsK3yQu8dv9KK2X8K1SwIAUKFDCZL092MqZMQvx0pWgz/xJBX8pj/9RzZooSZGZpyoD1joTGGCxf8+jWFoY2LUnGPPkpkD832TOkIUViG6wL/sJmzZNY988JgvAN8jYMx7WDKVc0H7kK2JEvZ3aypLYmnlV+qg/cjZPlSePvXuBzcQU/d2hOqwVXlHT0E29uzaV6tjwUH3UY7Wc7gEAuTW0jSazwl/nBk9i3PHTdy4SWFclWdhCLrwZGXcP/7DoLG+QnfoqmDD/sa/7QAouZ2B5xzsR+OYmF5xjPLaJP5azYJE1o8TQ8Edap05EhfWpSJIhHvIqT2e0V1zt6BOEv8iaQe1uH00QJKCsO3cKtKC9K/sBTp7UMLFyNOh0WcdjNB19fX3x8fBRdOT2jHcWts1NCqdP3fAIIfPgq9vovSawgfNOEf3jPu7dvefvRNzwOdOT4nO5USWdNirI/s8Ip1oErgpcGLi/oQ9nslWkx8RjRJ2HVMfDZva2MqlOfcs0WcNzvEc9DNNzYvZrpA+qQOUNWsjYZx9qbgbySc50E4dvm/QPcNo+mToHmdJ1zDt2LRwS63ODMyt9pVzs/6TOUoNbYHdy6HxFPvNIcZNJP1cncYjI7b+st4ggtzrtGUzZTdgr0XMZJF18Cwp7zZ6zb4iWJFf4eP24SG/6CoOsbGNGmMrkqDGHxFf+Ym9DDteztWpLUaRowaL8x5v6gB7dY16808TJWo+8B43+QxCq8f8lD58MsGNaCPGnSkEYxY/ba9Jmxls1LhlM/XSoyd1zJxfux/4og/BU+PDdwaflAmhfKR5XhagIbfVh4ieeG7pRIrT5MiU/CxIlJlDAhCc0miB+feFbxiBc/AQmT56PYsBP4mK+MgiSxgvB98vAqizsXwipVRTrt0Me6P/bdYxeOTu1N2RxVaTPpKG5PYjnU4Y0Lm7rXIX/hLsy8abGSKPwD7988QHN0Ei1zZyBj4/mcDvgz5oonQRC+ET7wxnM7fe0KUqrPRm5Y7iX68I7XT505MKYuOdIUpf6MG6Z9rwEnptLS9B7qeDHiiIQJPsURCRKmpODADVy5b75fFCSJFf4eP2YS+/4hXkdn0rNuKfK2ncYu5wdxLGUycLh/BTLEL03HxXeJ/oD5re8JZjbMjXX2tsy6/iiOwfcrk1gT4bx99YyHDx7wQDHs0XNeK4O88/qe5EpdilaLrhEoa66E/5B3YffY/1tnamWvQscpx/CI9eWML9Fs/ZkaBWyxsU5G0iRJSGJh4oQJIgafBIlInMKOkiNOShIrCD8SL++ypm9JrOIXpd6c29HGv3D+9LvE+hGtyZ2jOX1WXMX3ZezTqO+9lKC3YhbilezPSo9YBrCnDqzvVJyUabuw8Hq0PfmCIHw7hL/Ae/dA8qbJhN3I/XjEEs8+vTabn3LlIm/Dtbh8eE/wubl0zWBDCpvkJEsaLY5IlJD48cxxRJLUFBm0kash5htFQZJY4e/xgyWx4Xx4HcjtzaPoUKogVYdt5Erg55rDG/Q7f6Z8qnyU670Tl2hnLj10WEX/3OlJV3AMe41xZ5ePzk2gXPZCVBi+n1jObfos7wx7GV02I0nT92DJ9RDZNyT8fcI/KIGnPWsGtqZEoTaM3nQP84qfWAjn3YtH3A/0x8/PL5oenJ3V3rScuOSwfTj7BxH8+M84ViL4cmJwFSWJbc1vh33jKCMIwj+CEmS+Dw+P/QFs4BlmtihM8txtmHAx7NNMbPgbnrofZnbfeuQv25cpR7x49Jnp0/eeW+hdKRNWdp2ZdSnmMXCvA08zq3ouUtp2kiRWEL5lwp+j29GPXGkykKPbOq4FR39w9Q6fg2NokDwDdg1XcPOl0v7/fEpYQPQYQtUb171jIpYT917BGbcAgh+94HWsy4lDuDa9LblTFKbpRq/Y+ytBiIUfK4l9eJfd4zpSOl8DBsw+xN2wL2eUH/S7GFA5GwlT1aT/tntEHhr+JvAa6/tWIXXSHFQecwq/OKPzvzITG0k4718H4Hh8PX+0LEraxHmpN/ksenkRvPC3eUfo7Y2MaFKF/NV/YdEZDQ//9hORd58Odppy23xicRzITKwgfKO855XzThZt3MraY84EPv40Hr4KvcfBcU0omsyWgo0WcfGJ+Que4XN2Pv0q5qdU1z/YeMmPLw5LrxzZ0Lsy1glTU6zxbA653Df3GR94e/8O+ya3JUeSVKSst5iLoW8kQBWEb5b3vHbbQJfc6UlgU5Euk4/i9PC1uc2+IPTuLsY2yEfS+MVoOOMaD7/QN7y+GXmw0yG0n316JTOxwt/jB0piw3l0ey1DCyXFyio5GfOVoEy50pQsUZzixS2tTvvFF5SE0XzZ+4fcXNaDsmkSkiR9LgqZyxW1y046ZeBNW2EUmz2fRR14P7zAcGwyDaqXUcoWo7DS4JMmSETSNDmwK6pe35Vx652ivHf2td9l1g+vZ/4bilOsqB25MqXBJnE+ao/cye0Hb2VwF/4Dgrg6rxt51QPDkmXBrlRZypUu+bG+RVqi5BBWXQ5UhqPP8RTXVT0pnTwnZX+/RPS5lffP3Tg4ojmVS6r3LEiuNMmIHy8F6XIWpKj6Oz1ns8P9q57mCILw/8YHXt2cT+NSeUmdKTd2hYp+7AeKFMxFxuSJSVuwM7NO+vExvX3hxfE/6pJI6Ufip8lFEaUfKVuqxMfrPtp0ChvvRj7yfcvjG+sYVDWbMvamJGPughQxlStGsQI5yWhjTeKcnZl81ocXMsgJwrfNu/vcW9GfUrbJSGiTidwf+40iFMyVnuTxMlOozSJOBn5pkugNj+ynUSlzTgoP3RXzFTsfDJyaPoDapnsXIk+GFCS0SoRNVjuKFS9BpbrDWHPnsZJWC0Lc/FBJ7P1LC+mVLfLk37jNMXgXThYN6sMTb24dmsegStmwjiyXMDc1Bi1m99UAXkYfeD88wXVNW5JZ3DOqBWjy+0Usl/6/8trP7zUSW5QpROOff2fO9qtolARWEP4zjJye0JqMUephbFZl9H59jP3fUXmC8/IuFI2fieJjLxJq/jSSd4+vsaxWmljubbZIT2bf+Di1IwjCP8SH5x4cXTGH8R0rYpvQoo2mL02T0cvZd8XAI8tVRk9c2D26QtT2HJupOjDpXJD5IoUPzwl0PMmqX1tSKoNl2TK0HbOArfZGHks0KgjfBy8DuX1wGeN+KmQR58YnQ6GfGL3iEFd0T79i69AbHl6YTJk0mcg3cAeOUV4sq/DelU1dyhH/4/2jmag6Y8+GyBYl4bP8UMuJ3zz2w+PKGU6dOvUZL3BdG8LzGC3jDWGau9w4HVHu/FVHdGGRyyiiEf6OF0FuXLoQ12/dxMXwOMqSiA8vQzE4XjR/f5bz9m74PnopyyaE/xJ/8tDbhcsx6mJUT5++hz40jtflfOQdz/3duHHuMjd0j2LU0fB3TwhwvMJ5c1uJ4W1PfJ/K0CMI3wLhb/5Uxisvbl49b26jZ7jk4InP01iyynfPCdE5cDp6m47uFXeMj2KOXuFP/XB3sDeXO4f9ZU8Cn8koJwjfH2955u/CtYuRce4VHFwDePrVqyk+8PaRN7cuXuaaZzCWr5Y1Ef6CYI872Fv2Kx89zbmL9/BW+hhZvCF8jh/sYCdBEARBEARBEAThR0aSWEEQBEEQBEEQBOG7QZJYQRAEQRAEQRAE4bvhv5rEhoeH8/DhQ0JDQ3nw4IEoiqIoiqIoiqIoxvDt279/uO1/NYn98OEDWq0WNzc3PDw8RFEURVEURVEURTGK7u7uvHjx91/J+F9PYr29vfH09MTLy0sURVEURVEURVEUo6jRaHj58qU5i/zrSBIriqIoiqIoiqIo/s+UJFYURVEURVEURVH8bpQkVhRFURRFURRFUfxulCRWFEVRFEVRFEVR/G6UJFYURVEURVEURVH8bpQkVhRFURRFURRFUfxulCRWFEVRFEVRFEVR/G6UJDa6Wi06nQ69twGj0WjWgLdeh04bS/lItcr3yjWGyGsM3ngr99HGcY1WLa/T422I/I2Ia/Q6LdpYykeqVa6J8rd5K/9buSa2sqL411Tqnlov9V9bL5W2Ylnn49KgtJ8odVS5l9I2dHrvKNcazHX5c/VfFMX/rVqd0k4t+4Pomsa6qGPQx34kWjm9OiZalPtkZN+j3MvitwwGvTJOSp8git+dplg6at+hjvE65fNYy380Ij6IGoNHxCCxl49QjY29lWui90Xij60ksVFUB1J1wNTg6e6Kk5OTWVfcPTURgXcsDdD0udJwNMo1LuZrnF2UazQRCXGMAVj9DTW51Xji5uz86Xdc3fGIvCZG8hvRsHVaDR5uLhbXeOCpfCcDvfifaqr7av3WeODu8qleOru4m+tY9Hqp1EVXF5wj62JcKnXcxd2iTZvamNL5eLjh7BxZTinjptRl08Mdc/v4+DuiKP5TqmOhy8d2GovOLrh6aD5dEzm+eXrgalnuM+NbZN+j8XTHzSXyGmeclfFNI+ObKH5fmh5IKe1c447Lx1hCGePV9mwa42OJixUjH37plH9X+51PsUVEDB69fKQRcbsStyjxSJRYQ/zhlSQ2UqXxeGudcbh0lK2LZzCqa00yZcqkmJlsuarTaewiNp1ywE0ZhKM8EdKqM6Mu3Dq/ndnd6lMxi3pNJvKUbkzvOds5ed0dvdqYzeW1arLreYcLezexbv4o2hYvQA7z7+So3ZHB8/Zgf9MFL4M+SiPXKg1b43abM5umMbhlaTKbrslJzkbDmLLhFA4eXlF+RxT/imr90jrdwP7oJhZNGUbHinkj6n/mnOQp35sJy3dx5p67aQAyDRg6PQavs6zsVpOSproYi5kzkyVrVrIWqUzzOcdxNj0pVQYn16sc3biSucNbUyh/dnP5vJRrM4RJG05y3dFDKaeL9e8URfF/Y8RqCUdOze9BjeLZyZols3nciWbpJvRacwmtOluijEEa1ztcPriWxRP70SBndrKYyinXVu/JyLk7OH/XFU91Ribyd5S+x+vuJU4f3MCccX1oUSpHxH0z21G4xmBmbjqIvbPGHKjG/DtFUfyWVJNUL9yvKbH0zD5UKmGOJTLlo0Ljn5m18xw3XXVKHB3tOiW20Os1eDhf5tDahfzerTr5cpj7mLzdmLzjKm6+RiVOj7wmIg7RexvxC/Tixo5J9GlSn9YLTuOmJsJKfxHl/uIPqSSxJrXoDD7obx1gwc81yJDGFutEVlhZfTKhTVoylezJH7uu4KKLXD6lJL4+HlxaP4Y2ZbORKto1iVMVoEK7+Rx2ikh8Tcsd9B44n1xIl0K5yJjamgQW5a2sEpIsdT6qdp7B1svuGIwRSalOaaQG53Ns+f0n7DLYkiy+5TXJSJm5Gt0XHuOWhzdGvTRc8a+qxxjgxc3d0+ldJjNpbJOTMEq9TEyKDDkp23sBB264KfVRXdqjXON1nLn185IqStlYTJqF0r8dwNHbB1+dE1c2jqRSzkykTh4/arn4Sl3OUJ4WIzZw0lmHjySyoviPGZHE3uPwxIbksrZop9FNW5KmC86j9fHBRxkPbx+eR//C6UmbIkm0somxTp2Xyt3msOOKG3ofNZFV+x537Ff9wk9F0pPKJgnxo1yTjFTZClNr5HrOOHpGzO7E8reKovgNaJpl9cTx5GIGVy1MtlTR+4CkpMpUgSbD1nJKSWQN5gkhUzKqdeX2kcWMaFaK7OnTkMIyno5Xn2HrLuLq52ORxKrXKTGvwROXC5sY37wIyVPmovKUY7h91bJl8UdQkliTShJr9MH9/DYWDW1B4wG/MmXpVvbvP8DB/XvZtXIy/RoVxCpBSrJ2W8RhBw2+Rj1avRHjra2MrJ9bCfrTU7jT7yzbcYCjR/ezc/lvdC6VGSvrojSbfoS7pmUSSvKrdeHe4em0bdmd7oOns2rbLvYdPMCBA9tYM60/DTNbY5WkHO2nHOGev5JYa73x9fPg2pYxNE+VEKvkVWj323K2HzjIgf3bWDmxA1WUjiJF3q5MP3ALD4NBuSa2/0ZRjEs9vgEunFk/k0F1WzJw/CxW7NjH/gMH2L93C8smdqVuLmsS2Fai78pz3PPyxqBXZ0VcuH3uOIf37WNfNPcfOsLhbXMY2rAcmbK2ZOy+23gZjBjcHbi0+hfa9R5I/4lL2bpzr1L31fq/hRWj21IyZSISZGnNiC3X0AUYP87WiKL4vzUiib3LkT+aksfGjipdp7F2v9KuD0Rr70dOcf62K15KQOnj7cjVwwv5uXlPhoyczkqlfe9T+5H9u9g4dyBNciQlYZKydJ99jNvePhiV4NU34B4H5o6jX702DJu6kDW7lf7g4EH27VrPglGtKJ8hKUmzNmbMjhu4qSufLFdCiaL4jajE0Wpc4HSYec0Kk16JiQvW+plpa7ez7/BhJU7YyurJvaiWxYb4uRoyaPtNDD5KHK3ExgajFpeL6xlbOz+pEmWldMufmbh8G7v37lf6DqWPOXCOq3fd0KiTQepv6Yz4e55nw+guVC9amIK5s5A6SXys0hai7owTksT+i5Qk1qy6zNfT+Q4OV+256qg0FkMAwcHBBN+/z31fN65vH01l2yRYpevA1AM30fipT5213N48iEoZspCt6ihWXdYQEHyfkJAQQoLcOLdyEDVT25Kh1Cg23fA0PW3SaT3xcLrOuSu3cXDS4hMQaP6dQAKMV9k8oBY5rJKTr8U09twz4OfjS4DnOdYNq0u6RHmpPWI7lz2MBIYof1dIED5u59k8pBopk+Wk/C9bsHdRggJvabziX1Hdc+aJk8NNrp6/hqOHDmOgUidN9TIYH+czbBhcmeSJrcnSbQnH7mrwMaizpMrg4+tPYFAQQZYGh/DwSTCaE3PoU60spbqs5IJyT9Nyd3XPm8NVrty5xz1PA/6BQabfua/Wf7dDTG+Yh+RWRWg24RB3/X0xyAMZUfxH/JTENiF3stK0mHAE55AnPA69H9E3KJrae4C/Muao/YEaYHrg5nybK5fv4OzipfQjan+gtu9g/PXX2DasGpkTZqR8v9WcdvXBT7lOp/Pg3o3rXLW/gbOXN75BEfdWxzfv2weY16kIVonTU3T4Vq64ajEo18hsrCh+Y5qWA3vheWERHbPaYJW+JWO2XkOnxMP31Tg6WBnrDfas7V2BDMnyUW3CYVz9jHirEy/Op1k7vD4ZrfNSuddiDlxzRuunxgbqdUp/EOSHUY1rNebf0vsS5HmEmc2UvsFypjdjUUli/2VKEmuputzX6KsE6JYnoemUz5QGcWM9g/OnJmGWjvxx+DZaJcD2M1xhU9+KZI5fgHq/7MHBPwBfpRFrNEpwH+iL+4UVDCmTEetMLZh4yBGNEhSos6RanQFfHyNGdd/rxyBdTRx0XF3dh4opMmLXeBr7nXwICPTB4/xKhlXPQdLszRl30Bkfde+Rep26lELvzs0N/bFLY01KNfFVkmU/9emW5X+XKH5J9cAV9TRAXx8Mlkv2lLrqo3Pm0ooe5EqVjlw9l3PyrpdpJUKMe5jVGf2UxPcws7vWIEuuFoze54BOSXoj6roS6HoblTpsiPgdc/3X6owEBV5lY8ei2CYtRatZJ3EN8MU72r1FUfzfGD2Jbf77YZzuP+JhiJK8Bvrj76MEn5EzIx9V/rc6Linjm+kk0sh76ZXP/Dw4O6cFuZLko/rgTdh7+kY8cFXPmVBPMFX6HvUtAJH303orY6zXLQ5NbUHqFFkpOWoH19zUJFaCU1H89oyYidVcX8OA/LbEy9OWCUcd8VWSV191hlZrJDjUmaNj6lEonRIzzzqNxk/pA/w0OOz7g3a505Gi8q9svu1NUNgDHqj9TFAQgX4+SgL7KVYwqSTM3hpHrhzdw8Y169m0ZhajWpQiXcr81Jp+XJLYf5GSxH5JrbcysHrifGQK9bNkIGvLGexSEkVfX6PSMM+wrHVhUlsVpNn4A9z5OHOkDMo+vmiv72RyqwIkSF+Jbqsv46E+qYpzKZQeX/97HBpdhxwpilJ7zF7u+vkpnxlxPj6PXqXTkjx3G6YcdTG9usf0uh+tknTrPHA+NIm6GVIQr+Rglp5zwuBrkGWY4n9FrZLY6j2vsndcfTImLUv7ecdx8PrM3mulvfj5unFxWR+q5s1Dod4buaZR95DHUlYd9Ax+BN8PIdTXhcs7x1ErWx5yVP+FFRfd8ZGHMaL4jxm5J/bolGbkT5WGLIUqU7dpc5o3a0rTzkMZs/Qw15088faLe7zR6n0ICLlPyH0djkeXMahUHrIU6c7kXTfwMn5+64u6xcfb5SSr+1VWktha/LzxCq6mMS/28qIo/rOa+gzNdQ5NaU/ZjFnJXbYPE1bu56KLFt/QUAIdNjGyZW1KNf6FtVc8MCht3N94jzPze1A6eVoKDVnN0eM7WPFrD1o1UfqZpk1pP34JW847oldyAzXu0Jh+S6P8U4/BL5DgsKe8fODE4bFNyJE8DzUlif1XKUnsZ1WSUfUdVe5nWd+nEjbZ6tFr1RkcdQaMyt/p43qAKfXykyRxedrPVWeOlEHXfJ3O6GtaCjWrUzGs0pSi1aJzuHvFlcQqv+Pni/7yEjoXykvGUv2Ze8YVHz8jPgE6bu2dRLtc6UhToDeLL3h8Op5cHdCVBNvt5GxaZbTFKm9v5py8q9xLkljxv6CSkBp9daaDyLrZ5SB71bFstHdREk/viIcosVyj1nvjnZ2Mb1SajLlbMem0koyq+8ejlVP3wWi93Lh1cCFD+nahQ+t29Ozbj65D57Fy/3U81XfLfibAFUXx/9fImdhD4+uQNdqhhSYzFKNa+xHMOXQTjRI0Rmnjpge2HrjYb2NqT6V9t29Oy14D6d9jHAu3n8VBPdAprgdhqjojfn6e3NzxO82y5aBA8zkcdFDGPllKLIrfsFrTqgtvr2vsGVWXtFYJSJgqB0Uq16J+i5Y0r96Mpr3nsf6iK95GJY7QK+1cc4W9k1qROUFiUuYrQvH8WUhp2c/ET0feSh35dd1pHDQGfKL3G+qDMt1ltg+vTzbrvJLE/suUJDZOlUHY4IOv5ip7p3WkWJbiVB66nlPOXqYXsKtLpnwdtjKifHaskteixyp7tIE+6E3XRiSx+lv7mNGhKFZpy/DTkvNxJLE6vP18MDjsZnKL8mTO2Yz+S87i6qN8piSpPoGeXN40kkYpU5Gp6HDW31TuHS2JdT0+k+ZqEmvXl3mn7kkSK/7nqgmsnxHNlU1MaFyQLPlaMmrzJVyVASryRMGYeuPv786FJd2pkNOOEn23mg5viW22xbQ/3MuJM7MakThysEpdjKbj1nHSUW9aqqjzivu9cKIo/j+rBIFarRs3j6xl9uSx/Prrr4pjGffbr4wY0IGGRdOR0CoFeVtNY9ctZVy07BeUscmod8VhxwhKRrbvJNko3nUmW65EPKBVy0fMqkRV3W7j52/A+cQCBlfJQ9Zi3ZhxxMGUKMuhhaL4Dav2Gd5a3K/sZFLbZpSt24Zug/vTo3UjahbOTHyrxKQt3YcZx2/joW4xMCpx7r3jLB1YmUSJ0pCzVE2adOrH0F/GMG7cWMb+OpgeDUuRSek/ktv1Z96Re+iUviNKfCtJ7L9aSWJjU00OfXzxcbdn+5TOlMpdgtKd57HnpjveSgKrzkJp1VOD1YNo6ucnaaqadFsZM4n94kysOtD7e+N1dTuTW1UhV/badJm6lxteBnwMajkdxgAdt/dNpn2eLGQsoiaxXjITK/6/qtUr9c/PG9cLa5jQoii57KrTa/FRbmvU+hb3TIjOxw/vWxsZU8uOjHlbMeGUe5x7ZyNmYt1xOLGWib8OZ8iQ/nRrVZvKxUpSteNEVpx0VO7nLbMuoviPqm6NCeR+yAMePFAN4+HDUIJ8Pbi5fRIdiqQlXpY69N9yC4N6dkTkdeaZWNcr+1g0egRDBg+if4cGlK1QjuJ1hzF352VclX4m+moLrfoaLj8td4/OYXCtvOQs1pgRmy7gogS8eglKRfEbVol79Yr3DrOgbXXsinRh7OYbGMOC8fVw5OaJnSye2JlaBbKTsXQHxm67isY/wDTZM71DEaxSl6TVnMM4aIMIC3uo9DNhhD3wQ3NtN9ObFsbGyo6G43ZyRavE5nqL35Uk9l+tJLHRNS2h9EHncISVI5tTpGQlqvdazP7bGoyRByop5bRKAumjP8uyloVIlbwc7eeexj0w8iCaiD2xXte2M7FFfhJmqEKvtVfMe2IjvlcTBT8fDfdOLWNQvWrksWtKnzkHuaX1UT7XmU9h0+Ltp+6JnUPPkllIXaAPSy96KvewSGJ17jgdmECtDDbELzOU5eedZU+s+LfVGoz4qgHqvvkMqVmaEiUa0H/Fae6pr5MynUAa+3VeWgOBAc4c/aM9JdIWofrP27ilBKSfXxKsPuzxNwXIYQ9D8POyZ2PfsqRJkp1yP6/DXuMTdbASRfGbUKcktiGuR5nZoSBWCfNR7fdDuKirJ2JJSgNDleQ37AH39Xc4Oa8DeZKkJWuzP9hxU4O/0dynqAfLGdWxz4WLGybRo1wRilf8idFblXHTaFTGOQlIRfGbVn3Xq86NW9uGUy5lRgr0Ws4pVyNB6tkW6qyrfxAPQjw5P789xWwzkaf1Ik7rg/BzPMbiXqWxSlmQurNP4a7cR32Fn3pPdcWjwdeN07Nbks8mPcW7L+G4oxF/y8PdJIn9VytJrIXqe199/Q24X9zI9M6VlQS2Go3GbcHew4BvtH2AahJr9L7GtkHVyBo/P7WH7eSm36fTiY1BvrhdWM6gEhmwztSKyUeczKcTK4O1MrD7G1y4vOMPOtesQPZiXRix3h43Hz+lcUYmsKpqMuyDxn4Nv9TOTZKsjRm111FJpiNmg73UjkHvzo31fcmbxoZUrWew76YnfrHsQRTFz6lRH5go9S/AeI9za8fTrnQpSpbpxsRtN0yvk4p4L2zs15qSUaWe6q+spH+5omQv0Z9Fl9R6GDPpNZ1c6u9rOp04SmCqHggV4s+9bYOolDYlWeqOY+sNg/L3yEAkiv+UahLqp7RtdUWFZVCoJrFBzgeY0qYQ8ZMVp9GUY7iqe9zUE/6VfsTPdPq4ZftWAlNffwIuLqCJXTKsinRh+jFH/P3V1Rbqlhql79Hf5PD8oTQpWJwy1QYx74gjBvWcCQlGRfGbV90ipPe6x8mZLUlvm54c3ZdywtlAkG/Eaiz1ICbfUH+c9/9Oi8yZyVZ2LNucAgj2vsmhaa3JkTQNeftu5JpWXYkYETtEJLHOHP+jKbmT5KTywHWcdVNfzWXRJ0gS+69Wkliz6iEWes97XNy7nNHtGtGwViuGbbiKMewJjx8+IFR996vJ+0qjVF8toEOnBOn3doygWuaMZCgziCUXNASHPSQsLIwHgU6cXNiLiiltyVzxN7bf0pgauU4J3D0d7Tk0fzidW9WlcptJrL2k48GzJzx5EGr+DcX7gaan1Fqd0kC9LrJ5VEMyxs9O5QHrOa8JIFQ9gvzBfXzU0xv7lMM6aT6qj9vBZTd5T6z4V1WSULVe3jvLrvkjaVOjEXXaT2HrTV8ePX1EmGW9DAnAV31djuX1agJqvMWeMc0okKEU9cbu5Y56smiUWRklCdZpcHe5zfnDp7l68y7uxkCCQ0IJDVW874fB+SyrhtYiW6IMFOswn6OuxqiDlSiK/yPVh1YaPG6d5YT9ZS7e9sDgH0SI0heEPgghOFDL7e3j+alABlIW6Mz00x6mh6dezne4ee4YZ27c5Z7GN+LkcaV9h4QG4eNxnRMzOlEsVWJS1PqF1Rc98PdVX2fnhdvto2yY8jONKjWicZ+FHHa9z9NnD3kQGtnvqO+a9I95qIsoit+EpiRW68LVdf0okiIlKUr3YfbuG+iC7ivxahhhIcEE6i+zcUR9clulJX/z+Rz39MM/QMudA9PolNOGJMV6MPPwTTx8lWvUFRyhfuhu7GJy80IkS1iRTrOPcdfHF6PSZ8R6OrGNHfUWXibgYZgSUwRKLPwvUJJYkzq8lcHU9ewqfqmWm8SJitD455ks37iBdWtXs2rVKgvXs/3kNe65a5W/1YjP3T2Mb25HYitb7FqOYNaqDWzYsJqlUwbSLH9qrFKUos38EzipDVzd1+PlxOVNw6iWPj7WRRoxYNpyNqi/s9ryNxQ37OHwJUc03gZ8/TXc2jWRdhkTYZWoJE1GzmHl2rWsXb2Y6UMaUTxpIlIV7M3cow54qq8tiPW/URTjUKckoYZ7nFrcl3LpUpG0QBuGzl/Npg1rWROtXq5evY/T151NS+Mj39um8zGiu7CY3iUKkL30ABZecMfXJ/peWB0GowbHK9v4rV49Wv7UlSFTFrB05RrWrlFcMYvx3WuTI2F8EqZtzLCVF3Dzj9xjLori/1R164vWA6edY2jZugV1O45g6twlrFbHnXWrWDxjGO1KpCN5vKxU77WGc54R73nVXDvEmqENqdiqCz1GzWDZilWsXbtG6TcWMW14GyrZWhE/eRHaTdvPNXW7gDK++elvsndiG+xSpCFVma6MW7aOzUrfs9qi31m1ajVr1x/igoMbGu3nVoWIoviPqK4yVFds3dzOuBr5lZjYhhzlOvPL7CWsWr+e9asXMn1oK0qmTka89HXpudIeT18D3kYjXveOs3JARdImSUGWqh0ZMWOp0tesYc3KGYz5qTyplXtlrPErKy84K4mruioyjvfEJs1Msa6TWK70U+s37efMLaW/UB/IRdvmIP44ShJrUj0FWMPVLeNolc58kuJnzNR5IYcctAQYvZXkV8ONnVPoWacAmRJHLZc0Uylq9VzMwbsa08yt+p4rvdt19k+oS0KLcrFblHqTj5r22eqVZNnodpk9s3tRLk96rKOUsyF9vkb8vOgoNzyURMFbBnjxL6r3JUh7gfUDa5MqSt2KzVL0WnKWu3ofjOpyYHWZoOcFVg+oQaZ0ZWg0fn8ss7CqWvQGHR4Oh1narQr5sqaLVo8VE6Uii119uk3ehb270iblKaoo/jMqAalphvT0QjpVLUq2VImitlWrBFhnKUKNjlPYfNENb6Vt65RxSu98nq1/tCN/1gykTmJZXtWatDnL0mTISg7d8sDbtFdO6Xs8jzKrZUmSRCkbm7UYteOG6YR0ef2WKH57qgc26vTu3Nk/lx61ipPdNnobtiVrgXp0/H0HFz3VNx2o1ykxhLcGp3Mb+b19RXKnTRblmoS2mclbYSCz993Aw8cY0fZN/cYRZjYrEqVsFOOXod/G67grMUrsr7YUfwQliTWpJH9+Gm4fXsLohqUpVqwYxYoWpWisVqL5xK2cddSallWaZnGNnjjdOMyKoe1pVCyiXLm6nRm58hAXlQTW27yf0LSc2MOB08sHUa1CSdPvxLy/2cpdGLr6Ah5+RtO1OmXg1mmcubZvMeN71DWXK0XpThNZtOcSzmqS8JmTY0UxTnVG/LXX2D/zZ+qpdd9ch2O1eA+m7biCky5iT6t6QJn31c380roeFdtPZOMVDQGx7IU1qQ5wXp543jnL3u3Lmdy9ARVKRN67Bu2HzmTtyVu4eH7hHZKiKP6/q1VnPLX3uHJ8PzvmDKdZ3fLmtlqCaq1/ZsLGU1x19MToHbnqQp2J0eDhcoMz29cyf0xHSpWMHOOKUann7yzYfh5HDy/TAy3TWKX2PZ7n2TC6C9U/2/eUoEzFwSw6dsd08Iu8akcUv1HVcd5bh+u1Y2yd2pP6VUqY23Ad2vSawcazN3D0VOIGy0Mb1ZlV9R3QLhfYs3AsHUtF9hvtGT5jA0duuuKpJqOR7T6y3xjVhaof+wi1//gUu5et3pMZBx1Mq8bU7VIff0v8oZQkNorKoK3udf2S0TeMq8soYitnMpaZ0c+Wj1QNIKJeZ3rKFWtZxeh/kyj+RdWgNda6FcWY9dKkcq2p7XyxHn5FG5O6LIrfiF/qE2KOb58dp0zGds1X9j3RrhNF8Rv0S+05tjFe+exzsUFsccfn+w3pL/4NShJrqdog9Ore1S8Ya+NQG2DUcmpDja0RqYO8ZbnYVRphLA09otF+uZwo/lVNh5tFqYOxqda36NdGtpuvXQmgtIsY9VhR+X3ZuyKK35ZqW43ZN0SMO3G197jad+xjVcyxM3alfxDF78dY+o0vjvExr4k7Gf1SvxFbrCL+aH5zSaxa+Tw8PEx/mCiKoiiKoiiKoihaqk56flNJrFE9qUzJrmNfHiCKoiiKoiiKoij+m1VX/bx69cqcRf51/qtJrMq7d+9EURRFURRFURRFMU7Dw8PNGeRf57+exAqCIAiCIAiCIAjC/xeSxAqCIAiCIAiCIAjfDZLECoIgCIIgCIIgCN8NksQKgiAIgiAIgiAI3w2SxAqCIAiCIAiCIAjfDZLECoIgCIIgCIIgCN8NksQKgiAIgiAIgiAI3w2SxAqCIAiCIAiCIAjfDZLECoIgCIIgCIIgCN8NP14S+/41zwINuFw6wJIlS0wuX7kXe7cAHr03l4mVZxgvH2bX0ohrVm87xnXjE96av43O+5ePeOjvzPnN61hp/p0VBy/g4PvCXOLzvL/vzun1h7mmf8Ib82eC8J/xgXdvHhOgu4f97tXm+r+S1Tuu4Rn8XPk2Oo/QntnNJnP9jdO12zjk8iDOtmDijS8Oe9axZM1Jbvh9XRsQBOH/mzeEuZ5hx7qlsbdt1c0HOat7ai4fnbc8DtFwbecaVpnLrzh+F++n0QbT8He8+fMRvu43OLVthfnea9m47w6GR3+aCwmC8P3wlqfe19m9JTKWWMPOY7cxxDa8f3jBfdezrDP3EbG64gQ3vZ/yznzJRx5psD+6NaLMqs1su6jlwYtw85eC8Hl+rCT2tT8Oh+bTv00DymW3wsrqkzmrd2TI/LO4h74mevN4G3SHoyuG0zpfMotrUlKo1ViWHNLx3FwugnDePXBk59gB9GhRlowWv2GVKAdl2o1n3Qk3Ql6bi8fGGyOXFnSjQKIKDNqt55m0V+G/wJ/Gq+yd2Y/WdUqS2bJeWhWkTo8xLL6g42GUTNSZNXUyWpSLw/jpKTnrJs/MV8XkEY5r+1E9mVI2SXPGnPA3fy4Iwj/LUxwXtSRXkmht2tJ4BWi4QWsuH0k4fwY6cnbxWPp0qEEey/IVxrJNY5mYfuC52zE2TOxJs8r5sbUsm6A0LYZMZf2tQF7GfIomCMK3yJ9+3No0g2HNCn5qy6opitN8+HL23QwkSi771p9ri9uS0LJsDCszeJuGl+ZL1Ikjv0s7mNe3NtnU2CGyXI76dB+zmL0ej2LE6oIQnR8qif3gZ8+qgeVJZ1eS8rWb0qZNG5OtGlSiYKakSoBdlrbrbhNsGci/CeD01ObkTmhF4tzlqNsy4pqW9cqSJ7k1yQoNYKXLE4tZrDc8v7OU5vkLkadQReo1b2n+nRY0qlxISR7iY1N0IEsuhxLlWfXrRxidzrN3zzbWTOlLgyJpSZS6NqOO+iAPnYT/nLcYjs+nV74sFChdmTrNW5vrZTPqVcxH+kRWWJcbwTbnxxZPQgO4uvhXBpjbSVR/om2bBlTKn5Xk6SrTfbeO2J/LPMNr72S6VchDNuskJM7TjclnAs3fCYLwz/IMl1WdKZo2LdmK1qRJbG3958ksux5iLh/Bu5BrrO1ZjSxWyUiftyw1m7eitbl8xzmHuH3fchB9ifOGMfyUMzOFK9SgvnkMbdO6MbVKZydlgsRkbDiDkz5/SlAqCN867x/gvG4gNZMnxzptEao0amHuK5rRoKIdqa1sydxgCvt8LSKCtwHcXN6NjIlTkbVsPVq0NvcBlnacx+7b980rD18TdmMFA4tnJlmyPJStY47XWzWlXplcpEyWgsxtlnIlVNYpCp/nh0pi3wZ54HB0E7tvaQl4Zf5Q5ZWBi8t7kdM6IfGqT+Wo98uPSelbj/V0LZmZpFlbKAml9tPTpZcaDo9rTLakGSnRdx/a15HD7xte+dqzbvdZLtwNjrI04q2/PUubF8HaKge1Rx1Fbxn1h1xlabecFk+llKQ5dR3GHvOVJFb4L/CaAMerHFm5HwdDKJbzJM+1R5jfrjBJE+ai/ryr+P35lRXu2VVW9WhAoWqzOHc/xiIghdc8uDSXzmWq0HbMOEbWzU+63O347bQksYLwbfAU55UdsbOuQpdFTtFWFcVO+J8GLs9uR26rTORvPIOd15Qxyvxd7LxAd+ksR9YdwSnwqcXD2w+E3d3MuDrZSWBTik6b3Xkss7GC8E0THnKSCcXTkjBJNXovuoq/xWzMW58zzGxup8SuFei4Vfcp/n3rz/VFncmcrhyddhvNH36GF7dZ0bW4ksAWpvGks2gt4vWXSrwyt3NprJOWpM1qZx6bPxeE2PjXHOz0wbCbgTlSY2XTjYU3QsyN7wVua7pTIkVBqg8/hne02P6522ZGFMhAmjxD2ab73PrgSN6i3TyAyolSkK/1Ei49Mn+s8sSDY4v6UqVKFapUKkMR5W9JlqYOY2QmVvh/5wkem3uQKZUNaftuw/HR10SST3BcP4RaRarTYaOHxRKgSD7wwnUrI+qXp8KgzdwIcmF/txKkztKGcZLECsI3QkQSm19JYrsuccby2W6shP9J8JVFdLDLTraGczgR9B8OTm/8uTyvCUls0lPgt9P4yfZYQfiGCTfFygNy2mJlN4z12uhx7wucZ7eikHUB6i626E/UJHahOYnd42v+MG6e31hAq0LpSFprPHt8zB9+5DXBp6dR1yYNaeou4XLYO1nBIcTJvyeJDTjM6CLpSFltCvu8I0Nybw70Lkt6qxJ0XHgnxhOft36nmdM8H8myt2LK5TCLJcVxEY7fnkFUSFOYyoOOYIyr5b314dy0ptimr8OIQwZJYoX/Z57hvWsQ+W0LUXfOZQK++DwmnDeaHYyoV5pMteZy4X70mv+B1/7nmNujDgV+mscBndqetOxsWxhbSWIF4RtCTWI7UTBlcRoM28RZR0ccVd30GB+8ihkcvvHh0tx2pE9biV67NTx5Hoafq3PENY6e+Nx/9tcOInwfxK3FHcmUsiwdNrsT/TwoQRC+MZ7fY3P74mTIWYc+y6/gHfbCYsWhL8dGN6FkiZb8Zm+xBUFJYm8s6UImJcaoN2Uf1+6a+xlHA0GPXkXdWqcQcnoSDbOnI0vz+Zx/aP7Qgj99DzG5dBZSZejFasdYDoMSBDP/kiT2GYbdQymYsSi1Z57DGJnDftCwq2tpUscrS9fljspwH42w26wfUAarDFXptc/w5Yb0zoOtncqQPnNzRhz1i/vp0WsjZySJFf5XPLnLpm7lyJi1Bwsv349jb6sFH/w4O7klBXNVpvuBmE9V34VeZ/3gVuT9aSpbnSNHIDe2/VRIklhB+KZ4itOyttilsDg4RdXajjLdZrHzgjN+LyxCzCfO7PqlJtZpKtJj4lxmjO5A2fiR16WjXNuxrDjpyf2XX5eNvvU/w5wmRclYcCTb3Z/HCGYFQfjWeM8zz31MrpWPJPELU7PrOJYfOsd1F1fu7p5Hn27D+HnlVaI8234bwI1lHbGx7GNMFqXJgJlsvqAl2KKfeeu6lk6l02FVvBcLb8Y8MvKVbi8TymQldcbeksQKn+VfkMR+4LlmH+PrFiVzw6ns8bJIVZ9eYW7dfFglb8ywg8aYSaeaxA6MSGJ77v1CEhv+At2e0VTOXoEaQ/fj/rllUy/1nJrSRJJY4f+fD6G4bB5GjYylaTbN4gHOZ3jlsp7+FUuTp/5ibkQZXz7w7oknZ2cOoGqNMay89cD8uYqOPe0LkyprOybYx/JoVRCEf4DneG4bSv1S2cmaJTOZMmUymSF9WlJZJyNJtsp0WXGDUPPg9jbAnmUd8hM/vjWp0mUia3bluswR12RSrkmdIhkJUtRl4MZ7hHwpI33jzaU5XSmTqQrd1twjTDJYQfg+eP8Et42DKW2XjYzZc5AjW1Yyp7MlaYKi1FXiW9fn0Rrzu/s4bhtJyWzZovQzGdOmIZWN0mekqUf/DQ4EvTcHuyEXmNWxGAnjpadIhwUcdDHg5+en6Iu3xzUOLhxMi/wZSZWpD2skiRU+ww+exL7nue4EsztVIVvxXsw85xP1gIpnV5lfLz/xUjRl+JFY1vGHObBhYFklia3y+ST2w3N8j8+kTeGSlP5pIccNX9j4I0ms8L/g/QM8D47np0I5KdV7NZcDv2JftzoLO7ExBfNUoccen6gPdt7fx2nzGBpnaULfZRfRhT7k0cMwwsIUQ6+yqrkdKTM1Y/heN8IePePFG4laBeGfJZz3b17y7OkTnjyJ9DGB2qvsmfQTZWyTk6rScNa5RfQNzzx2Mq54JmxSNeeXlcdx8Avl0ePHEdf53ObQ3G7kS5WQRDV/Y4fHi7hXG6nLC9f0o26+fFQbvQ+3p3KikyB8F4Q/RrdvEk2KNKP9H0dwCvFDe/0M++cMo1HZbKTOWI6m0w7j/PC9Rfv/YOpnnn7sY1Qfmd4du31KW7KnTETCyr+x0838VDz8NcEXltK9ck6SJ0lKUtWkitY22KbLSMZ0qUiRROmbMg9gvYsksULc/MBJ7BseOu7m987VyFGyD9NP63kWfRwN92JPl5KkTtuQQQeiBewqYbdZ17+0ksRWo/d+Y+wN6X0I7num0LxAGcq1m8cx3YsvL5mSJFb4/+Z1IA6bf6FtkVyU6bsSe/9Y9r/FwqMbi+hSqAAFGy7marRVPh8eO7FzYHESWcUjScrUpE2bhjRpzKa2xTpxAuLFT0zSFKlIU7ALYw4aZPmgIHyjfAi5yPz2BbBKU5lueyK2vzz33M7oQhlJnW0gmzxiLtsIf3mTZY1ykzx+LYbttDjN34LwF3ouLOhB/QJ21Bi9C8dHEoIKwvdBOO90exhStCiluq/mcvCnqCH8zSue3L/O1sHVyZq+NM3mXSf0K4KKD48vM7dGVpIlaMCvB7w/HQb14TmBbsdZ2qsOJZImJGFCxYx2VBs+n9XzhtKqUHbSl57GiUB5zY4QNz9oEvsc3wtLGdS4NLma/ca664G8jLWxeXOoTznSJyhD52WORF+Z/9b3JLOa5CF59jZMv/owZhLw0sCV1UMpl6saNQdt5krgy68L2iWJFf4fCX/myakZfaifvTytft2FQ9hXDgIftOwd2IgCOVsx7kRAjLr84ZGSxP5ciuSJ40Xb9xKLaZsycKdOklhB+FZ5eZe1/UpiFa8IdebcMZ1A/j7wHAtb5MMmc0umKWNezPlTd7a1KoitVVV+3uIZ45U978PusHtkW6rlqEa32afQPJMeQBC+G8JfYNw7GLvUmbAbuR+PWJ5SPb48g1Y5c5G38Upuf8X2JN47srZBblJaFafH8ruEmj+OIJw3j0MJMhowGIwY/YN48DIM3Z4xVE2dheJjT+MrOazwGX68JPZDGK57f6drmfyU67OEY9pnsQzEkfyJZnNfyqS0o9KAfXhGe2D8xHEdg/NmIG3+kezyjtaSwpw4MKMDxQo3oePMU7j9lWMXPx7sVJeRR3yjvNNTEP4T3ofcYNuIdpTM35iBSy5j+JoXQ5r4QPD56TTPX4JSXbfg9Nb8sSXv/+RpsDceHu64u0fT9TCz6+chRYZ69F1rj7uXH8FPZfQRhG+WkAvMbVOUZDla8OuZkIgHTsrYdGFWa9LZlqLtyns8jv6A9fl1FjfKReJMbZl4NjDK2PrGeJbF3RorY2Jbxm65R8hX7F4QBOEbIvwZXtv6kCNtRnL23kSUYy9MhBN4fDxNU2Qkf72lXPua+OKRPTNrZCVRjk5MuxD05aXBIRdZ2rIwKdPWYfTpQGILRQQhkh8riX3swqGpfahapBH9p+3l1lecJPHOayu9y2UhcfpGjDig+fQ+zIeO7BxWmwxJs1Bu6BEMH1vSO55pjzCndVnKNOvHpF3OhPzV1VLv/Tg/oxm2SsA/6niArPcX/gu8J8xxJ7+3q0uRmiOYe8wDy9cUf5FXLmztXoM8eX7it1NBf2MG1cj+DkVIlbU9k67EOOdbEIT/OR/40+0Aq3cfYKe9jocWT0vDn2s4M+0nyqSwJW/dOZx9FJmt/kmg/WxaWCclbd5+LDim4eMxbX8asV/ek5JpbEjTai7HfCJHrtcEXFrOz41qUaLxBNZc8YkxQysIwvfAe145raJttrQkTF2TfnPPo/0YFKunFh9lSstCWFsVpPakS4SanmI9J8D9PKvn7OHKTY35swjCQ505PrcDhVKlJFPnlVwIjntKiQ8vCHbYz4JB1UibPC12vbbi+vwz5QVB4QdKYsN5fHc9w4smx8rKlpwlq1O3QR1q1ahO9eqWNqPPmisYI5dJvAvh8rwOFLGOR5KsRShvLle1bAEyJ7HBpsQgVjk/+fTE+f0jPLb3I3cyK6xsc1GyWh3q161FjSi/odh8NLNO+X1KUJ94cmLJgIjvqpanWM7UJEhoS9Yi5alavQY1Wi7giOeTv5E8CILKfa4v7IGdupQ3ZT7K1KpH/To1Y9TLGrXGsul68KeHNSY+EHL2D5rmLkaZbptx/DszKB/c2NamICkzt2asvGJHEL4BPvDq+hwalrYjXY7ClKlQ5WM/ULlcIbJbJyBlrlZMOuAdpT94/9ydk781IZ9VQmyzFaZsVXP/UaEoOVPFx6pgJ/44beTjGzM+GDgyujEZreIRP31hKtatT73aNT/+VoS1qN9kOgfdn8rMiiB8y7wJ4PrcrhRMkpiESoxbtEJVcxuuRLnCWZUENi25Gs3kgE/k7tZX+J6bR4f06cmZpxClqlT72O6rKH1PVvX1XkU7M/WMkShv5nriyLYpfT6WrVa5HCXyZsA6RRpydpjPcf1nDo4TBDM/VBIbbD+f7hnNe/I+Y6YBO3C0mKZ6H+bOhW2T6F48DfE/lstI2e7TWX/GwFPLlvQ2BIelLUhocb/YLUXz5a6fXgx//wpLuuaIpVyk7Zh35b4M8MLfxKgEns1JE2vdsrQ8I/boeGK+ysR9e6Y0Lkiy/B2Zah/291YGfHBmY+NsxLNpxIjj/uYPBUH4J/nwxIndc35nSNNiJLLsB6wLUKP/TDae8iAkxqr/cN6EeXBuyWg6V8v86ZqkxajdbQJr7LU8sByo3ruysWslkljeP1YbM+tS6JffUy0Iwj/LUwMXt85kcMOcUdqwTc6G9J+5jVOuYZ9iW6W/eBVwl+OzB9O9SUlsLcpbpShNw16T2XBFR4yjOe6fZGy9TBb3T0vhlkOZuGgPV31iOzJOEGLyQy0nfv1Ax53je9i1a9dnPMBp5wCexMgWXxHseIkzuyPK7T9xFZfgl1H2/JgIf81j75sc2rc72n2jefAit4wW+3FfP8Rw72zsZVUP3UH/8LU8eRL+Ji8Jcb/BsdjqlqW7L+MW+CJqovrcwNVjh9hr70bw332KEv4En6sn2H/4Ks7BH88fFAThH+bDqxc88XHi7IkD5n5gN0fs76IJ+1Jjf0aQ5zX27zX3Heed0N6P5QSH8Kf43rnIIct+Joa72XvgJrqw1zHHVEEQvkH+5JH+BicPR8bUx7G/6R3n+57D3z4h1OjMxd2RsbHyT3sXvEPjeGz1OgSPG6fNZdWY+wqOfk95I0Gw8Bf48Q52EgRBEARBEARBEH5YJIkVBEEQBEEQBEEQvhskiRUEQRAEQRAEQRC+G/6rSWx4eDhPnjzh4cOHPHr0SBRFURRFURRFURSjqOaL7979/ReN/leT2A8fPqDVanFzc8PDw0MURVEURVEURVEUo+ju7s6LF3//NOr/ehLr7e2Np6cnXl5eoiiKoiiKoiiKohhFjUbDy5eWbyr/a0gSK4qiKIqiKIqiKP7PlCRWFEVRFEVRFEVR/G6UJFYURVEURVEURVH8bpQkVhRFURRFURRFUfxulCRWFEVRFEVRFEVR/G6UJFYURVEURVEURVH8bpQkVhRFURRFURRFUfxulCQ2hlq0Wh06vd70t0SoR6/TKZ/HVt6sVmu6Rh/lGuVesZVV1Crltco9P5VXVK7XxXmN+ncpv6Gz/A31GuVvVT6PWV4U/7oRdUypl3qLOqbUZbWOxVWXTarXWbYZc7387DWWmtpc5G/F8r0oiv+I2uhjTgyV72MZgyLG0U/l9F8Yqz72PdHu/Zf6EVEUvxGVdhutPcfeB6jlLOPtuP1cTK3GEHo1BlfKxPq9+EMqSWwUlQaiDrzmhqL+nxOh8p15gI01kY38Tv33KNd8ulf08mrjNjXmj+UVle8+/n7037H8/SjXWNzLsrwo/lXN9VINJr28LOuYGsjGUZc/fhdR/yOviRzA4n4oY6lSRv3tyN+MtYwoiv+M5nb5OaOUt2z7n8p8/NzU1i3LK1r2PZb3VcbRr+9HRFH8JlTasRoTRI9x444LLNv857S8xkK1/1B/S71PbN+LP6xqvZAkVlV9iqN15d71M+xbu4iJA5piZ2dnslDRxvSdsprd9o54einllAb46Vod3gYP7l3dz9KBrahbIOKaEtXbMWTpPs47eOKt/9Rgtcq1Go0jV4/uYvvKifSsXJYi5t8p0rwPY5Yf4dpdd3QGvfkapTPQe+F29yrn9q5j8fh+NDKXtytcnGr9p7Nqz0WcPL2UcuZEWhT/ouqTUK3Lba6e2c3q+ePoU7ekuf4XpUTtIcxcf4hLLsogpAaaltcq1xl0jtw4sZbff6pPOdM15ajdbAxLDpzjumv09hJNZeDRe2txPb+GsQ3LU7BcHybtuYHW34gutvKiKP5PjAg2nTizpD8NKxaigHlsi2H1tvy84QpaY8SsqU6dPfW6y/kd8xn7UxXz+FaexoOms+zAVZw9tBiUMfHjb6mzMO4OXD23jxVTh9KpehHzvYtRtnI/pq4/wPl7mogHXbJKQxS/cdWYVYfG4Sx7Fw+jXpXIWKIUddqNZvGhK9z19MZbTWT1Rnzcr7BvTm9KRfYnsVmggNL/VKXzpO1ccDHgY+4/IiZ9DPgG6ri9byZD27ak09KzuEUm0DH+NvFHU5JYk0qjM/jg7XCYxcPqkT1DGqwTWGFl9cmEtpnJVelnZu+/rjQQpQGaGogWb18N17dNomv1fKRPHPWaJBlKULP7Mk64mpcWKw3LW++By+ml9C6Rn2zprIlnUd7KKgHWGYtSv898dl/3wGBQEgadET/9LY7O+5la2TKQJnl8i/KKiVKRKU99+s0/xDU3JThQEgJJZMW/pg6jvxe39s1mYOWcpE+VjPiWdcwqCamzFaTa4OUcve1uWhJkCiiV4NNHc409M3tRt0hGrKNck4x0OSvQcMAazrjHsQxIDXjVJfR39zOrbXEyqdelaMiAdZfRBvmgj15eFMX/maYkVn+XwxPqkyOZZduOpnVhGsw9i9bHgMHojdbpDJt+bUfBbGlIblkukS3pc1Wj8/S9XHbzxlcZqyLGUG+cDs9lYMP8pEuROOq9rRJim7UI5fou5OBNd9PfJImsKH6jmpJKDS7nVzOmfhnypksSrT0nU/qAmrQdu4Xz7nqMRl/83c6xYXi1aOVi04ayfZZz3MmIv7nv0Bt8CfD3xuv6Lqa2LUkK25xUnHwUV/M2hFj/RvGHUpJYk0ow7eODx/mtzB/YgBpdBjF6xnI2btrMlk3rWTtnFJ1r5sYqfmpy9VnGsbte+Br1EU+R7uxibNP8JLKyJU+L4cxcvZnt2zexZtZQWhVKpwTlpfhp/gkcTQGBNwatC3cPTaFlg7a06TGWuSvXsnHLZjZvXsn8sV2pkS4pVskr02XmCZz8lcTaW2mkHmfZPnsAVWt2YdCvs1ixcRObt2xkw5rZjO1QlZxWibHJN5DFJ++iUQIJvQzy4l9Sj2+gC2fWTqVf1Xp0HTae2as2sGnzZjauX86skW2okiUJ8dNUZ9DaCzhpDRiVRFZvcOPS2mHUyZ4O2+w16PLbfFZt3sq2LatZOqkXtXOlxip1BTotOYurmqxaDirqYKd8ZnA+yoKOtahcoTSls6fCJmdzBqmzOoGSxIriP2lkEnvkj6bkTZGX8m1/Y+GmbWzbrIw9GzZ8cscBjl93QWswYvC8yZF5XSmWLjlJS7ZgwOSlrN+ojG+bVjBrVHuqpUlEsiwtGL3pCm4+RryVfsDo58WlTbP4pV0Tugwfz4zlG5XxcIsy9q5h8YRuVMttg1W6inRadgYnjd40gxPb3yuK4j+pOrOq6HKMxUpCmdkqNXkqdmfsglVs2LqVrRtXMG9UB8oqfUP8vM0Yvvs2Rl8lXtW4cNv+CFss+xSTG5UYXIl1Ny/l97alSJWrNp0XHOOut1GJPwz4aezZOqE/TapUpFyxvGS0TohVmkLUnXECN0li/zVKEmtWHbA9HW9x48IpLji44GkIJCQkhNDQUEJ8XLiyaTjl1KfEGTsx/eAtvPx8MProuLN9GFUzZSJT+SEsPu9BwP1QwsIe8CDIhVOL+1I5pS2Zyo1l6y2NaeZK7+WJ+71LHD9/jRtqMhwYTEhoiGIQAd6XWN+7GlmtrLFrNYN9jgZ81UMzPB25fd2eYxcccNEYCVL+LvWa0FAjbhfXMbJUJhJbFaXtnCPcUr43Wi7VEsUvqs6IenDvxlUuHL/IHTctPkFKHTPVs2CMTidZPaACyRLZkKPnMo7f1eLra8TH5SBT6xcgUcJSNJu0DwefIO6HKHU/9D4hfnc4OKsLZZLZkq3qRPbeU37j4yyK+nveGDSX2DGyAUVLNGfYkoVMapSf1Fka0F+SWFH8x/2UxDYhV7LStJhwFJcHT3kSpoyJat9w/z73VYMC8DMoyaWPHlf7dYyplI0k1lXpv+4C97wDCTWNo0H4eF5j76/1yZgsI3Y9F3PU0Rt/02ojDU43r3PN/hIO7l4YAtS+J5QHD0IJ9jjPxhE1sUmShrwDN3DJVfneW7kmlr9XFMV/UHVLnt4LT/vFdMpmg1XaZozccBkvpS2HPlDigpBggnXnWNG9LGmT5af6xCO4+hlMS4K9ffwJjuxPIjVdp/Q17geZUL08JVpMZu0lD3yVfkar9yXY8zDTGxeIOlubsagksf8yJYm1VKcE1j5++Bojlj9GfK4MzupenxvrGJQvNQkytGeSmsT6+ykD91W2DKxClgQFqDtyN7f9lcFcacQajQ5jkC/uF5YzuGQGrDO1YtJhJzRqUKAE8eoMrp+vkgSr+14/zpqq1+i4uroPFW3Sk6/hFPY6Gk1LrjSmfbc++CuJg3rqa8QAriQCBoMS6F9iU//ypEtYnDbTD3PTlMRG3lMUv06NRqlP3gZ8/HyVIFGp75Hf6ZRkVefMpRXdyZEqDdm6LTElsf6+BnRn5tE6X0qs8ndm8jEXgu77mq5T66sh0B/d5fX8UjUHiTLUY8gOpc2Y6r8WrdLGjd53OTm7E8WL1qL1jIM4eJ1jeXM7UmaoL0msKH4DxkhiJ1okscGBBPop45H6YEotr/VW+g53rm3/labWyUlT6Be2OCj9gI8ylpq+V8YwoxHtuXm0yZeG+Pm6MOXgHYzq3neNl6nvMfooY6Ip+DT/vrcfgQYnzi3oSKbkmSg2fBtXTVtmdDH+VlEU/2kjkljN1VX0zZMCqzwd+OOkC/5K8uqrTqxojQSHunD81/oUSpOf2tNP4akksXGdfaFVTxrW3+Twb43JlaU23ecf55630kfolO+1SlyuucOFvZtYPG8Bi+eOZ2CDoqSxtaPW9OOSxP6LlCT2S6qNxVuD64kZNMmWjkxNprD9uqdpJspXf5ZlrQuT2qogzcYf4I6/kgCYZ5r0Pr54XdvOpBZ2SuJbmR5rruChPqmKcymUHt8AZ46Nb0CuFIWpMWIXt30j7xeb6n4Adf/RQWY3zEXSLO34fc8NPH2MspxY/K+pVYJLb811Dk5sTKakpWgz6yi3NAZ8lbqnt19Cl8JpscrZnt8OOhKgJrGm0wOVhNg3AJ87+5nWoRBWacvSbtlF00Mcb+V+BiUwPr9mJNUq16LOqM2cdTMSZDjF/IZ5SZFRklhR/BaMSGLvcXRKM/KnSk/OUvVp3aUb3bp0pvPA35iy7iQOrkpSaQpE9Rj9PLm5ZyI/pbUlbb4hrL/hhV59IKzeTwkodXql33DYxJBiGbGybczQLUo7D4jaztXTR3VKoBoQGsaDEF/cTy1mRMPCJMvfnvH7buCurmaS8U0Uv0nVPkPreYW9v7WgWIYcFKwxlJmbjnPdw0BAWBghTjsY26YWxesOYtkFN9O5L7HdJ2JWV4Pzybm0z5+bAm2ms+26Bh91FtZURj2FWOlz/IMIefSMVw9dODKuKTmS56GmJLH/KiWJ/axqouiDj6c9WwdVJ0XmmnRZcpK76p5A5e/0cTvE9AZ2JEtUjrazT+CiDMje5ut0Rl+8bx9gVqdiWKUpRatF53BXn1TFmsQqv+Pnh+HGKnoVy0P6Ij2ZfsIZHz8lSY1RNkLTflwfV66uH0QZm5yU6LmCY/e8ImZ3Yykvin9ZrTdGXz1uZ5fRp0hOspQfyepzTmjVFQB6pf677uX3StlIaJWLmsM2cUkXTNjjhzx8+IiHD4LwvriW4Y3tsMpQkc6rLuPlbcTX6KYEulNoXbY65Qau4Og9nWlVgo/mOPMkiRXFb8bImdhD4+uQJaHFkj2z8bOVp2Hv8Sw9eUdp295KMuuN8/lVDCtji1Wy4rSecwQHw32lP1D7hDAe3vfG9fRieuZLi1X65ozcfg1dlCRWna3V4HhhDyvGDaBfn75069yXgYOHMmr1GRw0yt8T2wFxoih+I6r7Yr3Re1xk6+Dq2FolImkGO8rVb85PXbvRpXEbmvWYwfLT99AbDXG0ZfWBlx69uz1bBtcgVaYGDFp3ATd1pYY6Cxu9vN6HAN1ltg+vTzbrvJLE/suUJDZOIxJYP91NjszvSbnsRSjTb6USdGswqMuLdd74OmxlRPnsWCWvRY9V9haBd0QSq7+1jxkdimKVtgw/LTkfRxKrDNzq/lrHQ8zuUIUs2RrQfe4JnIzKZ3E8cVYTWF8/L+4cmEWXUoXIWm4YS07eU5ILpfOQp9Tif0M1gVXqpfbGDqa3Lk62nI0YvPY8zuqSe9PSIKXe6m9zeGoHKthYkcC2OHU6DGD46F/45ZcRDO3XlbZ1y5AnYwriZ65Ep1VX0Hm7c+foCsbUaUbt7ss56RHEk2dPePzoEU9CrrJKXU6cuSnD97oS9uohwUad6R1zsf59oij+vxpxArkr1/YtZsIvAxkwYIDiQH4eNIDenZpSLZ+SrFqlomD72ex30JqWA+ucz7F1XANyKn2CVfaKtOw1mOEjlT5h5FAG921P0xqlyJ08EVZZWjNy69VoM7F6fIM0XNkwnLrxI5PlAtTuMpf9Nz1NM74yvoniN6zaZ3jr0Nw8yJzurShTvSGtunagVb1qlMudRmnPSclUaQiLzjuaHnx5x9aeldjDW6/B6fhM2uTLTf6f5rL3the+vnFM0EgS+69WktjYNO3f8cXX8wr75vahcv6iFGk9ja1XXE1LeNWBVKs0NF/Xg0ytm48ktjXptjJmEvvFmVitPmIplpLszu1cm7xZq9Lmt+1c9lDuHesyC+W+amLt687NPbPpWb44uYp3ZdKOK7jp1YYvjVb8z9Xq1L2xBtyvbGFGhzLkzVOeDrP2c91Db7EnO6Kc3vUM637pQh27lOag02yCLBQsWZhcGW1JkqUmA7c5oHU9z+YRdcmRsCDVuwzn98mTmTxxIhMUJ40fQMtC6UiSoiBVOg9nwrz1bD9zB42sLBDFf1B1a0wAweohK6GqDwh7GEqA0YXLG8bS2i41CbLV5+dttzEYDRiVccvj+kGWDGlKqRzJovYJtrkoVLwQuawTksCuE+P33sIQYPk+6IiZ2HvntrNoRE+6detEh2Y1KJ27MtVajWLesZu4KYFp3FtyRFH851RnUHXonE6wvGsdCti1Y/iay+hDAzG63uHqwQ1MH9mSCrmzkaVyT/7YewNPJdmMOr4r91ByAJ0SV6ztXo5U6eoxZL09rurJ53E9wJIk9l+tJLHRVRNLHyUZdTzFxt/bU6ZUOcp1mMV29b2t6v4ec0PSKuV81D2xLQtha60E+fPP4BGoJK6m+6gDvy9e13cwqWXEntjuSmOO2BNrvl5JOn19vHC+sJ4xLWuTL09dOk/exVVPI34+erxMewstVe5pVBJY/R1Or/2NVsrfVaBib6btvo6nEjxEeXm8KP5NteqSXz8Nd44u59fGFShZuDpd5x/htpe6hD76qaDqU1cjeg8H7HfMYVT/DrRu3VpxAKPn7+TIntn0KmdHarteLLum1E+HA8xsnjFqYBunRWg4/QSewb6yrFgUvzF1PoHcdz3CjA4FsUpsR031pFEfJfhU96wqY7jB9TKH10+nT7ufTH1Cm58GM2XNfo5smUDTHBnIXG80ay97EqCOdRb3VffEar198L8fyoOwEO57X2Xv1I4USJSaPM3nctDBA5082BLFb08lJtbr3HDYOYpKtpkp2HMZJ12NBJlOE1a3GwQRGuzGqZmtKZwiE/nbLeWMxhB1NlarlPN25/ae36iZOjP52i7g4F0vjB/3wsaiJLH/aiWJtdC0TNffiObaThb0q0PJEhWoMXwNp1288TEoA7RFY1OTWKP3FTb3r0zm+HbUHbGLW34B+CpJqul0YiWhdb+wgiGlMmKdqSUTzacT65WGpR5c4Wd058aBufRrVJlsdj8xYNlpHA2+plcOWP5NJtXf8vXFx+MKe+YOoFaxctjVGs2ycy5Kwq0ksPJkWvyPVR+SKPXPx4XL26bRs3JZihdpy+h1l3D38TE9JIlrEFFfHeXt40dAYDDB90MIffiE54+8OL+kB6WVgShvmxVcNPigdbZn57TeNG3UgAYNLG1Iw/pVKJ7RmoRJMpKnbE0adBzDjF3X0KinIMfym6Io/v9rGhN9jMr4pwaFnz5Xk9ggpwNMbVOI+EmKUn/SEVzUJDbyIa/OWwk8/QkKjugTwh4+JCzIhaMTG5MxSQFqjtzKZS9ffNXTTNUHx+oDWvWdkRYrPby0BvyCjHheWEj3dMlInqEH88864RltLBZF8Z834hWS9zg5qyUZbNOTs/tSTjgbCPKNfFClxzfED+f9v9MiaxaylxvHtntK0voxflViEKVta+8cYmGnEtjkaM/vu9XZ2miJbnQlif1XK0msWfVdVXqNM9eObWBS96bUr1yf3svOorn/kIcPQrmvDsYmgwgwPXHWoTNqcdg6hCoZM5Ol0khWXdYSbFpypRjkytnlA6ieypZMZcew+YanqZGrB1NonK9yatV4ev9UmzKNRrHwpBuBjx/xKPS++TcUg/zxMyW06hINDW6XD7JhQjca1G1AvX6rOKUN5lHYA0LuR/5digFKsqF2CDFmcUXxcyp1zFQvL3Fo5Xg616pP1Sa/stpeR8ijMEJDLOplsD8+UWZk1T3dAQQGq+92CyEkyA9fgzvXd8+mR5n0WKWrQtf1V9Ao1+iUYFV9H1xgYKCFQUqge59Qf3uWNc1PykyNGbLzHkFPQ/BXX6UhdVkU/wHVh1YaPO5c4vzVG1xTz4LwC+S+0hfcDwkmKFDPvb1T6FQsMynyd+CPE274RrZXNSlVygarfYJaPtgPvfsdLm//jWbZrEmaqS0TdtxA4+eDXh13Pe5w7dplzl2+h4fWSEDkeyLVsVZ3k2PL+lHVJjE2JX5hwxVX09kPksSK4relKYnVunBldW8KprAlVcVBLDzogHdQsNIPqO+VDiLQeJ3tY5tiZ5WWfI3ncNRdfU2XOdk0nbfhxMW1g6mUJhMl+67ktLPWtEUhtgfoplf5+foTFPqY5yGOHPq1CTls8lN3wSX81PfLBgfgIysUf3gliTWpBOJKYup2YR2/1i6AddIStBi+kI1797Jn90527Nhh4R4OXbiFk4cWvbcRn9s7GNUoDwmt0lO80wSW79jHvn072bxwNO2LZcDKuijNZhzhnjoLq57apnXmytZR1M2SmJQlmjN03kb2qL+z0/I3FPcc4/R1Z7x8fDG6nWPDiNrktLYmX+vRLNy0m727d7HTsrzqYXtuOnsonYk0XPEvqB5SZnDk7PKfqZIlPdaFOzB6+Vb27d3Nruj1cudxLt52VYJNJchVVxUog9atM0fYr363aze7N69g0eS+NCycjWSJ81Gj/1rOuqv13jyTa77uk+oJqN4YNSc+vmJnwMar6IIil+aLovg/V22XWg+cdo2jXaeOtOg7kUWrNrFTGXd27dnBhmXj6VkpCymsMlKp8zJOeijBqNqe1Ydh7ve4fuagMj7tZOcupV/YupQpw7vSMG86bFKXpuWUvVxxN5jegW6aRXHay5zRPanVoC/jpi5k3S7lN1S3bWDp+K7UyJsUq5T5qDpxLzfctZ9dFSKK4j+k0v71atJ4bRMjKuYmkVVq8lfvx6QVm9ihxLh7d65j6W9dqJTJhnipq9Np8VncfQ1KDKBer+6H98br9l5mtC6GTZa2TNhzAw/1rBflvjF/S4mnvZy5efYYe3ft5cDOZUxsV570SbNSqt8ctij91J59J7h0111JdqW/+JGVJNakHmOghmvbfqNNxtj251kanxzdF3PYQUuA0ui8fT25suk32lfKSZpEUcsmSVuIih1ms/u2J3o1iVX+2/TuNzgwsT5JLMrFaoLSNJp6As+wEAxXN/Nr8xyxl7M0b2/mnLiL3l+WYIp/QSWQDNJeYMOguqSJrV5FsTz9lp3jrt6IUd3XrT/DouYFSWtZJmkaMucoS70BKzjqrPtC0KkGvnoMnkeZVSsLCVLUoOfay2iDLE8tFUXxf6oaJOo0uJ2YQ5vydmRImciiD1BNQPL0eSnXYhxrzjqjN+1TVYJYJSj1uLGbac0zRSmfOGU6MuWsRseJO7ngosNoNO9x0xnx15xn7dBWlMySBpsYr/JJRuoshSjdax77brpHrGaSWVhR/CY1vZZL58rNHVNoV0HpN2ziRW3P8WxIn6MKLX7ZyFl3Zdw3T7ho9er76G9ybH43ythmoGS/NZx18TK9RzbW2EHvS5ASM8xpXSruWDpZRQZuvoG7Vt2rKxM7P6qSxJpUlz9puHVgPkOr2ZE7dy5y5cxJjhw5YrEYdX7dyOl7WvNyX53yN7vhcHE383s3oVquiHIFK7Sg/4JdnLnlYXo6pTZErfruK4/bnFzUm1JF8pI7Vy5y5ox+f7PF2yjJwnk87wfhfXM/cwbWIVfu3OTKlZOcsZVXbfAbq887KYGEtySx4terJKT+2qvs+aMXlXPl/my9zJm7HRO2XMZJGXQMSn026i+yYWATKkeWKV6PpsMWsuvERRw0Sn3/4qxJRBLr7XmGVd1qULRcF8buvI7W3yhJrCj+g5pWSng5cH7/dtZP7kvNCoXM/UAeStbvzi8rDnHhlhuGjyeMqvvqvfG4fYTlA6uTx9SH5CR3nhYM/GM5W8/cwsVTGS8t970qqieaut2y59SexUzo2ZIKkX1JjiKUqDuCuVuPcNlVKacEyJ/vS0RR/Mc1ra7ScM9+H2t+a0flEnnM7bk8Ddr/zoqjF7nlpr7pIDKxjOg3PB0OsbhPXYqX6s/84/dMs7BxvlJLjVk8z7J6SGtKmu6txMVK3JJbjZFNsXtOCpbuwKR9t/GQJPaHVpJYCzUaD9zdXHF1/bxuHp5oLK6LePqkNBIPd9wiy7m546k0ztgGXo2ne4x7xtQNd0+N0iEo12g88XB3i6VMNN088JQ9hOLfUoOnZf2NU3c81HppeZ1SNy3rvbtnZJv4K0FnxH1i3l8UxX9M05J/RWUMshwb3dyVscYroo3HnBmNbMuR5ZWxUD112HwmRMw+IeI31PtoovVBbu5KLKAGxWpfIjOwovhdaNompLZ1JaZ2+9hvKDGthzK2m2KDWPoBtY9xdcHF1eMrlwBH72eiq8YSsV0n/khKEmupuoTK24DB8HmjP0mOuFY9gMkb78hy6tLhWAfsiME8+j1jGnF9xDUR9469nIWmE9li/p4oflmlrqozorHVqyha1suI66LUe+V7U/tQ2kPU+3/JyDquHg4hT01F8VvRlGCqfYPl2KiMNXGNbzHHK7XP+FISqtxLHX+j9CURv6OeMvrlgFYUxW/K6DGxGht89tTgTzHA18Wx0fuZ6MoBcP8Gv7kkVq/X4+HhYfrDRFEURVEURVEURdFSddLzm0pi1Sco6h9mWsIkiqIoiqIoiqIoihaqs7HfTBKr8ubNG16/fm36pyiKoiiKoiiKoihGV50A/bv815NYQRAEQRAEQRAEQfj/QpJYQRAEQRAEQRAE4btBklhBEARBEARBEAThu0GSWEEQBEEQBEEQBOG7QZJYQRAEQRAEQRAE4btBklhBEARBEARBEAThu0GSWEEQBEEQBEEQBOG7QZJYQRAEQRAEQRAE4btBklhBEARBEARBEAThu+HHS2LD3/LyQQDaO2fZtm2byR27TnNbH8KzcHOZWHlJ0J0LnNgecc3uo5dwCnrBe/O30fnw+hlPQ7y4dWg/u8y/s/PcLdyC/zSXiMmHN2EEam5zxlx+2/Zd7Lzoju/DN+YSgvAf8v4VoX4e3D65x1z/d7Brz3U8gp7yzlzks7wN4t6VK5y47scL80fRef/CH6eju9kZWY9juIdTN/U8kGotCN8U4e8eor95lmORbfWIPbcDXpq//UT42yc88HHm4s4dbI8se+YeXkExy0YQzod3L7ivd+LK0Z3mfmA3+w45oA97yQdzKUEQvhfe8zLAiZOHzbHEIXuuez2MMyYm/E8ehxhxPn+QHZF9xjZ77ulDeWUuEpUPvFf6jCDtXS4d3vGxzzhw9C7Gx38qPYogfJkfK4l9E4zz6dWM6fkTtQokxcrKymxSCjbuy29rrqJ/9DZG43j3wI3zWybSrXhq4n+8JgNluk5jwxnfaA0wnHeP3Dk8YzRDu9Yk98fyiikKUK3XTHbZa3n41lzcxAee6a6w748+tK2enySW16SrRtuhiznkEswLGemF/4APjzVc3v4HPVpWIV88izpmlZMaXX9l7nEPQv78XCV7x8Mzk2hYsAyFO+/DYP40KuH8adjLqOyW949p9pYLsX9ovkQQhH+Wtw/Qn9nCgsl9qZfTYmy0LkvH3b7mQirhvL7vwsk5g+jZvBSpLdq0VdLi1O05ne3XvAmLMr4pPUfwHY6t+43O9UuQyfIaq0I0GTyNlfZGnnzVUzRBEP5x3tzHdd8SxrcvRYKPbTkVOer8zIytF3B9GDWVDX8ZiOvReQzo2phSKSzbf2pKNO7PpN230D+O2mm8DbjBvpW/0rFWIdJ+LK9anJYj5rDuih/P48yYBSGCHyqJ/RBwkVUDy5Eqhx1Fylajdu3aJmtWLEautEmUAbsq3bfeI9RyMH17n4tz21EouRWJshSmfI2Ia2pUKETWJCmwLTmCzV4vLJ4kv+H53eW0zJOXbLmLUaF6TfPvVKdy8dxKY0xEmrLDWXXD8onVEzwPTKZV+mzkL1SaSua/S72mYtEspLRKTp76szmufx73Uy5B+AJPHHcyoVE+stsVpXSVWuY6Vosa5QuQKXkCrAp1YZa9H6+i5LHveOrrhsPFsxzbvZCRdXOTSkl6qw8+jmVo+wkliTUe5LdCtiSzzUPxypH139IWDJp3Avfn5ksEQfjnCH+A09bRNEhjS3LrHBQpX5UakW21+28sufHAXFDlT+7fXEHvXFnJna84FWpG9iM1qVo6N+njJyR9uZFsuP2ATyFpOPcvLObn6jnIWagE5apF9gPKNaXykCZpEhJXGsY6R2VMlOkVQfi2ef8I9x0jqZsyFTYZC1K2mnmMr1aOotmssUpdmpYLrhNmsdLqT7+LrOhSkmx57ChesQa1IvuXysXJlSYhVpnrMXinCw8/xt7hBJ6cTc9K2clVuBTlP/YZNahcIhe2iZORvOYYtns8k1Ucwmf5oZLYt4EuXN+7nPX2zugfmz9UeezByXmdyZI8EYmUZPGk8ZXShCJ457WFXuWykDhDA37e7czHyaNHTuwaXoeMSbNQdsgRDB9H7De8NJxmyYbDHLtqtFhyGc5z3UnmNihAMqs8NBh3Cp+P1zzCx9We7WvPcNct2GJmN5xHrtv4rWIGklpVZsgOTx7LIC/8TR7q7nJh2zbOOem4b7mUN+QGG4dWJWXS9BQbfxzdc8tK9ohrfzSlQJQnoUWoN/QzSaxhH78WSkfKGnM4GSIVVhC+Xd7y+MYSOuXOSLLMTRmy9ALa558LC18S5nOVnetOcvW2D0/Nn6q89j/DouZ5sbGyo+3sK/h/vM0Hgp2ucGbHTi56+PHI4vZvjKeY07koiazzUnPhTR5Em8EVBOFb4gN/arfTv3g6kmZpxaitTnwc4j88RHN8Ms3zpSNZ4T4suvPpKfWL+15c3b6N0zed8LHch/RCy8lZrcmRPDkZuq3iUnBk5/CeQAd7Tu/czSVNEE8swohX2kP80So/8VIWpPEqJ55KFit8hn/NwU7vlIbZJ1sqrGy6sehGiHl/4Cs0m/pQxrYAlQcdwCvacqcnTusZki8DafOPYKf312zw+xPPdX2okMCGfG2WcumR+ePPcp/LU+uSPnFR2i67zX2ZihX+67wl9ORYiqSyIV2vLdx7ZFnJnuG6YTQdyxemSJHC5M+WFusERag95CuS2FoLOGv5sEgQhG+Lp7dZ2bEM6bI0ZdgujZKi/ie8Vsa3TuRPloOqo4/iFffxDxY8wWNTTzIkS4vd2FP4ftU1giD8I4Q/wX1Dd3Kmzkqx0QfxiLGayocTo+uTxqogtadeJewrEswPzstokNOa+PWnctDwNXF0KHeWtydV0oyUmHKJENmGIHyGf00S+yHoKGOLpiNFxYns1kU+KvLmUJ9yZLAqQYeFd4gej7/1PcnsJnlInr0N068+/Dh7+zn89w+lcpqCVOx/AP1XNPDwxy7sGVCJDOnbMPmoEVmBKfzXeX8f5/V9yJWuKPXnXyYgWiAZHv6B9+/fK75Cs20wNdIUouKAo59JYvcztlBaUpQbxeqr7nh7eysa8Q99ykt5CCMI3wgfeHlrAbVz5KFg303cfPCG5yGB+Ea21+DH0bYWfIE3AVyY1IhcqWrRZ8VdLBchx8krLedntiFd+op02uLGUwlIBeHb5X0w12Y1IatNfhrNu0JgjPH8PT77R1E/SXoKNF7BjbhOf/zIK+6f/J1yWfNRfNhO7n3NxM4LN45MaEqqDNXos0/LK1nsJXyGf0kS+wL/w2MonrEgVSadRBeZKYZ7sadbadLEK0OXpfd4Yv74I2G3Wd+/NFYZqtJ7v+HLp7t+0LG3VwUyZmzEz/sMcexvDef96+eEBQcT5HeH06sn0KVgZVpMOILrE1k3Ifx3CH/3J8/D7hMcqMfh6DLGta1CgbbzOer97DMPY8Lx2T2MWl9KYo1KEps3CfHUpcfx4pMgQQJFW+waDWDC9it4Bb/4upOQBUH4f+RPfA8Op1DGAlTqOoXVG2bTr2xe0pjaa0ryVuzOtD030T6IedhhJOFvX/L4fjDBQW5c2zef/iUqUrffOi4GxH3NhzcveRoaRLC/J9d2TmNg0yoU77WRa6FyXLkgfNOEP0e3ox+5U2cgT9/N3IrxpOo9xn2jaJAsAwUaLud6bEnshze8fBRCcLAvbpd2Mr93DewajGXFzftxnvny4fULnoQq/YyvO5e3TKBno2qUHrCde0/kqbjwef4FSawadB9nRpPipK85ni1ujz4Nvs+uMr9efuIlb8TQA8aYG8jDHNgwsKySxFah594vJbGv8T82kVo5y1Kx3w7uvYhriH+O7/EZNLCxxjqFLTlbj2LWpqv4vJDGKvz3eKY5wNRqGbG2TkVqu46MXrSXq/6WB5TFxhtlABtCzS8ksa/9jjO9Yg4y26bAxjo5yZMrJktGchsb5d+zUb7rUk4Z5Yh8QfhnCcNh0U/kT5OEZCnSkjFzRtLZpsRGba+mNpucZDaFqTVoN05/xtZa3/Ls7jq6ZE+ntPNkpK/fh7HLzuAZGvsLMyIIJ/T6GkaUsFH6noxkLdmbKRtOcCfKaYqCIHybvOPpjfnUy5MKq8TV6LbkHB6hj3j0SPHhA3zd7dk6thlFk2ahSJPYk9i3YTdY16YQaa2tSZapCX0mrOO09iGfefkkQecX0b+w2mdkIVf5/szcfhanaCcgC0Js/PBJ7J9+9izrU5NsBTvx+zEdTy3H6qdXmFs3H1Y2TRl+JJaQXZ2JHVjmK5LY14RcXEKXkiUp2mQG+z1ffCaAf4bPkcnUiB8PK6v4JLLNRJYW41lx0ZsXMs4L/yWeeuxhQjlbpY7FI37iNGTO1ZkJm65j+Owrdr4miVXC1Pd/8vR+IIEBAQRE6uPIpd0z6GaXnviJytJl8U2CzeUFQfgH+KDjyM+VyRK/IDW6zmbnNVd0fv74m9qrG9e2/06jQimIn60uAw/7xjJmveWpw0raprMmvtKPJLBJTbpaPzPlsCthr+Ma4cIJubKcnwskVvqeBCRMmpE8RQcy75ALQTK+CcI3T/gbIxfndMMubQqS2qQibYYMZFDNnIUsWTOTMbU1ieNnonSLVdyMLYl9cJWVTXOTPJ4V8RLakDp9Y36ecxKXx2/iiIs/EHhmLj1yxzf1GYmSZcau9FCWnPQgRBYnCl/gB05i3/Ncc4xZvWuRvUhnxh1w51H0QfSDhl2dS5AqbSMGH/SJ2cDUJHaAmsRWpde+uJLYxxiOz6ND0dKUaDqFPa6PLV49EBsfePfiIQF6HTqdJ/eOr2B0x8pkz9WO8fs1MfblCsLf4cOb5zz0Nyh1TIfX7YMsG/wTRbKXp9nMs9FOJ7bk65LYOAl/jvv6vpSyTU/Brmu5aXm0qSAI/1s+eHHAdOZDRXqvcPx08n4k74O5OKsVBawyUqbv4VjeCx3Oh9dPCDZ4o9dpcbffzswBtcmZtQF9ll2PZb9cBO//fEKor17pe7xwv7KdGV0bkS93LbqucSBETicWhG+e8JfeXN0/j4El02MT+daC3FVp9/tc5gyqT4HUhajUJ/ZzX9SH3E+CfPBWYg+dy1l2/tGHcjmKU3nIFq7fjz2KfvfyMSE+ap+hwdV+E5Pa1iVv3vr02+JClHMoBSEaP2gS+5r7NzcwplU5cjQYzsKz3jyNtSF4c7BXWdIlLEfXFc4xDlV663eaOc3zkSx7K6ZcDou5FPNtIHe3/Uq1vFWo1H0Fp/RP/8ZewJf4HRhOQZuUpO+2npsPpMUK/31eaLYwIEcKbHIOZZPL4zj2pvyHSazC/eO/UjtTEqzrT2KfQeqyIPxz3OfajCbkSFaAJjMv4hdjcHqJ+5pelLFKS/GOu/E0f/o5nl+dSc3MKUhcdzL7Da/Nn36Od9y/Mo9WNtakLT2NE/6yzUAQvgs+vOKhQYO7kxNOzs646AMIe6nl6Ig6ZElfha7b9V+YsDHz6DxTK2QiWfJWTD7hp0TnX+INvqf+oHESazJXXcAFeS+X8Bl+wCT2Gbpj0+hTIR8lOk1nh+MDpUnEhTKIr+tBSZsCVBtyGF20LPWZ6yaG22UgTd6hbNdFa3rPNJxc0J1ShevSbNw+boV8zYAeOy+vzaSCEvjHb76A84F/PQ0WhC8SdoqpRVKT1Lori2+FxvGw5R36nUMjktiBx/Azf/r1vMF7+8+Us85FqZ5buSfHCgrCP8hbHl2YQpWsOcnffR03YkzFPuT2grbkS5qbiuPsCTV/+lm8NtKmoDVW5Uew0f3rXtjzp9dWfk6fHJvsv7DL+3NbbQRB+JZ5dXclPfIrMXG5YWzRf+1Dalc2NsyNtVUtRuzWftVrvp47rqSXbTJS2U3kcODfj62FH58fK4l95sGpBcNoULoJfSdu5Urol4fLtx4b6FYqM0mytGL8KZ9Pwf1LTw6NbUy2pJko2X8/2o97gN7z3HCa5d1qUKVlH8ZuvsPH9zfHwdsAF24f3ci26x7ooxwx/oEwlwPMb1aQVFaZqTHlDPqXMsQLf4M3vjheO8rKHdfR+kZdxxse7MDeqS3InyIByRsv5Jz/6zgDyaCDv1AnbRGqDDkXc/mhwttnAdzbvokjV2/hGuUlcW95eG8Xo+rmIknSOvTZ4PGZh0eCIPxPeHyeyRWzkSJ1VXrNvcin1zR+IOTWWgZUykiCnI0YcizYtDrjwyMjbic2sO3SPVyCo86AvPS9xKaeFcmSyIYi/Tdz86G5/b/y4tK5I6zbfRufkKjHt7w2nGfN8OpkTmpN5m7bcJbTRgXh++PPUIwX1zOkYQ6SWBej1YIbPI4Mlt8/wOh0nGXbLuHoERL1AflTLfZr+lMxQwKsSo9gveOTiBWNL9w5d/oIG/fewe9h1EjhpddJlvQvR4YktuRWYm+vl18IsIV/NT9QEhvOU8dNjCyRAiurdBSs1px2HdvSumULWrSwtAsjt97CN/Jx0JtAzk5vQd5EViTLU5565nJNa5cmV7LkJC7Yi0UODz8tJX7/GM2ugdglt8IqXSGqNm1Lh3ataRXlNxS7/cHSCwGmZOGD8QxL+pYmdd6ilKpS/1OZ5g2oXiwrNlbxyFLtN3a7fWk/rSDEwXstx6d3IV+avBQvU436H+tiUxpWKawEkeqelqb8ckwbbWn9C7QH5zOmo1q2GXXL5CGdEqSmzlUx4h49RzL9rN/Hgen9Y1fTe43z2tlRTKnLTZqZf6d5XaoUyUQCq0yU7L6Oi/I6DUH4BniKbudIGtomI/H/tXce0FVW2R4PgkovCUF6r0qTjiBIE2mRqihFEBQFZURFaVJGEEQUCF2QKk06afQWIJDebnJz+00FgoyOU97MPP29c+5N4CYktuc4hNn/tX5rMbnnfOdz1tln733aV64RHXr3d9vroD480dQHr9L16Do7ENOf3dNaP9yMYf/73ZX9N+HRjr0Y5Jdj388OoFeHhvh4eVG+xQT8z2fc+X7j/0Sz+Y1B1PZpTJtOPejnKq/pT+8ODfAuocae1i+x5FIm/5A5WpHoHtcP/MMSxB9fH5Njx8/Sr0dn2tQrj1elxvSYeYD4mx6p6vfXiN0+jdYV69K0RSd63R4z/BjQow0NKin79+7E8xuvcHtR9a9hrJ7wDLV8m9C2S887Y4ZfP3q2rUuFB1SdDpPwj8wuZNeYSOTWfZXEZp35hDGVVefPPYheCD6vfJnno8v/zIoicN3bDG1YyqNcBR4dOpOVh43kTji79M9rhK8c6FGuMFowYFW82wD/nkFk4CqmjehLu5r5ytXrwXNvruBQVCaFfpVHJPpJ/ZX0S/v57A8j6NPikbx9zKsJvcZO5+PABK7d9SmNr7kwqwfV85T3xJd2n8bcOcfyz6+xHF/O5LEDaKedk0dZ3+YDmbTwK86Zvyn0e3Aikeh31j8yiNn9Ge8Na0nx2/b6AOXbvsB0/0NcyfIIE/91C/PFLUwfPYReTT39oaJyG/pOWMSOsxa+zjPb+i0pwV+w6I3BdKlTNm+d4m14dvICVp+xIouwIlFR0A/87eKHtHzIw47LN6HTiGl8uPkkhjw7sLT+wa2kU2x8ZzRDujXkIU/796pOm4GTmLv7MuZvPBPfP2E4vJ4FkwfRsdrDHuUVJTsw/K3FbAh1UugdlCJRju6r7cR/y0rkwu4NrF279kfYzL4rdvLtYFD6DufFQPatc5f7YncIV5wFXNT0/d+5qQx266b1+Z6bjy2BnDX+yeMyqO/5nywbcRcO3SmzYRM7Q42kfyOWKvpt9MPfsrBGnWX/7b64kS/2hmG8XtBXybX+h+sxJzmwKbd8PrbtIzjplkc/Vvrh79zKdhB3Yi+bN+SWPcjpCLvcri0S3ZP6nr+mRnBoz2a3vW4/wrHYrEIuWfmBf2anYw4P5vMN63Lsex1bT0Vjzi5sXeR7/vcvaSRfDGF37tixdgvbD0Xj+JOcaROJipL+90YCgbtyxgoVQ+w6fhVDVuFfenXpHzfJMIYRsH4d63LGjHXbzxJtu1XIpPb/8q/vUkk8G8jO22PGNnYGxJH2nexJFP083YcXO4lEIpFIJBKJRCKR6H6VJLEikUgkEolEIpFIJCoykiRWJBKJRCKRSCQSiURFRr9pEvvDDz/w5z//mW+++YZvv/1WEARBEARBEARBEPKg88V//auwuxZ+Wr9pEvv9999jNptJTEwkKSlJEARBEARBEARBEPJgMBj4y18Ku3j0p/WbJ7FWq5Xk5GRSUlIEQRAEQRAEQRAEIQ9Go5G//vWvOVnkL5cksYIgCIIgCIIgCMLvhiSxgiAIgiAIgiAIQpFBklhBEARBEARBEAShyCBJrCAIgiAIgiAIglBkkCRWEARBEARBEARBKDJIEisIgiAIgiAIgiAUGSSJFQRBEARBEARBEIoMksQWgMlkwmQ2Y7FYcjBj1n8roOwd3HXMuXX0v1Wdgssq9PMUZs92fqrOXeS+p1k9q6DfBeGXktsvc/qkC92/fqr/55CvT+t/311P91vP5+dH2YH5Z7YnCMLvhx4HtJ/KtVWXzyqknMmjnMJl0+rvd5W97cfulC0Y8XOCUJRwjQEevt4VD/yoDecbC1zlf15MnDeelhjivwVJYvPgdrzaCKxWGzbbHaxWbVD69wLquYxH/Z6njhWry2gLdtpuw1ZlPNrwrPNzjE8nAu76Viw/09AFoXC0A/m1/VLXdQeteWxH2c1dQa62sTzPvxurDlg96wiC8B+kEPvWvie/j9P+UJXT44inTduUb3cFl3f5KpPynfnKFkgBbQmCcA/iHi9+/hig+LE4Wv1WaDzgquduK0/cYpUY4r8BSWJzUYZgMRuICz9H4JcbWPLuSNq2beui4xPP8day7Ry+lOAOwPM4UjNWRwrx4UFsfHcMg9u763QdMJ4ZmwIJjU1RRnjHAN2zSvFcOXGYA1uX8EbfHnTOaafTi39g/ubjhMclY7FbfsRodSBhwnBpD4vGDaRr50l8vC+MeLMyYnMB5QXhp9B9KjmeqMvB7FizkLeGPJnT/zvSpdvrfLjxIKejje5A9q6JHGU7dgemuCuEHljFrInD6Oiq24Hew2ew4Uyishk9o6psx2ok8dIuFg3uRpd27WjXzt3389KN59/dQGC0Fafq53nbEgTh90X5L4sdpzGS0NO7WPbG8wzKtdVBE5m1JyzHX+nA1USyIZpLwXvZ4T+Hlzp3pL2rbDueeu2PrPrqHHHJKWoccAeY+rmOyMN88uZwD/vPh2ucaEenJ8cwb9dF4oxqrJJkVhDuUfQklkpWY88T8PlMhjyTG0t0Y/D4eXwecpV4k0oyPWJVk45dLSkkXtjH6g/G0amDLq/s/sVZLNt2jIhk9UxrATGxilvsTjNJMZcI3LCEd8f0zmmrO31eXMGR6GQ1xqiYJX894b5BklgXyvnaHFgjA1gzfSANa1ShXHEvvLzuUMKnLs16vYv/0asYtIG6klETVmcKV79azKR+zan5cN46pWp2pP/rmziV5J5B1kG81ZJM/Kl1vN7xMepXK5envJdXCcrXbs/gqas5FG7EZitoJkm1abNhjj3G+slPUrmYrvcEUzaeI8aSd2AQhJ+H6lMOG4azW5g/qi01KpfhgTz90ovyNZrRdtxSdofGK6dg8XAKZmxWA5FH1zBlWDda1PXhIc+6vv2ZfSTevbKqE2WbkfjT/kyo6lGmAKr3mc2Oq3bS7RKsCsJ/DL3KYTWp4HIXS0f1pX2zmlTwtNUyLRi08izWVKuybxsOaxwXv1zAiMa1qeH9cB6b9vIqR9VGvXl50R7OxJlcKyVmaypplzfxahfffGULognPLz9BtNGKXZJYQbj3cK2K6mR0G/OGPMlj1Urms+EyVG/Wn5cW7OV8sp6M0hNZevElhnPb5jKmZT18S3mWL0mlms14csoqDl1Nxu5Q40xuW2YbdlM0Z3fM5+WnH6dhlXIU92yr1ptsUXVMepzxfEfhvkKSWBfK8BxOkk5vZ+nEp2g/eCyvzVjMSv9VrPJfzqcfvMbgjjXwKlaZxpM3EBJjwmmzYFJG5Ig5wNwhTXnYqzQ1+kxk1if+rFvnzyezXqZvvYp4VejI6NUnidOzQXprhSmeqIPzGdCtP88Mn8IHH3/KylW6naXMnzKUjuUfxKt8N8YvO058ugNLvve0OOxY40+w5f1nady6DY81rkbpMk8z7YvzxEoSK/wqTNhTzYQdXMOMoT3xG/sa73y4PKf/f8bHM1+iR6NyeJVTAeviw1wxWFSw6p7EMduVvZ5ax+TetSleyoc6vcfz7rylrFrlz4oVK1m/5SCno5Qj0ZM+ehJHJ7FnVjGpYQXKNBjIxPnL8F+7Cv8VK1T5XNaw9cBpribqXQ8Fva8gCP92lM26VkiiD7JkRDu8vSpQrcWzvDpnEctW59jspl0cuhinAlFl32Y7qcbLHNswla7t+jN8/Lss/GwF/mos8F/+IdNH9aCRV3EeqvoC8/eEYUxT/k1vH0wII+SrLR72n8tKVq1ZzfKPpvF8xzqUenQsi46Gk6TryNlYQbjH0OOFGVPCMdaN6UBNr3LUbD2cNxYsZcWaNaxZuYS5rw2iefmSlGg8lPcORKqk1I7DnkzEkY95uYUvJR9sTq/x77Fkpb8r9l4642UGtPZWsUcbhiw8SFiyirn1WJOiYpBUI1d2z+eFJpUpVboOnZ+bzPuLluO/cqUaO9awfttxriQa3eNYge8r3A9IEpuDNr6kqMuEHjtMSFgsBlsmN7KzuXkzm2xHLGc3vUHrsirBrDGGJUfCSUl1KAO0ELPnHbpXf4TKj7/K0mMJpF2/ya1bX5OdEUPgJy/Rrmx5qj0xh90Reiumcr4pSRgiTnEg5BwXwpNxZl7jhm7jZhbp5tOsH9uZR5TxNx32MQfjlIG7DNb9jmabA0fKJfZ/NJaWj/Vh6IJlzB/TnsoV+vDmxnOSxAq/GrMlhbjwy5wLOc7lGAPmtOu3+/9182X2z/ejWqnS+I78jCOqLztV39f92ZZ4nNWj2+NdtgbtJnzM7ktJ2NKucVPVvXHjBtey0lQfzmknN4k97c+rDStRtvNsdsSk8vV3t7ipyurybq6TqQJcqwpUjfneUxCE3wOdlCp7NV3hyPxhNC1VjXp9prNKJZEpqZlcv3mTbG2rWRmk2cykGFUdfVwgOY6osBPsC7lIeJyFjOs3yM5WZbPTMEfsZX6P+pT2qkWv6Ts4l6z8mRobjCYrzvQsD/vPIfsW3/4pg+SQ5bz0WFueeGsHZ+JTVIxQ0A4lQRD+o2j7V/acfM6f0TXL4FWxH1M/P0vyNTUGfP01X2dfIyvlGCtHtaZiqcY8NS8AQ2YGzoRTbHqrO+UfqkbrSZs4GWslS48vKvbIssURuvUtupQvR6k2f2DlqXicaTbXnRqmsO1M79eccuVaM/j9rZyMScGeodpyjR/XuZbpjiEKfFfhvkGSWE/MVmyOVFLtNo8zNxasdgvmsI1MblCJB3yG88GBKxjTdLnL7HyzGzVLNKbnH3ZzNTWDVO2UjWbsmU4ST69mSktfylYdyoKAOFdQoM8T6nNAaSoJdujn3jYyM45MM6HrJ9CxjA/1+85nb5Sd1JwzgSarkzR7LCfXTKV7gy70encPoTGn2TypAz5le0sSK/z/UEGo3ilgdzqxuy4Ky/m7Xl2xG4na8SZNy1ek+qgVBESm4LSrMrYUIna9Qw/f6tTrOZsvYzL57rtv+ZNyPjduXFNORD1LbyPObaOgJDY2jVvf/Uk5OJXwZqS5djjcfeZWEITfF+WrlC8xnl3F6Ja1qNjmFT4OTiL7L9/x7S2dwKogMetuezXqelaHy7/ZPZJNvaJrc8RwZE5f6paoTRd9zMbguO3f7saExWnHFHmAT0d25JEGo/koMAqjvjBKxgdBuPfISWKNoWsZX6csXvVHsfCEgYzsLJx6McZkIys7geAZT9O0YgO6fxiC6UYGxgtbeb93LR54pCdv7I50HZezuWxcjyV2nIYAFj3dkJIPdmb0p8HEONLISI8l+MPhNKtYl2YvbeBC6td8862OI1TscV0ly2kObB4LQML9iySxP4XrEqUUEo8vZXAtH3z7zmX7xSScTocyzJOsHvoolbyaMmj2QSLTnDnGp7f9OjFe/JIP/BpSokpXJmy6SJI28kLP8lhwpicQMr8/Dco1peubO7minqGfZ1KJhMORQOjWBYxq0Z1uo1YSkqiCBMMJNrzcDm9JYoXfEpXQuiZart/kZnYmlrDdLBvbgTLVevLy2uNEpahkVyWnVkc0R2Y/Q92y7Rjw3m7OhQWwdvEMJk+erJjBvM8Ocj7WiD3V5j6TkpvEnlnNaw3LU7p6J/qPncSUqW8wZfI05vp/yeFLiSo5Vv09d3Un/7sJgvBvx7VryGwgfOtkmvnUp82ElRw+f4r9n8zjbZd9T2POks0EXE3E7FAB40/4HX1bsc0SyraXW1OxQnfGLj9GnDPXX96Ny+dZozm+6jW6VG3ME9P3EJqk/KeswgrCPYtrO3HSOXZO60tT3/q06j+DlXtPEpHiIOPrr8k27GPuiKdo3m0iy04kkJqRSnLoDmb1q8eDj/Rg8s4IVw7gvqBUb0/Wi0iX2DaxI1W9mtD/vb1ctGaSbTuJ/9AW+Ph25sX1Jwg/uZMVs6e6Y4+3Z7Jw50nCEi2k6gvnZNLrvkaS2B9FJaN6C6/xAnum9aLCI10Y8WkAEUZ9gYUVh+EIi/s1ofSDbRm+OIg4lcS6ty/os4Lq3+EHWfJiC7y8H2fIilMYUgpLYvWscyqOiM283qYBPk1GMfdIDPY0fVmGFWeqicjDy5jSpQvd+i1ib5SZ1DQ7pvhjrJMkVvhN0Re5pJB49Ri7l83hvelv89rEybw+4SXGf7SX07H6ZlGL60p7u/U8X4ztSO2HqlOvdTd6dq7Pg54XK5RqSZ+XZ7I8KBKTvqTMpAJZlcTGnV7JeF+PcrmUqUvrAa8wd10gYUmqrNxMLAj/EXTwaDbFcPyTEdT38aFms0481a21CiQ9bbYG7f3+wMIt54jXlw0WFixqu3daMIQsYmC1GtTsNZNNFww4nB6XtOTBpMrbXCs0s/q1oHzTiaw5l+gedyQgFYR7GJV4WqyYE46zcUInyno9TLlaregxbDQT3lRJ5nMv4DdmPp8cvorJbsOi4mR7dBCrJrbBq3hVWo5fy7EEJzf09mPFza+zsCWo3198HB+v5vjN2sdlexY3Yvcys28zSpavRuNuPXmqSeW8lzo1eJKhk5ex97JBxSoqppFx475FkthCcSewqZZIjq15nSfrNqXFSys4GJGMza6M1KySy4gdTOtQC6/SPRi3/iymjNyLmNxJrOXqfj4a2RwvH5Xk+p8uJIlVf3OqRDkhGP/xPahZvSfPf3iESNW2XZ9JUglF7KnPWTC6PwOGzWNPXAa3vrnl4kZqGDsmd8KnXD/e2x2D81Y211SwYEox5mtDEH4uKjlNMxFx+CNGeuc6hfp0fW4huy6oQDLV4b5pWAW59vj9zO/RiIoPVqByozZ07T2Q4SNfYNSoUYwc0Z9uzX1VUluGun6LOByl7EnPqlqMGMKPsn7qOMa+8AIvaF58kVHP+/F0p8ZUVu09XHc4M7ZfJMlhl62DgvAfwJXEGkPZPqUrNUuVw6d6M9r3eAa/50Yqex3F6JGDeaZjA8p4laBCu1dZdsaAvaDb9F2fwLBiDN3OzH5teaTBSN7bch6DzV7oKqzrCIM1iuDlE2hf7VE6v3+AcO0LC93FJAjCPYG+REnFBymRwax6bThtOnent19/enduw2PVy6pYoiy1n3qPDRcTMOsVV4sNhymC4+um0K5KSbwebEr3cW8zZ/4C/vjHBcybPY1Xnu/LEw30Vw9aMHS2SmKdWaSeWcnoLnVV7O1L3Rad6N5vCM/p2GP0Czw/pBfta5almFcNOr22nXOJKvbwPNYk3FdIElsgymGqJNSZcoWA1W/S69HHaNxvNhvPxGHOOS+oz/g44w+woGcDHqrwFGPX3Z3EWsMP/PhKrJ6hTrVhiQpgzav9aFKtIwOmbeZUggWnXRmdRTnz5PNse38gTWvVp/OYOXyib0tetoxPl3/GJx+9x/ju9ShbsjlPT5zNR5/uIOBcFInquTLzJPw61IBvNxF3YR/+U0bi5zeIgb070qJWR7r6vc3SwxeJ0/3WasN+5Qsmt6qOV8XuPP9ZCPHODPclZdnZXEs3Ef7Vh4xrW42HfDoxbqNKSnPPhJttrgvNrl2/zvUcsjPNxIfuZeHg1lQoVoMOE9ZxIlnZYO6lUIIg/E4o/6WDvuRjrNRb9rxaMvCtLZwyppGlbDv7RjY3sxwkn9/MtAEqkS1Vjyff20+0TfkyD7+jV2QcThOJZ7Yx99ku1K3Tl4mfHiVcH0ewqkA3T5u5mJRPtGM8vYG3n2xCpaYTWHU20RWEik8ThHsZ97hhjj/BJhXPNqs/hNdXnSb5WhqWmDDO7F7NzFd706JmTWr3nMzSI+EY1Rhh0YtCcWfYvXA87Rv55v1En1d5qtVvSMNq5SlRvB0vfniYiPRMUo7Mo9+jvjzw6HBm7b2CKfWa60Kn7JvXyXJGc8z/LfpVr0CpaiNZFBRFkpylv2+RJDY/OkB3OLDGn2HPonF0adeGln7z2Xw+QSW2Vqz6UyGqnN4a6bCcYPXgZlQo25GRn50kKcN5J4l1ODFd3s2CoU0o7tuJMevP5zkTq5Ngh0M5+Is7+eMolcDW6caQ97dxJtFKqsPiLmNPJT1qPx8+/5iHUf8YDRix6ChXLU4csq1Y+LXoM7H681HpWVy7lkWmJYyA5RNpU6YS1XvNZUdoItZUB87onUzvUIPipXry6ucXMF1LxZrzDJMtnUzjWTZP7aJ+r06bmQeI/rEz4doe0i1c3vQKHSuXoXLP6XwRaibdXliwKwjCv4fcJPYMn49tS+UHHmXw/ENcsaS6L2jRZcwOMrPiOLZwBM29KtBkwGcEp6gkVtm3SdfXF7LYDFw9uoo3+3ajQeNBvL4iiEiTzbVie3ebOVgcpNmusH/uMBqVakS3WQeJ0N+lVu3KSoog3MO4/LuBqK9m0N27Os3GrSI43kam/pKBPhPvzOBaegxHFwyicbnqNB21llNGm4qpVT2bPoMfxZmdy5k1vA99evWiV59nGDFrNbu/Ws+sPg0pW30wb28JVXFGJubgJQxt6YNX8xeZH5hIVpo15z1MKjZxYo4+xNLhjShdsQPj150lTl/QKjs57kskifXAFbin2km5eoj10wbRoVUbOkzy52iUCZvNmmcmWCexdusFtkzoSNViTXj6na8IT0vD6UoezdhUQms4s46p7apSpqofHxyKwWhWxqqSYLNFOXh7EhFBq3l7aHdq1BvE2E+OEq4Cg1QPB29SgYAj/iRbFkyga+fOdO7ciU6d3HRW/7tTh9Y0qVaOB4t7U7OpetfOE1m44xwx6r9DrhYXfgn6VlGLDjwdKhDN3Xqjtwbpfp5mxxq5lWmNK/BwKT9m7QvDkJpKquUsn495HN9izRk05zBRGem3V05NtjQykk6xccoTPFS2Pt3+GECcdlbKmVkdDtcNyHmcim4nw8TFdRNoX6kMFZ96h/XnU1QS657QEQTh98N9JjaKkMVDqFuuJo+/uoETiU4VkGr/ZMRoUklsRgxBC4bQpJgPzZ5TAanFhlkfGdC7mCzRnNmxgFHdO1Kz+RhmfBmKwab864/eGKr8ZqqNxJBPmfhEE3zaTWdrWLIaJ9R4JP5MEO5p9JhhSYnm2MdDeaSCL3VeUklsrEpinbk+3ILzeiqxB2bjV7MGtTrMZGe0FVvuwo4rmVUxr4qj09PTybh2g+vXnCQfWUB/3wr4Pj2TLy4mq9/SSI3cxft96lCiclde2ngZZ6YzZ6XVncSmRO5nsV9jylboxuTNoSSo+EKS2PsTSWJzUQG7JSWR8JO7+fi1Z+nTrisjlxwhJvWa68ruzIwMMlykk6a3P2iDs6dwZcvrdPKtTu3uM9h82ULmtWtkZenPixg4s3EqvbwrUqXV2+q3ZGXkZtch85TEq5zdvog3RvagxVOTWXggCrveonUtM6cNRXoqDteWK/VeVuX8VeB/Byepmek4jGfY9Ir+xM7TTNsaRnJaukqCxVCFX4jqy2b9fcfIMM6HxZJktOLMUH0xM9PV79NtcVzcN5dh1UvyYM0xLAmIxOjU30lO5tKGl3m8YnXq953L5ksppKnyWVlZilRSzm7i/d7Kkfh049Vtl0nRyXFSAlEXQgmPiSPR4iQtPYNMVztO7Mnn2PJWL2qUaMKTr20l1Kr+Jo5HEH5/tH8zp5AU8hHP1K6Cd7tXWHowAquy70xt35kZpCUEsXJcOyqVbcyTs48Q55oAM2GMPsfR1e/wwoCnaDtoLptCU8jQ327M8vBvuZ/A8LiB3GR1kJpynm3TnqaBdzMGLQ4mznWJnIwBgnCv40piTXGcXzuORuUq4v3kNNYERmPLHTO03TvD2Td3CI8V86ZB3yUcSbSr5FLXV3GuzUm6jgVU2Uw9vliTiLu0m7nPNqVkqUd5dsE+LhkdOFWO4ExVz3m7N/VK1aDVK+s4kWQjNT3TFXtcyzATfuhjxrSoQakaY/kkJEY+zXUfI0msCxNWh5Wkc1uY068FFcu2Ydi7q9kVFExwcBABAQEeBHPiUhTxyTq5tGMP28bUXnUo7lWDDhM/ZnvAcY4fD+DgxvmMb1+DYqWb0HfeQSJdq1D6PG08l3bPYkCd0ni3Hcrb/rsJCDlGSJBnG4rg05yPSHCt3uoZKn0b7B30apYdc8IJNkxoj3fZPkz94gLx+jIoOUMo/FIsDtITQtj88VSeefZN5i1ey86AQAICgwgKOMDOFe/yfMcqeD1ciYaT1hESbXR/41j1Z+vFjbzeXfX/B+vQcvQ81u05ovr/cQL2r2P+i22p6VWWBt3msOtqisvGDOEhfD5pBGPfeIvZq75k/+EAgoICCTq8jdXvPUfLCiV5qPZw3tlxGXO66uMFva8gCP9m3FuKLYZgVgxpQRUvbxp1n8Lirfs4quz7+JEdrHx7II0qlaJM+/EsDIzDqXdY6HskPh1Ne59S1Ow7mSVbDhEUovxoYD7/duwCV2INpKgE1b1NWF8oZyUucAkvPt4I37Z64teIVW8jluBTEO59XDGuCeOFz5n8eC1KeFWhxTPT+GTHAWXvxzgWsJetH02iZ50KFCvXmeFLQ0hw6t0bysaNBuKunidYjw2BKvY4up+ty2Yw2a85D5etRHW/+Xx5IRGbiiHMOuF1Wog+sIDnW1aimHcLBr3zGVsPBHPseCCHty9RMXljiherQbNxegeJ/qJCzu4y4b5DklgXFuzpRi7tnMOIagWdNfWkDI0nrCYg0uRakbU5Ejm7YRp+rapS/qFiHuUe4OHy9Wn57AJ2hOlrvpWBq/82iyGMQ/P7UeYBz2cWQNlOPPtRMIZ0RwGBvAowbFZS4kJYPaYFpUt04/X1Z+UTO8Kvw2In3RTKng9G87hvJcqXejBff3yYshWrUrP/dNaeiHZfxqADS+W0rPYELm6ZjV/7elQsXcKjTnHV/31p0PllFh6OVgGxxfURc2PMSTa/2Y1aVSqofuvZhhclSpbHu3pPRi/cT6jRhv1Htx4KgvBvRR99Uf4k9pg/U7s+SvXyJT3stRjFS1XEt8UAJq07Q5LdpsYCB5aoQPxfae1RrhCqD+OdHRcxK/+m75HQR2fshuOsf7ULdXwew29xMPGuIzwyBghCUcG129AUp2KCmQxsUVvFBMXz2H2xEmWoWKUNfSavJyje7PLxegeG03Cer+YOorxH2QdKlaeiT1WaDJvD5tOxrpj39pE+ffTPdIXDyybRq6kPZR98wKMdFa9UqkOT3rPZdsngui1ZLoW7f5Ek1oUFW5qRK/uWMKldDXyr+FLZxxtv74KoR+e3NhISZXKfXzXpA+mxXD6+lYUju/O4TyUqVfKmxmO9GbNwK0dDE1xGpGeB9G2NFsNVgpaNpkndqvj6VsbH9cxK+dpQ1O/P2OUnMKQVtBqlL85QSWy8Sgim9qFxvWHM2BZKnF4ZkyRW+BWYrWYSr54laMcy5kzwo83tvliNGq1G8/7yHQRdTSBZ7wrwrOuafU3k6uk9+L/hR6d63qr/V6JWq76M+XAz+09FurYRu5yIrmtMJO7CAT73X8CUZ1pS2ze3nfYMHD+f9QGhRBpUciwJrCDcAyibtaSQEBrAjo9eplPz2ngr+67U8An6vLaMXcEXiXFNaumJVTuW6GNsfLcvVXyr4FvZJ8e/FUCrl5m7Nwyz8m8WvRMq1UZM4FImdmlDyz7z2BPlHgNk9UQQihiu3YIGrh77kpV/GEDL+r7uMcP7UboMmManXx0nNNbkWrV1xcX67hfDRQ4tGU3D3PHhkWZ0nzCXpZuOcjFaJaIFfCNab1+2GqO5HLSBWcN78qiKoytVqkHDx17g/dU7Cbic6H4XjzrC/YcksbkoAzEaEoiNDCc8/MeIICoukSR9g2tOXT375Do/FB9DVE65iKgY4pPcv+U1PiNJCTFEROR/bj4ioolNUP8//NgMkjGZxLgo9awY4gzJGAsqIwg/C71tTwWipmTVP+Nu92Pd3yOi4jEY1W/6ltACVkZcZ2HMJoyJsUTn2E9EVOzt/p/3LIpuRw88SSTGqr57ux3d35OU09HPkq0/gnDP4JqoUjaZnEB0VITbXiOjiVH+ye37PMYEbddx0Tk2/SNEqvHBYLzj3/SYYNDjjhpvVNBqVOOMjAGCUDRxxwTKplVMEHU7po4kOjaRZD1m5Czs3C6fouMOFRffHiMi1fiSRHKKnszKH0PnoneKuNsxxMUQ6aoXQWSeeKWgesL9hCSxHrhmduyeFygVjP7GXX4H67pZTX87M7ec3l6lDfUuI1LO2eJRrlB0/Z9ajVKG6rr0SZWVyy+E/zeqb2qn4NmPNXbrTyeWepX1Z/V/XdbtfKz6JsLb7dixuWZbpR8Lwj2HtlmLFXuuf7QXZq+5PinXrgvBNabkq6tvEFXPtdvUcz3/LghC0SM3JrgdU2vbdu/auDuWyBlfbo8R7vHF/cmu/GXz4r7V+E7sYc+NVySB/a/gnkpitXQn1CtC+lMcgiAIgiAIgiAIguCJvm/ob3/7W04G+cslSawgCIIgCIIgCILwu3HPJLE3b96kT58+tGrVipYtWwqCIAiCIAiCIAhCgehz1L9Wv1kSm56e7nFFtiAIgiAIgiAIgiAUTEhISE4m+cv1myWxf//73wkKCuLQoUOCIAiCIAiCIAiCUCjZ2dk5meQv129+JlYkEolEIpFIJBKJRKJ/lySJFYlEIpFIJBKJRCJRkZEksSKRSCQSiUQikUgkKjKSJFYkEolEIpFIJBKJREVGksSKRCKRSCQSiUQikajISJJYkUgkEolEIpFIJBIVGUkSKxKJRCKRSCQSiUSiIiNJYkUikUgkEolEIpFIVGQkSaxIJBKJRCKRSCQSiYqMJIkViUQikUgkEolEIlGRkSSxIpFIJBKJRCKRSCQqMpIkViQSiUQikUgkEolERUaSxIpEIpFIJBKJRCKRqIgI/g9GyKeguKitLQAAAABJRU5ErkJggg==)
Die Daten wurden immer zum Stichtag des 1. Januars erhoben. Es handelt sich hierbei um alle Personalmitglieder der Kategorien Direktions- und Lehrpersonal, Erziehungshilfspersonal, Paramedizinisches Personal sowie Sozialpsychologisches Personal. Wenn ein Personal-mitglied zeitgleich in Ämtern der verschiedenen Personalkategorien oder in verschiedenen Schulebenen beschäftigt ist, kommt es zu Mehrfachzählungen dieses Personalmitglieds. In der Kategorie Direktions- und Lehrpersonal sind ebenfalls die Personalmitglieder der Schul-direktionen enthalten. Das Verwaltungspersonal wurde nicht berücksichtigt. Personalmit-glieder, die aufgrund einer Beurlaubung/Abwesenheit mit Ausnahme von Krankheit, Arbeitsunfall, Mutterschaft oder Gelegenheitsurlaub am Stichtag nicht beschäftigt waren, wurden nicht berücksichtigt. Integrationslehrer sind nicht enthalten, da Integrationslehrer in den Förderschulen angesiedelt sind und nicht einzeln ausgewertet werden können.
Weitere Kennzahlen zu Personalmitgliedern des Unterrichtswesens und insbesondere in Bezug auf die krankheitsbedingten Abwesenheiten sind dem Bericht „Krankheitsbedingte Fehlzeitenanalyse des Unterrichtswesens der Deutschsprachigen Gemeinschaft der Schul-jahre 2015-2016, 2016-2017, 2017-2018, 2018-2019“ der Kontrollärztin zu entnehmen, welcher im Parlament der Deutschsprachigen Gemeinschaft am 3. Dezember 2020 vorgestellt wurde.
Es bietet sich dem Fragesteller an, gegebenenfalls den Studiendienst des Parlaments der Deutschsprachigen Gemeinschaft mit Erhebungen zu den vergangenen zwei Jahrzehnten zu beauftragen.