El Vector (vector de conceptualización sociotécnica)
Espacio de pensamiento crítico en torno a las culturas, sociedades y políticas digitales.
Cambios en "Inteligencia y Tecnología: Mitos, realidades y posibilidades de la IA"
Título (Castellano)
- -Economía y Tecnología IV: Trabajo Mutante
- +Economia i Tecnologia IV: Treball Mutant
-Economía y Tecnología IV: Trabajo Mutante- +Economia i Tecnologia IV: Treball Mutant
- -Economía y Tecnología IV: Trabajo Mutante
- +Economia i Tecnologia IV: Treball Mutant
-Economía y Tecnología IV: Trabajo Mutante
- +Economia i Tecnologia IV: Treball Mutant
Descripción (Català)
-
-
7ª Sessió del Vector de Conceptualització Sociotécnica
En les dues primeres trobades sobre Economia i Tecnologia, celebrades el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de Cedric Durand i Mckenzie Wark. En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.
La primera xerrada, a càrrec d'Hernán Borisonik, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?
Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de Guillem Serrahima, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.
Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada Melissa Renau, sociòloga i investigadora del grup Dimmons, presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.
Finalment, Alba Hierro, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.
Estructura de la sessió:
Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:16:30h - 16:35h: Introducció al primer bloc de la trobada
16:35h - 16:55h: Ponència Hernán Borisonik
16:55h - 17:15h: Ponència Guillem Serrahima
17:15h - 17:35h: Debat entre ponents i el Vector
17:35h - 18:00h: Debat obert amb el públic
18:00h - 18.15: Pausa
Bloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:
18:15h - 18:20h: Introducció al segon bloc de la trobada
18:20h - 18:40h: Ponència Melissa Renau.
18:40h - 19:00h: Ponència Alba Hierro.
19:00h - 19: 20h: Debat entre ponents i el Vector
19:20h - 19:50h: Debat obert amb el públic
La sessió es farà en castellàPodreu veure el Streaming aquí.
Biografies de les ponents:
Hernán Borisonik és doctor en Ciències Socials per la Universitat de Buenos Aires i investigador del Conicet. És professor adjunt a l'Escola d'Humanitats de la Universitat Nacional de Sant Martí, on coordina el Centre Ciència i Pensament. El seu camp d'exploració abasta problemes vinculats als diners, la política i les arts. Dirigeix i forma part de diversos projectes vinculats a la filosofia i la teoria política. Realitza episòdicament tasques de curaduría, performance i crítica d'art. Va editar diversos volums acadèmics i de divulgació i va escriure els llibres Diners sagrats. Política, economia i sacralitat en Aristòtil (2013) i Suport. L'ús dels diners com a material en les arts visuals (2017), tots dos traduïts al portuguès.
Guillem Serrahima és llicenciat en Filosofia Contemporània per la Université Paris 8, màster en Estètica en la EHESS. Entre el màster i el doctorat va cursar un any d'estudis interdisciplinaris en teoria dels mitjans, art i hacktivisme en ArTeC (París), on actualment realitza un doctorat en Arqueologia dels mitjans digitals. També participa en el programa de recerca NEST de la Berkeley University (els EUA). Ha fet classes en la Université Paris 8 i ha estat convidat puntualment a les escoles BAU, Massana i Eina Idea. Les seves recerques aprofundeixen en les interseccions entre cibernètica, finances i art.
Melissa Renau Cano és estudiant de doctorat en Dimmons Research Group en la Internet Interdisciplinary Institute (IN3-UOC) on investiga sobre diferents models de plataforma i els seus impactes. L'objectiu principal de la seva tesi consisteix a estudiar la relació entre el model de plataforma i les condicions laborals de les seves treballadores, posant especial atenció en la tan aclamada flexibilitat. La seva tesi s'està desenvolupant en el marc del projecte europeu H2020 PLUS (Platform Labour in Urban Spaces). Té un Màster en Sociologia (Universitat de Barcelona) i és llicenciada en Administració d'Empreses (Universitat Pompeu Fabra).
Alba Hierro, doctora en matemàtiques aplicades per la UPC. Participa activament en el foment de l'economia social i solidària (ESS) a Catalunya des del 2012. És membre de la Xarxa d'economia Solidària on ha impulsat diferents projectes entre ells Pam a Pam i la comissió de Procomuns des d'on s'ha treballat i incidit per apropar l'ESS als comuns digitals i les tecnologies lliures, amb perspectiva feminista.
Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per Tecnopolítica (IN3/UOC) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al Canòdrom. Ateneo de Innovación Democrática y Digital.Disseny de la gràfica del Vector realitzada per Raúl Goñi
-
+
8a Sessió del Vector de Conceptualització Sociotècnica
El treball és un element clau dels processos productius i reproductius de la societat i de la vida. Afecta (i és afectat per) les formes d'organització social, les relacions de producció de valor econòmic i la configuració de grups i classes socials, en múltiples escales. Per això, com a darrera sessió de l'eix d'Economia i Tecnologia (després del tecnofeudalisme, el vectorialisme i diverses formes tecnoeconòmiques emergents, de les criptomonedes al cooperativisme de plataforma) ens centrarem a abordar les mutacions del treball, aprofundint i aprofundint en la seva relació específica amb les tecnologies i plataformes digitals.
Un dels debats sobre l'impacte de les tecnologies digitals a la reconfiguració del treball se centra en la possibilitat que l'automatització substitueixi la força laboral humana per màquines, creant un escenari de desocupació massiva. Les postures més optimistes (com l'acceleracionisme d'esquerres) celebren aquesta tendència com a possible via per superar el capitalisme, creient que -acompanyada d'una renda bàsica universal- podria posar fi a l'esclavitud del treball assalariat. Tot i això, des del feminisme s'ha assenyalat que aquests horitzons postrabajo han estat configurats des d'un imaginari marcadament masculinista, massa preocupat per les fàbriques i molt poc per les tasques vinculades a la reproducció social o les cures que històricament han exercit les dones a l'espai domèstic. A més, la realitat sembla molt diferent fins i tot en la pròpia esfera productiva (si és que aquesta distinció té algun sentit): lluny de crear una situació d'abundància material i més temps lliure, les tecnologies digitals han comportat l'aparició de multitud de microfeines escassament remunerats (com l'etiquetatge d'imatges, la realització d'enquestes o la transcripció de textos) que s'invisibilitzen per amagar les quantitats ingents de treball humà que hi ha darrere de tot sistema “automatitzat”. Als treballs administratius o d'oficina, la digitalització ha comportat la proliferació de tasques i responsabilitats com el fitxatge electrònic, la comunicació i l'organització en línia. Per part seva, les grans plataformes de serveis recorren a la gestió algorítmica estenent diferents formes de mesurament, vigilància i control sobre els seus empleats, alhora que obstaculitzen l'organització entre ells, eludeixen lleis i eviten la rendició de comptes. Al primer bloc de la sessió, a càrrec de Toni Navarro, filòsof especialitzat en gènere i tecnologia, esplantejaran algunes crítiques respecte al discurs de l'automatització, s'abordaran les mutacions del treball sota l'economia digital i s'exploraran algunes vies de solidaritat i resistència des dels nous sindicalismes i el cooperativisme de plataformes.
Al segon bloc, Marta Echaves, investigadora i editora de Working Dead, conversarà amb Nuria Soto, portaveu de RidersxDerechos, al voltant dels reptes que implica per als sindicalismes les realitats laborals de l'economia de plataformes, i com afecta la uberització del treball les gramàtiques d'autoorganització i resistència de les treballadores i els treballadors. La mutació del treball no ha de ser presa com un fet sinó com una pregunta oberta, des de la qual qüestionar els discursos i els imaginaris que glorifiquen la innovació. De vegades, l'etiqueta de les transformacions que comporta allò digital en les formes de treball, serveix de vegades com a excusa per invisibilitzar que aquestes noves tipologies d'empreses mantenen o recuperen formes clàssiques d'explotació i precarització laboral, davant de les que moltes estratègies d'organització i lluita històriques continuen sent vàlides. Què ha passat entre la dècada dels 80 i l'actualitat en relació amb la regularització de la figura de l'autònom? Què ha suposat l'aparició de la Llei Rider i quins perills conté la categoria de l'autònom digital? Com els sindicalismes podrien confrontar els algorismes d'aquestes plataformes? En quina mesura un cooperativisme de plataforma necessita dotar-se d'infraestructures tecnològiques i eines digitals, socialitzades, sobiranes i democràtiques, per poder representar algun tipus d'amenaça real a les empreses que actualment tenen el control i quasimonopoli d'aquests serveis?
Coordinador de la sessió: Toni NavarroInvitadxs: Marta Echavez i Núria Soto
Fila 0: Ekaitz Cancel·la
Estructura de la sessió
17:30h - 17:50h: Ponència a càrrec de Toni Navarro17:50h - 18:00h: Introducció a la conversa a càrrec de Marta Echaves
18:30h - 19:00h: Conversa entre Marta Echaves i Nuria Soto
19:00h - 19:30h: Debat amb el públic
Bio ponents
Toni Navarro. Filòsof especialitzat en gènere i tecnologia. Actualment investiga al Vector de Conceptualització Sociotècnica impulsat per Tecnopolítica (IN3/UOC) a Canòdrom, Ateneu d'Innovació Digital i Democràtica. Publica ocasionalment a mitjans i revistes com CCCB Lab, El Salt Diari, Píkara Magazine, eldiario.es, El País, Temes de Disseny i Teknokultura. Ha impartit seminaris i conferències a: Centre Ciència i Pensament (UNSAM), Festival Gelatina (La Casa Encesa), IV Simposi Internacional Mutating Ecologies in Contemporary Art, Institut for Postnatural Studies, Institut d'Humanitats de Barcelona, Centre de Cultura Contemporània de Barcelona (CCCB), Centre de Documentació i Estudis Avançats d'Art Contemporani (CENDEAC), Biennal de Pensament Ciutat Oberta, Primavera Pro, Decidim Fest o FEM TEK Bilbao. Ha estat professor convidat d'estudis crítics a EINA, Centre Universitari de Disseny i Art (UAB). Recentment ha traduït i prologat els llibres Nous vectors del xenofeminisme de Laboria Cuboniks (Holobionte Ediciones, 2022) i La terraformació de Benjamin Bratton (Caja Negra, 2021). També ha escrit el pròleg dels llibres Xenofeminisme de Helen Hester (Caixa Negra, 2018) i La guerra de desig i tecnologia de Sandy Stone (Holobionte Ediciones, 2020), i ha traduït textos de diverses autores per a l'antologia Ciberfeminismo. De VNS Matrix a Laboria Cuboniks (Holobionte Ediciones, 2019).
Marta Echaves (Madrid, 1990). Formada en Filosofia (UAM) i el Programa d´Estudis Independents (MACBA/UAB), treballa com a coordinadora d´activitats de l´editorial Caja Negra. Com a investigadora en aquests darrers anys ha desenvolupat dos projectes, La contrarevolució dels cavalls, i De las Acechanzas, que s'han presentat sota diferents formats en institucions com MNCARS, MACBA, La Casa Encesa, CENDEAC, Arc, Arts Santa Monica, UB. .. Com a escriptora ha publicat per a llibres d'artistes, catàlegs i mitjans digitals, i el 2019 va editar al costat de María Ruido i Antonio Gómez Villar Working Dead. Escenaris del postrabajo (La Virreina Centre de la Imatge). Ha desenvolupat algunes reflexions al voltant de la tecnologia i el treball en contextos com les Jornades Cos, treball i norma de la UCM, la presentació del llibre Volumetric Regimes (Medialab Escorxador), el conversatori al costat de Diego Morera Quèfem amb Frank? El programari com a infraestructura urbana (Dilalica), i el text escrit juntament amb Aurora Fernández Polanco i Marta Labad Sota el símptoma, al catàleg Sota la superfície (Conde Duque)
Núria Soto. Exrider de Deliveroo, portaveu de la plataforma sindical RidersxDerechos i sòcia de la cooperativa de plataforma de ciclomissatgeria Mensakas. Fa quatre anys que té jutjats i lluites contra els abusos laborals de l'anomenada economia de plataforma que ja agrupa més de 3.000 empreses a Espanya. Com a part d'aquesta lluita va guanyar un judici a Deliveroo per estar treballant com a falsa autònoma i per acomiadament improcedent que el jutge va considerar una represàlia contra la seva activitat sindical.
Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per Tecnopolítica (IN3/UOC) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al Canòdrom. Ateneo de Innovación Democrática y Digital.Disseny de la gràfica del Vector realitzada per Raúl Goñi
-<p><br></p><p><img src="data:image/jpeg;base64,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"></p><h4>7ª Sessió del Vector de Conceptualització Sociotécnica</h4><p>En les dues primeres trobades sobre Economia i Tecnologia, celebrades el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de <a href="https://comunitat.canodrom.barcelona/assemblies/ElVector/f/1877/meetings/2253" target="_blank">Cedric Durand </a>i <a href="https://tecnopolitica.net/es/content/econom%C3%ADa-y-tecnolog%C3%ADa-ii-%C2%BFha-muerto-el-capitalismo" target="_blank">Mckenzie Wark</a>. <strong>En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.</strong></p><p>La primera xerrada, a càrrec d'<strong>Hernán Borisonik</strong>, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. <strong>La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?</strong></p><p>Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de <strong>Guillem Serrahima</strong>, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. <strong>La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.</strong></p><p>Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada <strong>Melissa Renau</strong>, sociòloga i investigadora del grup Dimmons, <strong>presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma</strong>. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.</p><p>Finalment, <strong>Alba Hierro</strong>, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. <strong>Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? </strong>Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.<strong><br><br>Estructura de la sessió:<br>Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:</strong></p><p>16:30h - 16:35h: Introducció al primer bloc de la trobada</p><p>16:35h - 16:55h: Ponència Hernán Borisonik<br></p><p>16:55h - 17:15h: Ponència Guillem Serrahima</p><p>17:15h - 17:35h: Debat entre ponents i el Vector</p><p>17:35h - 18:00h: Debat obert amb el públic</p><p>18:00h - 18.15: Pausa</p><p><strong>Bloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:</strong></p><p>18:15h - 18:20h: Introducció al segon bloc de la trobada</p><p>18:20h - 18:40h: Ponència Melissa Renau.</p><p>18:40h - 19:00h: Ponència Alba Hierro.</p><p>19:00h - 19: 20h: Debat entre ponents i el Vector</p><p>19:20h - 19:50h: Debat obert amb el públic<strong><br><br>La sessió es farà en castellà</strong></p><p><strong>Podreu veure el Streaming </strong><a href="https://www.youtube.com/watch?v=nTcnoIO2Auc" target="_blank"><strong>aquí</strong></a><strong>.</strong></p><p><strong>Biografies de les ponents:</strong></p><p><strong>Hernán Borisonik</strong> és doctor en Ciències Socials per la Universitat de Buenos Aires i investigador del Conicet. És professor adjunt a l'Escola d'Humanitats de la Universitat Nacional de Sant Martí, on coordina el Centre Ciència i Pensament. El seu camp d'exploració abasta problemes vinculats als diners, la política i les arts. Dirigeix i forma part de diversos projectes vinculats a la filosofia i la teoria política. Realitza episòdicament tasques de curaduría, performance i crítica d'art. Va editar diversos volums acadèmics i de divulgació i va escriure els llibres Diners sagrats. Política, economia i sacralitat en Aristòtil (2013) i Suport. L'ús dels diners com a material en les arts visuals (2017), tots dos traduïts al portuguès.</p><p><strong> Guillem Serrahima</strong> és llicenciat en Filosofia Contemporània per la Université Paris 8, màster en Estètica en la EHESS. Entre el màster i el doctorat va cursar un any d'estudis interdisciplinaris en teoria dels mitjans, art i hacktivisme en ArTeC (París), on actualment realitza un doctorat en Arqueologia dels mitjans digitals. També participa en el programa de recerca NEST de la Berkeley University (els EUA). Ha fet classes en la Université Paris 8 i ha estat convidat puntualment a les escoles BAU, Massana i Eina Idea. Les seves recerques aprofundeixen en les interseccions entre cibernètica, finances i art.</p><p><strong>Melissa Renau Cano </strong>és estudiant de doctorat en Dimmons Research Group en la Internet Interdisciplinary Institute (IN3-UOC) on investiga sobre diferents models de plataforma i els seus impactes. L'objectiu principal de la seva tesi consisteix a estudiar la relació entre el model de plataforma i les condicions laborals de les seves treballadores, posant especial atenció en la tan aclamada flexibilitat. La seva tesi s'està desenvolupant en el marc del projecte europeu H2020 PLUS (Platform Labour in Urban Spaces). Té un Màster en Sociologia (Universitat de Barcelona) i és llicenciada en Administració d'Empreses (Universitat Pompeu Fabra).</p><p><strong>Alba Hierro</strong>, doctora en matemàtiques aplicades per la UPC. Participa activament en el foment de l'economia social i solidària (ESS) a Catalunya des del 2012. És membre de la Xarxa d'economia Solidària on ha impulsat diferents projectes entre ells Pam a Pam i la comissió de Procomuns des d'on s'ha treballat i incidit per apropar l'ESS als comuns digitals i les tecnologies lliures, amb perspectiva feminista.</p><iframe class="ql-video" frameborder="0" allowfullscreen="true" src="https://www.youtube.com/embed/nTcnoIO2Auc?showinfo=0"></iframe><p><em><br>Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Disseny de la gràfica del Vector realitzada per </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em></a></p>- +<p><strong>8a Sessió del Vector de Conceptualització Sociotècnica</strong></p><p><em><br></em>El treball és un element clau dels processos productius i reproductius de la societat i de la vida. Afecta (i és afectat per) les formes d'organització social, les relacions de producció de valor econòmic i la configuració de grups i classes socials, en múltiples escales. Per això, com a darrera sessió de l'eix d'Economia i Tecnologia (després del tecnofeudalisme, el vectorialisme i diverses formes tecnoeconòmiques emergents, de les criptomonedes al cooperativisme de plataforma) ens centrarem a abordar <strong>les mutacions del treball, aprofundint i aprofundint en la seva</strong> <strong>relació específica amb les tecnologies i plataformes digitals</strong>. </p><p><em><br></em>Un dels debats sobre l'impacte de les tecnologies digitals a la reconfiguració del treball se centra en la possibilitat que l'automatització substitueixi la força laboral humana per màquines, creant un escenari de desocupació massiva. Les postures més optimistes (com l'acceleracionisme d'esquerres) celebren aquesta tendència com a possible via per superar el capitalisme, creient que -acompanyada d'una renda bàsica universal- podria posar fi a l'esclavitud del treball assalariat. Tot i això, des del feminisme s'ha assenyalat que aquests horitzons postrabajo han estat configurats des d'un imaginari marcadament masculinista, massa preocupat per les fàbriques i molt poc per les tasques vinculades a la reproducció social o les cures que històricament han exercit les dones a l'espai domèstic. A més, la realitat sembla molt diferent fins i tot en la pròpia esfera productiva (si és que aquesta distinció té algun sentit):<strong> lluny de crear una situació d'abundància material i més temps lliure, les tecnologies digitals han comportat l'aparició de multitud de microfeines escassament remunerats </strong>(com l'etiquetatge d'imatges, la realització d'enquestes o la transcripció de textos) que s'invisibilitzen per amagar les quantitats ingents de treball humà que hi ha darrere de tot sistema “automatitzat”. Als treballs administratius o d'oficina, la digitalització ha comportat la proliferació de tasques i responsabilitats com el fitxatge electrònic, la comunicació i l'organització en línia. Per part seva, <strong>les grans plataformes de serveis recorren a la gestió algorítmica estenent diferents formes de mesurament, vigilància i control sobre els seus empleats, alhora que obstaculitzen l'organització entre ells, eludeixen lleis i eviten la rendició de comptes.</strong> Al primer bloc de la sessió, a càrrec de Toni Navarro, filòsof especialitzat en gènere i tecnologia, esplantejaran algunes crítiques respecte al discurs de l'automatització, s'abordaran les mutacions del treball sota l'economia digital i s'exploraran algunes vies de solidaritat i resistència des dels nous sindicalismes i el cooperativisme de plataformes.</p><p><em><br></em>Al segon bloc, Marta Echaves, investigadora i editora de <em>Working Dead</em>, conversarà amb Nuria Soto, portaveu de RidersxDerechos, al voltant <strong>dels reptes que implica per als sindicalismes les realitats laborals de l'economia de plataformes, i</strong> <strong>com afecta la uberització del treball les gramàtiques d'autoorganització i resistència de les treballadores i els treballadors. La mutació del treball no ha de ser presa com un fet sinó com una pregunta oberta, des de la qual qüestionar els discursos i els imaginaris que glorifiquen la innovació. De vegades, l'etiqueta de les transformacions que comporta allò digital en les formes de treball, serveix de vegades com a excusa per invisibilitzar que aquestes noves tipologies d'empreses mantenen o recuperen formes clàssiques d'explotació i precarització laboral, davant de les que moltes estratègies d'organització i lluita històriques continuen sent vàlides. </strong>Què ha passat entre la dècada dels 80 i l'actualitat en relació amb la regularització de la figura de l'autònom? Què ha suposat l'aparició de la Llei Rider i quins perills conté la categoria de l'autònom digital? Com els sindicalismes podrien confrontar els algorismes d'aquestes plataformes? En quina mesura un cooperativisme de plataforma necessita dotar-se d'infraestructures tecnològiques i eines digitals, socialitzades, sobiranes i democràtiques, per poder representar algun tipus d'amenaça real a les empreses que actualment tenen el control i quasimonopoli d'aquests serveis? </p><p><em><br></em><strong>Coordinador de la sessió: </strong>Toni Navarro</p><p><strong>Invitadxs:</strong> Marta Echavez i Núria Soto</p><p><strong>Fila 0: </strong>Ekaitz Cancel·la</p><p><em><br></em><strong>Estructura de la sessió</strong> </p><p><em><br></em>17:30h - 17:50h: Ponència a càrrec de Toni Navarro</p><p>17:50h - 18:00h: Introducció a la conversa a càrrec de Marta Echaves </p><p>18:30h - 19:00h: Conversa entre Marta Echaves i Nuria Soto</p><p>19:00h - 19:30h: Debat amb el públic </p><p><em><br></em><strong>Bio ponents</strong></p><p><em><br></em><a href="https://tecnopolitica.net/es/autor/toni-navarro" target="_blank"><strong>Toni Navarro</strong></a>. Filòsof especialitzat en gènere i tecnologia. Actualment investiga al Vector de Conceptualització Sociotècnica impulsat per Tecnopolítica (IN3/UOC) a Canòdrom, Ateneu d'Innovació Digital i Democràtica. Publica ocasionalment a mitjans i revistes com CCCB Lab, El Salt Diari, Píkara Magazine, eldiario.es, El País, Temes de Disseny i Teknokultura. Ha impartit seminaris i conferències a: Centre Ciència i Pensament (UNSAM), Festival Gelatina (La Casa Encesa), IV Simposi Internacional Mutating Ecologies in Contemporary Art, Institut for Postnatural Studies, Institut d'Humanitats de Barcelona, Centre de Cultura Contemporània de Barcelona (CCCB), Centre de Documentació i Estudis Avançats d'Art Contemporani (CENDEAC), Biennal de Pensament Ciutat Oberta, Primavera Pro, Decidim Fest o FEM TEK Bilbao. Ha estat professor convidat d'estudis crítics a EINA, Centre Universitari de Disseny i Art (UAB). Recentment ha traduït i prologat els llibres <em>Nous vectors del xenofeminisme</em> de Laboria Cuboniks (Holobionte Ediciones, 2022) i <em>La terraformació</em> de Benjamin Bratton (Caja Negra, 2021). També ha escrit el pròleg dels llibres <em>Xenofeminisme</em> de Helen Hester (Caixa Negra, 2018) i <em>La guerra de desig i tecnologia</em> de Sandy Stone (Holobionte Ediciones, 2020), i ha traduït textos de diverses autores per a l'antologia <em>Ciberfeminismo. De VNS Matrix a Laboria Cuboniks </em>(Holobionte Ediciones, 2019).</p><p><em><br></em><strong>Marta Echaves</strong> (Madrid, 1990). Formada en Filosofia (UAM) i el Programa d´Estudis Independents (MACBA/UAB), treballa com a coordinadora d´activitats de l´editorial Caja Negra. Com a investigadora en aquests darrers anys ha desenvolupat dos projectes, <a href="https://rwm.macba.cat/es/especiales/there-are-no-more-tickets-funeral" target="_blank">La contrarevolució dels cavalls</a>, i <a href="https://www.lacasaencendida.es/encuentros/acechanzas-conferencia-marta-echaves-12631" target="_blank">De las Acechanzas</a>, que s'han presentat sota diferents formats en institucions com MNCARS, MACBA, La Casa Encesa, CENDEAC, Arc, Arts Santa Monica, UB. .. Com a escriptora ha publicat per a llibres d'artistes, catàlegs i mitjans digitals, i el 2019 va editar al costat de María Ruido i Antonio Gómez Villar <a href="https://www.youtube.com/watch?v=0TYcS26Ti8I&t=3692s&ab_channel=LaVirreinaCentredelaImatge" target="_blank">Working Dead. Escenaris del postrabajo (La Virreina Centre de la Imatge)</a>. Ha desenvolupat algunes reflexions al voltant de la tecnologia i el treball en contextos com les Jornades Cos, treball i norma de la UCM, la presentació del llibre Volumetric Regimes (Medialab Escorxador), el conversatori al costat de Diego Morera Quèfem amb Frank? El programari com a infraestructura urbana (Dilalica), i el text escrit juntament amb Aurora Fernández Polanco i Marta Labad Sota el símptoma, al catàleg Sota la superfície (Conde Duque)</p><p><em><br></em><a href="https://twitter.com/NuriaSotoA" target="_blank"><strong>Núria Soto</strong></a>. Exrider de Deliveroo, portaveu de la plataforma sindical RidersxDerechos i sòcia de la cooperativa de plataforma de ciclomissatgeria Mensakas. Fa quatre anys que té jutjats i lluites contra els abusos laborals de l'anomenada economia de plataforma que ja agrupa més de 3.000 empreses a Espanya. Com a part d'aquesta lluita va guanyar un judici a Deliveroo per estar treballant com a falsa autònoma i per acomiadament improcedent que el jutge va considerar una represàlia contra la seva activitat sindical.</p><p><em><br><br><br>Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Disseny de la gràfica del Vector realitzada per </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em></a></p>
-
-
7ª Sessió del Vector de Conceptualització Sociotécnica
En les dues primeres trobades sobre Economia i Tecnologia, celebrades el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de Cedric Durand i Mckenzie Wark. En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.
La primera xerrada, a càrrec d'Hernán Borisonik, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?
Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de Guillem Serrahima, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.
Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada Melissa Renau, sociòloga i investigadora del grup Dimmons, presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.
Finalment, Alba Hierro, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.
Estructura de la sessió:
Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:16:30h - 16:35h: Introducció al primer bloc de la trobada
16:35h - 16:55h: Ponència Hernán Borisonik
16:55h - 17:15h: Ponència Guillem Serrahima
17:15h - 17:35h: Debat entre ponents i el Vector
17:35h - 18:00h: Debat obert amb el públic
18:00h - 18.15: Pausa
Bloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:
18:15h - 18:20h: Introducció al segon bloc de la trobada
18:20h - 18:40h: Ponència Melissa Renau.
18:40h - 19:00h: Ponència Alba Hierro.
19:00h - 19: 20h: Debat entre ponents i el Vector
19:20h - 19:50h: Debat obert amb el públic
La sessió es farà en castellàPodreu veure el Streaming aquí.
Biografies de les ponents:
Hernán Borisonik és doctor en Ciències Socials per la Universitat de Buenos Aires i investigador del Conicet. És professor adjunt a l'Escola d'Humanitats de la Universitat Nacional de Sant Martí, on coordina el Centre Ciència i Pensament. El seu camp d'exploració abasta problemes vinculats als diners, la política i les arts. Dirigeix i forma part de diversos projectes vinculats a la filosofia i la teoria política. Realitza episòdicament tasques de curaduría, performance i crítica d'art. Va editar diversos volums acadèmics i de divulgació i va escriure els llibres Diners sagrats. Política, economia i sacralitat en Aristòtil (2013) i Suport. L'ús dels diners com a material en les arts visuals (2017), tots dos traduïts al portuguès.
Guillem Serrahima és llicenciat en Filosofia Contemporània per la Université Paris 8, màster en Estètica en la EHESS. Entre el màster i el doctorat va cursar un any d'estudis interdisciplinaris en teoria dels mitjans, art i hacktivisme en ArTeC (París), on actualment realitza un doctorat en Arqueologia dels mitjans digitals. També participa en el programa de recerca NEST de la Berkeley University (els EUA). Ha fet classes en la Université Paris 8 i ha estat convidat puntualment a les escoles BAU, Massana i Eina Idea. Les seves recerques aprofundeixen en les interseccions entre cibernètica, finances i art.
Melissa Renau Cano és estudiant de doctorat en Dimmons Research Group en la Internet Interdisciplinary Institute (IN3-UOC) on investiga sobre diferents models de plataforma i els seus impactes. L'objectiu principal de la seva tesi consisteix a estudiar la relació entre el model de plataforma i les condicions laborals de les seves treballadores, posant especial atenció en la tan aclamada flexibilitat. La seva tesi s'està desenvolupant en el marc del projecte europeu H2020 PLUS (Platform Labour in Urban Spaces). Té un Màster en Sociologia (Universitat de Barcelona) i és llicenciada en Administració d'Empreses (Universitat Pompeu Fabra).
Alba Hierro, doctora en matemàtiques aplicades per la UPC. Participa activament en el foment de l'economia social i solidària (ESS) a Catalunya des del 2012. És membre de la Xarxa d'economia Solidària on ha impulsat diferents projectes entre ells Pam a Pam i la comissió de Procomuns des d'on s'ha treballat i incidit per apropar l'ESS als comuns digitals i les tecnologies lliures, amb perspectiva feminista.
Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per Tecnopolítica (IN3/UOC) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al Canòdrom. Ateneo de Innovación Democrática y Digital.Disseny de la gràfica del Vector realitzada per Raúl Goñi
-
+
8a Sessió del Vector de Conceptualització Sociotècnica
El treball és un element clau dels processos productius i reproductius de la societat i de la vida. Afecta (i és afectat per) les formes d'organització social, les relacions de producció de valor econòmic i la configuració de grups i classes socials, en múltiples escales. Per això, com a darrera sessió de l'eix d'Economia i Tecnologia (després del tecnofeudalisme, el vectorialisme i diverses formes tecnoeconòmiques emergents, de les criptomonedes al cooperativisme de plataforma) ens centrarem a abordar les mutacions del treball, aprofundint i aprofundint en la seva relació específica amb les tecnologies i plataformes digitals.
Un dels debats sobre l'impacte de les tecnologies digitals a la reconfiguració del treball se centra en la possibilitat que l'automatització substitueixi la força laboral humana per màquines, creant un escenari de desocupació massiva. Les postures més optimistes (com l'acceleracionisme d'esquerres) celebren aquesta tendència com a possible via per superar el capitalisme, creient que -acompanyada d'una renda bàsica universal- podria posar fi a l'esclavitud del treball assalariat. Tot i això, des del feminisme s'ha assenyalat que aquests horitzons postrabajo han estat configurats des d'un imaginari marcadament masculinista, massa preocupat per les fàbriques i molt poc per les tasques vinculades a la reproducció social o les cures que històricament han exercit les dones a l'espai domèstic. A més, la realitat sembla molt diferent fins i tot en la pròpia esfera productiva (si és que aquesta distinció té algun sentit): lluny de crear una situació d'abundància material i més temps lliure, les tecnologies digitals han comportat l'aparició de multitud de microfeines escassament remunerats (com l'etiquetatge d'imatges, la realització d'enquestes o la transcripció de textos) que s'invisibilitzen per amagar les quantitats ingents de treball humà que hi ha darrere de tot sistema “automatitzat”. Als treballs administratius o d'oficina, la digitalització ha comportat la proliferació de tasques i responsabilitats com el fitxatge electrònic, la comunicació i l'organització en línia. Per part seva, les grans plataformes de serveis recorren a la gestió algorítmica estenent diferents formes de mesurament, vigilància i control sobre els seus empleats, alhora que obstaculitzen l'organització entre ells, eludeixen lleis i eviten la rendició de comptes. Al primer bloc de la sessió, a càrrec de Toni Navarro, filòsof especialitzat en gènere i tecnologia, esplantejaran algunes crítiques respecte al discurs de l'automatització, s'abordaran les mutacions del treball sota l'economia digital i s'exploraran algunes vies de solidaritat i resistència des dels nous sindicalismes i el cooperativisme de plataformes.
Al segon bloc, Marta Echaves, investigadora i editora de Working Dead, conversarà amb Nuria Soto, portaveu de RidersxDerechos, al voltant dels reptes que implica per als sindicalismes les realitats laborals de l'economia de plataformes, i com afecta la uberització del treball les gramàtiques d'autoorganització i resistència de les treballadores i els treballadors. La mutació del treball no ha de ser presa com un fet sinó com una pregunta oberta, des de la qual qüestionar els discursos i els imaginaris que glorifiquen la innovació. De vegades, l'etiqueta de les transformacions que comporta allò digital en les formes de treball, serveix de vegades com a excusa per invisibilitzar que aquestes noves tipologies d'empreses mantenen o recuperen formes clàssiques d'explotació i precarització laboral, davant de les que moltes estratègies d'organització i lluita històriques continuen sent vàlides. Què ha passat entre la dècada dels 80 i l'actualitat en relació amb la regularització de la figura de l'autònom? Què ha suposat l'aparició de la Llei Rider i quins perills conté la categoria de l'autònom digital? Com els sindicalismes podrien confrontar els algorismes d'aquestes plataformes? En quina mesura un cooperativisme de plataforma necessita dotar-se d'infraestructures tecnològiques i eines digitals, socialitzades, sobiranes i democràtiques, per poder representar algun tipus d'amenaça real a les empreses que actualment tenen el control i quasimonopoli d'aquests serveis?
Coordinador de la sessió: Toni NavarroInvitadxs: Marta Echavez i Núria Soto
Fila 0: Ekaitz Cancel·la
Estructura de la sessió
17:30h - 17:50h: Ponència a càrrec de Toni Navarro17:50h - 18:00h: Introducció a la conversa a càrrec de Marta Echaves
18:30h - 19:00h: Conversa entre Marta Echaves i Nuria Soto
19:00h - 19:30h: Debat amb el públic
Bio ponents
Toni Navarro. Filòsof especialitzat en gènere i tecnologia. Actualment investiga al Vector de Conceptualització Sociotècnica impulsat per Tecnopolítica (IN3/UOC) a Canòdrom, Ateneu d'Innovació Digital i Democràtica. Publica ocasionalment a mitjans i revistes com CCCB Lab, El Salt Diari, Píkara Magazine, eldiario.es, El País, Temes de Disseny i Teknokultura. Ha impartit seminaris i conferències a: Centre Ciència i Pensament (UNSAM), Festival Gelatina (La Casa Encesa), IV Simposi Internacional Mutating Ecologies in Contemporary Art, Institut for Postnatural Studies, Institut d'Humanitats de Barcelona, Centre de Cultura Contemporània de Barcelona (CCCB), Centre de Documentació i Estudis Avançats d'Art Contemporani (CENDEAC), Biennal de Pensament Ciutat Oberta, Primavera Pro, Decidim Fest o FEM TEK Bilbao. Ha estat professor convidat d'estudis crítics a EINA, Centre Universitari de Disseny i Art (UAB). Recentment ha traduït i prologat els llibres Nous vectors del xenofeminisme de Laboria Cuboniks (Holobionte Ediciones, 2022) i La terraformació de Benjamin Bratton (Caja Negra, 2021). També ha escrit el pròleg dels llibres Xenofeminisme de Helen Hester (Caixa Negra, 2018) i La guerra de desig i tecnologia de Sandy Stone (Holobionte Ediciones, 2020), i ha traduït textos de diverses autores per a l'antologia Ciberfeminismo. De VNS Matrix a Laboria Cuboniks (Holobionte Ediciones, 2019).
Marta Echaves (Madrid, 1990). Formada en Filosofia (UAM) i el Programa d´Estudis Independents (MACBA/UAB), treballa com a coordinadora d´activitats de l´editorial Caja Negra. Com a investigadora en aquests darrers anys ha desenvolupat dos projectes, La contrarevolució dels cavalls, i De las Acechanzas, que s'han presentat sota diferents formats en institucions com MNCARS, MACBA, La Casa Encesa, CENDEAC, Arc, Arts Santa Monica, UB. .. Com a escriptora ha publicat per a llibres d'artistes, catàlegs i mitjans digitals, i el 2019 va editar al costat de María Ruido i Antonio Gómez Villar Working Dead. Escenaris del postrabajo (La Virreina Centre de la Imatge). Ha desenvolupat algunes reflexions al voltant de la tecnologia i el treball en contextos com les Jornades Cos, treball i norma de la UCM, la presentació del llibre Volumetric Regimes (Medialab Escorxador), el conversatori al costat de Diego Morera Quèfem amb Frank? El programari com a infraestructura urbana (Dilalica), i el text escrit juntament amb Aurora Fernández Polanco i Marta Labad Sota el símptoma, al catàleg Sota la superfície (Conde Duque)
Núria Soto. Exrider de Deliveroo, portaveu de la plataforma sindical RidersxDerechos i sòcia de la cooperativa de plataforma de ciclomissatgeria Mensakas. Fa quatre anys que té jutjats i lluites contra els abusos laborals de l'anomenada economia de plataforma que ja agrupa més de 3.000 empreses a Espanya. Com a part d'aquesta lluita va guanyar un judici a Deliveroo per estar treballant com a falsa autònoma i per acomiadament improcedent que el jutge va considerar una represàlia contra la seva activitat sindical.
Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per Tecnopolítica (IN3/UOC) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al Canòdrom. Ateneo de Innovación Democrática y Digital.Disseny de la gràfica del Vector realitzada per Raúl Goñi
-<p><br></p><p><img src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAgEASABIAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABAASAAAAAEAAQBIAAAAAQAB/+IMWElDQ19QUk9GSUxFAAEBAAAMSExpbm8CEAAAbW50clJHQiBYWVogB84AAgAJAAYAMQAAYWNzcE1TRlQAAAAASUVDIHNSR0IAAAAAAAAAAAAAAAAAAPbWAAEAAAAA0y1IUCAgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAARY3BydAAAAVAAAAAzZGVzYwAAAYQAAABsd3RwdAAAAfAAAAAUYmtwdAAAAgQAAAAUclhZWgAAAhgAAAAUZ1hZWgAAAiwAAAAUYlhZWgAAAkAAAAAUZG1uZAAAAlQAAABwZG1kZAAAAsQAAACIdnVlZAAAA0wAAACGdmlldwAAA9QAAAAkbHVtaQAAA/gAAAAUbWVhcwAABAwAAAAkdGVjaAAABDAAAAAMclRSQwAABDwAAAgMZ1RSQwAABDwAAAgMYlRSQwAABDwAAAgMdGV4dAAAAABDb3B5cmlnaHQgKGMpIDE5OTggSGV3bGV0dC1QYWNrYXJkIENvbXBhbnkAAGRlc2MAAAAAAAAAEnNSR0IgSUVDNjE5NjYtMi4xAAAAAAAAAAAAAAASc1JHQiBJRUM2MTk2Ni0yLjEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAFhZWiAAAAAAAADzUQABAAAAARbMWFlaIAAAAAAAAAAAAAAAAAAAAABYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9kZXNjAAAAAAAAABZJRUMgaHR0cDovL3d3dy5pZWMuY2gAAAAAAAAAAAAAABZJRUMgaHR0cDovL3d3dy5pZWMuY2gAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAZGVzYwAAAAAAAAAuSUVDIDYxOTY2LTIuMSBEZWZhdWx0IFJHQiBjb2xvdXIgc3BhY2UgLSBzUkdCAAAAAAAAAAAAAAAuSUVDIDYxOTY2LTIuMSBEZWZhdWx0IFJHQiBjb2xvdXIgc3BhY2UgLSBzUkdCAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGRlc2MAAAAAAAAALFJlZmVyZW5jZSBWaWV3aW5nIENvbmRpdGlvbiBpbiBJRUM2MTk2Ni0yLjEAAAAAAAAAAAAAACxSZWZlcmVuY2UgVmlld2luZyBDb25kaXRpb24gaW4gSUVDNjE5NjYtMi4xAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB2aWV3AAAAAAATpP4AFF8uABDPFAAD7cwABBMLAANcngAAAAFYWVogAAAAAABMCVYAUAAAAFcf521lYXMAAAAAAAAAAQAAAAAAAAAAAAAAAAAAAAAAAAKPAAAAAnNpZyAAAAAAQ1JUIGN1cnYAAAAAAAAEAAAAAAUACgAPABQAGQAeACMAKAAtADIANwA7AEAARQBKAE8AVABZAF4AYwBoAG0AcgB3AHwAgQCGAIsAkACVAJoAnwCkAKkArgCyALcAvADBAMYAywDQANUA2wDgAOUA6wDwAPYA+wEBAQcBDQETARkBHwElASsBMgE4AT4BRQFMAVIBWQFgAWcBbgF1AXwBgwGLAZIBmgGhAakBsQG5AcEByQHRAdkB4QHpAfIB+gIDAgwCFAIdAiYCLwI4AkECSwJUAl0CZwJxAnoChAKOApgCogKsArYCwQLLAtUC4ALrAvUDAAMLAxYDIQMtAzgDQwNPA1oDZgNyA34DigOWA6IDrgO6A8cD0wPgA+wD+QQGBBMEIAQtBDsESARVBGMEcQR+BIwEmgSoBLYExATTBOEE8AT+BQ0FHAUrBToFSQVYBWcFdwWGBZYFpgW1BcUF1QXlBfYGBgYWBicGNwZIBlkGagZ7BowGnQavBsAG0QbjBvUHBwcZBysHPQdPB2EHdAeGB5kHrAe/B9IH5Qf4CAsIHwgyCEYIWghuCIIIlgiqCL4I0gjnCPsJEAklCToJTwlkCXkJjwmkCboJzwnlCfsKEQonCj0KVApqCoEKmAquCsUK3ArzCwsLIgs5C1ELaQuAC5gLsAvIC+EL+QwSDCoMQwxcDHUMjgynDMAM2QzzDQ0NJg1ADVoNdA2ODakNww3eDfgOEw4uDkkOZA5/DpsOtg7SDu4PCQ8lD0EPXg96D5YPsw/PD+wQCRAmEEMQYRB+EJsQuRDXEPURExExEU8RbRGMEaoRyRHoEgcSJhJFEmQShBKjEsMS4xMDEyMTQxNjE4MTpBPFE+UUBhQnFEkUahSLFK0UzhTwFRIVNBVWFXgVmxW9FeAWAxYmFkkWbBaPFrIW1hb6Fx0XQRdlF4kXrhfSF/cYGxhAGGUYihivGNUY+hkgGUUZaxmRGbcZ3RoEGioaURp3Gp4axRrsGxQbOxtjG4obshvaHAIcKhxSHHscoxzMHPUdHh1HHXAdmR3DHeweFh5AHmoelB6+HukfEx8+H2kflB+/H+ogFSBBIGwgmCDEIPAhHCFIIXUhoSHOIfsiJyJVIoIiryLdIwojOCNmI5QjwiPwJB8kTSR8JKsk2iUJJTglaCWXJccl9yYnJlcmhya3JugnGCdJJ3onqyfcKA0oPyhxKKIo1CkGKTgpaymdKdAqAio1KmgqmyrPKwIrNitpK50r0SwFLDksbiyiLNctDC1BLXYtqy3hLhYuTC6CLrcu7i8kL1ovkS/HL/4wNTBsMKQw2zESMUoxgjG6MfIyKjJjMpsy1DMNM0YzfzO4M/E0KzRlNJ402DUTNU01hzXCNf02NzZyNq426TckN2A3nDfXOBQ4UDiMOMg5BTlCOX85vDn5OjY6dDqyOu87LTtrO6o76DwnPGU8pDzjPSI9YT2hPeA+ID5gPqA+4D8hP2E/oj/iQCNAZECmQOdBKUFqQaxB7kIwQnJCtUL3QzpDfUPARANER0SKRM5FEkVVRZpF3kYiRmdGq0bwRzVHe0fASAVIS0iRSNdJHUljSalJ8Eo3Sn1KxEsMS1NLmkviTCpMcky6TQJNSk2TTdxOJU5uTrdPAE9JT5NP3VAnUHFQu1EGUVBRm1HmUjFSfFLHUxNTX1OqU/ZUQlSPVNtVKFV1VcJWD1ZcVqlW91dEV5JX4FgvWH1Yy1kaWWlZuFoHWlZaplr1W0VblVvlXDVchlzWXSddeF3JXhpebF69Xw9fYV+zYAVgV2CqYPxhT2GiYfViSWKcYvBjQ2OXY+tkQGSUZOllPWWSZedmPWaSZuhnPWeTZ+loP2iWaOxpQ2maafFqSGqfavdrT2una/9sV2yvbQhtYG25bhJua27Ebx5veG/RcCtwhnDgcTpxlXHwcktypnMBc11zuHQUdHB0zHUodYV14XY+dpt2+HdWd7N4EXhueMx5KnmJeed6RnqlewR7Y3vCfCF8gXzhfUF9oX4BfmJ+wn8jf4R/5YBHgKiBCoFrgc2CMIKSgvSDV4O6hB2EgITjhUeFq4YOhnKG14c7h5+IBIhpiM6JM4mZif6KZIrKizCLlov8jGOMyo0xjZiN/45mjs6PNo+ekAaQbpDWkT+RqJIRknqS45NNk7aUIJSKlPSVX5XJljSWn5cKl3WX4JhMmLiZJJmQmfyaaJrVm0Kbr5wcnImc951kndKeQJ6unx2fi5/6oGmg2KFHobaiJqKWowajdqPmpFakx6U4pammGqaLpv2nbqfgqFKoxKk3qamqHKqPqwKrdavprFys0K1ErbiuLa6hrxavi7AAsHWw6rFgsdayS7LCszizrrQltJy1E7WKtgG2ebbwt2i34LhZuNG5SrnCuju6tbsuu6e8IbybvRW9j74KvoS+/796v/XAcMDswWfB48JfwtvDWMPUxFHEzsVLxcjGRsbDx0HHv8g9yLzJOsm5yjjKt8s2y7bMNcy1zTXNtc42zrbPN8+40DnQutE80b7SP9LB00TTxtRJ1MvVTtXR1lXW2Ndc1+DYZNjo2WzZ8dp22vvbgNwF3IrdEN2W3hzeot8p36/gNuC94UThzOJT4tvjY+Pr5HPk/OWE5g3mlucf56noMui86Ubp0Opb6uXrcOv77IbtEe2c7ijutO9A78zwWPDl8XLx//KM8xnzp/Q09ML1UPXe9m32+/eK+Bn4qPk4+cf6V/rn+3f8B/yY/Sn9uv5L/tz/bf///+4AE0Fkb2JlAGQAAAAAAQUAAklE/9sAhAAKBwcLBwsPDAwPFBITEhQXFRUVFRceFxcXFxceGxcZGRkZFxsdISEhISEdJSgoKCglLzIyMi8yMjIyMjIyMjIyAQsSEioVKjIgIDIyMjIyMjIyMjIyMjIyPj4+MjIyMkBAQEAyMjJAQEBAQDJAQEBAQEBAQEBAQEBAQEBAQEBAQED/wAARCALQBQADAREAAhEBAxEB/8QBogAAAAcBAQEBAQAAAAAAAAAABAUDAgYBAAcICQoLAQACAgMBAQEBAQAAAAAAAAABAAIDBAUGBwgJCgsQAAIBAwMCBAIGBwMEAgYCcwECAxEEAAUhEjFBUQYTYSJxgRQykaEHFbFCI8FS0eEzFmLwJHKC8SVDNFOSorJjc8I1RCeTo7M2F1RkdMPS4ggmgwkKGBmElEVGpLRW01UoGvLj88TU5PRldYWVpbXF1eX1ZnaGlqa2xtbm9jdHV2d3h5ent8fX5/c4SFhoeIiYqLjI2Oj4KTlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+hEAAgIBAgMFBQQFBgQIAwNtAQACEQMEIRIxQQVRE2EiBnGBkTKhsfAUwdHhI0IVUmJy8TMkNEOCFpJTJaJjssIHc9I14kSDF1STCAkKGBkmNkUaJ2R0VTfyo7PDKCnT4/OElKS0xNTk9GV1hZWltcXV5fVGVmZ2hpamtsbW5vZHV2d3h5ent8fX5/c4SFhoeIiYqLjI2Oj4OUlZaXmJmam5ydnp+So6SlpqeoqaqrrK2ur6/9oADAMBAAIRAxEAPwDluKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVXtbOa9fhEpY9/AfM9sBNMhEy5Is2Nnbf39xybusI5f8MaDI2S2cIHM/Jr/cX4XPz+DHdfT5/YuXTbe62trgFv5JBwb6DuDjdc08API/NA3FvJauY5VKsOxyQNtRFc1LCxdirsVdirsVdirsVRNpYTXpPprsPtMdlX5k5EmmcYmSJNrYW+0tw0h8Il2/4JqVwWSz4QOZ+Tv9xZ/wCWge/wH+mO6+nz+xsaSl1/vJOsh/kYcH+iux+/Hirmngv6Sl0kbRMUcFSOoIoRk2kiluKHYq7FXYq7FXYq7FUXaabNdguKKg6u54qPp/pkSabIwJVzBp0GzzSSH/itQB974LLKojr8nU0ttgbhfc8G/VTHdfT5uOkeupa0lWYDcqPhkH+wP8MeLvXw7+ndLiCpIIoRk2lrFXYq7FXYq7FXYq7FUdbaVLOnquVij/nc0B/1R1ORMm0QJ3VPS02LZpJpD4ooUf8ADb4N01Ed7uOmSbBp092CsPwpjuvp82pdIcoZbd1nQdeH2h80O+PEpx9Rul2TaXYq7FXYq7FXYq7FXYqmEWkPwEk7rCh6F/tH/VUbnIcTcId+y7hpkexed/dQqj/hq47r6fN3p6ZLssk0fu6hh/wtDjutRPep3Okywp6qFZY/50Naf6w6jCJIMCN+aByTU7FXYq7FXYq7FXYq2ASaDFUxXSDEoa6lWEHcKfic/wCwH8chxdzdwV9WzqaWuxNw3uOC/rrjuvp83CDTp9kmkjP/ABYoYfen9MbK1E9VG70ya0UOaOh6SIeSn6cINsZQIQeSa3Yq7FXYq7FXYq7FVyRtKwVQST0AFScUgWmP6KS23u5ljP8AIvxv9IGw+/IcV8m3gr6i1/uLGx+sH3+Af1x3X0+f2OFrYXG0U7RnsJV2/wCCXpjZC8MT1+aHvNPmsSPUXY/ZYGqt8iMINsJRMULkmDsVdirsVdirsVdiqpBBJcuEjUsx6AYCaSBaPOmwWv8AvVcAN3SMc2HzPQZG75N3ABzK3/cX/wAvH/CY7o9Pn9jYsbO52guOLdlmXj/wy1GNkLwg8j80Jd2U1k/CVSp7eB+R75IG2uUTHmoYWLsVdirsVdirsVdiqva2c16/CJSx7+A+Z7YCaZCJlyRZsbO2/v7jk3dYRy/4Y0GRsls4QOZ+TX+4vwufn8GO6+nz+xcum291tbXALfySDg30HcHG65p4AeR+aBuLeS1cxyqVYdjkgbaiK5qWFi7FXYq7FXYq7FXYqibSwmvSfTXYfaY7KvzJyJNM4xMkSbWwt9pbhpD4RLt/wTUrgslnwgcz8nf7iz/y0D3+A/0x3X0+f2NjSUuv95J1kP8AIw4P9Fdj9+PFXNPBf0lLpI2iYo4KkdQRQjJtJFLcUOxV2KuxV2KuxV2Kou002a7BcUVB1dzxUfT/AEyJNNkYEq5g06DZ5pJD/wAVqAPvfBZZVEdfk6mltsDcL7ng36qY7r6fNx0j11LWkqzAblR8Mg/2B/hjxd6+Hf07pcQVJBFCMm0tYq7FXYq7FXYq7FXYqjrbSpZ09VysUf8AO5oD/qjqciZNogTuqelpsWzSTSHxRQo/4bfBumojvdx0yTYNOnuwVh+FMd19Pm1LpDlDLbus6Drw+0Pmh3x4lOPqN0uybS7FXYq7FXYq7FXYq7FUwi0h+AkndYUPQv8AaP8AqqNzkOJuEO/Zdw0yPYvO/uoVR/w1cd19Pm709Ml2WSaP3dQw/wCFocd1qJ71O50mWFPVQrLH/OhrT/WHUYRJBgRvzQOSanYq7FXYq7FXYq7FXYq7FXYq7FXYqibCya+l4AhQAWZj0VR1JyJNM4x4kRe6iCv1e2HCEf8ABP8A5Tn+GADvZyn0HJLsm0uxV2KppaX6XKC2vDVOiSH7UZ/5p9sgRW4b4yvaSBu7V7KVopOqn7x2IyQNtUo8JpRwsXYq7FXYq7FUbp1kLpmeQ8Yoxykb28B7nIk02Qjfudfak10BGg9OJfsxjp828TiBSZTv3ILJNTsVbBpuMVTa3uE1dRb3J/e9IpT1r/I/jXtlZFOQDx7Hn0KVyxNC7I4oykgj3GWNBFLMUOxV2KuxV2Kphp9pGyNc3H90hpQdXbsg/jkCejbGPU8lG91CW+YctlXZUXZVHsMIFMZS4kLkmDsVXI7RsGUkEbgjYjFPJNlZddQqwAuVFVbp6oHY/wCVlf0t/wDee/70oIpscscdrFXYq7FXYq7FUzsreK1h+t3C8gSRFGf22Hc/5IyBN7N0RQ4j8EHd3kt8/OVqnsOwHgB2yQFNcpGXNQwsXYqqQzyWzh42KsOhGCrSDSZzLHq8TTRqFnQVkUdHX+dR4+OQ+lvPrF9eqUZY47sVdirsVdirsVTWBE0qFbiRQ0risSHoq/zt/DKzu3gcAvr0S6e4kuXMkjFmPUnJgU0k2p4UOxVXtbyWycSRMVP4EeBGAi2UZGPJG3kEV5Cbu3XjSgljH7JP7S/5JyINbNsgJDiHxSvJtDsVdirsVdirsVTgkaEgAANywqSd/SU9B/rZX9Tkf3fv+5KXkaVizEknqSak5Y0E2txQ7FUVZahLYtVDVTsyHdWHgRkSLZxlwq+oWkRRbq2/unNCp6xv/Kf4YAejOUeo5Jdk2l2KuxV2KuxVdHG0rBFFSSAB4k4pAtNZ510ZTBAR6pFJZR1H+QnhTucrA4m8ng2HPqUpJJNTljjtYq7FUbYak1pWNxzib7cZ6H3HgciRbbGde52o2S2xWSI8opBVD+tT7jEG1nGuXJBZJqdirsVdirsVVrW2e8lWKMVZjQYCaZAXsjru9SzU2toaDpJIPtSHvv2XIAXuW2UuHaPzSvLGh2KuxVMbHUgi/V7kF4T27p/lIcgQ3Rn0PJQv7I2MnGvJWAZGHRlPQ4QbYSjwoXJMHYq7FXYq7FUTYWTX0vAEKACzMeiqOpORJpnGPEiL3UQV+r2w4Qj/AIJ/8pz/AAwAd7OU+g5Jdk2l2KuxVNLS/S5QW14ap0SQ/ajP/NPtkCK3DfGV7SQN3avZStFJ1U/eOxGSBtqlHhNKOFi7FXYq7FXYqjdOshdMzyHjFGOUje3gPc5EmmyEb9zr7UmugI0HpxL9mMdPm3icQKTKd+5BZJqdirYNNxiqbW9wmrqLe5P73pFKetf5H8a9srIpyAePY8+hSuWJoXZHFGUkEe4yxoIpZih2KuxV2KuxVMNPtI2Rrm4/ukNKDq7dkH8cgT0bYx6nko3uoS3zDlsq7Ki7Ko9hhApjKXEhckwdiq5HaNgykgjcEbEYp5JsrLrqFWAFyoqrdPVA7H/Kyv6W/wDvPf8AelBFNjljjtYq7FXYq7FXYqmdlbxWsP1u4XkCSIoz+2w7n/JGQJvZuiKHEfgg7u8lvn5ytU9h2A8AO2SAprlIy5qGFi7FVSGeS2cPGxVh0IwVaQaTOZY9XiaaNQs6Csijo6/zqPHxyH0t59Yvr1SjLHHdirsVdirsVdiqawImlQrcSKGlcViQ9FX+dv4ZWd28DgF9eiXT3Ely5kkYsx6k5MCmkm1PCh2Kq9reS2TiSJip/AjwIwEWyjIx5I28givITd268aUEsY/ZJ/aX/JORBrZtkBIcQ+KV5NodirsVdirsVdirsVdirsVdirsVTQn6lpygbNcMST/kJtT6TkOZb/pj70Fa2c16/CJSx7+A+Z7ZImmoRMuSLNjZ239/ccm7rCOX/DGgyNktnCBzPya/3F+Fz8/gx3X0+f2Ll023utra4Bb+SQcG+g7g43XNPADyPzQNxbyWrmOVSrDsckDbURXNfc3kl0Iw9D6a8Qe5HavyxApJlaHwsHYq7FXYq7FU0vz9UtILYbFx60nuW+yPoGQG5tvlsAPihLSwmvSfTXYfaY7KvzJwk01xiZIk2thb7S3DSHwiXb/gmpXBZLPhA5n5O/3Fn/loHv8AAf6Y7r6fP7GxpKXX+8k6yH+Rhwf6K7H78eKuaeC/pKXujwsVYFWB3B2IybTVKl3dveyepJTlQAkDrQUqffABSZS4lDCxdirsVdirYFdhiqZay3oGOzX7MKivu7bschHvb8m3p7kPaabNdguKKg6u54qPp/phJphGBKuYNOg2eaSQ/wDFagD73wWWVRHX5OppbbA3C+54N+qmO6+nzcdI9dS1pKswG5UfDIP9gf4Y8Xevh39O6Bjd7eQMtVZTUeIIyXNqBpu5nNzK0rAAsSSBsKnECkk3upYWLsVdirsVVbeE3MqRL1dgo+k4DsyAs0itZuBLcFE2SL92g9l2/E5GIZ5DZ9zVtpUs6eq5WKP+dzQH/VHU4TJRAndU9LTYtmkmkPiihR/w2+DdNRHe7jpkmwadPdgrD8KY7r6fNqXSHKGW3dZ0HXh9ofNDvjxKcfUboS0upLKVZYzuvj0PsckRbXGXCbUmbkSaAVNaDphYtYq7FXYq7FUXpdqLy5jjb7JNW/1V3P6sjI02QHEVuoXZvp3lPQnYeCjoMQKRKXEbV4tIfgJJ3WFD0L/aP+qo3ODiZiHfsu4aZHsXnf3UKo/4auO6+nzd6emS7LJNH7uoYf8AC0OO61E96nc6TLCnqoVlj/nQ1p/rDqMIkgwI35qNpeSWZYpQ8lKsDuCDhItjGXCh8LB2KuxV2KuxVMNFiVpzK4qsKmQjx49B9+Qk3Yxvfdug5pXupGdt2c1PzOS5NRNo5dIMShrqVYQdwp+Jz/sB/HI8Xc28FfVs6mlrsTcN7jgv6647r6fNwg06fZJpIz/xYoYfen9MbK1E9VG70ya0UOaOh6SIeSn6cINsZQIU4bySCOSIUKyABgfY1BHvhpAlWyHwsHYq7FXYq7FUz0j/AEZZ7sjeJaJ/rv8ACD9GQlvs3w2uXcl6q8zUUFmY9BuScm080w/RSW293MsZ/kX43+kDYffkOK+TbwV9Ra/3FjY/WD7/AAD+uO6+nz+xwtbC42inaM9hKu3/AAS9MbIXhievzQ95p81iR6i7H7LA1VvkRhBthKJitF5IIDb7FCwbfqCNtsNLxbUh8LB2KuxV2KuxVNLM/UrKa4H2pD6KHwFKufuyB3LfH0gn4JfBBJcuEjUsx6AZImmkC0edNgtf96rgBu6Rjmw+Z6DI3fJu4AOZW/7i/wDl4/4THdHp8/sbFjZ3O0Fxxbssy8f+GWoxsheEHkfmhLuymsn4SqVPbwPyPfJA21yiY825LySWFIWoQhJU9xXqPljSTKxSHwsHYq7FXYq7FU0J+pacoGzXDEk/5CbU+k5DmW/6Y+9BWtnNevwiUse/gPme2SJpqETLkizY2dt/f3HJu6wjl/wxoMjZLZwgcz8mv9xfhc/P4Md19Pn9i5dNt7ra2uAW/kkHBvoO4ON1zTwA8j80DcW8lq5jlUqw7HJA21EVzX3N5JdCMPQ+mvEHuR2r8sQKSZWh8LB2KuxV2KuxVNL8/VLSC2GxcetJ7lvsj6BkBubb5bAD4oS0sJr0n012H2mOyr8ycJNNcYmSJNrYW+0tw0h8Il2/4JqVwWSz4QOZ+Tv9xZ/5aB7/AAH+mO6+nz+xsaSl1/vJOsh/kYcH+iux+/Hirmngv6Sl7o8LFWBVgdwdiMm01Spd3b3snqSU5UAJA60FKn3wAUmUuJQwsXYq7FXYq2BXYYqmWst6Bjs1+zCor7u27HIR72/Jt6e5D2mmzXYLiioOrueKj6f6YSaYRgSrmDToNnmkkP8AxWoA+98FllUR1+TqaW2wNwvueDfqpjuvp83HSPXUtaSrMBuVHwyD/YH+GPF3r4d/TugY3e3kDLVWU1HiCMlzagabuZzcytKwALEkgbCpxApJN7qWFi7FXYq7FVW3hNzKkS9XYKPpOA7MgLNIrWbgS3BRNki/doPZdvxORiGeQ2fc1baVLOnquVij/nc0B/1R1OEyUQJ3VPS02LZpJpD4ooUf8Nvg3TUR3u46ZJsGnT3YKw/CmO6+nzal0hyhlt3WdB14faHzQ748SnH1G6EtLqSylWWM7r49D7HJEW1xlwm1Jm5EmgFTWg6YWLWKuxV2KuxVF6Xai8uY42+yTVv9Vdz+rIyNNkBxFbqF2b6d5T0J2Hgo6DECkSlxG1eLSH4CSd1hQ9C/2j/qqNzg4mYh37LuGmR7F5391CqP+Grjuvp83enpkuyyTR+7qGH/AAtDjutRPep3Okywp6qFZY/50Naf6w6jCJIMCN+ajaXklmWKUPJSrA7gg4SLYxlwofCwdirsVdirsVdirsVdirsVdirsVTu4s2vmtIlIVRbqzMeiircjlQNOSY8VDyQt7qIK/V7YcIR/wT/5Tn+GSA72Ep9ByS7JtLsVdiqaWl+lygtrw1Tokh+1Gf8Amn2yBFbhvjK9pIG7tXspWik6qfvHYjJA21SjwmlHCxdirsVdirsVT6+shdX0jSHjDEkZZv8AJ4rQD3PbKgaDlyjZ8gl19qTXQEaD04l+zGOnzbxOTApplO/cgsk1OxVsGm4xVNre4TV1Fvcn970ilPWv8j+Ne2VkU5APHsefQpXLE0LsjijKSCPcZY0EUsxQ7FXYq7FVeyANxED05rX7xgLKPNNJbVHurq5ua+lHKwp0LtU8UH8crvoG8x3JPK0uvdQlvmHLZV2VF2VR7DJgU0ylxIXJMHYquR2jYMpII3BGxGKeSbKy66hVgBcqKq3T1QOx/wArK/pb/wC89/3pQRTY5Y47WKuxV2KuxVMdAAN/BX+Y/qOQlybsX1BfawR28ZvLleVSRHGf22HUn/JGJN7BMRXqKCu7yW+fnK1T2HYDwA7ZICmqUjLmoYWLsVVIZ5LZw8bFWHQjBVpBpM5lj1eJpo1CzoKyKOjr/Oo8fHIfS3n1i+vVKMscd2KuxV2KuxVMtF2ecjqLeUj50yEm7H19xXwImlQrcSKGlcViQ9FX+dv4YDukDgF9eiXT3Ely5kkYsx6k5MCmkm1PCh2Kq9reS2TiSJip/AjwIwEWyjIx5I28givITd268aUEsY/ZJ/aX/JORBrZtkBIcQ+KV5NodirsVdirsVTLT9rO9I68Yx9BffIHmG6PI/BWJGhIAADcsKknf0lPQf62D6mX937/uSl5GlYsxJJ6kmpOWNBNrcUOxVFWWoS2LVQ1U7Mh3Vh4EZEi2cZcKvqFpEUW6tv7pzQqesb/yn+GAHozlHqOSXZNpdirsVdirsVTSFGk01lQVZrhVoO/wmn45Dq3j6fivnnXRlMEBHqkUllHUf5CeFO5wAcSSeDYc+pSkkk1OWOO1irsVRthqTWlY3HOJvtxnofceByJFtsZ17najZLbFZIjyikFUP61PuMQbWca5ckFkmp2KuxV2KuxVNzbPd2dlDEKl3lr8wRufoyu6JcirEQPNZd3qWam1tDQdJJB9qQ99+y4gXuUSlw7R+aV5Y0OxV2KpjY6kEX6vcgvCe3dP8pDkCG6M+h5KF/ZGxk415KwDIw6Mp6HCDbCUeFC5Jg7FXYq7FXYqndxZtfNaRKQqi3VmY9FFW5HKgackx4qHkhb3UQV+r2w4Qj/gn/ynP8MkB3sJT6Dkl2TaXYq7FU0tL9LlBbXhqnRJD9qM/wDNPtkCK3DfGV7SQN3avZStFJ1U/eOxGSBtqlHhNKOFi7FXYq7FXYqn19ZC6vpGkPGGJIyzf5PFaAe57ZUDQcuUbPkEuvtSa6AjQenEv2Yx0+beJyYFNMp37kFkmp2Ktg03GKptb3Cauot7k/vekUp61/kfxr2ysinIB49jz6FK5YmhdkcUZSQR7jLGgilmKHYq7FXYqr2QBuIgenNa/eMBZR5ppLao91dXNzX0o5WFOhdqnig/jld9A3mO5J5Wl17qEt8w5bKuyouyqPYZMCmmUuJC5Jg7FVyO0bBlJBG4I2IxTyTZWXXUKsALlRVW6eqB2P8AlZX9Lf8A3nv+9KCKbHLHHaxV2KuxV2KpjoABv4K/zH9RyEuTdi+oL7WCO3jN5cryqSI4z+2w6k/5IxJvYJiK9RQV3eS3z85Wqew7AeAHbJAU1SkZc1DCxdiqpDPJbOHjYqw6EYKtINJnMserxNNGoWdBWRR0df51Hj45D6W8+sX16pRljjuxV2KuxV2KplouzzkdRbykfOmQk3Y+vuK+BE0qFbiRQ0risSHoq/zt/DAd0gcAvr0S6e4kuXMkjFmPUnJgU0k2p4UOxVXtbyWycSRMVP4EeBGAi2UZGPJG3kEV5Cbu3XjSgljH7JP7S/5JyINbNsgJDiHxSvJtDsVdirsVdirsVdirsVdirsVdiqf3U7x6RBQUMlUZv8lWYgfTlQG7lyNRCT2tnNevwiUse/gPme2WE04wiZckWbGztv7+45N3WEcv+GNBkbJbOEDmfk1/uL8Ln5/Bjuvp8/sXLptvdbW1wC38kg4N9B3BxuuaeAHkfmgbi3ktXMcqlWHY5IG2oiua+5vJLoRh6H014g9yO1fliBSTK0PhYOxV2KuxV2Kp/r07i2tUpT1EV3P8zBQo+7Kohy8p2CU2lhNek+muw+0x2VfmTkyaceMTJEm1sLfaW4aQ+ES7f8E1K4LJZ8IHM/J3+4s/8tA9/gP9Md19Pn9jY0lLr/eSdZD/ACMOD/RXY/fjxVzTwX9JS90eFirAqwO4OxGTaapUu7t72T1JKcqAEgdaClT74AKTKXEoYWLsVdirsVXIxVgV6ggj54pCd+apWFwsIHFVHKnizmpOVQcnMd6S2002a7BcUVB1dzxUfT/TJk00xgSrmDToNnmkkP8AxWoA+98FllUR1+TqaW2wNwvueDfqpjuvp83HSPXUtaSrMBuVHwyD/YH+GPF3r4d/TugY3e3kDLVWU1HiCMlzagabuZzcytKwALEkgbCpxApJN7qWFi7FXYq7FUZpLMt5AV6+ov4nfIy5NkOYV/MEpa7aOlFjoijwA/rgjyZ5TupW2lSzp6rlYo/53NAf9UdThMmIgTuqelpsWzSTSHxRQo/4bfBumojvdx0yTYNOnuwVh+FMd19Pm1LpDlDLbus6Drw+0Pmh3x4lOPqN0JaXUllKssZ3Xx6H2OSItrjLhNqTNyJNAKmtB0wsWsVdirsVdiqaeXByvkSlQwdW+RU5CfJvxc0Nqdw9zdSM+3xEAeAXYDCBTCZsqsWkPwEk7rCh6F/tH/VUbnBxMhDv2XcNMj2Lzv7qFUf8NXHdfT5u9PTJdlkmj93UMP8AhaHHdaie9TudJlhT1UKyx/zoa0/1h1GESQYEb81G0vJLMsUoeSlWB3BBwkWxjLhQ+Fg7FXYq7FXYqnflgn1phx5D0i1PdSpXKpuTh5/BKJpXupGdt2c1PzOWcnHJtHLpBiUNdSrCDuFPxOf9gP45Hi7m3gr6tnU0tdibhvccF/XXHdfT5uEGnT7JNJGf+LFDD70/pjZWonqo3emTWihzR0PSRDyU/ThBtjKBCnDeSQRyRChWQAMD7GoI98NIEq2Q+Fg7FXYq7FXYqn2gzNDaXcgWpjCuvs1GFfoyqXNysRoFJFV5mooLMx6Dck5a43NMP0UltvdzLGf5F+N/pA2H35Divk28FfUWv9xY2P1g+/wD+uO6+nz+xwtbC42inaM9hKu3/BL0xsheGJ6/ND3mnzWJHqLsfssDVW+RGEG2EomK0XkggNvsULBt+oI22w0vFtSHwsHYq7FXYq7FU/tJ3g0eR1G4coreCuF5ZURu5cTUUkggkuXCRqWY9AMsJpxQLR502C1/3quAG7pGObD5noMjd8m7gA5lb/uL/wCXj/hMd0enz+xsWNnc7QXHFuyzLx/4ZajGyF4QeR+aEu7KayfhKpU9vA/I98kDbXKJjzbkvJJYUhahCElT3Feo+WNJMrFIfCwdirsVdirsVT+6nePSIKChkqjN/kqzED6cqA3cuRqISe1s5r1+ESlj38B8z2ywmnGETLkizY2dt/f3HJu6wjl/wxoMjZLZwgcz8mv9xfhc/P4Md19Pn9i5dNt7ra2uAW/kkHBvoO4ON1zTwA8j80DcW8lq5jlUqw7HJA21EVzX3N5JdCMPQ+mvEHuR2r8sQKSZWh8LB2KuxV2KuxVP9encW1qlKeoiu5/mYKFH3ZVEOXlOwSm0sJr0n012H2mOyr8ycmTTjxiZIk2thb7S3DSHwiXb/gmpXBZLPhA5n5O/3Fn/AJaB7/Af6Y7r6fP7GxpKXX+8k6yH+Rhwf6K7H78eKuaeC/pKXujwsVYFWB3B2IybTVKl3dveyepJTlQAkDrQUqffABSZS4lDCxdirsVdiq5GKsCvUEEfPFITvzVKwuFhA4qo5U8Wc1JyqDk5jvSW2mmzXYLiioOrueKj6f6ZMmmmMCVcwadBs80kh/4rUAfe+CyyqI6/J1NLbYG4X3PBv1Ux3X0+bjpHrqWtJVmA3Kj4ZB/sD/DHi718O/p3QMbvbyBlqrKajxBGS5tQNN3M5uZWlYAFiSQNhU4gUkm91LCxdirsVdiqM0lmW8gK9fUX8TvkZcmyHMK/mCUtdtHSix0RR4Af1wR5M8p3UrbSpZ09VysUf87mgP8AqjqcJkxECd1T0tNi2aSaQ+KKFH/Db4N01Ed7uOmSbBp092CsPwpjuvp82pdIcoZbd1nQdeH2h80O+PEpx9RuhLS6kspVljO6+PQ+xyRFtcZcJtSZuRJoBU1oOmFi1irsVdirsVTTy4OV8iUqGDq3yKnIT5N+LmhtTuHubqRn2+IgDwC7AYQKYTNlVi0h+AkndYUPQv8AaP8AqqNzg4mQh37LuGmR7F5391CqP+Grjuvp83enpkuyyTR+7qGH/C0OO61E96nc6TLCnqoVlj/nQ1p/rDqMIkgwI35qNpeSWZYpQ8lKsDuCDhItjGXCh8LB2KuxV2KuxV2KuxV2KuxV2KuxVlIhF9bR2hYKPq8coY9FozBz9xyjlu51cQ4fIFJ73UQV+r2w4Qj/AIJ/8pz/AAywDvceU+g5Jdk2l2KuxVNLS/S5QW14ap0SQ/ajP/NPtkCK3DfGV7SQN3avZStFJ1U/eOxGSBtqlHhNKOFi7FXYq7FXYqyy/givg6StxS3ZGJ/4raNdl9yRmODTnyHFz6fqSC+1JroCNB6cS/ZjHT5t4nLgKcWU79yCyTU7FWwabjFU2t7hNXUW9yf3vSKU9a/yP417ZWRTkA8ex59ClcsTQuyOKMpII9xljQRSzFDsVdirsVV7IA3EQPTmtfvGAso82RahHDdVubgnjBJLGy9C9GrGo+/KRts5kgDuelpBe6hLfMOWyrsqLsqj2GWgU4kpcSFyTB2Krkdo2DKSCNwRsRinkmysuuoVYAXKiqt09UDsf8rK/pb/AO89/wB6UEU2OWOO1irsVdirsVTHQADfwV/mP6jkJcm7F9QTC5EBSLUZxyLIqiM/tSr8JLf5IpkB3Nxr6j+Ckt3eS3z85Wqew7AeAHbLQKcWUjLmoYWLsVVIZ5LZw8bFWHQjBVpBpM5lj1eJpo1CzoKyKOjr/Oo8fHIfS3n1i+vVKMscd2KuxV2KuxVM9CcxyzOv2lgkK/MDISb8e1+4o+/NvYSG8ADvNR4kPRKgEu3jv0yA32bZVH1d/JIZ7iS5cySMWY9SctApxCbU8KHYqr2t5LZOJImKn8CPAjARbKMjHkjbyCK8hN3brxpQSxj9kn9pf8k5EGtm2QEhxD4pXk2h2KuxV2KuxVOtBuPqkdxMOq+l/wADzHL8MrkLcnEas+771S9EWgyOIqNMxJDU2iQ/Zp/lYB6ky/d8uaRvI0rFmJJPUk1Jy1xibW4odiqKstQlsWqhqp2ZDurDwIyJFs4y4VfULSIot1bf3TmhU9Y3/lP8MAPRnKPUckuybS7FXYq7FXYqyHQpFjtgp6S3Aif/AFXRgPxymTmYzt8a+xDXEy6KDbwGstKSSjqP8hPD3OSHqayeDYc+pSgkk1OWOO1irsVRthqTWlY3HOJvtxnofceByJFtsZ17najZLbFZIjyikFUP61PuMQbWca5ckFkmp2KuxV2KuxVkunL69lDa/wC/1nHtzUqyk/dlJ525sdwB32l13erZKbW0NB0kkH2pCOvyXJAXuWmUuHaPzSvLGh2KuxVMbHUgi/V7kF4T27p/lIcgQ3Rn0PJQv7I2MnGvJWAZGHRlPQ4QbYSjwoXJMHYq7FXYq7FWUiEX1tHaFgo+rxyhj0WjMHP3HKOW7nVxDh8gUnvdRBX6vbDhCP8Agn/ynP8ADLAO9x5T6Dkl2TaXYq7FU0tL9LlBbXhqnRJD9qM/80+2QIrcN8ZXtJA3dq9lK0UnVT947EZIG2qUeE0o4WLsVdirsVdirLL+CK+DpK3FLdkYn/ito12X3JGY4NOfIcXPp+pIL7UmugI0HpxL9mMdPm3icuApxZTv3ILJNTsVbBpuMVTa3uE1dRb3J/e9IpT1r/I/jXtlZFOQDx7Hn0KVyxNC7I4oykgj3GWNBFLMUOxV2KuxVXsgDcRA9Oa1+8YCyjzZFqEcN1W5uCeMEksbL0L0asaj78pG2zmSAO56WkF7qEt8w5bKuyouyqPYZaBTiSlxIXJMHYquR2jYMpII3BGxGKeSbKy66hVgBcqKq3T1QOx/ysr+lv8A7z3/AHpQRTY5Y47WKuxV2KuxVMdAAN/BX+Y/qOQlybsX1BMLkQFItRnHIsiqIz+1Kvwkt/kimQHc3GvqP4KS3d5LfPzlap7DsB4AdstApxZSMuahhYuxVUhnktnDxsVYdCMFWkGkzmWPV4mmjULOgrIo6Ov86jx8ch9LefWL69Uoyxx3Yq7FXYq7FUz0JzHLM6/aWCQr8wMhJvx7X7ij7829hIbwAO81HiQ9EqAS7eO/TIDfZtlUfV38khnuJLlzJIxZj1Jy0CnEJtTwodiqva3ktk4kiYqfwI8CMBFsoyMeSNvIIryE3duvGlBLGP2Sf2l/yTkQa2bZASHEPileTaHYq7FXYq7FXYq7FXYq7FXYq7FWUW9+bGxs5GXZ24OT/vsFtvxygiyXOEuEBJptJm+tyW8Slip28OPUEn5ZZxbOMYG6C82Nnbf39xybusI5f8MaDGyU8IHM/Jr/AHF+Fz8/gx3X0+f2Ll023utra4Bb+SQcG+g7g43XNPADyPzQNxbyWrmOVSrDsckDbURXNfc3kl0Iw9D6a8Qe5HavyxApJlaHwsHYq7FXYq7FWXSXNBa28gotzFRz35FQq/dmPTsCeQ7wx2HS7ieR41X7BIdiaKtPEnLuJwxAlWNrYW+0tw0h8Il2/wCCalcFksuEDmfk7/cWf+Wge/wH+mO6+nz+xsaSl1/vJOsh/kYcH+iux+/Hirmngv6Sl7o8LFWBVgdwdiMm01Spd3b3snqSU5UAJA60FKn3wAUmUuJQwsXYq7FXYquRirAr1BBHzxSGW6m/1ieWw4gB4uae8lef49Mxxtu58zZ4fJjdpps12C4oqDq7nio+n+mXE04cYEq5g06DZ5pJD/xWoA+98FllUR1+TqaW2wNwvueDfqpjuvp83HSPXUtaSrMBuVHwyD/YH+GPF3r4d/TugY3e3kDLVWU1HiCMlzagabuZzcytKwALEkgbCpxApJN7qWFi7FXYq7FUZpLMt5AV6+ov4nfIy5NkOYTnVH+uLdWvED6vxeMD+VRR/wBdcqG27kz9VjuSi20qWdPVcrFH/O5oD/qjqctMnHECd1T0tNi2aSaQ+KKFH/Db4N01Ed7uOmSbBp092CsPwpjuvp82pdIcoZbd1nQdeH2h80O+PEpx9RuhLS6kspVljO6+PQ+xyRFtcZcJtSZuRJoBU1oOmFi1irsVdirsVTTy4OV8iUqGDq3yKnIT5N+LmidUmOp28khFGt5SpA7Rtsv3EUyMdmczxD3FBRaQ/ASTusKHoX+0f9VRuclxNYh37LuGmR7F5391CqP+Grjuvp83enpkuyyTR+7qGH/C0OO61E96nc6TLCnqoVlj/nQ1p/rDqMIkgwI35qNpeSWZYpQ8lKsDuCDhItjGXCh8LB2KuxV2KuxVO/LBPrTDjyHpFqe6lSuVTcnDz+ClqbtqMEN31apien8w3X7wcI22RP1AS+CmukGJQ11KsIO4U/E5/wBgP44eLuY8FfVs6mlrsTcN7jgv6647r6fNwg06fZJpIz/xYoYfen9MbK1E9VG70ya0UOaOh6SIeSn6cINsZQIU4bySCOSIUKyABgfY1BHvhpAlWyHwsHYq7FXYq7FU+0GZobS7kC1MYV19mowr9GVS5uViNAobVomu3huI1J9dBsBX41+FhhjswmLo9639FJbb3cyxn+Rfjf6QNh9+Hivkjgr6i1/uLGx+sH3+Af1x3X0+f2OFrYXG0U7RnsJV2/4JemNkLwxPX5oe80+axI9Rdj9lgaq3yIwg2wlExWi8kEBt9ihYNv1BG22Gl4tqQ+Fg7FXYq7FXYqyLTbt7LS2nVaskvFSewbiW/plJFlzIS4Y35oDU7FpLwiBSwmAkQAdn3/A5MHZqnGzt13cdNgtf96rgBu6Rjmw+Z6DG75LwAcyt/wBxf/Lx/wAJjuj0+f2Nixs7naC44t2WZeP/AAy1GNkLwg8j80Jd2U1k/CVSp7eB+R75IG2uUTHm3JeSSwpC1CEJKnuK9R8saSZWKQ+Fg7FXYq7FXYqyi3vzY2NnIy7O3Byf99gtt+OUEWS5wlwgJNNpM31uS3iUsVO3hx6gk/LLOLZxjA3QXmxs7b+/uOTd1hHL/hjQY2SnhA5n5Nf7i/C5+fwY7r6fP7Fy6bb3W1tcAt/JIODfQdwcbrmngB5H5oG4t5LVzHKpVh2OSBtqIrmvubyS6EYeh9NeIPcjtX5YgUkytD4WDsVdirsVdirLpLmgtbeQUW5io578ioVfuzHp2BPId4Y7DpdxPI8ar9gkOxNFWniTl3E4YgSrG1sLfaW4aQ+ES7f8E1K4LJZcIHM/J3+4s/8ALQPf4D/THdfT5/Y2NJS6/wB5J1kP8jDg/wBFdj9+PFXNPBf0lL3R4WKsCrA7g7EZNpqlS7u3vZPUkpyoASB1oKVPvgApMpcShhYuxV2KuxVcjFWBXqCCPnikMt1N/rE8thxADxc095K8/wAemY423c+Zs8Pkxu002a7BcUVB1dzxUfT/AEy4mnDjAlXMGnQbPNJIf+K1AH3vgssqiOvydTS22BuF9zwb9VMd19Pm46R66lrSVZgNyo+GQf7A/wAMeLvXw7+ndAxu9vIGWqspqPEEZLm1A03czm5laVgAWJJA2FTiBSSb3UsLF2KuxV2KozSWZbyAr19RfxO+RlybIcwnOqP9cW6teIH1fi8YH8qij/rrlQ23cmfqsdyUW2lSzp6rlYo/53NAf9UdTlpk44gTuqelpsWzSTSHxRQo/wCG3wbpqI73cdMk2DTp7sFYfhTHdfT5tS6Q5Qy27rOg68PtD5od8eJTj6jdCWl1JZSrLGd18eh9jkiLa4y4TakzciTQCprQdMLFrFXYq7FXYqmnlwcr5EpUMHVvkVOQnyb8XNE6pMdTt5JCKNbylSB2jbZfuIpkY7M5niHuKCi0h+AkndYUPQv9o/6qjc5LiaxDv2XcNMj2Lzv7qFUf8NXHdfT5u9PTJdlkmj93UMP+Focd1qJ71O50mWFPVQrLH/OhrT/WHUYRJBgRvzUbS8ksyxSh5KVYHcEHCRbGMuFD4WDsVdirsVdirsVdirsVdirsVdirKRCL62jtCwUfV45Qx6LRmDn7jlHLdzq4hw+QKG1e8+s2cbW7MIwxjevVio+At8xhiKLCcrG3uY/lziOxV2KppaX6XKC2vDVOiSH7UZ/5p9sgRW4b4yvaSBu7V7KVopOqn7x2IyQNtUo8JpRwsXYq7FXYq7FWW3sUd7zWR+C2zRvyHX02jXZffkMxxs7CQ4vh+pLtfu3u0hlQkRSKTx8HB+KtOpycRTTlldHokeWuK7FWwabjFU2t7hNXUW9yf3vSKU9a/wAj+Ne2VkU5APHsefQpXLE0LsjijKSCPcZY0EUsxQ7FXYq7FVeyANxED05rX7xgLKPNkt00bv8AXZWI+rSyoQOrkNWNR9++UDuc2X849CUp8wyySTqeVYmRXjA2AUjw8a5ZFoynfy6JTljjuxVcjtGwZSQRuCNiMU8k2Vl11CrAC5UVVunqgdj/AJWV/S3/AN57/vSgimxyxx2sVdirsVdiqY6AAb+Cv8x/UchLk3YvqCbrLDEYdSmJ+NBGU/mcVRyfYDK/JyLAqZSfW2m+tyLKxbifh8OJ3Wn0ZZHk42S73S/JtTsVVIZ5LZw8bFWHQjBVpBpM5lj1eJpo1CzoKyKOjr/Oo8fHIfS3n1i+vVKMscd2KuxV2KuxVM9CcxyzOv2lgkK/MDISb8e1+4p3GbezuvWLb3nHgtNlDANyav8AldMq5j3OSKBv+cxm9aZp39dizhiCT7ZeHCld7ofCwdiqva3ktk4kiYqfwI8CMBFsoyMeSNvIIryE3duvGlBLGP2Sf2l/yTkQa2bZASHEPileTaHYq7FXYq7FU60G4+qR3Ew6r6X/AAPMcvwyuQtycRqz7vvTOGJNNkmtInrLLydNtkpXgN+5GV8928Dh9I5likjtIxZySxO5O5zIcA7rcUOxVFWWoS2LVQ1U7Mh3Vh4EZEi2cZcKvqFpEUW6tv7pzQqesb/yn+GAHozlHqOSXZNpdirsVdirsVZDoUix2wU9JbgRP/qujAfjlMnMxnb419ish+pW01nBITNEpkLD3pzVPCgwc92X0gxHNjJJJqcvcFrFXYqjbDUmtKxuOcTfbjPQ+48DkSLbYzr3O1GyW2KyRHlFIKof1qfcYg2s41y5ILJNTsVdirsVdirJdOX17KG1/wB/rOPbmpVlJ+7KTztzY7gDvtbdXAWweG1kP7ghJG7spr078eWIG+6JHah0Y5lzhuxV2KpjY6kEX6vcgvCe3dP8pDkCG6M+h5KF/ZGxk415KwDIw6Mp6HCDbCUeFC5Jg7FXYq7FXYqykQi+to7QsFH1eOUMei0Zg5+45Ry3c6uIcPkChtXvPrNnG1uzCMMY3r1YqPgLfMYYiiwnKxt7mP5c4jsVdiqaWl+lygtrw1Tokh+1Gf8Amn2yBFbhvjK9pIG7tXspWik6qfvHYjJA21SjwmlHCxdirsVdirsVZbexR3vNZH4LbNG/IdfTaNdl9+QzHGzsJDi+H6ku1+7e7SGVCRFIpPHwcH4q06nJxFNOWV0eiR5a4rsVbBpuMVTa3uE1dRb3J/e9IpT1r/I/jXtlZFOQDx7Hn0KVyxNC7I4oykgj3GWNBFLMUOxV2KuxVXsgDcRA9Oa1+8YCyjzZLdNG7/XZWI+rSyoQOrkNWNR9++UDuc2X849CUp8wyySTqeVYmRXjA2AUjw8a5ZFoynfy6JTljjuxVcjtGwZSQRuCNiMU8k2Vl11CrAC5UVVunqgdj/lZX9Lf/ee/70oIpscscdrFXYq7FXYqmOgAG/gr/Mf1HIS5N2L6gm6ywxGHUpifjQRlP5nFUcn2AyvyciwKmUn1tpvrciysW4n4fDid1p9GWR5ONku90vybU7FVSGeS2cPGxVh0IwVaQaTOZY9XiaaNQs6Csijo6/zqPHxyH0t59Yvr1SjLHHdirsVdirsVTPQnMcszr9pYJCvzAyEm/HtfuKdxm3s7r1i295x4LTZQwDcmr/ldMq5j3OSKBv8AnMZvWmad/XYs4Ygk+2XhwpXe6HwsHYqr2t5LZOJImKn8CPAjARbKMjHkjbyCK8hN3brxpQSxj9kn9pf8k5EGtm2QEhxD4pXk2h2KuxV2KuxV2KuxV2KuxV2KuxVlFvfmxsbORl2duDk/77Bbb8coIslzhLhAQtnYus91p9CVYHiewK/FGx+eSJ6sIx3MUI1haWhpcXFWHVIl5U/2RoMlZLXwgcz8lv8AuL8Ln5/Bjuj0+f2Ll023utra4Bb+SQcG+g7g43XNPADyPzQNxbyWrmOVSrDsckDbURXNfc3kl0Iw9D6a8Qe5HavyxApJlaHwsHYq7FXYq7FWXSXNBa28gotzFRz35FQq/dmPTsCeQ7wllhZS3lvcWbChjfkrH7IYfCwJ+WTJrdpjEyBihja2FvtLcNIfCJdv+CalclZLXwgcz8nf7iz/AMtA9/gP9Md19Pn9jY0lLr/eSdZD/Iw4P9Fdj9+PFXNPBf0lL3R4WKsCrA7g7EZNpqlS7u3vZPUkpyoASB1oKVPvgApMpcShhYuxV2KuxVcjFWBXqCCPnikMt1N/rE8thxADxc095K8/x6Zjjbdz5mzw+SV29o+qWABopgc0d9l4Nud/Y5Mmi0CPHH3IYwadBs80kh/4rUAfe+SssKiOvydTS22BuF9zwb9VMd19Pm46R66lrSVZgNyo+GQf7A/wx4u9fDv6d0DG728gZaqymo8QRkubUDTdzObmVpWABYkkDYVOIFJJvdSwsXYq7FXYqjNJZlvICvX1F/E75GXJshzCc6o/1xbq14gfV+LxgfyqKP8ArrlQ23cmfqsdyHksW1O0guHYR8AY3Z6gFR9gjx8MldFgY8QBQnpabFs0k0h8UUKP+G3yW7XUR3u46ZJsGnT3YKw/CmO6+nzal0hyhlt3WdB14faHzQ748SnH1G6EtLqSylWWM7r49D7HJEW1xlwm1Jm5EmgFTWg6YWLWKuxV2KuxVNPLg5XyJSoYOrfIqchPk34uaJ1OZtRgeUij28pWg7RsaL9xFMiNmczxC+4rtQ0/64I7yV1hEiDnzBrzGx4r3rSuINbJlHi9R2QXDTI9i87+6hVH/DVyW7V6fN3p6ZLssk0fu6hh/wALQ47rUT3qdzpMsKeqhWWP+dDWn+sOowiSDAjfmo2l5JZlilDyUqwO4IOEi2MZcKHwsHYq7FXYq7FU78sE+tMOPIekWp7qVK5VNycPP4NXlzJcpbX6/wB4rcHp/Mp5L94xArZZG6kqalpMazGeSVYUko4Ugl6kVYcR4HESTOG98kHTS12JuG9xwX9dclu1+nzcINOn2SaSM/8AFihh96f0xsrUT1UbvTJrRQ5o6HpIh5Kfpwg2xlAhThvJII5IhQrIAGB9jUEe+GkCVbIfCwdirsVdirsVT7QZmhtLuQLUxhXX2ajCv0ZVLm5WI0C6WZlu7a9jUsJlHJQK1YfBItMelKTuJd6leaNDZSuJ51RakqoBZyvbbthErRLGIncqH+4sbH6wff4B/XDuw9Pn9jha2FxtFO0Z7CVdv+CXpjZC8MT1+aHvNPmsSPUXY/ZYGqt8iMINsJRMVovJBAbfYoWDb9QRtthpeLakPhYOxV2KuxV2Ksi027ey0tp1WrJLxUnsG4lv6ZSRZcyEuGN+bSRCPUiiqWiukrsP2JBWv+xOPRAFS8j+lBSaVBZMVurgBh+xGOTfT0AyXFfJrMBHmVn+4v8A5eP+Ew7o9Pn9jYsbO52guOLdlmXj/wAMtRjZC8IPI/NCXdlNZPwlUqe3gfke+SBtrlEx5tyXkksKQtQhCSp7ivUfLGkmVikPhYOxV2KuxV2Ksot782NjZyMuztwcn/fYLbfjlBFkucJcICFs7F1nutPoSrA8T2BX4o2PzyRPVhGO5ihGsLS0NLi4qw6pEvKn+yNBkrJa+EDmfkt/3F+Fz8/gx3R6fP7Fy6bb3W1tcAt/JIODfQdwcbrmngB5H5oG4t5LVzHKpVh2OSBtqIrmvubyS6EYeh9NeIPcjtX5YgUkytD4WDsVdirsVdirLpLmgtbeQUW5io578ioVfuzHp2BPId4Sywspby3uLNhQxvyVj9kMPhYE/LJk1u0xiZAxQxtbC32luGkPhEu3/BNSuSslr4QOZ+Tv9xZ/5aB7/Af6Y7r6fP7GxpKXX+8k6yH+Rhwf6K7H78eKuaeC/pKXujwsVYFWB3B2IybTVKl3dveyepJTlQAkDrQUqffABSZS4lDCxdirsVdiq5GKsCvUEEfPFIZbqb/WJ5bDiAHi5p7yV5/j0zHG27nzNnh8krt7R9UsADRTA5o77Lwbc7+xyZNFoEeOPuQxg06DZ5pJD/xWoA+98lZYVEdfk6mltsDcL7ng36qY7r6fNx0j11LWkqzAblR8Mg/2B/hjxd6+Hf07oGN3t5Ay1VlNR4gjJc2oGm7mc3MrSsACxJIGwqcQKSTe6lhYuxV2KuxVGaSzLeQFevqL+J3yMuTZDmE51R/ri3VrxA+r8XjA/lUUf9dcqG27kz9VjuQ8li2p2kFw7CPgDG7PUAqPsEePhkrosDHiAKE9LTYtmkmkPiihR/w2+S3a6iO93HTJNg06e7BWH4Ux3X0+bUukOUMtu6zoOvD7Q+aHfHiU4+o3QlpdSWUqyxndfHofY5Ii2uMuE2pM3Ik0Aqa0HTCxaxV2KuxV2Kpp5cHK+RKVDB1b5FTkJ8m/FzROpzNqMDykUe3lK0HaNjRfuIpkRszmeIX3FdqGn/XBHeSusIkQc+YNeY2PFe9aVxBrZMo8XqOyC4aZHsXnf3UKo/4auS3avT5u9PTJdlkmj93UMP8AhaHHdaie9TudJlhT1UKyx/zoa0/1h1GESQYEb81G0vJLMsUoeSlWB3BBwkWxjLhQ+Fg7FXYq7FXYq7FXYq7FXYq7FUw0hI7iRreQD96hVWI+y/VTkJN2PfbvTo2/1u3SzY8KQRyAnopVmEn4HK7rdyascPkCh9T1BntopbR2CI/Bv5iUpwZvmBhA72E5bXFL9ZjVpFuUFEnXmPZujj78nFpyDr3pbk2l2KppaX6XKC2vDVOiSH7UZ/5p9sgRW4b4yvaSBu7V7KVopOqn7x2IyQNtUo8JpRwsXYq7FXYqmOnRJdwzwcR6nH1IzTeqfaX6RkDs3QFghPL2KO95rI/BbZo35Dr6bRrsvvyGVDZypDi+H6kLqWqyLJbXURIib4uA/mBo4PickI9Guc+UhySnVbUWtwwT7DUdD/ktuMsibceYooLJNbYNNxiqbW9wmrqLe5P73pFKetf5H8a9srIpyAePY8+hSuWJoXZHFGUkEe4yxoIpZih2KuxV2KpxpkMd3CBxHOGVGJ7tGxAP3ZWdnIgLHuKaXTRu/wBdlYj6tLKhA6uQ1Y1H375WO5vl/OPQlDXV+0V+hdq28qABeiiOQUO3sckBswlKpeSR3ls1nM8LdVJHzHY5aDbiyHCaUMLFcjtGwZSQRuCNiMU8k2Vl11CrAC5UVVunqgdj/lZX9Lf/AHnv+9KCKbHLHHaxV2KuxV2Ksi0aGO4NpMqgNE5SSm1agsjfwymWzmYxdFWWWGIw6lMT8aCMp/M4qjk+wGDyZWBUyoNLJJfT2dw9VlHBfAftREDD0tje5iev4CQSI0TFWFCCQR7jLnEOy3FCpDPJbOHjYqw6EYKtINJnMserxNNGoWdBWRR0df51Hj45D6W8+sX16pRljjuxV2KuxV2Ksks0WgvIVCk20gIApSVB4e43yk93m5sf5w7j80VGbezuvWLb3nHgtNlDANyav+V0yPMe5mKBv+clkLTX31mznYtJUulf506gfMZPlu0C5XEpJlrjOxVXtbyWycSRMVP4EeBGAi2UZGPJG3kEV5Cbu3XjSgljH7JP7S/5JyINbNsgJDiHxSvJtDsVdirsVbU8SDQGh79MVZRAUsTNeRCiOsMgA7AuBIv0ZRz2c4em5Dy+9UhiTTZJrSJ6yy8nTbZKV4DfuRg57sgOH0jmUoV21GykRyWkgYyAnclG+39x3yzkXH+oe5Kcscd2Koqy1CWxaqGqnZkO6sPAjIkWzjLhV9QtIii3Vt/dOaFT1jf+U/wwA9Gco9RyS7JtLsVdirsVVrSVYJkd1DKrAlSKgjvgLKJosmtoU08NEN45bgJt3jkjbj+Jygm3OA4du8/eFJD9StprOCQmaJTIWHvTmqeFBh57sfpBiOaWXJN/YpN1eA+m57lTuh/hkxsWg+oX3JXljQ7FUbYak1pWNxzib7cZ6H3HgciRbbGde52o2S2xWSI8opBVD+tT7jEG1nGuXJBZJqdirsVdiqM0t4luUEygo1VavbltX6MjJshz3T6G1aOBLBusn1hfbmhVkP3DKr6+5yxGhw+9QurgLYPDayH9wQkjdCymvQ9ePLCBvuwkdqHRAap/pcMN4OrD05P9dO/0jJx22ap7gSSvJtDsVTGx1IIv1e5BeE9u6f5SHIEN0Z9DyUL+yNjJxryVgGRh0ZT0OEG2Eo8KFyTB2KuxV2KphpCR3EjW8gH71CqsR9l+qnISbse+3enRt/rdulmx4UgjkBPRSrMJPwOV3W7k1Y4fIFD6nqDPbRS2jsER+DfzEpTgzfMDCB3sJy2uKX6zGrSLcoKJOvMezdHH35OLTkHXvS3JtLsVTS0v0uUFteGqdEkP2oz/AM0+2QIrcN8ZXtJA3dq9lK0UnVT947EZIG2qUeE0o4WLsVdirsVTHToku4Z4OI9Tj6kZpvVPtL9IyB2boCwQnl7FHe81kfgts0b8h19No12X35DKhs5UhxfD9SF1LVZFktrqIkRN8XAfzA0cHxOSEejXOfKQ5JTqtqLW4YJ9hqOh/wAltxlkTbjzFFBZJrbBpuMVTa3uE1dRb3J/e9IpT1r/ACP417ZWRTkA8ex59ClcsTQuyOKMpII9xljQRSzFDsVdirsVTjTIY7uEDiOcMqMT3aNiAfuys7ORAWPcU0umjd/rsrEfVpZUIHVyGrGo+/fKx3N8v5x6Eoa6v2iv0LtW3lQAL0URyCh29jkgNmEpVLySO8tms5nhbqpI+Y7HLQbcWQ4TShhYrkdo2DKSCNwRsRinkmysuuoVYAXKiqt09UDsf8rK/pb/AO89/wB6UEU2OWOO1irsVdirsVZFo0MdwbSZVAaJyklNq1BZG/hlMtnMxi6KsssMRh1KYn40EZT+ZxVHJ9gMHkysCplQaWSS+ns7h6rKOC+A/aiIGHpbG9zE9fwEgkRomKsKEEgj3GXOIdluKFSGeS2cPGxVh0IwVaQaTOZY9XiaaNQs6Csijo6/zqPHxyH0t59Yvr1SjLHHdirsVdirsVZJZotBeQqFJtpAQBSkqDw9xvlJ7vNzY/zh3H5oqM29ndesW3vOPBabKGAbk1f8rpkeY9zMUDf85LIWmvvrNnOxaSpdK/zp1A+YyfLdoFyuJSTLXGdiqva3ktk4kiYqfwI8CMBFsoyMeSNvIIryE3duvGlBLGP2Sf2l/wAk5EGtm2QEhxD4pXk2h2KuxV2KuxV2KuxV2KuxV2KrkcxsGU0IIIPuMUjZmF1qqww21yqjjMwEh8F3LD7ycxhF2Mp0Ae9K7OxdZ7rT6EqwPE9gV+KNj88sJ6tEY7mKpDZQG1e2mmDtETLSLcqBsygtQHBfVIiKo9N9ku/3F+Fz8/gye7T6fP7Fy6bb3W1tcAt/JIODfQdwcbrmngB5H5oG4t5LVzHKpVh2OSBtqIrmvubyS6EYeh9NeIPcjtX5YgUkytD4WDsVdirsVV7O5azmSZeqkH5+IwEWyieE2yy/uY1lhtwKRXKEFu5qAqfdtmOA7CR3A70nsLKW8t7izYUMb8lY/ZDD4WBPyywmt3HjEyBirSW9pLZr6spkNvsxiH7LnYValQD3wWbZEAjfp3ID/cWf+Wge/wAB/pk92n0+f2NjSUuv95J1kP8AIw4P9Fdj9+PFXNPBf0lL3R4WKsCrA7g7EZNpqlS7u3vZPUkpyoASB1oKVPvgApMpcShhYuxV2KuxVHaRd/U7pGP2W+Fv9VtjkZC23HLhLIdTf6xPLYcQA8ZdPeSvP8emUjbdy57nh8krt7R9UsADRTA5o77Lwbc7+xyZNFoEeOPuVr6KymhjuJJHk40iZogBVlGxPP2wC2cgCL+GyAppbbA3C+54N+qmT3afT5uOkeupa0lWYDcqPhkH+wP8MeLvXw7+ndAxu9vIGWqspqPEEZLm1A03czm5laVgAWJJA2FTiBSSb3UsLF2KuxV2Kpv5au/q92Iz9mSin5jdT9+VzGzkYZUUdqj/AFxbq14gfV+LxgfyqKP+uuQG27bP1WO5QazfULW3umcRGMcGd6gEKfgYeOSutmPDxAHku1SLT3Zbp2lYTV3jAC8l2b7W/XBG+SzEee+/cgeOmSbBp092CsPwpk92r0+bUukOUMtu6zoOvD7Q+aHfHiU4+o3QlpdSWUqyxndfHofY5Ii2uMuE2pM3Ik0Aqa0HTCxaxV2KuxV2Ksg8q3AaR7V91cFh8wKH7wcpmOrl4T0WanM2owPKRR7eUrQdo2NF+4imEbImeIX3FXmt2MsGos6w1Cl+dal12NF6nkBgvozI5S5IfUbbTbeXk3rESD1F4cQtG8OWEEsJiIPVC+npkuyyTR+7qGH/AAtDkt2uonvU7nSZYU9VCssf86GtP9YdRhEkGBG/NRtLySzLFKHkpVgdwQcJFsYy4UPhYOxV2KuxV2Ksn8s3QkglhdeRjHNR4itaf8EBlEw52E2KQV5cyXKW1+v94rcHp/Mp5L94yQFbNUjdSRrWiWF59bkkWOOQV9Nq8iHHxLxA8TkbsU28PCeJAXdpp1jM0UnrkjuvADfcUrXJgktMoxia3URBp0+yTSRn/ixQw+9P6YbLGonqo3emTWihzR0PSRDyU/ThBtjKBCnDeSQRyRChWQAMD7GoI98NIEq2Q+Fg7FXYq7FXYqyrS78tpkj0rJbj4a/I8T9FTlEhu58Jen3IOWZlu7a9jUsJlHJQK1YfBItMl0pqJ3Eu9Xg02LTriWGaZAkwKKm5ajH4CfCmRu2YhwmieaXyxabbu0bi4JUkH7A3H35PctJER3/YsFrYXG0U7RnsJV2/4JemGyEcMT1+aHvNPmsSPUXY/ZYGqt8iMINsJRMVovJBAbfYoWDb9QRtthpeLakPhYOxV2KuxV2KstGqMNMS7VayKQjE/NQT9IAzH4d6dhx+niQaRCPUiiqWiukrsP2JBWv+xOS6NQFS8j+lfZ6bHEJbG4mUtIQVRN2Vl3r4AkdsSeqYwr0kpaf0WNqXNf8AYD8Mnu0+nz+xwsbO52guOLdlmXj/AMMtRjZC8IPI/NCXdlNZPwlUqe3gfke+SBtrlEx5tyXkksKQtQhCSp7ivUfLGkmVikPhYOxV2KuxVcjmNgymhBBB9xikbMwutVWGG2uVUcZmAkPgu5YfeTmMIuxlOgD3pXZ2LrPdafQlWB4nsCvxRsfnlhPVojHcxVIbKA2r200wdoiZaRblQNmUFqA4L6pERVHpvsl3+4vwufn8GT3afT5/YuXTbe62trgFv5JBwb6DuDjdc08API/NA3FvJauY5VKsOxyQNtRFc19zeSXQjD0PprxB7kdq/LECkmVofCwdirsVdiqvZ3LWcyTL1Ug/PxGAi2UTwm2WX9zGssNuBSK5Qgt3NQFT7tsxwHYSO4Hek9hZS3lvcWbChjfkrH7IYfCwJ+WWE1u48YmQMVaS3tJbNfVlMht9mMQ/Zc7CrUqAe+CzbIgEb9O5Af7iz/y0D3+A/wBMnu0+nz+xsaSl1/vJOsh/kYcH+iux+/Hirmngv6Sl7o8LFWBVgdwdiMm01Spd3b3snqSU5UAJA60FKn3wAUmUuJQwsXYq7FXYqjtIu/qd0jH7LfC3+q2xyMhbbjlwlkOpv9YnlsOIAeMunvJXn+PTKRtu5c9zw+SV29o+qWABopgc0d9l4Nud/Y5Mmi0CPHH3K19FZTQx3EkjycaRM0QAqyjYnn7YBbOQBF/DZAU0ttgbhfc8G/VTJ7tPp83HSPXUtaSrMBuVHwyD/YH+GPF3r4d/TugY3e3kDLVWU1HiCMlzagabuZzcytKwALEkgbCpxApJN7qWFi7FXYq7FU38tXf1e7EZ+zJRT8xup+/K5jZyMMqKO1R/ri3VrxA+r8XjA/lUUf8AXXIDbdtn6rHcoNZvqFrb3TOIjGODO9QCFPwMPHJXWzHh4gDyXapFp7st07SsJq7xgBeS7N9rfrgjfJZiPPffuQPHTJNg06e7BWH4Uye7V6fNqXSHKGW3dZ0HXh9ofNDvjxKcfUboS0upLKVZYzuvj0PsckRbXGXCbUmbkSaAVNaDphYtYq7FXYq7FWQeVbgNI9q+6uCw+YFD94OUzHVy8J6LNTmbUYHlIo9vKVoO0bGi/cRTCNkTPEL7irzW7GWDUWdYahS/OtS67Gi9TyAwX0ZkcpckPqNtptvLyb1iJB6i8OIWjeHLCCWExEHqhfT0yXZZJo/d1DD/AIWhyW7XUT3qdzpMsKeqhWWP+dDWn+sOowiSDAjfmo2l5JZlilDyUqwO4IOEi2MZcKHwsHYq7FXYq7FXYq7FXYq7FXYqmGkJHcSNbyAfvUKqxH2X6qchJux77d6e/Vxe2qWLHgVhjlBI6EMyyZVdG3KriHD5AoTU9QZ7aKW0dgiPwb+YlKcGb5gZIDva5y2uKhczi0vIb5B8Ew5kfP4ZFwjcUwJoiXel+pWn1K4eMfZrVT4qd1yYNtU48JQmSa00tL9LlBbXhqnRJD9qM/8ANPtkCK3DfGV7SQN3avZStFJ1U/eOxGSBtqlHhNKOFi7FXYq7FUx06JLuGeDiPU4+pGab1T7S/SMgdm6AsEJ/fxRXylXbgLVkYsOvpsgPw+5IyobfFy5Di+H6kFqWqyLJbXURIib4uA/mBo4PickI9Gqc+UhyQ6IlhqDRH+5nWg8OEn2T9Bw8wx+mVdD+lKbmBrWV4n6qSD9GWA245FbKYNNxhYptb3Cauot7k/vekUp61/kfxr2ysinIB49jz6FK5YmhdkcUZSQR7jLGgilmKHYq7FXYqnGmQx3cIHEc4ZUYnu0bEA/dlZ2ciAse4pvfNHK4vpCR9WkkRgOrFW/dqPv3ysdzkS39Xcg7q/aK/Qu1beVAAvRRHIKHb2OSA2a5SqXkhbO3MU9xp0h/vAQpP86/Eh+nJE9WERRMUnZSpIOxGxyxxm0do2DKSCNwRsRinkmysuuoVYAXKiqt09UDsf8AKyv6W/8AvPf96UEU2OWOO1irsVdirsVZFo0MdwbSZVAaJyklNq1BZG/hlMtnMxi6KJaaCN4tTlJ/eIEKAdX3VyfYDI+TOx9ZQrSySX09ncPVZRwXwH7URAyXS2F7mJ6/gIS0Rri3uLNh8cZMiD3XZ1+7JHbdriLBj8Upyxx1SGeS2cPGxVh0IwVaQaTOZY9XiaaNQs6Csijo6/zqPHxyH0t59Yvr1SjLHHdirsVdirsVZNYBUK3sKgf6PICoFB6sY8PcZQe5zY/zh3fciV+r2V363L/eunBabKCA3Jq/5WDmPc2bRN/zkrhaa++s2c7FpKl0r/OnUD5jJ8t3HFyuJUB/p2nkdXt2qP8AjG/X7jkuRY/VH3JXk2hXtbyWycSRMVP4EeBGAi2UZGPJG3kEV5Cbu3XjSgljH7JP7S/5JyINbNsgJDiHxSvJtDsVdirsVbU8SDQGh79MVZXaNHYNNeRqBHIsTgAfZDPxkFPbMc77OfH0+r3NxRJpks1pE372Xk8e3wpSvAb9yK4890gcPpHMpQrtqNlIjktJAxkBO5KN9v7jvlnIuP8AUPctvP8ATbOG46tH+6f5DdD922EbFEvUL+CV5NoRVlqEti1UNVOzId1YeBGRItnGXCr6haRFFurb+6c0KnrG/wDKf4YAejOUeo5Jdk2l2KuxV2Kq1pKsEyO6hlVgSpFQR3wFlE0WU2UUeniSKlY5pwgP/FciEp+O2UHdzojh27z94Q6n6jbTWcDkzRKZCw96c1TwoMPPdj9IMRzS24Y31lHPX44D6bnvxO6H6OmTGxaD6hfct1cfWVivB/u1aP7SJsfvwx22We/q70sybQjbDUmtKxuOcTfbjPQ+48DkSLbYzr3O1GyW2KyRHlFIKof1qfcYg2s41y5ILJNTsVdirsVRmlvEtygmUFGqrV7ctq/RkZNkOe7Iba29O2GnvSsnriv+WhBU/dvlJPVzANuH3oa7uOFi8Nq5rbkJI3Qspr0705ZIDfdhI7UOiCvZmdbfUI/tbK5/4sTuf9YZIdzVI8pKGswqs/rR/YmAkX/ZfaH0HDFjkG996X5NpTGx1IIv1e5BeE9u6f5SHIEN0Z9DyUL+yNjJxryVgGRh0ZT0OEG2Eo8KFyTB2KuxV2KphpCR3EjW8gH71CqsR9l+qnISbse+3env1cXtqlix4FYY5QSOhDMsmVXRtyq4hw+QKE1PUGe2iltHYIj8G/mJSnBm+YGSA72uctrioXM4tLyG+QfBMOZHz+GRcI3FMCaIl3pfqVp9SuHjH2a1U+KndcmDbVOPCUJkmtNLS/S5QW14ap0SQ/ajP/NPtkCK3DfGV7SQN3avZStFJ1U/eOxGSBtqlHhNKOFi7FXYq7FUx06JLuGeDiPU4+pGab1T7S/SMgdm6AsEJ/fxRXylXbgLVkYsOvpsgPw+5IyobfFy5Di+H6kFqWqyLJbXURIib4uA/mBo4PickI9Gqc+UhyQ6IlhqDRH+5nWg8OEn2T9Bw8wx+mVdD+lKbmBrWV4n6qSD9GWA245FbKYNNxhYptb3Cauot7k/vekUp61/kfxr2ysinIB49jz6FK5YmhdkcUZSQR7jLGgilmKHYq7FXYqnGmQx3cIHEc4ZUYnu0bEA/dlZ2ciAse4pvfNHK4vpCR9WkkRgOrFW/dqPv3ysdzkS39Xcg7q/aK/Qu1beVAAvRRHIKHb2OSA2a5SqXkhbO3MU9xp0h/vAQpP86/Eh+nJE9WERRMUnZSpIOxGxyxxm0do2DKSCNwRsRinkmysuuoVYAXKiqt09UDsf8rK/pb/7z3/elBFNjljjtYq7FXYq7FWRaNDHcG0mVQGicpJTatQWRv4ZTLZzMYuiiWmgjeLU5Sf3iBCgHV91cn2AyPkzsfWUK0skl9PZ3D1WUcF8B+1EQMl0the5iev4CEtEa4t7izYfHGTIg912dfuyR23a4iwY/FKcscdUhnktnDxsVYdCMFWkGkzmWPV4mmjULOgrIo6Ov86jx8ch9LefWL69Uoyxx3Yq7FXYq7FWTWAVCt7CoH+jyAqBQerGPD3GUHuc2P8AOHd9yJX6vZXfrcv966cFpsoIDcmr/lYOY9zZtE3/ADkrhaa++s2c7FpKl0r/ADp1A+YyfLdxxcriVAf6dp5HV7dqj/jG/X7jkuRY/VH3JXk2hXtbyWycSRMVP4EeBGAi2UZGPJG3kEV5Cbu3XjSgljH7JP7S/wCSciDWzbICQ4h8UrybQ7FXYq7FXYq7FXYq7FXYq7FVyOY2DKaEEEH3GKRszG51ZYIrW6VQBKwEh8F3LD7ycxhHo7EzoA96XRaeyXN1YBSUkXkh7KR8SGv4ZO+rSI7mLobKA2r200wdoiZaRblQNmUFqA431URFUem+y2b6he2iyn1j6FIyRx5cT9kn27DHcFB4ZC99tkEum291tbXALfySDg30HcHJ3XNr4AeR+aBuLeS1cxyqVYdjkgbaiK5r7m8kuhGHofTXiD3I7V+WIFJMrQ+Fg7FXYq7FVezuWs5kmXqpB+fiMBFsonhNsvu7uOOeCDiPSuUIY9zUBV/z98xwHYylRA6FJ7XT5Z4rmxYbxPzRjsoI2O/uN8sJ6uNGJIMVSS3tJbRfVmMhttmMQ/ZY/CKtSoB74LNsiARv07luofULyOO7b1vj+BiOJ+JR+0PEj3xFjZEuGXq3QQ0lLr/eSdZD/Iw4P9Fdj9+T4q5tfBf0lL3R4WKsCrA7g7EZNpqlS7u3vZPUkpyoASB1oKVPvgApMpcShhYuxV2KuxVHaRd/U7pGP2W+Fv8AVbY5GQttxy4SyW9kFxcy6cQFWSMsp8ZKlq/5+GUDbdzZGzw+SUQ2Umo2IVqIbdyOT7LwP2hX/JIyy6LjiPEPcr3QtCkV20ru0ZWMtEAKuu4J5+2AXyZSr6vuUtTi06RluD6yiccwVClQa/EKdag9cItExHnvugzpHrqWtJVmA3Kj4ZB/sD/DJcXe1eHf07oGN3t5Ay1VlNR4gjJc2oGm7mc3MrSsACxJIGwqcQKSTe6lhYuxV2KuxVN/LV39XuxGfsyUU/MbqfvyuY2cjDKimd6f0gLuy4gGDi8QHgo+L7/45Abbt8vVce7kg2s31C1t7pnERjHBneoBCn4GHjkrrZr4eIA8kRcy2VrPFfhpG9Qk/uwApK/C9eW++RFnZkSAeJCX9np0ExUtKnIB1YBWTi2+3Q0yQJa5RiD1QsukOUMtu6zoOvD7Q+aHfJcTA4+o3QlpdSWUqyxndfHofY5Ii2uMuE2pM3Ik0Aqa0HTCxaxV2KuxV2Ksg8q3AaR7V91cFh8wKH7wcpmOrl4T0XahK2q2sr0pJbSnYdoyafhT8MRsmR4x7iumt2MsGos6w1Cl+dal12NF6nkBjfRJHKXJs/UNPuuVZCs69gvp8JPx2wbkL6Yn3/pQN1ZafBM8LSTRsppVlDL8/hofwyYJajGINboa50mWFPVQrLH/ADoa0/1h1GSEmBgRvzUbS8ksyxSh5KVYHcEHCRbGMuFD4WDsVdirsVdirJ/LN0JIJYXXkYxzUeIrWn/BAZRMOdhNikPeTyXkFvqCf3kb8Hp4g1X/AD98kBWzCR4gJIhrRLC8+tySLHHIK+m1eRDj4l4geJyN2KZ8PCeJbBb2VrPJYMZT6tFJPELX7Skfwwkk7oAAPDvulr2unsxQSyxMCRSRQwqPdP6ZOy08MfMe9Qu9MmtFDmjoekiHkp+nCDbCUCFOG8kgjkiFCsgAYH2NQR74aQJVsh8LB2KuxV2KuxVlWl35bTJHpWS3Hw1+R4n6KnKJDdz4S9PuULiVvrFpqEalvWAV1AJqw+Fh93T5YR3MCdxLvXQabFp1xLDNMgSYFFTctRj8BPhTBdpEOE0TzatorJxNYfviQS4B4g8k6hOu5GE3zQAPp3S0WthcbRTtGewlXb/gl6ZOyGnhievzQ95p81iR6i7H7LA1VvkRhBthKJitF5IIDb7FCwbfqCNtsNLxbUh8LB2KuxV2KuxVlw1Rl01LtVrIpCMT81BP0gDMfh3p2HH6eJDNCE1L4FLRXaEmgrs43P0HfD09zCvV5Sas9NjiEtjcTKWkIKom7Ky718ASO2EnqiMK9JKyP6heWjRfvj9Xq4rxD8WPxU9h1OO4KBUhW+yAFjZ3O0Fxxbssy8f+GWoydkNXCDyPzQl3ZTWT8JVKnt4H5Hvkgba5RMebcl5JLCkLUIQkqe4r1HyxpJlYpD4WDsVdirsVXI5jYMpoQQQfcYpGzMbnVlgitbpVAErASHwXcsPvJzGEejsTOgD3pdFp7Jc3VgFJSReSHspHxIa/hk76tIjuYuhsoDavbTTB2iJlpFuVA2ZQWoDjfVREVR6b7LZvqF7aLKfWPoUjJHHlxP2SfbsMdwUHhkL322QS6bb3W1tcAt/JIODfQdwcndc2vgB5H5oG4t5LVzHKpVh2OSBtqIrmvubyS6EYeh9NeIPcjtX5YgUkytD4WDsVdirsVV7O5azmSZeqkH5+IwEWyieE2y+7u4454IOI9K5Qhj3NQFX/AD98xwHYylRA6FJ7XT5Z4rmxYbxPzRjsoI2O/uN8sJ6uNGJIMVSS3tJbRfVmMhttmMQ/ZY/CKtSoB74LNsiARv07luofULyOO7b1vj+BiOJ+JR+0PEj3xFjZEuGXq3QQ0lLr/eSdZD/Iw4P9Fdj9+T4q5tfBf0lL3R4WKsCrA7g7EZNpqlS7u3vZPUkpyoASB1oKVPvgApMpcShhYuxV2KuxVHaRd/U7pGP2W+Fv9VtjkZC23HLhLJb2QXFzLpxAVZIyynxkqWr/AJ+GUDbdzZGzw+SUQ2Umo2IVqIbdyOT7LwP2hX/JIyy6LjiPEPcr3QtCkV20ru0ZWMtEAKuu4J5+2AXyZSr6vuUtTi06RluD6yiccwVClQa/EKdag9cItExHnvugzpHrqWtJVmA3Kj4ZB/sD/DJcXe1eHf07oGN3t5Ay1VlNR4gjJc2oGm7mc3MrSsACxJIGwqcQKSTe6lhYuxV2KuxVN/LV39XuxGfsyUU/MbqfvyuY2cjDKimd6f0gLuy4gGDi8QHgo+L7/wCOQG27fL1XHu5INrN9Qtbe6ZxEYxwZ3qAQp+Bh45K62a+HiAPJEXMtlazxX4aRvUJP7sAKSvwvXlvvkRZ2ZEgHiQl/Z6dBMVLSpyAdWAVk4tvt0NMkCWuUYg9ULLpDlDLbus6Drw+0Pmh3yXEwOPqN0JaXUllKssZ3Xx6H2OSItrjLhNqTNyJNAKmtB0wsWsVdirsVdirIPKtwGke1fdXBYfMCh+8HKZjq5eE9F2oStqtrK9KSW0p2HaMmn4U/DEbJkeMe4rprdjLBqLOsNQpfnWpddjRep5AY30SRylybP1DT7rlWQrOvYL6fCT8dsG5C+mJ9/wClA3Vlp8EzwtJNGymlWUMvz+Gh/DJglqMYg1uhrnSZYU9VCssf86GtP9YdRkhJgYEb81G0vJLMsUoeSlWB3BBwkWxjLhQ+Fg7FXYq7FXYq7FXYq7FXYq7FUw0hI7iRreQD96hVWI+y/VTkJN2PfbvT36uL21SxY8CsMcoJHQhmWTKro25VcQ4fIFR1G9aexjmtHYLC4Rq9SF+wzf598IG+7GcrFx6IO5nFpeQ3yD4JhzI+fwyLkhuKaiaIl3ughWyvpLRj+6mHAH2beNvoxO4tIHCeHoUnmiaB2jYUKkg/MZY4xFJjaX6XKC2vDVOiSH7UZ/5p9siRW4boyvaSBu7V7KVopOqn7x2IyQNtUo8JpRwsXYq7FXYqmOnRJdwzwcR6nH1IzTeqfaX6RkDs3QFghP7+KK+Uq7cBasjFh19NkB+H3JGVDb4uXIcXw/Uh9U1KQi0voifTJ+JP8odQfmKjDEdGE58pBBIiWGoNEf7mdaDw4SfZP0HJcw1/TKuh/SssoGrc6dJ9o1Kf8ZE3H/BDCT1YxHOKUbg5Y46bW9wmrqLe5P73pFKetf5H8a9srIpyAePY8+hSuWJoXZHFGUkEe4yxoIpZih2KuxV2KpxpkMd3CBxHOGVGJ7tGxAP3ZWdnIgLHuKb3zRyuL6QkfVpJEYDqxVv3aj798rHc5Et/V3KOoXhivYZWYm3nSnH9kKwo38DhA2YylRB6FL7O3MU9xp0h/vAQpP8AOvxIfpyZPVqiKJipW6m7s5rdvtwn1VHenSQfxxOxYjcV3bpajtGwZSQRuCNiMsaeSbKy66hVgBcqKq3T1QOx/wArK/pb/wC89/3pQRTY5Y47WKuxV2KuxVkWjQx3BtJlUBonKSU2rUFkb+GUy2czGLooozwxSQ6pISOaKhUd33VyfYDI10Z2B61G5L/pCa0mclLhaR16LXeOg9jthHK2J+rhPVL7RGuLe4s2HxxkyIPddnX7smdt2qIsGPxWyf6bp6v+3btxP/GN/s/cdsPIoPqj7kvhnktnDxsVYdCMlVtINJnMserxNNGoWdBWRR0df51Hj45D6W8+sX16pRljjuxV2KuxV2KsmsAqFb2FQP8AR5AVAoPVjHh7jKD3ObH+cO77kXE1vYXnrlj/AKXTivYBgCWb5tkeY9zYKib/AJyWsstw93YzsXepkjJ6ll32/wBZcs5btO5uJQg/07TyOr27VH/GN+v3HJci1/VH3O1H/TLaG7HUD0pP9Zfsn6RiNtln6gJfBBWt5LZOJImKn8CPAjJEW1RkY8kbeQRXkJu7deNKCWMfsk/tL/knIg1s2yAkOIfFK8m0OxV2KuxVtTxINAaHv0xVldo0dg015GoEcixOAB9kM/GQU9sxzvs58fT6vcq2cUWmTy2auQ8/Jl8EpXh174DvuyiBE8Pekzepe2k0UpJlt3L77niTRx9B3y3kXG+oUeYWXTG6tILpT8cR9Jz323RsRsaQdwD3bLNZUStHdr0nWp9nXZxhj3Iyb+rvQ9lqEti1UNVOzId1YeBGEi2EZcKvqFpEUW6tv7pzQqesb/yn+GAHozlHqOSXZNpdirsVdiqtaSrBMjuoZVYEqRUEd8BZRNFlNlFHp4kipWOacID/AMVyISn47ZQd3OiOHbvP3hbar9Wgn0+GQ+sil+Q/m7qv0frxO+6x2BiOaT3DG+so56/HAfTc9+J3Q/R0ywbFxj6hfcqXs7LJb6jH1anP/jImzfeMQOjKR5SQmr26wXBaP7EgEif6rb/hkolryCi1Yak1pWNxzib7cZ6H3HgcSLWM69ztRsltiskR5RSCqH9an3GINrONcuSCyTU7FXYq7FUZpbxLcoJlBRqq1e3Lav0ZGTZDnuyG2tvTthp70rJ64r/loQVP3b5ST1cwDbh96nLKG0+W3tZG5W1AzdCy/tU8BWv3Yeu7En00OiW3szOtvqEf2tlc/wDFidz/AKwyY7mmR5SVJZEsb9LhR+6nHIj/ACX2cfQcHMMieGV9Clt/amyuJIj+ydj4g7g/dlgNtEo8JpEWOpBF+r3ILwnt3T/KQ5EhnGfQ8lC/sjYyca8lYBkYdGU9DhBthKPChckwdirsVdiqYaQkdxI1vIB+9QqrEfZfqpyEm7Hvt3p79XF7apYseBWGOUEjoQzLJlV0bcquIcPkCo6jetPYxzWjsFhcI1epC/YZv8++EDfdjOVi49EHczi0vIb5B8Ew5kfP4ZFyQ3FNRNES73QQrZX0lox/dTDgD7NvG30YncWkDhPD0KTzRNA7RsKFSQfmMscYikxtL9LlBbXhqnRJD9qM/wDNPtkSK3DdGV7SQN3avZStFJ1U/eOxGSBtqlHhNKOFi7FXYq7FUx06JLuGeDiPU4+pGab1T7S/SMgdm6AsEJ/fxRXylXbgLVkYsOvpsgPw+5IyobfFy5Di+H6kPqmpSEWl9ET6ZPxJ/lDqD8xUYYjownPlIIJESw1Boj/czrQeHCT7J+g5LmGv6ZV0P6VllA1bnTpPtGpT/jIm4/4IYSerGI5xSjcHLHHTa3uE1dRb3J/e9IpT1r/I/jXtlZFOQDx7Hn0KVyxNC7I4oykgj3GWNBFLMUOxV2KuxVONMhju4QOI5wyoxPdo2IB+7Kzs5EBY9xTe+aOVxfSEj6tJIjAdWKt+7UffvlY7nIlv6u5R1C8MV7DKzE286U4/shWFG/gcIGzGUqIPQpfZ25inuNOkP94CFJ/nX4kP05Mnq1RFExUrdTd2c1u324T6qjvTpIP44nYsRuK7t0tR2jYMpII3BGxGWNPJNlZddQqwAuVFVbp6oHY/5WV/S3/3nv8AvSgimxyxx2sVdirsVdirItGhjuDaTKoDROUkptWoLI38Mpls5mMXRRRnhikh1SQkc0VCo7vurk+wGRrozsD1qNyX/SE1pM5KXC0jr0Wu8dB7HbCOVsT9XCeqX2iNcW9xZsPjjJkQe67Ov3ZM7btURYMfitk/03T1f9u3bif+Mb/Z+47YeRQfVH3JfDPJbOHjYqw6EZKraQaTOZY9XiaaNQs6Csijo6/zqPHxyH0t59Yvr1SjLHHdirsVdirsVZNYBUK3sKgf6PICoFB6sY8PcZQe5zY/zh3fci4mt7C89csf9LpxXsAwBLN82yPMe5sFRN/zktZZbh7uxnYu9TJGT1LLvt/rLlnLdp3NxKEH+naeR1e3ao/4xv1+45LkWv6o+52o/wCmW0N2OoHpSf6y/ZP0jEbbLP1AS+CCtbyWycSRMVP4EeBGSItqjIx5I28givITd268aUEsY/ZJ/aX/ACTkQa2bZASHEPileTaHYq7FXYq7FXYq7FXYq7FXYquRzGwZTQggg+4xSNmY3OrLBFa3SqAJWAkPgu5YfeTmMI9HYmdAHvQFpAtnfXFg/wDdzghfp3X+nzyZ3FtURwkx70FHC0ttcWj/AN5AxkX5DaQfxyXm1AWDHuWTk3ljHMPtwH02Pfid0P0dMRsUH1C+5rVwLkRXi/7tWj+0ibN9+GO2y5N/V3pZk2hEXN5JdCMPQ+mvEHuR2r8sAFMzK0PhYOxV2KuxVXs7lrOZJl6qQfn4jARbKJ4TbL7u7jjngg4j0rlCGPc1AVf8/fMcB2MpUQOhSnT4GkS60yT7Qq0f+svh89smT1ceI5wQcn+mWAb9u2bifH026fcdslyLWfVH3L72ZnFtqCfa2V/+MieP+sMR3JkeUlDWYVSf1Y/sTKJF/wBl1H0HDFjkG99+6ABpuMm0q13dveyepJTlQAkDrQUqffABTKUuJQwsXYq7FXYqjtIu/qd0jH7LfC3+q2xyMhbbjlwlkt7ILi5l04gKskZZT4yVLV/z8MoG27myNnh8kpgU3+my27D95bNzUd+P7Q/X+GWHYuOPVGu5QvJGmgt71D8aERuf8pN0b6RhHcxkbAkq3M4s7yG9Qfu5hzI+fwyLgG4pJNHi70u1K0+pXDxjda1U+KncZMG2qceEqEUrQuroaFSCD7jJMAaXXM5uZWlYAFiSQNhU4AKSTe6lhYuxV2KuxVN/LV39XuxGfsyUU/MbqfvyuY2cjDKimd6f0gLuy4gGDi8QHgo+L7/45Abbt8vVce7kgrhjf6bFcKf3ls3Bj34/sn9X45IbFqPqjfcsu7j0Li31CMbSAMwH8w+GRfpxA6IkaIkuREsNQaI/3M60Hhwk+yfoOPMJ+mVdD+lKLiBraV4m6qSD9GWA245FbN2l1JZSrLGd18eh9jiRaxlwm1Jm5EmgFTWg6YWLWKuxV2KuxVkHlW4DSPavurgsPmBQ/eDlMx1cvCei7UJW1W1lelJLaU7DtGTT8KfhiNkyPGPcVuozs6Wupx/aFFf/AFl/rviB0RI8pqZMen6gG/3ROtfb05Ov3HDzCPpl5H9KyztzFNcadIftghSf51+JD9OEnqiIomCTkFSQdiMscZXtLySzLFKHkpVgdwQcBFs4y4UPhYOxV2KuxV2Ksn8s3QkglhdeRjHNR4itaf8ABAZRMOdhNikNe3L3dvb6iv8AeRNweniDyX/P3yQFbNcjYElW+lS1vYb5R+6uF+MfMUcH6PxwDcUykaIl0KGtYBa3c9g5+CUFVPv9qNsJNi2AFEx71K0Q3FtcWbj44yZEHuuzr92E7bojuDH4pVljjoiG8kgjkiFCsgAYH2NQR74KZiVbIfCwdirsVdirsVZVpd+W0yR6Vktx8NfkeJ+ipyiQ3c+EvT7kNd3Poz2upp0kAElP5h8LD7unywgdGEjRE25IUs9ReE/3N0ux7fH9kj5NjzHuUjhlXQoSyiaWO4sHHxiroP8ALT7QHzGSPe1xF3FYP9N08j9u2avzjf8AocPIo+qPuSvJtCIF5IIDb7FCwbfqCNtsFM+LakPhYOxV2KuxV2KsuGqMumpdqtZFIRifmoJ+kAZj8O9Ow4/TxIculhqayj+5ulr7Ufr+O+HmPcw+mV9ChorQxS3Wmt+18UVf5l+JfvXJX1YCNEw+SGiH12weI/btzzXx4Ns4+g75LkWA9Ua7nXv+m2cNx+1H+5f6N0P3YjYrL1AH4JXk2hESXkksKQtQhCSp7ivUfLBTMysUh8LB2KuxV2KrkcxsGU0IIIPuMUjZmNzqywRWt0qgCVgJD4LuWH3k5jCPR2JnQB70BaQLZ31xYP8A3c4IX6d1/p88mdxbVEcJMe9BRwtLbXFo/wDeQMZF+Q2kH8cl5tQFgx7lk5N5YxzD7cB9Nj34ndD9HTEbFB9Qvua1cC5EV4v+7Vo/tImzffhjtsuTf1d6WZNoRFzeSXQjD0PprxB7kdq/LABTMytD4WDsVdirsVV7O5azmSZeqkH5+IwEWyieE2y+7u4454IOI9K5Qhj3NQFX/P3zHAdjKVEDoUp0+BpEutMk+0KtH/rL4fPbJk9XHiOcEHJ/plgG/btm4nx9Nun3HbJci1n1R9y+9mZxbagn2tlf/jInj/rDEdyZHlJQ1mFUn9WP7EyiRf8AZdR9BwxY5BvffugAabjJtKtd3b3snqSU5UAJA60FKn3wAUylLiUMLF2KuxV2Ko7SLv6ndIx+y3wt/qtscjIW245cJZLeyC4uZdOICrJGWU+MlS1f8/DKBtu5sjZ4fJKYFN/pstuw/eWzc1Hfj+0P1/hlh2Ljj1RruULyRpoLe9Q/GhEbn/KTdG+kYR3MZGwJKtzOLO8hvUH7uYcyPn8Mi4BuKSTR4u9LtStPqVw8Y3WtVPip3GTBtqnHhKhFK0Lq6GhUgg+4yTAGl1zObmVpWABYkkDYVOACkk3upYWLsVdirsVTfy1d/V7sRn7MlFPzG6n78rmNnIwyopnen9IC7suIBg4vEB4KPi+/+OQG27fL1XHu5IK4Y3+mxXCn95bNwY9+P7J/V+OSGxaj6o33LLu49C4t9QjG0gDMB/MPhkX6cQOiJGiJLkRLDUGiP9zOtB4cJPsn6DjzCfplXQ/pSi4ga2leJuqkg/RlgNuORWzdpdSWUqyxndfHofY4kWsZcJtSZuRJoBU1oOmFi1irsVdirsVZB5VuA0j2r7q4LD5gUP3g5TMdXLwnou1CVtVtZXpSS2lOw7Rk0/Cn4YjZMjxj3FbqM7Olrqcf2hRX/wBZf674gdESPKamTHp+oBv90TrX29OTr9xw8wj6ZeR/Sss7cxTXGnSH7YIUn+dfiQ/ThJ6oiKJgk5BUkHYjLHGV7S8ksyxSh5KVYHcEHARbOMuFD4WDsVdirsVdirsVdirsVdirsVTDSEjuJGt5AP3qFVYj7L9VOQk3Y99u9OZ4/XsRaU+JIEmUf5Slg4+eVjnbkEWOHytB3Ttd2NveIf3kBEbH5fZP6vvyQ2NNZ3Al3Kt/OIbi21KMfBKBzHuPhYfd+rAB0ZSNET71CCFbK+ktGP7qYcAfZt42+jCdxbEDhPD0KnZRNLHcWDj41q6D/LT7QHzGE97GIu4pRljjuxV2KuxV2KuxVMdOiS7hng4j1OPqRmm9U+0v0jIHZugLBCb63/pMDhPtWrRkU/kdV6fT+rK47ORk3HuUL+4Kva6pH+1QSAfzLsR9IqMIHRjI8prp0js9Rr/um7Xr2pJ/Q74jce5T6ZeRQllA1bnTpPtGpT/jIm4/4IZInq1xHOKnF/ptg8f7duea/wCo32h9B3w8igeqPuSvJtDsVdirsVdirsVTjTIY7uEDiOcMqMT3aNiAfuys7ORAWPcUdrU7M0d4g+KCZ4m/2LVT6KfryEe5tyH+LuNNTyrp+oxXS/3VytT4fF9r8aHCNxSk8Mr6FRW0+r3Vzp7bLMKx1/mHxJ/TDdi2PDRMe9CW6m7s5rdvtwn1VHenSQfxwnYtY3Fd27rj/TbGOb9qA+k/+od0P8MI2Kn1C+7ZK8m0OxV2KuxV2KuxVkWjQx3BtJlUBonKSU2rUFkb+GUy2czGLot3F36NzaaiNhIvGT/WX4X/ALPliB0UyoiS6CJNP1GW0b+6uFoPCjfZ/iMTuLSBwy4ehQcVuzRXNg/24iZE9yuzU+a75K+rWBsY/FSf/TdPV/27duJ/4xt9n7jth5FifVH3O1X/AEuKG8HVxwk/10/qMY7bLPcCSV5NodirsVdirsVdirJrAKhW9hUD/R5AVAoPVjHh7jKD3ObH+cO77nCRLbUw3WG7QfKkg/r+vHmPcvKXlJT0+34vdaXIftVMZP8AMu4P0ihwk9URHOCCKm7sGQ/3ls3Tv6bdfubJci1c4+5u8kaaG3vkPxoRG5/y03U/SMR3JkbAkpa1GplW4QfBOvMezftj6DhixyDr3pdk2l2KuxV2KuxVtTxINAaHv0xVldo8dg015GAI5FicAfshn4yCntmOd9nPj6bl7kPawLDd3WnPskwJTwB+0tPo/VkidrYxFEx71G0ja8sZ7Jx+8gJdB8vtD/PxwnY2wiOIGPchrpjdWkF0p+OI+k577bo2EbGmB3APdsq3dx9XuYNQjG0oDMB/MPhkXAB0ZSNESQOq2otLhlT7DUdD4q24ycTbVONFB5JrdirsVdirsVVrSVYJkd1DKrAlSKgjvgLKJosos4o9OEkR3jmnCV/4rkQlPx2yg7udEcO3efvCAsrdp4LrTn+3GS8fzXY0+f8AHJk9WqIsGKxydS0tXH95amh8eB6f5+2PI+9H1R9yy9nZZLfUY+rU5/8AGRNm+8YQOiJHlJeTHYahX/dNwv8AyTl/ocHMJ+mXkf0pVeWzWczwt1ViPn4H6csBtx5DhNKGFi7FXYq7FXYqjNLeJblBMoKNVWr25bV+jIybIc92QW9v6VqNPelZPXUH/LQgp+G+Uk9XMAocPvS5FOoaYyH+8tWJHjwPX/P2yfI+9p+qPuVL+Zrm3ttRj+3GQkn+su4J/wA++I22TI2BJTlkSxv0uFH7qcciP8l9nH0HHmEE8Mr6Fq1txbXc9hIfhlHEH3+1G2JNi0RFEx70ndDGxVhQgkEe4y1x+S3FDsVdirsVdiqYaQkdxI1vIB+9QqrEfZfqpyEm7Hvt3pzPH69iLSnxJAkyj/KUsHHzysc7cgixw+VoO6druxt7xD+8gIjY/L7J/V9+SGxprO4Eu5Vv5xDcW2pRj4JQOY9x8LD7v1YAOjKRoifeoQQrZX0lox/dTDgD7NvG30YTuLYgcJ4ehU7KJpY7iwcfGtXQf5afaA+YwnvYxF3FKMscd2KuxV2KuxV2Kpjp0SXcM8HEepx9SM03qn2l+kZA7N0BYITfW/8ASYHCfatWjIp/I6r0+n9WVx2cjJuPcoX9wVe11SP9qgkA/mXYj6RUYQOjGR5TXTpHZ6jX/dN2vXtST+h3xG49yn0y8ihLKBq3OnSfaNSn/GRNx/wQyRPVriOcVOL/AE2weP8AbtzzX/Ub7Q+g74eRQPVH3JXk2h2KuxV2KuxV2KpxpkMd3CBxHOGVGJ7tGxAP3ZWdnIgLHuKO1qdmaO8QfFBM8Tf7Fqp9FP15CPc25D/F3Gmp5V0/UYrpf7q5Wp8Pi+1+NDhG4pSeGV9CorafV7q509tlmFY6/wAw+JP6YbsWx4aJj3oS3U3dnNbt9uE+qo706SD+OE7FrG4ru3dcf6bYxzftQH0n/wBQ7of4YRsVPqF92yV5NodirsVdirsVdirItGhjuDaTKoDROUkptWoLI38Mpls5mMXRbuLv0bm01EbCReMn+svwv/Z8sQOimVESXQRJp+oy2jf3VwtB4Ub7P8RidxaQOGXD0KDit2aK5sH+3ETInuV2anzXfJX1awNjH4qT/wCm6er/ALdu3E/8Y2+z9x2w8ixPqj7nar/pcUN4OrjhJ/rp/UYx22We4EkrybQ7FXYq7FXYq7FWTWAVCt7CoH+jyAqBQerGPD3GUHuc2P8AOHd9zhIltqYbrDdoPlSQf1/XjzHuXlLykp6fb8XutLkP2qmMn+ZdwfpFDhJ6oiOcEEVN3YMh/vLZunf026/c2S5Fq5x9zd5I00NvfIfjQiNz/lpup+kYjuTI2BJS1qNTKtwg+CdeY9m/bH0HDFjkHXvS7JtLsVdirsVdirsVdirsVdirsVdiq5HMbBlNCCCD7jFI2ZTeXqq1jfrsrclf25faH0fFlAHMOdKX0yULSBbO+uLB/wC7nBC/Tuv9PnhO4tjEcJMe9RsYWuba505/txkunzXZgP8APvhO27GIsGKFnJvLGOYfbgPpse/E7ofo6YRsWs+oX3Kt7cFZLfUY+r05f66bMPpGIHRlI8pITV7dYLgmP7EgEif6rb/hkolryCigck1OxV2KuxV2Kq9nctZzJMvVSD8/EYCLZRPCbZNcvHHqER6xXUPpn3rsP4ZQOXuc4/V5EILT4GkS60yT7Qq0f+svh89skT1aojnBSX/cjpZU/wB5atX34H/P8MPI+9H1R9ynezM4ttQT7Wyv/wAZE8f9YYR3MZHlJUlkSxv0uFH7qcciO3GTZx9BwcwyJ4ZX0KWX9qbKd4j+ydj4jqD92WA20SjwmkPhYOxV2KuxV2Ko3SLsWVyjt9k/C/8Aqtsf65GQtthLhKfSwh767s22FwgdP9cCo/Gv3ZV0tyiNzHvQMCm/02W3YfvLZuajvx/aH6/wyR2LUPVGu513I15ZW96h/eQEI577fZP+fjiNjSyNgS7ltzOLO8hvUH7uYcyPn8Mi4jcUgmjxd7oIVsr6W0Y/u5hwB7UbeNvoxO4tQOE8Pek8sTQuyMKFSQR7jLXHIpZih2KuxV2KuxVN/Ld4La7CN9mSin/WBqv45XMWHIxSoos2/rJe2P7UbmaMe3cfd+vI3yLZV8UfiFK4Y3+mxXCn95bNwY9+P7J/V+OEbFifVG+5U1C44va6pGPtUDgfzLsw+kVGADoykeU1JESw1Boj/czrQeHCT7J+g4eYY/TKuh/Sp2ULE3OnP9o1Kf8AGRPD/WGE97GI5xSjpljjtYq7FXYq7FXYqn/le5Uu9q/SQEr/AK1KH71/VlUx1cvCeim0bXOnFT/eWjn58GO/3H9WPI+9jVx/qquozs6Wupx/aFFf/WX+u+ADoykeU192Y7PUEnH9zdL8XhR9m/riNx7ky9Mr6FC2duYprjTpD9sEKT/OvxIfpyRPVhEUTBStwbuyltz9uE+qg78ejj+OJ2LEbiu7dK8saHYq7FXYq7FXYqyHRJfrllcWh3YIzJ8j2/4IDKZbG3LxniBipXErTWlrfJ9uEiN/9juhP+ffCOdIJsCXdsiLydbK+gv4/wC7nALfTs39fngAsUzkeEiXes+qraX01k20dwvweAJ3Q/QdsbsWxqiY96DtENxbXFm4+OMmRB7rs6/dkjtuwjuDH4tSf6bp6v8At254n/jG32fuO2HkUH1R9yV5NodirsVdirsVdirIYZvr2kSL+3Bx+fEGoP3Vyk7FzAeKPudd3Poz2upp0kAElP5h8LD7unyxA6LI0RNVVU03VGjNDDcj6KP/AG7fLBzCfpl5FCQ2rD61pz7sCZI/9ZfD/WXJX1awOcPkoD/TdPI/btmr843/AKHJcix+qPudqP8ApltDdjrT0pP9Zfsn6RiNtln6gJfBK8m0OxV2KuxV2KuxVktxeG40+3vF3eGVefzAp+Pw5QBvTmmVxEu4tl0sNTWUf3N0tfaj9fx3x5j3L9Mr6FTsbcQXFzpkn2ZAeBPiN1P3fqwk9URFEwQaxtc2UsDD95bMWA78CaOPoO+S5FrqxXc1dObm0gulPxxEROe+26NiNjSJbgHu2WayolaO6QfDOvI07ONnH34Y9yMm/q70tybS7FXYq7FXYquRzGwZTQggg+4xSNmU3l6qtY367K3JX9uX2h9HxZQBzDnSl9MlC0gWzvriwf8Au5wQv07r/T54TuLYxHCTHvUbGFrm2udOf7cZLp812YD/AD74TtuxiLBihZybyxjmH24D6bHvxO6H6OmEbFrPqF9yre3BWS31GPq9OX+umzD6RiB0ZSPKSE1e3WC4Jj+xIBIn+q2/4ZKJa8gooHJNTsVdirsVdiqvZ3LWcyTL1Ug/PxGAi2UTwm2TXLxx6hEesV1D6Z967D+GUDl7nOP1eRCC0+BpEutMk+0KtH/rL4fPbJE9WqI5wUl/3I6WVP8AeWrV9+B/z/DDyPvR9Ufcp3szOLbUE+1sr/8AGRPH/WGEdzGR5SVJZEsb9LhR+6nHIjtxk2cfQcHMMieGV9Cll/amyneI/snY+I6g/dlgNtEo8JpD4WDsVdirsVdiqN0i7Flco7fZPwv/AKrbH+uRkLbYS4Sn0sIe+u7NthcIHT/XAqPxr92VdLcojcx70DApv9Nlt2H7y2bmo78f2h+v8Mkdi1D1RruddyNeWVveof3kBCOe+32T/n44jY0sjYEu5bczizvIb1B+7mHMj5/DIuI3FIJo8Xe6CFbK+ltGP7uYcAe1G3jb6MTuLUDhPD3pPLE0LsjChUkEe4y1xyKWYodirsVdirsVTfy3eC2uwjfZkop/1gar+OVzFhyMUqKLNv6yXtj+1G5mjHt3H3fryN8i2VfFH4hSuGN/psVwp/eWzcGPfj+yf1fjhGxYn1RvuVNQuOL2uqRj7VA4H8y7MPpFRgA6MpHlNSREsNQaI/3M60Hhwk+yfoOHmGP0yrof0qdlCxNzpz/aNSn/ABkTw/1hhPexiOcUo6ZY47WKuxV2KuxV2Kp/5XuVLvav0kBK/wCtSh+9f1ZVMdXLwnoptG1zpxU/3lo5+fBjv9x/VjyPvY1cf6qrqM7Olrqcf2hRX/1l/rvgA6MpHlNfdmOz1BJx/c3S/F4UfZv64jce5MvTK+hQtnbmKa406Q/bBCk/zr8SH6ckT1YRFEwUrcG7spbc/bhPqoO/Ho4/jidixG4ru3SvLGh2KuxV2KuxV2KuxV2KuxV2KuxVMNISO4ka3kA/eoVViPsv1U5CTdj3270TYhrqyubNvtR/vUH+rs4wHY2zjuDH4ql07Xdjb3iH95ARGx+X2T+r78A2NJO4Eu5WvrgW9zbanH9mUDmB4jZh936sAHRlI0RNqSBLTUJICf3V0ux7fH9kj5NjzHuUipV0KEsomljuLBx8a1dB/lp9oD5jJHva4i7is/3u0/8Ay7Zvvjf+hw8ij6o+5K8m0OxV2KuxV2Kpjp0SXcM8HEepx9SM03qn2l+kZA7N0BYIVw5vdM2Px2rgjx4P/b+rByPvZ/VH3Im/uCr2uqR/tUEgH8y7EfSKjIgdGcjymqsU03VFcf3NyPoo/wDbv8sHMJ+mXkUNFaGKW601v2viir/MvxL965K+rARq4fJDRf6bYPH+3bnmv+o32h9B3yXIsB6o+517/ptnDcj7Uf7mT6N0P3YjYrL1AH4JXk2h2KuxV2KuxVMYYkurGTio9SFudQN2Rtj9xyHItwFj3Iu4uWltrS+Xd4W9N/8AY7r+HX55EDo2E2BLu2RM8q6fqMV0v91crU+Hxfa/GhwDcUzJ4ZX0LVpALK+uNPk/u5wQv61P8PniTYtYjhJj3oKOFpbWe0f+8t2Mi/IbSD+OS621AWDHuWTk3ljFOPtwH028eJ3Q/R0xGxQfUL7tmtYAuBFeL/u1aPTtIuzffhjtsuTf1d6WZNodirsVdirsVTKWNZbKKeMBXibg9Nia/EjfwyHVuIsX3JhcXnpXNpqI+zKoWSnivwv/AGfLIAdG4yoia+CJNP1GW0b+6uFoPCjfZ/iMTuLSBwy4ehUtPgaRLrTJPtCrR/6y/wBdsSerGI5wQcg+uWCt+3bNxPj6bfZ+47ZLkWs+qPuVL2ZmFtqCfa2V/wDjJH4/6wxHcmR5SQ+swqk/qx/YmAkX/ZdR9BwxYZBvfel+TanYq7FXYq7FU2uWEItb6BQvQMBsBInX/ghlY7nIO1SCYCRLbUw3WG7QfKkg/r+vIcx7m3lLykp6fb8XutLkP2qmMn+ZdwfpFDhJ6oiOcFGBTf6bLA395bNzUd+P7Q+jf8MPIsR6o13KN5I00NvfIfjQiNz/AJabqfpGEdzGRsCSrcTLZ3sN6g/dzDmR23+GRcA3FJJ4Txd6XalafUrh4x9mtVPip3GTBtpnHhKFyTB2KuxV2KtqeJBoDQ9+mKp08qadfQ3cQ4xSgNQdAG2dfoyrmKcq+EiQ5FE2sCw3d1pz7JMCU8AftLT6P1YCdrZxFEx71G0ja8sZ7Jx+8gJdB8vtD/PxwnY2wiOIGPctnY3+nRXCn95bNwY9+P7J/V+OI2Kn1RvuW3dx9XuYNQjG0oDMB/MPhkXEDoiRoiS6NEsNQaE/3M68Qe3CT7J+g48wkemVdD+lKLiBraR4m6qSD9GWA24xFbKWFDsVdirsVVrSVYJkd1DKrAlSKgjvgLKJopxaKunak0B3inHEeBST7P8ATKzuHJj6ZV0LdlbtPBdac/24yXj+a7Gnz/jiT1WIsGKxydS0tXH95amh8eB6f5+2PI+9H1R9ypqE7Olrqcf2hRZP9Zf674AOiZHlNTJjsNQr/um4X/knL/Q4eYR9MvI/pWWduY5rjTpP26hSf51+JD9OEnqiIomKTkFSQdiMscZrFXYq7FXYqjNLeJblBMoKNVWr25bV+jIybIc90w0yJo5bnTZP92KwWvTmm6n+OQPe3QHODSKdQ0xkP95asSPHgev+ftjyPvX6o+5Uv5mube21GP7cZCSf6y7gn/PviNtkyNgSVL2RLW9hvV/urhfjHzFHH8cA3FJkaIl0KGtbcW13PYSH4ZRxB9/tRthJsWwiKJj3qVohuLae0YfHGTKg71XZ1+7Cdt2MdwY/FKssaHYq7FXYq7FUw0hI7iRreQD96hVWI+y/VTkJN2PfbvRNiGurK5s2+1H+9Qf6uzjAdjbOO4MfiqXTtd2NveIf3kBEbH5fZP6vvwDY0k7gS7la+uBb3Ntqcf2ZQOYHiNmH3fqwAdGUjRE2pIEtNQkgJ/dXS7Ht8f2SPk2PMe5SKlXQoSyiaWO4sHHxrV0H+Wn2gPmMke9riLuKz/e7T/8ALtm++N/6HDyKPqj7krybQ7FXYq7FXYqmOnRJdwzwcR6nH1IzTeqfaX6RkDs3QFghXDm90zY/HauCPHg/9v6sHI+9n9Ufcib+4Kva6pH+1QSAfzLsR9IqMiB0ZyPKaqxTTdUVx/c3I+ij/wBu/wAsHMJ+mXkUNFaGKW601v2viir/ADL8S/euSvqwEauHyQ0X+m2Dx/t255r/AKjfaH0HfJciwHqj7nXv+m2cNyPtR/uZPo3Q/diNisvUAfgleTaHYq7FXYq7FUxhiS6sZOKj1IW51A3ZG2P3HIci3AWPci7i5aW2tL5d3hb03/2O6/h1+eRA6NhNgS7tkTPKun6jFdL/AHVytT4fF9r8aHANxTMnhlfQtWkAsr640+T+7nBC/rU/w+eJNi1iOEmPego4WltZ7R/7y3YyL8htIP45LrbUBYMe5ZOTeWMU4+3AfTbx4ndD9HTEbFB9Qvu2a1gC4EV4v+7Vo9O0i7N9+GO2y5N/V3pZk2h2KuxV2KuxVMpY1lsop4wFeJuD02Jr8SN/DIdW4ixfcmFxeelc2moj7MqhZKeK/C/9nyyAHRuMqImvgiTT9RltG/urhaDwo32f4jE7i0gcMuHoVLT4GkS60yT7Qq0f+sv9dsSerGI5wQcg+uWCt+3bNxPj6bfZ+47ZLkWs+qPuVL2ZmFtqCfa2V/8AjJH4/wCsMR3JkeUkPrMKpP6sf2JgJF/2XUfQcMWGQb33pfk2p2KuxV2KuxVNrlhCLW+gUL0DAbASJ1/4IZWO5yDtUgmAkS21MN1hu0HypIP6/ryHMe5t5S8pKen2/F7rS5D9qpjJ/mXcH6RQ4SeqIjnBRgU3+mywN/eWzc1Hfj+0Po3/AAw8ixHqjXco3kjTQ298h+NCI3P+Wm6n6RhHcxkbAkq3Ey2d7DeoP3cw5kdt/hkXANxSSeE8Xel2pWn1K4eMfZrVT4qdxkwbaZx4ShckwdirsVdirsVdirsVdirsVdiq5HMbBlNCCCD7jFI2TyS4W1vbe/XZJhVvAE/DIPo65VVinJJoiXerWkC2d9cWD/3c4IX6d1/p88B3Fs4jhJj3qNjC1zbXOnP9uMl0+a7MB/n3wnbdjEWDFa5Oo6Yrj+8tWofHgen3fwx5FH1R9yy9uCslvqMfV6cv9dNmH0jCB0RI8pLqx6fqFf8AdM6/R6cv9D+rBzCfpl5H9KVXds1nM8TdVJH9DlgNuPIUaUcLF2KuxV2Kq9nctZzJMvVSD8/EYCLZRPCbTm3WOz1Ix/7puVoPdZOn47ZUdw5I9MvI/pdp8DSJdaZJ9oVaP/WXw+e2JPVYjnBSX/cjpZU/3lq1ffgf8/ww8j70fVH3Kl9M1xb22op9uMhJP9ZdwT8/44juTI2BJTlkSxv0uFH7qcciO3GTZx9Bx5hBPDK+hatYPq11Pp8h+GUFQf8AKHxRtiTYtERRMe9J3QxsVYUIJBHuMtcfktxQ7FXYq7FUZpV0LS4Vn+w1Ucf5LbHIyFtkJUUy0+29Oe601z/eA8Cf5l+JD9I3yBPVviKJg1Apv9Nlt2H7y2bmo78f2h+v8MTsUD1RruddyNeWVveof3kBCOe+32T/AJ+OI2NLI2BLuVb+dYLm21JB8EoHMe/2WH3fqwAdGUjRE+9QghWyvpbRj+7mHAHtRt42+jCdxbADhPD3qVlE0sVxYOPjWroP8tNmH0jCe9ERdxSnLHHdirsVdirsVTLRZFMrW7miTrwPs37B+/ISbsZ6d6IsomubS5smHxxH1UHuuzD/AD8cidjbOIsGPxX3DG/02K4U/vLZuDHvx/ZP6vxxGxSfVG+5U1C44va6pGPtUDgfzLsR9IqMAHRlI8prp0js9R/4pu1+iknf6DviNx7lPpl5FCWULE3OnP8AaNSn/GRPD/WGSPe1xHOKnF/ptg8f7duea/6jfaH0HfDyKB6o+5K8m0OxV2KuxV2Kpppf+lxTWZ6uOcf+unb6RkJbbt8NwYqqg32mbfbtXr78G/t/Vg5H3svqj7lfUZ2dLXU4/tCiv/rL/XfIgdGUjymqzypp+pR3S/3VwKnwo32q/TQ48xTInhlfQqKWn1e6udOb7MorHX+YfEn9MN3ux4aJj3oS3Bu7KW3P24T6qDvx6OP44TsWsbiu7d1z/ptjHN+1CfSf/VO6H+GEbFT6hfdsleTaHYq7FXYq7FU0t/8ATbCSH9qA+on+odnH0dcgdi3j1Cu7dEXErTWlrfJ9uEiN/wDY7oT/AJ98iOdMybAl3bIi8nWyvoL+P+7nALfTs39fngAsUzkeEiXe3bxLp+oy2j/3VwCB4Ub7P8RidxagcMuHoUHFAzQ3Ni/24iZE/wBjswHzG+Svq1gbGPdupSf6bp6v+3bnif8AjG32fuO2HkWJ9Ufc7Vf9LihvB1ccJP8AjIm34jGO2yz3qSV5NodirsVdirsVTSUm8sElH27c8D48G3Q/Qdsr5FvPqjfcjbu59Ge11NOkgAkp/MPhYfd0+WRA6NsjRE1VVTTdUaM0MNyPoo/9u3ywcwn6ZeRUtPtyGutLkP2qlCf5l3B+kUOEnqiI5wQZU3dgVP27Zunfgx3+5slyLVzj7m7yRpobe+Q/GtI3P+Wm6n6RiO5MjYElLWo1Mq3CCiTrzHs37Y+g4Yscg3vvS7JtLsVdirsVdiqcXU7MttqCfaUhJP8AXTpX/WXKwOjkSPKSOLpYamso/ubpa+1H6/jvkOY9zb9Mr6FTsbcQXFzpkn2ZAeBPiN1P3fqwk9URFEwUrSNr2xns3H7yAl0Hfb7Q/wA/HCdjbGI4gY9yHunNzaQXSn44iInPfbdGwjY0wluAe7ZVu7j6vcwahGNpQGYD+YfDIuAC9mUjREkDqtqLS4ZV+w1GQ+KtuMnE21TjRQeSa3Yq7FXYquRzGwZTQggg+4xSNk8kuFtb23v12SYVbwBPwyD6OuVVYpySaIl3q1pAtnfXFg/93OCF+ndf6fPAdxbOI4SY96jYwtc21zpz/bjJdPmuzAf598J23YxFgxWuTqOmK4/vLVqHx4Hp938MeRR9UfcsvbgrJb6jH1enL/XTZh9IwgdESPKS6sen6hX/AHTOv0enL/Q/qwcwn6ZeR/SlV3bNZzPE3VSR/Q5YDbjyFGlHCxdirsVdiqvZ3LWcyTL1Ug/PxGAi2UTwm05t1js9SMf+6blaD3WTp+O2VHcOSPTLyP6XafA0iXWmSfaFWj/1l8PntiT1WI5wUl/3I6WVP95atX34H/P8MPI+9H1R9ypfTNcW9tqKfbjIST/WXcE/P+OI7kyNgSU5ZEsb9LhR+6nHIjtxk2cfQceYQTwyvoWrWD6tdT6fIfhlBUH/ACh8UbYk2LREUTHvSd0MbFWFCCQR7jLXH5LcUOxV2KuxVGaVdC0uFZ/sNVHH+S2xyMhbZCVFMtPtvTnutNc/3gPAn+ZfiQ/SN8gT1b4iiYNQKb/TZbdh+8tm5qO/H9ofr/DE7FA9Ua7nXcjXllb3qH95AQjnvt9k/wCfjiNjSyNgS7lW/nWC5ttSQfBKBzHv9lh936sAHRlI0RPvUIIVsr6W0Y/u5hwB7UbeNvowncWwA4Tw96lZRNLFcWDj41q6D/LTZh9IwnvREXcUpyxx3Yq7FXYq7FUy0WRTK1u5ok68D7N+wfvyEm7GeneiLKJrm0ubJh8cR9VB7rsw/wA/HInY2ziLBj8V9wxv9NiuFP7y2bgx78f2T+r8cRsUn1RvuVNQuOL2uqRj7VA4H8y7EfSKjAB0ZSPKa6dI7PUf+KbtfopJ3+g74jce5T6ZeRQllCxNzpz/AGjUp/xkTw/1hkj3tcRzipxf6bYPH+3bnmv+o32h9B3w8igeqPuSvJtDsVdirsVdiqaaX/pcU1merjnH/rp2+kZCW27fDcGKqoN9pm327V6+/Bv7f1YOR97L6o+5X1GdnS11OP7Qor/6y/13yIHRlI8pqs8qafqUd0v91cCp8KN9qv00OPMUyJ4ZX0Kilp9XurnTm+zKKx1/mHxJ/TDd7seGiY96Etwbuyltz9uE+qg78ejj+OE7FrG4ru3dc/6bYxzftQn0n/1Tuh/hhGxU+oX3bJXk2h2KuxV2KuxV2KuxV2KuxV2KphpCR3EjW8gH71CqsR9l+qnISbse+3eq2qm6tJ7Vh8cR9VB8tnXAdjaY7gju3RF07Xdjb3iH95ARGx+X2T+r78A2NMzuBLuVr64Fvc22px/ZlA5geI2Yfd+rAB0ZSNETXoqadqjRneG5X6KP0/HbBzCfpl5FBw2zAXWnNuykyR+7L4f6y5K+rWBzj8lH/e7T/wDLtm++N/6HJcix+qPudqX+mW8N2OtPSk/1l+yfpGI22WfqAl8CleTaHYq7FXYqmOnRJdwzwcR6nH1IzTeqfaX6RkDs3QFghfU3lgGH27Zvp9N+n3Ng5FP1R9yNv7gq9rqkf7VBIB/MuxH0ioyIHRtkeU1Vimm6orj+5uR9FH/t3+WDmE/TLyKnY24guLnTJD8MgPAnxG6n7v1YSeqIiiYINUa5spIWH7y2YsB34E0cfQd8lyLXViu5q6c3NrBdqfjiIic9/h3RsRsaRLcCXdss1lBK0d0gos68j7ONnH34Y9yMm/q70tybS7FXYq7FUxhiS6sZOKj1IW51A3ZG2P3HIci3AWPcrzTs8NtfJ9uIiN/mu6k/MYK6MidhLuRs8q6fqMV0v91crU+Hxfa/GhyI3FNpPDK+hatIBZX1xp8n93OCF/Wp/h88SbFrEcJMe9RsYWuba509/wC8iJdB7rswH+ffCdt2MRYMULOTeWMU4+3AfTbx4ndD9HTCNi1n1C+7ZVvbgpLb6jH1ehan86bMPpGIHRlI8poTV7Zbe4JT7EgEif6rb/hkom2vIKKByTU7FXYq7FUyljWWyinjAV4m4PTYmvxI38Mh1biLF9yMe6FvdW2or9mUfvP9YfC/9cjXRtMqIl3q8ESafqMto391cLQeFG+z/EYDuLZAcMuHoVLT4GkS60yT7Qq0f+sv9dsSerGI5wU1/wByOllf92WrV9+B/p/DDyPvR9Ufcp3szMLbUE+1sr/8ZI/H/WGEdzGR5SXySJYX6TgfuZxyI7cJNnH0HBzDInhlfQpZf2psp3hP7J2PiOx+7LAbaJR4TSHwsHYq7FXYqmtywhFrfQALsAwGwEidf+CGVjucg7VII2Bo7PUf+KbpfopJ2+htsidx7mwbS8i7T7fi91pch+1Uxk/zLuD9IocSeqxHOCjApv8ATZYG/vLZuajvx/aH0b/hh5FiPVGu5u8ka7sre9Q/vICEc/L7J/z8cRsaWRsCXctuJls72G9Qfu5hzI7b/DIuI3FIJ4Txd7reFbO9ls3P7uYcAf8AW3jb6MTuLUDhPD3pPLE0LsjChUkEe4y1xyKWYodirsVbU8SDQGh79MVTmWRLC9iuoxSKZQ3EdOLfC6/RlXMU5JPCb6FEWFuILm505z8EoPA+4+JD92AnqziKJh3qdpG15Yz2Tj95AS6D5faH+fjhOxtjEcQMe5bOxv8ATorhT+8tm4Me/H9k/q/HEbFT6o33KuoXHCS11SMfbADgfzLsw+kVH0YAOjKR5TUo0Sw1BoT/AHM68Qe3CT7J+g4eYYj0yrof0qdlCx+s6dJ9o1Kf8ZE8P9YYT3sYjnFKOmWOO1irsVdiqtaSrBMjuoZVYEqRUEd8BZRNFNYoksb97dj+6nHEH/JfdD9ByvmHIA4ZV0K+wga4t7rTn+3GS6f6y7ED/PviT1TEWDFa5OpaWrj+8tTQ+PA9P8/bHkfej6o+5U1CdnS11OP7Qosn+sv9d8AHRMjymvujHZ6gk4/ubpfi8KPs38DiNx7ky2lfQoWztzHNcadJ+3UKT/OvxIfpyRPVhEUTFStwbuylgP24D6ijvx6OP44nYsRuK7t0ryxodirsVdiqM0t4luUEygo1VavbltX6MjJshz3RtlAVkuNOk6tXj/xkTdT9IyJPVtiOcVyD9IaWyH+8tWqPHgev+ftg5H3qPVH3Kl/M1zb22ox/bjIST/WXcE/598RtsykbAkq3c62V9Bfp/dzgFvp2b+vzwAWKZSPCRLvWfVVtb6eybaO4X4D2BPxIfoO2N2LY1RMe9B2iG4tp7Rh8cZMqDvVdnX7skdt2uO4Mfi1J/p2nq/V7c8G/4xt9n7jth5FT6o+5K8m0OxV2KuxVMNISO4ka3kA/eoVViPsv1U5CTdj3271W1U3VpPasPjiPqoPls64DsbTHcEd26Iuna7sbe8Q/vICI2Py+yf1ffgGxpmdwJdytfXAt7m21OP7MoHMDxGzD7v1YAOjKRoia9FTTtUaM7w3K/RR+n47YOYT9MvIoOG2YC605t2UmSP3ZfD/WXJX1awOcfko/73af/l2zffG/9DkuRY/VH3O1L/TLeG7HWnpSf6y/ZP0jEbbLP1AS+BSvJtDsVdirsVTHToku4Z4OI9Tj6kZpvVPtL9IyB2boCwQvqbywDD7ds30+m/T7mwcin6o+5G39wVe11SP9qgkA/mXYj6RUZEDo2yPKaqxTTdUVx/c3I+ij/wBu/wAsHMJ+mXkVOxtxBcXOmSH4ZAeBPiN1P3fqwk9URFEwQao1zZSQsP3lsxYDvwJo4+g75LkWurFdzV05ubWC7U/HERE57/DujYjY0iW4Eu7ZZrKCVo7pBRZ15H2cbOPvwx7kZN/V3pbk2l2KuxV2KpjDEl1YycVHqQtzqBuyNsfuOQ5FuAse5XmnZ4ba+T7cREb/ADXdSfmMFdGROwl3I2eVdP1GK6X+6uVqfD4vtfjQ5Ebim0nhlfQtWkAsr640+T+7nBC/rU/w+eJNi1iOEmPeo2MLXNtc6e/95ES6D3XZgP8APvhO27GIsGKFnJvLGKcfbgPpt48Tuh+jphGxaz6hfdsq3twUlt9Rj6vQtT+dNmH0jEDoykeU0Jq9stvcEp9iQCRP9Vt/wyUTbXkFFA5JqdirsVdiqZSxrLZRTxgK8TcHpsTX4kb+GQ6txFi+5GPdC3urbUV+zKP3n+sPhf8Arka6NplREu9XgiTT9RltG/urhaDwo32f4jAdxbIDhlw9CpafA0iXWmSfaFWj/wBZf67Yk9WMRzgpr/uR0sr/ALstWr78D/T+GHkfej6o+5TvZmYW2oJ9rZX/AOMkfj/rDCO5jI8pL5JEsL9JwP3M45EduEmzj6Dg5hkTwyvoUsv7U2U7wn9k7HxHY/dlgNtEo8JpD4WDsVdirsVTW5YQi1voAF2AYDYCROv/AAQysdzkHapBGwNHZ6j/AMU3S/RSTt9DbZE7j3Ng2l5F2n2/F7rS5D9qpjJ/mXcH6RQ4k9ViOcFGBTf6bLA395bNzUd+P7Q+jf8ADDyLEeqNdzd5I13ZW96h/eQEI5+X2T/n44jY0sjYEu5bcTLZ3sN6g/dzDmR23+GRcRuKQTwni73W8K2d7LZuf3cw4A/628bfRidxagcJ4e9J5YmhdkYUKkgj3GWuORSzFDsVdirsVdirsVdirsVdiq5HMbBlNCCCD7jFI2Ti6uBbXcF/GPhlAYj3+zIuVAWKcgmiJd6JsY0tryexY/urhfgPzHJCPo/HAdxbOIomPQqVjC1zbXOnP9uMl0+a7MB/n3wnbdERYMVrk6jpiuP7y1ah8eB6fd/DHkUfVH3KmoTl1tdTj+1ssn+sv9d8AHRMjympVj0/UK/7pnX6PTl/of1YeYR9MvI/pW2duY5bjTpP2wQv+um6H6cJPVERuYpOQVND2yxxmsVdirsVV7O5azmSZeqkH5+IwEWyieE2moEdhqBX/dM60/55y/0OV8w5H0y8j+lU0+BpEutMk+0KtH/rL/XbAT1TEc4KS/7kdLKn+8tWr78D/n+GHkfej6o+5UvpmuLe21FPtxkJJ/rLuCfn/HEdyZGwJKl7Ilrew3qj91cL8Y+Yo4P6/ngG4pMjREuhQ1rB9Wup9PkPwygqD/lD4o2wk2LYRFEx71K1Q3NrPaMPjiJlQe67Ov3YTtuxjuDH4pVljQ7FXYq7FUZpV0LS4Vn+w1Ucf5LbHIyFtkJUUdaW/oXFxp8h2kBVSf5h8UbZEnq2xFExXwKb/TZYGH7y2bmo78f2h+v8MB2KR6o13Ou5GvLK3vUP7yAhHPfb7J/z8cRsaWRsCXcrX1wLe5ttSjHwygcwPEbMPu/VgAvZlI0RPvaeBLPUJLcn91dLse3x7qfobG7HuUipV0KDsomliuLBx8a1dB/lpsw+kZI97XEXcVv+9un/AOXbN/yTf+hw8ij6o+5K8m0OxV2KuxVMtFkUytbuaJOvA+zfsH78hJuxnp3qlnG00FxZOPjQmRB/lJs4+kYD3soiwYq9wxv9NiuFP7y2bgx78f2T+r8cA2LI+qN9ypqFxxe11SMfaoHA/mXYj6RUYAOjKR5TVWKabqgcbw3K/RR/7fwwcwn6ZeRQsVoY5LrTW/a+KKv8y/Ev/BLkr6sBGrh8kPF/ptg8f7duea/6jfaH0HfJciwHqj7nXv8AplpDc/tJ+5k+jdD92I2Ky9QB+CV5NodirsVdiqaaX/pcU1merjnH/rp2+kZCW27fDcGLoybywK/t2zch4+m3X7jvg5FR6o+5GajOzpa6nH9oUV/9Zf675EDo2SPKarPKmn6lHdL/AHVwKnwo32q/TQ48xTInhlfQtWcC2d7cafJ/dzAhf1qf8++JNi0RHCTHvQUcTTWs9o4/eW7GRfkNpB/HJdbawLBj3LLgm8sopx9uA+mx78eqH+GI2KDuL7tmtYAuBFeL/u5fi9pF2bDHbZcm/q70sybQ7FXYq7FU0t/9NsJIf2oD6if6h2cfR1yB2LePUK7t17zNLbW92n95bsI2+Q3Q/wAMHkkmwJdyNvJ1sr6C/j/u5wC307N/X55ECxTbI8JEu9u3iXT9RltH/urgEDwo32f4jE7i1A4ZcPQqWnwNJHdaZJ9patH/AKy+Hzwk9WMRdwQcn+mWCv8At27cW8fTb7P3HbDyLWfVH3Kl7MzfVtRT7Ror/wDGSPx/1hiO5Mjykh9ZgWOf1I/sTASL/suo+g4YsMg3vv3S/JtTsVdirsVTSU/XbBJP27c8G/1G+yfoO2Q5FvPqj7kTJdmKa11Jf2vhlp/Mvwt969MjXRmZURP5olVTTdUaM0MNyPoo/wDbt8sjzDP6ZeRUtPtyGutLkP2qlCf5l3B+kUOEnqiI5wUoVN/pskDf3lseSg9eP7Q+jf8ADDyLEeqNdyjeSNNDb3yH41pG5/y03U/SMI7mMjYElW4mWzvYr1B+7mHMj/W2kXANxSSeE8Xel2pWn1K4eIdAaqfFTuv4ZMG2mceEoXJMHYq7FXYqm97K0sdvfp9sURz/AJafZJ+YysdzkSN1JFxTpaaikw/ubpdx2+P7Q+hsjzHubAalfQusbcQXFzpkn2ZAeBPiN1P3fqxJ6rEUTBStI2vbGezcfvICXQd9vtD/AD8cJ2NsYjiBj3NXDm/06K5U/vLZgjHvx/ZP6vxxGxU+qN9y27uPq9zBqEY2lAZgP5h8Mi4gXsiRoiTccaWF+0B/uZxxB/yJPsn6DjzCQOGVdD+lKLiBraR436qSD9GWDdxiKU8KHYq7FVyOY2DKaEEEH3GKRsnF1cC2u4L+MfDKAxHv9mRcqAsU5BNES70TYxpbXk9ix/dXC/AfmOSEfR+OA7i2cRRMehUrGFrm2udOf7cZLp812YD/AD74TtuiIsGK1ydR0xXH95atQ+PA9Pu/hjyKPqj7lTUJy62upx/a2WT/AFl/rvgA6JkeU1Ksen6hX/dM6/R6cv8AQ/qw8wj6ZeR/Sts7cxy3GnSftghf9dN0P04SeqIjcxScgqaHtljjNYq7FXYqr2dy1nMky9VIPz8RgItlE8JtNQI7DUCv+6Z1p/zzl/ocr5hyPpl5H9Kpp8DSJdaZJ9oVaP8A1l/rtgJ6piOcFJf9yOllT/eWrV9+B/z/AAw8j70fVH3Kl9M1xb22op9uMhJP9ZdwT8/44juTI2BJUvZEtb2G9UfurhfjHzFHB/X88A3FJkaIl0KGtYPq11Pp8h+GUFQf8ofFG2EmxbCIomPepWqG5tZ7Rh8cRMqD3XZ1+7Cdt2MdwY/FKssaHYq7FXYqjNKuhaXCs/2Gqjj/ACW2ORkLbISoo60t/QuLjT5DtICqk/zD4o2yJPVtiKJivgU3+mywMP3ls3NR34/tD9f4YDsUj1RruddyNeWVveof3kBCOe+32T/n44jY0sjYEu5WvrgW9zbalGPhlA5geI2Yfd+rABezKRoife08CWeoSW5P7q6XY9vj3U/Q2N2PcpFSroUHZRNLFcWDj41q6D/LTZh9IyR72uIu4rf97dP/AMu2b/km/wDQ4eRR9UfcleTaHYq7FXYqmWiyKZWt3NEnXgfZv2D9+Qk3Yz071SzjaaC4snHxoTIg/wApNnH0jAe9lEWDFXuGN/psVwp/eWzcGPfj+yf1fjgGxZH1RvuVNQuOL2uqRj7VA4H8y7EfSKjAB0ZSPKaqxTTdUDjeG5X6KP8A2/hg5hP0y8ihYrQxyXWmt+18UVf5l+Jf+CXJX1YCNXD5IeL/AE2weP8AbtzzX/Ub7Q+g75LkWA9Ufc69/wBMtIbn9pP3Mn0bofuxGxWXqAPwSvJtDsVdirsVTTS/9Limsz1cc4/9dO30jIS23b4bgxdGTeWBX9u2bkPH026/cd8HIqPVH3IzUZ2dLXU4/tCiv/rL/XfIgdGyR5TVZ5U0/Uo7pf7q4FT4Ub7VfpoceYpkTwyvoWrOBbO9uNPk/u5gQv61P+ffEmxaIjhJj3oKOJprWe0cfvLdjIvyG0g/jkuttYFgx7llwTeWUU4+3AfTY9+PVD/DEbFB3F92zWsAXAivF/3cvxe0i7NhjtsuTf1d6WZNodirsVdirsVdirsVdirsVTDSEjuJGt5AP3qFVYj7L9VOQk3Y99u9VtVN1aT2rD44j6qD5bOuA7G0x3BHdu20jXFlFOp/eWzBSf8AIJqh+g7Y8im7F9yNvrgW9zbanH9mUDmB4jZh936siB0bJGiJr0VNO1RozvDcr9FH6fjtg5hP0y8ipafbkNdaXIetShP8y7g/SKHCT1REc4INlN3YFSP3ls3TvwY/wbJci1c4+5u8laaK3vkPxrSNz/lpup+kYjuTI2BJR1lUaYTR04zKJKDsT9offhixyc770vybS7FXYqmOnRJdwzwcR6nH1IzTeqfaX6RkDs3QFghef9N08Hq9s1P+eb/0OPIp+qPuV5bpl+q6ku5BEcvuy/8ANS5GujIy5T+aLYppuqK4/ubkfRR/7d/lkeYbPpl5FTsbcQXFzpkh+GQHgT4jdT936sJPVERRMFK0ja9sJ7Nh+8gJdB32+0P1/fhOxtjEcQMe5D3Tm5tYLtT8cRETnv8ADujYRsaYS3Al3bKt3cfV7qDUIx8MoDMB/MPhkXABezKRoiXegNTt0trl1jIK15KR/K24yYNtUxRQmSa3Yq7FUxhiS6sZOKj1IW51A3ZG2P3HIci3AWPcq3btcW1veKfjjIjc+67o33YB3MpbgS+CLF0tpfQ3g2juV+MdgTs4+ht8jVimy6Il3r7SAWV9cafJ/dzghf1qf4fPEmxaYjhJj3qNjC1zbXOnv/eREug912YD/PvhO27GIsGK1ydR0xZB/eWpofHgen3fwx5FH1R9yy9uCktvqMfV6Fqfzpsw+kYQOiJHlNf+70/UP+KJ1+Q9OX+h/Vg5hP0y8j+lKLmE28rxk14sRUd6ZYN3HIoqWFi7FXYqmUsay2UU8YCvE3B6bE1+JG/hkOrcRYvuV7y4MU9vqMf+7ACwH86/C4+nAB0ZyNESRVoI7O/e3P8Ac3S/D4Ufdf4jInce5nH0yroVmnwNIl1pkn2hVo/9Zf67Yk9URHOCmv8AuR0sr/uy1avvwP8AT+GHkfej6o+5ffzNcQWupR/bjIST/WXoT8/44juTI2BNTkkSwv0nA/czjkR24SbOPoOPMIJ4ZX0LVrALW5nsJDRZAVBPTkPijbEm90AUTFJiOJoe2WuM1irsVdiqa3LCEWt9AAuwDAbASJ1/4IZWO5yDtUgru8dhqCyj+5nWp8OEn2h9Bwcwy+mV9D+lV0+34vdaXIftVMZP8y7g/SKHAT1ZRHOClApv9Nlgb+8tm5qO/H9ofRv+GHkWI9Ua7m7yRruyt71D+8gIRz8vsn/PxxGxpZGwJdytfzLBc2+pIPgmA5j3pxYfd+rAO5lI0RPvQ9vCtney2bn93MOAP+tvG30YTuLYAcJ4e9RtVLQ3NlLsyVkSvZ02YfSMJ72MeRiUqyxodirsVbU8SDQGh79MVTmWRLC9iuoxSKZQ3EdOLfC6/RlXMU5JPCb6Fu2gFpeTWLn4JhwB+fxRtiTYtQKJj3r7SNryxnsnH7yAl0Hy+0P8/HE7G0xHEDHuWzsb/TorhT+8tm4Me/H9k/q/HEbFT6o33KuoXHCS11SMfaADgfzLsR9IqPowAdGUjymunjjs9RIP9zdr17Uf+jb4jce5SOGXkUJZQsfrOnSfaNSn/GRPD/WGSPe1xHOKkrC709kY/HbtyWvdH2YfQd8PIo5x9yWZNodirsVVrSVYJkd1DKrAlSKgjvgLKJoprFEljfvbsf3U44g/5L7ofoOV8w5AHDKuhU7KFnW409/tbsg/4sj8P9YYT3sYjnFVcnUtLVx/eWpofHgen+ftg5H3svqj7lTUJ2dLXU4/tCiyf6y/13wAdEyPKarNKmnalHcr/dXK1PhRvtfjQ48wyJ4ZX0Kiln9XubnTm+zKKxk/zD4k/ocN3ux4aJj38kJbg3dlLAftwH1FHfj0cfxwnYtY3Fd27V0wvLKGWo5xH0m8SvVD9HTCNisvUL7tksybQ7FXYqjNLeJblBMoKNVWr25bV+jIybIc90bZQFZLjTpOrV4/8ZE3U/SMiT1bYjnFSgBvLGSE/btz6i+PA7OPo64nYsR6hXci7+Zrm3ttRj+3GQkn+su4J/z74Bts2SNgSVbudbK+gv0/u5wC307N/X54ALFMpHhIl3t28S6fqMtm/wDdXAIH+y+z/EYncWoHDLh6FBxW7NDc2L/biJkT347MB8xuMlfVrA2Me7dSk/02wWT9u3PA+Ppt9k/QdsPIsT6o+5bqrLdJDdAjk68ZB35ptX6RjHbZE96kluTaXYq7FUw0hI7iRreQD96hVWI+y/VTkJN2PfbvVbVTdWk9qw+OI+qg+WzrgOxtMdwR3bttI1xZRTqf3lswUn/IJqh+g7Y8im7F9yNvrgW9zbanH9mUDmB4jZh936siB0bJGiJr0VNO1RozvDcr9FH6fjtg5hP0y8ipafbkNdaXIetShP8AMu4P0ihwk9URHOCDZTd2BUj95bN078GP8GyXItXOPubvJWmit75D8a0jc/5abqfpGI7kyNgSUdZVGmE0dOMyiSg7E/aH34YscnO+9L8m0uxV2Kpjp0SXcM8HEepx9SM03qn2l+kZA7N0BYIXn/TdPB6vbNT/AJ5v/Q48in6o+5XlumX6rqS7kERy+7L/AM1Lka6MjLlP5otimm6orj+5uR9FH/t3+WR5hs+mXkVOxtxBcXOmSH4ZAeBPiN1P3fqwk9URFEwUrSNr2wns2H7yAl0Hfb7Q/X9+E7G2MRxAx7kPdObm1gu1PxxEROe/w7o2EbGmEtwJd2yrd3H1e6g1CMfDKAzAfzD4ZFwAXsykaIl3oDU7dLa5dYyCteSkfytuMmDbVMUUJkmt2KuxVMYYkurGTio9SFudQN2Rtj9xyHItwFj3Kt27XFtb3in44yI3Puu6N92AdzKW4EvgixdLaX0N4No7lfjHYE7OPobfI1YpsuiJd6+0gFlfXGnyf3c4IX9an+HzxJsWmI4SY96jYwtc21zp7/3kRLoPddmA/wA++E7bsYiwYrXJ1HTFkH95amh8eB6fd/DHkUfVH3LL24KS2+ox9XoWp/OmzD6RhA6IkeU1/wC70/UP+KJ1+Q9OX+h/Vg5hP0y8j+lKLmE28rxk14sRUd6ZYN3HIoqWFi7FXYqmUsay2UU8YCvE3B6bE1+JG/hkOrcRYvuV7y4MU9vqMf8AuwAsB/OvwuPpwAdGcjREkVaCOzv3tz/c3S/D4Ufdf4jInce5nH0yroVmnwNIl1pkn2hVo/8AWX+u2JPVERzgpr/uR0sr/uy1avvwP9P4YeR96Pqj7l9/M1xBa6lH9uMhJP8AWXoT8/44juTI2BNTkkSwv0nA/czjkR24SbOPoOPMIJ4ZX0LVrALW5nsJDRZAVBPTkPijbEm90AUTFJiOJoe2WuM1irsVdiqa3LCEWt9AAuwDAbASJ1/4IZWO5yDtUgru8dhqCyj+5nWp8OEn2h9Bwcwy+mV9D+lV0+34vdaXIftVMZP8y7g/SKHAT1ZRHOClApv9Nlgb+8tm5qO/H9ofRv8Ahh5FiPVGu5u8ka7sre9Q/vICEc/L7J/z8cRsaWRsCXcrX8ywXNvqSD4JgOY96cWH3fqwDuZSNET70PbwrZ3stm5/dzDgD/rbxt9GE7i2AHCeHvUbVS0NzZS7MlZEr2dNmH0jCe9jHkYlKssaHYq7FXYq7FXYq7FXYq7FVyOY2DKaEEEH3GKRsnF1cC2u4L+MfDKAxHv9mRcqAsU5BNES724Yksb97Zj+6nHEH/JfdD9Bx5hIHDKuhX2MLXNtc6e/24yXT5rswH+ffE7bpiLBitcnUdMVx/eWrUPjwPT7v4Y8ij6o+5U1Ccutrqcf2tlk/wBZf674AOiZHlNUu/Ts9QSYf3N0vxeFH2b+BxG49yZbSvoUJZ25jluNOk/bBC/66bofpyRPVhEbmKTkFTQ9sscZrFXYq7FVezuWs5kmXqpB+fiMBFsonhNpqBHYagV/3TOtP+ecv9DlfMOR9MvI/pU7KBle406Tq1eP/GRN1+8YSeqIjnBev+5HSyp/vLVq+/A/5/hg5H3p+qPuVL6Zri3ttRT7cZCSf6y7gn5/xxHcmRsCSrdTrY38F+n93OAW+nZv6/PANxTKR4SJd6z6qtrez2R2juF+DwB+0h+g7Y3YtjVEx70Haobm1ntGHxxEyoPddnX7skdt2uO4MfilWWNDsVdirsVRmlXQtLhWf7DVRx/ktscjIW2QlRR1pb+hcXGnyHaQFVJ/mHxRtkSerbEUTFStVN1aT2rD44j6qDvts64nY2xG4I7t0RdyNeWVveof3kBCOe+32T/n44BsaZyNgS7la+uBb3NtqUY+GUDmB4jZh936sAF7MpGiJ96+NU03VGiNDDcig8KP0/HbBzCR6ZV0KEitWAutObdlJkj92X/mpclfVrA5x+Sh/vbp/wDl2zf8k3/oclyLH6o+5K8m0OxV2KuxVMtFkUytbuaJOvA+zfsH78hJuxnp3qlnG00FxZOPjQmRB/lJs4+kYD3soiwYtcjd2CuD8ds3XvwY7fc2PIo5x9yM1C44va6pGPtUDgfzLsR9IqMiB0bZHlNVYppuqBxvDcr9FH/t/DBzCfpl5FZYW4guLrTJD8MgPAnxG6n7v1YSeqIiiYIII1xZSQsP3lqxYD/IJo4+g75LkWurFdy29/0y0huf2k/cyfRuh+7CNiiXqAPwSvJtDsVdirsVTTS/9Limsz1cc4/9dO30jIS23b4bgxcn+m6eyft27ch/xjf7X3HfHkV+qPuVZbhmitr9PtxERv7ld1r81wV0ZE7CXwRk8qafqUd0v91cCp8KN9qv00OR5imwnhlfQtWcC2d7cafJ/dzAhf1qf8++JNi0RHCTHvUrCJrq1udPf+8iJdB7rswH+ffCdt0RFgxQlwTeWUU4+3AfTY9+PVD/AAwjYtZ3F92zWsAXAivF/wB3L8XtIuzYY7bLk39XelmTaHYq7FXYqmlv/pthJD+1AfUT/UOzj6OuQOxbx6hXdu65Y3VnDcKfjhPpP406xn+GAbFTuAe7ZFtd/V7q31BfszCklP5h8L/1wVYps4qIl3q1vEun6jLaP/dXAIHhRvs/xGA7i2QHDLh6FS0+BpI7rTJPtLVo/wDWXw+eEnqxiLuCmv8AuS0sr/uy1Nffgf8AP8MeR96Pqj7lO9mZvq2op9o0V/8AjJH4/wCsMI7mMjykh9ZgWOf1I/sTASL/ALLqPoOGLDIN7790vybU7FXYq7FU0lP12wST9u3PBv8AUb7J+g7ZDkW8+qPuVL2duVvqMf2moH/4yJsf+CGADomR5SRcDR2eo0/3Tdrt4Uk/odsidx7mwemXkVun25DXWlyH7VShP8y7g/SKHEnqsRzgpQqb/TZIG/vLY8lB68f2h9G/4YeRYj1RruXXkjXdlb3yH95AQjn5fZP+fjiNjSyNgS7llxMtnexXqD93MOZH+ttIuI3FIJ4Txd6XalafUrh4h0Bqp8VO6/hkwbaZx4ShckwdirsVdiqb3srSx29+n2xRHP8Alp9kn5jKx3ORI3UlSeZbK+ju1H7qYcyPZtpF+g4OYpkTwni6FXsIBDcXOmufhlB4H3HxKfu/VgJ6soiiYKVpG17Yz2bj95AS6Dvt9of5+OE7G2MRxAx7mrhzf6dFcqf3lswRj34/sn9X44jYqfVG+5W1C44SWuqRj7dA4H8w2I+kVH0YAOjKR5TUI40sL9oD/czjiD/kSfZP0HDzDEDhlXQ/pSi4ga2keN+qkg/Rlg3cYilPCh2KuxVcjmNgymhBBB9xikbJxdXAtruC/jHwygMR7/ZkXKgLFOQTREu9uGJLG/e2Y/upxxB/yX3Q/QceYSBwyroV9jC1zbXOnv8AbjJdPmuzAf598TtumIsGK1ydR0xXH95atQ+PA9Pu/hjyKPqj7lTUJy62upx/a2WT/WX+u+ADomR5TVLv07PUEmH9zdL8XhR9m/gcRuPcmW0r6FCWduY5bjTpP2wQv+um6H6ckT1YRG5ik5BU0PbLHGaxV2KuxVXs7lrOZJl6qQfn4jARbKJ4TaagR2GoFf8AdM60/wCecv8AQ5XzDkfTLyP6VOygZXuNOk6tXj/xkTdfvGEnqiI5wXr/ALkdLKn+8tWr78D/AJ/hg5H3p+qPuVL6Zri3ttRT7cZCSf6y7gn5/wAcR3JkbAkq3U62N/Bfp/dzgFvp2b+vzwDcUykeEiXes+qra3s9kdo7hfg8AftIfoO2N2LY1RMe9B2qG5tZ7Rh8cRMqD3XZ1+7JHbdrjuDH4pVljQ7FXYq7FUZpV0LS4Vn+w1Ucf5LbHIyFtkJUUdaW/oXFxp8h2kBVSf5h8UbZEnq2xFExUrVTdWk9qw+OI+qg77bOuJ2NsRuCO7dEXcjXllb3qH95AQjnvt9k/wCfjgGxpnI2BLuVr64Fvc22pRj4ZQOYHiNmH3fqwAXsykaIn3r41TTdUaI0MNyKDwo/T8dsHMJHplXQoSK1YC605t2UmSP3Zf8AmpclfVrA5x+Sh/vbp/8Al2zf8k3/AKHJcix+qPuSvJtDsVdirsVTLRZFMrW7miTrwPs37B+/ISbsZ6d6pZxtNBcWTj40JkQf5SbOPpGA97KIsGLXI3dgrg/HbN178GO33NjyKOcfcjNQuOL2uqRj7VA4H8y7EfSKjIgdG2R5TVWKabqgcbw3K/RR/wC38MHMJ+mXkVlhbiC4utMkPwyA8CfEbqfu/VhJ6oiKJgggjXFlJCw/eWrFgP8AIJo4+g75LkWurFdy29/0y0huf2k/cyfRuh+7CNiiXqAPwSvJtDsVdirsVTTS/wDS4prM9XHOP/XTt9IyEtt2+G4MXJ/punsn7du3If8AGN/tfcd8eRX6o+5VluGaK2v0+3ERG/uV3WvzXBXRkTsJfBGTypp+pR3S/wB1cCp8KN9qv00OR5imwnhlfQtWcC2d7cafJ/dzAhf1qf8APviTYtERwkx71Kwia6tbnT3/ALyIl0HuuzAf598J23REWDFCXBN5ZRTj7cB9Nj349UP8MI2LWdxfds1rAFwIrxf93L8XtIuzYY7bLk39XelmTaHYq7FXYq7FXYq7FXYq7FXYqmln/ptnNb/tR/vk+Q2cfdvkDsW+PqBHxdMfrtgko+3bng3+o32D9B2x5FT6o33ImW7MU1rqS/t/DLT+Zfhb7x0yNdGZlRE/miUVNO1RozvDcr9FH6fjtkeYZ/TLyKlp9uQ11pch61KE/wAy7g/SKHCT1REc4KUIN/pkkDf3ls3IDvx/aH0b/hh5FiPVGu5RvJWmit75D8a0jc/5abqfpGEdzGRsCSjrKo0wmjpxmUSUHYn7Q+/DFjk533pfk2l2KuxV2Kpof9N08Hq9s1P+eb/0OQ5Fv+qPuX3srSJb6gh+MURz/wAWJ0J+YwDuTI3UkXHMlnqKTD+5ulqR2+PqPobI8x7mwHhlfQusbcQXFzpkh+GQHgT4jdT936sSeqxFEwUrSNr2wns2H7yAl0Hfb7Q/X9+E7G2MRxAx7nXLm+06G5U/vLdgjHvT9k/q/HEbFSeKN9yy7uPq91BqEY+GUBmA/mHwyLiBeyJGiJd6A1O3S2uXWMgrXkpH8rbjJg21TFFCZJrdirsVdiqbXbtcW1veKfjjIjc+67o33ZWO5yJbgS+CpdTi1u4L9B8Ew5ke/wBmRcAFikk0RLvRNjElreT2LH91cL8B+YqhH+fXAdxbOIomPQqVjC1zbXOnv/eREug912YD/PvhO26IiwYrXJ1HTFkH95amh8eB6fd/DHkUfVH3KuoXBYWmpx/a2V6fzL/XfAB0TI8pqX7vT9Q/4onX5D05f6H9WHmEfTLyP6UouYTbyvGTXixFR3plg3cciipYWLsVdirasVIINCNxiqcXlwYp7fUY/wDdgBYD+dfhcfTlYHRyZGiJL1Een6gU/wB0zrT/AJ5y9PuODmE/TLyP6VTT4GkS60yT7Qq0f+sv9dsBPVMRzgpr/uR0sr/uy1avvwP9P4YeR96Pqj7l9/M1xBa6lH9uMhJP9ZehPz/jiO5MjYE1S9lS1vobxf7q4X4x2oRxcfqOAbikyNES6FDWsAtbmewkNFkBUE9OQ+KNsJN7sAKJikxHE0PbLXGaxV2KuxVVtp2tZUlTqpBH0YCLZA1um7vHYagso/uZ1qfDhJ9ofQcr5hyPplfQ/pW2lv6FxcadIdpAVUn+dfijb6cJPVERRMV0Cm/02WBv7y2bmo78f2h9G/4YORSPVGu5u8ka7sre9Q/vICEc/L7J/wA/HEbGlkbAl3K17OLa6ttSj+xKBzA8ejD7v1YAL2ZSNET72ngS01CS3J/dXS7Ht8W6n6Gx5j3KRUq6FBWqlobmyl2ZKyJXs6bMPpGSPe1R5GJSrLGh2KuxV2KovTbv6lcJIfs1ow8VOzZEi2yEuEphbQC0vJrFz8Ew4A/P4o2yBNi20CiY96lZxtPBcWTj40JkQf5SbOv0jCe9ERYMVadjf6dFcKf3ls3Bj34/sn9X44BsWR9Ub7lXULjhJa6pGPtABwP5l2I+kVH0YAOjKR5TVSV03VAw3huR9FH/ALfwwcwn6ZeRQsVqUkutNbvV4q/zLuv/AAS5K+rAR5w+SGVhd6eyMfjt25LXuj7MPoO+S5Fhzj7ksybQ7FXYq7FUw0aZVn9KT7EwMbf7L7J+g5CTdjO9d6vZQs63Gnv9rdkH/Fkfh/rDAe9lEc4rIybzTyB9u2bkPH026/cd8eRQPVH3IzUJ2dLXU4/tCiyf6y/13yIHRskeU1WaVNO1KO5X+6uVqfCjfa/Ghx5hkTwyvoWrOAWd7cafJ/dzAhf1qf8APviTYtYjhJj3oKOJprSe1cfvLdi6/wCr0kH8cl1tqAsEdyndMLyyhlqOcR9JvEr1Q/R0wjYol6hfdslmTaHYq7FXYqmekH6ystmf92rVPaRNx9+Qltu349/T3twD65YyQn7duTIvjwOzj6OuDkVHqFdy+SZpba3vE/vIGEbfIbof4Y+SSbAl3I27nWyvoL9P7ucAt9Ozf1+eRAsU2yPCRLvbt4l0/UZbN/7q4BA/2X2f4jE7i1A4ZcPQqVhA0kV1pkn2lq8f+svh89sT3sYi7gg5P9NsFf8Abt24N48G+z9x2yXItZ9Ufct1VlukhugRydeMg7802r9Iwx22RPepJbk2l2KuxV2KppZ/6bZzW/7Uf75PkNnH3b5A7Fvj6gR8XTH67YJKPt254N/qN9g/QdseRU+qN9yJluzFNa6kv7fwy0/mX4W+8dMjXRmZURP5olFTTtUaM7w3K/RR+n47ZHmGf0y8ipafbkNdaXIetShP8y7g/SKHCT1REc4KUIN/pkkDf3ls3IDvx/aH0b/hh5FiPVGu5RvJWmit75D8a0jc/wCWm6n6RhHcxkbAko6yqNMJo6cZlElB2J+0PvwxY5Od96X5NpdirsVdiqaH/TdPB6vbNT/nm/8AQ5DkW/6o+5feytIlvqCH4xRHP/FidCfmMA7kyN1JFxzJZ6ikw/ubpakdvj6j6GyPMe5sB4ZX0LrG3EFxc6ZIfhkB4E+I3U/d+rEnqsRRMFK0ja9sJ7Nh+8gJdB32+0P1/fhOxtjEcQMe51y5vtOhuVP7y3YIx70/ZP6vxxGxUnijfcsu7j6vdQahGPhlAZgP5h8Mi4gXsiRoiXegNTt0trl1jIK15KR/K24yYNtUxRQmSa3Yq7FXYqm127XFtb3in44yI3Puu6N92VjuciW4EvgqXU4tbuC/QfBMOZHv9mRcAFikk0RLvRNjElreT2LH91cL8B+YqhH+fXAdxbOIomPQqVjC1zbXOnv/AHkRLoPddmA/z74TtuiIsGK1ydR0xZB/eWpofHgen3fwx5FH1R9yrqFwWFpqcf2tlen8y/13wAdEyPKal+70/UP+KJ1+Q9OX+h/Vh5hH0y8j+lKLmE28rxk14sRUd6ZYN3HIoqWFi7FXYq2rFSCDQjcYqnF5cGKe31GP/dgBYD+dfhcfTlYHRyZGiJL1Een6gU/3TOtP+ecvT7jg5hP0y8j+lU0+BpEutMk+0KtH/rL/AF2wE9UxHOCmv+5HSyv+7LVq+/A/0/hh5H3o+qPuX38zXEFrqUf24yEk/wBZehPz/jiO5MjYE1S9lS1vobxf7q4X4x2oRxcfqOAbikyNES6FDWsAtbmewkNFkBUE9OQ+KNsJN7sAKJikxHE0PbLXGaxV2KuxVVtp2tZUlTqpBH0YCLZA1um7vHYagso/uZ1qfDhJ9ofQcr5hyPplfQ/pW2lv6FxcadIdpAVUn+dfijb6cJPVERRMV0Cm/wBNlgb+8tm5qO/H9ofRv+GDkUj1RrubvJGu7K3vUP7yAhHPy+yf8/HEbGlkbAl3K17OLa6ttSj+xKBzA8ejD7v1YAL2ZSNET72ngS01CS3J/dXS7Ht8W6n6Gx5j3KRUq6FBWqlobmyl2ZKyJXs6bMPpGSPe1R5GJSrLGh2KuxV2KuxV2KuxV2KuxV2KomwujZXEco/ZO48QdiPuwEWzjLhNplDEljfvbMf3U44g/wCS+6H6DlfMN4HDKuhU7KFnW509/tbsn/GSPqB/rDCe9jEc4qrk6jpiuP7y1ah8eB6fd/DByLL6o+5U1Ccutrqcf2tlk/1l/rvgA6JkeU1aeRNP1KO5X+5uVqfCjfa/GhwcwyJ4ZX0KFgtvRuLnTm6SV4V/mX4k+8ZInqwAomCSEFTQ9stcVrFXYq7FXYqjtHuFguAsn2JAY3/1W2yMg24zRRVlAyvcadJ1avH/AIyJuv3jIk9WyI5wU4B9csZIj9u3PqL48Ds4+g74TsWI9QruRd9M1xb22op9uMhJP9ZdwT8/45EdzZI2BJVup1sb+C/T+7nALfTs39fngG4plI8JEu9uGFbHUJrNv7q4Uhf9lUr924x5i1A4ZGPQoC3iaa3uLJ/txEyJ81+Fx92SPe1AWDHuSnLHHdirsVdirsVTLRmEzSWjHadaCvZ13Q5CXe3Y9/T3r7VTdWk9qw+OI+qg77bOuA7G0jcEd27bSNPZxXCn95bMEJ78SaofoO2PVN2L7kbfXAt7m21KMfDKBzA8Rsw+79WRAvZskaIn3r41TTdUaI0MNyKDwo/T8dsHMJHplXQqNnbkfW9Lfru0f+su4/4IUwk9WMRzgg/97dP/AMu2b/km/wDQ5PkWv6o+5K8m0OxV2KuxV2Kppp/+mW01qftD97H/AKy/aH0rkDtu3x9QMfi5v9N08H9u2ah/4xv0+448iv1R9yvLdMptdRXqKJJ7su3/AAy5GujIy5T+aLYppuqBxvDcr9FH/t/DI8w2fTLyKywtxBcXWmSH4ZAeBPiN1P3fqwk9URFEwQ8KtdafPav/AHlsxdR/k/tj6N8PI2wG8SO5Qvf9MtIbn9pP3Mn0bofuyQ2LGXqAPwSvJtDsVdirsVdiqaJ/punsv7du3If8Y3+19x3yHIt/1R9zd47XFvb3in44yI3P+Uu6N92AdyZGwJfBGC5W0vobwbR3K/EOwJ2cfQ2+RqxTO6Il3r7OBbO9uNPk/u5gQv61P+ffEmxaYjhJj3qVhE11a3Onv/eREug912YD/PvhO26IiwYqMzm+02OUfbtm4E9+B+yf1DDyLE+qN9yjrAFwIrxf93L8XtIuzYY7bMcm/q70sybQ7FXYq7FXYqmlyxurOG4U/HCfSfxp1jP8MrGxbzuAe7ZVvLgxT2+oxj+8ALAfzr8Lj6cQOjKRoiSKtFjtL+S2P9zdL8PhR91/pkTuGcdpV0KzT4GkjutMk+0tWj/1l8PnhJ6oiLuCmv8AuS0sr/uy1Nffgf8AP8MeR96Pqj7m9QuGlitdRT7a0R/9dNxX574gdFkbqSC1mBY5/Uj+xMBIv+y6j6DkotWQb337pfk2p2KuxV2Kt9MVTe9nblb6jH9pqB/+MibH/ghlYHRyJHlJe7R2GoCQf3M619uEnUfQcHMMvpl5H9Ktp9uQ11pch+1UoT/Mu4P0ihwE9UxHOClCpv8ATZIG/vLY8lB68f2h9G/4YeRQPVGu5deSNd2VvfIf3kBCOfl9k/5+OI2NJkbAl3Lr64W3vLe/QfBMoLD/AIV1+78cAFilkaIl3pTqVp9SuHiHQGqnxU7r+GWA24848JQuSYOxV2KuxVfDK0DrIuxUgj5jAkGk4nmWyvo7tR+6mHMj2baRfoOV8xTkk8J4uhatoBaXk1i5+CYFAfn8UbYk2LQBRMe9faRte2M9m4/eQEug77faH+fjidjaYjiBj3NXDm/06K5U/vLZgjHvx/ZP6vxxGxU+qN9ytqFxwktdUjH2qBwP5hsR9IqPowAdGUjymtkSOz1JkP8Ac3S9R/LJ0P0NjzCD6ZeR/SkdxA1tI8b9VJB+jLRu4pFKeFDsVdirsVRNhdGyuI5R+ydx4g7EfdgItnGXCbTKGJLG/e2Y/upxxB/yX3Q/Qcr5hvA4ZV0KnZQs63Onv9rdk/4yR9QP9YYT3sYjnFVcnUdMVx/eWrUPjwPT7v4YORZfVH3KmoTl1tdTj+1ssn+sv9d8AHRMjymrTyJp+pR3K/3NytT4Ub7X40ODmGRPDK+hQsFt6Nxc6c3SSvCv8y/En3jJE9WAFEwSQgqaHtlritYq7FXYq7FUdo9wsFwFk+xIDG/+q22RkG3GaKKsoGV7jTpOrV4/8ZE3X7xkSerZEc4KcA+uWMkR+3bn1F8eB2cfQd8J2LEeoV3Iu+ma4t7bUU+3GQkn+su4J+f8ciO5skbAkq3U62N/Bfp/dzgFvp2b+vzwDcUykeEiXe3DCtjqE1m391cKQv8Asqlfu3GPMWoHDIx6FAW8TTW9xZP9uImRPmvwuPuyR72oCwY9yU5Y47sVdirsVdiqZaMwmaS0Y7TrQV7Ou6HIS727Hv6e9faqbq0ntWHxxH1UHfbZ1wHY2kbgju3baRp7OK4U/vLZghPfiTVD9B2x6puxfcjb64Fvc22pRj4ZQOYHiNmH3fqyIF7NkjRE+9fGqabqjRGhhuRQeFH6fjtg5hI9Mq6FRs7cj63pb9d2j/1l3H/BCmEnqxiOcEH/AL26f/l2zf8AJN/6HJ8i1/VH3JXk2h2KuxV2KuxVNNP/ANMtprU/aH72P/WX7Q+lcgdt2+PqBj8XN/pung/t2zUP/GN+n3HHkV+qPuV5bplNrqK9RRJPdl2/4ZcjXRkZcp/NFsU03VA43huV+ij/ANv4ZHmGz6ZeRWWFuILi60yQ/DIDwJ8Rup+79WEnqiIomCHhVrrT57V/7y2Yuo/yf2x9G+HkbYDeJHcoXv8AplpDc/tJ+5k+jdD92SGxYy9QB+CV5NodirsVdirsVTRP9N09l/bt25D/AIxv9r7jvkORb/qj7m7x2uLe3vFPxxkRuf8AKXdG+7AO5MjYEvgjBcraX0N4No7lfiHYE7OPobfI1YpndES719nAtne3Gnyf3cwIX9an/PviTYtMRwkx71Kwia6tbnT3/vIiXQe67MB/n3wnbdERYMVGZzfabHKPt2zcCe/A/ZP6hh5FifVG+5R1gC4EV4v+7l+L2kXZsMdtmOTf1d6WZNodirsVdirsVdirsVdirsVdirsVTSY/XbBJR9u3PBv9RvsH6DtkORbz6o33Kl7Owa21GPq1A/8AxkTY/wDBDAB0ZSPKSLt2js9R4/7pu128KSdPuO2RO49zMemXkVun25DXWlyHrUoT/Mu4P0ihxJ6rEc4KUIN/pkkDf3ls3IDvx/aH0b/hh5FiPVGu5bqEjzQWt+h+MfA5/wAtPsk/PCO5EjYEkLrKo0wmjpxmUSUHYn7Q+/DFhk533pfk2l2KuxV2KuxVN72VpEt9QQ/GKI5/4sToT8xlY7nIkbqSpNKljfx3Sj91OORHs+zr9BwcxTInhN9Cr2EAhnudNc/DKDwPuPiU/d+rAT1ZRFEwUrSNr2wns2H7yAl0Hfb7Q/X9+E7G2MRxAx7nXEhvdOhuVP7y2YIx70/ZP6vxxGxpSeKIPc7UJ/q13b6gg+GVVYgeP2XX7sRuKWRoiXelup26W1y6xkFa8lI/lbcZMG2mYooTJNbsVdirsVXRu0TBlNCCCD7jFI2Ti6nFrdwX6D4JhzI9/syLlQFinIJoiXe3DEljfyWzH91OOIP+S+6N9Bx5i0gcJroV9jC1zbXOnv8A3kRLoPddmA/z74nbdMRYMVrk6jpiyD+8tTQ+PA9Pu/hjyKPqj7lW/uSRaaonXZZAP5l/qK4AOjKR5TWShNO1M1/uZxv4FJP6HDzCD6ZeR/Sk1zCbeV4ya8WIqO9MsG7jEUVLCxdirsVdiqvZ3LWc6TL1Ug/MdxgItlE8JtNVEen6gU/3TOtP+ecvT7jlfMOR9MvI/pU7KBg9zp0nVq8P+Mibr/wQwk9URHOCov8AuR0sr/uy1avvwP8AT+GDkfen6o+5ffzNcQWupR/bjIST/WXoT8/44juTI2BNXuJUtdQgu0/urlRy8Pi+Fq/gciNxTImpCXQoS3gFrdXFhIaLICoJ7EfFG2SJsW1gUTFJSOJoe2WuM1irsVdirsVRulXS2twpf7DVRx/ktscjIW2QNFG2lv6FxcadIdpAVUn+dfijb6ciT1bYiiYqVspurOa2YfHCfVQd9tnX+OJ2NsRuCO7dEXkjXdlb3qH95AQjn5fZP+fjgGxpnI2BLuVr2cW11balH9iUDmB49GH3fqwAXsykaIn3rlgW11KW2J/dXSGnh8W4I+RqBjdj3JqpV0KX2qlobmyloGSsiVPR02YfSMke9pjyMSlWWNDsVdirsVdiqZaLIrSNbOfhnXh8m6ofvyEm7GeneqWcbTwXFk4+NCZEH+Umzr9IwHvZRFgxa5G7sFdT+8tWpXvwY7H6Gx5FHMe5GahccJLXVIx9oAOB/MuxH0io+jIgdG2R5TVSV03VAw3huR9FH/t/DBzCfpl5FRtrQq95pp7jnH/rLuv/AAQphJ5FiI84fJBKwu9PZGPx27clr3R9mH0HfJ8i184+5LMm0OxV2KuxV2Kpppf+lwzWZ6sPUj/107fSMhLbdvhuDFyf6dp5X9u3bkP+Mb9fuOPIr9Ufcqy3DNFbX6fbjIjk+a7rX5rgroyJ5S+CMmlTTtSjuV/urlanwo32vxocjzDYTwyvoWrOAWd7cafJ/dzAhf1qf8++JNi1iOEmPehYonnsbi1cfHbPzUe3Rx/HD1trAsEdyhdMLyyhlqOcR9JvEr1Q/R0yQ2LGXqF92yWZNodirsVdirsVTS3/ANNsJIv2oD6i/wCoftj6OuQOxbx6hXdu3csbqzhuVPxwn0nPeg3jb+GAbFTuAe7ZFNdi3u7fUF2SYfvPZh8L/wBcFWKbOKiJd6tbxLp+oy2b/wB1cAgf7L7P8RgO4tkBwy4ehUrCBpIrrTJPtLV4/wDWXw+e2J72MRdwQ8wN7piSft2zcD48G+yfo6ZLkWB9Ufco6qy3SQ3QI5OvGQd+abV+kYY7bMZ71JLcm0uxV2KuxV2KppMfrtgko+3bng3+o32D9B2yHIt59Ub7lS9nYNbajH1agf8A4yJsf+CGADoykeUkXbtHZ6jx/wB03a7eFJOn3HbInce5mPTLyK3T7chrrS5D1qUJ/mXcH6RQ4k9ViOcFKEG/0ySBv7y2bkB34/tD6N/ww8ixHqjXct1CR5oLW/Q/GPgc/wCWn2SfnhHciRsCSF1lUaYTR04zKJKDsT9offhiwyc770vybS7FXYq7FXYqm97K0iW+oIfjFEc/8WJ0J+YysdzkSN1JUmlSxv47pR+6nHIj2fZ1+g4OYpkTwm+hV7CAQz3OmufhlB4H3HxKfu/VgJ6soiiYKVpG17YT2bD95AS6Dvt9ofr+/CdjbGI4gY9zriQ3unQ3Kn95bMEY96fsn9X44jY0pPFEHudqE/1a7t9QQfDKqsQPH7Lr92I3FLI0RLvS3U7dLa5dYyCteSkfytuMmDbTMUUJkmt2KuxV2Kro3aJgymhBBB9xikbJxdTi1u4L9B8Ew5ke/wBmRcqAsU5BNES724Yksb+S2Y/upxxB/wAl90b6DjzFpA4TXQr7GFrm2udPf+8iJdB7rswH+ffE7bpiLBitcnUdMWQf3lqaHx4Hp938MeRR9Ufcq39ySLTVE67LIB/Mv9RXAB0ZSPKayUJp2pmv9zON/ApJ/Q4eYQfTLyP6UmuYTbyvGTXixFR3plg3cYiipYWLsVdirsVV7O5aznSZeqkH5juMBFsonhNpqoj0/UCn+6Z1p/zzl6fccr5hyPpl5H9KnZQMHudOk6tXh/xkTdf+CGEnqiI5wVF/3I6WV/3ZatX34H+n8MHI+9P1R9y+/ma4gtdSj+3GQkn+svQn5/xxHcmRsCavcSpa6hBdp/dXKjl4fF8LV/A5EbimRNSEuhQlvALW6uLCQ0WQFQT2I+KNskTYtrAomKSkcTQ9stcZrFXYq7FXYqjdKultbhS/2Gqjj/JbY5GQtsgaKNtLf0Li406Q7SAqpP8AOvxRt9ORJ6tsRRMVK2U3VnNbMPjhPqoO+2zr/HE7G2I3BHduiLyRruyt71D+8gIRz8vsn/PxwDY0zkbAl3K17OLa6ttSj+xKBzA8ejD7v1YAL2ZSNET71ywLa6lLbE/urpDTw+LcEfI1Axux7k1Uq6FL7VS0NzZS0DJWRKno6bMPpGSPe0x5GJSrLGh2KuxV2KuxV2KuxV2KuxV2KuxVMNGmVZzDJ9iZTG3ty+yfoOQk3YzvXer2ULOtzp7/AGt2T/jJH1A/1hgPeyiOcViE3lgQPt2zch4+m/X7jjyKB6o+5GahOXW11OP7Wyyf6y/13yIHRskeU1aeRNP1KO5X+5uVqfCjfa/GhwcwyJ4ZX0LdnYVS+09uxDR18T9n/jXEnkUxj9UWMkFTQ9svcFrFXYq7FXYq7FUz0g/WVmsz/u1ap/xkTcffkJbbt8N/S3CPrljJEft259RfHgdnH0dceRUeoV3L5Jmktre8T7cDCN/kN0P8MHkkmwJdyNup1sb+C/T+7nALfTs39fnkRuKbZHhIl3twwrY6hNZt/dXCkL/sqlfu3GPMWoHDIx6FZFatdaXLA395byNQfLcj/iWN0UCNxruY7lzhuxV2KuxV2KuxVNLP/TbKa3/aj/fJ8hs4+7fIHYt8fUK+Lpj9csI5R9u3Ppt48Duh+g7Y8ip9QvuRMl2YZrbUl6OOMlP5l+FvvG4yNdGZlRE/miY1TTdUaI0MNyKDwo/T8dsjzDMemVdCo2duR9b0t+u7R/6y7j/ghTCT1YxHODV3F9e0mCYfahqp/wBUHj+G2EbFZDiiD3JBlriOxV2KuxV2KuxVNG/03Twf27ZqH/jG/T7jkORb/qj7l97K0iW1+h+IURz/AMWJ0J+YwDuTI8pIuOZLPUUlH9zdLUjt8fUH5NkeY9zYDwyvoW7C3EFxdaZIfhkB4E+I3U/d+rEnqsRRMEPCrXWnz2r/AN5bMXUf5P7Y+jfDyNsBvEjuVNfi+tW9vejqyKr/ADpsfvrjHbZllFgSSDLXEdirsVdirsVdiqa3jtcW9veKfjjIjc/5S7o33ZWO5yJGwJfBVuZxa3kN8g+CYcyB4/ZkXABYpJNES70TYxJbXk9g5/dzr8B+Y5IR/n1wHcWziKJj3qdhE11a3Onv/eREug912YD/AD74TtuiIsGKxpjc6fDcD+8tHCn/AFT9k/qGPI+9F3EHud5otQk63CfZlAP+yA/pTGBXNHe+9I8tcV2KuxV2KuxVtWKkEbEbjFU4vLgxT2+oxj+8ALAfzr8Lj6crA6OTI0RJeqx2GoGM/wBzOtP9hJ0+44OYT9MvI/pVNPgaSO60yT7S1aP/AFl8PniT1TEXcFNf9yWllf8Adlqa+/A/5/hjyPvR9UfciGufVax1AdeQil+fSv0iuCuYZ3fDL4FLvMFn9Tu34/Zf4x9PUffk4mw05Y8JSzJtDsVdirsVdiqrbTtaypKnVSCPowEWyBrdNnaOw1ASD+5nWvtwk6j6DlfMOR9MvI/pas7cw3Fxp0h2kBVT/lr8SN9OEnqiIomK6FTf6bJA395bHkoPXj+0Po3/AAwcikeqNdy68ka7sre+Q/vICEc/L7J/z8cRsaTI2BLuRsbr+kYLlR8F1GQR/lU3H3gZHp7mwfUD3se1K0+o3DxdgaqfFTuPwy0G3EnHhNIXJNbsVdirsVdiqL0y7+pXCSH7NaMPFTs2RItshLhKPtoBaXk1i5+CYFAfn8UbZAmxbaBRMe9Ts42nt7iyYfGhMiD/ACk2dfpGE96IiwY/FWuHN/p0Vyp/eWzBGPfj+yf1fjgGxZH1RvuVtQuOElrqkY+1QOB/MNiPpFR9GADoykeU0VbW8cd/cwH+6uYuan2P+2ciTszA3I6EMXuIGtpHjfqpIP0ZeN3BIpTwodirsVdirsVTDRplWcwyfYmUxt7cvsn6DkJN2M713q9lCzrc6e/2t2T/AIyR9QP9YYD3sojnFYhN5YED7ds3IePpv1+448igeqPuRmoTl1tdTj+1ssn+sv8AXfIgdGyR5TVp5E0/Uo7lf7m5Wp8KN9r8aHBzDInhlfQt2dhVL7T27ENHXxP2f+NcSeRTGP1RYyQVND2y9wWsVdirsVdirsVTPSD9ZWazP+7Vqn/GRNx9+Qltu3w39LcI+uWMkR+3bn1F8eB2cfR1x5FR6hXcvkmaS2t7xPtwMI3+Q3Q/wweSSbAl3I26nWxv4L9P7ucAt9Ozf1+eRG4ptkeEiXe3DCtjqE1m391cKQv+yqV+7cY8xagcMjHoVkVq11pcsDf3lvI1B8tyP+JY3RQI3Gu5juXOG7FXYq7FXYq7FU0s/wDTbKa3/aj/AHyfIbOPu3yB2LfH1Cvi6Y/XLCOUfbtz6bePA7ofoO2PIqfUL7kTJdmGa21JejjjJT+Zfhb7xuMjXRmZURP5omNU03VGiNDDcig8KP0/HbI8wzHplXQqNnbkfW9Lfru0f+su4/4IUwk9WMRzg1dxfXtJgmH2oaqf9UHj+G2EbFZDiiD3JBlriOxV2KuxV2KuxVNG/wBN08H9u2ah/wCMb9PuOQ5Fv+qPuX3srSJbX6H4hRHP/FidCfmMA7kyPKSLjmSz1FJR/c3S1I7fH1B+TZHmPc2A8Mr6FuwtxBcXWmSH4ZAeBPiN1P3fqxJ6rEUTBDwq11p89q/95bMXUf5P7Y+jfDyNsBvEjuVNfi+tW9vejqyKr/Omx++uMdtmWUWBJIMtcR2KuxV2KuxV2KpreO1xb294p+OMiNz/AJS7o33ZWO5yJGwJfBVuZxa3kN8g+CYcyB4/ZkXABYpJNES70TYxJbXk9g5/dzr8B+Y5IR/n1wHcWziKJj3qdhE11a3Onv8A3kRLoPddmA/z74TtuiIsGKxpjc6fDcD+8tHCn/VP2T+oY8j70XcQe53mi1CTrcJ9mUA/7ID+lMYFc0d770jy1xXYq7FXYq7FXYq7FXYq7FXYq7FWwaYqm97Owa21GPq1A/8AxkTY/wDBDKwOjkyPKSozR2GoCQf3M61/2EnX7jg5hP0y8j+lV0+3PK60uQ9alCf5l3B+kUOAnqyiOcFKEG/0ySBv7y2bkB34/tD6N/ww8ixHqjXcj4ZWltvryn4hbsjn/LjZeB+ZyPk2g2OLySTWVRphNHTjMokoOxP2h9+WRcbJzvvS/JtLsVdirsVdiq+GVoHWRDQqQR8xgSDScTSpY38d0o/dTjkR7Ps6/Qcr5inJJ4TfQutoBaXk1i5+CYcAff7UbYk2LQBRMe9daRte2E9mw/eQEug77faH6/vxOxtMRxAx7nXEhvdOhuVP7y2YIx70/ZP6vxxGxpSeKIPcmMtx9Wie/QfDL6D0/wAqpWRfuyFXs3E16u+mOanbpbXLrGQVryUj+VtxlwNuHMUUJkmt2KuxV2KuxVE6fdGyuI5eynceKnYj7siRbOMuE2mUMSWN/JbMf3U44g/5L7o30HIcxbeBwmuhU7KJnS509x8Qq6D/AIsTqB8xhPexiOcVVydR0xZB/eWpofHgen3fwwciy+qPuVb+5JFpqiddlkA/mX+orgA6MpHlNHT+np4Ab+6nnb5enKgr9AbIjdtPp9xP3hitzCbeV4ya8WIqO9MvG7gEUVLCxdirsVdirsVR+j3Cw3AWT7EoMb/JtvwOQkG3GaKJsoGD3OnSdWrw/wCMibr/AMEMBPVsiOcFOH/TLCSI/btz6i+PA7OPoO+PIsR6hXci7+ZriC11KP7cZCSf6y9Cfn/HAO5skbAmr3EqWuoQXaf3Vyo5eHxfC1fwORG4pkTUhLoVWaFbZYrCQ0EiSqCexDlomODnuyIr0+/9jFSOJoe2ZDgNYq7FXYq7FXYqmejMJjJaMdploPZ13Q5CXe349/T3rrZTdWc1sw+OE+qg77bOv8cB2NqNwR3bttI09nFcIf3lswQn/J6ofoO2PVN2L7kbezi2urbUo/sSgcwPHow+79WRAvZskaIn3rlgW11KW2J/dXSGnh8W4I+RqBjdj3JqpV0Ld+PUjNnKQHW3jkWp/wB2IKMPpGAd6y39J7gxnL3CdirsVdirsVdiqaaf/plrNan7Q/ex/NftD6RkDtu3x9QMfi5v9O08H9u2ah/4xv0+448iv1R9yvLdlTa6kvX7En+su3/DLka6MzLlP5osldN1QMN4bkfRR/7fwyPMM/pl5FRtbVo3u9NPWnOL/WXdfvFMJPViBzh8l+uMt2LhKjlBIGX3RwAw+ht8Y7Jyb35Mcy5w3Yq7FXYq7FXYqmif6dp5X9u3bkP+Mb9fuOQ5Fv8Aqj7l15I09vb3qn40Ijc/5Sbo30jAO5MjYEvgixcraX8N2No7lfi8ATs4+ht8jVimy6PF3r7OAWd7cafJ/dzAhf1qf8++JNi0xHCTHvdo0bzL9Wb7dtOjj/V5cXHy74y71xi9u4oTV2W8i9UEcopGiI7lakofo6ZKOzXk9Qvu2SbLHGdirsVdirsVdiqa3LG6s4blT8cJ9Jz3oN42/hlY2LedwD3bKt5cGG4t9RjG0gBYf5a/C6/TiB0ZSNESRNmsdpfyWx/ublfh+Tiq/wARkTuLZx2lXQrLCBpIrrTJPtLV4/8AWXw+e2J70RF3BE6OfrkMMh+1bmSNv+MbIafcdsEtmeP1AeVpRqrLdJDdAjk68ZB35ptX6RlkdtnHnvUktybS7FXYq7FXYq2DTFU3vZ2DW2ox9WoH/wCMibH/AIIZWB0cmR5SVGaOw1ASD+5nWv8AsJOv3HBzCfpl5H9Krp9ueV1pch61KE/zLuD9IocBPVlEc4KUIN/pkkDf3ls3IDvx/aH0b/hh5FiPVGu5HwytLbfXlPxC3ZHP+XGy8D8zkfJtBscXkkmsqjTCaOnGZRJQdiftD78si42Tnfel+TaXYq7FXYq7FV8MrQOsiGhUgj5jAkGk4mlSxv47pR+6nHIj2fZ1+g5XzFOSTwm+hdbQC0vJrFz8Ew4A+/2o2xJsWgCiY9660ja9sJ7Nh+8gJdB32+0P1/fidjaYjiBj3OuJDe6dDcqf3lswRj3p+yf1fjiNjSk8UQe5MZbj6tE9+g+GX0Hp/lVKyL92Qq9m4mvV30xzU7dLa5dYyCteSkfytuMuBtw5iihMk1uxV2KuxV2KonT7o2VxHL2U7jxU7EfdkSLZxlwm0yhiSxv5LZj+6nHEH/JfdG+g5DmLbwOE10KnZRM6XOnuPiFXQf8AFidQPmMJ72MRziquTqOmLIP7y1ND48D0+7+GDkWX1R9yrf3JItNUTrssgH8y/wBRXAB0ZSPKaOn9PTwA391PO3y9OVBX6A2RG7afT7ifvDFbmE28rxk14sRUd6ZeN3AIoqWFi7FXYq7FXYqj9HuFhuAsn2JQY3+TbfgchINuM0UTZQMHudOk6tXh/wAZE3X/AIIYCerZEc4KcP8AplhJEft259RfHgdnH0HfHkWI9QruRd/M1xBa6lH9uMhJP9ZehPz/AI4B3NkjYE1e4lS11CC7T+6uVHLw+L4Wr+ByI3FMiakJdCqzQrbLFYSGgkSVQT2IctExwc92RFen3/sYqRxND2zIcBrFXYq7FXYq7FUz0ZhMZLRjtMtB7Ou6HIS72/Hv6e9dbKbqzmtmHxwn1UHfbZ1/jgOxtRuCO7dtpGns4rhD+8tmCE/5PVD9B2x6puxfcjb2cW11balH9iUDmB49GH3fqyIF7NkjRE+9csC2upS2xP7q6Q08Pi3BHyNQMbse5NVKuhbvx6kZs5SA628ci1P+7EFGH0jAO9Zb+k9wYzl7hOxV2KuxV2KuxV2KuxV2KuxVWitpJ1d0FRGKt7Dp0wWyAtRwsU00v/S4ZrM9WHqR/wCunb6RkDtu3w3Bi5f9O08j9u3ao/4xv1+448iv1R9yrNcMY7XUE+3GRHJ7lfs/8EuCujInlJGzyJp+pR3K/wBzcrU+FG+1+NDkOYbCeGV9CirXSXhtbu1Y05sxjFeoFKH6dhgMurZGFAxYgQVND2zIdc1irsVdirsVVltpGiaYD4FYKT4E+2C2VbWo4WKaQf6bYSRftQH1F/1D9sfR1yB2LePVGu5u5Y3VnDcqfjhPpOe+26N/DANjSncA92yKa7Ftd2+oLskw+P2b7L/1wVYps4qIl3q0MK2OoTWbf3VwpC/7KpX7txg5i2QHDIx6FVfTpf0QYHPxxkuF9gW2+kVOC92XB6aYrl7gOxV2KuxV2KqzW0iRLMR8DEgH3GC2VbWo4WKaTH65YRyj7dufTbx4HdD9B2yHIt59QvuVL2dle21GPq1Of/GRNm/4IYAOjKR5SRdu0dlqJX/dN0u3hSTp+O2RO49zMemXkVlnbkfW9Lfru0f+su4/4IUxJ6oiOcFfV7J20yCpq8AHIeAIH6qjBE7s5x9I8mMZe4LsVdirsVdiqtNbSQKjOKCReSnrUYLZEUo4WKb3srSJbX6H4hRHP/FidCfmMrHc5EjykqTSpY38dyo/dTjkR/kvs6/QcHMUyJ4TfQq+nwCGe50yQ/DIDwPuN1P3b/RgJ6soiiYKVrE9/Yy2ZH72B+SDvStGH0b4TsbYgcQ4eoRHmq2LJDOG5cR6bfPx+8HBAs8w6say5wnYq7FXYq7FVa5tpLRuEgoaA+Ox3G4wA2yIpTjdomDKaEEEH3GFA2Ti5nFreQ3yD4JhzIHj9mRcqAsU5BNES724Yksb+S1Y/upxxB9n3RvoOPMWkDhNdCqWETXVrc6e/wDeREug912YD/Pvidt0xFgxX2iPq1tbMn95byqpP+RWob6KYDsmPrA8ip+arek63CmqyKPvA/pTDAscw3tIctcV2KuxV2KrkQuwUdSaD6cUrp4HtpGjkFGU0IwA2pFL7O5aznSZeqkH5juPpxItMTwm01VY7DUDGf7mdaf7CTp9xyvmHI+mXkf0qdlAwa506Tq1Sn/GRNx/wQwk9URHOKov+5LSyv8Auy1Nffgf8/wwcj70/VH3I+2DX8lnfqaFQyzHw4g7n55A7WG0eqpfNKfMdqba9c9RJ8YPz6j78sgbDj5Y0UqyxodirsVdiqrbwPdSLHGKsxoBWn68BNJAtTZShKkUINCMKEZpNytrcKX+w1Ucf5LbH+uRkLbIGijbO3MNxcadIdpAVU/5a/EjfTkSerbEUTFStlN1ZzWzD44T6qDvQbSL/HE7FiNwR3bom8ka7sre+Q/vICEc/L7J/wA/HANjTZI2BLuTWzi9S+W+j2jmiHL/AFyQvH78rPKm+Is8XeGL6namzuZIzuK1B8VO4y8G3BnHhKEyTW7FXYq7FVa3tpLtisYqQpansOuAmmQFqOFimWjOryPbOfhnXh8m6ofvyEm7GeneqWcbT29xZMPjQmRB/lJs6/SMB72URYMfi1yN1YLIp/eWzAV78GPwn6Gx5FHMe5G6hccJLXVIx9qgcD+YbEfSKj6MiB0bZHlNMrKwENxdHlSKdQUI78gzGny3yBLdGNE9xYfcQNbSPG/VSQfozIG7riKU8KHYq7FXYqrRW0k6u6CojFW9h06YLZAWo4WKaaX/AKXDNZnqw9SP/XTt9IyB23b4bgxcv+naeR+3btUf8Y36/cceRX6o+5VmuGMdrqCfbjIjk9yv2f8AglwV0ZE8pI2eRNP1KO5X+5uVqfCjfa/GhyHMNhPDK+hRVrpLw2t3asac2YxivUClD9OwwGXVsjCgYsQIKmh7ZkOuaxV2KuxV2Kqy20jRNMB8CsFJ8CfbBbKtrUcLFNIP9NsJIv2oD6i/6h+2Po65A7FvHqjXc3csbqzhuVPxwn0nPfbdG/hgGxpTuAe7ZFNdi2u7fUF2SYfH7N9l/wCuCrFNnFREu9WhhWx1Cazb+6uFIX/ZVK/duMHMWyA4ZGPQqr6dL+iDA5+OMlwvsC230ipwXuy4PTTFcvcB2KuxV2KuxVWa2kSJZiPgYkA+4wWyra1HCxTSY/XLCOUfbtz6bePA7ofoO2Q5FvPqF9ypezsr22ox9Wpz/wCMibN/wQwAdGUjyki7do7LUSv+6bpdvCknT8dsidx7mY9MvIrLO3I+t6W/Xdo/9Zdx/wAEKYk9URHOCvq9k7aZBU1eADkPAED9VRgid2c4+keTGMvcF2KuxV2KuxVWmtpIFRnFBIvJT1qMFsiKUcLFN72VpEtr9D8Qojn/AIsToT8xlY7nIkeUlSaVLG/juVH7qcciP8l9nX6Dg5imRPCb6FX0+AQz3OmSH4ZAeB9xup+7f6MBPVlEUTBStYnv7GWzI/ewPyQd6Vow+jfCdjbEDiHD1CI81WxZIZw3LiPTb5+P3g4IFnmHVjWXOE7FXYq7FXYqrXNtJaNwkFDQHx2O43GAG2RFKcbtEwZTQggg+4woGycXM4tbyG+QfBMOZA8fsyLlQFinIJoiXe3DEljfyWrH91OOIPs+6N9Bx5i0gcJroVSwia6tbnT3/vIiXQe67MB/n3xO26YiwYr7RH1a2tmT+8t5VUn/ACK1DfRTAdkx9YHkVPzVb0nW4U1WRR94H9KYYFjmG9pDlriuxV2KuxV2KuxV2KuxV2KuxVE2N41jMJFFR0ZT0ZT1BwEWzjLhKJv9OVV+s2p5wt98Z/lbIg97OUOo5IK2uGtZUlXqpBH0ZIi2sGjabs0dhqAkH9zOtf8AYSdfuOV8w5H0y8j+lZZwGGe406Q7SVVSf51+JD9OEnqiIomKMsLYahpxjuOSi3ctyoa8RUso/H8MiTRbIjijv0RbXX1qFr+KqgQOlCa8WRgU+k5Gq2bLscQ7mP6yqNMJo6cZlElB2J+0Pvy2LiZOd96X5NpdirsVdiqM029Fo5Eg5RyDjIviPEe47ZEi2yEqXahpptKSRn1IW+xIOnyPgcQbTKFe5Zpl2LK4SQ/ZrRh4q2xxItEJcJTC2gFpeTWLn4JhwB9/tRtkCbFtoFEx71KzRri3uLJh8aEyIP8AKXZ1+kYTtuiIsGPxTONUubK3vLgMDb7bDdwCOG/zpv8APIcjTcNwJHorz3Rhje/H2ZPQala0Iqrr92CujMyr1e5jWp26W1y6xkFa8lI/lbcZcDbhTFFCZJrdirsVdiqYabdxoHt7j+6k6nujdnH8cgQ2wl0PJRvtPksGo26ndHH2WHiDhBtEo8Kto0yrMYZD8EymNvav2T9BwSZYzvXer2UTOlzp7j4hV0H/ABYnUD5jAe9lEc4rEJvLAgfbtm5Dx9Njv9xx5FH1R9yc3LxwrBqkysH4BeFKVffc+1K5WO5yTtUyqXLrZfbNY5523J6xyoK/QGwDdJ9PxP3hidzCbeV4ya8WIqO9MyBu4BFFSwsXYq7FXYqmdhPFcxGzuG4qTyjc/sN4H/JOQIrdviQRwn4IO7s5bGQxyrQ9vAjxByQNtUomPNGaQfrKzWZ/3avJP+Mibj78jLbdthv6W4R9csJIj9u3PqL48Ds4+jrjyKj1Cu5UeV5re3u495IGEbe9N0P8MHkm7Al3bJ1MYNMu0u2DBrjivHoErTmW/DbKuYpyTUTxd6jPEIFjsZW2lWVQSe4ctExwjvYkV6T5/sYoRxND2zIcBrFXYq7FXYqm1q0eqwrbSMFlTaFz0Yf77b+GVnbdyB6xR59EtngktnMcilWHUHJg20EUmFp/ptlLb/tRfvU+XRx/HInYt0fUK+Lpj9csI5R9uA+m3+od0P0dMeRU+oX3Iz13+s2t/ECTJ8MgA/bX4W2HiNxkK6Nl7iQTAQ2+nXT2wLcrvlv0CKQ1KeJrkeYvubqETXehb8epGbOUgOtvHItT/uxBRh9Iwjva5b+k9wYzl7hOxV2KuxV2KpwFXXIgAQLmMUof92qP+Nh/n7V/S5H94PP70pdGjYqwII2IOxGWNHJMm/07Twf27ZqH/jG/T7jkORbvqj7l97Mzrbagn2tlf/jJH0J+YwDuTI8pI61/c6kskalorpKkAVoG+1X5NkDy9zbHaXkVZLeK3WfS4mYuVMnI7fEKMqj6OuN3uyqrgEPrjLdi4So5QSBl90cAMPobfDHZhk3vyY5lzhuxV2KuxVcrFCGU0INQfcYqm1xCutIbiAD1gP3sY/ap+2v8R/max6XII49xz6hKCKbHLHHTW8kae3t71T8aERuf8pN0b6RlY7nIkbAl8FS5nFpeQ3yD4JhzI9z8Mi4ALFJJoiXejNNtDFdXNlQmKVKhhuADujf598iTtbZCNEx6FE2axuBZQlq2ssbEnbn8X7zbwGA97OP80dCEp1dlvIvVBHKKRoiO5WpKH6OmWR2aMnqF92yTZY4zsVdirsVVbe4e1kWWM0ZTUYCLZA1umF7Zpeobu0Gx3kjHWM/805AGti2yjxeqPxCVqxUgg0I3ByxoTm8uDDcW+oxjaQAsP8tfhdfpysDo5MjREm1WOw1Boz/czrT/AGEnQ/QcHMJ+mXkf0orSrF7iK606UEBWqr02DA/xwSPVnCNgxKMs5I75Ymh5BLYvGQT1QxmjEfMZA7NkTxcun6kg1VlukhugRydeMg7802r9Iy6O2ziT3qSW5NpdirsVdiqJsbxrGYSKKjoynoynqDgItnGXCUTf6cqr9ZtTzhb74z/K2RB72codRyQVtcNaypKvVSCPoyRFtYNG03Zo7DUBIP7mda/7CTr9xyvmHI+mXkf0rLOAwz3GnSHaSqqT/OvxIfpwk9URFExRlhbDUNOMdxyUW7luVDXiKllH4/hkSaLZEcUd+iLa6+tQtfxVUCB0oTXiyMCn0nI1WzZdjiHcx/WVRphNHTjMokoOxP2h9+WxcTJzvvS/JtLsVdirsVRmm3otHIkHKOQcZF8R4j3HbIkW2QlS7UNNNpSSM+pC32JB0+R8DiDaZQr3LNMuxZXCSH7NaMPFW2OJFohLhKYW0AtLyaxc/BMOAPv9qNsgTYttAomPepWaNcW9xZMPjQmRB/lLs6/SMJ23REWDH4pnGqXNlb3lwGBt9thu4BHDf503+eQ5Gm4bgSPRXnujDG9+Psyeg1K1oRVXX7sFdGZlXq9zGtTt0trl1jIK15KR/K24y4G3CmKKEyTW7FXYq7FUw027jQPb3H91J1PdG7OP45AhthLoeSjfafJYNRt1O6OPssPEHCDaJR4VbRplWYwyH4JlMbe1fsn6Dgkyxneu9XsomdLnT3HxCroP+LE6gfMYD3sojnFYhN5YED7ds3IePpsd/uOPIo+qPuTm5eOFYNUmVg/ALwpSr77n2pXKx3OSdqmVS5dbL7ZrHPO25PWOVBX6A2AbpPp+J+8MTuYTbyvGTXixFR3pmQN3AIoqWFi7FXYq7FUzsJ4rmI2dw3FSeUbn9hvA/wCScgRW7fEgjhPwQd3Zy2MhjlWh7eBHiDkgbapRMeaM0g/WVmsz/u1eSf8AGRNx9+Rltu2w39LcI+uWEkR+3bn1F8eB2cfR1x5FR6hXcqPK81vb3ce8kDCNvem6H+GDyTdgS7tk6mMGmXaXbBg1xxXj0CVpzLfhtlXMU5JqJ4u9RniECx2MrbSrKoJPcOWiY4R3sSK9J8/2MUI4mh7ZkOA1irsVdirsVTa1aPVYVtpGCyptC56MP99t/DKztu5A9Yo8+iWzwSWzmORSrDqDkwbaCKTC0/02ylt/2ov3qfLo4/jkTsW6PqFfF0x+uWEco+3AfTb/AFDuh+jpjyKn1C+5Geu/1m1v4gSZPhkAH7a/C2w8RuMhXRsvcSCYCG3066e2Bbld8t+gRSGpTxNcjzF9zdQia70Lfj1IzZykB1t45Fqf92IKMPpGEd7XLf0nuDGcvcJ2KuxV2KuxV2KuxV2KuxV2Kq0VtJOrugqIxVvYdOmC2QFrrS9msX5xNSuxHUEeBGJFpjIx5Is3Vhd7zQtE3doSOJ/2DdPoORohsuJ5ivcjRBZ3tpxE7n6ueVfT+II3UU5b798hZBbKEhz5L7m5tRFFeojSshEfJjxoyCqsyr1+/EA8kkiuLn0VJNTdLy3uGasMyUK/srX4XH0NucFbMjPcHoUTa6S8Nrd2rGnNmMYr1ApQ/TsMBl1ZxhQMWIEFTQ9syHXNYq7FXYq7FVZbaRommA+BWCk+BPtgtlW1qlnqE1jUIQVb7SMKq3zGAi0xmYogy6dc7vHJC3+QQy/c24wbhncT5I+4itLqCK49d/3NIywj+I03Tblt4VyAsNxAIu+S+7vra0kjvooS7S1PJmoAR8LDiO/04gXsmUgPUOqos5OoSW8rlorlKIT0AYVSny3GCtk36qPIrn06X9EGBz8cZLhfYFtvpFTje6eD00xXL3AdirsVdirsVVmtpEiWYj4GJAPuMFsq2tWtNTltVMZo8Z6xuKr9HhgItlGZCvy02c1pLAfajqPvo2Ddn6T3hMbg2qyQ6j6z70B4x/adNjX4tqjtkBfJuNfVa43drpV2jRRfDMAxkLV+Bz2XoKYKsLxCB96yES3D3mnzsXdquhJ6su4+8U+jDyooG9xKpq9k7aZBU1eADkPAED9VRgid2U4+keTGMvcF2KuxV2KuxVWmtpIFRnFBIvJT1qMFsiKRNvqrxoIZVWaMdEft/qt1GRMWYnWx3VoZNPDrKjSwspDAEB1BH3HBuyBjz3CYP9Ssbpbv1G4zAsECfCVfZgTXxyG5FN20Txd662ni067exiT0+fw+qW5EsRVG8O+J3FpBETwj5oaBZdTs5rV6tNC/Nanc1NGH68lyNsB6gR1Cv5qtiyQzhuXEem3z8fvBwQLLMOrGsucJ2KuxV2KuxVWubaS0bhIKGgPjsdxuMANsiKRcerl0Ed1GJ1GwqaOvycb5Hh7mwT790RZT6dbTJMkkqEHdWUOCD1FVI7YCCWcTEG90ZDbWVhcvbtK5E448eNFCvuh5V7eOQslsAETXe1a3VPrFhboYWAYqeRZi69d/cDthI6qJc4jZq1V9WtrZ0P7y3lVWP+QTUN9FMTsiPrA8ipearek63CmqyKPvA/pTDAscw3tIctcV2KuxV2KrkQuwUdSaD6cUr5opLSUo4Kuh+4jBzSRSOGrLcgLeRCWmwcHjIPpHX6cjw1ybOO/q3RWnPp0cpCyyBZAY2R1BqG2+0p7HvkTbZDhCvaWtpE0uns7yMxrx4hBzTfY1PXASebOMQPSprfm7sZobdfR9L4goJJKV+MEn7zjVFjxWCBtSLtg1/JZ36mhUMsx8OIO5+eRO1hsHqqXzSnzHam2vXPUSfGD8+o+/LIGw4+WNFKssaHYq7FXYqq28D3UixxirMaAVp+vATSQLaVpLaSqkqyntsQRjzXkjzqcN5/vZDyb/AH5GeD/SPsnI1XJu4xL6h8UZp0djMJLWOZ6TCgV0GzDdTUGmQN82yAB2718CWb28lvWSYw1lCken02ZR1PvibSKqudbrZ9SlubFZIP3foOoZFJpx/wB1kk9aEYgUUGdix0TOzi9S+W+j2jmiHL/XJC8fvyB5U3xFni7wxfU7U2dzJGdxWoPip3GXg24M48JQmSa3Yq7FXYqrW9tJdsVjFSFLU9h1wE0yAtq3uZbRxJExVh3GJFqDXJHG+tLze5gKt3eEgV+aHbI0RybeIS5j5I21hs7y3ktUmc0PqrVN14/ap8W9R2yBsbtkQJCr822ayltA4V5/q3w/F8FVc7VpU0Bx3tOxHfS661aZ1tb1SQoYq6DpyH9VxEeiymdpJjZWAhuLo8qRTqChHfkGY0+W+QJboxonuLD7iBraR436qSD9GZA3dcRSnhQ7FXYq7FVaK2knV3QVEYq3sOnTBbIC11pezWL84mpXYjqCPAjEi0xkY8kWbqwu95oWibu0JHE/7Bun0HI0Q2XE8xXuRogs7204idz9XPKvp/EEbqKct9++QsgtlCQ58l9zc2oiivURpWQiPkx40ZBVWZV6/fiAeSSRXFz6Kkmpul5b3DNWGZKFf2Vr8Lj6G3OCtmRnuD0KJtdJeG1u7VjTmzGMV6gUofp2GAy6s4woGLECCpoe2ZDrmsVdirsVdiqsttI0TTAfArBSfAn2wWyra1Sz1CaxqEIKt9pGFVb5jARaYzMUQZdOud3jkhb/ACCGX7m3GDcM7ifJH3EVpdQRXHrv+5pGWEfxGm6bctvCuQFhuIBF3yX3d9bWkkd9FCXaWp5M1ACPhYcR3+nEC9kykB6h1VFnJ1CS3lctFcpRCegDCqU+W4wVsm/VR5Fc+nS/ogwOfjjJcL7Att9Iqcb3TwemmK5e4DsVdirsVdiqs1tIkSzEfAxIB9xgtlW1q1pqctqpjNHjPWNxVfo8MBFsozIV+WmzmtJYD7UdR99Gwbs/Se8JjcG1WSHUfWfegPGP7Tpsa/FtUdsgL5Nxr6rXG7tdKu0aKL4ZgGMhavwOey9BTBVheIQPvWQiW4e80+di7tV0JPVl3H3in0YeVFA3uJVNXsnbTIKmrwAch4AgfqqMETuynH0jyYxl7guxV2KuxV2Kq01tJAqM4oJF5KetRgtkRSJt9VeNBDKqzRjoj9v9VuoyJizE62O6tDJp4dZUaWFlIYAgOoI+44N2QMee4TB/qVjdLd+o3GYFggT4Sr7MCa+OQ3Ipu2ieLvXW08WnXb2MSenz+H1S3IliKo3h3xO4tIIieEfNDQLLqdnNavVpoX5rU7mpow/XkuRtgPUCOoV/NVsWSGcNy4j02+fj94OCBZZh1Y1lzhOxV2KuxV2Kq1zbSWjcJBQ0B8djuNxgBtkRSLj1cugjuoxOo2FTR1+TjfI8Pc2CffuiLKfTraZJkklQg7qyhwQeoqpHbAQSziYg3ujIbaysLl7dpXInHHjxooV90PKvbxyFktgAia72rW6p9YsLdDCwDFTyLMXXrv7gdsJHVRLnEbNWqvq1tbOh/eW8qqx/yCahvopidkR9YHkVLzVb0nW4U1WRR94H9KYYFjmG9pDlriuxV2KuxV2KuxV2KuxV2KuxVE2N41jMJFFR0ZT0ZT1BwEWzjLhKJv8ATlVfrNqecLffGf5WyIPezlDqOSW5NpRuk3K2twpf7D1R/wDVbY5GQtsgaKMs4DDPcadIdpKqpP8AOvxIfpyJPVtiKJiraZZ/XLOSO4DKkL8w1PAHmo+7ATRZQjxDfomLXX1qFr+KqgQOlCa8WRgU+k5Cq2brscQ7mP6yqNMJo6cZlElB2J+0Pvy2LiZOd96X5NpdirsVdiqM029Fo5Eg5RyDjIviPEe47ZEi2yEqXahpptKSRn1IW+xIOnyPgcQbTKFe5A5JqTLRXV5HtnNFnXh8m6ofvyEu9uxnp3qlmjXFvcWTD40JkQf5S7Ov0jAdt2URYMfijbOJXsobq5DAWzErQbutQVH/AAWRPOmyI2s9EbPdGGN78fZk9BqVrQiquv3ZGujaZV6vcxrU7dLa5dYyCteSkfytuMuBtwpiihMk1uxV2KuxVMNNu40D29x/dSdT3Ruzj+OQIbYS6Hko32nyWDUbdTujj7LDxBwg2iUeFC5JrTTTP9Lhmsz1YepH/rp1H0jIHbdvhuDFy/6dp5X9u2NR7xv1+448iv1R9yaAraxW+o3CsJFT0wnTkdwrE/6uV89m/kBMom5dbL7ZrHPO25PWOVBX6A2RG7M+n4n7wxO5hNvK8ZNeLEVHemZA3cAiipYWLsVdirsVTOwniuYjZ3DcVJ5Ruf2G8D/knIEVu3xII4T8EHd2ctjIY5Voe3gR4g5IG2qUTHmoYWKaQf6bYSRftQH1F/1G+2Po65DkW8eqNdzdwWvLSC4SvOIiJqddt4z/AAwDYqfUAe7ZOucWnXEd3KGElwFUp0CE8eZP4bZXz2cn6TxHqsniECx2MrbSrKoJPcOWiY4jvQRXpPn+xihHE0PbMhwGsVdirsVdiqbWrR6rCttIwWVNoXPRh/vtv4ZWdt3IHrFHn0S2eCS2cxyKVYdQcmDbQRSnhQmkx+uWEco+3AfTb/UO6H6OmQ5FvPqF9ytcvJJLbX8Kks9AwH+/E2I2/mGRHcyO9SCbLFb6fcvbAsGu+XsIwQ1B7nlXIc/g5FCJr+chb8epGbOUgOtvHItT/uxBRh9Iwjva5b+k9wYzl7hOxV2KuxV2KpwFXXIgAQLmMUof92qP+Nh/n7V/S5H94PP70pdGjYqwII2IOxGWNHJbihN72ZnW21BPtbK//GSPoT8xlY7nIkeUkSqGPUopoELJcDlxH8r7OD8sj0Z8pWOqKSCKBZ9MiZi5UyculWFGVR9HXBfVsAq4BQ1xluxcJUcoJAy+6OAGH0Nvhjswyb35Mcy5w3Yq7FXYquVihDKaEGoPuMVTa4hXWkNxAB6wH72MftU/bX+I/wAzWPS5BHHuOfUJQRTY5Y47ccjRMrqaFSCD7jFINJxczi0vIb5B8Ew5ke5+GRcqAsU5BNES71aysWhvprUAtFIhBI6BGHJG+jATtbKMaNdEfZrG4FlCWrayxsSdufxfvNvAZE97bH+aOhCU6uy3kXqgjlFI0RHcrUlD9HTLI7NGT1C+7ZJsscZ2KuxV2KqtvcPayLLGaMpqMBFsga3TC9s0vUN3aDY7yRjrGf8AmnIA1sW2UeL1R+ISrLGhXsrprOdJl/ZNfmO4+7ARbKJ4TaaKsdhqDRn+5nWn+wk6H6DlfMOR9MvI/pVNL06WU3VjICF/npsrqdvvGMj1TCF3FMrOSO+WJoeQS2LxkE9UMZoxHzGVnZuieLl0/UkGqst0kN0COTrxkHfmm1fpGXR22cSe9SS3JtLsVdirsVRNjeNYzCRRUdGU9GU9QcBFs4y4Sib/AE5VX6zannC33xn+VsiD3s5Q6jkluTaUbpNytrcKX+w9Uf8A1W2ORkLbIGijLOAwz3GnSHaSqqT/ADr8SH6ciT1bYiiYq2mWf1yzkjuAypC/MNTwB5qPuwE0WUI8Q36Ji119aha/iqoEDpQmvFkYFPpOQqtm67HEO5j+sqjTCaOnGZRJQdiftD78ti4mTnfel+TaXYq7FXYqjNNvRaORIOUcg4yL4jxHuO2RItshKl2oaabSkkZ9SFvsSDp8j4HEG0yhXuQOSaky0V1eR7ZzRZ14fJuqH78hLvbsZ6d6pZo1xb3Fkw+NCZEH+Uuzr9IwHbdlEWDH4o2ziV7KG6uQwFsxK0G7rUFR/wAFkTzpsiNrPRGz3Rhje/H2ZPQala0Iqrr92Rro2mVer3Ma1O3S2uXWMgrXkpH8rbjLgbcKYooTJNbsVdirsVTDTbuNA9vcf3UnU90bs4/jkCG2Euh5KN9p8lg1G3U7o4+yw8QcINolHhQuSa000z/S4ZrM9WHqR/66dR9IyB23b4bgxcv+naeV/btjUe8b9fuOPIr9UfcmgK2sVvqNwrCRU9MJ05HcKxP+rlfPZv5ATKJuXWy+2axzztuT1jlQV+gNkRuzPp+J+8MTuYTbyvGTXixFR3pmQN3AIoqWFi7FXYq7FUzsJ4rmI2dw3FSeUbn9hvA/5JyBFbt8SCOE/BB3dnLYyGOVaHt4EeIOSBtqlEx5qGFimkH+m2EkX7UB9Rf9Rvtj6OuQ5FvHqjXc3cFry0guErziIianXbeM/wAMA2Kn1AHu2TrnFp1xHdyhhJcBVKdAhPHmT+G2V89nJ+k8R6rJ4hAsdjK20qyqCT3DlomOI70EV6T5/sYoRxND2zIcBrFXYq7FXYqm1q0eqwrbSMFlTaFz0Yf77b+GVnbdyB6xR59EtngktnMcilWHUHJg20EUp4UJpMfrlhHKPtwH02/1Duh+jpkORbz6hfcrXLySS21/CpLPQMB/vxNiNv5hkR3MjvUgmyxW+n3L2wLBrvl7CMENQe55VyHP4ORQia/nIW/HqRmzlIDrbxyLU/7sQUYfSMI72uW/pPcGM5e4TsVdirsVdirsVdirsVdirsVVoraSdXdBURirew6dMFsgLXWl7NYvzialdiOoI8CMSLTGRjyRZurC73mhaJu7QkcT/sG6fQcjRDZcTzFe5b9W08n/AHpenh6W/wDxLGyio9/2Jlc3NqIor1EaVkIj5MeNGQVVmVev35AA8m4kVxc+jV5qLrd212WJikUHj+ytfhkFMQNqWU9xLojbTSnitbu1JpzZjHv1ApQ/TsMiZb22RhQI+TESCpoe2ZDr2sVdirsVdiqsttI0TTAfArBSfAn2wWyra1Sz1CaxqEIKt9pGFVb5jARaYzMUQZdOud3jkhb/ACCGX7m3GDcM7ifJywWEbBhdPsaikW/38sbK0O/7Eyu762tJI76KEu0tTyZqAEfCw4jv9OQAvZvlID1Dq1JK36SaOVy0VwnFSegSQfBT5HHogn1b8irvp0v6IMDn44yXC+wLbfSKnBe7Pg9NMVy9wHYq7FXYq7FVZraRIlmI+BiQD7jBbKtrVrTU5bVTGaPGesbiq/R4YCLZRmQrctNuNyJYT4Cki/jQ4Nwy9J7wvtRZWcqzC5clCCAIqV+9sBspjUd7+xMTd2ulXaNFF8MwDGQtX4HPZegpkKsN3EIH3oeNZZbi7sp2Ls4JUnu6fEn3jJebEWSYlE6vZO2mQVNXgA5DwBA/VUZGJ3Zzj6R5MYy9wXYq7FXYq7FVaa2kgVGcUEi8lPWowWyIpE2+qvGghlVZox0R+3+q3UZExZidbHdeV02fcNLCfAgOv0dDjun0nvCvp72NhKJPXd+qlfToCGFDWrYDZZxqJ5/YjraeLTrt7GJPT5/D6pbkSxFUbw75A7i20ERPCPmgbeOW/guLV6tKj+otTUk14uMmdt2oAyBj1Rnmq2LJDOG5cR6bfPx+8HIwLZmHVjWXOE7FXYq7FXYqrXNtJaNwkFDQHx2O43GAG2RFIuPVy6CO6jE6jYVNHX5ON8jw9zYJ9+7Zj02XdZJY/ZlD/wDESMd1qJ70Xpn1CJzD67uJh6ZHDiN+hqWPTIm2yFDa+ava3VPrFhboYWAYqeRZi69d/cDtgI6sxLnEbKGnxvqUEHA/vLeYb/5DHlX6CMJ2YRHEB5FvzVb0nW4U1WRR94H9KYwK5hvaQ5a4rsVdirsVXIhdgo6k0H04pXzRSWkpRwVdD9xGDmkikcNWW5AW8iEtNg4PGQfSOv05Hhrk2cd/VutMOnSbrNKnsyBv+IsMd1qJ6lH6allIr2gkeX1PiA48ByTfYknc9Mgb5tsKPpct+buxmht19H0viCgkkpX4wSfvONUV4rBA2pW05WvHtLtTT0g0cp8Ag2P0g4Dtsyh6ql80u8x2ptr1z1Enxg/PqPvycDYacsaKVZY0OxV2KuxVVt4HupFjjFWY0ArT9eAmkgW0rSW0lVJVlPbYgjHmvJHnU4bz/eyHk3+/Izwf6R9k5Gq5N3GJfUPita30591uJF9mjqfwbGyio9/2JhbCymtngBeb0qygEenUdGAO598gbbhRFc63WXd+99p4aL92IXCsik/ZP2CT12OECixlLijt0THTIzNdpfLsksVH/wCMlQpX7xkDypugLPF3hjep2ps7mSM7itQfFTuMuBtw5x4ShMk1uxV2KuxVWt7aS7YrGKkKWp7DrgJpkBbVvcy2jiSJirDuMSLUGuSON9aXm9zAVbu8JAr80O2Rojk28QlzHyWm2087i5cDwMVT+DY2UVHv+xMGayltA4V5/q3w/F8FVc7VpU0ByG9t2xHfS3UdTmnitrxDQBqMg+yJFNR94wgdESmTUkz0+yCzXLg0iuFBT35Asaf6u+Vkt8Y7nuLEbiBraR436qSD9GZA3dcRSnhQ7FXYq7FVaK2knV3QVEYq3sOnTBbIC11pezWL84mpXYjqCPAjEi0xkY8kWbqwu95oWibu0JHE/wCwbp9ByNENlxPMV7lv1bTyf96Xp4elv/xLGyio9/2Jlc3NqIor1EaVkIj5MeNGQVVmVev35AA8m4kVxc+jV5qLrd212WJikUHj+ytfhkFMQNqWU9xLojbTSnitbu1JpzZjHv1ApQ/TsMiZb22RhQI+TESCpoe2ZDr2sVdirsVdiqsttI0TTAfArBSfAn2wWyra1Sz1CaxqEIKt9pGFVb5jARaYzMUQZdOud3jkhb/IIZfubcYNwzuJ8nLBYRsGF0+xqKRb/fyxsrQ7/sTK7vra0kjvooS7S1PJmoAR8LDiO/05AC9m+UgPUOrUkrfpJo5XLRXCcVJ6BJB8FPkceiCfVvyKu+nS/ogwOfjjJcL7Att9IqcF7s+D00xXL3AdirsVdirsVVmtpEiWYj4GJAPuMFsq2tWtNTltVMZo8Z6xuKr9HhgItlGZCty0243IlhPgKSL+NDg3DL0nvC+1FlZyrMLlyUIIAipX72wGymNR3v7ExN3a6Vdo0UXwzAMZC1fgc9l6CmQqw3cQgfeh41lluLuynYuzglSe7p8SfeMl5sRZJiUTq9k7aZBU1eADkPAED9VRkYndnOPpHkxjL3BdirsVdirsVVpraSBUZxQSLyU9ajBbIikTb6q8aCGVVmjHRH7f6rdRkTFmJ1sd15XTZ9w0sJ8CA6/R0OO6fSe8K+nvY2Eok9d36qV9OgIYUNatgNlnGonn9iOtp4tOu3sYk9Pn8PqluRLEVRvDvkDuLbQRE8I+aBt45b+C4tXq0qP6i1NSTXi4yZ23agDIGPVGearYskM4blxHpt8/H7wcjAtmYdWNZc4TsVdirsVdiqtc20lo3CQUNAfHY7jcYAbZEUi49XLoI7qMTqNhU0dfk43yPD3Ngn37tmPTZd1klj9mUP8A8RIx3WonvRemfUInMPru4mHpkcOI36GpY9MibbIUNr5q9rdU+sWFuhhYBip5FmLr139wO2AjqzEucRsoafG+pQQcD+8t5hv/AJDHlX6CMJ2YRHEB5FvzVb0nW4U1WRR94H9KYwK5hvaQ5a4rsVdirsVdirsVdirsVdirsVRNjeNYzCRRUdGU9GU9QcBFs4y4Sib/AE5VX6zannC33xn+VsiD3s5Q6jkluTaXYqmejsJzJaMdplovs67rkJd7fj39PejNMs/rlnJHcBlSF+YangDzUfdkSaLZCPEN+iN+tevGbyKqqLeRAK14tG6lPpIOQro28V+odyR6yqNMJo6cZlElB2J+0Pvy2Li5Od96X5NpdirsVdiqM029Fo5Eg5RyDjIviPEe47ZEi2yEqXahpptKSRn1IW+xIOnyPgcQbTKFe5A5JqdiqaWH+mWs1r+0v72P5r9ofSMgdjbfH1Aj4o61gSWxiubkMBbsaUG8imnEf8FkDz2bYixZ6IuS8MKSXw6SC3cD3+JXX7sjXT3thlXq9zHdTt0trl1jIK15KR/K24y4G3DmKKEyTW7FXYq7FUw027jQPb3H91J1PdG7OP45AhthLoeSjfafJYNRt1O6OPssPEHCDaJR4ULkmt2Kpov+naeV/btjUe8b9fuOQ5Fv+qPuTM8beG31G4VvURQgTpyYV4MT8sr57N/ICRV5pVtK+oaxzXDAk945UU/gT+GDmyJr4n7wxa5hNvK8ZNeLEVHemXjdwSKKlhYuxV2KuxVM7CeK5iNncNxUnlG5/YbwP+ScgRW7fEgjhPwQd3Zy2MhjlWh7eBHiDkgbapRMeahhYuxVNbgteWkFwlecRETU67bxn+GVjYt59QB7tk4ZotOuIryVSJJwqlOgQmnqMcr57OTtE8R6rJEESRWMzbSLMlT/ADK5MbYfNB29J8/vYsRxND2y9wGsVdirsVdiqbWrR6rCttIwWVNoXPRh/vtv4ZWdt3IHrFHn0S2eCS2cxyKVYdQcmDbQRSnhQ2DTcYqnNy8kkttfwqSz0DAf78TYjb+YZUO5yTvUgmnowWFy9upIe7Db9BGrA0Hz5ZDn8G+hE13oa9Imi+qSGjC3jlWv86D4h9K4R3sJbjh8gWNZe4TsVdirsVdiqcBV1yIAEC5jFKH/AHao/wCNh/n7V/S5H94PP70pdGjYqwII2IOxGWNHJbihUgma3kWReqkEfMYDukGk8VDHqUU0CFkuBy4j+V9nB+WVdHK5SsdVf0IrVbjToSxcoZOXSpWjKo/2OC73Z1VxCnrjLdi4So5QSBl90cAMPobfDHZjk3vyY5lzhuxV2KuxVcrFCGU0INQfcYqm1xCutIbiAD1gP3sY/ap+2v8AEf5mselyCOPcc+oSgimxyxx2sVROn3ZsrhJeoB3Hip2I+7IkWzjLhNpvZWLQ301qAWikQgkdAjDkjfRlZO1uRGNGuiMtBHtZwlq200TMTtzPLi+3gK5E97ZH+aOhCWauy3kXqgjlFI0RHcrUlD9HTLI7NOT1C+7ZJsscZ2KuxV2KqtvcPayLLGaMpqMBFsga3TC9s0vUN3aDY7yRjrGf+acgDWxbZR4vVH4hKssaHYqj9HuFhuOEn2JQY3+Td/oOQkG3GaPvTDS9OllN1YyAhf56bK6nb7xkZHq3QhdxR9nLFdiIwVCW7SRkHqVaM/EfpGQOzbE3y6X9yR6qy3SQ3QI5OvGQd+abV+kZbHbZxZ71JLcm0uxV2KuxVE2N41jMJFFR0ZT0ZT1BwEWzjLhKJv8ATlVfrNqecLffGf5WyIPezlDqOSW5NpdiqZ6OwnMlox2mWi+zruuQl3t+Pf096M0yz+uWckdwGVIX5hqeAPNR92RJotkI8Q36I36168ZvIqqot5EArXi0bqU+kg5CujbxX6h3JHrKo0wmjpxmUSUHYn7Q+/LYuLk533pfk2l2KuxV2KozTb0WjkSDlHIOMi+I8R7jtkSLbISpdqGmm0pJGfUhb7Eg6fI+BxBtMoV7kDkmp2KppYf6ZazWv7S/vY/mv2h9IyB2Nt8fUCPijrWBJbGK5uQwFuxpQbyKacR/wWQPPZtiLFnoi5LwwpJfDpILdwPf4ldfuyNdPe2GVer3Md1O3S2uXWMgrXkpH8rbjLgbcOYooTJNbsVdirsVTDTbuNA9vcf3UnU90bs4/jkCG2Euh5KN9p8lg1G3U7o4+yw8QcINolHhQuSa3Yqmi/6dp5X9u2NR7xv1+45DkW/6o+5Mzxt4bfUbhW9RFCBOnJhXgxPyyvns38gJFXmlW0r6hrHNcMCT3jlRT+BP4YObImvifvDFrmE28rxk14sRUd6ZeN3BIoqWFi7FXYq7FUzsJ4rmI2dw3FSeUbn9hvA/5JyBFbt8SCOE/BB3dnLYyGOVaHt4EeIOSBtqlEx5qGFi7FU1uC15aQXCV5xERNTrtvGf4ZWNi3n1AHu2Thmi064ivJVIknCqU6BCaeoxyvns5O0TxHqskQRJFYzNtIsyVP8AMrkxth80Hb0nz+9ixHE0PbL3AaxV2KuxV2KptatHqsK20jBZU2hc9GH++2/hlZ23cgesUefRLZ4JLZzHIpVh1ByYNtBFKeFDYNNxiqc3LySS21/CpLPQMB/vxNiNv5hlQ7nJO9SCaejBYXL26kh7sNv0EasDQfPlkOfwb6ETXehr0iaL6pIaMLeOVa/zoPiH0rhHewluOHyBY1l7hOxV2KuxV2KuxV2KuxV2KuxVWitpJ1d0FRGKt7Dp0wWyAtdaXs1i/OJqV2I6gjwIxItMZGPJFm6sLveaFom7tCRxP+wbp9ByNENlxPMV7lv1bTyf96Xp4elv/wASxsoqPf8AYujubCyIeKOSVwQQXIVQR0NF3/HGiUgxjy3R95qLrd212WJikUHj+ytfhkFMgBtTbKe4l0VJbKTT9PvIq7F6oPFAVq36sF2Qkx4YkMZy9wnYq7FXYq7FVZbaRommA+BWCk+BPtgtlW1qlnqE1jUIQVb7SMKq3zGAi0xmYogy6dc7vHJC3+QQy/c24wbhncT5NfVtPBr9ZcjwEW//ABLGytR7/sVbfULPTnV7eJ3YH7UjUp2NFX+OAglkJCPJGySt+kmjlctFcJxUnoEkHwU+RyPRsJ9W/IrL+3ltNJjifqstWHgp50/HEGyiQIjXmx/LnEdirsVdirsVVmtpEiWYj4GJAPuMFsq2tWtNTltVMZo8Z6xuKr9HhgItlGZCty0243IlhPgKSL+NDg3DL0nvC0W+nrubl29hFQ/i2Nlaj3/YjNP1OzsJ19GJqMeLSSNvxPX4RtkSCWyMxE7Lo1lluLuynYuzglSe7p8SfeMfNIskxLtejkitLNGO6KVYeDUUgH6MY8yjIKASHLXFdirsVdirsVVpraSBUZxQSLyU9ajBbIikTb6q8aCGVVmjHRH7f6rdRkTFmJ1sd15XTZ9w0sJ8CA6/R0OO6fSe8NCDTk3aeR/ZYwp/4ZsbK1Hv+xH6VqNvHL9Xt4zGJRx9Rm5NyoeBp065CQbYTF0FC3jlv4Li1erSo/qLU1JNeLjJHbdiAZAx6r/NPL14qmoEQFf8oFg2CCc3P4JHlriuxV2KuxV2Kq1zbSWjcJBQ0B8djuNxgBtkRSLj1cugjuoxOo2FTR1+TjfI8Pc2Cffu2Y9Nl3WSWP2ZQ/8AxEjHdaie9oQ6dHu00r+yoF/4kxx3WojqUw0/UFmjltLVDCSpZDyLMWHXf3A7ZAjqW6Mr9MdlOwjfU4IOB/eW8w3/AMhjyr9BGE7MYjiA8ihvMZLX0h6ghCvy4jJQ5MMvNK8m0OxV2KuxVciF2CjqTQfTilfNFJaSlHBV0P3EYOaSKRw1ZbkBbyIS02Dg8ZB9I6/TkeGuTZx39W60w6dJus0qezIG/wCIsMd1qJ6lwj02HdpJZfZVCD7yTjutRHejl1A3ljNDbr6PpAMFDEloyfjBJ+/I1RbeLiBA2pX05GvHtLsGnpBo5T4BBsT8wcidtmUPVUvmkmqhheT8uvqN+vbLY8nGnzKEyTW7FXYq7FVW3ge6kWOMVZjQCtP14CaSBbStJbSVUlWU9tiCMea8kedThvP97IeTf78jPB/pH2Tkark3cYl9Q+K1rfTn3W4kX2aOp/BsbKKj3/Y2BpsG5Msx8KCNT8+px3X0jvKMu7977Tw0X7sQuFZFJ+yfsEnrsciBRbJS4o7dEx02MzXaXy0CyxfF4epUKV+8VyB5U3QFni7wxJ6hjy61NfnmQ4C3FDsVdirsVVre2ku2KxipClqew64CaZAW1b3Mto4kiYqw7jEi1BrkjjfWl5vcwFW7vCQK/NDtkaI5NvEJcx8lpttPO4uXA8DFU/g2NlFR7/sbDabb7hZZj/lURfwqcdyvpHeUbqOpzTxW14hoA1GQfZEimo+8ZEDo2ymTUkbDatD9dliNEmi5R+5ZWbb5b5C+TaBXER1GzE8yHXuxV2KuxV2Kq0VtJOrugqIxVvYdOmC2QFrrS9msX5xNSuxHUEeBGJFpjIx5Is3Vhd7zQtE3doSOJ/2DdPoORohsuJ5ivct+raeT/vS9PD0t/wDiWNlFR7/sXR3NhZEPFHJK4IILkKoI6Gi7/jjRKQYx5bo+81F1u7a7LExSKDx/ZWvwyCmQA2ptlPcS6KktlJp+n3kVdi9UHigK1b9WC7ISY8MSGM5e4TsVdirsVdiqsttI0TTAfArBSfAn2wWyra1Sz1CaxqEIKt9pGFVb5jARaYzMUQZdOud3jkhb/IIZfubcYNwzuJ8mvq2ng1+suR4CLf8A4ljZWo9/2KtvqFnpzq9vE7sD9qRqU7Gir/HAQSyEhHkjZJW/STRyuWiuE4qT0CSD4KfI5Ho2E+rfkVl/by2mkxxP1WWrDwU86fjiDZRIERrzY/lziOxV2KuxV2KqzW0iRLMR8DEgH3GC2VbWrWmpy2qmM0eM9Y3FV+jwwEWyjMhW5abcbkSwnwFJF/Ghwbhl6T3haLfT13Ny7ewiofxbGytR7/sRmn6nZ2E6+jE1GPFpJG34nr8I2yJBLZGYidl0ayy3F3ZTsXZwSpPd0+JPvGPmkWSYl2vRyRWlmjHdFKsPBqKQD9GMeZRkFAJDlriuxV2KuxV2Kq01tJAqM4oJF5KetRgtkRSJt9VeNBDKqzRjoj9v9VuoyJizE62O68rps+4aWE+BAdfo6HHdPpPeGhBpybtPI/ssYU/8M2Nlaj3/AGI/StRt45fq9vGYxKOPqM3JuVDwNOnXISDbCYugoW8ct/BcWr1aVH9RampJrxcZI7bsQDIGPVf5p5evFU1AiAr/AJQLBsEE5ufwSPLXFdirsVdirsVVrm2ktG4SChoD47HcbjADbIikXHq5dBHdRidRsKmjr8nG+R4e5sE+/dsx6bLusksfsyh/+IkY7rUT3tCHTo92mlf2VAv/ABJjjutRHUphp+oLNHLaWqGElSyHkWYsOu/uB2yBHUt0ZX6Y7KdhG+pwQcD+8t5hv/kMeVfoIwnZjEcQHkUN5jJa+kPUEIV+XEZKHJhl5pXk2h2KuxV2KuxV2KuxV2KuxV2KomxvGsZhIoqOjKejKeoOAi2cZcJRN/pyqv1m1POFvvjP8rZEHvZyh1HJLcm0uxV2Kp9pVqL+ydJ+SxxP6iuBXah5qPuyqRouVCPEN0ZLMt7A9ygIQ20kfEmvEoy8fpIOR5fNtJ4hfkWK5e4DsVdirsVdiqM029Fo5Eg5RyDjIviPEe47ZEi2yEqXahpptKSRn1IW+xIOnyPgcQbTKFe5A5JqdirsVZFawJLYxXNyGAt2NKDeRTTiP+Cyk89nMiLFnoqam3r2k9x2mW3YDwYFlYD7sA5pnuCe+mM5e4TsVdirsVdiqYabdxoHt7j+6k6nujdnH8cgQ2wl0PJRvtPksGo26ndHH2WHiDhBtEo8KFyTW7FXYqyc8beG31G4VvURQgTpyYV4MT8so57OdyAkVHXY+FuxrUPcl1P+S6K38cMWOQbfH9DHsucN2KuxV2KuxVM7CeK5iNncNxUnlG5/YbwP+ScgRW7fEgjhPwQd3Zy2MhjlWh7eBHiDkgbapRMeahhYuxVchYMONa1FKda4pZWzRadcRXkqkSThVKdAhNPUY5j89nP2ieI9Ur1yE20VtGxqV9UVPcczQ5ZHdoyCgPj96TZY4zsVdirsVdiqbWrR6rCttIwWVNoXPRh/vtv4ZWdt3IHrFHn0S2eCS2cxyKVYdQcmDbQRSnhQ7FVeykkinjeIEsGBAHf2wFlE0dmT+jBYXL26kh7sNv0EasDQfPllHP4OdQia70k1xSskAb7QgjDfOmWxcbJ09wSzJtDsVdirsVdiqcBV1yIAEC5jFKH/AHao/wCNh/n7V/S5H94PP70pdGjYqwII2IOxGWNHJbih2KphojOt5HwUtU8WA7q2zZCXJtx8039CK1W406EsXKGTl0qVoyqP9jld3u5NVcQlOv0+vz0/mH6hlkeTj5fqKXZNpdirsVdiq5WKEMpoQag+4xVNriFdaQ3EAHrAfvYx+1T9tf4j/M1j0uQRx7jn1CUEU2OWOO1irsVTXy+jTzPDxJSRGVyP2R2b6Dlcm/FuaTe0Ee1nCWrbTRMxO3M8uL7eArlZ73Ij/NHQhjV7T6xLTpzan3nLw4UuahhYuxV2KuxVVt7h7WRZYzRlNRgItkDW6YXtml6hu7QbHeSMdYz/AM05AGti2yjxeqPxCVZY0OxV2Kp1oNs1/HPbEEIwB50qFdTt9+VSNOTjHFYTSzliuxEYaiOBpIyD3Voz8R+kZA7N8TfLpf3MRzIde7FXYq7FXYqibG8axmEiio6Mp6Mp6g4CLZxlwlE3+nKq/WbU84W++M/ytkQe9nKHUcktybS7FXYqn2lWov7J0n5LHE/qK4FdqHmo+7KpGi5UI8Q3Rksy3sD3KAhDbSR8Sa8SjLx+kg5Hl820niF+RYrl7gOxV2KuxV2KozTb0WjkSDlHIOMi+I8R7jtkSLbISpdqGmm0pJGfUhb7Eg6fI+BxBtMoV7kDkmp2KuxVkVrAktjFc3IYC3Y0oN5FNOI/4LKTz2cyIsWeipqbevaT3HaZbdgPBgWVgPuwDmme4J76Yzl7hOxV2KuxV2Kphpt3Gge3uP7qTqe6N2cfxyBDbCXQ8lG+0+Swajbqd0cfZYeIOEG0SjwoXJNbsVdirJzxt4bfUbhW9RFCBOnJhXgxPyyjns53ICRUddj4W7GtQ9yXU/5LorfxwxY5Bt8f0Mey5w3Yq7FXYq7FUzsJ4rmI2dw3FSeUbn9hvA/5JyBFbt8SCOE/BB3dnLYyGOVaHt4EeIOSBtqlEx5qGFi7FVyFgw41rUUp1rillbNFp1xFeSqRJOFUp0CE09RjmPz2c/aJ4j1SvXITbRW0bGpX1RU9xzNDlkd2jIKA+P3pNljjOxV2KuxV2KptatHqsK20jBZU2hc9GH++2/hlZ23cgesUefRLZ4JLZzHIpVh1ByYNtBFKeFDsVV7KSSKeN4gSwYEAd/bAWUTR2ZP6MFhcvbqSHuw2/QRqwNB8+WUc/g51CJrvSTXFKyQBvtCCMN86ZbFxsnT3BLMm0OxV2KuxV2KuxV2KuxV2KuxVWitpJ1d0FRGKt7Dp0wWyAtdaXs1i/OJqV2I6gjwIxItMZGPJFm6sLveaFom7tCRxP+wbp9ByNENlxPMV7lv1bTyf96Xp4elv/wASxsoqPf8AY2JtPtt0jeZv+LCFX/gV6/fjuVuI810GsytdRSyn4FNOAFFCHYgL8sTHZIyG90ylspNP0+8irsXqg8UBWrfqyu7IbjHhiQxnL3CdirsVdirsVVltpGiaYD4FYKT4E+2C2VbWqWeoTWNQhBVvtIwqrfMYCLTGZiiDLp1zu8ckLf5BDL9zbjBuGdxPk19W08Gv1lyPARb/APEsbK1Hv+xcLuxtN4IWkbs0xFB/sF/icaJXiA5D5qmn6hJd3fG4clZlMR8By+zQdt8BFBlGVnfrsib+3ltNJjifqstWHgp50/HIg2WcgRGvNj+XOI7FXYq7FXYqrNbSJEsxHwMSAfcYLZVtataanLaqYzR4z1jcVX6PDARbKMyFblptxuRLCfAUkX8aHBuGXpPeFot9PXc3Lt7CKh/FsbK1Hv8AsXjULWz3tYat2klPIj5KPhxq+aeIR5D5qmnTyaiZ7eVizTLyUn+dPiXARSYHisHqr69HJFaWaMd0Uqw8GopAP0YI8yyyCgEhy1xXYq7FXYq7FVaa2kgVGcUEi8lPWowWyIpE2+qvGghlVZox0R+3+q3UZExZidbHdeV02fcNLCfAgOv0dDjun0nvDQg05N2nkf2WMKf+GbGytR7/ALF36TitNrOHgf8Afjnk/wBHYY1fNPGB9KpZ89UtZrcktIrCVKmpP7L4DsmPrBHxVfNPL14qmoEQFf8AKBYNggyzc/gkeWuK7FXYq7FXYqrXNtJaNwkFDQHx2O43GAG2RFIuPVy6CO6jE6jYVNHX5ON8jw9zYJ9+7Zj02XdZJY/ZlD/8RIx3WonvaEOnR7tNK/sqBf8AiTHHdaiOpbbVhApSzjEIOxevKQ/7Lt9GPD3rx19OyLsI31OCDgf3lvMN/wDIY8q/QRkTs2RHEB5FDeYyWvpD1BCFflxGShyYZeaV5NodirsVdiq5ELsFHUmg+nFK+aKS0lKOCrofuIwc0kUjhqy3IC3kQlpsHB4yD6R1+nI8Ncmzjv6t1ph06TdZpU9mQN/xFhjutRPUuEemw7tJLL7KoQfeScd1qI72ptWbgYrdBCh68d2b/Wc748KmfQbJtpyNePaXYNPSDRynwCDYn5g5Wdtm+HqqXzSTVQwvJ+XX1G/XtlseTjT5lCZJrdirsVdiqrbwPdSLHGKsxoBWn68BNJAtpWktpKqSrKe2xBGPNeSPOpw3n+9kPJv9+Rng/wBI+ycjVcm7jEvqHxWtb6c+63Ei+zR1P4NjZRUe/wCxsDTYNyZZj4UEan59TjuvpHeVO41WSVPSiAijG/BNq/6x6nERQZ3sNmQ6bGZrtL5aBZYvi8PUqFK/eK5UeVOXAWeLvDEnqGPLrU1+eZDgLcUOxV2KuxVWt7aS7YrGKkKWp7DrgJpkBbVvcy2jiSJirDuMSLUGuSON9aXm9zAVbu8JAr80O2Rojk28QlzHyWm2087i5cDwMVT+DY2UVHv+xsNptvuFlmP+VRF/Cpx3K+kd5WyazO7xstEWNgyxoKKKfrx4UHIU8htWh+uyxGiTRco/csrNt8t8qvk5YFcRHUbMTzIde7FXYq7FXYqrRW0k6u6CojFW9h06YLZAWutL2axfnE1K7EdQR4EYkWmMjHkizdWF3vNC0Td2hI4n/YN0+g5GiGy4nmK9y36tp5P+9L08PS3/AOJY2UVHv+xsTafbbpG8zf8AFhCr/wACvX78dytxHmug1mVrqKWU/AppwAooQ7EBfliY7JGQ3umUtlJp+n3kVdi9UHigK1b9WV3ZDcY8MSGM5e4TsVdirsVdiqsttI0TTAfArBSfAn2wWyra1Sz1CaxqEIKt9pGFVb5jARaYzMUQZdOud3jkhb/IIZfubcYNwzuJ8mvq2ng1+suR4CLf/iWNlaj3/YuF3Y2m8ELSN2aYig/2C/xONErxAch81TT9Qku7vjcOSsymI+A5fZoO2+AigyjKzv12RN/by2mkxxP1WWrDwU86fjkQbLOQIjXmx/LnEdirsVdirsVVmtpEiWYj4GJAPuMFsq2tWtNTltVMZo8Z6xuKr9HhgItlGZCty0243IlhPgKSL+NDg3DL0nvC0W+nrubl29hFQ/i2Nlaj3/YvGoWtnvaw1btJKeRHyUfDjV808QjyHzVNOnk1Ez28rFmmXkpP86fEuAikwPFYPVX16OSK0s0Y7opVh4NRSAfowR5llkFAJDlriuxV2KuxV2Kq01tJAqM4oJF5KetRgtkRSJt9VeNBDKqzRjoj9v8AVbqMiYsxOtjuvK6bPuGlhPgQHX6Ohx3T6T3hoQacm7TyP7LGFP8AwzY2VqPf9i79JxWm1nDwP+/HPJ/o7DGr5p4wPpVLPnqlrNbklpFYSpU1J/ZfAdkx9YI+Kr5p5evFU1AiAr/lAsGwQZZufwSPLXFdirsVdirsVVrm2ktG4SChoD47HcbjADbIikXHq5dBHdRidRsKmjr8nG+R4e5sE+/dsx6bLusksfsyh/8AiJGO61E97Qh06PdppX9lQL/xJjjutRHUttqwgUpZxiEHYvXlIf8AZdvox4e9eOvp2RdhG+pwQcD+8t5hv/kMeVfoIyJ2bIjiA8ihvMZLX0h6ghCvy4jJQ5MMvNK8m0OxV2KuxV2KuxV2KuxV2KuxVE2N41jMJFFR0ZT0ZT1BwEWzjLhKJv8ATlVfrNqecLffGf5WyIPezlDqOSW5NpdirsVR1hp31gGaY8IV+057/wCSviciS2xhe55J5LMt7A9ygIQ20kfEmvEoy8fpIOVcvm5RPEL8ixXL3AdirsVdirsVRmm3otHIkHKOQcZF8R4j3HbIkW2QlS7UNNNpSSM+pC32JB0+R8DiDaZQr3IHJNTsVdiqZ2FksSi7uarGpqo/akYdAvt75AnoG6Ma9RTPU29e0nuO0y27AeDAsrAfdlY5t89wT30xnL3CdirsVdirsVTDTbuNA9vcf3UnU90bs4/jkCG2Euh5KN9p8lg1G3U7o4+yw8QcINolHhQuSa3Yq7FU3sYF0oLd3Io3WKPozH+Y+CjKyb2ciI4PUfgEVrsfC3Y1qHuS6n/JdFb+ORi2ZBt8f0Mey5w3Yq7FXYq7FUzsJ4rmI2dw3FSeUbn9hvA/5JyBFbt8SCOE/BB3dnLYyGOVaHt4EeIOSBtqlEx5qGFi7FWwCxoNycVT7TEj0SSOS4/vZCFCV+wjHdm/gMqPqcuHo581HXITbRW0bGpX1RU9xzNDhjuxyCgPj96TZY4zsVdirsVdiqbWrR6rCttIwWVNoXPRh/vtv4ZWdt3IHrFHn0S2eCS2cxyKVYdQcmDbQRSnhQ7FV0cbSsFQEk7ADcnFIFsh06KLT2+qM1Zp1KOQdo6g0H+tXKTvu5cBw+nqUv1xSskAb7QgjDfOmTi1ZOnuCWZNodirsVdirsVTgKuuRAAgXMYpQ/7tUf8AGw/z9q/pcj+8Hn96UujRsVYEEbEHYjLGjktxQ7FVW3t5LpxHEpZj2GAmmQF8k+t1iihmsIW5SFC7Op2LpQ8F+jKj3uUNgYhLdfp9fnp/MP1DJx5NOX6il2TaXYq7FXYquVihDKaEGoPuMVTa4hXWkNxAB6wH72MftU/bX+I/zNY9LkEce459QlBFNjljjtYq7FURZ2Ut8/CMe5J6KPEnATTOMeJkVi0MirbWzE+hLE5b/flW4uaeArlJ73MjR2HQhjl7T6xLTpzan3nLg4UuahhYuxV2KuxVVt7h7WRZYzRlNRgItkDW6YXtml6hu7QbHeSMdYz/AM05AGti2yjxeqPxCVZY0OxV2Koux0971ia8UXd3P2VH+fbIk02RjxMis5YrsQmCojgaSMgnqrRn4j9Iyk7OZE3y6fqYlmQ692KuxV2KuxVE2N41jMJFFR0ZT0ZT1BwEWzjLhKJv9OVV+s2p5wt98Z/lbIg97OUOo5Jbk2l2KuxVHWGnfWAZpjwhX7Tnv/kr4nIktsYXueSeSzLewPcoCENtJHxJrxKMvH6SDlXL5uUTxC/IsVy9wHYq7FXYq7FUZpt6LRyJByjkHGRfEeI9x2yJFtkJUu1DTTaUkjPqQt9iQdPkfA4g2mUK9yByTU7FXYqmdhZLEou7mqxqaqP2pGHQL7e+QJ6BujGvUUz1NvXtJ7jtMtuwHgwLKwH3ZWObfPcE99MZy9wnYq7FXYq7FUw027jQPb3H91J1PdG7OP45AhthLoeSjfafJYNRt1O6OPssPEHCDaJR4ULkmt2KuxVN7GBdKC3dyKN1ij6Mx/mPgoysm9nIiOD1H4BFa7Hwt2Nah7kup/yXRW/jkYtmQbfH9DHsucN2KuxV2KuxVM7CeK5iNncNxUnlG5/YbwP+ScgRW7fEgjhPwQd3Zy2MhjlWh7eBHiDkgbapRMeahhYuxVsAsaDcnFU+0xI9EkjkuP72QhQlfsIx3Zv4DKj6nLh6OfNR1yE20VtGxqV9UVPcczQ4Y7scgoD4/ek2WOM7FXYq7FXYqm1q0eqwrbSMFlTaFz0Yf77b+GVnbdyB6xR59EtngktnMcilWHUHJg20EUp4UOxVdHG0rBUBJOwA3JxSBbIdOii09vqjNWadSjkHaOoNB/rVyk77uXAcPp6lL9cUrJAG+0IIw3zpk4tWTp7glmTaHYq7FXYq7FXYq7FXYq7FXYqrRW0k6u6CojFW9h06YLZAWutL2axfnE1K7EdQR4EYkWmMjHkizdWF3vNC0Td2hI4n/YN0+g5GiGy4nmK9y36tp5P+9L08PS3/AOJY2UVHv+xsTafbbpG8zf8AFhCr/wACvX78dytxHmhry/mviDIdh9lQKKvyGECmEpGSa2kckej3HbmwZR/kgqGOQPNviPSUhy1xXYq7FXYq7FVZbaRommA+BWCk+BPtgtlW1qlnqE1jUIQVb7SMKq3zGAi0xmYogy6dc7vHJC3+QQy/c24wbhncT5NfVtPBr9ZcjwEW/wDxLGytR7/sXC7sbTeCFpG7NMRQf7Bf4nGiV4gOQ+aDuruW9fnKxY9vADwA7ZICmuUjLmm91HJFo0Kt/vwMR3Cty4/flY5uRIVBIctcV2KuxV2KuxVWa2kSJZiPgYkA+4wWyra1a01OW1UxmjxnrG4qv0eGAi2UZkK3LTbjciWE+ApIv40ODcMvSe8LRb6eu5uXb2EVD+LY2VqPf9i8aha2e9rDVu0kp5EfJR8ONXzTxCPIfNATTyXLl5GLMepOSqmkm0616OSK0s0Y7opVh4NRSAfoyuPMuTkFAJDlriuxV2KuxV2Kq01tJAqM4oJF5KetRgtkRSJt9VeNBDKqzRjoj9v9VuoyJizE62O68rps+4aWE+BAdfo6HHdPpPeGhBpybtPI/ssYU/8ADNjZWo9/2Lv0nFabWcPA/wC/HPJ/o7DGr5p4wPpQAEl1IBuzue+5JOS5NPNOPNPL14qmoEQFf8oFg2VwcnNz+CR5a4rsVdirsVdiqtc20lo3CQUNAfHY7jcYAbZEUi49XLoI7qMTqNhU0dfk43yPD3Ngn37tmPTZd1klj9mUP/xEjHdaie9oQ6dHu00r+yoF/wCJMcd1qI6lttWEClLOMQg7F68pD/su30Y8PevHX07KGmxPPdRBPtcwa+FDUnCeTGAsonzGS19IeoIQr8uIwQ5M8vNK8m0OxV2KuxVciF2CjqTQfTilfNFJaSlHBV0P3EYOaSKRw1ZbkBbyIS02Dg8ZB9I6/TkeGuTZx39W60w6dJus0qezIG/4iwx3WonqXCPTYd2kll9lUIPvJOO61Ed7U2rNwMVughQ9eO7N/rOd8eFTPoNl/l9Ga9jYbBKsx8FpvjLknEN0PqoYXk/Lr6jfr2wx5MJ8yhMk1uxV2KuxVVt4HupFjjFWY0ArT9eAmkgW0rSW0lVJVlPbYgjHmvJHnU4bz/eyHk3+/Izwf6R9k5Gq5N3GJfUPita30591uJF9mjqfwbGyio9/2NgabBuTLMfCgjU/Pqcd19I7yp3OqSTJ6MarFH/Inf8A1j1OERQZ3tyR3lRG+stINlC8SfdiOI+/ITbcI3SV6hjy61NfnlrjLcUOxV2KuxVWt7aS7YrGKkKWp7DrgJpkBbVvcy2jiSJirDuMSLUGuSON9aXm9zAVbu8JAr80O2Rojk28QlzHyWm2087i5cDwMVT+DY2UVHv+xsNptvuFlmP+VRF/Cpx3K+kd5ULzUpbwBDREHSNBRR9HfCBTGUzJM9AjkW2u3GwaMqvuwVjt8hkJN2IbFIctcV2KuxV2KuxVWitpJ1d0FRGKt7Dp0wWyAtdaXs1i/OJqV2I6gjwIxItMZGPJFm6sLveaFom7tCRxP+wbp9ByNENlxPMV7lv1bTyf96Xp4elv/wASxsoqPf8AY2JtPtt0jeZv+LCFX/gV6/fjuVuI80NeX818QZDsPsqBRV+QwgUwlIyTW0jkj0e47c2DKP8AJBUMcgebfEekpDlriuxV2KuxV2Kqy20jRNMB8CsFJ8CfbBbKtrVLPUJrGoQgq32kYVVvmMBFpjMxRBl0653eOSFv8ghl+5txg3DO4nya+raeDX6y5HgIt/8AiWNlaj3/AGLhd2NpvBC0jdmmIoP9gv8AE40SvEByHzQd1dy3r85WLHt4AeAHbJAU1ykZc03uo5ItGhVv9+BiO4VuXH78rHNyJCoJDlriuxV2KuxV2KqzW0iRLMR8DEgH3GC2VbWrWmpy2qmM0eM9Y3FV+jwwEWyjMhW5abcbkSwnwFJF/Ghwbhl6T3haLfT13Ny7ewiofxbGytR7/sXjULWz3tYat2klPIj5KPhxq+aeIR5D5oCaeS5cvIxZj1JyVU0k2nWvRyRWlmjHdFKsPBqKQD9GVx5lycgoBIctcV2KuxV2KuxVWmtpIFRnFBIvJT1qMFsiKRNvqrxoIZVWaMdEft/qt1GRMWYnWx3XldNn3DSwnwIDr9HQ47p9J7w0INOTdp5H9ljCn/hmxsrUe/7F36TitNrOHgf9+OeT/R2GNXzTxgfSgAJLqQDdnc99ySclyaeaceaeXrxVNQIgK/5QLBsrg5Obn8Ejy1xXYq7FXYq7FVa5tpLRuEgoaA+Ox3G4wA2yIpFx6uXQR3UYnUbCpo6/JxvkeHubBPv3bMemy7rJLH7Mof8A4iRjutRPe0IdOj3aaV/ZUC/8SY47rUR1LbasIFKWcYhB2L15SH/Zdvox4e9eOvp2UNNiee6iCfa5g18KGpOE8mMBZRPmMlr6Q9QQhX5cRghyZ5eaV5NodirsVdirsVdirsVdirsVdiqJsbxrGYSKKjoynoynqDgItnGXCUTf6cqr9ZtTzhb74z/K2RB72codRyS3JtLsVdiqOsNO+sAzTHhCv2nPf/JXxORJbYwvc8kdDe/XWuyBxjW2ZUXsoBXj9OQqvm2iXFfuSPLXFdirsVdirsVRmm3otHIkHKOQcZF8R4j3HbIkW2QlS7UNNNpSSM+pC32JB0+R8DiDaZQr3IHJNTsVdiqZWNiiL9autoh9lf2pD4L7eJyBPQN0Y9TyVzdve2l7LJ+08VB2G7bD6MFUQz4uISPuSbLHGdirsVdirsVTDTbuNA9vcf3UnU90bs4/jkCG2Euh5KN9p8lg1G3U7o4+yw8QcINolHhQuSa3Yq7FU2tLZdNUXVyPi6xRHqx7M3goysm9g5ERw+o/ANXErz6cJJDVmuWNfmor+OI5/BBNx+KVZY0OxV2KuxV2KpnYTxXMRs7huKk8o3P7DeB/yTkCK3b4kEcJ+CDu7OWxkMcq0PbwI8QckDbVKJjzUMLF2KtgFjQbk4qm8UY0RPVk/wB6GH7tP99g/tt7+Ayv6nIA8PfqpaiSbOzLdeMlflz2wjmUT5D4pZk2h2KuxV2KuxVNrVo9VhW2kYLKm0Lnow/3238MrO27kD1ijz6JbPBJbOY5FKsOoOTBtoIpTwodiq6ONpWCoCSdgBuTikC01k46NC0QINxIKOR/utT1Wv8AMe+V/U3n0DzUta+3BXr9Xir86YYscnT3BLcm0uxV2KuxV2KpwFXXIgAQLmMUof8Adqj/AI2H+ftX9Lkf3g8/vSl0aNirAgjYg7EZY0cluKHYqq29vJdOI4lLMewwE0yAvkmFzKmnxfVIGDOxBlcdCR0RfYZAb7tpPD6R8VPX6fX56fzD9Qwx5Iy/UUuybS7FXYq7FVysUIZTQg1B9xiqbXEK60huIAPWA/exj9qn7a/xH+ZrHpcgjj3HPqEoIpscscdrFXYqiLOylvn4Rj3JPRR4k4CaZxjxJpFcxx3FtaWxqiyoXf8A341RU/IdsrrqW8GiIjvSq9p9Ylp05tT7zlgceXNQwsXYq7FXYqq29w9rIssZoymowEWyBrdML2zS9Q3doNjvJGOsZ/5pyANbFtlHi9UfiEqyxodirsVRdjp73rE14ou7ufsqP8+2RJpsjHiTWxvEnvYooQRDGkgAPf4Wqx+eVkbN8ZWaHLdj+XOI7FXYq7FXYqibG8axmEiio6Mp6Mp6g4CLZxlwlE3+nKq/WbU84W++M/ytkQe9nKHUcktybS7FXYqjrDTvrAM0x4Qr9pz3/wAlfE5EltjC9zyR0N79da7IHGNbZlReygFeP05Cq+baJcV+5I8tcV2KuxV2KuxVGabei0ciQco5BxkXxHiPcdsiRbZCVLtQ002lJIz6kLfYkHT5HwOINplCvcgck1OxV2KplY2KIv1q62iH2V/akPgvt4nIE9A3Rj1PJXN297aXssn7TxUHYbtsPowVRDPi4hI+5JsscZ2KuxV2KuxVMNNu40D29x/dSdT3Ruzj+OQIbYS6Hko32nyWDUbdTujj7LDxBwg2iUeFC5JrdirsVTa0tl01RdXI+LrFEerHszeCjKyb2DkRHD6j8A1cSvPpwkkNWa5Y1+aiv44jn8EE3H4pVljQ7FXYq7FXYqmdhPFcxGzuG4qTyjc/sN4H/JOQIrdviQRwn4IO7s5bGQxyrQ9vAjxByQNtUomPNQwsXYq2AWNBuTiqbxRjRE9WT/ehh+7T/fYP7be/gMr+pyAPD36qWokmzsy3XjJX5c9sI5lE+Q+KWZNodirsVdirsVTa1aPVYVtpGCyptC56MP8Afbfwys7buQPWKPPols8Els5jkUqw6g5MG2gilPCh2Kro42lYKgJJ2AG5OKQLTWTjo0LRAg3Ego5H+61PVa/zHvlf1N59A81LWvtwV6/V4q/OmGLHJ09wS3JtLsVdirsVdirsVdirsVdirsVVoraSdXdBURirew6dMFsgLXWl7NYvzialdiOoI8CMSLTGRjyRZurC73mhaJu7QkcT/sG6fQcjRDZcTzFe5b9W08n/AHpenh6W/wDxLGyio9/2NibT7bdI3mb/AIsIVf8AgV6/fjuVuI80NeX818QZDsPsqBRV+QwgUwlIyRUQ+qadIx2a4YKo/wAhN2P37YOZbB6Y+9LMm0OxV2KuxV2Kqy20jRNMB8CsFJ8CfbBbKtrVLPUJrGoQgq32kYVVvmMBFpjMxRBl0653eOSFv8ghl+5txg3DO4nya+raeDX6y5HgIt/+JY2VqPf9i4XdjabwQtI3ZpiKD/YL/E40SvEByHzQd1dy3r85WLHt4AeAHbJAU1ykZc0Zcj6pYRQn7Ureqw8FA4r9/XIjctp2jXfulmTaHYq7FXYq7FVZraRIlmI+BiQD7jBbKtrVrTU5bVTGaPGesbiq/R4YCLZRmQrctNuNyJYT4Cki/jQ4Nwy9J7wtFvp67m5dvYRUP4tjZWo9/wBi8aha2e9rDVu0kp5EfJR8ONXzTxCPIfNATTyXLl5GLMepOSqmkm0fqv8Ao0Vvad41LP7O+9PoGRjvu3T2AilmTaHYq7FXYq7FVaa2kgVGcUEi8lPWowWyIpE2+qvGghlVZox0R+3+q3UZExZidbHdeV02fcNLCfAgOv0dDjun0nvDQg05N2nkf2WMKf8AhmxsrUe/7F36TitNrOHgf9+OeT/R2GNXzTxgfSgAJLqQDdnc99ySclyaeaN1t1EywIaiFFjr4kfaP35GLbkO9d2yXZNpdirsVdirsVVrm2ktG4SChoD47HcbjADbIikXHq5dBHdRidRsKmjr8nG+R4e5sE+/dsx6bLusksfsyh/+IkY7rUT3tCHTo92mlf2VAv8AxJjjutRHUttqwgUpZxiEHYvXlIf9l2+jHh7146+nZC2ds17OkQ6s258B3OSJphEcRpV1a5W7upHT7NeK/wCqo4jBEUEzNlBZJrdirsVdiq5ELsFHUmg+nFK+aKS0lKOCrofuIwc0kUjhqy3IC3kQlpsHB4yD6R1+nI8Ncmzjv6t1ph06TdZpU9mQN/xFhjutRPUuEemw7tJLL7KoQfeScd1qI72ptWbgYrdBCh68d2b/AFnO+PCpn0Gy3R7cT3KFtkj/AHjnwVN8MijGLKHupzdTSSn9ti33nCBTCRs2o4WLsVdirsVVbeB7qRY4xVmNAK0/XgJpIFtK0ltJVSVZT22IIx5ryR51OG8/3sh5N/vyM8H+kfZORquTdxiX1D4rWt9OfdbiRfZo6n8GxsoqPf8AY2BpsG5Msx8KCNT8+px3X0jvKnc6pJMnoxqsUf8AInf/AFj1OERQZ3tyVdEURSPdN9mBS3zY7KPvwS7mWPbfuS0ksanvk2hrFXYq7FXYqrW9tJdsVjFSFLU9h1wE0yAtq3uZbRxJExVh3GJFqDXJHG+tLze5gKt3eEgV+aHbI0RybeIS5j5LTbaedxcuB4GKp/BsbKKj3/Y2G0233CyzH/Koi/hU47lfSO8qF5qUt4AhoiDpGgoo+jvhApjKZkiNNH1W3uLk7VX0k92frT5DAd9mcNgT8EsybQ7FXYq7FXYqrRW0k6u6CojFW9h06YLZAWutL2axfnE1K7EdQR4EYkWmMjHkizdWF3vNC0Td2hI4n/YN0+g5GiGy4nmK9y36tp5P+9L08PS3/wCJY2UVHv8AsbE2n226RvM3/FhCr/wK9fvx3K3EeaGvL+a+IMh2H2VAoq/IYQKYSkZIqIfVNOkY7NcMFUf5Cbsfv2wcy2D0x96WZNodirsVdirsVVltpGiaYD4FYKT4E+2C2VbWqWeoTWNQhBVvtIwqrfMYCLTGZiiDLp1zu8ckLf5BDL9zbjBuGdxPk19W08Gv1lyPARb/APEsbK1Hv+xcLuxtN4IWkbs0xFB/sF/icaJXiA5D5oO6u5b1+crFj28APADtkgKa5SMuaMuR9UsIoT9qVvVYeCgcV+/rkRuW07Rrv3SzJtDsVdirsVdiqs1tIkSzEfAxIB9xgtlW1q1pqctqpjNHjPWNxVfo8MBFsozIVuWm3G5EsJ8BSRfxocG4Zek94Wi309dzcu3sIqH8WxsrUe/7F41C1s97WGrdpJTyI+Sj4cavmniEeQ+aAmnkuXLyMWY9SclVNJNo/Vf9Git7TvGpZ/Z33p9AyMd926ewEUsybQ7FXYq7FXYqrTW0kCozigkXkp61GC2RFIm31V40EMqrNGOiP2/1W6jImLMTrY7ryumz7hpYT4EB1+jocd0+k94aEGnJu08j+yxhT/wzY2VqPf8AYu/ScVptZw8D/vxzyf6Owxq+aeMD6UABJdSAbs7nvuSTkuTTzRutuomWBDUQosdfEj7R+/Ixbch3ru2S7JtLsVdirsVdiqtc20lo3CQUNAfHY7jcYAbZEUi49XLoI7qMTqNhU0dfk43yPD3Ngn37tmPTZd1klj9mUP8A8RIx3WonvaEOnR7tNK/sqBf+JMcd1qI6lttWEClLOMQg7F68pD/su30Y8PevHX07IWztmvZ0iHVm3PgO5yRNMIjiNKurXK3d1I6fZrxX/VUcRgiKCZmygsk1uxV2KuxV2KuxV2KuxV2KuxVE2N41jMJFFR0ZT0ZT1BwEWzjLhKJv9OVV+s2p5wt98Z/lbIg97OUOo5Jbk2l2KuxVHWGnfWAZpjwhX7Tnv/kr4nIktsYXueSzUL367JUDiigKi/yqOmIFIlLiQmSa3Yq7FXYq7FUZpt6LRyJByjkHGRfEeI9x2yJFtkJUu1DTTaUkjPqQt9iQdPkfA4g2mUK9yByTU7FXYqmVjYoi/WrraIfZX9qQ+C+3icgT0DdGPU8kJeXb3srSv1PbsB2AyQFNcpcRtQwsXYq7FXYq7FUw027jQPb3H91J1PdG7OP45AhthLoeSjfafJYNRt1O6OPssPEHCDaJR4ULkmt2KuxVNrS2XTVF1cj4usUR6sezN4KMrJvYOREcPqPwCWTStO7SOasxJJ9zk2gm1mFDsVdirsVdiqZ2E8VzEbO4bipPKNz+w3gf8k5Ait2+JBHCfgg7uzlsZDHKtD28CPEHJA21SiY81DCxdirYBY0G5OKpvFGNET1ZP96GH7tP99g/tt7+Ayv6nIA8PfqlBJJqcscdrFXYq7FXYq7FU2tWj1WFbaRgsqbQuejD/fbfwys7buQPWKPPols8Els5jkUqw6g5MG2gilPCh2Kro42lYKgJJ2AG5OKQLTWTjo0LRAg3Ego5H+61PVa/zHvlf1N59A80oyxx3Yq7FXYq7FXYqnAVdciABAuYxSh/3ao/42H+ftX9Lkf3g8/vSl0aNirAgjYg7EZY0cluKHYqq29vJdOI4lLMewwE0yAvkj7uWPT4TaQsGZqGZx0NOiL7DvkBvu2yPCOEfFK8saHYq7FXYq7FVysUIZTQg1B9xiqbXEK60huIAPWA/exj9qn7a/xH+ZrHpcgjj3HPqEoIpscscdrFXYqiLOylvn4Rj3JPRR4k4CaZxjxInULmKONbS3NUU1Z/9+P4/IdsiB1ZyNekJdk2l2KuxV2KuxVVt7h7WRZYzRlNRgItkDW6YXtml6hu7QbHeSMdYz/zTkAa2LbKPF6o/EJVljQ7FXYqi7HT3vWJrxRd3c/ZUf59siTTZGPEv1K8SfhDCCIoxRQepPdj7nEBM5XsOSByTU7FXYq7FXYqibG8axmEiio6Mp6Mp6g4CLZxlwlE3+nKq/WbU84W++M/ytkQe9nKHUcktybS7FXYqjrDTvrAM0x4Qr9pz3/yV8TkSW2ML3PJZqF79dkqBxRQFRf5VHTECkSlxITJNbsVdirsVdiqM029Fo5Eg5RyDjIviPEe47ZEi2yEqXahpptKSRn1IW+xIOnyPgcQbTKFe5A5JqdirsVTKxsURfrV1tEPsr+1IfBfbxOQJ6BujHqeSEvLt72VpX6nt2A7AZICmuUuI2oYWLsVdirsVdiqYabdxoHt7j+6k6nujdnH8cgQ2wl0PJRvtPksGo26ndHH2WHiDhBtEo8KFyTW7FXYqm1pbLpqi6uR8XWKI9WPZm8FGVk3sHIiOH1H4BLJpWndpHNWYkk+5ybQTazCh2KuxV2KuxVM7CeK5iNncNxUnlG5/YbwP+ScgRW7fEgjhPwQd3Zy2MhjlWh7eBHiDkgbapRMeahhYuxVsAsaDcnFU3ijGiJ6sn+9DD92n++wf229/AZX9TkAeHv1Sgkk1OWOO1irsVdirsVdiqbWrR6rCttIwWVNoXPRh/vtv4ZWdt3IHrFHn0S2eCS2cxyKVYdQcmDbQRSnhQ7FV0cbSsFQEk7ADcnFIFprJx0aFogQbiQUcj/danqtf5j3yv6m8+geaUZY47sVdirsVdirsVdirsVdirsVdirsVRFpezWL84mpXYjqCPAjARbOMjHkizdWF3vNC0Td2hI4n/YN0+g5GiGy4nmK9y36tp5P+9L08PS3/wCJY2UVHv8AsbE2n226RvM3/FhCr/wK9fvx3K3EeaGvL+a+IMh2H2VAoq/IYQKYSkZIbJMHYq7FXYq7FXYq7FUVZ6hNY1CEFW+0jCqt8xkSLZxmYogy6dc7vHJC3+QQy/c24wbhncT5NfVtPBr9ZcjwEW//ABLGytR7/sXC7sbTeCFpG7NMRQf7Bf4nGiV4gOQ+aDuruW9fnKxY9vADwA7ZICmuUjLmoYWLsVdirsVdirsVdiqMtNTltVMZo8Z6xuKr9HhkSLbIzIVuWm3G5EsJ8BSRfxocG4Zek94Wi309dzcu3sIqH8WxsrUe/wCxeNQtbPe1hq3aSU8iPko+HGr5p4hHkPmgJ55Lly8jFmPUnJAU0k2p4UOxV2KuxV2KuxV2Ko+31V40EMqrNGOiP2/1W6jIGLaJ1sd15XTZ9w0sJ8CA6/R0OO6fSe8NCDTk3aeR/ZYwp/4ZsbK1Hv8AsXfpOK02s4eB/wB+OeT/AEdhjV808YH0pc7tIxZiSTuSdycm081uKHYq7FXYq7FXYq7FUxj1cugjuoxOo2FTR1+TjfIcPc3Cffu2Y9Nl3WSWP2ZQ/wDxEjHdaie9oQ6dHu00r+yoF/4kxx3WojqW21YQKUs4xCDsXrykP+y7fRjw968dfTslxNdzk2lrFXYq7FXYq7FXYq2CVIINCOhxVMhqy3IC3kQlpsHB4yD6R1+nIcNcm7jv6t1ph06TdZpU9mQN/wARYY7rUT1LhHpsO7SSy+yqEH3knHdaiO9qbVm4GK3QQoevHdm/1nO+PCpn0GyX5NpdirsVdirsVdirsVXxyvCwdCVYbgjYjFINJgdThvP97IeTf78jPB/pH2TkKrk3cYl9Q+K1rfTn3W4kX2aOp/BsbKKj3/Y2BpsG5Msx8KCNT8+px3X0jvKnc6pJMnoxqsUf8id/9Y9ThEUGd7ckDkmp2KuxV2KuxV2KuxVVt7mW0cSRMVYdxgItkDXJHG+tLze5gKt3eEgV+aHbI0RybeIS5j5LTbaedxcuB4GKp/BsbKKj3/Y2G0233CyzH/Koi/hU47lfSO8qF5qUt4AhoiDpGgoo+jvhApjKZkhMk1uxV2KuxV2KuxV2Koi0vZrF+cTUrsR1BHgRgItnGRjyRZurC73mhaJu7QkcT/sG6fQcjRDZcTzFe5b9W08n/el6eHpb/wDEsbKKj3/Y2JtPtt0jeZv+LCFX/gV6/fjuVuI80NeX818QZDsPsqBRV+QwgUwlIyQ2SYOxV2KuxV2KuxV2Koqz1CaxqEIKt9pGFVb5jIkWzjMxRBl0653eOSFv8ghl+5txg3DO4nya+raeDX6y5HgIt/8AiWNlaj3/AGLhd2NpvBC0jdmmIoP9gv8AE40SvEByHzQd1dy3r85WLHt4AeAHbJAU1ykZc1DCxdirsVdirsVdirsVRlpqctqpjNHjPWNxVfo8MiRbZGZCty0243IlhPgKSL+NDg3DL0nvC0W+nrubl29hFQ/i2Nlaj3/YvGoWtnvaw1btJKeRHyUfDjV808QjyHzQE88ly5eRizHqTkgKaSbU8KHYq7FXYq7FXYq7FUfb6q8aCGVVmjHRH7f6rdRkDFtE62O68rps+4aWE+BAdfo6HHdPpPeGhBpybtPI/ssYU/8ADNjZWo9/2Lv0nFabWcPA/wC/HPJ/o7DGr5p4wPpS53aRizEknck7k5Np5rcUOxV2KuxV2KuxV2KpjHq5dBHdRidRsKmjr8nG+Q4e5uE+/dsx6bLusksfsyh/+IkY7rUT3tCHTo92mlf2VAv/ABJjjutRHUttqwgUpZxiEHYvXlIf9l2+jHh7146+nZLia7nJtLWKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVF2Gk3uqFhaW0s/CnL0o2fjXpXiDTpiqteeX9T0+My3NlcRICAXkhdFBPTdlAxVLsVXIjSsEQFmYgAAVJJ6ADFU1/wlrf/AFbbv/pHk/5pxVKnRomKOCrKSCCKEEdQRiqZx+VdZlVXTT7plYAgiCQgg9CDxxVd/hLW/wDq23f/AEjyf804q7/CWt/9W27/AOkeT/mnFUPfaHqOmIJLq0nhQniGlidFLEE0qwG+xxVAYqvhhe4cRxqXZjQKoJJPsBirIoPy78xXC8l0+UD/ACuKH7nYHFUJqXk/WdIUvdWUqKOrBeSj5slQMVSXFW1UuQAKk7ADFU2/wlrf/Vtu/wDpHk/5pxV3+Etb/wCrbd/9I8n/ADTirv8ACWt/9W27/wCkeT/mnFVsnlXWYlZ30+6VVBJJgkAAHUk8cVSrFWwK4qn1l5E17UEDw2E3E7gsOFR7cyuKrrzyFr9ghklsJeI6lQJKf8AWxVj7KUJBFCNiDirWKoqx0y71NilpBLMyipESM5A8SFBxVG/4S1v/AKtt3/0jyf8ANOKu/wAJa3/1bbv/AKR5P+acVQN5pt3pxAuYJYSegkRk6f6wGKobFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqzT8qtb/RGuRRsaJcj0W8OTbp/wANQfTir27zTpA13SruzpUyRnjX+cfEn/DAYq+XiCpIIoR1GKsu/K/R/wBL6/b1FUgrO3+w+x/w5XFXuPmzWRoGk3V5WjJGQn/GRvhT/hiMVfMBJYkk1J6nFX1PoH/HMs/+YeL/AIguKqF15s0exlaGe+gjdDRlaQBgfcYqo/420H/q423/ACNX+uKsF/N3zFpmr6RDFaXcMzi6RisbhiFCSitB7kYq8o03Tp9WuorS3XlJKwRR7nx9h3xV9GeUfJdj5StwkKhpiP3kxHxMfb+VfAD9eKrdX/MHQtEmMFxdj1FNGVFaQqf8ooCAfauKphovmTTfMSF7G4SUD7QFQy/6yNRh92KvPvzQ/Ly3+ryatp8YjeOrTxqKKy95AOxHU+PXr1VeR2bBJ4mY0AdST7VxV9Kf420H/q423/I1f64qmWnapaavGZbSZJkDcS0bBgGABpUd6EYqp6lrun6OUF5cxQl6lfUYLyp1pXFUk1rzlok2n3UaahbszQSqoEi1JKkADfFXzmiNIwVQSSQAAKkk9hir37yD+Xdt5ahS5ukWS7YAkmhEX+SnuO7fdtiqfa55v0ny4Qt9crGxFQgBd6f6qAkfTiqzRPOmj+Yn9Ozuld/5GBR9vBXAr9GKpZ54/L+081QNLEqxXaiqSAU50/Zk8QfHqPwxV89zwSWsjxSqVdGKsp6hlNCDir0j8j/+Ond/8w//ABuuKvXdY1qz0C3N1eyenGCFLcWbc9NkBOKpCn5peWXIUXw38YpQPvMeKshIs9ctQSI7iCVajo6MD+GKvn/8xfKieVNT9OCvoTL6kQJqV3oyV9j+FMVYnirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiq+KVoXV0NGUhgR2I3BxV9R+XtWXXdOtr1f92xhiB2bo4+hgRirwH8x9G/QuvXUaiiSn1k+Um5+5uQxV6H+SejfVrC4v2G878E/1I/D5sT92KoT879a4R2umIftEzyCvYfCn3nl92KvH8VfVGgf8cyz/wCYeL/iC4q8p82/lhrWsavd3cCxGOWTktZADSg7UxVJ/wDlT3mH+SH/AJGj+mKsd8x+V77yrNHDehQzrzXi3IUrTFWX/kppy3GrT3LCvoQ0X2aQ8a/8CGxV6b+YGtSaDod1cRErIQI0I6hnPHl9AqcVfNhJYkk1J6nFU08t67N5b1CG9ir8DfEoNOaH7Sn5j8d8VelzfndaXEbRvp7lXUqR6o3BFD+ziryA0rtirWKvc/yR/wCOJP8A8xb/APJuHFUj/PT++07/AFJv1piryjFWX/lbpq6l5htuYqsPKYild0Hw/cxBxV7zr2pjRtPubwivoxO4HiQPhH0nFXy9eXk2oTyXE7l5JGLMx6knFVlvcSWsiSxMUdCGVlNCCNwQcVfTnlLWDr+kWl632pI/jp05qSj/APDA4q8Y/N/TVsNfaRBQXESSmnTlvGf+IVxVM/yP/wCOnd/8w/8AxuuKs1/NyN5fL7qilj6sewFT1xV4Oun3TkAQyEnoAh/pir6C/LLSrvR9Chhu1KOzO4RtmRWOwI7eNPfFXn/52alFdajbWsbAtBGxenZpCDxPvRQfpxV5pirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVezfklrfrWtzprneJvVj/wBR9mA+Tb/7LFVv536P6tvaX6LUo5hanUh/iT7iD9+KvQPLOlDRNLtLMChiiUN/rndz9LE4q+e/PWtfp7Wrq4U1QP6cfhwj+EEfOlfpxVj+KvqjQP8AjmWf/MPF/wAQXFWL6z+bOk6JeTWU0NyzxNxYoiFSfasoP4Yqgv8Ald2if74u/wDgI/8Aqtirzz8xvNtp5vvIJ7RJUWOLgRKFBryLbcWbxxVkX5GTqt5fRd2iRh8kYg/8SGKsy/Nm2e48uzlBX03jc/6oYA/rxV894qq2ttJeTRwRCryMqKPFmNAMVZh/yqPzH/viP/kan9cVYYy8CRtsabGoxVbir3P8kf8AjiT/APMW/wDybhxVI/z0/vtO/wBSb9aYq8oxVnf5O3Cw+YFU9ZIZEHzFH/UpxV7D51tXvNDv4oxVjA5A8eI5U/DFXzHirsVfSH5bWr2flywjkFCUZ/okd5F/BhirzX87LkS6zBEP912y1+bO5p91MVVvyP8A+Ond/wDMP/xuuKvYdS1S10iEz3cqxRggcm6VPTFUpXz95fYgDUId/FqfrxVObiP69bssMzR+ovwyx8SQD0ZSwYYq+avOGiXGgarPa3EhlavMSHrIr7hjXv4++KpJirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVZJ+X+t/oHXLWYmiO3pSf6knw7/I0b6MVfQ+raXDrEAgmFVEkcn0xur/jSmKpZ551r9A6LdXKmj8OEf8AryfCD9Fa/Rir5nxV2KvqjQP+OZZ/8w8X/EFxVgHmP8oZdd1G4vReqgmflxMRNNvHmMVS3/lRc3/VxT/kSf8AmvFWPedPy2k8nWUd210sweVYuIjK0qrtWvI/y4qk/kvzEfK+qw3hqY90lA6mNvtfd1+jFX0eRa61aEVWaCdCNjVXRhiryLWPySvUmZtOuIniJNFlJV1HhVVYH57YqyLyP+VQ8u3K319Kssyf3aIDwQkfaJYAsfDYUxVP/P8A5mj8s6VLJyHrSqY4V7lmFOXyXr/t4q+bsVdir3P8kf8AjiT/APMW/wDybhxVI/z0/vtO/wBSb9aYq8oxVHaNqkuiXsF7F9qFw4HiB1X6Rtir6b0bWLbXrSO7tWDJIK+6nurDsR3xV5v5p/Jk3dw9xpUscYcljDJUKp78GUNt7U28cVUfLn5KyRTpLqs0bIpr6UXI8/ZnIWg8affir1HUL+10S0e4nZY4olqewAHRVH4AYq+Z/MmtyeYtSuL6QU9V6qP5UHwov0KBirOPyP8A+Ond/wDMP/xuuKsz/OD/AJR6T/jNF+vFXgGKvoj8qp2n8t2vI14mRR8g7UGKvPvzuh46xbybUa1Ue9VeT+oxV5xirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir1Wx/PCS2t4opdP9R0RVZ/X48yBQtT0jSvzxVj3nn8xZPOcEEAtvQSNy5HqepyanFf2EpQE/firC8Vdir1Sw/Oz6jbQ2/6N5elGicvrFK8QFrT0T4YqiP8Ale//AGrP+nj/AK84q7/le/8A2rP+nj/rzirHfO/5lf4ysY7T6n6HCZZeXq+pWiutKemv83jirBcVZR5T/MDUvKX7uIiWAmphk+yCepQjdT+Htir0G3/PGwZQZrKZW7hGVx954/qxVCap+eK8CthZHkejTNsP9gnX/gsVeY61rt75huTc3spkc7CuyqP5VXoBiqX4q7FWdeSPzK/wbYyWn1P1+czS8vV9OlVRaU9Nv5fHFUD5688f41e3f6t6HohxT1PU5c+P+QlOmKsTxV2Kp35a83aj5UlL2clFanONhyjeniPH3FDir0my/PK2ZB9aspFbv6bhgf8AguOKrrz88rRUP1aylZu3qMqD/heWKvOfNHnTUvNkgN04EamqRJUIvvTufc4qx/FWTeR/OP8Agy5muPq/r+pHw4+p6dNw1a8G8MVTrzh+aX+LNOax+pejV1bn63P7J6cfTX9eKvP8VZ95N/NFvKdh9SNmJwJGcN6vp0DU2I9N+/fFUr88+dE86SwTC19BolZT+89TkCaj9hKU3xViuKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kpn5b02PWNTtbOUsEmlVGKkBgCe1QR+GKvYP+VI6J/v+7/4OP8A6o4q7/lSOif7/u/+Dj/6o4q7/lSOif7/ALv/AIOP/qjirzf8xPK1r5R1GK1tXkdHgWUmUqW5F5F/ZVdvhHbFWLwwvcOscalmYhVVRUknoAMVereWvyWMsazavMyEivoxUqP9ZzUfQB9OKsqX8pPLiiht3PuZX/g2KpHrn5J2kqM+mTvG9NklPJD7cgAy/jiryPU9MudHuXtbqMxyIaMp/WPEHxxVCYqyDyp5Mv8AzdMUtlCxr/eTPXgvt7t7DFXq2m/kxotqg+svLcN3Jb01+hU3H/BHFUVcflB5emQqkUsZ/mWViR/wfIfhirz3zj+VV55dia7tHNxAu7bUkjHiQOo9x92KsBxVkXkXy/b+Z9WjsrlnVGVyTGQG+FSR9pWH4Yq9Qb8kdFIPG4uwabEvGRX5ekMVeN6zpM+h3s1lcCjxMVPgR1DD2I3GKo/yXokHmPWLawuGdY5fU5FCA3wRu4oWDDqvhirPvNv5UaVoOk3N7BNcs8SgqHdCpqwG9Iwe/jiryTFU28u+Wr7zRci2s0qerudkQeLN/n7Yq9a0j8ldLtkBvZpZ37hT6afQBVv+GxVMpPyj8uOpAgkU+Ilev/DEjFWE+avyduNMia40yRrhFFTEwHqgD+Urs3yoDirzQimKpl5b02PWNTtbOUsEmlVGKkBgCe1QR+GKvYP+VI6J/v8Au/8Ag4/+qOKsR/MX8uLXynZw3dk8zqZOEnqlWpUVUjii+B/DFXnWKvV/J35TWGuaVBe3stwkkwLBY2QKEqQv2o26jfriqef8qR0T/f8Ad/8ABx/9UcVeGYqz78t/Ilh5wiunu5JkMTIF9JlFeQJNeSN4Yqv/ADH8g2Hk+2t5bSSZzLIVb1WUigFduKLirz7FWwK4q9o0z8lNNktIWu5rlZmRTIEZAocirAcoidvnirH/AMwfyztfK+nre2MkzgSBZRKytRW+yw4ovfb6cVebYq7FXYq7FWfflv5EsPOEV093JMhiZAvpMoryBJryRvDFV/5j+QbDyfbW8tpJM5lkKt6rKRQCu3FFxV59irsVTPy3psesana2cpYJNKqMVIDAE9qgj8MVewf8qR0T/f8Ad/8ABx/9UcVd/wAqR0T/AH/d/wDBx/8AVHFXf8qR0T/f93/wcf8A1RxVJ/Nv5UaVoOk3N7BNcs8SgqHdCpqwG9Iwe/jirzfy3psesana2cpYJNKqMVIDAE9qgj8MVewf8qR0T/f93/wcf/VHFXf8qR0T/f8Ad/8ABx/9UcVd/wAqR0T/AH/d/wDBx/8AVHFXm/5ieVrXyjqMVravI6PAspMpUtyLyL+yq7fCO2KsVArir0zyn+Ts+pRrc6pI1ujbiJQPVI8WJqF+VCfGmKs1j/KPy4igGCRj4mV6/wDCkDFUs1f8ldMuUJsZpIH7Bj6kf40b/hsVeR6/5fvfLV01reJxYbgjdXX+ZT3GKpZir2nTPyb0a9s7ed57oNJEjkB46VZQxp+6xVh35i+QF8oNDNatJJbyfCWkoWWQb0JUKNx027HFWD4q9l0P8n9H1PTrS6knug80EUrBXjChnQMaViO2/jiry3zJpsej6ndWcRYpDKyKWILEA96AD8MVS6ONpWCICzMQAAKkk9ABir1Lyx+TEl3Gs+rStEGFRDHTmB/lsagH2ofnirL0/KPy4oAMDt7mV6/gRiqUaz+Smn3CFtPnkhemyyHnGf8AjYfefliryPW9DvPL101peR8HXfxVgejKe4xVL8Vet+Uvyo0rXtJtr2ea5V5VJYI6BRRiNqxk9vHFWEeffLlt5W1RrK2aRkEaNWQgtVuv2VUfhirG8VdiqtaWc1/MkFujSSOaKqipJxV6z5e/JOPgsmrTtyO/pQkAL7M5Br9A+nFWSD8pPLgFPq79OvqvX/iWKsf178k4HRpNLnZXG4jmoyn2DgAj6a4q8l1DT7jS7iS2uYzHJGaMp7f59jiqGxVOfLPlW+813PoWibLQySNskYPdj+oDfFXrWlfktpNqg+uSS3D7VofTT6Avxf8ADYqj5Pyj8uOpAgkU+Ilev/DEjFWE+avycuNNia40yVrhFBLROB6tB/KV2b5UH04q80IpiqZeW9Nj1jU7WzlLBJpVRipAYAntUEfhir1m+/JjRba3llWe7JRGYVeOlVBP++sVeJ4q7FWf/lx+Xtv5uhuLi8eVI0ZUT0ioLNTk1eSN0BX78VZjL+SOj8G9O4uuVDx5PHx5dq0i6Yq8TuIHtZXikHF0YqwPZlNCMVU8VdirsVVbaMTSxoejMoNPc0xV7d/ypHRP9/3f/Bx/9UcVeKX8C2tzNEtSEkdRXrRSRvir0XyB+W2m+atM+uXUtwr+q6UjZAtFC/zRse/jiqS/mP5Ps/J9xbRWjyuJUZm9UqTUGm3FVxVj/lvTY9Y1O1s5SwSaVUYqQGAJ7VBH4Yq9ZvvyY0W2t5ZVnuyURmFXjpVQT/vrFXieKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kp/wCRf+O/p3/MQn68VfSN9M1tbTSrSqRswr0qATirw/8A5XRr38lt/wAi2/5rxV3/ACujXv5Lb/kW3/NeKsX8zeZ7vzXcpdXYQOsYjHpgqOILN3J3qxxVnv5K+XI7iSfVZVB9I+lDXs5FXb5gED6Tir0Dzt5tj8n2H1grzkc8IkPQtStW/wAkd8VeMy/mn5kll9QXfHfZFjj4j2oVP4nFXp/5c/mA3m1ZLa6VUuYlDfDssidOQHYg9fniqC/OXQI7zTF1FRSS2ZQx8Y3PGh+TEU+nFXitnaSX88VvEKvK6xqP8pzxH4nFX1BoGiW/l6xhsrcUWNdz3dv2nb3JxV5j53/Nq6t7uSz0kqixMVaYqHLMNjwDVWg8aGuKpBo/5ua5YTKbmRbmOvxI6qpp34sig1+dcVe46TqlvrtnFd255RyrUV6+BUjxB2OKvA/zM8tJ5b1dhCtIZ19WMDotTRk+g9PYjFVb8o/+Ujg/4xy/8QOKvoImmKvN/wA3vKP6TtBqluv723WkgHV4vH5p1+VcVefflX/yk1j/AM9v+TMmKvY/zI/5Ry//AOMa/wDE1xV83Yq+lvI3lqPyvpcUHECVwHmbuZGG4+S9BirE/wAw/wAz5dDuW0/TQvqoB6srDkEJFeKr0J8a/LFWE2P5seYrSUSSXCzLWpSSNAp+lFUj6Dir2zyv5jt/NVgl7ACtfhdDuUcdV/p7Yq8k/OHyzHpN/HfwKFjuq8wOglXqf9kDX51xVjPkX/jv6d/zEJ+vFX0lfXaWFvNcSfZijaRvkgLH9WKpT500ka7ot3bAcmMZdP8AXT41p8yKYq+bNPspNRuYbaP7UrrGvzY8Rir6iJg0Kw22jt4gAOnwotAPwxVHYq+R8Vex/kX/ALzah/xki/U2Kqv55f7w2X/GZv8AiOKvF8VZR+XWifp3XbaNhVIj60n+rHQgfS1B9OKvdvNfmKPyvYG8k3/eRoB48mHL7l5H6MVROt6ZFr+nT2jEFZ4yoPYEiqt9BocVfLlxA9rK8Ug4ujFWB7MpoRiqnirsVdir2P8AIv8A3m1D/jJF+psVVfzy/wB4bL/jM3/EcVeL4q7FUXpeoy6Rdw3cNOcTh15CoqPHpirNf+V0a9/Jbf8AItv+a8VeteSNan8w6NbX1yFEkvqcuAovwyOgoCT2XFWHfmJ+Ymp+VtTW0tFhKGFH+NCxqxYdmHhirCNZ/NLWNcs5bKdYBHKAG4oQ1AQdjzPhiqWeRf8Ajv6d/wAxCfrxV9I30zW1tNKtKpGzCvSoBOKvD/8AldGvfyW3/Itv+a8Vd/yujXv5Lb/kW3/NeKsX8zeZ7vzXcpdXYQOsYjHpgqOILN3J3qxxVk/5Q+XI9Z1RrqZQ0doFcA9DIxPD7qE/MDFXsnmXX4PLOny30wLBAAqjq7nZVxV4dffmt5iu5TJHciFa7JGicR9LKxP0nFWeflz+Zc3mG4/R+ohfWKkxSKOPPjuVZenKm+3hiqdfmfoEetaJPJT95bKZo27gKKuPkVr+GKvnfFX1RoH/ABzLP/mHi/4guKta7o0HmGxmsp/syqRUblWH2WHup3xV8y6vpU+iXk1ncCjxMVPgfBh7EbjFX0p5S/44mm/8wlv/AMm1xV8++ev+O/qP/MQ/68VZl+S/lqO8nm1WZQwgPpwg9PUIqzfNQRT5/LFXpHnHzXD5RsDdSLzdjwijrTk58fYd8VeL3X5reY7iX1FuhEK7IkacR/wasT9JxV6H+Xf5lN5ll+oX6qtxQmN1FFkA3II7MOvv7Yqm35k+WY/MOkSsqj1rdTLE3f4RVk/2QH30xV864q+kfy3/AOUcsP8AjG3/ABNsVeUfnD/ykL/8YYv1HFWC4q7FXtH5MeWo4LR9WlUGSUskRP7MamjEe7NUfR88VZH5/wDPCeTrZBGokuJq+mh+yAOrtTt7d8VeSN+avmRpfU+tgb/YEUfGnh9iv41xV6p+Xvn5fN8bwzqsdzEOTBfsunTmtem/UYql35weWY9R079JRqBNbU5EdWiJoQf9Umv34q8NArir6Z8meXI/LGlw2yqBIVDzN3aRh8Vfl0HsMVYb+Yf5oT6Nctp2mcRJH/eysA3EkV4oDtUdyflirCbH81vMVnKHe5Ey13SRE4n6VVSPoOKvaPLvm+x1+wiu/USIuKNG7gFWGxG9PoOKvHPzX0u1stX+sWjIUuU9RghBAkBo/Tx2P04qk/kX/jv6d/zEJ+vFX0dq3+8Vz/xhk/4icVfKWKuxV9NeStE/w/o1rakUcJzk/wCMj/E33Vp9GKr/ACv5kh8yxXEkVP3NxJDt3VT8Df7JSMVeOfm5of6K1prhBRLpfVHhzHwyD7/i+nFWC4q7FXYqiLH/AHph/wCMi/rGKvrDFXynrH+91z/xmk/4kcVe3fk1/wAcA/8AMRJ+pcVYt+eX+9tj/wAYX/4lirDfIv8Ax39O/wCYhP14q+jtW/3iuf8AjDJ/xE4q+UsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVT/AMi/8d/Tv+YhP14q+l5I1lVkYVDAgjxB64qx/wD5V/5e/wCrfD9x/rirv+Vf+Xv+rfD9x/rirwLzfaRWOs30ECBESZ1VR0AB6Yq9p/KKNU8uQEdWklJ+fIr+oYqxH885WN1YR1+ERyMB7llB/ViryvFV8crwnkjFT4g0P4Yqve7nkBVpHIPUFiRirIPy5iWXzHYBv9+FvpVWYfqxV9E6jK0NrPIpoVjdgfcKTir5RJJNTirWKvdvyVmeXQpFY1CXUir7DhG362OKpR+esK8NOk/aBmX5g+mfwxViv5R/8pHB/wAY5f8AiBxV67+Yt3NYaDc3FuSJImgdSOxWaNvu8cVR/lvXIPNOmxXaAUkXjIh34uNnQ/59MVeaaZ5VPlXz1aRoD6EvryQn/JMUlU/2J2+VPHFWd/mR/wAo5f8A/GNf+Jrir590GJZtSs0bo08Sn5F1GKvqnFXytr0zXGo3cjmrNPKSfcscVQGKvX/yKmdo9SiJ+FWgYD3YSA/8RGKpv+dUKvocTnqlyhH0rICMVeUeRf8Ajv6d/wAxCfrxV9CeaYzLo2oIvVrWcD5mNsVQfkPV/wBN6HZzk1YRiN/HnH8BJ+dK/Tirz3yr5V+q+d7qPj+7tC8y+FJB+6H0c/wxVl/5m6sLKytrQH4ru5iQj/itWDv/AMaj6cVZpir5HxV7H+Rf+82of8ZIv1Niqr+eX+8Nl/xmb/iOKvF8Ve2fkpon1Wwn1Fx8Vw/BD/xXH1+9q/diqUfnfrPqXFrpyHaNTM4/ym+FPuAP34qzf8tNa/TWg27MavDWB/nH9n7044q8t/NzQv0VrTXCCkd2vqjw5j4ZB99G+nFWC4q7FXYq9j/Iv/ebUP8AjJF+psVVfzy/3hsv+Mzf8RxV4virsVdirsVfRX5V/wDKM2P/AD2/5PSYq81/Oj/jvJ/zDR/8SfFXn+Kp/wCRf+O/p3/MQn68VfS8kayqyMKhgQR4g9cVY/8A8q/8vf8AVvh+4/1xV3/Kv/L3/Vvh+4/1xV4F5vtIrHWb6CBAiJM6qo6AA9MVepfkdGo028fubgA/JUUj9ZxVr88ZWXTrNAfhackjxKqafrOKvFcVXI7RkMpII6EGhxVVN7cMCDK5B/yj/XFVDFX1RoH/ABzLP/mHi/4guKsT8leajNq2qaNcGjx3VxJBXuhkYsu/hWo9j7Yql/5w+U/r9qNVt1/eQCkoH7UX83+wP4fLFWa+Uv8Ajiab/wAwlv8A8m1xV8++ev8Ajv6j/wAxD/rxV7H+UUSx+XISP2pJWPz5Ff4YqxH885mNzYR1+ERyMB7kqD+rFXleKp35MmeDXdOZDQm6hX6HcK34HFX04yhwQRUHYjFXyZPGIpHQGoViAfGhxV9G/lv/AMo5Yf8AGNv+Jtiryj84f+Uhf/jDF+o4qwXFXYq+mfIkSxaBp4X/AHwjfSw5H9eKvI/zkmaTX+LHZIIwo8AeTfrOKsCxVmX5TzPF5ltFU0DrMre49N2/WoxV7j5ohWfSL9H6G2mBPh8Db/Rir5r0GJZtSs0bo08Sn5F1GKvqnFXytrsrT6jdyOas08pJ9y5xVm35fflzZeb9Pku7iaaNknaICPjSgVGr8Snf4sVZT/yo/Sv+Wq5+9P8AmjFWGfmL5DtPJ0Vs9vNLIZmcH1OO3EA7cVHjiqR+Rf8Ajv6d/wAxCfrxV9Hat/vFc/8AGGT/AIicVfKWKsn/AC70T9O65bRMKpGfWk/1Y9/xag+nFXuXnjWf0Fot3cg0fgUj/wBeT4F+6tfoxV5b+S+tfU9TlsXPw3KVUf8AFkdWH3ry+7FWcfm3oX6W0Vp0FZLRvVHjw6SD7vi+jFXgGKuxV2Koix/3ph/4yL+sYq+sMVfKesf73XP/ABmk/wCJHFXt35Nf8cA/8xEn6lxVi355f722P/GF/wDiWKsN8i/8d/Tv+YhP14q+jtW/3iuf+MMn/ETir5SxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVP/Iv/AB39O/5iE/Xir6P1N2jtLhlJBETkEbEEKcVfNH+Ldb/6uV3/ANJEn/NWKu/xbrf/AFcrv/pIk/5qxVLJ55LqRpZXZ3Y1ZmJZmJ7knc4q9q/JTVUuNMnsiRzhlL0/yJAKH/ggcVVPzi8tTatZQ3tuhdrYtzUbn02pU0/ySPurirw3FXo35WeRk12SW81CDlbKpVA1QJHJ6gimy0+84qyH8yPK+geXdFlmgtI45nZI4jVq1Jq1AW/lBxV5X5b1MaNqdpeN9mKVGb/Vr8X4VxV9RfBcR9mV1+YKkYq+ZvN3li58q38lvKp9MkmF+zpXbfxHcYqlFvby3cqQwoXdyFVVFSSewGKvpDyH5dfyxpENrLT1STJLTcB37fQKD6MVeafnXqyXepW9mhB+rRktTs8tDx/4FVP04qlX5R/8pHB/xjl/4gcVeufmR/yjl/8A8Y1/4muKvKvyq82/oDUPqk7UguiFNeiS9Eb5Hofo8MVe5XWnQ3c9vO6/Hbuzxnw5o0bD5EN+rFUi/Mj/AJRy/wD+Ma/8TXFXzlbzNbSpKn2kYMK+KmoxV9VaZqEWq2sN3CapKiuvyYVp9GKvA/zL8qz6Bqk04Q/V7h2kjcdAWPJkPgQentirDlUuQAKk7ADFX0D+Vnlaby3pjPcrxmuWDsp6qoFEVvfqfpxVjv546sghs9OUgsXM7juAAUT7+Tfdirz7yL/x39O/5iE/Xir6J1//AI5l5/zDy/8AEGxV5p+R+sVF5pzHpSdB9yP/AMa4q9Ph0yGC9mvVH7yaOONvlGXI/wCJ/hirx78y9Y+v+aLW1U/DatEn+zdldvw4j6MVe24q+R8Vex/kX/vNqH/GSL9TYqq/nl/vDZf8Zm/4jirxy2t5LuWOGMVeRlRR4sxoBir6l0bTI9Gsbezj+zDGqV8SBufpO+KpNq/5d6Lrl1Jd3cLvLJTkfUcdAFGwanQYqj/L/lfT/LCSJYoyLIQzAuzbjavxE0xVj35t6H+ltEadBV7VvVH+p9mQfd8X0Yq8AxV2KuxV7H+Rf+82of8AGSL9TYqq/nl/vDZf8Zm/4jirxfFXYq7FXYq+ivyr/wCUZsf+e3/J6TFXmv50f8d5P+YaP/iT4q8/xVP/ACL/AMd/Tv8AmIT9eKvo/U3aO0uGUkEROQRsQQpxV80f4t1v/q5Xf/SRJ/zVirv8W63/ANXK7/6SJP8AmrFUsnnkupGlldndjVmYlmYnuSdzir1P8jtVRJLywYgM4WVPfjVX/WuKsx/M7y5L5i0dlt1LSwOJUUdWABDKPeh/DFXzwylCQRQjYg4qzP8ALTyefMuoCW4iLWsNTISCFdqfCgIpvvU+2KvRfNvk7y5oekXd2LKNWSJhGeTf3jfCn7X8xGKvBsVfVGgf8cyz/wCYeL/iC4q+f/M+oz6T5ovLu3bjJFdOyn3B6H2PfFXvWhaxbeatNjukAKTIVdDvQ/ZdGxVHWFnHp1tDbRV4QxpGtdzxQBR+rFXzd56/47+o/wDMQ/68VenfknqyXGmz2JI5wy8wPFJB/wA1A/hiqJ/NzyrPrllFd2qF5LbkWQfaaNqcqeJWlafPFXhRFMVZ7+VHlWfVdTi1B0It7ZuXI9GkH2VXxodzir2fzHqyaFptzeOQPSjYrXu/RF+lqDFXy1ir6R/Lf/lHLD/jG3/E2xV5R+cP/KQv/wAYYv1HFWC4q7FX0J+VGrJqWgQx1HO3LROPkeSH/gSMVY3+cvlWe5aPVrdC4RPTmA3KgElXp4bkHw2xV4/ir1X8m/Ks5uTq86FY1RkhrsXZtmYewFR9PtirOfzJ1ZNJ0C7JIDTIYEH8xk+FvuXkfoxV87W87W0qSr1Rgw+amuKvqrT72LUraK5hNUlRXU+zCuKvAfzK8rT6Bqs0wQ+hcOZI3A+EFjyZD4EH8MVQHl7zzq3lqBrWxkVUeQyEFFYliFXuPBRir3byVLq9zpqz6uR60jFgvEIUjoOIYDv3+mmKsK/PT/ebT/8AjJL+pcVed+Rf+O/p3/MQn68VfR2rf7xXP/GGT/iJxV8pYq9q/JTRPq1jPqLj4p39NP8AUj6kfNv+I4qzrXvLtl5lgW3vUZ41cOFDFfiAIB+EjxxVKNO/LXQtKuYrq3gdZImDKfVc0I9i2KsnnhS5jeKQcldSrA9wwoRir5b17SX0PULiyfrDIygnuv7LfStDiqX4q7FURY/70w/8ZF/WMVfWGKvlPWP97rn/AIzSf8SOKvbvya/44B/5iJP1LirFvzy/3tsf+ML/APEsVYb5F/47+nf8xCfrxV9Hat/vFc/8YZP+InFXylirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiqf+Rf8Ajv6d/wAxCfrxV9MEVxVS+qQ/77T/AIEYq76pD/vtP+BGKvEPzqjWPWoAqgD6onQU/wB2S4qxLyz5jufK18l5bUJHwuh+y6Hqp/z64q+hfLfnHTPNESvazASU+KFiBIp/1e49xtiqvL5W0eeX1nsLZnrXkYkqT4nbfFVTVdb07y5Bzu5o4UUfCvc07Ig3P0DFXgfn3zrJ5xu1ZVKW8VREh679Xb/KP4YqxXFXqv5cfmdFp8KabqjcY0FIZtzxHZH9h2Pbp0xV6u8dlrcA5LFcxNuKhZEP6xiqnp+hadpJLWlrDCT1ZI1U/eBXFWM+cvzLsPLkTxWzrcXRFFRTyVD4yEfq6/LrirwO8u5r+aS4ncvJIxZmPUk4qy/8o/8AlI4P+Mcv/EDir1z8yP8AlHL/AP4xr/xNcVfN2KvoP8sfN3+JNOEM7VuLYBHr1dP2H/gff54qjvzI/wCUcv8A/jGv/E1xV83Yq9C/Lf8AMYeW/wDQL6ptWYlXG5hY9du6nqfvxV7Tb3VjrtvyieK4hcb0o6n2I3+44qo2XlzS9Ok9W2soIn/mSJVYfIgbYqlXmrz9pnlaJg8glnp8MCEFq/5f8o+f0A4q+fta1m51+8lvLpqvIa7dFHZV9hiqYeRf+O/p3/MQn68VfROv/wDHMvP+YeX/AIg2Kvnv8v8AV/0LrtpMTRGf0n/1ZPh3+RIP0Yq+j7m4S0hkmkNFjVnY+CqKnFXzHHfvqmtLdyfamulkO9acnrT6MVfUOKvkfFXsf5F/7zah/wAZIv1Niqr+eX+8Nl/xmb/iOKsS/KHRP0prQuXFUtF9Q/67fCg/WfoxV6z5/wBdby9otxcRtxlYCOI9w77VHuBU/Rirw7/lYPmH/q4TfeP6YqitM/MjXLa7glnvJZI1kUuhpRkB+IdO4xV9CukV9CVajxyoQfBlYfxBxV8u69pL6HqFxZP1hkZQT3X9lvpWhxVL8Vdir2P8i/8AebUP+MkX6mxVV/PL/eGy/wCMzf8AEcVeL4q7FXYq7FX0V+Vf/KM2P/Pb/k9JirzX86P+O8n/ADDR/wDEnxV5/iqf+Rf+O/p3/MQn68VfTBFcVUvqkP8AvtP+BGKu+qQ/77T/AIEYq8Q/OqNY9agCqAPqidBT/dkuKsI0nVLjRbuK8tm4yRNyU9vcH2I2OKvoLyl+YGneaYkAkWK4p8ULmhr/AJBP2h8t/HFU3vPLWlajJ6txZW8j/wAzxKWPzJG+KqtzeWGgW/KZ4reJRtWiKPZR/AYq8Q/Mf8wP8VutracltY25VOxlfpyI7Adh9/sqwTFX1RoH/HMs/wDmHi/4guKvnbz1/wAd/Uf+Yh/14qn/AOVHm79BX/1KdqQXRAqeiS9Fb5H7J+jwxV71ir5m89f8d/Uf+Yh/14qhfLnmC58sX0d7bHddmU/ZdD9pW+f9uKvoLyz520zzRGpt5QstPihc0kU+w/aHuMVRt15Z0m9l9aext5HrUs0Skn5kjf6cVVr3UbDQYOdxLHbxKKCpCj5Kv8Birw38xPzBbzZILa2DJaxtUV2aRv5mHh/KPpPsqwfFX0j+W/8Ayjlh/wAY2/4m2KsjeCOQ1ZFJ8SAcVW/VIf8Afaf8CMVeOfnfGkd7ZBVA/dP0FP2sVYj5M833Hk+99eMc4nAWaOtOSjoR/lL2/txV9AaF5o03zJEJLKdXNPiQ7SL7Mh3/AIYqubyto7y+sbC2L9eXopWvj06++KrtZ8wad5dh9S8nSIAfCtfianZUG5xV4F5586zecbsNQxwR1EUZ679Wb/KP4dMVYvir0r8tPzHTQlGm6ixFvUmOTc+kT1Vh/ITv7H26KvZFa01e3qDHPDIPaRGH4g4qhLXy3pGmOZ4LK3iYb81jVSvyNNsVSy28+6ff60mk2rCUlHLSKaoHXfgp/a2DVOKsS/PT/ebT/wDjJL+pcVed+Rf+O/p3/MQn68VfR2rf7xXP/GGT/iJxV8r21u93KkMYq8jBFHizGgGKvqTRNLTRbC3s4+kMapXxIG7fSd8VeG+ZvzG1eXVLo2d5JHCJCsaqRTivwgjb9qlfpxVK/wDlYPmH/q4TfeP6Yq9l/LHzHL5i0cNcOXmhkaORj1b9pT9xp9GKsI/O3Q/QurfUkG0q+lJ/rpup+lf+I4q8uxV2Koix/wB6Yf8AjIv6xir6wxV8p6x/vdc/8ZpP+JHFXt35Nf8AHAP/ADESfqXFWLfnl/vbY/8AGF/+JYqw3yL/AMd/Tv8AmIT9eKvo7Vv94rn/AIwyf8ROKvlLFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FW1YoQQaEbgjFUwXzBqaDiL24A8BM9P+JYqgZZnnYvIxZj1LEk/ecVWYq7FXYqiLW/ubE1gmkjJ/kcr/wAROKqtxrV/dKUmupnU9Q8jMPuJxVBYq7FXYq7FXYq7FXYq7FXYqrW93NaNyhkeM+KMVP3jFUTJr2pTLxe8uGHgZXI/FsVQGKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ko+PXtShXil5cKPASuB+DYqhbi6mu25zSNI3i7Fj95xVSxV2KuxV2KuxV2KuxV2KtgkGoxVHpr+pxjit5cAeAlcD/iWKoOe4luW5yuzt4sSx+84qp4q7FXYq7FXYq7FXYqmfl/R7zXb2O1sv71qkNUqFCipYsOmKsx1Xyb5o0O0kubrUwkUY3/ANJl37BQOO5PYYq8+kleZi7sWY9STUn6TiqzFXYq7FURa39zYmtvNJET3Ryv/ESMVVLnV769XhPczSDweRmH3E4qg8VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVbVS5AAqTsAMVZDaeQfMF6geOwlodxzAT8HK4qsvvI2u6anOawmCjclRzAHvw5UxVISKYq1iqYWWg6lqUfq2tncTJUjlHE7rUdqqpGKq/+Etb/AOrbd/8ASPJ/zTirj5T1pQSdOuwB/wAu8n/NOKpZPby2rmOVGRh1VgVI+g4qp4qjbHR7/VAxtLWacLQMYo2eleleINMVdfaLf6Wqtd2s0AY0UyxsgJ8ByAxVDQQSXUixRIzuxoqqCzMT2AG5xVM/8Ja3/wBW27/6R5P+acVd/hLW/wDq23f/AEjyf804qhL3R77ThW6tpoR0/eRsn/EgMVQeKoqx0y71NilpBLMyipESM5A8SFBxVG/4S1v/AKtt3/0jyf8ANOKu/wAJa3/1bbv/AKR5P+acVd/hLW/+rbd/9I8n/NOKoW+0e/0sKbu1mgDVCmWNkrTrTkBXFUFiqIsrC51GQRW0Lyuf2Y1LH7lxVP0/LfzHIAwsH38WQH7i2KpXqnlzU9F/3stZYh/Mynj/AMEPh/HFUsxV2KuxV2KuxV2KuxVFWGmXeqyelaQSTN/LGpYj50xVPl/LbzGwqLB/pZB+tsVSfU9B1DRiBeW0sNehdCFPybocVS/FW1UuQAKk7ADFU2/wlrf/AFbbv/pHk/5pxVKnRo2KsCCCQQRQgjscVRdjo9/qgY2lrNOFoGMUbPSvSvEGmKor/CWt/wDVtu/+keT/AJpxV3+Etb/6tt3/ANI8n/NOKpfdWc9k3CeJ4260dSp+5sVUMVRVjpl3qbFLSCWZlFSIkZyB4kKDiqN/wlrf/Vtu/wDpHk/5pxV3+Etb/wCrbd/9I8n/ADTirv8ACWt/9W27/wCkeT/mnFUrmhe3do5FKOhKsrAhlYGhBB6EYqjbLQdS1KP1bWzuJkqRyjid1qO1VUjFVf8Awlrf/Vtu/wDpHk/5pxVx8p60oJOnXYA/5d5P+acVSye3ltXMcqMjDqrAqR9BxVTxV2KuxV2KuxV2KuxVPbDyRrmpoJILGYqdwzDgD8i/GuKqt1+X/mCzTnJYSkf5AEh+5CxxVj7o0bFWBBBoQRQg4qtxV2KoiysLnUZBFbQvK5/ZjUsfuXFU/T8t/McgDCwffxZAfuLYqleqeXNT0X/ey1liH8zKeP8AwQ+H8cVSzFXYqmVt5b1W8jWaCxuZEbdXSF2U/JgtDiq+XytrECNJJp90qqCzM0EgAA3JJK9MVSrFURZ2NzqMnpW0Mkz0J4RqXag6mignFUf/AIS1v/q23f8A0jyf804qgb7TrrTHEd1BJC5HILKjIxUkitGA22OKtWWn3OpSelawyTPSvGNC7UHeignFUVdeXdUsImmuLK5ijWnJ3hdFFTQVZlA6nFWVfl9500nydFK80E0lxKaF1C8VQdFFWHfc/R4YqhfNXmPU/wAxLwi0t5nhiFUhjVpCB09RwgPxH8OnzVY7eaBqenR+rc2dxEgIHOSJ0Wp6bsoGKpfirsVdirsVdirsVR+maJf6yxWztpJiOvBSQPmeg+nFU5P5beYwK/UH6V+0lfu5YqkWoaVeaS/p3cEkLdhIpWvyr1xVCYq7FWwK4qn1l5E17UEDw2E3E7gsOFR7cyuKrrzyFr9ghklsJeI6lQJKf8AWxVj7KUJBFCNiDirWKuxVEWVhc6jIIraF5XP7Malj9y4qn6flv5jkAYWD7+LID9xbFUr1Ty5qei/72WssQ/mZTx/4IfD+OKpZirsVTK28t6reRrNBY3MiNurpC7KfkwWhxVV/wlrf/Vtu/wDpHk/5pxVZL5X1iBeUmn3SjxaCQD8VxVLCCDQ4q1irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdiq+KNpnVEBZmICgdSTsBir6E8ifl/a+VoEmmRZLthV5Dvwr+xH4U8ep+W2KpnrnnbRvLsnpXlyqyUB4KGdhXxCA0+nFVTQ/N+k+YyVsrlXYCpQgo9P9VwCfoxVjX5i/l5b67byXtnGEu0BY8RT1gP2WH83gfoPsq8GxV71+TX/HAP/MRJ+pcVZJrvm/SfLTpHf3HpNICyjg71A2/YVsVQVl+Y/l3UJVhivl5MaDmjxgk/5UiKPxxVMvMHlux8y2zW95GGqPhcAc0PijdsVfNOsaZJo17PZymrQyMhI6Gh2b6Rvir1b8i/95tQ/wCMkX6mxVV/PL/eGy/4zN/xHFXm3kX/AI7+nf8AMQn68VfS8kixKzsaBQST4AdcVY//AMrA8vf9XCH7z/TFU2tL2y1y3LwSR3ETVU0IdT4g/wBDirxP81PJMPlueO8s14wTkqU7RyDeg9mG4HscVb/KDVrPSNQupLyeOFWg4gyMFBPJTTfFXrX+NtB/6uNt/wAjV/riqe4qksvnHRIHaOS/t1ZSVZTIoII2IO+KvNfzi13T9Ygsls7mKYo8hYRuGoCFpWmKsK8m+VZvNuoLaoSsajnLJ/Kg8P8AKPQYq+iNH0Sx8uWwgtI1iRRVj3an7Tt3PzxVJbr8zvLlpL6TXoJBoSiO6j/ZIpB+iuKp9Z31jr1t6kEkdxC+xpRlPirD+BxV47+Z/wCXsehD9JWC0gZgJIx0iY7Ar/kk/cfwVebYq7FXYq7FXYqyPyR5Sk836gLepWJBzmcdQvgP8pu339sVfQ2naZY+XrUQ20aQxRip7dOrOx6+5OKpDL+aPluGX0jeV3oWWORl/wCCC7/RirIIprHX7WqGO4gkFD0dGHcHFXhv5l+Rl8qzpc2oP1ackAHf0368K9wRuMVYdY/70w/8ZF/WMVfWGKvlPWP97rn/AIzSf8SOKvV/yL/3m1D/AIyRfqbFXoOueZNO8txpJfzekshKqeDvUgV/YVsVSiH8z/LU7hFvlBOw5RyKPpZkAH0nFU81XSLPX7Zre6jWWNxtXtX9pW7H3GKvmnzHpB0HUrmxLcvRkKg9yvVSfoIxVnP5H/8AHTu/+Yf/AI3XFXsd/qNtpcRmupUiQEDk5CrU9NziqV/420H/AKuNt/yNX+uKu/xtoP8A1cbb/kav9cVfPHmaeO51e/liYMj3U7KwNQys7EEH3GKvZvya/wCOAf8AmIk/UuKsk13zfpPlp0jv7j0mkBZRwd6gbfsK2KoKy/Mfy7qEqwxXy8mNBzR4wSf8qRFH44qmXmDy3Y+ZbZre8jDVHwuAOaHxRu2KvmnWNMk0a9ns5TVoZGQkdDQ7N9I3xVBYq7FXYq7FXYq9y/Lb8u4NKt4tRvow9zIA6KwqIVO42/n8T26DFWXa55r0vy2F+vXCxlhVVoWcj/VUE098VQ+i+etE1+T0bW6UyHojgox/1eYFfoxVB+dvIdp5sgZwqx3Sj93KBuafsv4r+rFXzvcQSWsrxSqVdGKsp6hlNCMVTvyb5Vm826gtqhKxqOcsn8qDw/yj0GKvojR9EsfLlsILSNYkUVY92p+07dz88VSW6/M7y5aS+k16CQaEojuo/wBkikH6K4qn1nfWOvW3qQSR3EL7GlGU+KsP4HFXjv5n/l7HoQ/SVgtIGYCSMdImOwK/5JP3H8FXm2KvpH8t/wDlHLD/AIxt/wATbFWSSRrMjI4qrAgjxB2OKvlnXNMbRr+5s2/3TKyD3APwn6Rvir0n8j9I5SXmosPsgQIfc/G//GuKvYMVeGfnd/x24P8AmET/AJOTYqpfkv8A8d5/+YaT/iSYq9K/NT/lGb7/AJ4/8no8VfOuKvTPyP8A+Ond/wDMP/xuuKsz/OD/AJR6T/jNF+vFXgGKuxV2KuxV2Ks0/LjyOPNt00txUW0BHOhoXY9Iwf8AiR/rir3cCy0C0/3XbwRL7IijFWPJ+aXlt5fSF53pyMcgX7ymKsgu7Ox8w2npzLHcQSio6MpHZlYfgRir598++T28oX/pKS0EoLwsetAd0Puv9MVYyiNIwVQSSQAAKkk9hir37yD+Xdt5ahS5ukWS7YAkmhEX+SnuO7fdtiqfa55v0ny4Qt9crGxFQgBd6f6qAkfTiqzRPOmj+Yn9Ozuld/5GBR9vBXAr9GKpZ54/L+081QNLEqxXaiqSAU50/Zk8QfHqPwxV89zwSWsjxSqVdGKsp6hlNCDiqd+TfKs3m3UFtUJWNRzlk/lQeH+UegxV9EaPolj5cthBaRrEiirHu1P2nbufniqS3X5neXLSX0mvQSDQlEd1H+yRSD9FcVT6zvrHXrb1IJI7iF9jSjKfFWH8Dirx38z/AMvY9CH6SsFpAzASRjpEx2BX/JJ+4/gq82xV9I/lv/yjlh/xjb/ibYqj9S82aTo8xgu7uOKQAHix3oemKrtN81aTrEvo2l5FK9K8Fb4iPYHrirH/AMw/Ilt5is5bmCMLdxqWVlFDJx34N417Hx9sVfPuKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Ksw/KvTl1DzDb8xUQh5qe6j4fuYg4q938wan+htNurylTDE7geLAfCPvxV8u3NzLeSvNMxd3YszHcknqTiqpp9/NpdzFdW7FZImDqR4j+Hjir1ofnpb0309/wDkaP8AmnFXk2p3Md5dzzxIUSSR3VCa8QxJC19sVe4fk1/xwD/zESfqXFWNfndbyzXtkURmpE9eIJ/a9sVec2Wh3+ozLDBbSu7GgAQ/iew98VfUNlE1tbRRytyZI1Vm8SoAJxV82edtSi1bXL25hNUaUhSOjBAEqPnSuKvRvyL/AN5tQ/4yRfqbFVX88v8AeGy/4zN/xHFXm3kX/jv6d/zEJ+vFX0dq3+8Vz/xhk/4icVfKWKvXfyOtbtPrsxDCBwgUn7LOpavH5DriqdfnSyDQkDUqbmPj8+L/AMK4q8IxV2KvrjFXyz5j/wCOrff8xM3/ABNsVS3FXun5Laatto8l1T47iY70/YjHFR9/LFUL+dOvy2Vpb6fCxX6wWaUjaqJQBfkSd/lirxXFWY/lhr82ja1BCGPpXLCKRa7Etsh+YY/rxV71q+nJq1lcWjgETRsm/wDlCgP0HFXyqQQaHFWsVdirsVdir3X8l9OW20aS5p8U8zGv+Sg4qPv5Yqgfzs1uW1trbT4mKiYs8lO6pQKvyJNfoxV4xirLfIfnqTybLNyjaaGVRWMNxo46MK17VB+jwxVO/OH5o2vmnTJbH6k8bMUZXMgbiVYHpxHaoxV5/Y/70w/8ZF/WMVfWGKvlPWP97rn/AIzSf8SOKvV/yL/3m1D/AIyRfqbFU5/NXy3qPmS0tY7CH1WjkZmHNEoCtP22XFXm1v8AlN5kmcK9qsYPVmljIH/AOx/DFXulsIfLumRJcTAR20CI0jmgpGoXkfnTFXzf5q1dde1W7vUFFlkJWvXiPhWv0DFWa/kf/wAdO7/5h/8AjdcVei/mFoN15k0hrS0CmQyI3xHiKKd98VeUf8qe8w/yQ/8AI0f0xVSuvym160hkmkWLjGrO1JBWiip7YqwrFXvX5Nf8cA/8xEn6lxVjX53W8s17ZFEZqRPXiCf2vbFXnNlod/qMywwW0ruxoAEP4nsPfFX1DZRNbW0UcrcmSNVZvEqACcVfNnnbUotW1y9uYTVGlIUjowQBKj50riqRYq7FXYq7FU68n6cuq6zZWziqtMpYeKqeTD7hir6amlW3jeRuiqWPyArir5Z1rVptcvZrydiWlYtua8R+yo9gNsVQccjRMHQlWUggg0II6EHFXrdn+eCRQRpPZO8gRQ7iQAMwG7Acdq4q85806vFr+p3F9DEYlmIbgTWh4gNvt1Irir138ltNW20eS6p8dxMd6fsRjio+/liqF/OnX5bK0t9PhYr9YLNKRtVEoAvyJO/yxV4rirMfyw1+bRtaghDH0rlhFItdiW2Q/MMf14q961fTk1ayuLRwCJo2Tf8AyhQH6Dir5VIINDir6Q/Lf/lHLD/jG3/E2xVFaPq31nVdVsmPxW8kLKP8iWGM/wDElb78VeU/nRpH1PVo7xR8NzHv/rx/Cf8AheOKvTPy60j9DaDaRkUaRfWf5yfEPuWgxVG+WdT/AEut5ODVPrciJ/qxBY6/SVJxV5N+d3/Hbg/5hE/5OTYqpfkv/wAd5/8AmGk/4kmKvSvzU/5Rm+/54/8AJ6PFXzrir0z8j/8Ajp3f/MP/AMbrirM/zg/5R6T/AIzRfrxV4BirsVdirsVdir6M/LHTl07y9aUG8oaZj4lzt/wtBirA/wA69bllvYNNViI44xK47M7k0r/qgbfPFXl+Ks68ifmS/lG3ltZoWnjZg0YD8eBP2uoOx2/zOKrvPn5h2/nK0igW0aJ45OYcuG2IIK04jrt92KoL8rdNXUvMNtzFVh5TEUrug+H7mIOKvede1MaNp9zeEV9GJ3A8SB8I+k4q+Xry8m1CeS4ncvJIxZmPUk4qst7iS1kSWJijoQyspoQRuCDir6c8pawdf0i0vW+1JH8dOnNSUf8A4YHFXjH5v6athr7SIKC4iSU06ct4z/xCuKs7/JbTVttHkuqfHcTHen7EY4qPv5Yqhfzp1+WytLfT4WK/WCzSkbVRKAL8iTv8sVeK4qzH8sNfm0bWoIQx9K5YRSLXYltkPzDH9eKvetX05NWsri0cAiaNk3/yhQH6Dir5VIINDir6Q/Lf/lHLD/jG3/E2xV5R+cP/ACkL/wDGGL9RxVjvlK1u7vV7NbMMZBMjVX9kKwJY+w74q+nyQBU4q+TblkaWQp9ksxWgptXbbFVLFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqzv8AJ2dYfMCqeskMij5ij/qXFXsHna2e70K/jjFWMDkDx4jl/DFXzJirsVZon5TeYpFDCBKEA7yqDv8ATirE7+yl024ltpqB4nZHAIIDKaEVGKvcvya/44B/5iJP1LirK9V8yabobIl7cpCXBKhj1AxVD2PnLRdSmWC3vYXkbZVDULHwFepxVb5v0K48w6fJbW909uxB+zTi+32H25cT7H78VfM8sTQO0bijKSrA9iNiMVewfkX/ALzah/xki/U2Kqv55f7w2X/GZv8AiOKvNvIv/Hf07/mIT9eKvpggMCCKg4qhf0TZf8s0P/Itf6Yqo6hrem6HEWubiKFVHQsAfkqjc/IDFXhX5i+eP8X3SJACttDX0w2xdj1dh+r+3FWG4q7FX1xir5Z8x/8AHVvv+Ymb/ibYqluKvoD8oLhZvL0ajrHLKh+ZPP8AUwxVi3552riawuKfAUkSvgwKt+NcVeUYqn3ke1e817TkQVIuI3P+rG3qN+C4q+l5ZFhRnY0CgknwA3OKvk6aUzSO5FOTFqfM1xVTxV2KuxV2KvoD8oJ1m8uxKOscsqn5luf6mxViv552ziewnp8JSRK/5QKn+OKvKcVTPQfL955kuTa2SB5ApcgkKAooCan54qm2rflxrWiWkl5dRIsUYBY+op6kKNgfE4qx6x/3ph/4yL+sYq+sMVfKesf73XP/ABmk/wCJHFXq/wCRf+82of8AGSL9TYqzLzl5yh8mwwzTQvKJXKgKQKUFe+KsTX88dPJHKynA7kMpP8MVZzby6b5y01JeCz28wqFde4qpqOzKajFXgPnzywPKmqvbRkmJ1EkRPXg1RQ/IgjFWUfkf/wAdO7/5h/8AjdcVereZPMVv5Xsze3KyMgZVpGAWq3T7TKPxxViH/K7tE/3xd/8AAR/9VsVQup/nJo17Z3ECQXQaSJ0BKR0qylRX97irxbFXvX5Nf8cA/wDMRJ+pcVZXqvmTTdDZEvblIS4JUMeoGKoex85aLqUywW97C8jbKoahY+Ar1OKrfN+hXHmHT5La3unt2IP2acX2+w+3LifY/fir5nliaB2jcUZSVYHsRsRiqzFXYq7FXYqyT8vJ1t/MWns3Qy8fpdSg/E4q+jL6Fri2miXq8bKPmQRir5RdGjYqwIIJBB6gjFVuKst0/wDLHXtTtorqGFDHKodCZFBKtuDQnFUh1rRrnQLt7O6CrKgUsFYNTkAw3HscVe4/lBcLN5ejUdY5ZUPzJ5/qYYqxb887VxNYXFPgKSJXwYFW/GuKvKMVT7yPavea9pyIKkXEbn/Vjb1G/BcVfS8siwozsaBQST4AbnFXydNKZpHcinJi1Pma4q+jfy3/AOUcsP8AjG3/ABNsVYudVGk/mDIhNFuoo4m/1iilD96gfTirIPzH8tHzJZ2yKCWS6iqR1Ecjem/3cgfoxVNvNGqL5e0e6ulovpRERjp8R+CMf8ERirH/AMnzXy8n/GaX9eKsF/O7/jtwf8wif8nJsVUvyY/47zf8w0n/ABJMVel/mkpfyzfACu0R+gSxk4q+dMVem/kcD+krw9vQH/ExirMvzg/5R6T/AIzRfrxV4BirsVdirsVdir6X8gzrceX9PZeghVfpT4D+IxV5P+c1s8OurIw+GSBCp/1Syn9WKsAxVOfLvlTUfNLSrYxhzEFL1YKByrT7XyxVFa95E1by1bi5vY0RC4QESKxLEEgUB9jiqcfk7cLD5gVT1khkQfMUf9SnFXsPnW1e80O/ijFWMDkDx4jlT8MVfMeKuxV9IfltavZ+XLCOQUJRn+iR3kX8GGKvNfzsuRLrMEQ/3XbLX5s7mn3UxVnX5QXCzeXo1HWOWVD8yef6mGKsW/PO1cTWFxT4CkiV8GBVvxriryjFU+8j2r3mvaciCpFxG5/1Y29RvwXFX0vLIsKM7GgUEk+AG5xV8nTSmaR3IpyYtT5muKvo38t/+UcsP+Mbf8TbFU/msLa4blJDG58WQE/eRiq0JaaapYCKEHqaKg/hirzz8wfzOs4LWWw0yUTSyKUeVDVI1OzcW7tTpTpirxTFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUfomrS6HfQXsX2oXDU8R+0v0ioxV9N6VqtrrtpHdWzB45Fr8vFWHiOhGKvMPMn5LSy3DzaVNGsbGvpSkrwr1Csoao8K4qiPKX5Otp91HdapMj+mQyxR1KlhuObMBsPAD6cVeg+Y9eg8t2Et7ORRB8K93c/ZUfM/1xV8wXNw95NJNIatIzOx8WY1OKvdfya/44B/5iJP1LirFvzy/wB7bH/jC/8AxLFXmCO0TB1JBUggjqCO+KvrK3cyxI5/aUH7xir5k84w+hrmort/vVMRTpRnLD9eKvSvyL/3m1D/AIyRfqbFVX88v94bL/jM3/EcVebeRf8Ajv6d/wAxCfrxV9Hat/vFc/8AGGT/AIicVfKWKuxV2KuxV2KvrjFXyz5j/wCOrff8xM3/ABNsVS3FXon5RebI9FvJLC5YLFckFGOwWUbCvsw2+YGKvYPMXl618zWT2d0PhbdWH2kcdGX3GKvJLr8kdWSXjBcW7pXZmLI1PdQrfgTirPPIv5d2/lDlPI4muWHHnSiovdUHv3P6sVQ35qebY9E017GJgbi6UpxHVIm2dj8xUD+zFXhFtGJpY0PRmUGnuaYq9u/5Ujon+/7v/g4/+qOKvG9csU0zUbu1jJKQzyxKWoWKo5UVoBvt4YqgMVdir0f8oPNcekXcmnXLhY7kgoxNAso2of8AXG3zAxV6z5o8s2vmuya0uKjfkjj7SOOjD+IxV5NL+SWsLLxS4tmSv2yzqae68D+vFXo/kbyLB5Nhf4/Vnlp6klKCg6Kg8P14qxX85/M0aW6aREwLuwkmp+yq7op9yd/o98VeR2P+9MP/ABkX9YxV9YYq+U9Y/wB7rn/jNJ/xI4q9X/Iv/ebUP+MkX6mxVkf5j+T7zzhbW8Vo8SGKQs3qlgKEU24q2KvP0/JHWiRyuLQDuQ8hP3ekMVet+VtATyzpsFgr8/TBLPSnJmJZjTsKnbFXj35y6lFe60kMZB+rwqjkfzklyPoBGKoz8j/+Ond/8w//ABuuKvTvOfltvNenNZLKIiXVuRXl9k+FRirzz/lRc3/VxT/kSf8AmvFXf8qLm/6uKf8AIk/814q8z1WwOl3txaFuRglki5Upy4MVrT3pir2/8mv+OAf+YiT9S4qxb88v97bH/jC//EsVeYI7RMHUkFSCCOoI74q+srdzLEjn9pQfvGKvmTzjD6Guaiu3+9UxFOlGcsP14qyX8t/Ilh5wiunu5JkMTIF9JlFeQJNeSN4YqivzE/LvTvKOnRXVrLO7vOsRErIV4lJG/ZjXf4R3xV5virsVVbed7WVJozxdGDKfBlNQcVfTXlXzJb+adPju4SORAEqV3SQfaU/w9sVYT5z/ACiOr3Ul5psqRNISzxSVCFz1ZWUGlfCnXFUs0H8lLj11k1SeMRqamOElmenYsyrxH34q9Xvby20W0eeZhHDClT2AVRsAPwAxV8x6/q767qFxeuKGZywHgvRR9AoMVZn+UXmyPRbySwuWCxXJBRjsFlGwr7MNvmBir2DzF5etfM1k9ndD4W3Vh9pHHRl9xiryS6/JHVkl4wXFu6V2ZiyNT3UK34E4qzzyL+Xdv5Q5TyOJrlhx50oqL3VB79z+rFUN+anm2PRNNexiYG4ulKcR1SJtnY/MVA/sxV4Hir6R/Lf/AJRyw/4xt/xNsVeUfmlcvZ+aXnjNHjEDqfBlVSMVe6aZfx6paQXUX2Zo1kHyYVpirzj87tX9GztdPU7yuZX/ANWMUAPzLfhiqcfk/wD8o9H/AMZpf14qwX87v+O3B/zCJ/ycmxVjvkHXE8v63bXMppGSY5CeyuOPL6DQ4q+itSsINZtJbWb4o5kKmh7MOoP4jFXjd7+SWqxzEW1xBJHXZnLI1P8AKUK34E4q9D8h+Ro/JkEnKT1ZpiObgUUBa0Vfv+nFWK/nbrsYgt9LRgXL+tIB+yqgqgP+tUn6MVeYeW9Nj1jU7WzlLBJpVRipAYAntUEfhir2D/lSOif7/u/+Dj/6o4q8MxV2KuxV69+TXmuNY20e4cK3Ivb1P2q7ug96/EPpxVmvnXyXb+cbVY3b05Y6mKUCtK9VYd1OKvMl/JLWDLxae2CV+2Gcmn+rw6/T9OKvVfKPlS28oWX1aEl2Y8pJCKF26dOwHYYq8x/OXzNHqFzFpkDBltyWlI6eqRQL/sR1+dO2KsA0bVJdEvYL2L7ULhwPEDqv0jbFX03o2sW2vWkd3asGSQV91PdWHYjvirzfzT+TJu7h7jSpY4w5LGGSoVT34Mobb2pt44qo+XPyVkinSXVZo2RTX0ouR5+zOQtB40+/FXqOoX9rolo9xOyxxRLU9gAOiqPwAxV8z+ZNbk8xalcX0gp6r1UfyoPhRfoUDFWYflF5sj0W8ksLlgsVyQUY7BZRsK+zDb5gYq9g8xeXrXzNZPZ3Q+Ft1YfaRx0ZfcYq8kuvyR1ZJeMFxbuldmYsjU91Ct+BOKs88i/l3b+UOU8jia5YcedKKi91Qe/c/qxVDfmp5tj0TTXsYmBuLpSnEdUibZ2PzFQP7MVeB4q+kfy3/wCUcsP+Mbf8TbFXlH5w/wDKQv8A8YYv1HFWC4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FU+8r+ctR8pSlrRwUY1eJxVG96dj7jFXpFn+eVoyD6zZSq3f02Vx/w3HFVl/8Anlbqh+qWTs3YysFA+heVfvGKvNPMfmrUPNMwlvZKhfsRrtGn+qv8TviqT4qz3yZ+Z/8AhGw+pfUvW/eM/P1uH2qbU9NvDxxVK/PPnT/Gk8Ev1b0PSQrT1PUrU1r9hcVYtir1Sw/O5rS2hhfTg7RxqhYT8QxUAV4+kaV8K4q8+8x6smu6jPfJF6ImbkU5c6Ggr8XFep36Yqn/AJF/MD/BcdxH9V9f1mVq+r6fHiCP5Hr1xVd55/MP/GkEEP1T0PScvX1fUrUUpTguKsa0LVP0Lf297w9T0ZFfhXjy49q0NPuxV6Rd/nf9agki/RtOaMtfrFachSv9ziryjFXYq7FXYq7FXrn/ACvf/tWf9PH/AF5xV5ZqN3+kLqe548fVkeTjWtObFqV2r1xVDYq7FWeeWPza1PQo1guVF1EoAXmeMigdg9DX6QcVZgn54aYR8VpcA+A4EffyGKpRrP53zzIU061ERI/vJW5kfJBt95PyxV5le30+pTPcXMjSSOaszGpOKqcEvoSJJSvFg1PGhrir6N8j+cH85W81wbQ26xuEX4/UDmlTvwTptirwPzTIJtY1B16NdTkfIyNiqVYq7FXYq9A8s/m7qOixrBdoLqNaAFm4yqPDnQ8vpFffFWWL+eGmEb2lwD4DgR9/LFUh13867y7Ro9Otxb1FPUc83/2IoFB+dcVeazzyXUjSyuzuxJZmJLEnuScVdBL6EiSUrxYNTxoa4q9Y/wCV7/8Aas/6eP8Arzirym8uPrc8s1Keo7PStacjWlcVZZ5F/MD/AAXHcR/VfX9Zlavq+nx4gj+R69cVZV/yvf8A7Vn/AE8f9ecVd/yvf/tWf9PH/XnFUo1j859Uv42jtIo7bltzBMkg+RIAH/A4q88kkaVi7kszEkkmpJPUk4qyTyP5x/wZczXH1f1/Uj4cfU9Om4ateDeGKs2/5Xv/ANqz/p4/684q7/le/wD2rP8Ap4/684q7/le//as/6eP+vOKvL9Xv/wBK31zd8eHrzSS8a14+oxalaCtK+GKsx8mfmf8A4RsPqX1L1v3jPz9bh9qm1PTbw8cVSvzz50/xpPBL9W9D0kK09T1K1Na/YXFWLYq9UsPzua0toYX04O0caoWE/EMVAFePpGlfCuKvPvMerJruoz3yReiJm5FOXOhoK/FxXqd+mKsm/Lfzq/lqR7SO0Nw11LGBSTgQd16cGr1xVnH53SAaPbJ3N0pHyEclf14q8OxV2KuxVNfL/mS/8s3H1iyk4k7Mp3Rx4Mvf9fhir0zT/wA8oSgF5ZOG7mJgQf8AYvSn3nFVa7/PKyVD9XspWbt6jKg/4XlirzrzT541LzawFy4SJTVYUqEHuf5j7n6KYqx3FXYqzzyx+bWp6FGsFyouolAC8zxkUDsHoa/SDirME/PDTCPitLgHwHAj7+QxVKNZ/O+eZCmnWoiJH95K3Mj5INvvJ+WKvMr2+n1KZ7i5kaSRzVmY1JxVD4q9J8t/m9/h/Trex+oep6Klefr8eVSW+z6TU6+OKsR83eYv8Vai996Po81ReHLnTiOP2uK/qxVlPlX82pPLenRWD2fr+ly4v63D4SeQWnpt0r44qxnzl5pfzfqBvGj9IBFRY+XPiF3+1RepJPTFWReT/wA0v8J6ctj9S9ajs3P1uH2j04+m368VSLzv5s/xlfR3foehwhWLjz9StGdq14r/ADeGKscxVm3lP80dR8tRrbSKLmBfso5IdB4K++3sQfbFWbR/nhphUc7S4B7gcCPv5DFUo1n875pUKadaiMn/AHZKeRHyQbfeT8sVeY3l5NqEzz3DtJI55MzGpJxVEaFqn6Fv7e94ep6Mivwrx5ce1aGn3Yq+i/KvmVvMemfpGW3NupL0UtzqqftV4p79sVfMuKuxV2Kro5GiYOhKspBBBoQR0IOKvSfL/wCdF9YosWoQi5A29RTwkp/lbFW/DFWQn88NM47WlxWnT4KV+fLFWL+Y/wA4tR1SNobGMWqNUFw3KWns1AF+gV98VeeEliSTUnqcVaxVO/LXm7UfKkpezkorU5xsOUb08R4+4ocVek2X55WzIPrVlIrd/TcMD/wXHFV15+eVoqH6tZSs3b1GVB/wvLFXnPmjzpqXmyQG6cCNTVIkqEX3p3PucVY/irsVZ55Y/NrU9CjWC5UXUSgBeZ4yKB2D0NfpBxVmCfnhphHxWlwD4DgR9/IYqlGs/nfPMhTTrUREj+8lbmR8kG33k/LFXmV7fT6lM9xcyNJI5qzMak4qh8Vek+W/ze/w/p1vY/UPU9FSvP1+PKpLfZ9JqdfHFWJ+cfMv+LNQN96Po1RU4c+f2e/Liv6sVSLFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FVW3kEMqORUKwJHyOKvVtY/OqM27RaZaNG7AgPJxASvcIlan6cVeSsxckk1J3JOKtYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqzn8vfPNn5PiuVuIJJWkZWQoF24gjcsffFUt87ed7jzlOjOgiiir6cYNftdWY7VJp4YqxjFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUy8vajHpOo213KpdIpFdlFKkA9BXbFWe+avzg/SdnJZ6dbtCsilGkcjkFIoQqrsPnXFXmGKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV6b+WXnKzjZNL1OOIqdoZnRag9o3JHT+U9unyVR35v+TEiRdXs4woFEnVBQU6JJQf8CfoxV5JirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVZ95H/K6fzNELy7doLc/YoP3knutdlHufuxV6JF+UXlyNQDDIx8Wlap/4EgfhiqTa9+StlNGz6ZK8UgGySHlG3tWnJfnv8sVePX1jPplxJbXCFJI2Ksp7EYqoojSMFUEkkAACpJPYYq9d8s/kvE0STavK/NhX0YiAF9nehqflT5nFWS/8qk8t0p9Xf5+q/8AzVirGvMv5LRLE82kyvzAJ9GUghvZX2ofnX5jFXkTo0bFWBBBIIIoQR2OKrcVdirsVek/l/8Aljb+ZrBry/aeMM9IvTKryUdWPJG77D5Yqx78wfLNt5U1NbS1eRkMKyVkILVYsP2VUdvDFUh03TrjVrmO1tkLySNxVR4/0HfFXseifktp9vGrajK80lN1Q8Ix7D9o/Oo+WKprL+UXlyRSBDIp8Vlao/4Ikfhirzvzx+V83lmI3lpIZ7cH4+QpJHXoWpsw9xT5YqwHFXYq7FV8ML3EixxqWZ2Cqo6liaADFXsHlz8lrcRLLq0rtIRUxREKq17M1CSflT6cVZA35SeXGFBbuPcSv/FsVYT5y/KJ9Jge80yRpUQFnienqBR1KsKcqeFK/PFXmWKuxV6x5P8Ayks9Y0yG71B7iOSWrBUZFAT9gkNGxqRv1xVgPm/R4dA1a5sYGdkiZQpcgsaqrb8Qo7+GKpLirsVdirsVdirsVdirsVVba2lvZUhhUu7sFVR1JOwGKvZ/+VK6RHb8pJ7r1AlWo8fHkBvT910r74q8TxVN/LXlq8803gtbUDpyd2+yi/zNir2DTPya0W1jAujLcP3YsY1+hU/iTiqpffk5oNyhEIlgbsyuW+8Py/hiryTzf5OvPJ9yIZyHRwTHKoorgdduzDuMVY/irsVdirM/I35dXHm+s8j+jbK3EvSrOw6hB+s/rxV6bb/lB5ehQK8Ush/maVgT/wABxH4Yqh9R/JrRLpCLcy27diG5r9KvWv3jFXkPmnytd+U7w2tzQgjlHIv2XXxH8RiqS4qz7yP+V0/maIXl27QW5+xQfvJPda7KPc/dir0SL8ovLkagGGRj4tK1T/wJA/DFUm178lbKaNn0yV4pANkkPKNvatOS/Pf5Yq8evrGfTLiS2uEKSRsVZT2IxVZbRiaWND0ZlBp7mmKvbv8AlSOif7/u/wDg4/8AqjirxS/gW1uZolqQkjqK9aKSN8VdYQLdXMMTVAeRFNOtGIG2Kva/+VI6J/v+7/4OP/qjirxG5jEMsiDorMBX2NMVUsVdirsVdirsVdirsVXwwvcSLHGpZnYKqjqWJoAMVeweXPyWtxEsurSu0hFTFEQqrXszUJJ+VPpxVkDflJ5cYUFu49xK/wDFsVYT5y/KJ9Jge80yRpUQFnienqBR1KsKcqeFK/PFXmWKpx5a8s3nmq7FraqOlXdvsov8zfwGKvX9M/JnRbWMC6aW4fuS3pr9Cpv95OKq15+TugXCFYllhbsyyFvwfliryjzn5HvPJ0yiQiSGQn05QKVp+yw/ZbFWM4q9b8pflRpWvaTbXs81yryqSwR0CijEbVjJ7eOKsI8++XLbytqjWVs0jII0ashBardfsqo/DFWN4q9e8r/lNpOt6Xa3s01yrzRhmCOgUH2rET+OKsD89eX7fyxq0llbM7IqoQZCC3xKCfsqo/DFWO4q7FXYq7FXYqmGiaHeeYbpbWzjLu2/gFXuzHsBir1zRvyU0+3QHUJpJn7hD6cY/Wx+dR8sVTd/yj8uOpAgkU+Ileo+8kYqw3zT+TUtjE0+lStMF3MMlPUp/kstA3yoPpxV5eQVJBFCOoxVrFWReRvLA82aolo5ZYgrPKyU5BV8KgjdiBir1H/lSOif7/u/+Dj/AOqOKvKvOnlz/C2qy2SljGArRs1CWRhtWgHQ1HTtiqQ4qmflvTY9Y1O1s5SwSaVUYqQGAJ7VBH4Yq9g/5Ujon+/7v/g4/wDqjiryfzd5bl8q6lLZvUqPiic/txn7J/gfcYqg9DsU1PUbS1kJCTTxRMVoGCu4U0qDvv4Yq9a1P8m9GsrO4nSe6LRxO4BeOlVUsK/usVeLYqjdJ0i71y5S1tIzJI3QDoB3Zj2A8cVet6J+SdnCgbUrh5X7pF8CD6SCzfPb5YqnbflJ5cYUFu49xK/8WxVivmP8lTEjTaTMzkVPoy0qfZXFB94+nFXlM0L27tHIpVlJVlYUII6gjFV1tGJpY0PRmUGnuaYq9u/5Ujon+/7v/g4/+qOKu/5Ujon+/wC7/wCDj/6o4qg778jrJ1P1S8mRu3qqrj/hQmKvNvNHk3UfKcoW7QFGNElTdG9q9j7HFUhxVn35b+RLDzhFdPdyTIYmQL6TKK8gSa8kbwxVmv8AypHRP9/3f/Bx/wDVHFXf8qR0T/f93/wcf/VHFUi178k5IImk0y5MjKK+lKAC3+q67V+Y+nFXlksTwO0cilWUlWUihBGxBGKtRxtKwRAWZiAABUknoAMVepeWPyYku41n1aVogwqIY6cwP8tjUA+1D88VZen5R+XFABgdvcyvX8CMVSjWfyU0+4Qtp88kL02WQ84z/wAbD7z8sVeR63od55eumtLyPg67+KsD0ZT3GKpfir1vyl+VGla9pNtezzXKvKpLBHQKKMRtWMnt44qmdz+SWkiKT0Z7r1OLcOTxleVPhr+6G1ffFXibo0bFWBBBIIPUEYqyv8vPKEXnC+khuGdIooy7NGQG5EgKPiVh49u2KvRv+VI6J/v+7/4OP/qjirzf8xPK1r5R1GK1tXkdHgWUmUqW5F5F/ZVdvhHbFWKYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUy8vaUdb1K1sh0llVWPgtasfoWuKvqBEisIAqgJHElAB0VVH8BirwLW/zS1rULt5ba4a3iDH040A2XtyJG58cVerflz5tk82aaZLinrwvwkIFA21VanuPxGKsN/O/REja11NBQvWGQ+JA5Ifu5fhirBfI93Y2GtWtzqD8IYmLk8Wb4gp4bIGP2qdsVevaz+bOiQ2U7WN0JLgIfSQxSgFzsK8kA269cVeQ/wCO9f8AW9b9IT8vDmeH/Iv7H4Yq+hvLd/PqmmWl1cLxklhR2AFBUjqB79cVfP35hiJfMOoelSnq70/mIHP/AIatcVY3irsVe1+Sfy20S+02zv7mJ5XkjDsrOeFd/wBlafjir0qKJIEWONQqqAFUCgAHQAYq8K/Oj/jvJ/zDR/8AEnxVX/Jk2Vvf3VzcyxxskSrH6jBftn4iOR6/D+OKs2/MPz4uiacp02eJ5pX4BlZZPTWhJam+/QCuKvP/ACj+Y+tjVbaK4uGnjmlSNkcA7OwWqmlQRXFXul7bR3kEsEoBSRGRgenFhQ4q+TsVdirsVZl+VaWv6ejlunRFhjeRS7BV5/ZH2v8AWrir1vzj52ttE0ua4s54ZZvhWNQ6tuxpyIU/sjfFXkFj+Z/mC0uVme7aVQ1WjcLxYdxsu30Yq+iEb1FBpSorQ++KvlrzDbx2eqXsMQASO4mRQOnFXYD8MVe3+Xfyx0G0jgumgaVyiP8AvWLKGIB+zsD9NcVZvir5x/Mv/lJL/wD10/5NpirFsVdirsVdirsVdirsVTjyppkOs6ta2c9fTlk4txNDSh6HFXv3l/yJo/lp/VtIP3tKeo5LuAfCuw+gYqnl3/cyf6jfqxV8m4q+gPyl0RNL0SO4Kj1LomRj34glYx8qb/TirCfzP8638+qSabZzSRRQ0QiMlTJIRVqldzStKYqgPKPnjU/KdxXUBcy2zqQUepIb9kp6lKe++Ko/z3+Y2l+bdNNrHbTLKrq8bOEoCNm6MTupOKvO7S0lvpkggQvI5Cqo6kntiqe/8q+8w/8AVvm+4f1xVjmKvdfK/n/yzoulWlmbzi0cShwIZf7wir9I/wCYnFWB+c/zH1DVdQlGn3kkVspAi9ItEWA/aY/C258cVZp+UHmfU9cW6gvZGmWIIUkbdgWqOJbv0rviqn+eQi+oWRNOfrNx8ePH4vx44q8o8vaUdb1K1sh0llVWPgtasfoWuKvqBEisIAqgJHElAB0VVH8BirwLW/zS1rULt5ba4a3iDH040A2XtyJG58cVerflz5tk82aaZLinrwvwkIFA21VanuPxGKsN/O/REja11NBQvWGQ+JA5Ifu5fhiry6x/3ph/4yL+sYq+sMVfKesf73XP/GaT/iRxV2j/AO91t/xmj/4kMVfVmKvk++/3pm/4yN+s4qh8VdirsVdirsVdirsVZl+VaWv6ejlunRFhjeRS7BV5/ZH2v9auKvW/OPna20TS5riznhlm+FY1Dq27GnIhT+yN8VeQWP5n+YLS5WZ7tpVDVaNwvFh3Gy7fRir6IRvUUGlKitD74q+WvMNvHZ6pewxABI7iZFA6cVdgPwxV7h+U2hppWiRzlf3l0TKx78ekY+VN/pxVKPzU8+3mhTR6dp7+m5QSSyAAsAxIVFr06VJ+WKpT+W/5jajdalHYajMZknqqMwHJHpUbilQaUxV6T5w0RPMGk3NqwqxQtGfCRfiQ/f8Ahir5ixV9I/lv/wAo5Yf8Y2/4m2KvKPzh/wCUhf8A4wxfqOKsFxV9Lfl//wAo9p//ABhH6zirx783P+Ujn/4xxf8AEBirCsVdirsVdirsVfQf5WeXI9E0eKcqPWugJXbvwP8Adr8uO/zOKoL8yPzFk8sOtjYhTcMoZnYVEanpQd2Pvirzq0/NXzHbSiRroSiu6PGnE/8AAqpH0EYq9r8o+ZovNmnJeRjg1SkiVrwdeo+XcexxV5N+cegR6Xqcd5EOK3asWA6eolAx+kEfTXFXnmKvbfyV0T6rp82oOPiuH4J/xjjqD97V+7FWYReZIZNcl0gU5JbrNX/KJ+Jf+BKnFWFfnZof1i0t9SQfFC3pSH/If7JPybb/AGWKvF8VT/yL/wAd/Tv+YhP14q+mCaYqw78y/KX+JtNLwrW4t6vHTqw/bj+nt7jFXiPlIU1zTf8AmMt/+Ti4q+kNf/45l5/zDy/8QbFXyvir3/8AKny1Ho2kx3bKPWuwJGbuIz/dqPanxfM/LFVP8xfzEPlUraWiq9y68iW3WNT0JHdj2GKvNIfzV8yRS+obsOK7o0ScD7fCoP3HFXsfkfzlD5xszKF9OaMhZo61AJ6Mv+S39mKsI/OnyzGixavCoBLCKaneo+B/w4n6MVeV2P8AvTD/AMZF/WMVfWGKvCdQ/NvXra6miR4eKSOorGOikgd8VT3yh+cM17dR2mqxoBIwVZowVox2HNSTsT3FKeGKvStb0e316zls7lapItPdT2Ye4O+Kvl/UbGTTLqa1l+3DI0bfNTTFXrX5F/7zah/xki/U2Kpz+avmTUfLdpayWE3pNJIyseCPUBa/tq2KvNYfzY8yxOGa7VwP2WhjofnxRT+OKvc/Lmr/AKe022vivEzRhio6BujU9qjFXiX5u2cVr5gkaMAerFHIwH8xqp+/jXFU5/Jfy1HeTzarMoYQH04QenqEVZvmoIp8/lir0jzj5rh8o2BupF5ux4RR1pyc+PsO+KvF7r81vMdxL6i3QiFdkSNOI/4NWJ+k4q9D/Lv8ym8yy/UL9VW4oTG6iiyAbkEdmHX39sVTb8yfLMfmHSJWVR61uplibv8ACKsn+yA++mKvnXFX0j+W/wDyjlh/xjb/AIm2Kp/b3iXMk8a9YXCN8yiSfqcYq+ePzI0j9D69dIookresnyk+I/8ADchir0z8mNI+paRJdsKNcyEg0/Yj+Bf+G5Yqzu2u0ummVP8AdUnpt8+Kv/xtirxT87v+O3B/zCJ/ycmxV51irsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVZj+VESyeZLUn9lZWHufTcfxxV7l5qdotG1F1NCtpOQfcRtir5cxV6z+RUjCTUU7FYT9IMmKsh/OZQ2gAmm1xGR86ONsVeC4q7FX0D5S8m6BNptjcGzheVreCRy3x/GUUklWJHX2xVkfmH9JLYyDSlj9elE9Q0A/1e3Lwrt44q+YrxJ455VuQwlDt6nOvLnX4uVe9cVUMVdiqPh13UbdFjju50VRQKsrgAewBxV7/+WdzLd+XLOWZ2kdvVqzsWY0lkAqTvirzH86P+O8n/ADDR/wDEnxV5/iqfeXfJeq+aDW0h/d1oZX+GMf7Lv8hXFXr3k38rbTy1Kt3cSfWLhfsmnGND4qOpPufuxVX/ADG872/l2yltYnDXUyFVQdUDCnNvCnbxPtir58xV2KuxV2KptoPljUfMsnp2MDPQ/E/RF/1mO38cVeseU/yft9KljutSlE8iEMsaikSsPEndqH5Yqyjzh5xtPKVo0kjBpmU+lFX4nbxPgo7n+OKvm2eZ7mR5XNWdizHxJNTiqNXzDqigAXtwANgBM/8AzVir6S8rSPNo2nu7Fma1gLMTUkmNSSSe+KvBfzL/AOUkv/8AXT/k2mKsWxV2KvQPyl0Cw1+6u0voFlVI1KhiRQlqfskYq9R/5Vv5c/5YI/8Agn/5qxV55+bfljTPL8Fm1jbrCZHkDFSTUALT7ROKvMcVdiqpBPJbOJInZGXcMpKsPkRirI/K2v6lNrOno95cMrXUAZTK5BBkUEEFsVfRd3/cyf6jfqxV8m4q+o/K8It9HsIx+zbQj5/Au+KpbcP5f8kPLd3LxxS3EjyNIwLyuXYsQvEFuIrSgFMVTDR/MeleaI3+pzpOAPjQgggH+ZHANPoxV5h+a3kK30qMapYII4ywWaNdlUt9l1HYE7EfLFWFeSZFi13T2chQJ0JJNAN8VfSH6Wsv+WmH/kYv9cVfKWKuxV6P+Ueg6XrZvv0hCkpj9D0+ZIpy9XlTcV6DFXsunaVaaPF6NnCkSVrxQBQT4nxxV4Z+aq6ydTD6mqiOhFv6ZJi4V3oT+105V/VTFUP+VESyeZLUn9lZWHufTcfxxV7l5qdotG1F1NCtpOQfcRtir5cxV6z+RUjCTUU7FYT9IMmKsh/OZQ2gAmm1xGR86ONsVeG2P+9MP/GRf1jFX1hiqUv5V0aRizadaEkkkmCMkk9z8OKuTyro0bBl060BBBBEEYII7j4cVTbFXyfff70zf8ZG/WcVQ+KuxV7J+Wfk7R9a0VLi8tUlkMkgLEsDQHbowxVlv/Kt/Ln/ACwR/wDBP/zVirxj8ydKtdG1ya2tIxHGqRkKKkAlQT1rirFcVdirsVTbQfLGo+ZZPTsYGeh+J+iL/rMdv44q9Y8p/k/b6VLHdalKJ5EIZY1FIlYeJO7UPyxVlHnDzjaeUrRpJGDTMp9KKvxO3ifBR3P8cVfNs8z3Mjyuas7FmPiSanFX1B5YiWHSLBF3C20IB8fgXfFXhf5rOz+ZrwE/ZEIHy9KM/rOKpH5YkaLV7Bl6i5hP/Drir6kxV8nXqhLiVVpQOwFOlKnFX0V+W/8Ayjlh/wAY2/4m2KpveaBpmoyerc2dvM9AOckSO1B0FWUnFVD/AAlon/VttP8ApHj/AOacVTK3t4rSNYoUWNFFFRAFVR4ADYYq8B/Nz/lI5/8AjHF/xAYqwrFXYq7FXYq7FX1hp8aw20KL0WNAPkABir51/MWVpfMV+WNaSBfoVVA/DFWM4qqx3MsIojso8ASP1Yq1LcSzU9R2anTkSf14q3a20l5NHBEKvI6oo8WY0AxV9SaXYw6FYQ2ykBIIgpJ/yR8TH9eKvAbHze8fmgawxIV7glq9oX+Cn+xT9WKvfdc0uPXdPuLN6UmjKg+B/Zb6DQ4q+XLiB7WV4ZBxdGKsPBlNCMVTryL/AMd/Tv8AmIT9eKvoTzTyGjahwry+qz0p1r6bUpiqW+QPNK+atLSViPWipHMP8oDZvkw3+/wxVgfmvyn+g/Nem3sC0guryA7dEl9RSy/T9ofT4Yq9T1//AI5l5/zDy/8AEGxV8r4q+sNPiWG1hReixoo+QAGKvnX8xpmm8xX5Y1pIFHyVVAxVjOKvSfyQmddXuYgfha1LEe6yRgf8SOKvRPzPhWby3ehuwjYH3EiH+zFXz1Y/70w/8ZF/WMVfWGKvlPWP97rn/jNJ/wASOKoPFX1Zo8z3FjbSOas8MbN8yoJxV8+fmZGsfmS/C0pyQ7eLRox/E4qzr8i/95tQ/wCMkX6mxVmHnTybH5yhhhedofSctVVDVqKdyMVYlD+RtmrgyX0rLXcKiqT9NW/VirPLu5tfKOmBlikMNugVUiQu1ANun4sfpxV85eZdel8y6jNfSjiZCOK9lRRRV+7FXtv5RRLH5chI/aklY/PkV/hirEfzzmY3NhHX4RHIwHuSoP6sVeV4qnfkyZ4Nd05kNCbqFfodwrfgcVfTjKHBBFQdiMVfJk8YikdAahWIB8aHFX0b+W//ACjlh/xjb/ibYqgNG1Nrfzhq1g52njgmj+ccaI33/wAMVSD87dGadLG9jUluZtzQbnn8SD7w334q9C021i8u6XFExoltAOR/1FqzfrOKpH+Wd8+qaVJdv9qe6nkb5s3T6OmKvO/zu/47cH/MIn/JybFXnWKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVkXkC/XTNfsZnNB6vAnw9VTF/xtir6N1G0GoWs9seksbxmu4+NSv8cVfK13ay2M0kEylXjYqynqCDQ4q9k/JHSpLaxur11IE7qqV7rEGqR7VYj6MVXfndqCxabbWgPxSzc6f5MakH8WGKvP/wAu/LFl5sv5bS8eVAsJkQxFVJKsoIPJW7N4Yqybzx+Vll5e0qS9sXuJHjZeQdkYBCaE0WNTtt3xV5hFK8Dh42KspqGU0IPsRir6a8mXdzf6LZT3ZJleIFiRQt/Kx+YocVePfnHaxW+v8owAZYI3en81WT9SjFWJ2Wg6lqUfq2tncTJUjlHE7rUdqqpGKqd/pF9pXH63bTQc68fVjaPlSlacgK0qMVQeKvor8q/+UZsf+e3/ACekxV5r+dH/AB3k/wCYaP8A4k+KpN+X/lhfNOrJBLX0YwZZabVVSBxr/lEgfKuKvoG+vbLyzYNNJxiggXoooAOgVVHcnYYq8b8yfnFqWpFotPUWsR25falI/wBbov0ffirz6WV53LyMWZjUsxqST3JOKrMVTK28t6reRrNBY3MiNurpC7KfkwWhxVDX2nXWmOI7qCSFyOQWVGRipJFaMBtscVRvljQ38yanb2Kkj1G+Jh+yijkx+4bYq+k7a1svLllwjVYIIELHsAqirMx7+5xV5N5m/Oe6uWaHSYxCm49Vxykb3Vfsr9NcVebXd5PfytNcSNI7GrM5LE/ScVUMVdir6h8pf8cTTf8AmEt/+Ta4q8H/ADL/AOUkv/8AXT/k2mKsWxV2Kq0F3NakmGR0J68WK1+7FVb9MX3/AC0zf8jG/riqlcXtxdACaV3p05sWp9+KqGKuxV2Kpv5S/wCO3pv/ADF2/wDycXFX03d/3Mn+o36sVfJuKvpjyHeLfaBp7qQeMCRmnjEPTP8AxHFXj35vC4/xFN6teHpxelXpw4itP9nyxVT/ACn+sf4jt/RrTjJ6vh6fE9f9lx+mmKvYPzFKDy7f86U9MdfHkvH8aYq+cIIJLqRYokZ3Y0VVBZmJ7ADc4qmf+Etb/wCrbd/9I8n/ADTiqVR8eQ5141Fadad6Yq9wX8k9DcAi4uyDuDzj/wCqOKvGNUsJNLu57WRSrRSMhB6/CaYq9P8AyR1C8lku7ZnZrdEVgDuEcmnw+FRXb2xVk/5u2sU/l2aRwOUUkTIfcsEP4McVeQeQL9dM1+xmc0Hq8CfD1VMX/G2Kvo3UbQahaz2x6SxvGa7j41K/xxV8rXdrLYzSQTKVeNirKeoINDir2T8kdKktrG6vXUgTuqpXusQapHtViPoxVd+d2oLFpttaA/FLNzp/kxqQfxYYq8bsf96Yf+Mi/rGKvrDFXzTqvmrWY7y4VdRuwBLIABPIAAGOw+LFXaV5q1mS8t1bUbsgyxggzyEEFhsfixV9LYq+T77/AHpm/wCMjfrOKofFXYqiYdRurdeEU8iL4K7AfcDiq/8ATF9/y0zf8jG/riqHmnkuG5yuzse7Ek/ecVU8VdiqbeWNDfzJqdvYqSPUb4mH7KKOTH7htir6TtrWy8uWXCNVgggQsewCqKszHv7nFXk3mb857q5ZodJjEKbj1XHKRvdV+yv01xV5td3k9/K01xI0jsaszksT9JxVQxV9K/l9frqPl+wdT9iJYj7GL93/AMa4q8s/OXSZLTWRd8fguI1o1NucY4EfOgXFUj/LzSpNW16zVFJEUizOewWI89/mQB9OKvonUb1NOtZrmQ0WKNnNfBRXFXylI7SsXY1LEkn3OKvo/wDLf/lHLD/jG3/E2xV5x+auv6np2utFbXlxCnpRnhHK6LUg1NFYDFWGf4t1v/q5Xf8A0kSf81Yq+g/I9xLd6FYyzO0jtECzuSzManck7nFXjX5uf8pHP/xji/4gMVYpY6Zd6mxS0glmZRUiJGcgeJCg4qiLry7qlhE01xZXMUa05O8LooqaCrMoHU4qluKuxV2KvpzyZqqazo1ncIQT6So/s6Dg4+8Yq8n/ADf8tTWOptqSITDcBasNwsgHEg+FaVH04q88Arir2n8v/wAtbNtME+r2oeWVi6q/JWRKUUEAjc9cVYx+bWk6ToU9pa6fAkTlXkl4kk0JCp1J8GxVQ/KDRP0nrX1lxVLVDJ7c2+FB+s/Rir3W9tI9Qgkt5a8JUZGAJBKsKEVHtirE/wDlUvlv/lmf/kbJ/wA1Yqy+3gW2iSJK8UUKKmpoooKk4q8G/N3Q/wBFa0bhBRLtfUHhzHwyD9TfTiqR+Rf+O/p3/MQn68VfROv/APHMvP8AmHl/4g2Kvn3yD5qbypqaTOT6EnwTAfyno3zU7/eO+Kvoa8sbfVo4vUoyrJFOhH80bCRGB+j7sVU9f/45l5/zDy/8QbFXyvir6b8lasmtaLZ3CkE+kqPTs8Y4N+IxV5b+b/lWezv21WJC0M4X1CP2JAOPxezAdfHFXm2KvbPyd8qz6XDNqVyhRp1CxKdm9OvIsR/lGlPliqL/ADl1ZLPRRaVHO5kUce/CMiRm+ghR9OKvELH/AHph/wCMi/rGKvrDFXynrH+91z/xmk/4kcVTHyp5Uu/NV4kMKN6fIerLT4UX9rfpyp0GKvpdFS2jCiiqi09gqjFXzF5r1Rda1e8u03WSVuB8UHwof+BAxV6Z+Rf+82of8ZIv1Niqffmd5qvvKtrbS2RQNJIytyXlsBXFXncP5ya9G6s/oOoO6mOlR8wcVe4aVfpq1nBdoKLNGkgB7cwGoflir508/wCmx6Tr97bxABA4cAdB6irJQfLlir0v8k9WS402exJHOGXmB4pIP+agfwxVE/m55Vn1yyiu7VC8ltyLIPtNG1OVPErStPnirwoimKs9/KjyrPqupxag6EW9s3LkejSD7Kr40O5xV7P5j1ZNC025vHIHpRsVr3foi/S1Bir5axV9I/lv/wAo5Yf8Y2/4m2KvPPN+r/oLz1HeE0VDCH/1GQK//Ck4q9d1PTIdWjSOYVCSxSj/AFonDj76UxVjH5r6x+i9BlRTR7llhHyPxP8A8KCPpxVS/J//AJR6P/jNL+vFWC/nd/x24P8AmET/AJOTYq86xV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KtgkGoxV755B/MW18wW8dteSrHdoApDGglp+0pPc9x/DFWS6j5V0nVpfXurOKWT+ZlFTTxPf6cVX6nq2neWbXncSRwRotFUUFaD7KIOvyGKvnrzp5qk826i90QVjUcIUP7KA9/wDKPU/d2xVB+W9dm8t6hDfQipjPxL/Mh2ZfpGKvozQ/Mmm+abfnayq4YfHE1Oa16h0/zGKqS+SdCSX1hp9uGBr9gUr/AKvT8MVV9d8yad5agMt5MqUHwoN3b2Vev8MVfOfmfX5fM2ozX0g48zRV68UXZV+7r74q9k/Jr/jgH/mIk/UuKpD+e/8A0rP+jj/mTiryPFX0V+Vf/KM2P/Pb/k9JirzX86P+O8n/ADDR/wDEnxVPPyKtx/uRmI/3ygP/ACMLfwxV6vcW0V2hjmjWRT1V1DDb2OKoT9AaZ/yx2/8AyKT/AJpxV36A0z/ljt/+RSf804q+Xr0BbiUAUAdv1nFX0V+W/wDyjlh/xjb/AIm2KvM/zu/47cH/ADCJ/wAnJsVd+SduJNamkI+xbNT2LOg/VXFXuEsSToUkUMrChVhUEe4OKoL9AaZ/yx2//IpP+acVd+gNM/5Y7f8A5FJ/zTir5z86xJBrl+kahVWdwFUUAFewGKpHir6h8pf8cTTf+YS3/wCTa4q8H/Mv/lJL/wD10/5NpirFsVdirsVdirsVdirsVdiqb+Uv+O3pv/MXb/8AJxcVfTd3/cyf6jfqxV8m4q9F/K7z9F5eLaffNxgkbkknX03Ox5f5LfgcVeu6nomlea4E+tRR3CdUcHsf5XQg7+xxVrStA0nytE5tIY7dafG5O9B/M7kmnzOKvK/zT8/2+tINM09+cSsGlkH2XK/ZVfEDrX7sVYj5F/47+nf8xCfrxV9M4q+R8Ve4/lv+Ylrf2kWn30qx3EShFZzRZVGy/Ef2qbEd+uKsy1LyzpWtOJbu0ilb+dlHKn+sN8VV7WzsdBtysKRW8S7mgCKPdjt95xV49+afn2DXgunWDc4UbnJIOkjDoF/yR49z8t1Xm4JBqMVe+eQfzFtfMFvHbXkqx3aAKQxoJaftKT3PcfwxVkuo+VdJ1aX17qzilk/mZRU08T3+nFV+p6tp3lm153EkcEaLRVFBWg+yiDr8hir5686eapPNuovdEFY1HCFD+ygPf/KPU/d2xVJ7H/emH/jIv6xir6wxV8p6x/vdc/8AGaT/AIkcVdo/+91t/wAZo/8AiQxV9WYq+T77/emb/jI36ziqHxV2KuxV2KuxV2KuxV6L+SduJNamkI+xbNT2LOg/VXFXuEsSToUkUMrChVhUEe4OKoL9AaZ/yx2//IpP+acVd+gNM/5Y7f8A5FJ/zTir5z86xJBrl+kahVWdwFUUAFewGKsi/LHz2nlmV7O8JFtM3Ll19J+nKn8p74q9rnt9P8x2oEixXML7jo6H3B/iMVW6dounaBG/1SCKBTu5UBa0/mb2xV5f+aX5hwX0LaVp0gdWI9eVT8JA3CIe+/2j9HjiryjFX0j+W/8Ayjlh/wAY2/4m2KvKPzh/5SF/+MMX6jirBcVfS35f/wDKPaf/AMYR+s4q8e/Nz/lI5/8AjHF/xAYqm/5H/wDHTu/+Yf8A43XFWffmp/yjN9/zx/5PR4q+dcVdirsVZp+Xnn1/KM5hnBe1lYFwPtI3Tmv8Rir3Wx1LT/MFvzt5I7iJhuBRh8mU9PkRiqla+WNJsZfWgsbeN+oZYlBHyoNvoxVL/NHnrTPK0TerIJJqfDAhBcn/ACv5R7n8cVfPeuazceYL2W9uTV5GrQdFHRVX2A2xV7h+UuifonREmYUe6b1T/qfZjH3b/TirG/zW87X+l6jFZafcNF6cfKXhTdn3APyUA/TirBv+Vg+Yf+rhN94/pir0D8pfOd7rF5cWV/O0rNGJIi9NuJo4Hz5A/Riqefm3of6W0Rp0FXtW9Uf6n2ZB93xfRirx/wAi/wDHf07/AJiE/Xir6J1//jmXn/MPL/xBsVfK+KvbPyf83fpC2Ok3DfvIBWEn9qL+X5p+r5YqzzX/APjmXn/MPL/xBsVfK+Ksx/L/AM9yeUJ2jlBe1lIMijqrdOae9Oo74q930zWNP8wQepaTRzowoQN+vZlO4+RGKqUPlfSLeX147G3V615CJAQfEbbYqoeYvOGmeWIme7mHOnwxKQZG+S/xNBir5981eZ7nzXfNdz/CPsxxg1CIOg+ficVS2x/3ph/4yL+sYq+sMVQh0uzYkm3iJPU+mv8ATFVO61LT9Gj/AH00MCL2ZlQD5DFXlf5gfmpHqMEmn6UTweqyzkFeS91QHeh7k/24q8qxV7H+Rf8AvNqH/GSL9TYqq/nl/vDZf8Zm/wCI4q8XxV9LeQJ1ufL+nspBpCq7eKfAf1Yq8h/N+3aHzDK5WgkiiYGnWi8K/wDC4qxzy55gufLF9He2x3XZlP2XQ/aVvn/bir6C8s+dtM80RqbeULLT4oXNJFPsP2h7jFUbdeWdJvZfWnsbeR61LNEpJ+ZI3+nFVa91Gw0GDncSx28SigqQo+Sr/AYq8N/MT8wW82SC2tgyWsbVFdmkb+Zh4fyj6T7KsHxV9I/lv/yjlh/xjb/ibYq8j/Nz/lI5/wDjHF/xAYq9h8hav+m9DtJyauE9N/HnH8Br86V+nFXmn516v9Z1GCxU7W8fJv8AXl3/AAUD78VZp+T/APyj0f8Axml/XirBfzu/47cH/MIn/JybFXnWKuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxVHxa7qUChY7ydQOgWVwPwbFULPcS3Tc5XZ2/mYlj95xVSxV2Kr45HhYOjFWG4INCPpGKo7/EOqUp9duKdKes/wDzViqBkleZi7sWY9STUn6TiqzFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FUTaajdWFfq88kVevpuyV/wCBIxVu61O7vgBcTyy06c3Zv+JE4qhcVdirsVdirsVRtvrN/aKEhupo1HZJGUfcDiqndajdX1PrE8ktOnN2b/iROKobFXYq7FUfFrupQKFjvJ1A6BZXA/BsVQs9xLdNzldnb+ZiWP3nFVLFXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqibXULqxr9Xmkir14OV/4iRiq661W9vV4z3Msg8HkZh/wxxVCYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYqqQXEts3OJ2RvFSVP3jFUZJr+pyqVe8uGB6gyuR/xLFUATXFWsVdirsVdirsVdirsVdirsVdirsVdirsVVIZpLducbsjDupIP3jFUa3mDU3HE3twR4GZ6f8SxVL2YuSSak7knFWsVdirsVdirsVdirsVdirsVdirsVdirsVbBINRiqPTX9TjHFby4A8BK4H/EsVQc9xLctzldnbxYlj95xVTxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kpr5Z0M+Y9SgsQ/p+qSC/HlxAUt0qPDxxVAXNu1tK8TA1Viu4pWhp0xVTeNojxdSp8CKHFWzE4UOVPE7A02+/FVmKuxV2KuxV2KuxV2KqkcMk1eCM1OtAT+rFUTZaPfaly+q2s03H7Xpxs9PnxBxVFf4S1v/q23f8A0jyf804q7/CWt/8AVtu/+keT/mnFXf4S1v8A6tt3/wBI8n/NOKu/wlrf/Vtu/wDpHk/5pxV3+Etb/wCrbd/9I8n/ADTirv8ACWt/9W27/wCkeT/mnFXf4S1v/q23f/SPJ/zTirj5T1sCp027/wCkeT/mnFUtuLWazcxzRtGw/ZdSp+44qpYq7FXYq7FVyI0jBVBJJAAAqST2GKoibTLu3uBayQSpMxUCJkYSEt9kBCK79sVV7vy9qlhEZrmyuIkFKvJC6KK7CrMoGKtWfl/U9RjEttZ3EqEkB44ndajruqkYqr/4S1v/AKtt3/0jyf8ANOKu/wAJa3/1bbv/AKR5P+acVd/hLW/+rbd/9I8n/NOKoO20q9vZnt4LeWSVK840jZnXieJ5KoqKHY4qjP8ACWt/9W27/wCkeT/mnFXf4S1v/q23f/SPJ/zTirv8Ja3/ANW27/6R5P8AmnFXf4S1v/q23f8A0jyf804q7/CWt/8AVtu/+keT/mnFVK68u6pYRNNcWVzFGtOTvC6KKmgqzKB1OKpbirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVZn+VeqXNlrsFvFJxjuCVlWgIcKrso3G2/hirJPLd1f6trV9Nqpk+sWlrMbblAC8dHpzSLivNlrt49MVbu7yz160sor+W4vB+kIQt1LafV0COaSQmQHodyd/1bKuv9a8zz65eaVb2aT24DRpayRqsHoLsjcvgpUd+Xt4DFXlBxVrFXYq7FXYquRGkYKoJJNABuST2GKvbPJP5T2lhElzqyCaZhX0W3jjr2YftN412/XirItV8zLosxtLa1AEfHkzMkUdKx8gnJlJosi704jfqVIxVG28Fj5ot0upLco9SAxos0bLt8MsZ/4i3t7Yqvtbu4024SzvH9RZCRBOQAXIFTFIBQepQEgjZh4EYqnGKuxV2KuxV2KuxV2KoLU9Is9ZhMF5CkqHswrT3U9QfcYq8J/MLyA/lKYT25L2sjUUndo268G/gcVYVirsVdiqN0b/e+1/4zR/8AEhirP/N3/KfWn/MRZfrjxVnP5s/8o3c/60X/ACcXFWPeTvNEPlLyct5KpdjPIkaA05uSSBXsNiScVSv/AJWR5umhbUI7JfqwqeQgcx8R1+LlWg7muKvQ/I/nKLzjZtME9OWIhZY61AJ+yw9m/rirJcVfPNjNcW/mDVXt7mS3ZReuWjALMsRaYp8XjwxVNJ9W8yNAbiDVW4rGrlXNJD+5iuH4hUK0VZPHsfbFUZJ/ixppRHqyiNZJkq7Nt6LSBwxWHqFjLbdqeNMVQzXfmtTxGsxsfTklARy5KRu0TMoWIkiqHt037GiqInl8zvMsVtq7M7vIqoQxNE9PfksNN/UFSQoHfapCqR6t5s8xaSIA2qO7SxLIVAoU5fstVKH6DiqS6h5y1nVYHtrq8kkjenJGpQ8SGHbxGKpJirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVT3yTpyatrVnbPJJGHcnnE3GRSqs6lWoaGoxVmzSWeuyXZs9S1Fr3TYZpoZpWX02WPaTiFAID9N+3Wv2cVQ+r3Fm9pYHzPe31xLdRLOqQFFihjf7DFSAC/iaeI+aqZPaXEK6xY6rq941tYxwsrRFQ0kcwJ4PUEtUUWhan0Yqxm48q6XrdpbXeiSTJ6l3HaSRXHElWk+y9U/Z+/6KYqjU8qeW76+l0O1muxepzRZpOHoPNGCXUqByC/Cafx7qvPpomgkaNuqsVPzBocVWYq7FWc/lFo6aprglkFVtozKK9OdQqfdXl9GKvfmYKCSaAbknFXnPmLVrPXnnkFvE6W8AkhkljRzMC/CqiRW4p1oaVbr9n7SrI/J/mO21e3FuirFJCCpjAKqyxsYy8fLcryUg+B8diVU01yxbULKWNDSQDnE3dZU+KNh8mAxVDzX9zqWjfWrBKzT26vCKgANIoKkk0+zWp+WKsE0nSNc0W9gsoYuQso5CrK9Vkglmt5PSErqKHaQcWpsvyxVFnRfNd5ZyRXEshLxBSnqRgckhtzUMvxVeUSqd6fQQcVX3Fj5xubl0EkkVu0gKsskLSIqxy0FSBXkxjB26g/6zKr47PzmGt1MxIWQc2b0SzKywO/PiQOPL1UXiKjbbo2KojRdH19Lqxn1CSWQRAcwZIwQ0sKGSoSgZUlDDx32qN8VSy40bzcLu6uYGZXcxpz5xNyjR7ll9JSRxQGSM8W369ehVekwBxGnqEF+I5U6cqb4ql3mbSE17TLmzcV9SM8fZxuh+hgMVfLmKuxV2Ko3Rv977X/AIzR/wDEhir0b81LC50XXbXXI4y0dYWr2EsJqFbwqAKfTiqH88fmbb+atOGn2dvKrSOhcvT9k1CqFJrU0xVB+ctGm0Dy1o9rOCsheaSRfBnoQD7gGhxV615dhRvLdmlNmsYqj/WiFf14q8v/ACg1NNIGq3MpPpxW6yMB1PAtQD37DFV9r5j86edpJp9MJjijP2EKIoruF5Sbs1P8xirEtLtrqbULueeV4pbdJppioBcsDxdR+z8Rah7Ur16YqyWbQNSdVjsb5mld3+CQ8fUR4rVl4KEKrRJ1VwWpQbeGKqEHl3WTdCRtUiFZpD6iyO/KUxcpPg4CpZBRq+G/aqqS6q2saZBbzS3LNHcxsI2HIVU8ZHX94in/AHYDUVG5oeuKoBfMuqK5dbuUMSWqHI+IgLXbvRR92KoW81K51Dj9YlZ+HLjyP2eRLGn0nFULirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirIvIM0tvr1nJDCZ3DNSNWVC3wN+0+23XfFUx8sS3OnHVtQNqWhaGa2djIkYR5iCAC5HMim4Xff5YqmjS29zPZ6NrmmyyX1oscEQhmRVlSgaOOVq0AoeoOKpjY60bz/FN3qdmCFFvFJbK+yhGeLiJBXdaV5Dv0xVjF75wsrC1trPQ7d4khuUu2knIaSSVPsghduI/wA6b1VRw876La3cur2thMt/IHIDSA28csgIaQftN1Ox237YqwOSRpnZ2NSxJJ8SeuKrMVdir0r8kbtItUuYGNDJBVfcow2+44q9R83R3bWLNbosqrRpISrEyIOq/CQSO5UfaG2/2Sq83ZbW/uZZltLaIPEqBra0LSUd4v3kaoSxZhNQ06jFUV5WsfXmtZbSWYXLFZGV7V4lWMvcSufUkIrHWZh8P2qKPE4q9Uln+pW7TTsP3cZZ2A4j4RViASaD6TirD9Yil0vyOycikkdggJBoVYKtaEe+KsP07zbPoC6oILhOIks0hVJmvreP1efMrNLInxHidmZVFMVT7RvPWseYF036sluDKly9zsWNLZ0WkYD7M4alKmnKuKqK/mJqP6Ma7EtnM7i2bjCrFrT6w5RlmDyKh402rIvxfaAXfFVAedL0Tw6hMqmRNPvysasPTleB1o3FJHFeKksA7U+LfFUWvnnV5glvbzWkzve2tutyiMYCtzDJKw4iU/FGVH7XT3xVKtS/NbU9NtbV29AzKszTJwPGT052gHEtInEHiT8IZq/s0xV65BMLiNJF6OoYUNdiK4q1dXCWkMkzmixozsfZRU4q+TMVdirsVRujf732v/GaP/iQxV9UTQpcIY5FDqwoVYAgj3BxVA2fl3S9Pk9W2sreJ/5kiRW+ggYqxn81PLFx5i0xGtVLy278wg6upFGC+/Q/RirArT809Q0/Sho5sx6yR+gshJDKKcFrEV+0B7/RiqI0nyrc6J5S1a8u0Mb3CRhEYUZUVxuR25E9PbFWT/kiP9wlx/zFv/ybixV5slpcXfmG/wDRkESpPOZnJoBE0vpsD8L15cwKcSN99sVTS50bWorlLcahxW6viigv++3cxrKwAGx9EfZbsuw+HFUGz6lqET3NjdytHAfrDmSP02RxyVnUorLTgtT8QruKGmKomby5qOoXC215dtcW0F01tyXkGQgmOq+onHqoBAJ7dqHFUki8m3UoLetAqhQ5ZmYDiYUuQ32P5G+8HFVY+Q79SoaSIVdoxQu/xpz5JRI2JNEJ27UPfFWP3drJYzyW8y8XidkcdaMp4sNvcYqo4q7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FXYq7FWUflr/wApJYf67/8AJt8VTE29lp+l2+pyWqTv+kpo3V2YB04kgGh7HfpiqeecprPUvNsGmyWcfL61a+pPybnIhRaowFBSjAbeGKpdPp+l+W7XUNRezW4b9Jy2kEcjN6USR8mqwB+Lwox8PfFUDaRaX5h1O2k07SZZKRO9za+qIoeS/trKxNEqd68ew74qmPmnQ7GbQX1BIbOGeGdUpZS+qnBv2ZKEqHGKvOMVdirsVTDQdZm8v30F9B9qJq07MvRlPsw2xV9K6Br9p5ktEu7R+Stsyn7SN3Vh2IxVKNQ8rNbXgvdPChncF43rwDM8bGReIJ/Y+JencEGvJVNtB0C30CD04yXchecjfabiKKPZV/ZXt86nFUNqMg12b9HwnlEjA3Tj7NFNRAD/ADMftjsvuwxVO5I1lUq6hgeoIqD9GKqJ0+1MZi9GPgTUpwHEn5Upiq+O1hiPJI1U77hQDvSv30xVr6nAFdfSSkhJccRRievId8VcLWEcKRp+7BCfCPgBFDx8NvDFXJZwRqFWJAFbkAFAAb+Ye/viq06fasQTDGSvKh4Dbl9qm3fviqsqhAFUAACgA2AAxV5r+bfnSKytX0i2cNNMKTEf7rj/AJT/AJTeHh8xirxPFXYq7FUbo3+99r/xmj/4kMVfVeKuxV2KtcRWtBXpXFUFrWlx61Y3FlIaLNGyVHUVGzfQd8VeNaX/AIu/LxprS3sjKkjVBETTIWpTkjR03I7H7sVYWdVvrO9nuA7RTuz+rtxNWNXUqfft2xVu68wahelGluHYo/qIdgVepbkCKftEn5k4qvbzPqjq6G5fi68GUUCFfi24gU/bbt3xVUTzdq6EkXbmrcjWjfFt8XxA77df6nFVi+aNTWIQ/WGMYUqEYKyhSOJUBgaDiaU8NumKqk3mvUJBGVkKOjySNIhIaSSQBGZ+32AF2A29ycVSu6upb2V5pm5O55Mx6sT1J9z3xVRxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2KuxV2Kpl5f1l/L1/BfRortESQrVoagr2+eKq115ilutNXTiihRcvc8xXlyccePyxVNrz8wp9QktLme0tzc280UpuFTjJL6VaK5HY96YqpWXnqaB7xbm2hube7med7eQHisrmvJG6g9sVVx+ZF6L4XHoQ+gIGthaBaQiBqVT5mnX6Om2KqGqeeH1DTpdMis4LeB5EdViBBUr1qf2i225xVi2KuxV2KuxVH6Prl9oM3r2U7RP349GHgynZvpGKs3tvzs1iJAssFvIR+1xZSfnR6Yq0/wCcN9eErdQn06/Yt5fQ5DwZykj/APAsuKpla/nZDZRLDBpCoiigVbigH/JHFVX/AJXv/wBqz/p4/wCvOKu/5Xv/ANqz/p4/684q7/le/wD2rP8Ap4/684q7/le//as/6eP+vOKu/wCV7/8Aas/6eP8Arzirv+V7/wDas/6eP+vOKu/5Xv8A9qz/AKeP+vOKpJrn5x6tqaGK1RLVT1ZCXk+hzQD6Fr74qwB3aVi7kszEkkmpJPUk4qtxV2KuxVXsrj6pcRTU5em6vStK8TWlcVeq/wDK9/8AtWf9PH/XnFXf8r3/AO1Z/wBPH/XnFXf8r3/7Vn/Tx/15xV3/ACvf/tWf9PH/AF5xV3/K9/8AtWf9PH/XnFXf8r3/AO1Z/wBPH/XnFWBad5hs4NTub68sFuknMjCF34hGdw/LlwNaCo6d8VTz/HHl/wD6luH/AJH/APXrFXf448v/APUtw/8AI/8A69Yq7/HHl/8A6luH/kf/ANesVd/jjy//ANS3D/yP/wCvWKu/xx5f/wCpbh/5H/8AXrFUBrfmrR9Ss5Le20SK2kbjxmWXkUowY7emvUCnXvirE8VdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdirsVdir/AP/Z"></p><h4>7ª Sessió del Vector de Conceptualització Sociotécnica</h4><p>En les dues primeres trobades sobre Economia i Tecnologia, celebrades el passat Octubre, vam explorar els trets i marcs sistèmics de l'economia política en l'era digital, de la mà de <a href="https://comunitat.canodrom.barcelona/assemblies/ElVector/f/1877/meetings/2253" target="_blank">Cedric Durand </a>i <a href="https://tecnopolitica.net/es/content/econom%C3%ADa-y-tecnolog%C3%ADa-ii-%C2%BFha-muerto-el-capitalismo" target="_blank">Mckenzie Wark</a>. <strong>En aquesta tercera trobada, que es dividirà en dos blocs, explorarem les formes en les quals han evolucionat les formes monetàries i la lògica especulativa que convergeixen en el capitalisme financer digital, així com les alternatives a aquestes lògiques que s'estan plantejant des de l'economia social, solidària i procomuna i les infraestructures lliures.</strong></p><p>La primera xerrada, a càrrec d'<strong>Hernán Borisonik</strong>, doctor en Ciències Socials i investigador del CONICET, abordarà la història de les formes monetàries i apuntarà una tendència cap a l'abstracció: el llaç entre els diners i el referent material, segons Borisonik, s'ha anat afeblint amb el temps, del patró or als diners fiduciaris i d'aquí a la proliferació de les criptomonedes. <strong>La xerrada planteja que, pel seu caràcter tècnicament descentralitzat, i la disminució del poder dels bancs i els Estats que poden comportar, aquestes monedes digitals han despertat somnis de transcendència del model institucional-monetari del capitalisme. Però són les criptomonedes realment una eina emancipadora o un altre element d'especulació financera?</strong></p><p>Per a poder avançar en aquestes preguntes resulta crucial comprendre els elements bàsics de les finances actuals, i aquest serà el focus de la presentació de <strong>Guillem Serrahima</strong>, filòsof i investigador de les Universitats de París 8 i Califòrnia/Berkeley. Com opera la lògica de l'especulació financera en els mercats automatitzats? Les finances solen comprendre's sota el paradigma del càlcul probabilístic, que ofereix un accés anticipat als moviments del mercat, és a dir, atorga “informació” racional i calculada aquests moviments. <strong>La informació és definida per la cibernètica com la relació entre senyal i soroll, no obstant això, en aquests mercats automatitzats la producció de soroll resulta tan rellevant com la producció de senyals. La pràctica del "noise trading" (produir compres o vendes sense sentit) genera una nebulosa irracional de dades, a partir de la qual es fa possible la “especulació financera” que travessa l'economia actual.</strong></p><p>Enfront d'aquestes dinàmiques abstractes, erràtiques i irracionals, quines lògiques i pràctiques concretes podem trobar en els circuits econòmics alternatius? En el segon bloc d'aquesta trobada <strong>Melissa Renau</strong>, sociòloga i investigadora del grup Dimmons, <strong>presentarà els elements centrals del paradigma d'economia digital procomuna, amb especial atenció a models com el cooperativisme de plataforma</strong>. Més enllà del marc general, Melissa ens acostarà a projectes com Fairbnb o Mensakas, i a l'ecosistema digital social i solidari en el seu conjunt. Ho farà des d'una perspectiva realista, que subratlla els seus avanços i possibilitats, al mateix temps que apunta els passos necessaris per a anar més enllà dels seus límits actuals. Aquesta és la intenció de projectes com Match Impulsa, que tracten d'introduir la lògica feminista en els processos de plataformizació de l'economia social i solidària a Barcelona.</p><p>Finalment, <strong>Alba Hierro</strong>, doctora en matemàtiques i activista lligada a la Xarxa d'Economia Solidària, abordarà el desplegament d'infraestructures lliures tant en la XES com en diferents barris i col·lectius llibertaris de Barcelona. <strong>Quines són les possibilitats de les tecnologies lliures com a infraestructures al servei de formes alternatives d'economia i política, de gestió i autogestió? Com impulsar-les? </strong>Com a promotora de diversos d'aquests processos, Alba explorarà aquestes preguntes tant des del discurs com, sobretot, des de la pràctica.<strong><br><br>Estructura de la sessió:<br>Bloc 1: Lògiques del capitalisme digital: criptomonedes i soroll en els mercats automatitzats:</strong></p><p>16:30h - 16:35h: Introducció al primer bloc de la trobada</p><p>16:35h - 16:55h: Ponència Hernán Borisonik<br></p><p>16:55h - 17:15h: Ponència Guillem Serrahima</p><p>17:15h - 17:35h: Debat entre ponents i el Vector</p><p>17:35h - 18:00h: Debat obert amb el públic</p><p>18:00h - 18.15: Pausa</p><p><strong>Bloc 2: Alternatives al capitalisme digital: cooperativisme de plataforma, economia solidària i tecnologies lliures:</strong></p><p>18:15h - 18:20h: Introducció al segon bloc de la trobada</p><p>18:20h - 18:40h: Ponència Melissa Renau.</p><p>18:40h - 19:00h: Ponència Alba Hierro.</p><p>19:00h - 19: 20h: Debat entre ponents i el Vector</p><p>19:20h - 19:50h: Debat obert amb el públic<strong><br><br>La sessió es farà en castellà</strong></p><p><strong>Podreu veure el Streaming </strong><a href="https://www.youtube.com/watch?v=nTcnoIO2Auc" target="_blank"><strong>aquí</strong></a><strong>.</strong></p><p><strong>Biografies de les ponents:</strong></p><p><strong>Hernán Borisonik</strong> és doctor en Ciències Socials per la Universitat de Buenos Aires i investigador del Conicet. És professor adjunt a l'Escola d'Humanitats de la Universitat Nacional de Sant Martí, on coordina el Centre Ciència i Pensament. El seu camp d'exploració abasta problemes vinculats als diners, la política i les arts. Dirigeix i forma part de diversos projectes vinculats a la filosofia i la teoria política. Realitza episòdicament tasques de curaduría, performance i crítica d'art. Va editar diversos volums acadèmics i de divulgació i va escriure els llibres Diners sagrats. Política, economia i sacralitat en Aristòtil (2013) i Suport. L'ús dels diners com a material en les arts visuals (2017), tots dos traduïts al portuguès.</p><p><strong> Guillem Serrahima</strong> és llicenciat en Filosofia Contemporània per la Université Paris 8, màster en Estètica en la EHESS. Entre el màster i el doctorat va cursar un any d'estudis interdisciplinaris en teoria dels mitjans, art i hacktivisme en ArTeC (París), on actualment realitza un doctorat en Arqueologia dels mitjans digitals. També participa en el programa de recerca NEST de la Berkeley University (els EUA). Ha fet classes en la Université Paris 8 i ha estat convidat puntualment a les escoles BAU, Massana i Eina Idea. Les seves recerques aprofundeixen en les interseccions entre cibernètica, finances i art.</p><p><strong>Melissa Renau Cano </strong>és estudiant de doctorat en Dimmons Research Group en la Internet Interdisciplinary Institute (IN3-UOC) on investiga sobre diferents models de plataforma i els seus impactes. L'objectiu principal de la seva tesi consisteix a estudiar la relació entre el model de plataforma i les condicions laborals de les seves treballadores, posant especial atenció en la tan aclamada flexibilitat. La seva tesi s'està desenvolupant en el marc del projecte europeu H2020 PLUS (Platform Labour in Urban Spaces). Té un Màster en Sociologia (Universitat de Barcelona) i és llicenciada en Administració d'Empreses (Universitat Pompeu Fabra).</p><p><strong>Alba Hierro</strong>, doctora en matemàtiques aplicades per la UPC. Participa activament en el foment de l'economia social i solidària (ESS) a Catalunya des del 2012. És membre de la Xarxa d'economia Solidària on ha impulsat diferents projectes entre ells Pam a Pam i la comissió de Procomuns des d'on s'ha treballat i incidit per apropar l'ESS als comuns digitals i les tecnologies lliures, amb perspectiva feminista.</p><iframe class="ql-video" frameborder="0" allowfullscreen="true" src="https://www.youtube.com/embed/nTcnoIO2Auc?showinfo=0"></iframe><p><em><br>Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Disseny de la gràfica del Vector realitzada per </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em></a></p>
- +<p><strong>8a Sessió del Vector de Conceptualització Sociotècnica</strong></p><p><em><br></em>El treball és un element clau dels processos productius i reproductius de la societat i de la vida. Afecta (i és afectat per) les formes d'organització social, les relacions de producció de valor econòmic i la configuració de grups i classes socials, en múltiples escales. Per això, com a darrera sessió de l'eix d'Economia i Tecnologia (després del tecnofeudalisme, el vectorialisme i diverses formes tecnoeconòmiques emergents, de les criptomonedes al cooperativisme de plataforma) ens centrarem a abordar <strong>les mutacions del treball, aprofundint i aprofundint en la seva</strong> <strong>relació específica amb les tecnologies i plataformes digitals</strong>. </p><p><em><br></em>Un dels debats sobre l'impacte de les tecnologies digitals a la reconfiguració del treball se centra en la possibilitat que l'automatització substitueixi la força laboral humana per màquines, creant un escenari de desocupació massiva. Les postures més optimistes (com l'acceleracionisme d'esquerres) celebren aquesta tendència com a possible via per superar el capitalisme, creient que -acompanyada d'una renda bàsica universal- podria posar fi a l'esclavitud del treball assalariat. Tot i això, des del feminisme s'ha assenyalat que aquests horitzons postrabajo han estat configurats des d'un imaginari marcadament masculinista, massa preocupat per les fàbriques i molt poc per les tasques vinculades a la reproducció social o les cures que històricament han exercit les dones a l'espai domèstic. A més, la realitat sembla molt diferent fins i tot en la pròpia esfera productiva (si és que aquesta distinció té algun sentit):<strong> lluny de crear una situació d'abundància material i més temps lliure, les tecnologies digitals han comportat l'aparició de multitud de microfeines escassament remunerats </strong>(com l'etiquetatge d'imatges, la realització d'enquestes o la transcripció de textos) que s'invisibilitzen per amagar les quantitats ingents de treball humà que hi ha darrere de tot sistema “automatitzat”. Als treballs administratius o d'oficina, la digitalització ha comportat la proliferació de tasques i responsabilitats com el fitxatge electrònic, la comunicació i l'organització en línia. Per part seva, <strong>les grans plataformes de serveis recorren a la gestió algorítmica estenent diferents formes de mesurament, vigilància i control sobre els seus empleats, alhora que obstaculitzen l'organització entre ells, eludeixen lleis i eviten la rendició de comptes.</strong> Al primer bloc de la sessió, a càrrec de Toni Navarro, filòsof especialitzat en gènere i tecnologia, esplantejaran algunes crítiques respecte al discurs de l'automatització, s'abordaran les mutacions del treball sota l'economia digital i s'exploraran algunes vies de solidaritat i resistència des dels nous sindicalismes i el cooperativisme de plataformes.</p><p><em><br></em>Al segon bloc, Marta Echaves, investigadora i editora de <em>Working Dead</em>, conversarà amb Nuria Soto, portaveu de RidersxDerechos, al voltant <strong>dels reptes que implica per als sindicalismes les realitats laborals de l'economia de plataformes, i</strong> <strong>com afecta la uberització del treball les gramàtiques d'autoorganització i resistència de les treballadores i els treballadors. La mutació del treball no ha de ser presa com un fet sinó com una pregunta oberta, des de la qual qüestionar els discursos i els imaginaris que glorifiquen la innovació. De vegades, l'etiqueta de les transformacions que comporta allò digital en les formes de treball, serveix de vegades com a excusa per invisibilitzar que aquestes noves tipologies d'empreses mantenen o recuperen formes clàssiques d'explotació i precarització laboral, davant de les que moltes estratègies d'organització i lluita històriques continuen sent vàlides. </strong>Què ha passat entre la dècada dels 80 i l'actualitat en relació amb la regularització de la figura de l'autònom? Què ha suposat l'aparició de la Llei Rider i quins perills conté la categoria de l'autònom digital? Com els sindicalismes podrien confrontar els algorismes d'aquestes plataformes? En quina mesura un cooperativisme de plataforma necessita dotar-se d'infraestructures tecnològiques i eines digitals, socialitzades, sobiranes i democràtiques, per poder representar algun tipus d'amenaça real a les empreses que actualment tenen el control i quasimonopoli d'aquests serveis? </p><p><em><br></em><strong>Coordinador de la sessió: </strong>Toni Navarro</p><p><strong>Invitadxs:</strong> Marta Echavez i Núria Soto</p><p><strong>Fila 0: </strong>Ekaitz Cancel·la</p><p><em><br></em><strong>Estructura de la sessió</strong> </p><p><em><br></em>17:30h - 17:50h: Ponència a càrrec de Toni Navarro</p><p>17:50h - 18:00h: Introducció a la conversa a càrrec de Marta Echaves </p><p>18:30h - 19:00h: Conversa entre Marta Echaves i Nuria Soto</p><p>19:00h - 19:30h: Debat amb el públic </p><p><em><br></em><strong>Bio ponents</strong></p><p><em><br></em><a href="https://tecnopolitica.net/es/autor/toni-navarro" target="_blank"><strong>Toni Navarro</strong></a>. Filòsof especialitzat en gènere i tecnologia. Actualment investiga al Vector de Conceptualització Sociotècnica impulsat per Tecnopolítica (IN3/UOC) a Canòdrom, Ateneu d'Innovació Digital i Democràtica. Publica ocasionalment a mitjans i revistes com CCCB Lab, El Salt Diari, Píkara Magazine, eldiario.es, El País, Temes de Disseny i Teknokultura. Ha impartit seminaris i conferències a: Centre Ciència i Pensament (UNSAM), Festival Gelatina (La Casa Encesa), IV Simposi Internacional Mutating Ecologies in Contemporary Art, Institut for Postnatural Studies, Institut d'Humanitats de Barcelona, Centre de Cultura Contemporània de Barcelona (CCCB), Centre de Documentació i Estudis Avançats d'Art Contemporani (CENDEAC), Biennal de Pensament Ciutat Oberta, Primavera Pro, Decidim Fest o FEM TEK Bilbao. Ha estat professor convidat d'estudis crítics a EINA, Centre Universitari de Disseny i Art (UAB). Recentment ha traduït i prologat els llibres <em>Nous vectors del xenofeminisme</em> de Laboria Cuboniks (Holobionte Ediciones, 2022) i <em>La terraformació</em> de Benjamin Bratton (Caja Negra, 2021). També ha escrit el pròleg dels llibres <em>Xenofeminisme</em> de Helen Hester (Caixa Negra, 2018) i <em>La guerra de desig i tecnologia</em> de Sandy Stone (Holobionte Ediciones, 2020), i ha traduït textos de diverses autores per a l'antologia <em>Ciberfeminismo. De VNS Matrix a Laboria Cuboniks </em>(Holobionte Ediciones, 2019).</p><p><em><br></em><strong>Marta Echaves</strong> (Madrid, 1990). Formada en Filosofia (UAM) i el Programa d´Estudis Independents (MACBA/UAB), treballa com a coordinadora d´activitats de l´editorial Caja Negra. Com a investigadora en aquests darrers anys ha desenvolupat dos projectes, <a href="https://rwm.macba.cat/es/especiales/there-are-no-more-tickets-funeral" target="_blank">La contrarevolució dels cavalls</a>, i <a href="https://www.lacasaencendida.es/encuentros/acechanzas-conferencia-marta-echaves-12631" target="_blank">De las Acechanzas</a>, que s'han presentat sota diferents formats en institucions com MNCARS, MACBA, La Casa Encesa, CENDEAC, Arc, Arts Santa Monica, UB. .. Com a escriptora ha publicat per a llibres d'artistes, catàlegs i mitjans digitals, i el 2019 va editar al costat de María Ruido i Antonio Gómez Villar <a href="https://www.youtube.com/watch?v=0TYcS26Ti8I&t=3692s&ab_channel=LaVirreinaCentredelaImatge" target="_blank">Working Dead. Escenaris del postrabajo (La Virreina Centre de la Imatge)</a>. Ha desenvolupat algunes reflexions al voltant de la tecnologia i el treball en contextos com les Jornades Cos, treball i norma de la UCM, la presentació del llibre Volumetric Regimes (Medialab Escorxador), el conversatori al costat de Diego Morera Quèfem amb Frank? El programari com a infraestructura urbana (Dilalica), i el text escrit juntament amb Aurora Fernández Polanco i Marta Labad Sota el símptoma, al catàleg Sota la superfície (Conde Duque)</p><p><em><br></em><a href="https://twitter.com/NuriaSotoA" target="_blank"><strong>Núria Soto</strong></a>. Exrider de Deliveroo, portaveu de la plataforma sindical RidersxDerechos i sòcia de la cooperativa de plataforma de ciclomissatgeria Mensakas. Fa quatre anys que té jutjats i lluites contra els abusos laborals de l'anomenada economia de plataforma que ja agrupa més de 3.000 empreses a Espanya. Com a part d'aquesta lluita va guanyar un judici a Deliveroo per estar treballant com a falsa autònoma i per acomiadament improcedent que el jutge va considerar una represàlia contra la seva activitat sindical.</p><p><em><br><br><br>Vector de Conceptualització Sociotécnica és una intensificadora filosòfica, un espai impulsat per </em><a href="https://tecnopolitica.net/" target="_blank"><em>Tecnopolítica</em></a><em> (</em><a href="https://www.uoc.edu/portal/es/in3/index.html" target="_blank"><em>IN3</em></a><em>/</em><a href="https://www.uoc.edu/portal/es/index.html" target="_blank"><em>UOC</em></a><em>) dirigit a pensar conceptes i reptes clau de les cultures, societats i polítiques digitals contemporànies, des d'una aproximació crítica i propositiva. El col·lectiu està compost per Antonio Calleja-López, Alejandra López Gabrielidis, Toni Navarro i Jara Rocha. Les trobades del Vector es realitzen al </em><a href="https://canodrom.barcelona/" target="_blank"><em>Canòdrom. Ateneo de Innovación Democrática y Digital</em></a><em>.</em></p><p><em>Disseny de la gràfica del Vector realitzada per </em><a href="http://goni-studio.com/" target="_blank"><em>Raúl Goñi</em></a></p>