tag:blogger.com,1999:blog-80810516678755034512024-03-19T02:59:06.526-07:00tecles i lletresAlbada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.comBlogger32125tag:blogger.com,1999:blog-8081051667875503451.post-62335862107069579492012-12-12T15:45:00.000-08:002012-12-12T15:59:59.972-08:00dotze Avui el calendari marca repetidament el número dotze: 12/12/12. Això em recorda un cop més la importància d'aquest número, que organitza també el sistema musical tonal, com ja vaig comentar a <u><a href="http://teclesilletres.blogspot.com.es/2012/05/la-roda.html">la roda</a>.</u><br />
Anant una mica més enllà, vull aprofitar l'avinentesa per fer una mica d'inventari de les obres per a piano que s'agrupen en col·lecccions de dotze o de 24. El primer referent que ens ve al cap, com sempre, és Bach i els seus dos llibres de 24 preludis i fugues: ell fou el primer que va compondre una peça en cada to, incloent els menors, ordenats cromàticament (Do M i m, Do # M i m, etc).<br />
Chopin fa el mateix amb els seus preludis, però ell opta per l'ordre de quintes ascendents amb els seus respectius menors (Do M, la m, Sol M, mi m, etc); en canvi en les dues col·leccions d'estudis, els dotze de l'op. 10 i els dotze de l'op.25, s'aparta d'un ordre establert i omet les tonalitats més "brillants" (Re M, Sol M, Si M, etc; d'això en parlaré un altre dia) repetint en canvi les que tenen més bemolls.<br />
Scriabin, en els seus 24 preludis op.11, s'inspira clarament en Chopin, tant pel que fa a l'estil com a l'ordre de les tonalitats; val la pena escoltar-los tots, però aquí poso la versió del núm 11 pel seu col·lega <a href="http://www.youtube.com/watch?v=hVFp_gT0-dI" style="text-decoration: underline;">Rachmaninoff</a>. Scriabin també va compondre estudis, dotze, op. 8; l'indispensable youtube ens brinda un cop més l'oportunitat d'escoltar un d'aquests estudis, el 12 precisament, interpretat pel <u><a href="http://www.youtube.com/watch?v=VfYMFNjSMnU">seu autor</a></u>.<br />
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Debussy també va escriure 12 estudis i dues sèries de 12 preludis. Aquí, però, la tonalitat ja trontolla, les armadures inicials no indiquen gens el to, apereixen molt sovint escales modals, pentatòniques, de tons, i cerca de colors i sensacions substitueix les estructures. Els títols, afegits al final de cada preludi després d'uns punts suspensius, suggerexien el que la música ja ha dit. Una bona ocasió per gaudir novament del gran Richter:<br />
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Segur que hi ha moltes més col·leccions, però vull tancar per avui esmentant Shostakovitx, que torna a Bach amb els seus 24 preludis i fugues op.87 (també té 24 preludis, op.34; uns i altres ordenats com els de Chopin). Escoltar Shostakovitx i Bach i relacionar els preludis i fugues de la mateixa tonalitat deu ser una experiència apassionant: jo ho penso fer. </div>
<br />Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com3tag:blogger.com,1999:blog-8081051667875503451.post-48289596229593593682012-09-30T14:22:00.000-07:002012-12-12T15:58:04.959-08:00els Bach<div class="separator" style="clear: both; text-align: center;">
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<span lang="ES">Aquest cap de
setmana, a més de gaudir del gran Johann Sebastian, he conegut un familiar seu:
Johan Chistoph, oncle. Sabia que el mestre havia tingut molts fills, que alguns
també havien estat músics, però no sabia res dels seus ancestres. Resulta que al
poble d'Erfurt la
nissaga Bach portava molts anys exercint com a músics “estatals” ; es veu que la
música en aquella època era tan important que
necessitaven professionals cada dia, a part de les obligacions litúrgiques
de cada diumenge. Eren artesans, componien i interpretaven sense cap pretensió de passar a la posteritat; era una feina utilitària. L’oncle Johann (tots es deien Joan), però, no va ser un simple artesà
sinó un gran organista i notable compositor, que malhauradament no ens ha arribat ja que ha quedat totalment eclipstat pel geni del seu nebot. <o:p></o:p></span></div>
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<span lang="ES">En el marc de la
nova edició del <i>Bach zum mitsingen</i>,
aquest cop hem tingut el plaer de descobrir aquest músic, a través de les
explicacions de Michel Brun, i sobretot de la música: el motet <i>Fürchte dich nicht </i>(un text del que
també el Bach famós en va fer un motet)<o:p></o:p></span></div>
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<span lang="ES"> Les sopranos estàvem amagades a l’orgue de la
magnífica basílica de Sant Just i Pastor i
fèiem el prec; el cor en aquest cas era la veu de Déu i ens contestava i ens donava ànims. Cantàvem poc, però el diàleg que s’estableix amb el cor és
emocionant .<o:p></o:p></span></div>
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<span lang="ES">Abans, l’esclat
del <i>Bringet dem Herrn Ehre seines
Namens</i>, cantata 148, en el to de la joia : Re Major. Les fugues cantades són molt més
clares, gràcies al text i a les diferències tímbriques de les veus.
L’experiència de formar part de tot el conjunt és única, i molt enriquidora per
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<br />Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-15273683145468148422012-09-21T13:25:00.000-07:002012-09-21T14:33:20.674-07:00volver<div class="separator" style="clear: both; text-align: center;">
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Un tango preciós, amb els acords de sempre i alternant major i menor, com un vals de Chopin.<br />
Encara no he tornat del tot al blog, però sí que he tornat al Conservatori, contenta i renovada.<br />
L'aventura de la llicència, en el sentit específic de treballar sense horaris fixos ni pautes concretes, s'ha acabat. Comença una nova etapa fortament marcada per les experiències (totes, no només les pedagògico-musicals) viscudes durant aquest període. L'important és no parar, com la filosa de Schubert.<br />
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<br />Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com2tag:blogger.com,1999:blog-8081051667875503451.post-1123064089514405392012-07-10T02:57:00.000-07:002012-09-10T03:45:50.889-07:00més pianistesActualment tenim molts mitjans i moltes maneres diferents de sentir música enregistrada: a part dels tradicionals, discos, ràdio i les seves versions modernes, tenim audios i videos als quals podem accedir només posant el nom de la peça o de l'artista. Això ens permet veure i escoltar de moltes maneres, i comparar versions de grans mestres de diverses èpoques.<br />
Aquest cop es tracta d'una sonata de Scarlatti, K27, en si m. L'obra, preciosa, conté elements interessants des d'un punt de vista harmònic: al començament hi ha una cadència andalusa, i també es poden veure i sentir moltes progressions. Serveix també com exemple de com es pot treballar l'audició a classe: analitzar d'oïda o sense tenir tota la partitura a la vista, o comentar les diferents maneres de veure una mateixa obra.<br />
El gran Michelangeli, de molt jove; impagables les seqüències on es mostra com posa el pedal<br />
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Passejant pel youtube, un plaer viciós, he trobat també unes partitures que sonen: la pirmera és </div>
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del pianista Murray Perahia, que fa una versió molt més reposada. La partitura, en v.o. :</div>
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Una tercera versió, encara més lenta, però no per això menys atractiva: <u><a href="http://www.youtube.com/watch?feature=endscreen&NR=1&v=syBnn-AgzVQ">Emil Gilels</a></u>. La versió de la partitura, una edició amb tota mena d'indicacions, no sempre correspon amb el que fa Gilels; tampoc correspon amb el que va escriure Scarlatti. Una mostra més de la llibertat dels intèrprets. </div>
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Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com2tag:blogger.com,1999:blog-8081051667875503451.post-34257234613576952922012-07-08T02:09:00.000-07:002012-07-08T02:33:11.599-07:00silenci<span style="color: white;"> Parlar de música és també parlar de silenci. I fer música és també alternar el so i el silenci. Per això no </span>té res d'especial que un compositor tituli així un llibre seu. Fins aquí, tot normal.<br />
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(imitant l'autor, deixo un temps per si algú vol tancar, o pensar, o buscar, o cantar, o rondinar...)<br />
<b><u><a href="http://ronsen.org/cagelinks.html#faq">John Cage</a></u></b> ( 5/9/ 1912 – 12/8/1992) és un personatge molt influent en la música i l'art del segle XX, i com a tal valorat per tothom. Però no sé fins a quin punt el seu pensament i la seva música són coneguts. <br />
Jo confesso que acabo de descobrir aquest llibre; no és que no sapigués que Cage havia escrit llibres, però pensava que potser no hi havia res escrit, com en el seu 4'33''. O, en l'altre extrem, que seria molt feixuc i complicat.<br />
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<span style="text-align: left;">La sorpresa ha estat trobar un llibre molt atractiu des de tots punts de vista: inclassificable com a gènere ,tot i que en principi és un recull de conferènces seves, hi conviuen, sense cap mena de problema, poesia, assaig, relat o diàlegs. Pel que fa a la temàtica, tot i que la música n'és l'eix que el vertebra, trobem filosofia, art, ciència, botànica, medicina i mil coses mes, sempre amb una bona dosi de sentit de l'humor.</span><span style="text-align: left;"><br /></span><br />
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Lectora apassionada però caòtica, sempre m'agrada fer experiments amb els llibres. Aquest és ideal: de fet està escrit per ser llegit d'aquesta manera aleatòria. Cage escriptor és conseqüent amb Cage músic: és un artista en qualsevol de les facetes que toca, fins i tot com a micòleg aficionat.<br />
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<span style="font-size: x-small;">"He llegado a la conclusión de que podemos aprender mucho sobre música si nos dedicamos a las setas: Para este propósito me he mudado recientemente al campo. Paso gran parte de mi tiempo estudiando minuciosamente "cuadernos de campo" sobre setas. (...) Tanto para las setas como para la música, el invierno es una estación muy penosa. Solamente en cuevas y casas, por las cuestiones de temperatura, y en las salas de concierto, donde las cuestiones de taquilla y de los puestos en los consejos administrativos están bajo constante vigilancia, prosperan las formas vulgares y aceptadas" (<i>Silencio,</i>p.274)</span></blockquote>
Un altre aspecte sorprenent i intesessant per a mi, tot i que també en fa broma, és el seu interès pel Zen, segur que tampoc gens ortodox:<br />
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<span style="font-size: x-small;">"No deseo que se culpe al Zen por lo que yo hago, aunque dudo que sin mi relación con el Zen (asistencia a conferencias de Alan Watts y D.T.Suzuki, lectura de su literartura) hubiese hecho lo que he hecho. me han dicho que Alan Watts ha puesto en duda la conexión entre mi trabajo y el Zen. Lo menciono para librar al Zen de caulquier responsabilidad por mis actos" (p.xi)</span></blockquote>
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De lectura amena, doncs , però gens banal, el llibre reflexiona sobre el fet musical des de totes les perpectives: física, artística, social, psicològica, pedagògica (naturalment, això de l'anàlisi no li interessa gens) o històrica.<br />
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Aquest any en fa 100 del naixement d'aquest artista, que va ser molt més que un músic. Una bona oportunitat per fer-lo conèixer més i reviure el seu art i el seu esperit lliure i creatiu.</div>
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O tocar la seva música!<br />
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<br /></div>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com1tag:blogger.com,1999:blog-8081051667875503451.post-59354908491421199882012-07-02T00:00:00.000-07:002012-07-13T04:25:32.657-07:00treballo<br />
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<span lang="ES">Divendres va
acabar la meva llicència d’estudis. Com que ja no hi ha classes, no ho he notat
gens: jo continuo treballant molt però sense horaris, que és del que es
tractava. <o:p></o:p></span></div>
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<span lang="ES">Ara és el moment
de fer balanços i deixar constància de la feina feta. En un paper, se suposa.<o:p></o:p></span></div>
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<span lang="ES">El meu projecte
inicial ha anat diluïnt-se una mica, en part per la meva tendència a la
dispersió, o, dit en positiu, per la meva curiositat per tota mena de coses
noves. A part de les lectures que et poden portar ben lluny, la xarxa facilita
molt el desenvolupament de la curiositat; i l’entusiasme de les troballes de
compositors desconeguts, tractats innovadors o interpretacions històriques et
pot allunyar de la cadència autèntica que estava prevista per aquell dia. Això pel que fa només a qüestions relacionades amb la música!<o:p></o:p></span></div>
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<span lang="ES">Em trobo ara en
la situació de garbellar, triar, completar,descartar i endreçar tot el material que tinc per donar-li alguna
forma. Mentre, per sort, tinc aquest blog on puc parlar de qualsevol cosa, de
tot o de res.<o:p></o:p></span></div>
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(Aquesta és una de les moltíssimes cançons amb harmonia de dos acords: I-V)</div>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-61029427763068669142012-06-27T16:31:00.000-07:002012-06-28T08:55:33.104-07:00c'est la vieAquests dies he estat a Paris. Em feia il·lusió canviar els habituals finals de curs, amb exàmens, avaluacions i presses, per un viatget, ja que en tinc el permís. Ara, quan tothom comença vacances, a mi m'espera una època de feina intensa.<br />
La llum de Paris, els seus contrastos de color i el batec imparable la fan una ciutat única, eternament atractiva.<br />
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Aquest cop, a més, una sorpresa: el 21 de juny, a França és festa grossa. La festa de la música té molta més tradició que no pas aquí: la va instaurar l'aleshores ministre de cultura Jack Lang l'any 1982. Això sumat a l'energia dels francesos a l'hora d'organitzar espectacles i de treure el màxim partit del potencial humà i cultural que tenen, dóna una jornada que sona tot el dia; esglésies, patis, parcs, rambles, voreres, avingudes, tots els <i>coins</i> valen. La gent s'hi aboca, el metro va tota la nit i hi ha un bitllet especial, les <i>boulangeries </i>no tanquen.<br />
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Els concerts del dia de la música surten anunciats a la premsa d'espectacles i en un suplement d'algun diari. A les escoles de música i conservatoris de cada barri hi ha activitats durant tot el dia<br />
Tot això és possible perquè hi ha una quotidianitat al darrere. Activitats constants, tant espontànies com acadèmiques, i de tots estils. Sense anar més lluny, dos dies després el Luxembourg tenia aquest aspecte<br />
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i en un parc infantil hi havia aquest anunci, entre molts altres<br />
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Serà qüestió de tornar-hi aviat! En tot cas, viatjar sempre és una bona manera de carregar piles i una font d'inspiració.Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-47445566272725767962012-06-16T06:19:00.000-07:002012-09-07T05:37:00.755-07:00cadències<span style="background-color: black; color: white;">Continuem parlant de dos acords: la dominant (V) suposa una tensió que tard o d'hora acaba resolent en la tònica (I) .Entremig poden passar moltes coses, però la base sempre és aquesta: sortim de la tònica, anem cap a la dominant i tornem a la tònica. Un cop més, doncs. coincidim amb les estructures literàries, (plantejament, nus, desenllaç), molt típiques de les obres teatrals</span><br />
<span style="background-color: black; color: white;">M'agrada molt comparar la manera d'abordar una obra musical amb la manera com un actor prepara el seu personatge. Al seu llibre <i>L'art del piano,</i> que continua sent un referent malgrat que va ser escrit fa més de 50 anys, H. Neuhaus ens remet sovint al seu compatriota Stanislavski, creador del famós actor's Studio, i al mètode que explica en els seu llibre <i>Un actor se prepara. </i>Val la pena llegir Stanislavski com si fos un llibre d'interpretació musical.</span><br />
<span style="background-color: black; color: white;">Però tornem al tema: a l'hora d'emprendre l'estudi d'una peça ens fixem primer en les seves seccions:</span><br />
<span style="background-color: black; color: white;">I t<span lang="ES">alment com en el llenguatge, en música (parlo sempre de música tonal) hi ha separacions entre frases, punts d’inflexió, o realment finals. És el que anomenem cadències.</span></span><br />
<span style="background-color: black; color: white;">Aquesta preciosa paraula que ve de l'italià té moltes accepcions al <u><a href="http://dlc.iec.cat/results.asp?txtEntrada=cad%E8ncia&operEntrada=0">diccionari,</a></u> la major part d'elles musicals. En realitat totes fan referència a entonació o ritme.</span><br />
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<span lang="ES" style="background-color: black; color: white;"> Podem dir que la cadència anomenada autèntica equival al punt i a part o bé al punt final; qualsevol persona, només fixant-s'hi una mica, pot identificar-la. I si no és així es pot entendre de manera contundent en els finals de Beethoven, per exemple l'últim minut de la famosa <a href="http://es.wikipedia.org/wiki/Archivo:Ludwig_van_Beethoven_-_Symphonie_5_c-moll_-_4._Allegro.ogg"><u>Cin<span id="goog_1415129957"></span><span id="goog_1415129958"></span>quena </u></a>que pot arribar a repetir-la vegades a bombo i platerets durant 29 compassos: dominant-tònica, o V-I. </span></div>
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<span style="background-color: black; color: white;"><span lang="ES">Aquesta contundència no es dóna tan clarament enmig de les obres. També n’hi ha , i moltes, però òbviament no són tan conclusives; ni tan clares. Tampoc </span>totes són autèntiques, i gual com tampoc tots els punts són punt i apart: hi ha les comes, els supensius, dos punts...,en música hi ha les cadències plagals, trencades, semicadències). <span lang="ES">Cal buscar-les, i entrenar-se a sentir-les, a tocar-les i a identificar-les en el paper; és el primer pas per entendre l’estructura d’una obra, de<b> </b>la mateixa manera que quan llegim un text atentament ho fem per paràgrafs. </span><span lang="ES"> A l'audio n'hi ha unes quantes.</span></span><br />
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Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-80432543059272288062012-06-15T16:40:00.000-07:002012-09-07T05:28:44.561-07:00dos acords<br />
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Fa uns dies parlava del cercle de quintes i l'organització de la música tonal. Seguint el mateix fil em centraré en els dos acords principals, l'I (tònica) i el V (dominant); són tan importants que per si sols poden constituir estructures força extenses. De fet moltes obres escrites per als principiants de piano, des d'estudis fins a reculls de cançons populars, estan compostes només amb aquests dos acords. Sentir-los i identificar-los pot fer pràcticament innecessària la partitura, ja que es pot intuir ràpidament sense haver de llegir-la nota per nota, o es pot fer servir de model i variar, inventant exercicis o melodies similars. Una altra pràctica interessant és buscar els acords en cançons populars o modernes; n'hi ha moltíssimes que es poden acompanyar amb només aquests dos acords, com fèiem ja amb la guitarra a l'època del <i>kumbaià. </i>Es pot fer servir<a href="http://teclesilletres.blogspot.com.es/2012/05/la-roda.html"> <u>la roda</u></a> per practicar per quintes o terceres.<br />
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Un tipus de cançons bastides generalment sobre dos acords són els cànons: melodies en què els cantaires van entrant successivament. Perquè tot quadri verticalment (harmònicament) cal que l'harmonia implícita en la melodia canvïi d'una forma regular. Per exemple, el famós <i>Frère Jacques </i>va alternant els dos acords de tònica i dominant I-V| I- I.<br />
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Un exemple una mica més complicat, i preciós, és <i>El gat </i>de Haydn.<br />
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<span style="font-size: xx-small;">Sóc la joguina de l'hereu/ que amb melosa i donça veu/saludo bo i fent meu marrameu</span><br />
<span style="font-size: xx-small;"> (el text original és de Goethe, <i>Hexeneinmaleins )</i></span><br />
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Aquí la seqüència és per compassos : I|V|I... , però a mesura que van entrant les veus l'I es va enriquint:<br />
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I V I V VI V <span style="font-size: xx-small;">ds 6+ </span> V</div>
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La tradició ha arribat fins al segle XX . En podem sentin un de Schönberg, el pare del dodecafonisme, on la melodia és molt més rica i l'harmonia queda totalment difusa: <a href="http://open.spotify.com/track/4DweqW88rFhG7k8mDtXAH9" style="text-decoration: underline;">Wenn der Schwer</a>... (Si la pena<b>...)</b><br />
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<span lang="ES"><o:p></o:p></span></div>
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<br />Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-20039796279542385652012-06-13T01:25:00.000-07:002012-06-15T01:26:38.761-07:00partitures<br />
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<span lang="ES">Els textos
musicals són les partitures. Algunes, tan boniques de veure com d’escoltar.
Altres, cal fer-les sonar; fins i tot n'hi ha que seria millor penjar-les a la paret. En qualsevol cas, la música no és la
partitura, que només ajuda a fer-la
reviure més fàcilment.</span></div>
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<span lang="ES"> Els nens aprenen a parlar escoltant i fins que
no tenen organitzat tot el llenguatge no comencen a escriure. Relacionar uns
signes escrits amb uns sons esdevé així un procés natural. Aquest procés
ha estat molt estudiat i ha canviat al llarg dels temps, però en qualsevol
cas els nens quan aprenen a llegir i escriure ja parlen i pensen, el
llenguatge ja és interioritzat.</span></div>
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<span lang="ES">La música
funciona exactament igual: primer sona, i, si de cas, després s’escriu o es
llegeix. Quan un nen vol començar a tocar un intrument, posar-li un paper al davant
pot ser un impediment . També hi ha moltes maneres de conduir aquest procés,
sens dubte necessari però no sempre imprescindible: hi ha molta gent que fa música sense haver
escrit ni llegit mai una sola nota.</span><br />
<span lang="ES">La música es pot cantar, tocar d'oïda, improvisar, interpretar, i llegir, però de cap manera podem reduir el fet d’estudiar
música a llegir les partitures amb la màxima exactitud. Com en tot, val la pena trobar l'equilibri, gaudir de cada una de les possibilitats que tenim i no menystenir-ne cap.</span></div>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-22340923905365423452012-06-04T08:51:00.002-07:002012-06-15T01:26:38.763-07:00obvietat<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: large;">Si cerques resultats diferents, no facis sempre el mateix</span>.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrAgPwuirdXiMYoye95G4OXnegttzdk1o7XVvGXBNaxl6v8rGpv8Sz7s5vuA4HMCI4Yx4PGU61qibwt6x8slDkNuaGQgIY7K7aNDOg1GWTXO54ueQuuxjBEL-icD7N9BU2Z-6znGAYdhOE/s1600/einstein.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrAgPwuirdXiMYoye95G4OXnegttzdk1o7XVvGXBNaxl6v8rGpv8Sz7s5vuA4HMCI4Yx4PGU61qibwt6x8slDkNuaGQgIY7K7aNDOg1GWTXO54ueQuuxjBEL-icD7N9BU2Z-6znGAYdhOE/s400/einstein.jpg" width="320" /></a></div>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-51788696026617448472012-06-01T14:53:00.000-07:002012-11-25T02:53:33.084-08:00avorrimentMolta gent diu que la música clàssica és avorrida. evidentment no puc estar-hi d'acord, ja que n'he gaudit com amb cap altra cosa tant escoltant-ne com fent-ne. És cert que de vegades et porta a un estat quasi hipnòtic, similar al que pot produir la pràctica de la meditació o la ingesta d'un parell de cervesetes. O somnolència, en el sentit de tranquil·litat: una obra tan univeralment aclamada com les Variacions Goldberg va ser composta per curar l'insomni d'un noble, diuen.<br />
Buscant al diccionari he tingut una bona sorpresa: l'origen del mot és ABHORRERE, 'prendre en horror', 'odiar'. Coromines, al seu Diccionari etimològic , una obra que demostra com pot ser d'amena l'erudició, explica que l'accepció relacionada amb el tedi és molt posterior.<br />
Així doncs, tedi va lligat a odi! Ara entenc per què quan m'avorreixo escoltant música (cosa que no permeto que passi si ho puc evitar) no m'adormo, més aviat al contrari, m'agafen ganes de moure'm i de fer altres coses, em sento incòmoda, engabiada en l'obligació d'escoltar durant un temps indefinit allò que no m'interessa.<br />
Sembla que no sóc l'única, i així podem explicar les epidèmies de refredats, atacs de tos i els conseqüents papers de caramels que acompanyen determinats concerts. Altres, més educats, miren discretament els missateges del mòbil o
comencen a examinar els detalls arquitectònics de la sala i les
indumentàries dels veïns i veïnes. Sense arribar a justificar l'actitud poc respectuosa dels refredats crònics i recalcitrants, estic convençuda que la rigidesa que impera en els rituals dels concerts, des del vestuari fins als protocols d'aplaudiments i reverències, i la gran distància que hi ha entre els intèrprets i el públic no ajuda a crear l'ambient de gaudir conjuntament de la música que seria desitjable. El silenci, present abans, durant i després de la música, no pot ser una imposició sinó una conseqüència; i el fet musical, una complicitat entre dues accions: tocar i escoltar.Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-72110548665340843422012-05-31T13:28:00.001-07:002012-05-31T13:28:55.695-07:00la roda<div class="separator" style="clear: both; text-align: center;">
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No és la meva intenció fer una classe de teoria però m'agradaria que el que explicaré ho pogués entendre tothom que ho llegeixi, per tant demano disculpes als qui ho trobeu massa obvi; sempre podeu deixar-ho córrer, naturalment!</div>
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Sabem que el sistema tonal està integrat per dotze sons, almenys en els instruments d'afinació fixa com és el piano. També sabem que aques sistema funciona a partir de les distàncies que s'obtenen des de do; qualsevol persona, fins i tot si no ha estudiat música , pot dir les notes per ordre, l'escala; i si en sap una miqueta més potser sap que entre algunes d'elles hi ha més distància que entre altres; al teclat del piano es veu molt clar: quan no hi ha tecla negra enmig, la distància és més petita, les notes estan més a prop. Per mantenir aquestes distàncies a partir de qualsevol nota, posem les alteracions. </div>
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Dotze és un número que es troba en molts altres cicles: els mesos de
l'any, les hores del dia, els signes del zodíac, i tots responen a un
ordre determinat. En el nostre cas, els sons s'organitzen per quintes (en majúscules), ascendents en el sentit de les agulles del rellotge i descendents en el sentit contrari. Cada quinta suposa una alteració més, és a dir que com més ens allunyem de <i>Do</i>, sempre saltant en quintes, més alteracions tindrem. Com és lògic, quan arriba a baix de tot està el màxim lluny possible (sis # o sis b, a la distància de tritò, el <i>diabolus in musica)</i>. <i>Do </i>b és igual que <i>Si</i> i portaria tots els bemolls.</div>
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He comprovat amb companys i companyes de professió que molts de
nosaltres vam fer aquest descobriment sols, en el pianet de joguina o la
flauta de plàstic: segons amb quina nota començàvem, la cançó sonava malament, calia tapar mig forat o li
faltava la "tecla negra" que potser ni existia en el nostre instrument;
quan va venir la teoria ja ho havíem entès. <br />
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Entre els noms en majúscula n'hi ha ens altres en minúscula, que són els menors corresponents. El mode menor surt a partir de la nota <i>la </i>, és a dir que és a una tercera del major. El folklore català és ple de magnífics exemples de cançons en mode menor, com <i>El testament de l'Amèlia, La presó de Lleida </i>i fins i tot el nostre himne, <i>Els segadors</i></div>
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Una primera
utilitat de la roda de tonalitats (també anomenada cicle de quintes) és
aquesta: ajudar a veure quantes alteracions (armadura) necessita cada
tonalitat. I jugar a tocar una melodia començant en el to de <i>Do (</i>o <i>la menor) </i>i fent part o tota la volta. </div>
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Però hi ha moltes més coses. Per no extendre'm massa en cito algunes:</div>
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- els tons anomenats veïns ho són realment a la roda: prenent qualsevol to major, els seus veïns són els que estan just abans i justs després (sempre en el sentit de les agulles del rellotge) i els seus corresponents menors. </div>
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- els acords tríades: des de qualsevol nota, la seva tercera i la seva quinta. Són majors si partim de major</div>
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-les funcions tonals: també són al voltant de la nota que prenem com a centre i corresponen als tons veïns: la dominant (V) a la 5a superior, i les subdominants a la 5a inferior (IV) amb els respectius menors (VI i II).</div>
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En aquesta roda <a href="http://www.randscullard.com/CircleOfFifths/"><u>interactiva</u></a> hi ha encara més elements per jugar, entre ells els modes grecs. Jo ja paro per avui!</div>
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<br />Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-78701997196107206212012-05-25T08:46:00.000-07:002012-12-12T15:59:59.974-08:00pianistes<span id="goog_74499351"></span><span id="goog_74499352"></span><br />
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Es parla aquests dies del setè aniversari de youtube. Aquest mitjà s'afegeix a l'evolució imparable de l'accés a la informació de tota mena, en aquest cas visual i sonora. Si amb spotify podem accedir a múltiples versions de tota mena d'obres amb la garantia de qualitat que suposa el fet que han estat enregistrades i comercialitzades, youtube és molt més obert, hi podem trobar de tot, des de versions casolanes fins a recuperacions d'enregistraments històrics de grans figures. Buscar, escoltar, comparar i aprendre a discernir és un exercici bo i saludable per a tothom. I youtube té unes possibilitats pedagògiques que tot just comencem a aprofitar. Un bon exemple és aquest muntatge de la famosa<u> <a href="http://www.youtube.com/watch?feature=player_embedded&v=ES-uwJLdB_M"><i>Polonesa op.53</i></a></u> de Chopin, on es poden comparar diverses maneres d'entendre la música i de fer-la. Cadascú tindrà les seves preferències, i podrà escoltar senceres les versions que més li agradin i saltar-se les que no, més enllà d'un judici sobre el que és "correcte o incorrecte".<br />
De passada ens podem fixar en el passatge d'octaves, molt similar al dels <u><i><a href="http://www.youtube.com/watch?v=jv08OinmQ8k&feature=related">Funerals</a></i></u><i> </i>de Liszt (minut 6.06), i les meravelles que es poden fer només amb els acords bàsics de tònica i dominant.</div>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com2tag:blogger.com,1999:blog-8081051667875503451.post-26355391357585648812012-05-11T11:36:00.002-07:002012-09-12T04:30:39.914-07:00històriaFa dies que aquest blog no sona, i no pot ser. Espero poder penjar audios aviat. Mentre, val la pena escoltar aquests magnífics cantants i la seva "modesta revisió la història de la música clàssica occidental dels últims quatre-cents anys". <span style="color: #6600cc;"><span style="font-family: tahoma,sans-serif;"><img src="https://mail.google.com/mail/u/0/e/gtalk.328" style="margin: 0pt 0.2ex; vertical-align: middle;" />. </span></span><br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/JXhAz0DOpMU?feature=player_embedded' frameborder='0'></iframe> </div>
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<br /></div>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-29537069627666454252012-05-08T08:51:00.000-07:002012-05-11T11:34:26.558-07:00l'OltraEncara que sembli que me'n vaig una mica del tema, començo amb un poema:<br />
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<span style="font-size: x-small;"><b><i>Elefant</i></b> </span></div>
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<span style="font-size: x-small;">De la trompa grisa</span></div>
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<span style="font-size: x-small;">canons acerats,</span></div>
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<span style="font-size: x-small;">de les quatre potes</span></div>
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<span style="font-size: x-small;">pilars de palau,</span></div>
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<span style="font-size: x-small;">bèl·lica bandera</span></div>
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<span style="font-size: x-small;">de l'orella gran,</span></div>
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<span style="font-size: x-small;">de la pell gruixuda</span></div>
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<span style="font-size: x-small;">galtes d'advocat,</span></div>
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<span style="font-size: x-small;">dels ullals de vori</span></div>
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<span style="font-size: x-small;">torres de pedant.</span></div>
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<span style="font-size: x-small;">PERE QUART, <i>Bestiari
(1937)</i></span></div>
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“ Torres
de pedant”, res a veure amb la senzillesa i tracte afable de Manuel Oltra, homenatjat fa uns
dies al Petit Palau per celebrar els seus 90 anys, i que va pujar a l’escenari per
agrair la nostra paciència en escoltar la seva música. El <i>Bestiari, </i>obra per a cor sobre coneguts textos de
Pere Quart, conté totes les característiques d’aquest compositor: una música directa, planera però sòlida, amb
harmonies atractives, amb un fi sentit de l’humor, i que s’adapta com anell al dit als textos que
il·lustra. <br />
També és autor de moltes sardanes, un original Fantasia per a piano i cobla. Per a piano sol val la pena conèixer les <a href="http://open.spotify.com/track/1pGpEQeBWYgprirNRCa3qB"><u><i>Variacions característiques</i></u></a> sobre un tema de Petri Palou. </div>
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Curiosament (o
no...) molts records que tinc de Manuel Oltra depassen l’àmbit musical. El seu interès per la llengua que jo
compartia i que el va portar a aconsellar-me que utilitzés el meu nom de debò,
en català, sempre i no només en família, o que tot d’una es posés a recitar
Espriu, o la seva explicació de la secció àurea a partir de la Venus de
Boticelli. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfJXTxc8A0oBuYq_vQsdFzVv8qbF2CvzVrK3A2hGaWTvzkDpRa95F8hU5zpkDcxs3Ey6BseHVHMsHWTiczVBEQ8ErAa4fHkhI7e2bg5W0oSdvp20_-Rdp0qIXYSLv2o66uk9HEemMumRF_/s1600/M.+Oltra1.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfJXTxc8A0oBuYq_vQsdFzVv8qbF2CvzVrK3A2hGaWTvzkDpRa95F8hU5zpkDcxs3Ey6BseHVHMsHWTiczVBEQ8ErAa4fHkhI7e2bg5W0oSdvp20_-Rdp0qIXYSLv2o66uk9HEemMumRF_/s320/M.+Oltra1.jpg" width="230" /></a>El
més
important, però, és la seva tasca pedagògica
que ha marcat gran quantitat de músics de diverses generacions. Per a
nosaltres era l'Oltra, un sots-director temible, tot sigui dit, i un
mestre molt respectat i admirat. </div>
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A part d’unes
classes inoblidables d’harmonia a casa seva, fou el meu professor d’aquella
assignatura que es deia Formes musicals<i style="mso-bidi-font-style: normal;">, </i>i
allà mostrava el seu entusiasme per la música, i ens esperonava sempre a <b style="mso-bidi-font-weight: normal;">viure</b>-la,
a anar a concerts, a escoltar i analitzar el que sentíem; tocava molt sovint el que analitzàvem
(sonates i fugues) li agradava discutir amb nosaltres sobre els finals dels
temes de les fugues o passatges tonalment complicats. Un estímul que encara conservo.</div>
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Per molts anys,
mestre!</div>
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<br /></div>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-29052345854725272912012-04-26T04:05:00.000-07:002012-05-11T11:45:14.368-07:00Czerny<div style="font-family: inherit;">
Carl Czerny (1791-1857) és ben conegut de tots els estudiants de piano, i sovint se'n parla amb poca simpatia. </div>
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Recordar que fou alumne de Beethoven i professor de Liszt pot ajudar a fer-se una idea de la sòlida formació que tenia i la seva dedicació a l'ensenyament. També val la pena remarcar que és l'autor més interpretat del món; no en va és inclòs en els programes de totes les escoles de música i conservatoris </div>
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A mi tampoc no m'agradava, estudiar Czerny; tocar-lo sí, quan ja me'ls sabia i podia anar ràpid. Malgrat que les meves mestres el valoraven molt, no m'interessava gens. No va ser fins després de molts anys de fer classes que em vaig adonar del gran potencial pedagògic d'aquest autor. Els seus estudis ofereixen material per qualsevol tipus de treball mecànic i per nivells diversos, des de principiants fins a nivell superior. A banda, però, forneixen un material molt útil per entendre les estrucutres harmòniques més bàsiques, que són tractades de moltes maneres diferents en funció de l'objectiu tècnic de cada peça.</div>
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En el seu llibre sobre l'evolució de la tècnica pianística, Luca Chiantore parla de la seva obra <i>Systematische Anleitung zum Fantasieren
auf dem Pianoforte Op. 200</i><span style="font-size: small;">, i la compara en importància a la de.</span> C. P. E. Bach. </div>
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Buscant el llibre a què fa referència, vaig trobar una obra curiosa: <a href="http://petrucci.mus.auth.gr/imglnks/usimg/a/a2/IMSLP11800-Letters_to_a_Young_Lady_-_Czerny.pdf"><u><i>Cartes a una senyoreta </i></u></a>(traduïdes a l'anglès) on dóna tota mena de consells a una suposada alumna. Interessant el que diu sobre les escales, després de parlar de l'aspecte mecànic (traduexio de l'anglès):<br />
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"<span style="font-size: x-small;">però aquestes escales tenen altres utilitats.Hi ha poques composicions musicals en què no siguin introduïdes pel l'autor d'una forma o altra. (...) les escales diatòniques o els acords trencats en arpegis, són utilitzades innombrables vegades" (p.26).</span> </blockquote>
És a dir, recalca que les escales són acords amb notes de pas. Més endavant, i després d'una descripció detallada dels tipus i disposicions d'acords, mostra les maneres en què els podem trobar (p.64). </div>
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Per tot això vaig començar per analitzar Czerny, i concretament els estudis op.299, que pertanyen al programa de 1r i 2n de grau mitjà. E.n aquests estudis el mateix autor especifica els aspectes tècnics que
tracta. Jo he fet una classifciació una mica més definida, afegint-hi
algunes caracteristiques formals i harmòniques que poden ajudar a donar
una idea global del que són aquests estudis. De l'anàlisi detallada de cada estudi n'he extret les fórmules més bàsiques, que poden servir de base per crear tota mena d'exercicis nous. I l'objectiu de tocar-los pot enriquir-se amb altres igualment interessants com llegir a vista, transportar, canviar les mans o canviar l'aspecte tècnic.</div>
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</tbody></table>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com1tag:blogger.com,1999:blog-8081051667875503451.post-40419414212529639132012-04-16T08:55:00.002-07:002012-04-18T11:46:19.697-07:00pianàlisi<div style="font-family: inherit; margin: 0cm;">
<span style="font-size: small;">Després d'aquests mesos de rodatge ha arribat el moment de
publicar coses més directament relacionades amb la meva llicència d'estudis.</span></div>
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<span style="font-size: small;">Pianàlisi és una paraula que m'he inventat i que és volgudament
ambígua: d'una banda fa referència a la importància que crec que té l'anàlisi
musical a l'hora d'ensenyar i de tocar el piano; d'altra banda inclou el sentit
d'analitzar el piano en sí, el paper d'aquest instrument meravellós (però massa
tendent a l'individualisme propi del segle XIX) dins la vida musical actual.
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<span lang="ES" style="font-size: x-small;">"Tot i que naturalment gaudim fent o
escoltant música d’una manera global, la comprensió ve donada pel coneixement
de l’estructura, i més concretament de l’harmonia. L’harmonia, la
verticalitat, és impícita en la melodia i no se’n pot deslligar. El
piano, l’instrument polifònic per excel·lència, permet treballar l’harmonia des
de la pròpia concepció de l’instrument, sentir i experimentar la música
verticalment; és per això que tot estudiant de música hauria de tenir-hi un
mínim contacte. L’anàlisi, doncs, no és una assignatura sinó una eina que
ha de ser present en qualsevol faceta d’aquest aprenentatge<b>. </b>La meva
aportació se cenyeix al repertori pianístic, i molt concretament al dels primers
cursos del grau professional, però podria ser perfectament extrapolable a
altres nivells i altres
instruments </span><br />
<span lang="ES" style="font-size: x-small;">Analitzar és comprendre. Aquesta comprensió incideix de manera molt positiva en
l’aprenentatge musical. Concretament:</span><br />
<span lang="ES" style="font-size: x-small;">- millora la capacitat lectora.</span><br />
<span lang="ES" style="font-size: x-small;">- permet la interiorització de la música, i per
tant facilita la seva memorització.</span><br />
<span lang="ES" style="font-size: x-small;">- propicia la creativitat, ja que a partir
d’unes estructures conegudes poden sorgir altres idees<a href="http://www.blogger.com/blogger.g?blogID=8081051667875503451" name="_ftnref1"></a>.</span><span lang="ES" style="font-size: x-small;"><br />A més,
com a procés mental, és aplicable a moltes altres matèries de l’educació
general."</span></div>
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<span lang="ES" style="font-size: small;">Aquestes
paraules són la meva declaració de principis, prèvia a l'inici de la feina.
Continuo subscrivint-les, però amb matisos: des dels primers dies, en començar a
llegir llibres dels teòrics, vaig veure que la "comprensió", en
el cas de la música, no pot ser només un procés mental sinó que ha d'implicar
una vivència, i per tant sempre hem de partir de l'escolta. És per això que
desconfio bastant de tot el que sigui només escrit i no soni. </span></div>
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<span lang="ES" style="font-size: small;">Pel que fa
al segon punt, fa temps que em pregunto quin sentit té l'ensenyament del piano
com a formació de professionals solistes. Penso sincerament que és una espècie
en extinció, i que continuar en aquesta línia no tan sols afavoreix les
frustracions sinó que impedeix que moltes persones puguin adquirir unes
competències musicals a través de l'instrument que els permetin gaudir-ne tant
sols com en grup. </span></div>
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<span style="font-size: small;">Fins aquí la
introducció. Els escrits que es refereixin exclusivament a aquest tema portaran
l'etiqueta "Pianàlisi"(la llista és a la columna de mà dreta), i
d'aquesta manera qui vulgui pot llegir-se'ls o saltar-se'ls.</span><br />
<span style="font-size: small;">En aquesta primera entrada dono
la benvinguda a totes les persones que estigueu interessades en el tema i us
demano la vostra participació, ja sigui aquí o en privat; compartir sempre és
bo, i contrastar idees resulta molt estimulant.</span></div>
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</div>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com1tag:blogger.com,1999:blog-8081051667875503451.post-14982578606775577292012-04-15T22:00:00.000-07:002012-05-25T07:25:54.343-07:00la silvieta<div class="separator" style="clear: both; text-align: center;">
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El diminutiu, invent de la meva filla, és només carinyós, ja que es tracta d'una artista immensa: la cantant empordanesa Sílvia Pérez Cruz, que divendres passat ens va delectar i emocionar un cop més amb la seva música. El marc, el Liceu: un escenari que, com deia el crític, continua imposant malgrat que ja fa temps que, per sort, s'ha obert a tota mena de tendències. Els problemes tècnics amb els micros van ser solventats ràpidament, i com diu ella, el Liceu va somriure, i amb ell tot el públic :)<br />
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A part de la seva vàlua inqüestionable m' interessa l'art d'aquesta cantant pel que té de dúctil i poc convencional. Certament, una veu privilegiada l'acompanya, però l'instrument no és suficient: hi ha sobretot una voluntat de no quedar-se en un estil concret, de provar diverses coses. Per això vam poder sentir cançons tan intimistes com <i><a href="http://www.youtube.com/watch?v=zzaNRABWl50"><u>Pare meu</u></a> </i>(un text preciós) contrastant amb l'energia reivindicativa de les <i>Corrandes de l'exili</i>, o el ritme frenètic de <i>A gloria</i> que va fer trontollar el Liceu amb la participació de tot el públic. És evident que té moltes coses a dir, i les diu amb una gran capacitat de comunicació i amb el llenguatge verbal o musical que li va millor.</div>
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El risc de fer un recital basat en obres quasi totes pròpies, i algunes d'elles gens fàcils per al públic, és una mostra d'aquest tarannà; però ella mateixa ja va "amenaçar" amb coses noves. Formació sòlida, entusiasme, creativitat i sempre un treball rigorós i decidit. Un exemple vàlid per a tothom. </div>
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<br /></div>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com1tag:blogger.com,1999:blog-8081051667875503451.post-74482601637795221762012-04-08T03:07:00.000-07:002012-11-25T03:06:30.543-08:00la passió<div class="separator" style="clear: both; text-align: center;">
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<span lang="ES">Com cada any en
aquesta època, he escoltat la Passió segons Sant Mateu. Aquest any en
directe, però des de casa, amb els
avantatges que suposa. La versió , excel·lent i modèlica (és a dir, que està de
moda) dura ben bé una hora menys que algunes altres més antigues. </span></div>
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<span lang="ES">La meva passió
per Bach ve de lluny: uns deu anys devia tenir quan vaig participar en la de Sant Mateu
una Setmana Santa. </span></div>
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<span lang="ES">Recordo que la
vam cantar en català, però igualment jo
no entenia res d'allò que dèiem de l’anyell i la
innocència. Les frases eren simples, amb notes llargues i melodies poc complicades. Els assajos eren
veritables esdeveniments: llocs diferents, horaris diferents, fins i tot alguna
nit… Tanmateix sembla que ens tenien ben interessats:</span></div>
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Un dia, però, vam anar al Palau. Amb l'orquestra, els cors de la gent gran, un director solvent i famós, els solistes. I aleshores es va produir el miracle: aquelles notes llargues s'integraven amb tot l'entramat orquestral i coral, amb paraules o sense, amb motius diversos, </div>
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i suposaven el pòrtic d'una obra immensa que narrava la història tan coneguda però amb musica. Bach es va instal·lar per sempre en la meva vida. I també el plaer de cantar en grup: i no necessàriament grans obres amb centenars de gent; pot ser un <i>Noi de la mare </i>al menjador de casa... </div>
<span id="goog_666568699"></span><span id="goog_666568700"></span>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-88718265345572427222012-04-02T01:59:00.000-07:002012-06-02T13:03:16.131-07:00onze hores<br />
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" 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/GpLfAo0USUolGa3B+Ph6e2tr/E8EHRWIJonOgjooFd+1PvXZldIUkTazPNjSJ7C+cKwBOAKwhnC2xNsDTC2MKzBEXONpE7JHD6WUsja2hmdS3p5u5Mc1+2qS/T0JWiCwn1foGxmWcJwtQBRShN2TVT38spg1CHoOxAVTMs62ev35W66QV4NkHRAXEzqi0o1fBrzLxyPQrVWKtGqQlKf7p/48x1O9GxgR3cmrFxBy/QD4kZFaq0Cr2gSIrcEk6sFjToU5WWLJ2b12BAtZZtMKGoAbU6tsGUpnGnaBxo0KNBjxol5BaoHAJzE1RWyPTQWKEyckY7o7cyRhuMjknq9iY4WuBogb0JjqQmkTOOAOtsY+xtjL0DtnbYOmHthqULlm5YumHqgKkDhnbo2lh1iKcMCmRBgSTAVjeh2svU+zhJK+oaUeWEMsBr3Jy1/bDo8RMpv3xV8OgfmO1HsfUwth7hP/hyyoOHRBteEgz8jt+5UxDYwXo2wtgnrLPv/NN711CPEYVjFIt9ReqRGBFNEJ1KUN9ze4S/uDc9v5wprhXKjJzGwTM38uw+vqOFZ/cxlkaYG6FrgsHHmQNp9rZsZzDbHkgztYh0PsjcnLIpVRtMN3almTp4ugBkLtTZOH03GgIpkqBIFkS9B3KfQNcDZQ/P+cCsdbsXPnUiZd2zaAigwp2mCqHEmCNpyqx3odSAQhXkjTmBTTld2+Eb4no2o3sduofhbUWtCqXyWTWmeXVmtkqSojGgsh7ldVy9AuV1qJRArEKVFNUyVEhRo2Qa1DyFXqSz8PU2KK1QO9McQaGlGRo7VGZItKzOCp2F0VunnLwXtkbYfXC0wOaDvSUpxhFgHAHGEWId7Yy9g7F3MfYuWLth7Ya1B5ZumLsZUydj6IC+ndG2seoQpwxy8iAnD6LGA2UbVG2o96LeC2tfZu9js7fuEjx0EI8eZR77PR49jodexrbD2HqA3bKPXf8if+B3wu5fpXc8PqNtx4yWrZmO4QUa36b9r4wSjcUpdmWhNxKnePwrUg9HKEFRotMJGnhml+And4iWr8WqUpTUo1oJqYGndaaYGtMsjalmL2dt4vn70dTD2NtElkCOtTXT2MQprKhRp1pbOEMjNB5ommEKwhiCyoc6FyMPpUja5mh6sjVtEDtRa0dtI6qbUd+WM/D83J3HZzx8QOR9ELUt/KomrDExxWbkSlGogK4lPbg+o32jqGWI7xuYNbyd6xhCVx9CbdBbUatML1WnFUtRVYOGOpQUo6yML5EKpDJOpmDlipk2R6pWL5CpeRKlUKVP0Zuh1kKhhsYGgzenqTvNFWB0TiiNEKuhsUJjhc4GvRNGF8weWJpga4HdD5sf9lbYg7AHGfukibOObtbRzdp7GdukYO2DtY+x9PEMXXxDJ0/fwenaWXUbowpB0QZVG1RtUAQhaYLCh6b1mVt+N+fx/emP7sPW3XhoH3YcxuMvs788yjx6hNm2j9n0YtqWXRnrfpvds3Nm+8PzWrfO9aybYexYIHF0PPX8JaLRGEWv7GJHk5uwX436OCXiMaIzRCPPvJjyk1+kL8lnlhdiZTHWVKO0galT8+XGDI09W+9KszTC3gxvu9DTkWVrnaltnKF2zDa75nl8UGkZvZlnckHrhsIJhReGEGvtnWnsnytvn1HpTq92ChQeTt2Eejeq3aj1feuRIwsfP7pwx8EfbD8y37KRK7BjjQlFJlRaoW7iu7uE3h6eLZRuCc52dmTaW1McLamtbWxTMxrkKKjg5dXwVlfwpFLUlvPFdfyqCmFFeXptDVNRiqoyVJbyqqtyZIq0eim/WsyIJZDKGaMFOgffEZwTGklzhqCyQWFGgw5qyyR4rQMGF4xemH2w+GBthTUIWyjZfyeNm7H1sPZe1t7H2vtY+wBj62esg4x1EJYBxjIgMHQL9J18XQdP285p2hl1G9TtUHdA3Q55AMYudOzI2vZC9qN70x/bk/r4Ae6xg+xjh3m/fDn1qVcyf3si69evpD92OOXB3Wnrf5va+3hKy2aRvV+oCTA1NqyR4u4C95ZHLhBdjlM4NrW1E0tMpx6dTj3+RdTHRykRjRFdJNr43K7M2+7IXpovWFaAZYXILUZ+BYpquQppar0qR2ZI01oZrx/eFqHBkykxzajSzKlWzJYqZ2lVIpVEpFOm6nVCvZXVuqBpgrYV6gBKjHMqbHPWaGfkq2Y2WEX1BpQoUGNFnXtB384Zw79etO6ZHw0++99ND39D1Y3FtVguQY01w9o+29s7196xyNj6r+rGbys83xCbbpWb56tNvKp6FJSm10hnV8hw/2qUlmLlkkUKxZzycsF9980uWJuxdvXc2grR2tWi1atmFVVkrylLLyhPq6xHRQ2kahg8qb6++T2bBfZWyIxQmCEzQmllVDZo7NA4oHfB4IWpGRY/zK2wtsHWmRRj62FsPYwtiXyAtQ0lxViHGeswLENXqAv0XTxtB6vpZNQdUHdC2wlVO6zDaT07Fzy8b97jB9Mf3MV/4DnRQ3vmPvWH7MeOpGzby9+yi7f5eWb979C3E6FtMHdDE4DMA7EdNWaUqpBbx9yzRte34cx06rHJXaTEtdSJpoXffA71sctJ6peItrywe8bP7pq1PD9lRQG7oggri7GyGKtLsbZKUFqfWa3IlGrTHC40yETlkjvcXe27/7D3Eh0iepYiWy5+KH7+V9+06lMqqrKlxjmWkEDfjmpbZp1V8fjeX78zsfsUjbx+cknvxpQKKVOpQrE0xdaRu/eNviht+JCeukiPnKVvW/pQrOc1eH4+8qvA2xefnKAnPo49+daFve+N739/dO/7F3/7908feevk06cvPjcad/x215yCcl7uqvk11T2Hj/7m7x/ufO2NPR998su33njqw/eeO/vpjjfefvKv7z//wYVd5+Ijb3zw845BlNXD0JQZHFk4sI21+lGng8ICuSVJnVHZoXZA64ahCcYWmFthDsLSBWtPUoytl7H1M7Z+1j7A2YdZ2xBrG2FtI0nqjHUdYx7iG7sFxi6+voun62Q1ndBMUbeMZLY9tnDDCwu3vjR/27452/elb9nF9v2K7XgcTVthHYKxD7YBuEbgHIK1G2o/5I1osEFs5debU6p1wmJZZm6ptKPvdIIuxmkiSTQau0I9+hWoRyYoEU+uyG7dtWfunffNW1WYlluEZQVIgs8txspi5BZhZRFyC3LEkhnlVcatT35CdJHoAtHf4vQ3ojeJ3iJ6laJ1fQM35VXNKlQuVAYF5abUEunAK2+fJjobp4+IThDdLFek1otRK4HUsPqJPYeI3iB6k+gE0aoNv5opb7nF3PeL5q37IvQe0UdEF4jOXKZYnBJxGr9M0QSdjdAZokd+/6cFS1ctyi9esDTv2EcXR4nCRKMx+iiSOEN0MrlvFqdzCfqY6O9EPzT4ZqscWc29otbBNP9gpn8QUgskJkiMkJg4lYNTOTi1m9U2MnofDH6YW2Fuh6U72WfD2nfFmTPWQZina3hSpkHG2MMYu1hDD6PvTgq6Huh7vrNxz7+MvLCg9zeZwcdY9xYYB6DsgiSIcg/K3ahqQk0zz7OJcW+Acwi2Xlg6oWlGgw11Rn6tQVSt5hfVpawoWK63fEqUfNhoZLLnHh8f/YrUo2GieIToXII2v/DSzF8snr28QLR8LS+3BKvLsLoMeeXIL2XySnl5JcLVhbjtJ4r1G08ThRNEUYrG6IMJ+pDoA4qfovj7sbGzRA3+vu9Vm+dX2WY3OFKLawePv/7JRaLo5Pyw+/hhrFqKinJeVf3aLTv/RPQx0UdEfySqeOyZu9b/Zr6287va7jeI/hqjZNsajVMiQTRBdD5BYUpM0OlReuLYq3Puun/mvStybr/3938/G5uKTjofiZ2b2hH++Bydn6DTRO8Q/dgSzFY5M1oGBKGR1OC6zNZhyOyQ2iCxQGLmKZx8pYun8vI0zayuBQY/TEGY2mDphqUXloGk/hfq5kGYe2DqgakHhm4YJqmz2h6+YZDTDULdB3kXxCHU+FHpQ1kjipwodqDUjXJPpmu9yDHMsw/C2g1jCOpGyOxoMPHFBmG1miuqFS5fe59Kf3pqGzc2FT8ZDo9/ReqxyZnbaaJ1z7+UcfvdmUvzuPvzsbIIuSXIK0NeKfKKkVeC1UXC3NXfqi56j+jsBE2M06XzdDlMp2mS+vt0aZTi40RvXox9bWnpIrFDWKFk1haP/OG1cJRolBJjdCocfpvozoCLK8xNKSqqXf/QSaJzYTpP9DpR7W+e/3b3w9/u3HlbaMd+ohNEbxL9iehDolOUmCCiOF38+Dwl6BLRloNH/q2iam5RyewVa147E5kgunyZJqJ0geiTqbCA5G79SaJ9Cfph+7osT1tqcFjYvj61fUNWaB0UTsgdkDk4uYMvd/Plbr7Sw1M1sRofqw9AH4KpA5ZemPth7p9GfZixDl9Lfbr6YO6DqQ/GXhh6GX0vq+3htD2QtzOyTlbayTV0sOJ2VtzONoT4da1Ya2MKbChxoNw5x74uyzEksvfzrF0wtELbBJWbVdqFUiu/Ro3COv7ygp83yE8nLSEZlEGUiMVjschXpB5PJIjGiD4mGn5+T9rt96Quzcf9q7GsACsKsKIQuUXILURuAXLXcMuX6R4cOk3xcaJYgk6eTmx44qXvFpX9WFY/fPDZUxS/ROFPLo+eJVrpakuv0mTrXam1dZv+9OdEnOhUmEbp0/MXThL99vzJbypr5xYVKocfOEN07hydi9AfiYp/9dSc0APfeejQ1wPbv+Vb/9+Nnf/jbvofu+EXVuWd8so3L5++FItGiS4TnSL6dkVl2qrVN6u1WfnF+z++fDEZhUK0edczP6ouvF1dd6dKvkShu0di+rm28aetQ5nu4MzhB/gd64Vdm1M7Nme1b4LKDYWbkXv4cjdf6uJLXXyZl1M2sRo/o2uFPgRDO8xT1KfAwzI0Rb3/89KBz6XOV3fylR0CaRu/Iciva+VqmtmqRl6Fh19g5ReYuVIrKmxzncPZzsEURx/P0QVjC4wtrKGZr/UK5DauWoMiMbe86L8ra05NxVwkI22i0eiVfj18g9TjCUrW44dEQ7v2pd15X+rKAqxYi7xSrC3H2kqsLUdhOQpKUVDMz1u5+dU9pynycSRykej1M7TwvsKv1UhuVjR8V1v/F4qdJ7pM9BFR19E/puodX+8duqXRu+HPb41HiE7HKEyxWOLv4dH3iHzP/vq/xQ2lnsB5oouX6PQ4/Yko95HHb9r6/IwdR3I2PsNrHkS9OlWtXmSQZxUscz25/T2KnyF6nxJvEVl++QS7YnlGXS3y83lrio9G6AzR+QR9GI4Hfv3orNw7slbdcVNJ3n9V1d2ypnJhpZpXr4ejEYEudG/kujaJOjZltG+Eyg25CzI3T+rhSdx8qYcn9fIVTZyqhdEEGG0bdO0w9cDU9xnwAzD3T7qB6am5H6aBSRn6J6nrujhtF0/VxsmDPImfrWtmqt2ocKDUhmIDV2LkSk1spQU1tlmNw5mNg0JvH+fuhi0IW4hnCfL0zZzMylRqUCgTrqr4VkHpewk6R3RxGvXkiaXrqce+mHqUaCLZBRKN7H85476VWQUVvLUVgmoZWydn6pSoV7JiBSuWc2JpTm35c6f+/CGdv0z0SZx2vvrx14sVGdXS+XrtwvqKne++eYHoQoI+Ihp+6+RNHX2iluA3WoPr33znk0uT0f+JOF0mOk30LpGku3ep3HCeaCJOn0boDaKVO36ZMvg0tr2Mjc/PeeRFWJtRU49lS2+3GD4k+oToU6IPiH73yRnccTfWFmLlaqzMZ1cVHb1IF6YepP3pxxfmLZ5ftGxh0apvrimev6z439Vu1OjQMYiBTejcgPaNvPYNqcENkLkgdaLBwYqdfLFL0ODmS7w8eTOr9EPdCk3oKvXPAd/7OTL3wzgA4xCMQ9D3w9ALQy90Xayug1EFOVUrT9nKV/j4skaBtFEo8YgkLlTqUaVHrRliW45vMLVlgNfcj6ZeNHax3i7O0c7qfKg3o0zFFGS+KPAAACAASURBVCszCupvyV3z5tj42akBXSwZRPVVqYcTNE50gegU0bojr8zILZxVJU6tashQJEMSTAKNSaQxirSGVK1+gUK879Sb4zTx3qlzF4ge2P/3/1K0/KsjNFtjuVkie+Kv71wkCsfpvTBte+/cTF8729g6x+nd+PaH54goRtFxCodpgugs0WmiX7/+Vm1Tx8dEo0RniN4hytvxJK/rt9j6KgaeS93yfIp/HVOh/Fa57Nh750YvE8Xo08t0mugunQO33S0sql2osQsKam8qaPh7suWPEkXo3dGxw6c/+COFT0Qjb47RkVOJ58/SD1o3i1qHYQ8guA7BdQgM8/0jaLCj3oo6K2ptfLGLL3bxGjw8aRMrb2FUrdCEoG2DsXuSuqnvKl3rlb+7r5G5lzEMJXUddSh9UDRB4WWUXlbh5is9fKWLr3ShTgexHhIT5Nb00DA/OIBAP/w9XGCIa+njuTqhaUS1AUVKrkQ7u1S+aNmq186dT1IfS1B0cj3mGuqTSzRfRj1OYaJRotNEW46/NmtN6dwGVXqDOk1pEqotfK2Vp7Py9RaBzpKiNS2UyY6dfj9M4SjRx+M09NKfsvOlvFp1qkKP5Xm//eDMpRhNhOk80SPvX5jdErx5ywNznN6Rtz/8hOjiGIXHKZGg0xcjo0RvnwufJRr55TNnEzRGdJbor0SrHv51zshuBJ/FpoMpG5+fEdo6U2aXdW8ejROFicYoEqeuHS9k31s0u1ydUq5GbvWsavWClZWvvxdLXkBhOjs2cSUGMtmg/0b0PeegsKkfrUNo6Yd/kPX1i5r7UGtCjRnVZlRb+HVOQb1L0ODhS5p48mZO4WdUQWjaYOiGsXfK3Huv0WepW5LUh1n9MPSDk+B1XdB38IztnCHIM7Ry+hZO18RqGzm1m1W5INZDoofcDJUtpW2E3zaE4CD8fcL29YLAMM/VCaUH5WoUSvml6rlV6nnLVx09c+5cMsYyHI3H41eQX3/C8kv69UQsTkSJBF0k2nToeHZeQbZULpCpWYmGlZtYtR16J0wORm8XKs0L6pSHP/x4LEETRKeIevcem1MnyzAZWaUypbz2sXfOnI9RJEIfhWnH3z7JdllzOv2z3O72P//1JNEEUSIcf+/tk++eunyR6GyULl85ipKgv10M/4Vo9ePPZ3bsRNvTvOFdORtenNe+/fu+3r8RnU8kkqGmR/54etaP82fmqgX5etxTyZSomDVVs/PKXn73UiJOdIkoSlGKjlN0jGKjkThF6NIl+ojoGwofrK3oGIYzKPB2ZPv7s7zdkDtQIEWhgl9vF9Q6BLUOQY1TUO8WSrxCmU+k9As17ZymndF2srouTt/N6LtZQw9r6mVNvYyxZwp879UJvXWQNa9nTOs40zrONMIah1njIGfsZw09jKET+nZWH4LWD00z1E1QeqH0MhovpDY0WKF05XRuzezaltq+VRjalB7aImoeYE0ByGyo1nLl8pQKaXaFmLtvxRN/fXeUpjbcIuNRilyi0auOPTEF/ovPxYGi0eSC7SjRpkNHM/MLMmVyTqFmJTpWboLaAYMLZhcMTqHSelOt+sSpSzGiS+N0gahz10szq8pSDDK+QZ4jkT76zplPIxSL0qcTtPX3bzHVpYu6WjI02o0nP36f6FI8RrH474+d8PdvToYeX5g6JE5x+ihCfyJa9uCvs9q2Z617nm3/VUb744v86zedHj0RDV+m+KXR81GixSXKhYurBffJ2HwTivQokCO3JHVN6bEzsXGiy2cjlKCLNPHGhZPnKX6ZKJqg06P05wh9z94HcwBWP9ztaY0dM/x9M7xdjNyFAjkK1MIaR3pDY0qdm1fr5td7BXIfp/BB0ohaN6dp59SdnLaL03Zx+m6eoYcz9nLGXtY0zeKT1G39sA2ylnVJ8Iz5KnXO2MsYOhlDB6sPMbpWaFqgboKqESov1B7I7JDYoHDOaH8wu31beugBkX+jqGW9wNXD6H2QmFApZ8vFwvK6jPIaLF21/c9/G6crB+fGwxQ5T6NXHXt8sj18KfXY9dTT5dOoa6aoG51ClW1RjXrPa28n7xom2nHs2Nzi1anyctQXCorzH3//wwtEiRhNJOihg6/h/vvm6lXZVfUPvPn+aaIxSkQikUOvvPr9FQVP/+XkSaJTRPHkRmEkMUr0FtGy9Tsz2x5IG3mS9W+GvrXuhWOvEv2N4hcpPEGRwYcfmHfbnQtyy3FPMVZJBOUmrKqbYfWl1ij2X6KzRGMxukTU8/Qvb1p9z+w1ixcU5t66quAbq+t+ZuzKqHRw5h40DcHSCkdI5O3JcHZzsiYU6lFozKht5BXbuXInatxo8ELug7YV5jZYuqDt5NTdrKab0/Zwul6evo819HHGftY0bXBnHYB1ALZB2AZZyzBrWceYRxjzEGceSDoG1tTNGDoYQ9skda0P2iZoktRdUNggtUJqywltzu54MD20hd88wrh7YQ1C7Ua9HpUylNbyS2tSSiuZFXlDx14dpSunJCf+EeqJ+CT1S9Ooswo1K9NPUje5YXXD5BKobQvrNPveOElxojE6e3bsyN/e+beS1QtlJfO1FfNqC166eO4y0cQ4RRP0wDMHs1esTCsoXFBY07f72HmiKNGlcPjVkycX3bdsqdt3guh9ok9Gx8fHwxSncaKTRGvW7UxtHubaN8PY8u/BkWfj9AbRWaJPIudfP/nGd+/92feK1s5Zvkq0rBCLi3BHIVbWfTM0IqxQHhqjs0Tnx+nUOAWefCxzxR1pBffNLF8zZ03hwoK6W6qsC+UBVhGAqRvOPrj7UxpHMjwjPFUbyhwocaTU+bnqJoEkwFN1QN6KehckLhgDcPdD18Wquq5Q53S9rKGPNfQlqTPJ8fwUctgGGesgax1krYOMZYAz93HmHtbUzZq7WGM7Ywyy+gCja4GuGVovNI1Qe6CyQ2WDzAKJKbN1OKd9U1pgA+vpgzkAXSPkVtRqUNGAslq2pFpUUsGsWhPYvX/0iq3HwmGKXKKxz6H+JTut8Xg02RlcJNpw+GjGmqvUGaUZOuckdbOLp7HNFes27Do0uYQbpwkicbPjlqL7ZxfebX5iy7tEF+M0MUHRBNm6NizKL55TUH5Lbs3AU/svJCaH2MdOfbSooDA1N8/2wt43iD4luhyPJaYWBwt7HxVZ2lJbhtJVrv6/vP9Xog+jsUvx2IXoJVOL44fL75p523d5P/qv7GUrctZUsUurFima7hl5FEuKdr8bGSVKxOhyhEKPPpx9z0+zVy2evXbFvOWrbsmrmrei/jvKAFNmTjH1sLYh2IdZxzrOOgJZGwrtWGtFmQfVPsjbYRkRtGxP630ia8Pvch7atfDhl6DtYVU9rLqXVfey2j5O188aBljDAGcaYsxDjHmIsQ7DNgzbMGMfYexDrH2AtQ+w1l7W2svaehhrJ2fp5KztrCnAmloZox/GZugaoXVD44HGBZUVGjvkZtRp0329Oe3rUwNDcISgcUNph9SAOhWqxaioYcuq+KUVXH6h+VdPX6LkCeMExSPRKepXRnD/O/VYIpr86gupWzywuWF187T2GTJ9QXvPB0TjRAmiiXD8k7GLR06/ffjS3/9CFz4hOheJhYlOXqS7apQZS3JvKqu/ZVnl9udfvRClS3G6SPSrP7+embs6vbRyvkSx/YMPPiS6SDRGNE50hii/ZUuWLpRmDi0bfPBNolMxihGNjU1EKfHn9995f+LC29ELr0YuHI1Gd42T9ZkT3zN3/6J1WHhn3p8u0ESCRs/TxYuJ98fHjp796PjEuePjl167HH2X6PgYPT9K/9k0xMiaoO2Bbhjmjax7K+xboBuAfhDOzTdv2bdgw655G3fdsuPwt5488fVHjwj7n4JzPdS9rKqHSYLX9nG6fkbfz+j7k9RZy3CSOmMfmaLex9p7OXs3a+tibR2srYOztnPWEGcOsOYWxuSDsZHRe6HzQOuGxgGFidPYoLSgRpnW2JHTNpzmH4C5BQor5EZI9BCrUCdFTT2vqlZQWcUrKG54YPt5osQEUTiepH6ZxmLTqCemU/+8DyIUTTaN80Trp6hzCjVPZuApLZPU7R5Y3azOnqY05EikrUcOnyS6TPTx6fMJonGKn6bR8xQ/R3SB6N2LEf+2nYtWFeO+FWkFlV9fUbN91+sXiM7E6AzRthO/xz335VSLsWzVfaGOl8dGTxN9SnSO6AOilZ51c+WBHLHH/sTu00TjkcnHiMdpguiTiYmLRB8kJv5K9Feip87RXb7NP9L78O3/OX7y4sRUTzZBdJkSybOY5y/TpxN0kuiPRD/oGITKndO8I6P5yZzO5+Zv3D9365GsrftzHj4878kT6dv3p23dk7b5xZyNu2atezG9/UmYNqAuBFUvo+y+Qp3V9n2W+hTyEcY+wNp7WUcn62hnHe2svY21hxhbkLG1slY/Y2lmzc0weWB0w+CC3gmtAwq9QGeDyogqSaonMCvUn+HvgcENmR4yPWQ6yNSQKNkGKb9OLKqt5UpKS4fWnSWKjBNNxK6hnriWOn0V6pkyOU8+SZ3RuaZTF2hMKSZTiqRh41/+9kEysvbT8xNE5yn6MYU/ovgZoq37Xp63JD9jdQnWlmNNxdfypf2/Ppw8jPg+0SNvvMUsXoGVRTkVcvz0roFDh9+kxIdEHxO9HqFl3g2zq723SP3aTTvPEp0fDUcjFCW6FKVzUbpM9PHE+HmiD4n+SLThfbrNv/WnthD/f+48cSGWPFN4cepQ4JmJyARRlOjDMXo9SseJbt++4+vrH/76yEvzhw7N33R0wSOvzXzsVeHDR9hHjoie/D332MHMJ47Nfvxo5vALcD8E1SAUQ6m6DYyil1F2MqoeVtPNaHpZbQ+j72f0vZxpiLUOspZhxjqYtHLGPsI6BjlnF+tsY51trDPI2kOsPcDaA4y9hbX6WGsTa2lkzN4p6g7obJDpRDoLVEZU1Ke6fLOCvZktHcl8yLSQa6HQMnI1J1PwGiRCsZgtLcvv7f+UKDxGNBGjxCT1xBXaN0I9+SKKiSh9EqXBvQfSV6/JlivS1AaR3MRXWKCyQWeH2QGLS2ByC80uGI2QSRcq9HUjD7741ofJo6DvJmIfEj184pXilsCtRRXpq4oFxXWolKCgjltc+sDv3/9jlF4ZHXufaPjI79OWlaSvEc8oVMwpqF+4eu2zH330NtGJBL1CdLdn/Zxy75xiu3bzr9+I0lmiD6P0foT+HqEPiD6I0Xmi00R/JDpM1HGafrLht/wiMRav/N2Z8AmivxO9Q/R3ojeIThK9EZ38+wjR+hjdvfdAxvqHZ27cO2Pz8ewHX0l7+BXBo68wjx7FI4ewYx+27c7aeSx980uwbER5C6rb0qVDGfJBVtoJeQjKDkbdwWp7OH03a+jjjL2sqZ+x9DGWAVj7YBtMTttg74UtCLsfdj/sPtj8sPlg88HWBGsjrI0we2HxwOyGyQWDk9HbGaUREhUUOsh1Aotrpr+Dtbih0ENlhEoPpR5yDWQqRqbkJDKBWJJaX/8jm/0MJYOmEpSIjCfGJpJvM7iW+pechUByQWciSp9GaXjPgYzc/CyJLEWuzVBYRCobo3FC74TFCYuLb3TxzW5oTVDp+XWKWeXSfyuT/qROuVhnXu5y/kd93dcrymcVFOUUV2ZVybkqJQpqcV8h7ildVKT4z1r5rWuKvllU9vU1laJ7S2esVefkqfCz1dxt9/xrWcWtxaU/Upv+S+2dVWKeX9PKX6qcl9/wA7H230sqFi1b9bXc0ltWVd26vOI/8uq+s7Lk5uVrvy01/az3wf984LkF3Y9idS1+cv83GixfL1cvKhLfWin7T5Xl+yb394yebyrs3zW1fs/d/4PeHd/b8nTm4Db0PsSu2y148Fj6Y68JH/sDth/BtgPcoy9nPPWH9EcOo+9p2DZA2oGaAKpC6bU9M5WDnKQNigCUbYy6jdF2cvpO1tDDmbpZUy/M3YylD9YeWPtg74WtH/Ye2IOTIdWOqchaezNjb06CZ6zTqBtdjN7OU5pYmVagMUGmYXXWTE8LY3RAaYDaALUBSi0UWijUkClZqZInlYsaxN+3WE4TxScj5iLjibFwknr8hqlPvgYvRmdiNPLSgfTlqzNrxAKxIkdlz1Q7hToPTB5Y3bC6eQYnz+CG2cPZm7KM3pkyc06lNKe0Zk5N/XyZlCkqZMtK+BVV/PI6pkSMgnqsESOvIa3CgLsLsvJLFxaXZSzJnZtXNb9Al5WrmZ1nSr2/blZuOfeLxezdi2+qkmBp+cxqp6DQIigwphbJ0gqqBXmFvNw8LF2Nu1fhtqXpiwvwk/tx9+pbra3fHNgh6n5I2PEQ1qrSym1Y2pCVp5tVYFhQ45oj9WaqmjPMbSJzR453fVbT5uzWR2b3/GbmwLM5DxzEAwfw0BHsOIYdR5nthwXbDmU/dGjejpcFXU/CMIiKJlT6UBtAVYuwOpAp72KkrVC0QhlkNCFG287pO1hjF2fqYk3dsHTB3A1rN2w9sPfA3gt7FxytcDR/jmxNkxZv8cLsTfburN7FV5mFSmOa3gGJFjJditkFjQlqA9RGqAxQGqDUQa5l5GpGruZkKpFU8u8G/UdJHx5LEEUmaPw66rHp78v4IurJmLtzMRrZtT9tycq08mquQjxTYctWOVN1Xp65ETYPLG5WZ+dpbJAaINFDok9VWmbqHDlaM18iR2UFJFJWruBJlGy1FEX1yK/F2gYUKbCiDksrRUWVM8trF1RK5pUohEukoiVq3j3KjBUq/GI1fnF/2uqiebWK2XW27BoncuVckQ55YiwtRG4RVhdhWR6WrRUsLxUsLcVda9gCySLf0MKBR9HxIPybsVyeWeHGnfWZq0zZa21fk7fPVncKNO2w9sG7kR96RND+BD/wlKj16VT/s4Lu3cwjx/HQAWzehW37Mh4/NuexYznrd6e17USdH1WNKPeg0otKD6o8XHUjr66Rkfkg90Hlh7qV0QVZfYgxtLHGdtY8dcrJ2nElnBKOji+iPt3iYW6C2QtTI2dwi9T2NJU1Q++EWI0aOasyQaGH2giNCRoTVMZJKQxQGDi5RqiQ3apWvksUpeQbLpKvtQl/NeqTr4iM08UYrd+1P/WeZaKCMhRWZtYbsqTWVLWbb/DC5oXZzWlsfIUlTe9I0doEKjMrN0Cuh1QFiQJiCSprUV6FoioUVqOghi2o4xXW84pkWKsUVRvTapXIL2Lzy3h5dVgsSct34nYpb5kai4twfz7uWYHFeTOqLciVMXlyXqESy6uxuBjLSnHPavxsMe5diZ8vwY/vxbIqkdQtNHWm+jakdj6Y0jiClXLRMmXK/cr0JSr8vD6jwJFS0YhyN0yDsK2DYxMaH+b8T6WHXpjXdWjG4CHuoSPYtgebX+A9uGfmjsOzt+xOCTwCYz9KHSi2ocSKcjsq7aiyMlVW1Nog80DRBGUz1C3Q+ll9gDEGWVOIMYdgDsHSBmsbbG2wt8PeDnsILj9cPrj8k8fkpsQ4/LC3MPYW2HywtMDSBLOPZ/Smat1pKnu62oFKOcrFkOuh0ENjnozU1lihtkBtgdIMpZlT6gUq+Xyp+I0IhaeoRykyThP0Gepf4uSRmJrnXYrRxuf3pd61hL+6ELnFwlK5qEorkFh5WleyH+LUVoHUkKowihQ6RqpBvRx1MtTLIFVBoeNpLBCrUVKHgkq2sFpQXCcsquYK6lCkQal+rsGdIddhdQlW12O1EbkO3KXB7bXCIjWbV4n78rCkOK3QwOWqcNsq3LkGdxRhSW3KKinuKsCP7xbdtYz9xRJ8/w6sVcyw9jDadp6lX2DtRZ4MdxTjByuyV8rSV0hxV2VagT6l3I4qV7Zjvci1CdYReLfxAk8I23+X2bOb1/Uchp/FlheF2/alP7A7ZfBpNrAdtmHou1LMfaiyI0+JEh1bY2ErDWyVTiCxQ+aGwgNVI9SN0PpYQwtjbGWMfsYcgKUVlgBsAdiCsAVgD8Ee/CLqrLOVcfhZe4CxtcLqh6WFsbTwjE3pem+KzCJoMKKoDsX1nMLIqkw8nZXT2BitjdEm47Xt0NgZlZ1VmYQa9YzaqtfGItOpj9H4JPXojVGnKeqjMdr0/D7Rz+9ll+djyRqsqkahBDV6KG0wOmFw8pQWgdSQqtAJ5EpGpoRcBaUWCh3EKlTKUSpjS6WCEklquSSjokFYWok1BVhRiEINVkrS5eZMjRmlYlRo02Qdc3SbhFUduF+FPAl+sRJ3rsCd+bzliuzVhozl1an3l+JnxfhxMffDAt53lqR86/aZP7hz4f35+NFiLKlFpRvlHqGsfaY8gHvK+PcX4PZ7ce9KLM3HPauYNTW8UkW2xJHa4EnTBBl1m8Czgde2Ax0PY/AJdDyCnqdSB3+XOfKcqOdJNG+FdQDWftbZn+1bLzSH0OBAlR4VGl6FRlSlTak3szI7FM7JbRJdM6NvgqGFMflg8sPSAksrrC2wBWD3wxaAo3WS9zXUA3AGWGcwOZdjbEHGFoQ1AEsrz9SSqW/ii02oUGFVOYrrhRo7X2vn6xw8rZ2ntbM6J6N1MBon1A6oXazaKtRp0itLj18am5hGfZTGrlKP3SD1BFGcLsdp/QsHeD9fjGX5uD8PS0qwqg7lKkZmht4GnU2gMKVINEKxWNBQz8rEUEihVEKmgViPGj1TLOMXiXlrK5j8QqzOR/4aFJehrIFXacUaNYplKJOgtAG5NVilWaAfvHvdSz8deubWpuFso2+2uRUrG1Dk4Bc5cV8Vd28Z7izFbWtTf5I/+ye5N//P0lt+tiT7x/dwP7mPy63hSrTIVwnLLLNKzLy7S3Db/fy7luKndwnzi4SFZfyCciwr4BVJmHK1UO6BspHn6mVa1iGwDut2YHB7dv9jM9oeSmnZzLiGYOuBtZtz9PHcfXCEsjs3zGlfx6pcKJRyperMKqOoQs+T2CF3QuGCqhG6ZhibYE52z15YPYzVzVrcnNXD2hpha4S9iXW2sq4W1tXEupoYdxPcPriCjLOds3eKrO2p1mCa2S+0NHHWRtibGKs7y+gU1ClQXI1l+SiuTNPbUg02gcHO6W2M3g6DndE5GY2T0Th5aidfZU3R6VPKSo5cHBul5KpUNEn96swtNrnZGiP6opfTIfk66onx+LkEdT33En9JLvKKkVuC/HqsqkdeHQpqUSWBTDNDa73JZMusr8mUVWcZJBCXoqEGVfWoN6HawlZoeGX1TGFehrgEJbmoKkWNHPUWttaBIi0KFOmVhpS1Ev6KypTlNdyySiyt+pqtc/ET+24Z3vmtHfu+tuWllI6nZ3U9k2IczlT6USTG/Svx058xP/jhoruXz/nJ4jm3L52/dI3grnsz89fg/qVZBRXpy8vxw5VpPy1O+2khvn8fc8+a1GWFGavKUlaV8UvqWbkJBg90Xni60wLrBKER0eDWlN4NX+tel27xoFLG6l2QWRipTWjyp7X0I9jDDm1kOocz29fzpB6slM2tb5pZ6xU2OHkyl1DeKFA2Q+uDsQlWF2w2+NzQSVPc5lSLLt2ky3E7WLNB5G0UOHyZjYGclibYtEK/CwYdnAHGNQB520xj/yJdcK7cOt9qh6wOLiNMUlZeJaguQuFqrF3FVFWmaVQZFovQYoXJArMNZgdMDlbv4utcqWpXutqWotRl10kef+vd88kl10g0Gp9IRtFMrsJOhdAk3/39ueCnqIcT54n69h9JLyjj1TSgSsqWyFEgQ34d1lajrAY1YpFYOUeiuLlefLO4eoGkKkdRm2MyQKxi5B5UmlEk/xedbVZpfmb+vTkVecKyMiwrQ50dq2VYK+fly9j7ymYtr5q9uPA7hQ3/ViT+ocaVVSzB0so5vo23bnxh1sgLszbsFwWfnNX4+BzLkKhKNre28l9rir62fPG82+78xh0rf5Rfe+vi3LQf/RDf/hf86D9Ft/807fZl+Nefz7itNPtnZfjhsqz71/5HufT/8faW0VHe6/r/PZZM3HDq3u4atESAEE8IcSfuMpPRjGfiCRCCuxVpCy1VNm2pt1Spd0MdKC4hnknGZ565/i8mtPvss/dZZ5/fOf+sa+X1s+az7uf5fm+57jsyCmYtzZ6WUzJLrPSX6XhCdZC883Zl74Ntmx9d/9Sd3Wu9G+VUWEylFT4SxbQGxbRK+e2ithnS1ukr18/YuO2uHQfmdm98uG3LXeIeTnrtHfKV3EqFR32zn6DLW9hNwi6StJG6lfR66mqhJsHtLcrbJYL7pZK/aDS3a7SzFNo5svY5Yn2ISDhd3ejVIvZc2Uor1lHHNu+OfTO1Ox9Vr39YpL1HKLxXK7trfae3oja4OPvW5dmz8jK9lyV7ZWTMaRDeqtH6SOUchYrUGlLrSa1nKfWcJr2XVO8r0XmLFYHVgkO/nh9xR7Pd4XQ5HHC4rcluTr4BrqkGm39BHQwAix0GYM/3P8yqbgiWq/xluuBGfWB9s3e1iiolVN1IdQLPOtHcSsG7F24MANeB7wDF+594lgo961v9hZ0+OYL9P146Z3e5veo2Hv+Kn15P2RLKrqfUCl7i8nvzBNmKlc+8880ggxsMLjjxO/DGCNK3v0p5TXe0HXhi1/HbOl+8X//C3eKN6mMnzgK/wzkAZswBgxUmBpdGXVeszOvffZspEfn+5dFZC5Iey6jzeiSO8+gSr4UxGa2t3w2NXDKZh2zOIRd+seFnBmdcGARGnTA4cMWEwz9c5OWUcmoaZ2rb+OV1QRklcZL23ce+/vz8xCXgAnAB+GLS9e71sXWfffWgoonyCziVjbwatX9dm39tB7+6jVPXyha3ejY1BzbKKp5/6eebXnX9TlwFzgOXgK9vYM8nX1Xu3nqvXuLTrqS2dmpZQV1bSdwpeO3js8Al4McJ0/d25gIwaIFh3DU+iQETrjtwxoXVH347q0IU1Kj0lKlJ0UzKZlI2k6KZ1dTMk2m9pMrAasHub3/8gzoD579P3eV0Ux8Hnjr185wG0XRNc6CmbbaqH7o4ZQAAIABJREFUZ5a8O1Dc5inSunMFfIH0tkrhh6cuWmwwAQPApm9/8i6p9xA2e9Y1++XWvX15wgY4zIwD2P/O175Lq7yLVLSszCurnB+Zothx6NIEbC6MjsHqwKhlqkXzPLDuo7NBmdLZVd3hXS/ErvjrjExV/bZD/cAVs9GBKePmiVG4GIwZ7QaH0wK8/cW3UemVd0ek3xGf7RW6mPPkvHSNfAJwggHDMBabFZhgYHKvtBgDzIAZ73xzmpak+jcoKLvoFoF8qW7ViXMjwyOAAxbzVP/gBHAFuAB8AEfaiwe4Iik1qDhVas9KnXdNm29Du4+wJUiguqVKpDr46oANjB2wwDIBC3DDiCED3K2IFyyWrd999uBKPUkEtLqP+jZTU2v9S29cvInH5s6yuAcarHBaYLBgBNj/9dm7KmXTBUoviZrVdJO6spkUzWy51kumCqwWrDt+wk2dsdldYP5t6i6X0wWY7K5RYOfffphW2+Cv1HopWwKk7QGiNi+hntOoJZGSRDJeg+SW8obfB2xwwmjFELDv7Pk5Ku20Vev9WnvnSpvfuDJiZwCDFU689e256QVSyhb4V4jo8YiKtdtG3I/lAKwYvmG50W+62m+2AoMWXHPg+a8v+i3K844qv3t5x6MlbS17X3Z3+cPFTA4Y3UDsBsAOi8kMwAm8+9HJu55ICAqLZT8RRo//JV5UPQ6L0TgMqxFmowuM24gdN/vpnAzeOvmrV1I+LVseUCmaXV5/isEAA5cLk0NmhxNWYNTmGHThd7v9d+ADIP21w55tLaTQUq2capSeog4/eaePuNm3WnxvrXT1kXetuGkNacOkA6MMBkwYM8JlBoBRYN3Xn/rqlLy+1aRvD2ju0L/x3hjcVpKMfdJhs8JigsMOhwtjDlxz4hKw9dvTs6slASIl7z/FOleu9WnSBFYL2v761t9Tt8P+71FnGIcTmLAzI8DW708GVNd6N6nYcq2vrN1P0u4lbePKWqlJR3K1h1h5a3Xj579ecVhhAQaALT//GNAkDexbM239prtau165fMMGMBNmux2vfPOLf7GYcmp9K4Qzi8uO3xgeA0xWOB1wunBlwPT9L5esgJ2BA5iw45IRGbJu7uPJ9GiGV3iuZP2uScDmMMPlgAMj14wuEwauGBwmm3VyHGAsVvuYCblCrf/iZM/YpazFC5O1TeOAzWUFY4fLMWI1XrOaLxpNV03OiyOm30cnvh0e2H7ixLScquklEn52ad2hVy8AhpvH3q/PnX331x/fO/f7h9evnwe+Aapef+vO1X0+a3upo51kGmpUk6yFr+zwlGp96hpvqxT0/vVtE2C3wmiAFfimf/IKcMndm2t2wGwZN09cABL376UmOWm0vrIm9QuvTAKwMRibAGBwui6arL+ZbKetzI9WnAJOAJqPvuBX1ntKFCRXkUJHSh0pdNSkY8l0XKnGT6ENrBbInnlh2P3kVpsLjA22f4+6g7E64JqwM0PA1pOnAuobvNVaD01rgHpFoGqVr3qlp6abpe0gpd5DqppZI/zsUv+4gxkHLgN7rp69u7cruK/Xu6PjFo32hWvXDIDZaZ0ADv10JrhRF9K8OrhRHt7SehEYAgbN5glgxdOHZi2KmRsTX9XZPcg4rEC/YWIC2PTae0HRmSFptfTA4tq+jQZg0jHOuMz9NwYfeHjBLXc87Bc0p0EocDIWJxxXx4YmgO5DR70TCvzy672yC7PWb7oOjAM2YMBofiIn+670NL+oaK8lsT7R8f4pqYGVRbyCnIC8Sq+lhbQ4efNnfxu82dPx6W9nFzbW311XfrdY9GTnKsFfP6s9+s0dqs3+mrX+Gzfz1q1md60gdRvJtCRRkVzpLZfNahCoXz1yGRgDBoBTduc8hfx2eeOtSon+g3fGAMAxPjxgAFo++YRXL/RUqGcp1C2vHL1utzldDiccP430z02OmpaZGJSb4peZTImxtGypf011cJOchEJSKEilIpWOVDpS6Eiu40p1nhKNv1IXWC2o27n/76lbYf33qNscZjscBgczBOz46ecQsTigtc2rvdtL1eWt7OEpulhNHdTUTCIl1Yh8iirfP3/xhsM2AlwEdpw5NW9l5/1r1j20et2jWv0b16+NwdVvHhsCnjr1MxXWe4lbvUrrdW9/4OZhBM6YLcFLl93TIHhEobilIOf1X/42AcYCZhjMZ9cG6YEnKDqbFsQ3bts6DmbYOmiHyQjXQxGLb3vkyZn3POTp5/P515/aYDeBuQG8euYahaf7Vulmi1oqnz96HrjmggkYcuIv6bm3p+d6xyzlx6fzkzIpOYOKl1NxkWdWGT+hwDcx+8jpa2OA1QUHsOW5F2emJE2vKA6sqbtD0zlb0OVX2nGn7ulg3c6gtVuCtm6Ytn4Tv7WHGpVUKyKpLEirmVFXqz565AowCFwAvoIrpLF8RkeTd6tsjlL48dXzE5ZJMMy4C3vPnPMTSmd29AQIxe2vHRsFbkyOXZkY+g2W4GVR0/KX+eQsZS2NpqRYdnaGd3Wlt6iRLZH8Z+oeEh1frAlSNgdWCyo27xr6f6EOOOxwmIEhYOupH0LEYp5Gy9V3eqp6eLIuEreRtIVUraRsYYk1wZUNb/96xgSMAwPA4Z9/KN2yLWPV1vxVO7NU3R+dPm8CM+IyDgIHTv3ik994p2KNV2bV5hM/XmUwAQwx+M5kuVehubWze0Zbq09NWcexl/phG4VpAvh2wsQKXUJL0igsumpt7xjsVhjH7MPXrEa/e+/n337v7Icfv+X+u68MXh40DhjBDAA7vv2JMmq5Na3e9bqsvS/9DgwCFgY2ICq7MiK/LqJENj9f9HC2YH6V+p46JTe9kJ9ZHpJf55eUc/DrX20uOMeAEcZuxJqDh4vWrotu7wkqrPdMq/PJVwcJ1lGB0lvd4aNvndayYkZLb3DzKu+mVo5Q6lFZE7x8ue6Fl4aA0Zs3munS6uBOOb9DHdIkeu5v3wybjHBhHHj+xrCXSB7S0+sjV2iPvTkAmIABm/mr8aEH8nNihYIHs7IWlFX8pbj83pLK++rFfiWVvgIJu1FKEjnJVCRXk0xNUg1LrOGJVN4yVXBtY1Z339DffddNTtO/Td3pclhuUg+WiHkaLbul00Pdw5F3kaSN3MVWdRtLrAuuEB4/f8UCXDGPjwJXgMs3ry6mKbtrR791dAA4fPr83FLNzLK2mXmSHZ/87B67HbLj4+GJOZo2TnMH6fQ8aaP2rVf74TTBYQS+GzcGJWVRdBqFRkm3bJiE3QbD4ET/kMu59tAL6w4fqdG1ne+/brEZJyzj47CedzHLN2z3K1cFN/VNl3UVHTx6ERgHHFbACiswymDQiUEXRoEBYPWb33CjskJKxLRsOUUk1W97ZhKAHZgEbDA6MQT86HSdBF48N1p54DVejiBE0kFVjax6kadA6dWo5Qq1VCOj0mrKKwxKz9IdOOR2Qx8CTgEzhRWBzRK+XunbUPviqZN2wGy0GYG3zIy/WOGtaWFVNTQfe8dNfdhuHwCu3Zyzd3eL/OZEzxsfzS6s9iut86iXUKOcJCqSqkiqJomaRGpOo9J9c0vSdQxPNVU4GDj/B7FuZxiHzfUnda5Wy2rp9NCs4DR1k7ST5O2k7iJVB1uiD6kUHz9/xQoYwfzRq2RxYdIIOGA2wgbHBBzXgV3f/HBXVdsDDWtvyWl66v2fXQxgh8GE4/2Ts7S9pF1F2h6+tkV37PVRwAmHFfhuyHRLWjFFZdLDYU1r1zngAMyA3f1q+W3cPgGMjZvc63FMDscPQ2Ozk3OCisSzhO1zGpSVew8Nur0UzIARpjGH2QorgxEDJi0wAc9++KPfkow7GtsovZSdX3l7tejrcdtVg91lARywWEwDk0MmMO7x9yvA05fPBFWXsiqqqFbIFSg8RFq2SEdCJdUIeKWVfolpuh37LQ7YrTABvzmYmSUF/vWV/jL5rDrh0e9/cAGTw5MW4K0h8/Ra2T1da6fXN7UdefOybSpJfsXMDAHj1qnz7KgDI8DqVz+cllp4v1TvUy1mNUipUUliJYmUJFJRo4ojVPAlCt/y2tAG6QhgZwCH0+aw/vv3dcbuYmx2F0b+I3WebiVb0U2yLpJ3kXoFqbo5kraQSsm7v10ctdvHYB+GfRCY8k24uS7DwjgmwFwFtn7zw4xS3eyqFdOz5fs/PQcnYIXVjC+HndOVfdS2jTq38pWdra8fMwJwOaw2x9c3JoPjcgPTyunJmKZVawEGTqvZMHpxyHDDhRHAAICZmuS83j8UkZlPdz9KizP4qeW+GcuXr1k/BDidLlgdsDCMA2Y7Jh0YnICJwQTwzMc/8hYuY6VX3Krto6xiSkxZ0KT5ZtI0evMtNe4yWGEesQ2NO0cHMfErxmTHnvVqqGGLFR5yvYeqg6vr4mjbeSpdsFjmtyyjeeczVjucZtgY/DphC0pL4+Xk0LJMj+SsfW+9PzZuhI2xAS//cnlOifA2oXZOibDj0KvXjA6zyQEGRhcmgXE7LMCoEwNODABdL78blFJwu0DpXSVi1Umowd0zqSCBgtOg5NU3eQik/OLKewvKBtzUGZfZavr3qTvtcNqcDEaBbad+CBH/SZ2jXEmyHmpyuzH1cCVt0yulpyZsk8Aw7ANgfrGb//rr70d/63/vvOHIiV8G7DDCOQbHFWDbT2e9KnX+jX3BNS0Hfx00OwEbHBb8MoFpktWeHfs5HfuoVrfy6LsOAGYzGHw3YuVFpnstLfKKTNH0bXKPZoOBEfjV4LoBXLMCDEwDk7Bh4cLYOfMXT49Ko4ei2BFpHosTc9o7BhwOp9MOhx1O28nfz3x8+vTx81c+vDh4ot/62ahLc/R9Xlqhb6mMikRUIaTKOsrM5iQlprQ2r37zyP7vP/zROXgVBiOMVhhsmByF4a3h37xrqkjURFIdKVtJ107N7aTTezcpggtKWp5+wcLAbobJgR9HTT4JiZSYxE0voNAlhz78xOpk3EZ+b/x0YUZC3tycGu+IZPmqzTbAZQMY2IAPTv76/pnfP7py7f3L196+1P/qhesNz740u7w+sLqRXS2kOhHVyaheTnVyVl2TR3WTZ7WMXS3k5JfMTM68YIXd3RNst/wPqTPOP6nzNFpWS6dH82quahXJekixgjSrSLPKU9I5o6rp8ysjBqdryGW9wJj2fPnxXaXFgVkFs3LLZsalvnHyJ/eqmOvA5h/O8hu75vQ9M3fFth2XBkcBOOGw4YwZd+t2e7Qc4Oj3cata9h7/Bi5g3AAXvhgxeyTk+ufVByQXKPo2Opwuu2HCbLRcsaBI39f29LErTjhcUxs1ahoVPg8+ERKTyZmX7BeZ6xe1rKCjZ8g9Ie+0mx2WGfMeDl4YMS1+aWBsmk9UWmBKMT+vnNKW85YLvSubKK+CXS2ktLwZ5bUzcvIDUpKn5af6p0bdl5v09PHXbXA4YR0wXD/tNAVV1ZKwiUQakjeTuo20raTTeyhVs6obOl84agXsZlgY/GKw+yUlU1LyzIJKeiTsnVOnrGCccFiA4xf7fSISb00v5c+PFratcNxkc/b8tXsWLA4KD+M8OY/mz2OFRXjEJPCWplNqNuUWUVUD1TZSrZRqpVQjY1fJ+OUyr0opFVdTTmFAzNKTA+Pucsv/JDcHhx0Om8uJcWD7yT+pe+r7eOpelnwFKVa4i8F8adfsKsWJ84NOTM2g7/n+c++sFL/qqltkTbPylr977oIdLqPZNAocOHN9WusW/w0H5+4/KDj53SXA6GLMDM45kX7wc7/O57xan3mgfc+Jy+NwAuPjLuDw6fO87BJWTiXFZ0nXbzE4nABswGk75leIoyQdvzEYscNqx/ik89KYdU5CqndUmveiwuC4Sv+4vOU96wbdW2QYDDkct8bHBScs9YxJ9UzIDUir8s6qZy0XeFcrPJcLfItF04QaWpwye7lwdmZtcMLykLRiXnruXSLxjJz8dF27EXAxsJlgAO6skAY0aL2Eera4lRQdpGkljd5TobqtXtz90utu6jbgvA0zs/P9s/MC4tLvXZbz+fkzI5i8Zh/qh+3A99/wY+NpURx3wWLNlq2jduvkxCgYZnLUeMeDj85ZssQzfIGbOmdJrFdqtn9xpWdFHVXWU7WAaiRUI6FqKadCyi+T8svElFdKWQW+SxI+PnPpD+r/dpYGDjvsjpvUfwoRyXjqFpZ+pWfzOp5qHcnXkHItadaSZo2HdMXsKtXnv1+FCza7awJ49tQpfnaWh6COW1M1t7L87fMXXAzsk45x4NBl4527jwQ8907wc28sfv2dk8B1MBZgEFj35fX5Xc8/3LK/fM+xMQAuxmk0WIDVH37rkVNL2dWUkKPa/cx1k90CDDHMSScS21fOya1oe/n9fitMVjhdMAJVq9fzIuK5iwp946q8Y/Jyu9f1A0bAzGDYzoTm5i8oq3i0rGpetShCrH+gUjmjSHqboG1WpTKkSESx2RS6tO3wh7+YIVz51Py8hnuLqoJTM5+sb3z3Qv844HDBacOpy8a7y2T+tWqPWg01aEmsJamG5GqeSH5nvbTrxTcmAasJTheGGTy2vOTBwuKYavG2V48ZgH7GMATLRVjF+3bzo6M8IqPp/r8oNm0YdTlccMDlmBwxRCyOWZCW9mBayp1JS+/Nyn6gsPS2wtJZpVVBFbW8shpWeT1VCKhCxCkXeZRKfEqkPiViyljOSs/1jYx/89RvU5jBWJxWd68z8OfY+s2t3//kj2C3w+50OjAKbDv5W4hYzdN0sfXrOaqNPMVWlmIbqbaRejMpN3Cka+bU678dHJ60mB1WGO144etzPikF7Jp6qizzzc1868zv7r2e183Yc8XpfeAo7Tvm88L39z/3xY7rk5cBg4OxmmFjYHDg9A2YAKfLMWEaNDiNQ8BC0YbAXH1AuZaiM1W7XhhhMObECPCJzbhsw9oZRaX+sRnXLDBOAHaYJl3nJg3TouM40aX8ZULfxNyS1etHgAmX02R22MyMwwUbYITFCPswbG4fg1d/GPSMKQjKqLk9u7bl6dcvT8LhAhgYRk1Gq23cZnZ7aLnXKo1Ynbve+nh2pZTfoOUIdSRtpiY9KfQk1/iLlLdVNbY+/7oBsDlgMbvgmlpparlZTxlyOQeBsw7rI3m5AYsW+y9cFBQWLupdPQGMTE7+EZROwAwM2xn39fISsOmzL70SU2aW1fgWVnrkl3vkVXktr/fKb2CnVVFiAS+9wDclM2BJ/POffW26Odlks5pv0v4zsv/1wNNUrDsdDowCW0+eDRE189QrWfrNHOVWjmInW7mLVDtIvZ1Um7jSDTMbWj8fHppwOtwl+2MnR29bLvMXqbmNwuDKsrev9ptNYIy44cT+QQQ89x4d/dbrpdMeG97LeOPL48AQYHXCPmWRB5cLDthNsF5gTCuPvntvSfe03I7gEl1AWpV+32ujmPIQOwVE6DW+aVme4Ulr9r/rcAJ2OO0YYZzdL73ikyr0yVf7Z5bl9q29etOZyWhwumd57TDYMGbEuBmMFfjwp2HvuAL/jMrKrYcuAxPAqMEOBnA64LKPj98Ynhwah3UA9iHgi/7rsXLN9GoZT6BjiZtJ1kxNzaTQceXaAJHy9lpp88tv3QAGrZi0Tq3icLoYdz540OkaB847XZ3PHgoMjZi2MNLrsfk+jzzW0LPKAJj/zt3XZrQyTthcmLw5HrT90xOBCclzCkqmFZQH5JV7ZZVyU4tZS4soqZidVOCVnB2QnBYYGbfvg08mpgpUYCwW91QE/tz+/l/Ouf0r6lzVtn9CXdB+fNgwyMDBwOTAy5+P3JarZpfKqLCCVVxyuH94EDAAV4Hd5zFz+5shfz3FOfSt94GP7z3wmuCLUx84cQ646MQ4MMBMJU9+ZSZ2fPlZqFw3t1LvmSblxFd5RRXW9B64YMcVBwaA08DDZbV3ZFWELM6et7R+yIxJG8zAOPCDHbdVdLCzFb5F9eWHnv8JOIspWyKDBZMu3MDkMCyXYLgG5zjw7m/jFJtNGUW3VQo73/zwDDACTACXTYZRMEPAFeAi8DtwpP/G8s3b+Sm5wdVKfr2O2+i2mG0mhY7VpPURq2c1yFvfO3EB6AeuuTAK3HA5zxsnLhhNI8AQ8IPBuPrlv/qHhnMfmXd3aub0xTEhoQvre3pvAGMuGByMxXnT3x0Yd+CK2X4NuAocOPnDbXnLZ+QsD8kvC8gp4aUU0JI0WriMojM5ifkeiRm+icv8F8VsPPLGH9Rhs/2vUecqd01R1+wg9WaudENQY/eW384duzF8YgAfXULP6+dmVaxkCTtIpPHu6Oq5MfiuCx9Z8NoY9N+P37X7gzmv/I377KdBR77mbzro1b5u6XOvrvvt/Btjlu9c+Bn40mha997b6V1tPklLKW4ZpRRTYik/pY4eS8lasedrG96/PvHpmPXtG0avyJRZKRVzl9WELC5a//rJoz+PHPt95JMR47sTiFz9ArtYT/m1ifuffdFqfdtk/2YcX16xfnZm7PNLw+9dv/DeyKVj/b+/c+3qiSumfV+co8hkv3qpR16JV2r2YoVa+9xzxy6c+w2uk3B8Ypv8BI6nLl6IXNXnlV8yq052R1OHf63ap6F5irpCT8oWUjTzZFr/Bnnx4deOGZm3R0zvDo5+NDL+yejIh4MDJ8bHnvv+pGjbjseKy+7KyKVH5gcsjqX7H+E+FhoQGlnasfKLq4N/uz789bkrn/90+otfzv5w4dov1wa/vXDts4tXPrnW/+blK8rnX/SKS5iWszwwq4CfkktRKRQaTwviaOEyik7lxqXyYxN9I6La9j4z4S4lu6+4/yvUeertXOUujmo3qXe6qfNkGz1lK6iwiOpqghp0t0rWBgnWUXELde6gPQfp6X0zjrw4a+9TM9dvnbt2331PvTn3mY/mvPqt7+GP/V/8eNpzH8zc99rcLc/O6lgzTSyfVlUVnJvjl7wsZFmGX2Kab2rerdWNlJRG2aUUX8TOFVFYEmWXpu1+ZtHKtZzkPIrNoaiCwHwZN1PoU9wUUKVk51d6FlVwS+q861d6S9Z7a1dzmnS8RplXhfDB+rYHi9X+i/MDorM8k5I90pI4y+I9k5JDYnNpfpJHWQMVlnNLq4Oq6rgpGZ5Ll80syOclxQUuz71dIvCrrqL8oiCJOkCkpwIBq0zmW9/sJdDxRHqS6qmphZQtpGplK/RUVs8qq5vVqAgoqZpVXhtcWOyfm8tPTQnOyPRJWhq4LNU3cZlv3FLewljvxUk+i5JYjy+kOx+i+x6bFhHDvfdh7t0P+D74WPBjCwIffDz4L/N5dz1Ad91HDz0SEB1/W95y36SUaTnLvZZl0pIkCouhBdEUFk9hCRQWS0sSuEtivUIXC1evn3DnIl3uDcr/S9R5qt1/Utds4ck2cptWU08vtXWQuJ3qe0i4kaXb57f37RlvfcU58jr7yCszj71x37sf3v3SO/cd/ui2Ax9x173C3/06rdpLnXuoey9p15O4hWoEVFToV1rmn1VwZ2FdYFxuUHKRZ0ImLV5CCcsoq4ZSqymneq5+VeSug3ObWmjhMgpNpYQKv1Ktv7DbQ9hJwmaesp0kKm5Tu69uOzVtIlUf6Vd7tPfNWbHt4e5990g3eGdIfHIEnoU1nuWV/LJy3+KKkPw676xaKmqgomoqb/CtFXsXVXJzCgLKK2YJhD41VZSXx6lt4DTIqEzsIWjzk/Z61rd7NTR7CHUccTPJW0jZSqpWUreSqjWgo5clUno0yD1qRDPk6iChZJpYPkMimysSh5RVBhaVspNS6dEwenIJPRjqsTCJ/USMx5MxgYuTpkel+EfE+oVHBS6KDV4U4/nwk/5PLPKZH+EbscQjbDE3IjIkLSskM8cvNYsdl0ThUbRgCYXH0sIECoulJ5ZQRAxrUZTHExHLNS1T1Jn/C+qaXaTdeZP6GmrtJVUXNa4g0eZA3eG7N390194vbn3uRMjhD/kHXuU/9Rz17SDZCipvpYoVVLGC032Aup+i5l2k2kq6raRbRxItVQsop+SWMtG92YLSzj3iTS+Idjzf8ua7kV2rKKmUYosps/berq0PdW9j5woooYyiSym2muJrKLfJW9JLki4P/VrSdJGsk99zgJo2k34rb/3T1LODNOs81Vvntj9NBRoqVFC5jKokVNXIqWzklTZ6VjRRnoAjbKUyOWXX+Nco/CpFlFvqW9sYKFVQVT2V11O11F/e4y9ZScVaX2EPr7GZLdGSTEsKPalaSNNKmlbStpG2g5p0PGUrV6rxUbRQrYjVIKW6Rk5Vnb9A5F8nZGUtp8hEikunBbGsiKWc0CReaAIvNJ7zZCw3NIbmR/IWJQQmpHlHxAUsWcp5IpKeXMwKj+QuiQ1KzwlIz2FFJ1BkLC2KpoWxFBHLiYjjhMWywmIobDGFL+bOC1smkEwAVub/mLqHfBNPvo7kPSTtIfmmIP2z96x4e97mr0L0r5JoNzVuImEv1bZQuZqq26mwmQrbWdW9fP1u7+4DpNxK0nWk20rSFdSg4etWscvEd9fqg0Jz/nYdI8A5J760uR5qlHvmNlCmgLKFj6zYO1O8kpYU+i1XcVMaKa6Ooqo4+eoZqk0c2SoSt1H7epJ3Uc9+at1L3QfYG16kvkOcdS94rH4+cM2LVNlJVe1U10b1LSRsdhu/cKXtJOigIiVVtfBqWylXQNk1VFRPZfVUVE5FlZ5SLdXKqUw+Xd4bLOih4ia2pJma1NSkJaWO1M2k1ZNWT9o2atKRRE0iFdXJ2E2tJNFxZS1U2eghVXCFEiqqYBVV8QqqKCmbwhIoLInCltITcazQRE54InfJMnoknB6NYEUm0X3z+UuW8ZYkU3gMLYikiCUeCcs4sUm0YCEtiuZFJ/KWJLAjomnBIo/wGH5kAi1YRKELOY+HxlbWuam7nP971N2nuT+pa7d6yDd5ydezGrupoctXsT1AtocK188UHfJYvjWkep936SZuSR+rtIdfu4ryNJQq4eZqPMo7Qzr2c5sj+ol0AAAgAElEQVR3Brbu9lJtYivXknwlidqpWkMlyoBscZJghQEYd2IESNF08Jdm+ZdKKKOOcsSPde+lpTWUWM3OktLSOq9cJSXWUnwVp0jlp+jzattInRupawv1PktrXmBvOkrrXmFtPuq//0Pfp97irHuB3bWfJH1UpKHaLqrWU62WxFrPrk0BK/aTfBM1rOAKVnBq26hYQoUCqpHw5RqqqKPyWi+Zzkfc7FGpCK5vmSbvIpGc9M1U10A6PcmaSConpZqaNKRsIYWe5HqSNZNYT8JmatBTg5oEMmqQsOpF3Cohr7CGnV7Mis+lJWkUmkRPJtD8OJofTU/GUFgcRSTQoiQKT6TweIqIp4g4ioijhTE3FUULoygikhUeyQ6L5IYt4oZGssMiKSySvTia9eiT4QUlQ07YXHC6t/3831H3ka33kq70lPb6KjcFafd4N+6k/NVexVs42X0hZdsCitd55neycrS+5e3s/CZKa/Csbpmz+hC/baeXeh1P0sNVrGKpe0m1msTdfGH3LTWt2ZpNVywwAK9++euspKxZxTUUk+FdqfSt0HqXaSmtgdIbKbWe0oWUUkfLaiixnFKrPWr1wd3b/DfvZ284QGsP0vqXaf1rtPplWnfEc887vvve8t7+CrVup6pWqlnFbejjydf7duwgZSdpeki62qtt/8yVB/01W6mulSqUVC6mknqqF5NISo0Samj0aFR4Nyo9KyR8oYKla6bOVmrRkUZFWo1Xezsp1KRQk0wzNYMo0pBAS3U6qm6mGvVUI3mVkFUu4BTVcLPLeMsKefE5tCiFwpMpNIkWJNCCeApLoIVJtCiZIhIpPJEi4qe0MI4WxlFEDEXEUEQUhUf9QZ0XushNnbUoijsvbF5m3pATFuf/H7G+livtJEkLybtJtYYUG0i0nq/cQ1Vrveo2c0tX8St6vKo6WKVKjzo1FZRTrdSraxuvfaunts9H1+ujX+3Tvp7fscmrZQOVKtmZdc+dHbkMfDNieySv/Nb88llldbzCas8KCadITOk13AoNFSspq56KpJRZxc2o4qaUUnIhFdTzmzq8e7d6rH/KZ9OLPlvf4G58g/qO0JpX2Fv+GvTU0dm7X7ln1yusxm4/6WaqWkk1PaTZQPJ20nT79h0gaS+JV9yyet8DG57xV3ZThYhqG6mmnurqSCSihgaOvImEIsorZEtkJJeSSs7V66i2lkSS6W2dXnLl9LZOapRTYxMJFdSgpFo1VWlY5VpWhZLKxFQhpAoBr1zIL6n3Kqj2zS7zTS/ixWVyo9JYi5dReCKFuUkn08KlU9T/BB9HETeph0exblJnh0X+EesUEekVuvi+hGU3bDDZXXABTuf/IXVfWV+wottTpPRsaqFGNVWr2PqNJFpJ9auoYQ0VtgQ09AY3dFJyUUCDjMpKqbAoZO02797tPp0b/Nr7WPJWvrKDK2nxlrTeolrhX9w4LafqvnLhQ2UCr+gkflxKSE6Jf3YxJ60oqELKzW+ktGpKqaaMao/cBt+Mcp/EXJ/odJ+ELF5KATuv2lfcOnvl7pCVzwav/6vH5jc5O96jra9zN784d9fhuzbuvX/lTn9BW5Bkg3/TVm/tLpZuM7tjA79nI7e51791/cy2DdO0q2Y0dc5qag2Rab0b5TyxhKqq2KomkkuoSc5Vq6m+gadSc7UqrqbJV60MUCj8GsVzFBrPihrv2gZPgYjTKGEJZdSgYNUqOVVKXrnGo0xJy+upsIaWV1NBJSenjJtV7JlWwE/J9UrO9kzM4Ean3IzvJApPooilU8inFE/h8RQeR+FxFB7DCothhcWwwqPYYVFu8KzwSAqPpPDFfguj50QsuTxpn7Q64QLs9v9D6sHi3gWdGxL7tizdvCdy054HV+9gNepI3s3VrOUr13vWdc1sWMFPr58v70juXZe4qvvx9uZHdu3htK3gtq0OWr1j1sotcYdeW7Ru58LuvkcVzbNL61gp+UFlDbyMIv/s4jCZZqmmPVPdnd2y9nFBi09GjWe24Jaa1mmZwsAlebdEZs5PLc4SaRpWbqxesyOjdV2ces3ilp2LNrx+18Zj3lvf9jn4GffAO9P2v5Zw5P2Mp18ueurlrK3PB9f3sAW9LM0Waurz69jsqWgPUepDRE3zOnur//p22yff1L/0RtL6rWErVt+m1lJFuYdMRgIhlZeTWs3WNpOwcXp7u49YxK+qjt60LXbNprStuyM6egJKKwMbhN6CRq5QwhFIuHVyj+omfoXSq6wpoKrJv0LiVyLwKaz1ySvzzinyzVrum5HntSzTMzGNF5PCXpxEEQkUluAOelaoW/F/Kizupqao/yEKj3Kf4f0XxQQ9vuD0oGEq1v93c3P/QH1m44r3x3AFOA18Bxw22P0b5J7yNpK0UIPeS9Q5vVJ3x3LpFwacBwaA34FnXbaHntrLae3l6Nf+ZevzR4DvgYvARSCxtSOwQkAFNbwy0fRKyffAjZttaDXbDvpmVASVNXmkVbPmLX0io/bo+9//fO6GCTC4m6yBswYcvwjlkV/nb36fVr/COvCB5+H3E/72+1vAL8B54FdgyfrnvRTruB27Oe07ZvfsnKPoTNq0+eDF86eBc8CvwEXgJ+DVa4PCV16/X93s0yD2V+tIKKFaETVpSaz0rBEEVFTn7D7wNfAb8COw89Rvs4vKQiqrfWprPWrr2XUNrBohp1LsUSrxKhKHlEtDioVB+bW+2WXe6QVe6Xne6Vm+aRkeiUs94pZylsSzFsaxwuJoQRw7NJ4TmsRdkMhdkMhdEP93imOHTmkKfFgMhUdReAxFRFHoItaiKL+F0T4PPfbd+WtTWZr/U+q3CLo/ODM8bp06dZ8BSp550U+m5ihbOKqOYPXK6aWK6o2HBlwwWDExYTQAr0wOzW1v9e3aGLxyb+j2I98D520YsZiNQMXKVZRSQOVNPo2dM2vU710aNAJjJowDFbsPUXo+FdZQeGKibu0PQ+56DSaAfjguupzuUroBOAe0/c152wtfe77yOe19acln330FXAOG7RgAIvv28dXrOCv2cDp3TlOuzdl5+DQwCIwBI4xzzO6cBMaBa8B3VnQf/2p+++qHejbc1rOR6pUkafNuap8jVMwoKF19/KvTwHngCvA3JxYr1EGFyz1LCqmslMrKqKSSiiqpoIqdW0WxORSZQQuTKTyewqIpIooWL6GoJRQdTZFLaOESCo2kJ6M4T8Z6LEjghybynoz/Ry2I4y6Ic7N3Bz2Fx1FEzNT/JyO4S2K9wyK9Hnjkkx/P/G/m4dnN/5G6bjtpt3IVm24VdJ+8YjSPOx02WG8WxGY0SoL0ehKKvQXSe8qlJw0YNgEOwGCxu/CR1XZXe89d2w/N3njw/r693wHX7Q7A4QKTJWkKKpNQgYRyhLS06Fc7bhjMThcGGZTve57ScjkVDfy88qc+PmUEHA4YbI6rcF0AfgfOAyMMxoHvXah463LQruN+r37DOvB66pc//AYMWBnDuHWAQUTXpkD9Bv8Ve2Z27oro2XMKGAXGXYZBk2HM5jABRsAIjADDwM82FG7aN6umKUTRyZboSaimtOVeafkzEtK+HbUOABeBAaAfKO/tm56a4ZOVQ3n5lLeccgspu4Cy8ikjn5aksiKWUlgchcZQeDRFxvJiE/gJibRoMUUspNCF9MQi1hNLuE9Gey6I9wpL+s/U/0Dupn7zM+9mH0dPLPaIWuqxINLj/sff/e4nq5uuwwmGgcvxH4qt/yV1J+wumxMjwLa/nZ0mavZQ9bKbN/PU2z2Uu1iq3aTdRbrtpNvMVm2cI+z88uwgLDCbMTzumLTgBqD78D1fQXmgvG5abblq38FRYNgIo8EJK5wOfDSJe7u2Tt/wlP+GrTP7Vn0B3ADcLQClulW8tGrKFVGpmDILf3ba3DXYEaBm76ustGLPjOIFAqUJcJqcYFwG4NWhqw0fvFn74fvNn33x3aTzLJCw7a/sph13vfCL587PZj37Wf7xn84D42YzXE4DcI9Q6VOnoywRb2n1wa9+H2Rghfn65OUJ4MTl0d7XP33p9I0LwA1g1IIhK05cn5yZU+ZdL+Frm0kspuLSaclZVc09FmDU6RwBMwhmGPjy4sXgJxZOi8/0Ti+k5BxKyKTUTCrMoaQYWhTDDr2psKh/EDc0ihsaw1vwh/4M6H8QPRFFT0ZTWOwU77BYCo2hBTEUGs9alMyaF0X3PHbg7U/G/yi7MYDzZtOqawr5v66vO52M459Q91Rt91TtnqLevJ2aN5Nm4xxR11cXRsDAbHO35cICHL126TG99F5VwwPCijNm25VRoxWYnHTADCeDjwy4r2N3yLqdvuvXzuhr/QLoh91tYV+mWeOVWkc5jVTS6JGRd9ZhtgJjZtcoULB2Nzcxe3pWsWTH3uHxSTgcsNt/GRx4tEnBq6qn8roQsWqRqiN51VZOjYbkm0h3ePqur//ywqmco99cBZxgGJd1FHhApPIqa/JKF9+a2vDp6X4L4ITRBPOHZy/dmV55a5kyKE+46tPvLgJTdqhATGtvUKOSqmtJJPCVim7NyH/l468dgA2OMViGYZyAdYJBQnHdbQm5FJ3Gy6ngJOWyUrOppIBSE2hR5H9k/Idi/rPYoTH/GM1/hnU8RcSzFiawFiZQRPxN8LEUnkSLUuiJGLp33paj799wwOSE3eb6k7qT+cMj/N+ivvJP6updpN1BLduoeSNpNswSd355dcwJjNkcNgBOOIDLQPPRl+YWZKiff3YccPeiuMdXrS58ZMR9bdunrd7it6r3lh79d8Coe+kPgxrV6oCUWnZ2o09RY3BaXr/JBNgnLAYDULxmjf+ylBmZ2fpnDw2ZzNYJo3HEeHXcGVqvnV3bwq3Q8Gs1QRXSuWIdV6gN7nmKZHtmb/nkoWe+KDz2/RXghnHcBsdlOB9Rt7PyG32zJA+VqM5aYAImnJMTgGznQXZU7qzadp9yzYO6npqXjtQ/e1By+EXla8fvl3UGi9uptonUzZ5y+YMN4ss3t+ZNwD4Os9luswEbn3vdd/EySs6l7GJuZpl3ZolndgEvI/NmQi3qHxUWwwr7u9dAaMw/eYH/nbiRSzmLk/4Qe1Eie1EiLU5ix2Ty4nN4kcvY8xatfuGNAQZGBjb7P6f+r/7+M3Wth2olW7/RTZ2t2T1FXb+JNBtmSto/vz5iBfotZgvA2GGadBmAHyeMyySSb4YG3b1HFycmTABcMAOfmHFf66bpneuC2jrvatP9DEzC5n6yGs3KoPRqXn5jQIloZmruoNEEl9nOTBjgqN28bnZW5rSMtIxWvQEYGBl2D3y//9v46vd+ER35Kn7TsxHda2+VNN3ZtsJftdJPt58t38fX7q1+78dzgAFOE5hzYMJ61lN2nV+u7MmGjgH3IrixsQkgrWX9g9LVXhVtwbI+boXUq0bgW1fHr6ia3qD2LFbMkvYFKvr4zSuovKbh0IvXgRuMawiOfpiv2sbtLoyM204P2n1CE70KqikunZ9bFZhTzYrLCMosdFOniKg/5b5xhcf8oZsn8/+KOntRojvQ2YsSeUuS+TGpPvEZPknZvpmlATkVwemFATHL2g++MvzHOj/X/5z6mT+o89U7+OpdbM1Oat5OrVupZSPp1s+UdXxyrd8IV7/TMjl1joDRAivw2alfR5ywACMOZz9jHwFjc9hNwKdWPKBbO1O3MkStf0CtPgsYGSscNhdQ1rzCP6eKUyL0rxJNz8y9YTECZrPLcAOT9Vs3zMzOnJabc0958UXAAGZ0wuDuNJq4OZtyATg2dqnshYMzxGo/0VrKUFOWPOmpo6cB9yDSBSB+637Kb/QraAqTdPcD43A6HRi3Ibtzz/SKdm5JBxVrZ2h62QKZh0bFU2m8xR2eVe3BNaunC9b4yHoC6hUfDk6OAKfNE1fA7D5x7NP+sxZgwggrkFCp9k4uovgsblqZV3oZJzbHe2kOLYyhhZH/QVP4Y6bO4f9NhcZMKSKetyTZNyEzJLUgJKvEN7cioLBmRn7F9NQc6Y79g4Dxz0/7/wt1dQ9bv56v2cZX7+C4P+qtm6l1E+nWzpK1fXT1qgnMGFyDsDsBOGE3AgxcLtgAgxNjwAhwzT7pAmMCTtjxoHrlTEXHDKnm4SblBcDksLnsFguwvL3Hs6iKqhu9BeKAgtyLDqMDVhvs/S6raOeu4IzckNKKwOKC+kO7f4FlBBiYsJiscDAYnnSbSlgvY/RL53jFsy9QhpBSJZSverxz+3lgwGIxApeAlP0vUrnSp1gZ1tQzAIw77XDCAmT37PdarrlFt9tDsHKmfg1friG5lN3S6qHq5QpWBFT3Tm/o861vie7dPgxMOnEZjstA+irlzi/eMgIuF1xOHHrjK154ckBuNcVlU2Keb3oZLU6miL+jHhH5Z9xPBfp/m/qCaHoyip6MotAYzuIkn/iMaWnLp+eUcTKLPHLLgvLKgtNylq9Ycxlwh7sLgIsB8x9Oc/+aOmNnHM5/Rn0LX7ONo9tB+m3UtolaN5Cub5as+bMr16xgxoFhMKevXr92Y8xhhc0EsxlW4PTI6GWn7buhK2NgAMYEfG3HX1Rds0XNsxoUj4qVF4EJp8PksIwC6Su6qKKcREKSi3nl+T/BZIDdCowA8qde5qcU88saWWXVPlUl1S8/+x1wGbjmxAQwOOF2wp5wwjAKx7HL1/yy6ihXzq/vXrzqqRHAanNZgStAyrNHqbGdX6ENVa26AVgYxjTBGIHs3gN+lTp2TStVqnxEqhnNLSRq5Oh0pOom+coA+fo58rWB1arut09Y7YAVo8AXlv6HGrIqtnQNOexgYBtH/zAezqkKzCyixAxKzffLKqOFCRQRxQpfdFORrPDIv/+uTx3R/y4T91+84f9kHxbLW5Lsl5jll1ZAqfmUU+xfUBaUmZfc3H4RGAbMU9bg/3Pqag91F1u/1ku7ha/ZwtFtI/0WattAbWtY+t7ZMt2Jq1ftcI6BGQFePP7RwdffnrDBAZiYqUmtpz//eNXhpycA2O1GG/O1A39Rtc0SqmfWyh9rVF0ERp3Ocad1EEhZ2UFVpSSu5zSJPMvyfoRpHM7+sYkhK6S7jnCXlrNLZVTe6NEgoLycOySS6udeVr3y4TPfXv7qmv26EQDjsI6NW8aGgIWa1fwSNRXKI1fuumEG7DBP2q8BSw++Tk0r2LUtC7Rrrrt/ChcGGORu2OtbJWfXqahWertG71ddxa+v9lIoSKYhsY5k7X6Stjn18i/HrTADFsYA15q3Dt9blBhWmTNqtcABpwEmB0p711NkNGXl8gtLPZblcZcsY4dF8kIX3VQkLzSSt+DvzvBTGZh4duiU/tWnnR+Tyo1cOtU/88QSCo/jLUnmJWRQZiErvzS4tHpGQXGirtW9cNz0B3XXf5s6XLDYMQJsP3U6sKGJr+0hXZ+nZoOnehNbu5n0m6htHbX1sfQr58ibT1y85Lq5H/fpTz+Jqqw+Z2bcvlNXgW8Y+2MVRc999akBDEw2i9V5fMI0o1YQUC2eK1A90qg9A4zeTIyUblzjV1XuKWiYLpUG5GdfgmPYNjFptA2a0bTnqGdytVeljlWl8mnUUEbB9Kbm6U2dtzRvnSFeE9FxoHzTyyPApAXGiclJIHXFdna+hF2lXdi5xQag3wQbrjFIfuEd/oodLMmKec3rrtjgAqzA705H8Z69d6i0no3iWVr17JryBVr5Y0rpnRolScTU20tKBQnqUzdvvAHAAefwiAnMadvwZ1dPf33hN7vVYRkx2cyMATh86cxt0jqfhjJKTmBFJwdGp/pHRAeEL5kWGcefF8Z/YqFfeIzPghj/hQleYfHc+VH0WCTr8WjP0KX8iGXcBYn0WLR3VBp7UeIfMT11SVsQ/c/fAQvjKTGDcosDS6tnLi95rKrOTX3yX1D/1ze3f6AukPO13dS8eoq6bhPp11H7GmrvZbX0zJFrv7024MKUB9XOE589UFyy4f1PTgKngc+BzhMfz12etfvD9yfdvxfw5uhIcF3ddIl6WoNiZqHgd2DsZjJ1zZEjs/KWTyuuDEjPS9d3jLtcAGNxuEaA2o3PBmQ0zKnv9C1TUmrhvM6+29Xtd7avuXf9s9P1W29RrF+k337KAAvAWJ1moGjLc9wiOZU2ZWw/bDJPbYUYBZ7ceThk+4skXjWrof2MAQajw/3kKz54f1ZF+a1S8azacsG+7b/Ach44CRwB7nxmn+e6lRx53crjb5oAjE/C7jACvzsm3XO1JrOdccAGDAGfYvLRrqZZzY2+gvLgnEJ+eHxg2BLWPQ/R7Q/4Phrm9WiY/5OR0xYmBITFec6L8pwfy3sijjM/lv1EPHdBIi88xXNxqndUGmdxEoXG/BvUl2V75RbNKix9tLL2KjD4D7HuYty0/8spCKcNLphtLjf1gAaZp6aLmld5atZ5ajawdRuoZQ2191H7SlZL9xy59strA3/swt7/62931NTO17Qo3zsuffe44N33HulqnVFWtOfTT40AGJiBt82GYHFDgEzDr5QGlYqPDdpHgAkGZheMgHrL04mClobu7X87OwQ7YGUGjZP9QJhAeXuJxC+9ImBZUcsrb/wMvHLliuyN12O27l609SnB28ef+vXcdcDAOAAYgHmSbv+GLk59W+zqPU636ZQFI8CDG5+e+8zbJFrlW9X6+k/9VmDc5RoEcw5oef6VZH2LcOuWAcZhAwxm+xDwEeDdpOIoZTPl9d+PXXc5zLAycGAIuACcA9wN/26rgQHgLFD9ylPBiopbWmS31Avn5paeczfVM/h5klmu7fZ9NNxn3uLghYmcRxbxnojlhyVxF8TT/DhakOQVnRuSUuIVkz5FfUH0f4t6XBpFJ1Ny5uz84oeKK8660A9Y/l+obzv5S0CDxFPbQbqVnpp1npp1bN06allD7b3U3sNq6ZylUL91/ooRcC9f2Xv+8q1yhXdV3Wy1ni8Uz25t5YsFcxuFuz//xgCY7bhiZd78/zi7qzC3rnN//O/WFmskDXjMjhtoOGZ7wMPMzKMBMbO2tmiLNUymMSUOY8PUcJo4adiOnThxqEmTNAy248Qwnnn/F2Of9nf+p+3peZ51oQtd6Hk+WmuvveD9njkh1qv4FidLZV9iDcv23vvlfDrLb+dOzeCxWTyO+OMpPDWfzjOD3yPuO3wgvaX7EpVtWZvKtO/OD2Znv0P8FvFzxKOI7yIeQfwU8Wv8+Sf8+VfEZz7+WtJoTDWPcE2xtYHJk7OIJ87hDH4yi5dP3rLw+sfAPJmkH1Fuu2fe7Ic5/Ozk7I8XrkDMIZ47NXP2FP4wh+Y/PJVmcC20u3puvfkEIs6exbN4/PiZQ2fOvIf4KuL7iB8jfon46ezMFzj3KeJtnx+R6LsWecypOv11Ns+niPO/9jtEGTMAF19DXLGOvC6LXJtHbigiM0ohowyyKlkF9eIqWXqzgl/0D+qZxUR26fnXtn+2YJdXAbnlUFyzoL714rqWI6fO/PDf1HF2nvxCKdl/rv7r6dl5dYnWzPOEwRvn0aMX1EcgPADhGMGE0ijPI9//MB+7+Bni5NFPpRZHiocBk51NedkejzgYSDGaJp9/bT656TPEx87+yu7rEto9IkckxRZNVzi2vXzg4zPn1+9+PI1fnMAT83lMP535FfG5X0+IOzsXqiyiVsUaR/Ao4gd46hv85Tv8/jj+8hOe/QZP/4gzx/Dkr/jV9/jVmyd/aBjevlQ/yNcMQY+3eMvtR385dw7xV8SjiBcN7oHYjeDcK7LsWNTjHnnq1S8Qf0L84iSeRPz5FP52Bk//hucQTyI+/fHPV6mZJSr/ciV14zt/OY54ZubsOcTnj3xeHB1cZLYss1HLTc4VOnPPDTd8ivg14l8R/4KYNzkktRqJftVKk+szxL/N4cen8BvErkCCffV6/voc7sZ8TlbJ+bX0nAqivJnfIBO1KiQt/bziuvOztv9Szyr5V+qZJVBYwyqtk5TXpReUHz5+8u9XqP4D9ZnTODs3r7794BGJ1sylQ+CJ8ehRHj3K8o1CYAjCcQhHCCaU7PY8dOrUe4hfIX6CGH37Q47BsSAxDnRIODgOLo8gFBFqTQNPvfJXxC8RP0Z8cu5MskYpsNFJvmEw+Phq12V6W/yhR7+eD2VE/BLx7eP4FeIXiFuefzZVIV/uD4n1nssD4+kq+7Vu+sFjn32Cpz/Bb3/CkycRf56d++7s2WM4+xl+9dqpT+q2jAg7NWmmMZ52HGSBkuk/vH+hQtARxFRmEvTDQN3Es+8VqoLXUnH/o89+ivgV4gc/4Y9n8IdT+NmJc58jjjz/SsX49Qs1kWWG4Uz/9CHED2Znv0f8HHHk6dcu9oSSKP9iZngRHZOaqauZyNuIn14Ygbwv75eYLKx+w2KN85ML2/9/QewKDfLWbCLXZfNzS8m8MthcArnlUFrHbpLxu5WcTiW7ScYprT+vvqkQskpYm8tg/v/xz9RzKqCsiV/WKC2pkWzKe/PbH08g/jIzv8/2d/V/XSz8n6t7Rv5f9RDBMBKPx/TCc2Nvvnnja+9f/9ZfWu54WEpH+cwgeKPgj4GVArc/yeyS775r9OEXRp7ZH3n2WdfjD1/isBMaC5uKgS3Cd4Whpe1qk6HU7Qzfc/f1b7zz3Cm89aufXc89vyZoX2RWCGxW0uxj6ULQ6wa1mzBYWKbeTTtCsbefu+n9w09/+NPLH5554vAvY48faJjcLumXQUc7oXVCFyMx7+ZoRy7zjk8feGPPn5/c9cYzibdeE3lHQDcC1n2E7QaJbzvX5FniZn5PhfX3Pn/3x6ee+/zcPW9/seWNg8U7tiSFfGClOMyOVP/e9bHbJt/7LvjnF8eOvDl06P1N4ztFvgTHO8Azx8TmxMLAKFttsb/48tiBt24//P72V97QPvbkAjPFbjMu7XVueeblPU8+s+fpP43c90gN5V9WXc/dXAgZuZBTBEUVUNUIzZ2sbjnRrYQuBbT0kmX/mTqrrJksbxGUNiysaJRsyN3/6Ud5QGIAACAASURBVBcnEX+dR5/77+r/LAfk7+o/Ie44cESqNfLcDEHH+PQInx5le0chMAShOIRjrEBI5PGzNeqLHdSlCvtKhVOgdi0d2EZ4B8E/CKERIjxMeMLJDv/FSju/sIYoKoOCfCguushFgcIIVob0D4PZvTQcT9ZrL9KrV6qVkvaeNKUh3UZxdVquRSlwmUChBQsj8UyBOQ5qGmxu0PUtGQ+nui2SHkVSSU9asX5Foze91bPMMUDoXUD5ecwoaEeSzLvYmmGhhkntUSzr775Yr2Z19fI9E+DZA+bdYN7NcUwKXENsg2epbyTFFFmgCf5OF77IyCxy+fk+HwQCMDwJzDZRYE+ScTjVHBLYTKDtEVlcPGuAZEaAHlgY3yv1TkqZCaE7Ckr9Yju1QmNOkSlW+kKLXSEobhdW9PAyilNyipZX1kkLSoQFRYLiUnZJGb+mHrLyoayObOvl9KqgRwldfdDdCx09rLJ6dl4lZMyP6qWszWVkVimxsYj9D2cr/r5Pk1UiqZVxS1t4xXVL6zqlGflPH/34+Pw5ivndl9nZ+ayAmX/X18/hHJ45PXcccddbR1IVeqHTSzpDQueQyDXCc48Q3hEIDkFwgO2LC7xxkSckcYdSXZEUKi7yDgmYMV5okheZACoGVIjnjgitXqJDDqU1UF3Hk/VBZb3I4U3yRMHiAVcQHF4wu1KDEYHdJbS5BDaab/Ny7X6Ow8tx0BwHDQaaZw/xnTFQOUFHgd0LVtvioWHQ6DkGh9TESA0hgTrAVTE8Q4jtHAB6AOgR0jYpMG/hW7fybeNC26DIFhebEwLrEDi2gGsHOHeBfVpo2pJsGFtkGk23joidY1z32Pm5KjMCwVEyOMH1jwvpiSTXuMg9JPAniFiEHY8lB8eT/ZMc/zD4B8GXAN8A4R3keIc47oEkZjQ1Psn1RIWhgVR/hNUgIwrqF9T3SOvaRfVNwoYGbmMtq64Kamuhrols6uR3KEV9Bm6/HnqU0N8Pmn6WXsOpa2UXVJ8/Krm+CFblsNYXpeTUklflCFYViteV8tcWE6vzYX0hmVspLG2WlHel1PQm1XWlNLSL8oquf/6FE7M4d2oOz8zXaZpFnJ05X7LpX+604hyeOY3HEXe99U6qQi9yeNnOYJJzQOQa4VFj4B0BZgSCQyz/ANef4DGDHH+CDAxygsPc8DgnNEZ4h8EVJaiogI4LnGFQW6G1G2obobEV2rqhqRv0FJhoMDgFvqggEAMbDRYKXH5w+cHFgIshnEHCGWQ5gqQ9KPUPcawBMNCgsZFWL5ic0KfhOLygt4HBCQYK9BQYPGBiSFucRQ2BaxDsg6AfAP0gYRkH+wTYJsA0zrFt51inSfs0OKeBmgbXNN+yXWrcusA0lWKb4lJbwLcFgtshvB1C24HZxvZvE7qnRM4xni0Bjgj4ozA8wp/cxvWOCjxjLN8QMAMQiUM4zgoMc/1jYIsBNQiBUaDCwES5bh/Z1CmsalkiM0FFCxRVQGMT2dkG9ZVQWQF1jUKZViAzcGVG6NZBpwJ6+kApA1Uft7kTNlfA6hzIKOEW1HHzalnri+CaHNHakuT15ckbK4TrS1nriyCjhCyuTarpEJa2C8s7ycpmTk0D5OSOP/bHYzOIv83hqfmp/Czi7Hw943+pPnsOEX87gz8h7jj4jlSl5Tu9LFdQ4BrgU8NsegT8IxAagdAQBAZYTAJ8UWBiwMQhkABfDHxxwj/ECQ7zvYMiX4Jn9kKHHGpbobGNaOyA2hZo6wOdk2PzkRYP1xHgUgE25ed4GHD6wOkDR+C/GmFnCDvDcYVA6yRM7iQ6lMokWGYn9KrmhwHS4WU5/YSTAVcQHCGwh8AWBnMQrDHSOsx2jIJ7AnxbILSTG9rDt25NMm0XmrezbdthPivdOU04tnOd27nUNoLeBt5t4JsG/3zbyfLtYHu2cOhJrn+cw4wTzDB4o+AOEe5BFj1PPgDxAYgm2MwA1zfM8Y2xmHGITUF0lBsbJG1OqGkgyxvETQqo7ICqFqK1HVqbobYaWloFKj2/38TtsXB6bWy5jdDYQG8Ggw5UysVak6iuHXJKIbsYNpdBdilklnKzK4RZ1cKMKt6mClhXDBuKILsMyurZdZ2iml5hbS9R10HWNROFxZH77v9l/jF+ep767339ny/IIuD5SuH4I+L2g++I1VqeywtUkEsN8NzDhHcYAsMQGYLIAATjRDAO4QSEYsBEwBeez2UHhw8sHklwROiKgNwE9V1Q3QL1bURdC1Q2QXUb9OpFNp/I4QedHTQWsLq5NDMfavL/Uw+AgQKDS2D3iV1+QmOB1i7o7BU43KAzESYHaaPB5gGrB2xecAWBjrM9gzzXEN8+yHEMgmcEfGPgGwVqTGSdTDVtkZq38W07wL0DPDuA3gn0TvBMg3cHeHaCZyfh2UV4drHoXaRnN7i2gnMcnKNgT4A9ClQUvAOswDD4hglmGCJDEBuAWBxCUdIT4VARgW+Ec36qO8ALRkGtg5padm0LZFdCWTvUdUJVPVRWQnMTqVCJDDaxkeYqXdBjhR4robSB2gT9SmjvgvoWKK2FoiooqYWiathcCjnlguJ6cnMVZJXDhiJYnw+b8iGvFCoboL5N0CTn1vdCQwfUN0FpqWnfjccQcfY/VJ+vD//LWfz+gjqHosEd4LjjXHoQfIPADEJ0AKJxCMUgFIVoHEIRCIaJ6KBoaCJpcEIQHCRdgVRmkNQ5oLkX6jqgtg2qm6GyAaqaobaD6NZIje4FVFBq93HNLtLi5ji8hMN3Hv6CPWEPEPYA6fAKKX+S3UuqjNDUAQ1tXK15sT8sdtIp3kCqP8SnfGBygskJtB/CAyJmKMkZFZhCQnucGxghI5MQGAXXkMQ2nmaeSrZs5Tm2g2caAtPg33Wh7QTvbvDsZtF7ONQeHrWH797Nd++UBq9Pjd8ojezm+MbAHWe5Eyz/ACcyDrFRSAxBLAZBhuXzc1x+niOwIDiWEpogfAnCF+VQXpDJoLaG09wOFZ1Q3QvVHVDdBG3tAr1OaLISKkOSxcvRuKHPAb0OjpoSGtwCgz1Ja0rpV3PrW6G0GsprycpGVlk9p7xZWNMBxXVQUAW5FZBfAaU1UNcMbTLo7IPGPqjthoZ2qK2D0tK6gcQXM/NZT//9uX7+mOy/6Ou/zMz9Q1+nwR3guqM8OkF4ByGQgEgcojEIRYhgGLx+YEKsYBi8AXB4CYdP7IssjYxIbF7oUkNtO9R2EHVtUFlPlNeza9vIxm6+TCNWWaRau1DnIJQm0uBMCcQJmxfsXrB7weEFm3++ETav2BeSUD6RzsaRqaGmBepbRCodX6MTGUwpTvdibyjNF+JSAXB6wE0D7QW7J8kRXOxMLLBHeRYGLD5whvn0SLJtOM0yLrZNkq6t4NsOgWnw7QLfLvBPQ2An+HaCdyfh2cOh9vBdu8SunanuPVLHVrFtUkpNpASmxP4RliMIRooTH4f4MMSiEPKDhxZQtJTyLaCCbJVD4oqSziDPzUjsbujsgrpqqGkQNivYtf1Q08lt6xEqVAKtllRrQKEFlQWUDrbaI9T7k41MmtEr1djE/ZoFcq2gqYOoqCOrGrhVzeyKRk51q7BZBrWtUN0CtS3Q0g19KtCaSJONbbSxeo3QrYF+Fci6ibbmgqD/szmcQcQZxLOIs7NzODs/gcd/pT57bn5F9hjizgOHklUaodPNonwCKiJ0x7h0AvwxCMfmV2m4gSDfyyR5g2JPUEIzEqdfavctcPiWuhh2twpaeqGmDaqbieoWsqaZU93MrWmByiZ+a4+gXS7uM6QZKbbCBD06ocP/95Q6+/kPhM1L2mix28fTm9jtfbzGLsivhNzSlH51usGcajCJNQahUi/SWZOcHo6fgYAf3BTh9Yld/uVWZqUpsNTMpFuCyfZIqnMg3TqYahvhuybAswUC2yCwE+jdQO8Ez3bw7bjQplmeaYFre4pj21Lr9mXGiaWagUW62AJrPIWKiwMJfijBDg9BMAoBL9AOjt2+0OW+xB+5KjwsVdh+5x2UOBmR2Z2qNnOa24nGBqirh5ImKG0lq9tFHb0L1LoFZmOSQc9SqQmVgdDYuFqar3aL5A5JjyFVpk3vVSd39nFqGoiyamFtc2pTt7C2jShtgJJaqGuHxnbo6AW1ged0S/xhkT8kpINiR1Bg8wrcXqHLkWox5kSCXyKexgtv6HP/oD53vgTZ/6Q+cw5n8eypuROIe988tEChkdjdPIdP4ohInTERFeN6osBEgAnxfIzUE1jii6Rb6eUUU7znVsef3w6//ZHyoafzx6ahqpnX0Mmt74CKeqio5zW08xvbyaqG5FbZYpl6sdywLjTcdNsDWduu5+sdIDdyLV7S+g/NRrOtNNdKsbUmaOuCikZpbQe/oHZRc4/s1rvj77xv/dP+6n23XE4FUtXmZCslDYQgHAIfnToyzLc4JTL9Gme899ZH3M+/rfnjqzU3P7bEEku3DgpdI+CdgMAW8O8gqZ1c105wb70QprsFfFvZni1Jri0L7VPrgjf13/7n4de/i778WcO+hy/2D4idHjETYXkjQDNA2cFmkpgslzk9a8OJ7OGpwKtHQgc+qr79wcv8iSXdWmFlE7+lidPcLKjvTG6Rp7b1LVFqMuPxhptuKJjetox2C01Wrt5KKq2cXlOqyrHGl2jbfYvtoT8mXj1QPbE9ramTzC+XVrakNXXzq9qguAaqm6ChDTp7wWAV+ILS6KAkNMj3RsR0XOgOC8NRUdCf5ravD/o+Qzyf7TbzX6UmL5yk+6fqJ0/Ov8//MotTT78AJRWsPhVbYwWZkd1n5+u9AldQEIiIgpE0f3A5HVioNOfHpp5DfBPxdcTDiIcRDyKa7npEUtMure9kl9cnNXeyqhuhqh6KKngVdRf1qCSNnWNH/vIKYs2t9/GUFoHRzTa4CZObMLnBSBF6B+jshM7O1pqhrRsq6hc3y+HanObgxId4PhfjKcRXEe89cbZwZJu4z3DpwBi4HGQkuGh4hFQZ+u587CXEQ4gHEZ+d/+YpXB3ZzdYGxcw2cI2Ab7vEtw+0w2AbBs8o0CNAjxKuYbZlgOgP6J7+4HXElxAPIB5E3I+4H7HujntA1sd3BcHoJCJhcSQs6uprm77xecS3EP+M+AbiS4jPIlb5x+Da7NSODqKhlqioW9ytXNDaabj/vjcQ30LUP/EIq6N1KeXmqvVEnxY65W233f8y4ruIbyK+hfgu4pMnzlSFR3ibK5Y09bCL6pNa+qG8Edp7wWjneYJCJi5k4kJfQuQfEHoSwsAA+BhRNJzicV3tdX+K+P3shZX3OTyHszM4ew7/1dkKwFOn59NXfjmH2555EQrKoKUbWvuhUQHNaqLLQMjNoLOAzsRRaCU9qtVm3yvn8DBi4L5nagIjxfawbGTnw5//9NoMyqb2CotrxDXN4oYOTk0Tt7GNU9MgqqhNr2vN9oZfQdzz5Y/pWsdCm5+vc3EMbrbBTRrdbIOb1DlYKjPIDUSfFlq6yZpWYmNxa2D8ozl88zTK9t5yhYNaFQxpHn38IOLLiBmRMZ5cT9I0LxQEvansprtfQTyMqL7tscu09KbguOf5Q/sRH5vB1bG9KdQ4yz0O1ITYt5fn2gbuMaCHwBEXescXhacllsHGu/Y/gnjvb1g/fe8ax9BmZlx375NvIj6HuGlwVGD0iJkhfjwORkP1xM79p3A/ouWRpzLo2DXWQPPN972IePQcNrqHIC+faKhdptaJGlqj+18+jPjM2VMvIXbdev1Km+ESv5etUAg0xvxd+/6I+Bpi5/TuTIdrjdEq33vjB4gvnZxbL7cIN1ey8iq5dV1Q2wY9arBQHF+EF0hw/QkBHRd6EnzvIJdJgJ/hRUNSL3WFl/oI8fu5Cz0b/5fqMzM4M4tn8ZdzuPtPr5AlVVDXDGX1UNUN1T1Q1wdNvdAqg+Z2qG1mVTR0Td7wCaLjhvuuaOxb3apY1dSfnlW6oUv9OeJ9H3zOzy5Or2vlV9bza5uEzZ382qbkqhpJcfngi38+hNiw+yYorVto8ZByM0frYutorpHm6d0ctZ3Vb4AuBbT2QGXjom5Ncl7dbS8f/Qqxb3TX0h7lQq1uidWy1GCMvPDGu4jau/+4zOxZOToh8AcEFvd9iC8hlo3uXapxXuJgVpg9K9Su+DPvvIeovmv/EvPw0vg+oCZJ9w5wTUJ4Gzu2lXQPc02xRfYxfic9+O6J/Yj5W+5I03tW2ILLTdQlOoflvsc/QIw8+2qqziuiYkD7QaeLPvPqUUTr/Y+lyxRXGtzSVrlEptPc9fi3iFvv3w+5hcmKfklvX+DPrx1E3HbogObmG95DtD5472Jl32KTaYHVxtMYxr774QXEwrHJRR1dV2k1K7tlwpIy3e6bPkUM3/NEalHDgrouqGiB9n7QmIAKkIE4GUiQdJzrinFdMY53iMUkIBjmREJiH30J7TqM+AP+p+rnZvDcLJ7FXxFveeNQUkMztHZBWR1UdUGlDKp7oLYb6tuhvhkq6zmldQ9/c/IIYqbKLt5YmLqp6JKSuvSNBfyr1j1+9K9HEVPyStIq6oi8Yn51I1nVAMVlouKS6/rl7yDe+/2x5Uo9r7WP36eHTi1X6eBq3Dwtxdc4OHIT0amEpm6obYHaNmFNx7KyzkPH8ZVvZq7p1q7yBlbQ1AKnNVmjLR6YfBVx93vfXGZj0nwhgZdZyAzci3j9j3MrLcwKV3CpK7DIQl/rjnVvvfMI4r4PTi2QM+n+7WAeYAd2AjMNlggw49LQTolt9FLPznXBmx5B/BNiqjWS7AitjIysoEMX6exrzfQ7s/jHb84s1gQIrRvsVLLHf/9Xv7x9Dlc7PCvN9mtpZpU/ka53LuszfXoG9398YkFH9zKXLUml3vn9j8GXX7lKr6+ORY8ieh59bJlcmdTTz9fopA76YcQHENONpt+ZTBepFGtstkWNzUn5xZ8g/um73/ibShc39UJVKynXg4UCf5gID0JgANxxtiPGtic43iFWYBCCMTISFnndFzltr58999P5erL/e/W5GZw7d3YGTyDe8d7RxX1ykUoHLTKo6YaqLqjqgpoOqG+FhhaypklY3Xi1xrLZ5V9U03JRfVt6XklqRq50XSb/qjW3vfzml4hLiiqEWflEZj6/pAYyCyE7H9ZviDzy8FHEli3bkxo7lmqt3C410anlyG0chZOrsHP7zOwuLbT0QW0HVDYJu5RQUr+ypu9zxCc/O/77Xv018SjLqAKjeqHXnTc48S7i/d/PLlTYSIOd42EkweGLhnb8jpmQaKmFdFhkcS2mAksNVA41fBjxzi8xud8vdo+BJc4OTkNgB3gmwDclCd3ANYwQnYy4L16695l1U/cuYLaS9jBh8wqt9AqzJ8MRfg/x4U9PLlb4JfY4l4kJHNSTx+c+QFym0a+gKYFcKdVZUixUcpf2L6fxg+O4pF+11OfhGY1XJkaE3X2XG239e/a9ixh88vnFPaqLXQGQ61hm6rItu34/sTWFopMNRnFfz0qt6lKlYkld04eIf/rhFGt9obi6jWzs5hhtBO2HcAJiQxAcAnqA5RhgOwfZ9DDhH4LwABmKiLyepRbLC8d/PfYP6jM4ewZnZ+avOV44V/Pf1c/hzBmc+XUWf0K844MPl2m1CxwOrtoI9d1Q3Q1V7VDVCrXNUNvArm7k19QnNbemdXamtbQllVWkl1eIMjLhd5euLCp7//TsGz+dSM8pZF23np9VwM0tgbVZxOb8pTXV7yA++fPPS9s70rv6Uno1yQoLp8fI7bOye6xElwHa1NDUD3VdUNMG1a3Q2Clo7Lm8VfsR4r0ffpfc0CmymaSDfvFgIMnrWh1MvI146+e/LFTYFocGWN4Q0EFwhURUTGT2SZxMmjuwxBNcbvGWJHYeRvS+8EGqIZzknwR6jPBvA2oS3NvANExSu0XuPRzthEA/mWTbCroEOEbAEkqJTqX7B4UyQ934vo8Rt7/0kaTDKXUM8iIDYDA/8O2pdxD5MhmpUyRZzKBQsQxmQafqwLd49CSmydWpfhoMZuhXiTWWi42u1i1730MMPvVySrsySWFdEZ2QhkbBQnM8IR7tBY1ebDSssOigtKA6MfAB4rb9byWXNBIltaJ+LddBQSAI8UFIjEBoBLxDLGqE6x5j0yOEd5AID7KCYZHXs9BgeOKbH44jzs39J+qnceYknj02N/cN4t733k1TK1NdTqHZwevWcFtVREMP1LdBbSPU1hHVdezqWqgog5Z6Tks9ZG8icjfD6utYq66jb9j3FaJ79w1JazNY16wVbMzjZRRyskpYGbnU7bd/gqjcszOltu5SnTmpUy6Vmzk9RnaPGTqN0KSEGhlUdUJVO6e2k9vQCZUNnCZZelXXu4jPHJtbqjaAVcce8kGCBtpybXzoLcSbv/glTW5ZFh2GYATGt0J8jO1JSKnY8uDocl+c3au9zBO99YeZlxDzd93FtQWBioN3lOvbJmSuJ+i94NgJrusJ6nq250aC2gPOHWAbB9ck2Ac5jkGBKfQ7x+D0hz+/jai4/lFxlxtUfnAzbJfniV/wCKLUqEvyu8BsAKOBpCipzvbqN/gZYprGwPdSXCYCds9iT1zSY2iY3PcOouHOJ1dqPAKFK9k3AmoKnCFebBysLrC7uRarQCFb0Ndx818/O4hYExwUFNVCWUOaycV2eSAUgYEhGByB8Aj4h1necZ5vknQPg2eIFRkimJCIptM12oc//+o/Vj+Ds7/iuZ9n575E3Pr2QWGfLMnp4FtdyQYqWenkd+uhvQ+aO6ChkahpZNXUQ1U5VBZDRTHkZBEZGaKM7DyV9mvE178/dlFxJfuaNeSqDey1GYKNeYvLG1mrMg4jvnrmt8u7OpY0t6yyOi9SmXgtvfwOpaBbz2pVQm03lLVCaRNUtvHqu0WtvURjl6i1f0F5x/uIj/5wZoXFIY0HYMjLGmNYQfcKt+8lxHt/xhVGj9QTgGAYxqYgEJfGplKdMbHGJXvk2YEPv7z7HP4JsfGm+1Ksfr4rAr5hMjApoLaIXTsF1N7k8F2E43pQjYN9D9h3gv8GcE6CLcEJTLEUnqXaiPEPrxxGnP7gpLDNdrFnG9sYBBPFNbtf+Bk/R1xqtBIGDRgMhMvOYfzLfOFXf8Cjp1HQ1ZPk84LDB3Z/ijvMl2kat934LmLwydfSukzLvaPQ6+CGtkJwHKxefnSQ7fOJ3Y7lJr3r8UePIE7++Q1Yl8spbVyuo1KsXhblg2AMBkZgYAwio8CMkIFxQXCKdA+BN05Eh4AJ8T3eFK3uvr98cezv6ufDAC6o/9PnOuKF3ZetBw6KlSqezUnaqCSLP0nr5cht0KmBtj5o6iLqOjh1rVBbBbWV/IoqQWZeyursa/JqvziJPyBmtsl5qzP4GbmCnALepjz++hzW5eucu27+DFG/e3dSXn5yWUXk6WcPImbSQUFNC1nZCLllUNFIVLdBRTOUNYpa+6GskVPfQRbXpxe1/gXx8Z9meV39kkQI/BbwmsgAtZL2H0C8+/szS3WOhdEoMAGIDHCHt0mpuFTtXqqjIgeO/gnxRcSnZ7F0fPeVwVGBOQCWCN89SShiEsOk1LYtybadZdpG6LYJ9bvFlr18926wDgAVBMqf1mftHbvjW8TnvkBJbySZ2kLqQxLPEBjdol7b0a/w9Axe1mZOU9s4GhPpcizcMcG1mN/6Bb9FvFhjZiu1hNkHFh/bbBeqVM07p48i+h56fFmfQaSjSUcCDAx4hsX+Ia7VKfY7OIou0x33fIb42BfHFla1S2tlglZlutkvcUVZdAT8cWAGIDgIoSEIDhPMMBkYZPtjLCYOTAiYADcQTDY7Rva//j3izNx82O/Z+Wrs53DmX8/hEWfx9Gn8CXHbW4fECjXH7gQ7zTP7+VovqXRCrwm61dDaQ9R3s2tbyMZGKC0hNuUsyCwRXbT6udc+OT6HBmYieV0ePyOfvbkANmRxNuUmZxZdUdz4zs8zr/588nd1dQsKSxaVV449+8JHiJXhWHp9M6zPgpxiyCuH3DIoroGSOlZ1i6C+E3IrpNVtVzVpPkJ8/PuZFWaXNB6EoAOiNNdPXRWIHkS88a8/pir0pN0GjI87OM4PjiTboyuo2EVUcM3Q2JrEUNvtd7+I+AJiZnxrqjmUEphaNHgjoRsUWqZAHuTZJkT2naRqktu/NdV+AyjCRGAC/BG2zXmVjv5wDt/9Acvte9OtW8E2AjovzxkCkydFZj/4Hs6cxatl1EKLh+ek0qdGU3eNg1799ln89CwuaO9JszhJgxeMftJkFaj7m3ZNHUX0Pfjwsl5NitUPWg9Qw2AKi0yBFItTaOzfNBx6C/HAL3hNtz65qgOKG0Vyi9gaAANN0DHwJsA/AIEEMAPADBBMggzEOYEowYQgGAImSDJhiZWKPffn7+bVZ+Zw7izi6Tk8O/dv1GcQz/0P6qSe5mo9bDVFKG0gN0CXHBq6OdXNqW2dovIKUWZeytqcydsfOY64+4FnxddlwhXXCQqKecUlxOZc3qYc/nWbjJHJb88hs+92uOKqq5talpeWxx985BPEdXItrMmAjbmC/ErILITMIsgugdXZcF1GckMXr6o5vb7r8nr5p4jPHJv7vc3NpaxEmAKfne92ro+NHUS85csTS0wusFpZYQacDNcVSfYkUnxhnt8njHrBpFrodtVM7T6CuPPod0uNQYl3FCxhiExDbBeEtoB3km/dKjFOp7j2SQI3g3cKjD6WxZNmcD79Gx6YQ/WNf5R0OFmqCJgSoKNBT4HOJZHZXjyK3yEKZAYw6iHqgy1xYjICqv63T+EnZzClu5dvMLMNXpbexzZZ+aq+hp2T7yF6HnxoaY8SZJplw7tA5weZdakzsshgEco77jr947uIPdM3Qn4Fq7pJ2KdJsdKkxc3zxsATA18M/HEIJMCfIAJxMpDgBOK8QIwIRCAYgWCIYEISu9vz6HP/d/VjiDvePCRWqHk2J9hp0Lg4AyFNHgAAIABJREFUGjdXS5M6F6gt0KuC5h5OdXNydT1cdiX/uk2a6PhPiPs/+hoWXrykqIKfWwhZmbB2LaxeDb+/Znlu2Tdn8MuTuDK7MG1D1pWVdUtyCiJ33PsFYo7amLy5iL8hl70hD67dBGtzOFklvNxKWJXFyikX17ZJq5oWFdZ/gvj092cuMzjSaEoYovkMvSDAbIiMHkC85W+/XuRg2B4PJxIRuiJie1ho94mYIIRoiFGC4cACxr1crnvwb7++h3iJMcizR8ARhsEd4BmA4BDYYxzTeJp1F2mcApl/2fUPgWeI023Y+u6XRxGDT74GtbKFzjjIPaD2g5aeP+XB6zC+/BUeRQSdBQYCsDUOAy7h9kGB0fD6j/jpHKarNaBUsHQ0qaVJvZmn7K/bOXUEkXrgwcU9CqmZApWdb48LdL7FGmdqZ9/k0UNvIdoef5TX2JIqV0Nza6qdAp0JLC6SiYI3Ar4I+GLgj4I/xvLHOb443xfnMwPgi0AoCqEowYSkDtp450PfIp6dH+HnZv7X6rN45n9Qd3A0braOJg1O0FlAqYGOXn59K6xaz79m7Zq6ju8RPzwxt6q6WbopV1pYBFmZsO46oriQX1JErFrf5QmfRLztvmeWr8laV9d0eWHFhsb265968QvENjq8MLMoeWMe6+oNyZlFgo0FcNUG9rp87oZC3uYyWJ/Jzi9Nz6/+BPHJr09eojBeGY2l+NxLYpFlHmaVO/4m4t7Pjkm1TvB4OZHYpYmthXvuSXUGuC6KPcSApRd8hoUhzxUGx70fff8h4ibPBKF1k7EpiE1AfAyGpsA9ANoBiW4ctEOgDKUO7r168ubAU4cOzeGDnx5fLtMtsHuTnAGukhKbwqClQE/xLT5ui+7Vn/FNxNTEUPofboS94zAVWbptLEWlO/wTfjyDfHkfWIwsDcVRudlaE1fRVz295RCi48EHFvbIk80uQuuEPmuqzrukWx947JlDiHd8/emlDutCqxnaWvkmE8dqBZudFwqDPwTeEHhD4IuAP0L4omxvlO+J8T0xETMI3giE4xBJgD8spXzdu2/7dn7bbfb/qi5RqObVST3F1dJsPUXoHaC3gErL6lFIWrv5GzdfUVr78Sn8FrGkT8e+5OqU7DxuVjZsXAcb10BBDqxfy1m38d7XD59A/AXx6xmcv2Xy4a/nvkH89kIZJ8+e2xZmFpFXrBetzVle0pCcXcZfkwOrMmH9JsjYnF5QeXQOD87gxTLVEoN5EUWJdOZklaUgtv0Q4tT734r1bqB93Gg8Z/ddzyMG3v5IoLNIIgFexM0P2NPd1iUd8tfP4BHEq0whkSkAFi+4Y+COgIMBW5TUxcWGUZ5hON03DW0WwxMH30F8+yT+rl6+tFO3nGKgWy3utbNa9GwdDUobKKy8Vv0Tf8M3EK/afQMxEuVNDCaPxTl6/YL2/i9n8bXvZqCzjeNxslUOnsLFVps48v7KHVsOIlofeCCtpz/V6mKpzOx+8yKVqzw08Qnii8eOZblsop5OqdUMbS2g1YDZJGAY8Hh58QHwzYcGhsEbZnkj/6WeFBwGOgrhAYgOgT+STDG147v/hngK5+fw/6/6P91zOzf7D+oH59UJO8U3e/l6L6lzgcYKWj1odGy5JrVbfkVL160vvPY94vhdD8GCFUszC7jXreNnb4bMTZCTBZsz4LprOBsz1CNTjpHtI/vunLjzfmb3DYO33J245a7Xv/7xG8QdjzxtnthRoDByr1wrWZ8Dv191aWVLem65dGMBb1Meu6AQNufwNmTvfeHNzxA7x3et0JgudnmkCsO1nkR8/5E3EdX3v7DEnWAxUTIYW8kMP4f4IuJaOpam0i0yW5LUygUKheG2B44gTh/6q7RDv9Q3BBoXoWUWBrZKnSMCYzzJMpxqH4cuStBFb6R3vnQGj8yhevzOa/tc4oqui+SO5XK7tFYlaFCxeqzQZ4Yes7TfmXj07UOIxpffTgtFLooPXRlJrFCaldtv/Qlx9ME/QV83mHRchV3Y5+Qojey+/rIdW99AND7wYIqsj6dQp9rpiz3RZf3WdxAP/YrWHbuu6O5MUcpBIRfbraBW8V0uMJlBrSX8QfD4wMuAhwFvcF6d7Y3yvHFxcAyoGISHIToK3kgyHS6MTX4+f/3lvPrZufkYt3+jPoenz8wdR5x+42CyXMG32eff3IQGD1vjBJUZ1FrQaLgqTXq/mrrr3i8Rn/zwr9dUNDRa3Dldiqxe1TXtXRu1ustk3YKSInbO5rTSMrh2tXhdJufy67i/v1q6aj3791fDouXO6T2fIW7s6IVLrxKvyxas2rQwpxR+v2rn8699hrjnxTdTCspg/QZBaSlcfm2+1voZ4mNfn6jbsvsadyB/cJv10f0HEB89gVc4Bpf5h3nRYfAw6b54731PHUZ84sdZ+x/+uNkXy40OBl7487uIz89i/uC2S+ko30CnOGK/c008ivgSYvttLwoNUbF9KNkQT2pz3vLuqfcR//DhaeXuR5q33FEzfvNGa6Kc2VEX3p3j2wK1/aB0CC3BJbZYIbPzdcSnEc0vHSgc31Mzcb325gfeR/wKMd/gE2g1IOsUyK1JPRau0kj29pXumH4VUf/AQ9IeuURv4qn0UoXh1r8d/wRxzzOvlhtsRU46b2yq5JbbLokk1k3v+t3QKPTKBb4g2J0XatEz4A2CN0L4oqQvSnpjktAkUAkIj0J8AnyxFDqWExz7FPHkefXZOTx77t+qz50+jbNzc4jHEXe/eZDX3sE1mEBvIpVWjsJOKu2gMoFGD2o1KVdKZL1PnfztXcTPEb9C/Arxs1n8AvErxI8QjyAurKhcWFMD69bD+g28rGzOxozkrNyk9ZlLisp4azYMPvjoUcQKO52WV5K8uYi4dr1wYw7rug23vv3ep4j3ffA5rN0EGVm8wiL2xmzJ5sLekR2vnMHDiC8gvoJ4CPH+b85VD+8Td1mkVkYcHwO3H3TmFVQo/OzBdxCPIh5CfBfxIOITs1g2tTvd4kqyUineOKlwXWEfexXxpV9Rd+frPE2A54iSfa6LzYMHLxRIfRHxacQXEV9HPIL4IeJjPyNU9kKvReIdXhqevNI70XnzH2/6GV9BPIB4BPEI4mPfne0Z2ptS2Qa1dSCTCWU6fruG6FZCc1vdjbe8gmh76lluaydPoU4ymC6yUC9duB77MeIHiK8h/hHxBcQnEO9AlNhpvp0WuP2EwwMuD1B+oANAB8ETBm8EPDHSPQTuQWCGIbGFHZ2Q0vFrLMG/zqsjzv0f1PceOCTs6BIYTaTBypFbeP0Wdr8Z5AZQakGhZPfIRZ3dxbFYy8iIYuu0bssOZWKij0n0Bgb6gwNtdFgWG4Lr1nEzs8jNOURONmRkQEYmXLuaXJ8hLSiBVeuu7ZE3x4cWldWw12dxNmSz1maIsgtg9cZ8G9UYHSywe+Da9bApEzZmcDJzJLmlKYXVK5t7SyOj1geeNN7zZOXArlW6wO81vkuskXRHhOMJsYMxUTAiMjmvtgarY9v7tt5qu+sx9d0PF09sX2lxilS6JBcNJhvHHUzzDi1SMs2j9xt3vZDh2M5W0mD2kXoPr9fRvuexvtv26178uP+1T/sPfqE78GXHXfsrR+5om7ynZuxOboeNYwgmhSfFkYkkZ3She2D16J6y3XeHX3rf8cjLzbvuvNYeXtiqSmmXi5RaXr9G2KbkNPayupXQ1XOxy9N3/yOrvCF2cwfZK+eptfxuecf1dyq332refYd82z7Zrlt673hU/uDzXfc+VXb93SX77mb1G8RWD8fiYts9hMMHLj+4g0CHwBsFXwy8CdI9DO4RCIxCfCsZmRTTiSvNzEeIJ85fZ5w9h2dn/q367Jnf5ubOnUM8jnj9wcOSTpnEbOUb7UkqW5LCLlTYuEojKHWgUPJ7+iWdMm5Vtbi6akF13aKKmsUFFWmZBdLV2eJrNkquzUhet5lz3Ua4ZjWZnQu5OZCZAUWFkH2+SAtkZMOa9bBuI2zcDFevgQ3ZxKYc9qZccmMOrM2ENRmwJgPWZfLyionMXH5u8aKaloW1LbyiKlZhFb+6JbWxH3JqYWOFsLpvodKZYvYJKUYYjgPllviYixyBxQpzSrdqkday0O4Smyw8jU5oc4iZELgosLvBFiB7ndJO99WakUUyv8DAgNoBVh8orNBl5hqil+96eMXeh1fc/vSV974gCe+COi3UaPmt1jTzoNQ7SUYmITbJjk+yg8NcT0xKx5fSA4vtIVa/AZp7WZ1KSb+R26WChs6UTnVyl5ov1/KVOrKjR9qn4TR1CbvkbLmGrzWyO/slHcrU2u5Le4xp7YpFcsuV1OC62K5kJUW069gyA7vfLDZ72Xonz+pj2X2EkwEqBHQEPHHwJ8A7SLpHwT0G/nGIbSPCk2J68DKT//C58/GF5xD/Hs/6L9TPzZz6L/UbDhyWdnZJTBa+3paicixQupIVNqHCxFbqSblS2N2X0iFLa+9KbWpJqWtMr2lcWt20pLQuLaskaU1OekZx0pqcRfmVxJpMyMiB7BzI3gwlpWRROeQWwcbNnIIyyC6ANRlkTjGs3gQbczg5xayMfE52AazJJDblwLps2JgL67K5uSXikmpRSW1SRYO0vkPS2MWvaYW8Kn55W1K1jF3eAdUdZLdWaKWTAmFwUVyPN9niTjO5llK+NNrLttnYDjvbbAO9EewuTiQGvjCY3RydX9jvTetlhF0UR+WBTjUoDaC1QacOdMGVNz6VesNTwpufWfzw62k3PwneKZYhxtWE0v3bpdGdwIwDMwTDW2FwCzDDwvCYyDsgcIZBaweVmauzE90aaOqRdGlT2uULerXsHiX0KKC1l93SJ2pXCbvUXKWObzDzFFp+l3phrylNZpRqnRcFhq6OTq8evCFJ5eEpKK7cyVe7eFqKrad4Vh/bFmA5gkBFwB0DzwB4h8AzQlKTJD0FvikIbYXQVBI9vFLnfeUEHj8fiPkP6rP/Qn329BzOzqvvefMtUWtbklrPVRrEMqOk0yTq0HHaldDRD62d7PpWfnWzuKZZUFbNLizjFleIK+qSy+sEeWXk+tykzGLBxoKkzGJBVjGxKQ+y8iErD7JyYcNmyC2B7CLILICcEsgsgIx8dm4ZbCrg5pQJcitYGfnE+jxyYx65sQDW5sCqLFizmZ1bllTRxC6vh4IKKKtNauoS1XdxylvJ0mZOVSfUdEBNO3Qr+VYXOFwcr5drsvP1tlQfI/T5wWYBmwXUOlDqQG8DTxioADiDqd4xoYZh93rIHprsd4DSAb1a0NrB6AOlL2X6MemNLxI37+c/cFD62EHhLU9Jpu7iBqfBPU6EdkBgCgLjkNgGkSnwDJLMmDi2hXRFoc8EvUaukeaqbKxWtbhTy61pE7Z2Q1MbNHcRHQpuqyJZZmA19kK3nKMzQ7ec7Ncl61zQoeW5I6kD29KCU0uiO0WOBGlgeKYgqJygdpJGD88aYNsYliMMrhhQA0APgmcE6DG2c5JNbwXfVmC2ADMl9owsV3ue+ub0sQvqMzg7g7Pn1f/JrSeYw7Pz6scQd7zyKqemji3rhY5+dkM/p6afVS2DqnaoaILSasgtg+wSyCqCDbmwNgs2bIbNhZBbDFn5sC4bMgs5WSWwKouXVQJrc4iMQsgshI0FsKmAVVAN2aVw3abzFTjW5AiKavl5VbChEDYUwnWZ3Mxicn2+MLtMkFXOyyyDDYVkbqW0vjO5rZdV2wzFlVBUIWrsJiubWRUt/AYZp0kGNS1Q2wbtPdDewfMxS5mY2EKRBisYTGAxg9uTzEQJkwt0TnAyYPaAgRabY0JVEHpp6KOh0yQ1BKBDBd060PqgxUZE70675QD/zkNw10G4/y3y7v2im57gTN0J3nFgpsA3BZ4J8G0hfJOkZ0wQmARzCAx+6LFAh46ldIp0XrLDBGVt3JoWdn0LtHVBWw+7Swt1PcJWHadFCS0ytsEK3f3QrQSFBeQW3uBW1tB2IjSROrJXEtsBahoMftB7OPYg1xHiWBm2NUTaoyxnApxDQI0CPQbuCbZzC8ezA3xbwT8JgUmRZ2yh3P3gJ8eOIZ4+Dz+vjv9G/RzOziD+gLjlhf1QWg5NrVDbRtZ0cytlrLJOKGmG4hooKIfMItiQL8gq52wqgU2FkFUEeSVQVAaFpZBXDPllREElZBYTG4tgdS57QxF7Q5Ewr5pbUEfm1cD6QtiQD9kVkFkCGWWCvBpBbjVrfRGsyYdrs3kZpcLMcmluTVJ2JazOF+RWi8paiNIGKKiEslpWY4eoS86qaRU0dSe19gqauln17VDbAlVNUFkH9U3Q3Q9daq5Mn6RzCk0UaM2gNnEMLmiVQ5+J5QiynBHQeMl2p6DDDV0UyChoUIn7XFAvhyYNtNqhmWYz9yy/7b3Uez4m7niXuOcQcderortfFNzxJGy7FRLT4BwHXQL6wyCPcNUxtjIkNg8I1EF2hwNqVFAlh3Yjp8dOtCgETZ2chmZevwqau6BNCXV9wlZDUrcJ2uWgMoLWDBoLaB2c0Bhnxz7YfiN7603pN9wnnLgBdDQYvOCMkHSc7YqybCGWLUTao6QjwXIMEc5RgpogXJMcxxaudxf4toN3EvxTSd7xtF7nXe9/+9N/pD5fqn0G8TvEqWf/BHkFUFUHZXXCpv6k2j5BlYxT0QFljVBUCTmlrMwS0eZKQVY5kV0KWUWwuRByCiGvCHKLYE0GrM8RFNfBxkLWpmJuRimszk0uaYKMMthQBGvzRaXN5OYquDqbn1vL31wDqwsk+Q3SgkZyQylclQlrC4h1hbAqB1blwZo8yK2SNPWldKp5Lb2shi5eq5zd0ANlzVDaCA2dRIsMalugsgHqWqG7F2oaoayB6FQLdQ5QGEBpJG00afGAwgJ6FyjtoPNwXEMcVZgrD5L6KN8yyFb4F1oGkg3RFOsw9Ic51F5W4A+Lbnibd8PbsO8tuPdduO8g9/7X+Pfth30PQWIvOKY4+lG+IpGiHUnXDQm7vemaGNFoglo92WqGJh0067kdNkGbgVXfCbWNZK8SCiuhpovVqhV1mtnteujWQ5ucMNMsBwMmf9LoHhjaCRPXE9tu4W+/HUJToHGDmgZ7FIwMWMJgj4E9RtgTLMcQyzHCdoxzHJNcx7z6NHh3gHsKvFuSvFPiPtdNR77+6R9mc+f+7XMdfzuDs3gG8WfE7c8+z84rENa38Bs7iPJGorhRVNUpqGiHrFLYVMjKq2BtLoN1BWRmGawvgLW5wrJG2JAPuRVkYQ2syyVzKzn51WRuJWQUw4YCOF/kvFBc1CDKr4Vrstgby8gNpfysKlhbBKsL4Jo8QV4DJ7cOrspmba6B7CrIroSyBsgpE9V2i6q6IbtGVNfHqeuDknYo74T6fqhog3Y5tPRAWx90yqFLDjoLyPpBrgWVAeQa6FelDI0J48ML/j/K7ju+6br7H/7JTpqmgy6GLBmCyN4UWrr3Stq0TZukSZpm7z2b7r2hZYPsISBLGYqAMhWQqSCCAiounKyuc/+BXr/rd38vr/t755E/8v/z8cnjvN+fc16nrZtU2UCobSM2dhNb17JW7gzs3klv3BjYtp1Vt35U0/bwqg0BFesYtRuhYh2h8S2o2c1c8SFpzRnKrivEQzdh18ew9gPC1jOw8lDQ6sMU20qWoYsmraOVeAOE7sBCazBbT8+UQ6aYrnYDTwnssjCulRYvCRZbIL0QMnmQKyHw1XSRCTJKqAIjFGtAagWpFdjSwPq1pOpVgav2QtN6qFvt1/QmrWIFlHpAVgklbpD5QF0NmhrQ1YK+DgyNoGui6lr8Ne0sbRvD0kE0t4J1GWhaiablAbbl/upKz4krv+G/nuzel7NP/zWD6kn/S/UfEbveO05ZEsVMz6Zl5pKSsiE+yy+Vy0zMhQXxMC+WtCSZsCiBHpUK82LJixL9YzPh9fnwxkJmdDrMjILX5wXEZ5MWJ9GWpsGCOJi2gBKTBnOiCIsSYNYSmDgrJCUPpkaGpeQT5sbRIlOYS7OZcWyYvAgWp9GTuBCTBUtSA/MlkJoDaewArpiclB+UIwnNVwbkK1lFOqbISJMY6UobWWVmmtwBFjdLZ6cqdH4mB8jUDKuLYDAxnF5Q60BvDKhvCu9aSa5voTR105evpyzbTO7ZBst3QMubUNkNVav8KtYT7N3gWQXN26B6PdiXg29z8OoTwVvOw5rjsOci7DxHfutT+tbzIVvPBvUcAlMXlFaB0Al8K51n9M9Vj+ZbIZoLWQLIFYBQCTwVzMh6leeC7DJI4UG2kCrUQY4Y0orDNT5aiRHyFX4qL0VbBdoasLaCexmxcjWpZi2pdpV/4wZm+QoocYO4AordUFoJihpQ1YK2DvT1oG8AfRNN2xKgbg3QtNDNrURzM8m8DNRtFF1PgHUlVVdjeP/ib/jXnBvi85e//msa0fNBHMDniN8jdrx/grQkmp6WQ0zLoaRxCAnZjOT8v9XjSIuTYF4sTJkXHJMBU+bD1IW0+XH+i5Nh0hz/xckjMgpg0myYvujlBlJ6VDJMmcuITSMvTabEp8HieJi5kLo0DaYtpESnQmQCI4kNi+JDueKQfDEphTNKbng5y8jgCSCLwyguCZOqg/nKAJ6cyVMEK2wMrR2kGj+bF5Q6htHqb7TStcZAi4NptEGZiiDXhHl8QxxeEEgCbB6Qahj2imGtPaNXbmW1rAJvG9StJLVvhOrlUL2c0rw+qHEjq2Yd2NpBVweuLqheT6zYGNS2n9q8N3TbOeKbxylbP4Sud4I2nKIt20/r2B2+Yj+4O0Ggh2Idq8weLNAzMkogIZckUkFJGWRxQaieoKoOylaxeNohUgulQA5pxYECDYUtZnDLKLlSaqEKMkoIJWamvjqiosfP2c4s7/arXkmsXc5oWulX3gFCC7HEDYU2qtBDk1YQZVWgrAJ1LejqQd9I1DfRdM10fRPV3ER+qa5pJ+t7WJYVVF2N7MCH/z/VXyAO4jPEbxE7PzhFWhpDz2BDWg4lq4CQxKEmc+mJebAwCebHEyMTYdYS/8iE0Ohk1oIY0rT5MGlm4KI45rxo5vylMHkWc1FseEJG8NJk2oJo6vwoxqIY2uJYeGMGLI2FGbNIS+Ng/mKYNpsakwQLoyA6cZJCR0nOpqVz6Dn5/vnFoeIyWl5hsFDEKOT5l0rDtXpI54RJNKO1rkCFkaw3QVkZ1e6gGExhVvdQizNYbxzuLqcqtOEOL1NtpJWpGWUaulgZrnf4y03BBg9VZQOVPay2e/SKHaFdm1ntG2lt66G2C2qXgb2J6ukilneBowXKu8DWBsY2f8/aBXsvM5t3sVYdGrb1lH/rHnrd9lHr32O0bKW1bgRXIxi9UKqHPAklk8/KETA5QsjOh2IxTa4FDj8oXzGMp2WxxREluhESI8RzAtniCJ4SYnKG8tV+bFEwXzPWXD3SWh9irA6zN4V62qmOJkJ1K71pOaO8BQQGssBO4Zr8ixwBQg9d4iWW+UBVCZoa0NWBvp5gaCAaG8nmRrK5mWjqIug6SbpuP0sPWVtduPWdX/Hlsp//pXof4iD+gfgNYtfpM7TkVGYuj5CdR8sVQAqXnJRPS8iFRcmwIIG0MAGmLvSfFTksMj549uKw+UsjFsdTp8wOWxRLnz4vbHEcjJ5InTrHb/bCoIXRQQuj4bWpwVFxwUkpMPl1clQ0cVEkzJtPi15KnB8Js+fBzHmkJTEh2RxWRhYjNZOUlEpJy4jgC0cJRSNEogi1giEUTDTbh4rkQ8UacpGYqDeAxUQw6hkazXClYbhUNVStDZArRjrLmXLdCItnmN4GWQVjdY5hEn24WEfM5o82VtJLTVAgJ2m9ARVdwY2riRXtUNvO6lw9pL6b6W4lu5vJ5W3gbgKpAyTuIGPbrJ4D09ceHrH8rZHL97zSsPX1rn3hVRtCmzYFLdvk176aVd/OMDgpnJLArKLQzMIhmQUjxHIymwvJmdSsAkJcFiuNN16oG1OkGp4rHlukCEjMC0nmjsgWBKdwGXFZY0WasCLZ0FIjq1g10lQ5ylYXUd5MqmygNrbRvY3A11L4FipHF1BgCS52BQjddImXKC8HVSXoq8FYA5Y6MNeBqf6lOsmwjKTrZpi7ydrq1J5t/1N98L+p9+PAIP6K+BCx5+JlFicvSCih8UqoBRJIyycmcSnxHEJkCmlBIml+PLw+Z/uFay9fvWz76AJl3JRXYxK/Rix0lofOXbzpo/MPEe8iCivraa9Pc6/fchvxc8SVZ88yFy4kTJ8+W1hyHXFcFjs8NgEmvnHuef8dxAsDuOLilbEFRa5D715BvPACryOuefTtZJfjOOIHg3gV8e0BJGvVoFOAQiZ9/4OXc4E7f/xtaWsncHkfICau3RwgkJWfv364H+OrOscItcaDH+38HSX7TxILlZAv8zNXR9T2BNQuY7V0k8rrAl31TGMFQecGrRsUNpqx0k/qzHjzyAHE1X3IOX51UsdW2Yd3jiAeQpzdsy+4efWwVRtArvPeeXjwT4QpC9d/fHPfV48I8xbPkKk/RryF2HLmynCOYInWcwfx8iBeQ3RuPUCcFul7690vET9FvIjoO3r6DbV1+a1vjyKeQsza/S7FV0dpaKW666FYQyw2kzha/3xrYLGTKXDTxB6CzAfKCtDVgKkOLPVgqQdT3V/q5m6CdjnNvJygrVrctOrxX9Xc/1v9H6q5gcHeQXyM+BBx1fUboQJhuErrL1VRissgoxCSuKSEPIhMIS9MIs6Lg9dmHf3s3oELn3KUxlu/P/Ou3DA6MvoBYrpCs1RY+j3ikmJRskw5j1M4evHSHxDVDS2xJeJMtTZ81jzauNfeOn3hZ0RrW/ewOZERsxZ+PYjVG3fGlakfIqq7Vk1mFxT5an9ANPesna7TjlfKryDyGrriDN4FZi9TpWRa9UPNJt/pC9efo7puxdFvf9tw79tXDNauX58EybSxnSsP9uIVxHhv82yV8/DveBmxdMfhIKF2iMqlN12mAAAgAElEQVQBAi0I1AxHNdNXBypjhK0qQGnzU1qDrZUg1g7ReVlFOt+5u7bTtzofvdiHGGqu/BBRsuujrd9g7ZVfh1Z1kR2+oeW1a398suXa/SFTozYf//jSD09GLIy7/POzE3d+yNK5byA6tu+Pkpq/RCypWV6z491Lvw+OT851rN9+9pdn80TKxSrTYq0tpbLpNGJcVUtGx5pplS10Tx21toPqaoZiPfCtkKcn8ew0gZss8oHEB7IqUNWAvh6MDWBuBEsjGOrJ5maCsZNiXQGaZVTTMtBVzahs/xn/6oz+36n3D7wYGPwZ8QHimtu3IqSyYUZrgMZEEiohswiSCyAhF5akEhclEefFwIRpH9797sgn1yAg7PNfnmw8diJwyvQfERMlsujikh8Qj31+p2HrzulpWaMWRX35tO+LP55173o7Nq9wxLQ5M2KSHz7pP3755v1fXwS/+vrwKbO//rPv/FeP3j7/6QPESYmZC7iCmGLpTwPIs7iHsjnzrJabiO/e+37PtQfC5esD5HIQ8AJKJZ2Xbt59jiOnxW47f+OjARyqMdIU6jC95XVP1SxX5RXEhPKmaRLDVLF+/0+9zvcuMDglwBFRRFqywsI0ukCi5Ow7suM5FmzezxKqwjQ2skAWIjMGc8sCskTjVM7Nf6Dns68mlNcPV1gXOtuvIbZf/MlP4QqvaAjR29qu3fkaceexi1/9jue/+C7stdk/DaK3dR11xBsPEat2H1nI19xHrNv2zrKDH95DDJq12LV22wPEfbe+3vvFw5liRV5j5w3EQ38MVp76ZEZlK9PZRKteQXS1g8ACIjfwrCDwgKQCSqtBVgOKWlA3gq4JjC1gbgVzC+jr/l2dYloGuqrJ7sYf/5P6f0see6l+H7Hz6tXhKnWowRpidYdaK4ZZKlklWojJhvkJlOg08qJ4mDDtyk9Pdrz3IbBCb//2rOutfSPmRz5E5DnczNen5uhNDdt3fdk7+N7nd2DE6PnZeR07dl/79qd7vz0JHDvBVFn3G6JQa3qCmFIgHPb6rC8ePzly8frq/YdvP+mPEZTOzM6LKiz5BVHqq5ssKZ2h191B7D5+rmX/qczqVpZCTlbJXjEaWi9cvfUHzk8u3nL22hlEf6mCaTCNq6yF/KIRcu1ZxNSGzvECxVA2/0Q/Wt79kJxZSC2QEIulIFJCcSnk8sk5RYrt7x59jsUbdgfxZSES9RChIoQtoifmbf3p+c7nOL68epyvZkn7in1/Ys/pb18X+ca4WgIsbn+ppuP6l1/24+YDZ+487j/6ye2I1xf8hGiuWzFsdvwdRM+Od+YUyL9DPPvd028ROZaK0TFp7o277iO6t+9bdvqTkWzeK3mC7OaehvM3PkDseviMYWnzr9lM8q6F0koosIDIC7JqEHmhrBas3fSaLcEte4d3Hx69+v3QroOM6k2gbwR9PejbwdBFNK4gmZeRbY3DdO7vEF+8+L/U+/qxf+Cf1Pv6+wb6HyPeR+y4dnWoWhtstAfavUOcNeH2Gj+JARI5sDiZHJtBXpIIr89+79bXH1y7nSnVfDOIVRu2EseOf4iYrjNM5XD1XctncPKPf3X/7cvXQ2fOrVq3JYYn9K1c+xgxYvrsTcfe/wXx2z78CXHd/iMBE6b8jNi5+2CBxfUQUVRdz5q1IEok+xEx0+QIy8tdWOE9g6hes7Wwbll8VTOISoK9dj+5zPLeiWvP0bJ88+k/Bzs/u0OXqYgqLV2lZ8o1422eU4gzLO6xIuXwQvFpxLKdByA+Y5jaTCwUv17dnLltb9aazfk9m3gt69599OLwH5i/cstQsSogvyQ4nVd36tNLiKUH30/esnOsr3rdH71HEQtbd7NbdrEU9qHltX6l6hV3vz12/7dxS9KP3Xj46U+9MHzi4Ts/7L/5La962S3ERVr3rALVzWcYJTZefYqrTlyEsVNXnblyaRDZdW2JFQ0ztI5xUoN634mp1pplX/26AxFUzWBfD/a1oGkHXTtUrid07iUv3z9sy5nw9SdfWXdi4pZzr6475V+7C3TLQFIDuv+jTjD0vFQfqnd/PYgvXrzsqniO2Ds42P9yWPkf1fv7+395qX71eoRaF2B2+Dt8wZ6GIc46epkR0gohLpOSnEOLSyPOXrTrkxt3nw3eH8CNJ8+QJr4RumjJpy8G4vWGSJnycl//fcQzj3+NlarGxCSe+urRd4iXnzxNNeiZM2fdQxTX1I2IWqrvWn7u8W8wbuLbn9/+CvEG4vrLV0ISEqkLF7/OLzn3vD/e6yPn5kx02Y8hXkY8ibjswSOQS0lOMyjKRMfeu4x4/Bnu/v3ZlPIKslJLMZiZRhtZqgpSaN5GjO/sJmdwWLm8o4iCbXtI2QWhpSpI41Td/voY4gXEC4hfIl7pxxuIG+7+SErJC+SUBKbydn379CziAcTuZwOv1jT2/Pr8A8SziN1fvQChlqS30ZT6iiuf91y8Fb40c/35zzZevQsTZsw2eQ4+xQNPcdWD3xmpxVP5hhuDODadr+jZdu4ZThXpCjrXHfx94BLirj+waMc7U8tbNj7H9xF3Ir7WtMXfty24/f2hG85F7LgUsvty0N6LrLcuMLefDd5+NnzL2dGbz45acyqofjfoloO8DbSdoG0g6P5SB2MPwdxFtDVEGNyfPcPnfS9L87/UB/pfXsf/R/UX/djX/xviA8S2a9fDNDp/i4PhrAzwNfm7aklyM+TwIYVDTc9lJGdRI2P8Z0VCxFj65FmMafPoM+cPiY4nz10IM+cwo2LCktNe5eSHxyWHRMWHRsbCiHHMWfNpc+dS5s4dEhsLU6fChAkwZUpoTDxMnBwYHUedHwmTppAiF8P8hTBjZkBaemBWFiM1nc7OCVaWEQVFoVL5GI1ppNLMLFUyXC6ix0m2W+h6HUMgGSpTB8kVkJdPN1igVEnRmgONdpK4bKjBAnkFAUIxI78IkjOoOfmQnBlSIoeMXEjnhomVfukFE4Sq19iSEYmFQQl54bkSQhKHkV7MSuYN48hgVuwIjSPc5qPKDeO9DSO0vkChlVSoh1IjSWuHfCG5qPQVgfJVnmwUV+KXymUVSSEugyLRRa7YNq91I0SyYWGWf3QuKzaXvDiDEZ9LTuT6sUtYRXJIK6QJNcBTh9mbRlWvmtC27bWOXfO3n5uw8dKoLdcjtl8f8tZV+luXCdvPEbZ+RN3yYdCWMyO2nB+64n2y+00oawJpA2g6wNDxl7qu7aU6WLrA3hCqd134sfd5P/b9S32gb3Dgv6n3Ym//73+rh2oMfhYX1VXJrGiiOapBZoY8IWRyKdlcRkY2Iz55bAb3ldiMkMgExtwo4pxImL0AFkWFsfNeKSweW1xCiIwensOdLpLD9PnkGQv95i/xj46F6dMDYmIJc+YGxSTAzLmkOQtoCxbD1JmkBYth5jyYtwiWLPVPz2SkphOSU2l5+ZCVCbxCllwRIJH78aX0YlmYyQXSMlApwG5jejwgLvNT6/wM+iFOD0i1EeWNFLUFStV+KgMUFAOPTxOKQmQKlkBEzysaUaZmsItgUXxIoSSUVzqmVDdaqBqawhufV8aMzyMnculsITm9iJ7Ag0XsALYsVGoPULn91e6hukpasSFMUwUFGobSBWwxFMtJhWX0bEFYvoyRVhTMV0G+BApLJ6zeNn3jwaltOyFRDEvzYWEmNamIliYgphVTcqWMEgNdah3h6xzbvG5c146who3Du/ZELNs/pG2vf+v+oNVn6KvPEtaegTfPwtazsPU0cctHfps+HLn9fET3EapzPUjroayOaGgDfSvIq0BbB9o60LWBvhMM3WDpAlt9iMH13lePnw5gL/b343PE3oH+3v+yDALweS++6P8T8SFi27WbIVoDw+qiuKup5Y1gKYdSPXCFkMMjZXNpmdn+Keljsnkwed6Q2ExmdCojNg1mLaQmZQzli0O4xeGFwkkK3Yh8oX9CJj0qmbkk2W9RPEyfTVsURZ2/mLEomjZvMbw2HV6fRZ0fNTyNTV4YQ1qwlBGbRlySEJTFjeDyKenZsDQWMrMgK5sqEEcozMES3RC5hamw0IxOuqMcTDaa00O12kk6Q7CnnGG0DrFXg1AL+ZLh7ho/jYksVQXrzZCXT+ELaUX8UImcwS4Mzit5TWZipRWEcISUzHxKWt6IPElIWjErnf9KqQlS88OFer9koV9iCTFBSOEoh2gqSUIzrcAUIHRCgZ5e6gKuGjLFkM6HbFFQvsI/S0xOLIY0IaTzwNU4cuO+8GU7Jza+BYtL6Lla/1wlpAqHKtxDNRUUsTnC3cpyNRPMDVRfT3DHTmbHW8xlB6mdh/xXHQ/bdgm6jsOa08Stn1D3XGUeuhn47vXAtz4OWPs+lG8EZSvwfSCuIqnqQVUDqirQVoGm+v9SN3eCvT7Y6Np348FTxBfY14tPEXv7+178V/Vnvfj839VNNKuH5K4meOrA4IYSFXAFkFMI2bnkzCy/tCyYHRWWmBueXgDTFsLiBIhPg4Q0JrcosEBASmdTMzjMTC4pNo24OAnGTWdEJvrNi/abGwVDX6VMnT9kQVzQvLiQhYmkKfPh1Wm02UspM6Oo8+JD4tkwKwqmLmSm5UEGm1kihaQciMseJjZQ2eIRShddoAs3VYJIw7T6QCQP8FQHe6tAoQORgiA2QpEqwlZDV1qAJyGVqRgqLVkiZcnkkJJOzsmnZeQF5/ADkrnUyDRWMheyuIHCMojJoibkQjKXkFUMOWJILoZI7pgiBylRQspUMcWeV0xtjDwbpCggQ07jWyFJHMTVQzwfFmRR4/kwN4u8tJicqQCxlVzVPXTTO6M2HCWImqh5PmqeCbJlgaUOeomZKnPStBVUSwNYGihVq6jNW6BqPSzbDx0H/bd+Qlx3BrqPEzd/TN75Key4CG+egs0f0rafpq85Sq7dCvxyKHACz0UqKQeBDYr1IDGCzgfaSlDXgrb139WDDM7tn9x+ivh8sPcFPvlfqD/vxef9TwfwO8TOK5+HakwMq4firiY5qkBtBb4U8oqAnQ9ZHFJGdkBadsv7Z7dfv7f5+t1DP/0xRlia1NS69/EfI4tFb6j0O354HF4sMB8+tv/nP5pOnDvwzWNpx5oFxfJ3bj44/Pl3XQdOTU4pCJweFTg9asjs2PUfXsmxVdOnLmHNiVMt33Tg3k9HHv7p2HvML4tLycwdwi7mLtvkOvqxf1ZJOF832d5AERuGGH1r/8Soni3B9gp/iytQ76h78Dhy2Uaq2EAo05PLdA0PfkxcvTFAJOv54dcZFTUjFJqVt+5H26sWqJ277vy47cY3PR/fekPvoKSzSze9tfP73/c/xzd/fTbBVgkJucF5aljKIyVLiekKlsDFErioWTp6loaQo4RUES1FQo0TkqILiZHcoEQxzGfDwjyIzCNoK8duPAR1q8I79wTIuiBGDfFiSBdFaCuBIycrPKAqB6WXXNED7i6oWAWNW6HnHVh7ArreIWy6QNjyMaw5Qd59ib7/GnHXBfL2j2gbj0PNmyD0QIEd+B4i3wmFRuAbCWo3wVZBsFWBtgLUtaBrBEMbmLrA3E6w1oXonBsu3PwD8Qn2Px94itjb1/sc8b+o9/fhwGAv4o+I3Z9+EaGy+FlcDKcvwOYBiQLYBUR+CRTyICMnIIfnF5Vy6psfP/35N13nMu/OHRNFReK1PfcRe44cyzFZ7iAGZyYVr+5a/cn5u4jLDx9NlCq5es/PiO3bjpz9+vdPvnseNGVx8LSoBQXSh4g7P/ncf9qicQk5zXuO3h3E+u2HvkJsPnkaZs8LXpp89gneQmQl5QWl8ScafUM8VUSZ4Qaict07/mJdmNUTIjWcQ5Qe+IBZqgaFkmEyXUAsW7drfIH0GmJ2W/cIruA+YrrKk6T0PEBcc/La4XuPLz7ByblF3WcufPjihWzHFsuJY+PNBoiKgaXpEMeFVBE1W+GXq/HPVftny/wyJcTEQkJ8PsSwYUkWLEgnzE4lzUyBmamwmE0u0oLJR6pqp1Ytf6V+I5ntoCSqIU0MmQLIEUOeDARakNlBVwHWBnLTeqhbCzXroWkbdB+A9cdhwwew/n3S1tOUHaepO8+Qt5yE1QehaRM4ukBTC7k6KDITJG6yzA1yO8hNoLGA3knQ+QjaKtDXg7ERTM1gbKTpq8LVDu/+979H/BWxDwd6+56+vJT/z+Z/pRENDPYN4mPEnk+/GKq0+Ftc/g5viNlFKZFCdi7wioDLhbQsVkYhMzLp8M27p27fFfsquV7PcG5m6druB4i/Ijas2/Qd4mRx0ejiXEl7yxcDg6OXRLMmThEYPT/046yE3BV7jn3+y8D4pWkwYkLjroN3Ee8izssXDFsU07H33c+e9oXOXLj59IWTP/80JGoJx+59iHilH2U9m1ix2SH8MpJGM9Tm+eRPrHjz6ASNI7hMNdnouoAo3LyLJRBRDaoAk+YaouPN3bPzJbcRM6vqXi8q+R6xyFCerXTc7cMFxfKKLfu+QhwRmbjx7MUriAluR1Z7MzE1iZJbABw+JBVAFAeSS1g8c3iJw5+jgNg8SmIBOZELcRxYmkmKTKfPT/Ofk0Gfl0mI5ZKKFKCxEdzVNFdjuL2DlKSmxpaRk4WQVgSZQuCUQpEGSi2g9oGpHqzNUN4D9ZugYzd0H4KeQ9DzDvS8w9h4krHhffLqw7D8bWjZClVrwNkJ5hYQu0BoBYEFSiwgNYPCAioLKC1ETTlBWwn6GjDWg7kBTLVMbcVQpd28992HiD+/bJjs+7tx8u882f+p3jvYP/BSvfvy7aFKi7/JybJ7Qy1uEl8KWRzILwA2B1IzaCl5jEXJ+69++SPi9Sf9uz67Paq4sGzjhm8RD396+xHiPcS4cs+Q7AxeXeO3iFNSckYviuHpzL8i3n/W/xiRb3WypkwJmDb1a8TS2pq9167Y16waGRPdtu/tbxCDZ8zafO7Mlf4ntFlTtl36eO/V63U73/74z15aVBzExUNm2nCV+gGie82u4fnF49WqiMKCK4iyzVtCeQWh2lJWScEtRHlL16Sk9G8Qi5obxuexv0IsNjlSJfKX63fuI1rXvjWVLd196d6Xg3jmpxdfIg7jCCEmG1L5kCaBdCmklkFSGSTLIEVOTS+DpCJIzIXYbIjKJCxMZcxLC5qbFbAgOyC5mMaVgkgNWgdZ62VIXBApoEQKaXFCSoKAnCQipktJeRoS30KSVYC6HmTVYFlGrtlCb9lDan4bmvZC60Fq5zuByw8z2/cS6reCby24esC5nOTq9nd1M/XN5FIPFBiBqyXwjaRSC5RZoNRIUpeDpgL0NWCoAVM9GGuYuvKhSqtyy+6HiD+97KPq7/1fqA/09Q78pR6hMPubnCy7L8xaTiiSQCYbOLmQnQ3p2aQUDmVJ6tGvf1178vJrOfy5SiM1I0u4aesdRLap8gHiTcTXVNqAvPxYh+8eYrTMFDx7SZ7B/DNivKDoB0RFQ23g7OnJBtXXiJ/2/fkV4qH7X/jNn9X94fH3vv82IiZ61+fXdt65xlwy5/zz3+8j3urF24hT5ArISoWUuBHS0puI5Zt3T1eoZhj146Siq4ilG9dPkElHqSTDxEUnnz8xr12/iC96gChe1jFPJb2PuFgg5Bot137/M6fc/QWiYtWugEWcznc+/fRXnJIimpxVxm3cmNPz9qTKtcHOHtA0g6gSeC5gmyFBCdF8SOVDUi7EZkNkGsxL9ZuTOmRORugCdkSq0C9DAGw+CJRkkREypTCbQ55XyIji05byqXEllGQJNVtDK7BQRV6yrJagbiaZu6nuDVTfFnLlTmrtbr+mA0Ht7/pVbqF61oK9B8ztYG4HawfNuTzIvSLMvjxQ00ATOCHfCAV6EFpAYgWpjazygsYLukow1ICxDgzVflpvhMLCX7HhAeKPL8NkB/9a9jM4+J/fv/wHdabR5W8rD7OWQ2EJZOUCOxeyciCLQ8oooCfmbb71/S3EG4hnEaf4avK27znRh0NiOLWHzl5BHKm3jjLZF/uaPniBs2S2kJjMkvr6631Phy2NXHfuo3uIIYnR2+5+fqrvz1iPzXFwzw3E+Aq37/3DNxAvI36MGFfhTmuovokYZ3WkG103ERUHDkJSPKWogJCRcQvxNuJFxIMvnk6zGt969vsFxEuIHyAGcXOvIxa2dw1Nyaw/8v4FxPOI2+5/9Up6pri+6QHiOAGv4tRHnyCOytFu+OT7L/9e4h5tXR7Mcy5Z/f7szWem7rg4cevHo1YdD23cE+h6M9DYAYUqYAshLR9ic6iLsoIXZY9amDt2cf6ImAL/+DyIz4F0Ho0rg5h8mJlBnsWhR/KoS4rI0XxKgoiapqTnmeh8J0Vc4a9vpxq6qOaVfu43A6p3BtXt9a/dy6zYBppWgqYRtI2gbwJzC9jaKI5OP2dniGtZiK0jSFtPl3ih2ALFZpA4KaoKgtIDag9oK8BQCcYa0FcyNJ5wuTmzoeMB4g8vU8P/ihIe6O/v/Uf1gf7eF/34GHH5pVvhchPT6GLay0MtXsgrhuw8yOEAmw35xdTckgCOeJG7OaF+xSxn/URnNVGuDjLYplgqJ0ltrxSqFtd2gUgGBfxAkXq2q4GUkEeNzRjJyVuoUQQnJ0yRlMxQKwOzMscryvxzcyaZdOHikqWtrWESyRSHa35N3TS3b5LNFSotG2cyz3ZXTizTjS+UjRWqx9k9IBAShCJCLi+EK5xUqlvorp5qd40yGhd2tk+pqJxRUTPTXemfVzzF7h2vs9BSOSOE8kkm+xtOLykjewRPNDqzYLZEQ03PpOcVvVrqHM41ztc0TMg3zir1zCjzsTKVkCKHVC2oOyI6Do/ZeGboquOslrdZjTsjGreQVW6qWEPillLTigJi84dHcV+LLpwaVxQyKylwQTosSIElaawsISEyizYvmzI7g7Ywl7w4nxhVQIzlk1NLKWw1lWellLjoyjqKuolu6gou3xBRv3NI9XaKbQ0omkHoAbEblNVgaAB7CzjbwNFMsDf7uzuHlC8b6l0eZG0hKytA6gK5l6CtBKUT1C7QlIO+AgyVoK+kq13hcnOMu/o+4vcD/X+pD/YiDvT1vfgn9Rf/Uu+5eGvo3+ohZg9wiiA7H9h5kJcPJWVMvjy0RBsq0QdL9RE6B1mmAZGI5nAGyY2hJdpJ5krg8IeUV4Jaw9JaIDadnl/Kyhczs/OpKVmk5CxYGA2p2ZCeDWnZwUr9SGeFv9L4alXzhNo2apmRJDGM8jYH6D3Bjuph3sYJ3taR2oqQEnO43BNkqKCZykFuZBm9wWITnVPmV6yMMLhZOjvINKCyQJGMWKgcYagklZoJUjNVYiYJ9FCoBIE6VO8hZItG52lG5asgqxjSC2lZ0oBsuV9GCcTnktN5kFoA6SWQIYUMNWQZoLiSaF8zdNk7I9YdZXRsA0872eyjK4yUgjJKKi8gKnfoIs6ESM4bUVy/MfOHTIujzYglzIqJSC3yX5IZFp1Hn5tOXpAJi7MgKhviuJDKJ3LKyEU6ktAMYhtJ4fMzNwe6lge4eyjmNpBVAd8BfAuILKDwgKES7HXgbgBPE3iaqBUd/tXLh9StDKldyfItJ9mbQV8NKjeonKCyg9YDunIw+EBfTle7wmTG+Ub7fcRH/X3/rt778vz2H9X7/6e61Rds8kJOEbALgFMABUVQpmKVaiMUluFae5BMC/xSlsVKdNoJFmOYzhYiUQcLVRF6K2h1oFZQZRrIF0AWD9LyyOkFhFQOLaeYwuETOALIKYJi2diKlmCTb2RVB0NfTtOWv9qwJtDaEOpqDfK20b3NVFtdqKkhQlcXbmygyTxDbE0gt1Ncdf7OBj+RJbzUxRCbqTJbSHnTkPpOcNf4V7YHaKoYEg/d0gACPSg8UGIhqCpA7oEiPUtoG84xMJYKIJXPlBgYbAmLLfZjC2jsAkJ2HonDg+hUiGFDQglECSBaBGwjSdccXLMmoHk1q24ZQe8glWqALYCYHOrclODpSa/MSB43K4UcOiV08uLAN6Kory8ak1QQEZU1JqGAOS+JPD8ZIlNgSSrEZhNS8slsIbVQRhWoSUItXW5nGSqY+kqizAUlJig2QrGBINCTSgwgM4PGARYvuKqhvA58jdTqdkZNR0B9T3jr+oj2N1n1K8BaDzIrqGygtoHGCToPGHyg99DU9jCZcaba+D/VX7x49g/q/U9edtY9Rlxz9W6gUBlo9jLMXoJEC+xiSMqEHC7IVQE2V6jeFSzVj1AaRii1waVyepmUbjOAsDBCqQ3hlQwXyPyKBAEWI8tqIPKKIT0bYlOZWQXMLB6LI4ToDEgvpOSKgCMI1zrJJRqK1BRuqwux1VFVHpaxNtTRAiW2IE8Ho7oLTNWh2nqmyE3XVIQ4W4I1lQx1OeicYPTQCnXDJO4IXRXT4AO5hVXfTmldFrZ8Q4ipaaSjc3TbJoK3nVbdzahcTrQ0gtRDl/uGlVUylwiGp6n8OQqI5xCTcyEulZyazsjKgvhYano6MzMX5iwlxebSE4WURHEg1wjRXIjLhwLpK55aYqmGIlJDMjcwtRgmLiKOmkMfPiNg5KzgUTP9hr1BGTp5eiJ3SYEidE4cjJvtPy8eJs2lLIwPTMiixqRAVBLEpYcJZJCUQy8QsYTKQIkWckWQnAe5EsgUBogMZG4pZBTRJNoQeyUoDf4V9URXFdFVzapqoXkawhpW0L3NtPI2RlXniJXbQWUHsQa0NjB7QWMHuQVUdqrKNkSqmSRRfPn3ye3586d/RQz+wwdw4CliXx/iY8RVn95hFpX5GzxUvQeK5MARQg4PBBKi0ezv8AZonSyRmr95p+f4qfLTZyObGkml/AXL2jQHDjV+eMHy1oGJMlWwrBR4eZxVa6pOnI40OgIS0gOTOaN4pcK12znd60kpHFoOL3XFRvelWzW3HqZt2ksX6SZVtIVpvWFar+3T+yPKWyneWlZ5Q+b6g6V7z1CUVqLMVHrgo+K9HwT6qkEsm+1u8R2/Ea5w+FmUl0wAACAASURBVKvtFL0dlFpmRyexvGZWy3rNqc/Gta6L6Fg3pHM9GMoDfZ26648i27ZN1TV0HL09s8Aytczp+eDiyBK5dOv2lLraCHa2buumMbnsUZls65bd86Vm45uHZD17AqLydBvfTXA2UiKTVLsOzq1vDxCrA3JEMHnRGzmlVev25UhsjKFTAka8oXE2yi21wWNnssbNtC/byLZWBsxbalu/I8XgIE2bOyKVbdm2J8lbE5LJtew74jhyqvzUhSk6OyxNC2DzISqNnl4YxC7hrdlZeebaHF8LKV80zOr111nYR07MXPEmlOqXbNqnvvq16sYD/d2fs09eYVZ1jF6+HtQWKFWBVAc6J5i8oHfSNbZXdLZJEsXng/jLX+rPX6oPDv5neXi5ALsP8WfE7guf0bliusZB0jghTwz5EhApSFoz3eVlOH10jYMlVB37c+DjXnz3h8fXEePbm9mreu4gvnvnm4eI267fDuXm1X184QrioS8ePkBMkOnHZ3De/+HnG4h3EM/04UyVxnbw3SuIW77/6RKi9/R5elbeJK216M0dFxHlx05CHmdkRcWO736/gTi7qXm0zf4x4nvPEYRFQTpV7Qfn7iDG13cEisugWAAKKcgEVIvOcuqTS4hFB94f3dgONkdEZ89rnaveR7Qf+TjN2XqvD/n2lrq9xz5DDM3KO4244eq1aVzuj4je7lXFJsePiLPYwv03v/3wUe+wRRk/Im7Yd/K1mUu+GcA3VGaYMscvnh2r8Zx/1Hv63q+PETccOAnU0B+e4+Nn+Oq0qCKN60fEtkPHQxfH33qGN37tC50RWeJt+BbRuWHHK/GZ9xAvvsB3vvnlGuJ0oSooKm14cn5ITLZ755FL/Xjk+2dnEROqWiOKyma6aj9CbL396DVTlfGDy+t+HjyB2PjNM9Xlu2ObVgR664ZVN1KtTtBYweQGexWYvXSNLUKpf01cdvnJ05dT7C9evHip3tv7TzU8Pkfs60X8AbHr7HUKR0hV2YhqB+SXgkBNVVn8bG6q20eyl1O1rmCJ4ZNB3Hz+ymR2wVVE48H9KXW1DxDns/mr9x3/DnFSiejYk6c9x09Pis968AIrejYmy5TfIkYsiZqUnd169MhUPr/9o1MXEccXFy27fPFEb980pXIMr2jHg28uIh5GHO4yRhgVO27fu43Ydudmy+2rXyLu/vLeGIM8VFp89MdfvkJsPnNhuEgyyesBblawRw8ZCVsfPLqFuPmH38e6K4a2tYxa2R1gc7Z89Wjzre+WHTrzI+K6d04dvvXVho+vUKISvO8eP/tnr3v1hseIxy9e3/PB2TNffvNqXLqopuM+orFt7W+IFy7d7qxb/qwP6fNj/JM5AYvTFI2rf0R8I46TqTDn6uwQOPyHfnyG6Kldfv3r3x4iujbtGpvO+RbxMWL9+t1Xf3rxA6J52foJSZy7iKaeTfme+qvPcVaBdGJqweSMomGLUm4+w/Z9J0IWJpY0rpgvNdIik9tOX/kU8TLiG6WWyaXWWYaqC4i8t46OddWOqWkLcVeOaW4b3tjqX1EPFg9YPBRnVYDJNUSqGicQn/zu0W9/3c314WA/Dgw+f/5P1Rw+Rex7MYjfI3aeuUbNLWFonVS9B4Q6itRE19kpZhfY3GB2kvXuUKXtwHe/n//12VeInyAmNTeodu28h/gj4mPE6i17RuZxzyM27js8LTXv1i/97Vv3cfTmrxETlcqHiLcQozUq3749dxCvIX6BqN6w5g2JINlt/wLRsGXTVcT4dZ2UgswPf/n9IeI5xI9w4D7iO1/dDc3PLFzfcxPRtmHrl4ivFAqCxRJ/uQR42TGt9V8g6rs33USMrG8d1tLo31Qd5HYX7dr/MkLn2m/9DxE/7xtQr1g9Ml8S7az/AvHWAH7y6I/7vXjt1+cdB96blMufU6q9hXj+t74r3//x8xP85bs/L1y4yZw6nxWZ7P9GpK9n23cDOHL2Uhj+KoydSB03+cs/+z9/+OtTxJ9e4INBrDt4NDwh7fNevP0Uf0C824ffITbsPkZ4bc4DxAeI9xHPPx6kvbH4tbSi4ZHpExPyv0G09WwOmRsduiB+fGrejILS83+gdcOeW4ilLeunFqlezSu7ihjXvgrYBTSlzs9kZdocgeUVfr5qMLtBZwOTm2V0DlMbX8kvevvmZ7/91RQ/gDgw0Nf//6H+fAAfDWLX2et+BdJAsy/AXkOT2+lKG1XrAL0VjDYwOgg69xCVY/f3vx1+9FNhc/tipyOAx83q6foSsXb7vvuIwvrWV8Xi84jrLl6bkJR96wn61myblpP/AHFmAV+zcs3F3oElOq1779ufIxq2bzkz2JdTX/OaoMi5b89niNu/uHMV0fPZxQhlyd4793Zcvrr53q0VNy5tvHTx9G+/BqYmrr312ReIm699cQ9RuHJzYKks1GiIUCvsR47dRTxy/bv7iIZDp+her39Hc1B19dTqpjuIXyPyalq/RPwKcW6ZaniuPCJPfQ7xFqJx454LfXgdsbBzZQSXPySHt/3h41uIllWbPvriwTNEa1UT+dU3RsdkjJmb6GlZ++g5RkxdkKjQlNTX06dMfYTYsX7nw8e97Rv2fvEMbdt3v5KTfw+x+cCp9x8+6Tj28U3Eqn0nZon1nyOyK9snckvPPcXc8rbphYoFQn3IorTP+rFhz7vDohIrd7w9r1i6WKx6gHjym9/uIb518e7wmOw3ipXXESPrWxmlUpJaTjJoiVotaPVgtoPVBWoTCKTAFweKy0Iy2Ws//Oi3/3MHOzDQ1/9f/uGfDmLv8wH8HrH7wmeBfOUwV31ERRtD6aQrbSSVFbTml+qgcVDLjPt6sePKFb/MrDE65VCLJnXz6ouIr/NFh7/75SriMEWZ6MDuq4gn/nj2OeJCqfa1PPHxX/s+GcQbiLu//cU/JbPt0o0ziK8rtFcQV3x+eyRf+EE/Hnn6ounMhcarVz5AHGbUHv+j752vfwjNznldqXzrwbd7Hz56vVR+sh/bL39e/+GVk7/h3p+QITUOMXuCRfJziHsvP2rbenrPJ48vIoa0dkNFJb2u9dXqjpPP8PgjnFxqPPgMTw3gULZgYlklLUW19sHAMcThSkv9l/dPIo6xu18vr4WkbMOxMx8jjuAWGzZv+wpxDq/o1bj07xFrOjeOeyPylwH8/JdnDxFtmzbC+PHfIzau3hKVyg0YNfXmn4NNx08Nycr9sA9dB06lVS1LLG//GLHx3GdFq7e9vCg83o/XEf0SOMKV224ihqXyTNsO3kY88evvXyLOFElXnf74ai/6tu5dfuyjh4gTsgsn8aWXEONWrgAJH8T5YJSDXg0qNeiNYHWB3gbCMsgthJw8ZmJq68FDv/ybOg78UzH3t/qLfvwJcfmlW4ES7YiKllfql9FUTpLCAioj6MxgtoHRDgoLlKiiulYkr1w1TKMLN+pAWjKmprxgx1thxSUzLO6c9W+OcjqYstJpbl/Zjr2TZHpSTDrEZo8UGyTb3y3evH+aq2a80T3FUVXy9pEImT5l5UbBnkPDFPriXfvn17ZQ2LxpVfWpb+8Pt7vy1+8q6Nk6TmMdb3AkdazirN421VSuOnBynN4Hqfy5lnbBlpMsfRWUWUYYfOq9pxbIqsZnaOaX1uT07AO9N3jVRnDWhpW3JbRsTWnYPERiTV27K6FjfbjYQc53TKnZGb3ueNyOU2Ob183benD+tgN+1kqmoTxI72OKTSkrtgVwxWMkquT6RnpsImthYrGrbXYyP3Ry1KJ8RVnn2mh3OSsjIzg+OdviieOWjpkRPWpuHNteNVms8E/Py25bN0nhCitQTDVWKvad0L57Jrq+p/byXd+5zwxHzo1V2GFp1jRrTUrHhqACGYsjTKhu0uzc/apQHJSWxVu2YoHOHJyYPoknKmrpXmJ2BbMLBG+9Pcbt8jPpSFYdyEQgLQOVBrRm0NvA6qXYy0GhA04+xCf5dr/9M+IL/DtI9L+d3PA5Yl9/H34/gB1Xbo/11YbXNNPsPoLCDEojaLWg14FWByoDRWmmy810hZ6m1FHVBrJGT9AaiHoDVWNkqA0BOitZpqao9GFWd7DKHFSqhaRcyChgKawMlZWpsfvpHP4Gj7/RyzKVB5h9LIsvwFrhb63yt1YF2qoDbdUsWzXLUUNxVlPtVUxLVYC5yt9U6W+qZBmrWfqqQH1VoK7GX1fN0tQEKKqZihqKqpqkrqSrfIwyO5Nv8ivQ+XG1FJ4OxAaQmUJrukIruwJNjSxdfYC5hSyvJIrKWYauYR3vBHceCWh7h9myj9awi1yzhVK5keZdA4Y2krqBLCkn80zE7DJILoSYbFiSQUsupkQVkqfnUGbnjRS4SQUa4JVBLp+UlOs/P3nU/LSIaUv9Z8b4RaXAoniIy4b5aZQkPsQV0LIl9DwFxOVDqoCWKx+nrZnp7lpQuXqCqZGSr4EUPrBLySU6IreEnFtEYhcSc7ikbC6FXeCXV8TkFvsXipg8EaO4lFYip0g0hDI9yA2gNIPGChorQW0lqh1ErZOgd4DBRtebCLkFJavX//ByQ+uzQexHHOz7p7fsMIjPEPsGevHHAWy7/sUrlbUh1Y1EmxcUBlDoQKcFnQZUGrJSy5AZaHIDSWUGjRk0ZtBZQGcBvQUMVjBYSWYnKA0EtTnI5mNq7AyFBTKLgF1C1DpB7wSDi2DyEKw+oq2CZK8kO6pIjhqSo4borCc660muBpKrgehuIHgawF0Lnlpw1YGrDhy14Kgl2uqJtnqipY5sqSOb6kjGWpK+jqSpIaqriepq0FSCqhxkToLYQuAbCcUG4OtAYIBSW6CvM6x5A9XbDcYWMC9jVW4ZtvyY34rjhJUnCN3HofMotLwL9fugZhehYjtYVxP1XWR5PUnkIeUbiNllhBQhJBZDeinEi2GhIDDbHqHvhDIf6HygsEMSj7owc+iCrOAZCZQ58eSlabA4BeI5sIRDSxNDEp/CLqPmKiE2H+KLIL0U4gSQUkrJUZFzdZCnBZ4exFaywgWFUuCWQK4AOMXAKYa8YkKBkMQTkflSEl9KEipJIg1JYiBIzYQyOyhsoHGAxk5ROahKB0XjJOgdYHISjWYoKilY/eb3f6kjvhj4V3zBf1Af+Fv9p0Fsu/7FiIqa4Mp6gtkFMj3ItaDRgFYNSjVFrmFI9VSZnqg0gdoCagtoraCzgs4KehvobWBygtoMGivT6qNqHXSNA3JFUFAKWgcYXGB0g9kL1nKwV4CjmuCsAWcdOOvAXQ/uenA1EtxN4GkCbx2UV4CvHLw+8PrA4wN3OTgrwFkBjgqC3Uew+sBSTjD6wFAOei/oykFXCdpKoqqCLPNSS5zkYjMUGCFfD/kakJWDsxMqV0PNm/Tl+0I3nQzefJq89gNYewJWvg/Lj0L7O9C8D+reIlZvB0sP6DoIynoQewhFJshTELIkkCGCZDEkSmGJaLSmY7hjJVnfzPR2MfRVkMgjLcoKXJDpPyuJNC+JEJ0JUZkQnwcJhfQsKaSVUDgyClcFcQUQlQsJxRDPJ6WV0nKU5BwVZMuBI4ciLYiNUFj2lzq7GNjFkCsg/a1OFpSRhEqCSEMsNRDLLESZ41/qZLWDqnaS/k2dLCrLW7HupTo+R3zWhwPPB/HFf1bvx6eIfYN9+DNix/U7r5RXB3prQGeDMh3INKBSgUoJchVZqqJJtDSpgSg3g9IMSjOoLKC2gOZvfr0d1GZQWxlmL1ltYxo8UCQDvhK0zr/U/wrM8xHt1eCoJjjq/gVPcDX+Bf9SvdwD5eXg8YLHC24vOMtffgl2L9HmA4uXYPKC0QN6N+i9oKsAbS1FU8tU1LDE5X48FzHPAhwT5FsgUwHicmjY7Pfm8YDdF/z2XIANHxDePElYfwrWfAArjkLXO9C2Dxp2E2q3gXsN0d5NMbXSNNW0MiddZGIUa/0K1JAkguQyiBGN9a4P865hubrDKleC0AIJhRCdQ1uURZufRliUQVjKhvg8SOZBMp+cVQqZYnK+gs7TQYoAonMhoQhSJbQsuX+uhpmnJeeqoEANQhNFaoGCMmKeBDgiYPOBLSDkCUn5IgpPRCmWkgUyklBJFGuJpQaCzEKQ20BpB40dtI6X6mSt6+U2c6LR7CdTZ3b0fPcyPPoF4tNe7H/W1//0P6v3DT5B7MM+fPxS3VMV4KoEpQkkGpCoQK4AhQLKFJRSJV2soYt0VImRIrVQpBay1EKSWYlyK0FhJSptBJWdqLSR1Q6GzkNR2IeYqqBEDyU6UDtA6wSti2DwEI0+krmSYqmiWKsp1lqSrfb/Iey846suz/7/+X7PyIQAirPV9rF9ql1Pa1vrtk5mErL3ycnZe++ZvclmbxAUEbUORK2iqOAABHGATFmBBLKTs8/1++NE2z6P9vd6ff745pX/8s5139d9Ta69heNo4dpbuM5WrrON62rmeBpYbz3jqWPdday7LjEyl+us49nq+bZ6nrWOZ67lG+u4+hqeroajq4W2AZrmFFXrbHnrXGHT7JKa1DwPJ9eNHDsKnXCsmbnhnRnPH+C9cBAvHsS2D7H1Q87mvcz6PVjzJpbtQvfLTPsObsuz8KyCo5tjbuNqa/lyF09o4pVrk0o1bJYCWRrk6m9rf2Zu0+abmrbc4l2NhRLMq8CTRXgkh30kh300D0+UYJEImSIsFCJbglw5t0yXLrahUIknS7GoCotEeKwMfyvBfGFKkXam0JpUaWZKNdwiOadAzORVIVfA5gjY/EpekYhfKuFXyLkCOVeoZkU6Rmaapq52QOeEzsnTuv5J3eLmmK0zVPonmpb2E00mcutTYYoFf5R6ODZBFKEojRL1fXHqp57aGY5qSPWoVKNKBakCMjkkCo5IkVSpTqrUJlcZ+SJjksiSwM+VmVmZlZGbOUo7R23jqZ18jYOjtF/nbODIbZBZoHFA64LOzeg9rMnHTVD/V/COJq69hWtv4Tlauc5WnquN427juNtYVyvX2cp1tnLtrVx7K9/Wzre08c2tPFML39DK07dwdc2MtgnqRqibkxQt6ZLmOcKmORVNM0ob+aWNELakeJ++ecMH1+/8LOmFw3jlKF77Ajs+YZ/Zz9+yl7dxD2ftW5zlr3N6XuJ27Ehq3catXs33Lku2LU3RNyQp3DyRmVuh5Rdrk/MMyNJAWfuz1S//ZNlLt7Rsvd7YhadEWFiFTAGeKsSCUs5CARZWcfO1yNchV448OVuqSxJZZ2n9SSILFgmQLWEzJZwFIu68Ku5CMW+JnJOvRL4CeRJeoZKXL+XkitkcISe3ipdfxSsSJ6jzKhVcoZYj1jNSC6O0QeWAxvk99SStm6f3MCYXrG7WYk1X6+/11l4iGk84cKEoUTgWD/5/qI8R9X1x6jZ37QyLF1UaCFSoVEAih0SGKhlHKE+qUPEFqiShjjc9TlrPkZoYmQEyExRGKM2MxsJo7dBaoLLM8Tdy9M7p61/nSDh0sHhh9bP2GtZewzpqWUd9QoyziXE2sa5mxtXGunoY1zLWtYx1LWMcyxnHcsa+jLEv41hXcKwrOOaVjHE5a1jG6Pug64WuG5omqBsgb+BIGpJFTanithRZN1fZO6t+x83r3r9xx2fJz3/GvHgEr3yJl7/Ei4eTntmfvmVv2sZ3k9e+mbL81eSeF1OX7pjRum1m44Y5tatnu7szLM3pam+y2Mqv0CWV6NhMDf4mYJzdP3v6jZ9v2J3qXMYtdbPZWmRJUCBDVjlyq7i5CixRJle4mHI7p9KGCiNP5kxReWdbmlKVbiyuRJYET1XwF0tn5ipn5Ch4mWJkiTiFipRKA69Qyc9XcHNlnFxxgjq/WMIvlSaoc6q0rEQPmYVR2qB2QOOE3gm9i6d18XVursHDmt2wujlWW5pK93uz4wLRaOIqj8SJwvEf8+ZC0fEE9QmiZV+cut1ZM8PkgUDFKVcxFQpUySCSMkIZTyBLLlMmVah4VRpWrGHFGlaihVQLuQ4KHRQ6KHXQmaA3Q2uERp9R28BY7DCaYbDAYIHBDrMTVjdsHtj9cFRPj7521sJVC3cd3HVwNcDdCk8fXKsY1yrGtQqO1XCsZhyrYV8F22rGuhqWNYxpNQwroV8B3XLoe6FrhKYaimpIayCrh6odxl7YV920/r3rt3+S9Nyn2PEpnj+IzR9g68epu0+kbd0/Z9N7s9e9k7H6jZnLXsno2jmr/dnrWrbA0Myo6yBxo8yIPBkWVuDJQjxSiL9V4rcL4em5/dm3fr5hN8TVeFw2o9CGXDlK1MgVokTJFutRYOCLa1HlS1LXQebh6+uTjY2znO1JGh8WCrBYyGTLeJlS/mIpP1PMZoqQJcISIXJEvEI1t0DF5imYXCmTK+YUiPnFMn6plC9QcIQKTpUWUj0jNyNBXeuEwQWDi/Mddcbihs3N2mzJKu1dOvM5oqHgd/MF/wP1KAWjsWA8SBNEq748M1dnS5KbmSp9usiYVKmGUIoKIYorUSTkF8t45TKUSyBWQKyARMHI1ZCrIFNCo4NYAo0WRgOs5vT62vT6WlhNsJpgs8BigskIswkmI/RaaHXQG2C0wOWBxcb4qhlfLb+uCS5fUt1STnUfx7+CX7ua41/B+lZy/Ku43pUptetg7pqu+9d1QtkKfRdMy6BqhL4aRj+0PhhqILLD0nrrpjfnbt2T/PTbKS9+jJ0fMa98hpeOYPunzM4j3G0H5mz+cO7af2T0vZbS+hzrXwdLD7TNUNRA6ESJAUvkyBQjM3FDCzBPgL9VYon2ht7tt23dzfOvwMNluL/8ulIXv8yAUhWEOq7KmaLwsUIPKv2QN/NN7VDXzvD2prq6kh3ts309kLixWIwlCiZbxsmScrKkbLYYS8TIrUKumF9m4BfrOAUqtkDOKZTxyhSpQm26xMAXKjlVSlakg0wPhRmqBHUHzB6YPDy9h6f3cA0emF2wumCxJKu0NwvE30RpPDZNPRYN/CfqkViQAjRJtPLzU9erLUlSI1upS6/Up1aoIZCiTIiiSrZQmFQoTSmW3qS18EorsKSAV1oxU6ZKl8hSxfLZGu1MjY4nlUAguMHr+t2yvtua61PtFkirIBenGnVctQoyabrFPNvpSDNbUi2WVLONpzNe569Jszv5JmuG2/fTlnau0ZFmr7/e383V18xyL53j7eYZ6jNcHVD6ZtjaZ9jaU01t6Zalc919M22dybqmFH1DuqmaVZoYpY3RutI87b/duuvn2974yc5307b9Y+ZL+5Nf+CjtpQMp2z/lrt87Y9PHGavfR/0zqN4I11pYeqFtg7QGlU6UmyGwoUiHLCkWVWGxCIvFWFSJeQI8KUS28hfrXr6+51lI/ZgvxSOi5Gwtp1iLKiMUViisELtYaS2rWgpdJ8fWC0Mzv3oFz7+c6+3JqF0BdTVyFCjUIV/DyVPx8pScfCUK5SiSo0SBIjWKdWypjlum45UndpmquQIlV6hmxRpWoofcAKUZags09u+pcw3/m3qKWndTpfjzAI0mBoTHKBYP/v+oB2mSaMXhE3NkBr5Iz63QzijXppQpUS5BWRWKKjkFwqR8SXq+6E6J7i6h/L+KRbcVlN9RJLqzUvbf5bLbiyvvkmh+q9T9Qqq+x+V9uKHlrzW1f/LV3CQS36FU/7dKe4dM8xud5R6n/zc6y6805odqW+5x195lsN3tqP6zq/a3Vt9vLN4/ext/a/X93u77vdP/c43pLovrf5y1v7H67vY03GVy/8FR/0ut8/e2+j86m+5Q2H+pdd9tb7xT67lTYfmdwXmX1vVbR+P9S9dl7Xj7vqd3/3rTa7eue2XO6ldRuwGmHohbIGjhGjakO7bBtBLmZTB0QdMGZRMkNahyo9LOlltQqEKWBIuqsFjMZoqYxVVYKMS8KuTr/rj+NZ51KeZLka3Fk1I8LkCenC+z8PQeKB2Qujn6tmTbKta+Gu7VsPew9evZ+rVM7cq05vWwtKHMhAobyq3cUiOv3MATGDiVOqZKjyojSjQo06PSzBNZeCIjK9SgTI5iESvWMGINpHrIDVBZoLFC64Du36izxn9ST9Xob6oU7786OZI43mMUp9CPUo9QIBILJvav9x08llGl4Qk0nFJ1WrEqtUjOlElQWsUWCrn5lfxcUUZWxXv9E+diNEg0SDRAdIWmv7+N0ckwnSX6lugbolNEZ4iOEyWmUp35bmPIOaJviS4QfUt0nug40RmiRGbsaITOEZ0j+proLNEJohNEZ7/78Vua/u0Zom+++z5OdJqon+gM0dnvFmrsJ+q4EofEDVUDKr0ocSPHgRzPbHHvDbq1fPNq2FbC0gNDB6NtYVV1PIU/RerhlOlRoESWGIuFTJaIs0TCZouRJcZ8AV/i/U3b0yi24FEhFqvxlBiPliBbyBXpUowenrmWMTZwbd1893qufxNqN6N6PZq3onUb07IltWMrx78CEjckHojdXJGbJ3HwpXae0sHVOFmNEyIrRDZIHJBYIDZBqEW5HKXS79ym7wKxCep6J8wemH+Ius5wg1D8xun+4SjFY0RxilM4SuH4D/vwNBWNhyhCk0S9H3+ZXi5nSxWcElVavjylQMqUiFEq4hQIeXmV3CXC2QuK3/v6wsBQOBKjaJziMRq+Frk6EIzHKB6jK4PByRAFicaIJoiGiCaIgkTD4/GJIAUidG2cQkQhoktDofEIBYmmiAYn6PIoBYimiIZDNB6nCaJJokmiMaLhGF0JhK9F4sNRmiQaitFAiCaIJoj6p2LDYYoSTU7GIkQBolGiczE6Q9T87nHeImlKiYUpNLOFDuTaubmO22Vdd1jXJVtWwrEClh4Y2qCqh9wLkZ0RmphyHQpkyK5CVhVyJJx8OZunQK4MCypusLbdom7G42LOAjUeE+EJAeZXYHEZikTJKvtsb+vMmj6uZxnrXc+t346WHWh+Fu070LUTXTtSencmt2+FvgmqeiiqOcpqnromSefnm/xcSzXXVsMxNTC6Wqg8kFpRZYBIC5EaYg1kCU/ZCJUJaiu0XvF1UgAAIABJREFUNuicMLhgmabONfwb9TS9cW6l6LnPjg1F/kk9QqEfph6MT3xPvWvf58nFYhRKOYWK1Bxpap6ELREzpSJ+YRUvR8DNFMx8quDdz08m8jlDgxMUJopQeCxGEaIQRYJEMYpGaSpCIaIA0WSUAlPR8ZFA4swJTMQmxr/bLhej0dFIPE7ROAVCNDpO0ThFiQKReJRoZGIyRBSK0+hU6PvWnZHJUGIY9sBooH9oIphwVCPRwXPnKUaxMAXDNEl0hWjjx2duK9T+tMoxo9TCFOixWI5FijnSultty9I8q1nfasbZB8tSaOuh9EJshdCAcjUKZcipxJJK5EvZYiVTqEKhAjnCG83NGflmzgOCG5ZY8Ugl5ldiSRUyS5FVzFSqM5xNsxtX8uvXsDWbOU07mc5X0P0yOl/Cil3MipeTV72avvyl6YZFdSO09ay+nmuu59nqua5Gjqcp1d/Fd7azxnqonZCZITNBboTCCIUOSj1UJqjN0Nigs0Pv+p46a/zf1NMNprmVojXvfXItTLEoUSwep3A4MS/2/1Kfio8nqAeIOt8/zM8XIlfEFsiTskQpS0ScIhFbJk5Q5yyuSHsy5+XPjiZs8eLoaILB1dGJhKkFiYaCoXGiCaKrFB8hukrx0VgkYd8j4VCQKEg0Fo0FiCaIAkRXJqauhiOjRJNEQ9FpE78WiY7E6Wo0mrDpcaIxohGisYT1E/UHaYRolOhalMbDY3GaCoTHIxQPE00QXSbafPDUzAUlc4TaNLktSeuGzAyJie9qmtm4PKVhHbd+A69mDdfTx7G1cU11fK2Hr3KiQo1iCfKEyBWiSM6UqlCqQakKZQpulXnuEsOsB6t+ssCQ9pSMyZUjV4i8CmSXIL8KCmuSvyulbVNK2w627UWmdzeWv4WeV7HmTWb1G8nr35i9/g1Ur4G2Cdom6BoZYwNrbWJdzayvmfG3pTX0pdT0JLuXcuyNjNEPrQNKMxQGKPX/Rl3vYAxuGNz/Sp35F+ozjOa5laKuXXuuhhLDRGNxCgdjUz9CPTIRjUcoRpNE3e8dTF1SzmZX8vKlvEwxb4mUKZKxpTJekZSbU4VFgpQncvd8ez7xpx8lGiPa8faeljXrPr9waSBG+06f9a9avff0mTOx2NMfvP+P06feP3928+5dF0OB5/e+q6jxvfjh+ycnJra8/Y6lo7Nm+ZoRog2vv9W88em1r+4+G4z27fz7OydPHxoZXfHGm19OTO364qt9Z86fJ7KvWuPbtMW5cs0X41Ordr9t7Fp2KkqniVybtlnXrtn1+b5RCvY9u+7rS2cCRMNxuka0cu+hm4ol1yvMkJkg0qJUBoECvqaZPetRvwp1a+FfCW8vx9HONTfyDdXJOg8E31HPE6JIjnI1yrQo10CkR5bwliLL3Melsx+XXJ+jSy0zYIkABSLkVSJbgCIFzE2zO7dd3/sKv/UlXt8/sHIPet/A2j1Y/y5n456Mp/eifhN0bdA2QtsAUwPsTfC0oqYV9R2cpuW8phVJ9cuTantYTwus1dDYIDNAbYbGBLUF2oShOxiDE0YnzC6YXYzJxRpdMHlgccHmgMUy02S6vlLU/Mqb/WGKxogiMaJwNPIjEVmiSDgaCkRpjGj9BwfTH8uauUSYki/n5yqRKUaeapbClyK08Er1yJGnLig90D8yFpm+dD/86uxjhVVNG3bMlxguED2pdrS8tOcRpf0okbh7fVX3uq2Hj+eY7FeIfrE4q+3V3c07XztH9IjO1vb63s17jpwJUqm7vfOV94utDZveOdCwY5dj+wvuN3ZrX3juKNG9KrVpxbozRM173/+1TNa55/0XT377mNlufvrZhXbPIaI7pOLlJ766S1T2OYUe1Uv3nDtxYWpqkmiUaOvHX19XIk1VWKB0QuGC1I0qG/TVMzo2oWktmjegejls7bC3p7k7U0wNEFlRokSxHMUKFCuYYiVTqmLLtCjXosrEEZrSSgwz87UZOerUJUpujhR5UmRVokiBSiOENojd0LfPbnzm9jV7+J1vJK3dz9l8ABs/wpZP2Oc+S9n6acqqf8DUw3UtT3P3pvm6U+p70dSN9l6096F9NdrWom0d2taiZRXqe1HdAV8b9E4YHDA4YHTA5GTNTq7ZxbW6odRDY4TBCosDVhdMVugNUKqS5cpbZUrdpqcHv9/eGQxRJHHJ/1/q8Ug4GpqI0wjRpr2fZjyyaE5mRVquDEvkWKJkis0otaRUOZMqbLwSY9L80l1HvgkSXRoNXA3TSx98VulqSLjTp4gWupo/I1roa99++qp03XN/1XvmuxrEzV1niIqa2h7SmX3PvnqG6GFH3QJfu7Zr20Ui07qXHlK7M031e/sD7wwFH/PW/MXp2XZ16JnBIcGK9aX1XUdjtJ/oAYf3BNGaD4/kNHceJLpPbfmY6H9sjifa23I7Oo4TPWzUfDwyOEY0HKRLE7T94InZZTKeygaNB0ovJD4IHNDUz+54Gm0b0boR9avg62HcXcmOdp6uBlUWlKpRomSKp4UiBYoUKFYxAgNTrueWaHmF6qRcOT9HxlkiQY4YuVKUaiGyocqBKg/ULbP9G2/t3TV33X7umn1Ysx+bDuCZw9h+hLP1wIxNH8K6jHX0pTq6092d/OpO1HWiuQctfejbwvRt4/Q9w+vbyu/ZwutYz21ZyW3sY6vbGXcjLD4YnNBaoTGzehvXaEuxuNJsnlRndaq7hu+p5tpdrMnC0xr4leIbqyTiVWv6iSaIKE4UCFEoQrEfoR6NhqfiNEK08b1PZj68cNaiipQlEmRKkKdhSyzIUqYKnWmVzhmV9uSFpfuvDCZO+CGit46f+ENewTsXB/JrGj8juluufS9Ijzj870VJuW17+8cHbsnOq2xovki0fO/7q/d/8qvMwjNEvxRIVx755rVvBi4Q5dS19+w/eJ9Mk9iDeK/FusjbfJyosGfdo87GO3PEq98+cpbonjLdENHT//gi09Pec+DYvUrHEaK7ZRbXc7uL/E0XiHKt9vfPnA0k/IwwPf/5mZnlMq7GCp0Las80dW3ddUs3J3c/jfaNaFzNa1yVXNPHNTdC7oDQyJTrOOUaTqmaLZYzRTIUSlAgRr4EJWoUa5hCFS9PyVsi5WZLmGwxckQoUaPSCIkDYidEHigakxwrZzXv+On2g9x1+7BqL54+gB1H8ewhbP30uu0H4FvPWnvSbV0Zjo5UZzvPuxQ13ajv4y7dwOvYmNy5ObVzY+rSDWmta1KalqfW997cvWFuy/IZ3hau2QeNDWozV2NN1lrTlOY0pTFVbUlRW7hqE6PQQ6zkCmTcgpI5hSUFja0XiUaIiGIUCVE0/CO2HovEouFgjEaJNrz7cfqDC9MXlPGzJMiUIV+LfD3ydEll1plCR2qpOSOr8rUvvhqi0DWKjhBdI9J1LH1Codiwf/9ZotWfHLhfo9Vu3HSCqKit5Z3JsZX7PmjYtPVCjLIMpr+J5d3Pv/4tkaR31aMGW67Je55IsXLtnrHxxhf/XvvCzmNEKz/5uPuVPeeIxN0b90/SP04Mu7u3nZ0iR/OGoWsUjJO8dd1Tttodn5+/QFTkaLtIJPMuPXxp1L9yw3tffDMZogjRcIw2f/LFTIGU1dtgcEPrgcyLSju0NTd0bMjoe4bTvoHbsnZG69r0mh7o/KgyoFLPqdTxKtS8MhVbLEWhFHki5FUhV4hCBQoUyJVzcuTcbAknS4wlYuRIGKEJMhsUbsjc08s7zF0c34brNuzlb/wAWz/GjsN4/gie+RTPfDpnx8GMvldSvavnelfe6l1+o7v3xurl19WsnNW0Jql+ZXLT6rTm1TNb1mQ0r5rZuGJGbe9Mf+dMX3uqo4Gn90BuQaUa5QqUSlAsQb4AuQLkVSFPiHwhcsuRU4asIs6CnFmZuU9YHBeIrlE8QjGicKLb7YeoR8MUiYRiNEK0fs9HqffPT51XylkkRpYc+XpkqTJkNUyBfkaFjc1W3pQjOnT+UpQiEYqFiAamJhLe9elgaJDoi7GxC0T9ROeI+on6ia4QTcSpfzh8NUYTNP2cOx+n80QTRANBukJ0mmiQ6DLRBaJzRONE50fDg0TfTIXHafp9H48STRGFqT9E/UQjRCevTY7EaZJoKESTRNdiNEmUeAdOEO04emqGUAaDBSYXtC4o3KiyQue/uWPD7J6tSe3rklpWzWhemexpg8IOgQaVal6lileh5JbKucViFIiQJ0SOADmVyJcjT87kyjk5Ut4SKTdHilw5CuR8lYvR+KD1Q+2Hyg91PQxL4ViBlmf5G/akv3SU+/ej2HEI2w/iuYMznvkYDVtQ5UWlm61woMjEFTghcEHig9ACsRVSO2ROyB2Q2iAyocoIuY1V2DlKOyuzMmIDKlQokiKnEpml7MJidmEJs7AEi0vZrHJeVkVqVhn3sczZTy2+RyQ9T3SV4gGKRikYi/+YNxcJUzQcidIY0bq3P0q5d37Sk6VYIMIiGfL0KDDe4ViGLBW/UI95wpuzhPu/PEbREFEkFApEic70XwkQXQ1HxojOTU2OEvVHQqNEVyn61eClCaLBsWggTGNROtM/EZyk0REaI/pmcHJkgkJEpyYDFyg2RnRucvQiTY0QDQYCk0TXiEaI4kSTE+FAmChOFKLRi8NXp4Jj362wGo/RlanoGNG5MbpGNBKnUIRCEZok2n7kxCyhnGMww+SCzgmFEyILDL6bO9fM6liX0rYmuXEZ39cOgw8SA4RKVKnYcilbKmFLxJwiEQqFKKhEnhC5lSiQoUDG5sl4eXJ+npyfr2AKVShRpxprWWMtTHUw1sHQAFMLzEth64VrBWfFazN3fMLf+RmeO4idh7k7DyVv3cfv2gmBBwI3yhzI1icVOXgFjiSBB2I75HaoXKzGw9N4eRo3R+XkKB0Qm7kKR6rOO8tYM8vkT9e5+TJLklDHXSJIziznLypjF5awC0v4i8pSFpdnZJanPp4196nM3+WXXCS6RjRB0RAFA7HxH365USRIkXA0QqNEa/+xn//XpzhPFGOBEPNEyDPOlDf8pnY95kuRKWcXijMeKzhy8hxFYxSLTY5PTE4GokRXRydHwtHRaDzx2r4SCEwlQjQUuxoMThINR+lanC6PE0UpFqFLEzRBNDZB14Yjo0QjNH0MjFOkPzh2mUKJZ+HVSJDiFCf6euDSKFEwHh8PBIfCwXGioYmJEFF/PDhAdIno2CR9NREfIgoRReM0SbR+76E5ldJkvQVGF/QOqBwQG2Dy3NS9Or1p+cyWlSl1XdPrPKrUEKlYsQolVSgWouhfVYXC6ZgVr1CZVKBMKdLyi7WcMj0qDWm2Ro69EfYm2Jphb4OjE7Yu2HvgWYnGLdzeV/gb9ybtOJTy0hfJz3+Wtu3Dmat2o9INgQulNmRqkgrtSXn2tHIXBCaITZBZOUoHT+3iqZ0cpZ0jt0Goh9jEVdhTtJ5UnTdF6+GrnCkya1qFMq1Iws8VYnEpFhRhXiHnqcLkpwpmPJVz04Il/52Ze5lohGiSIiEKToRHfoR6OEjhaepr3v6Y+9f5eKIE86vwWAUKjLc5l/+mdj2eFGG+KDlLwb9v8VsHjoZCocmpYJTozb0fVirVk0Tta9b3bXt2hOjlD/Zp/f5RIo3HeWFyeIjovlLx3v5AywvvtD7z+mic3vn4xPpde68SXR6LP//GeyVWW8eO7eNER06cVJpNo0THIpMPigVPSkXtmzaHiK5F4pLm+he/OZqwfmNLyztHv5gkukr0RWTqQa1ygcv/sN72sNrw9unzk0SjkzQUoJcOn7qxQpquNcPohM4BpQ1SAyyeG3tWpdR1ZLQsT61uh9KCcikq5ZBoOBIVigQoFKCwHIUVKBIyxVVsiZgtEXOLpNwiOb9IlVSsTi7V8ysMHKEJYkuKq5Vxt8LZDFcb3J2sp5fj7OXae+bUb2CcfXCvTup99frnPrvuxS9n7jg0+5mPbn12HxQNUNYzkhoU2mYK/Bll/usktSjTQ6iDxMTIrRylnVXYGLkVMgtX5eBqnDyti6f38A3eZJM/xVw9w+yfY3DNVpqThSoUVWFJGRYWYV4h+1TezIUFNy/KvWNh9sC/UB8LDv3ICR8KUjAYCsbGiDa8f4S5Zz4eLsI8Me4vvNG5/N4Vr81Rt2CeGIukeLgo9bG8t46dHCP6dnJihOilTz694e4/vXb0yz/nFVpXrOonevHI52Vez+l4JNekHSA6RXS/r2bRyo3tX53pPXLyLNH2gyd8O187TvTmsbNlLv/ekSHl8t4Bor1ffZ0tFg0Q7QtEHrK73x6euiunbIDoyDjdmFOg3L7jCNFZorKmrtfPDV4iOk+0JxS7U6P9tcX6XyrlL2Si1y6dHyEaDtJUnHYdPnVjkfAGg4Ord0LvgswMtQ1GR1pzR0Zzb5K3BUY35CZIdJCqIVagSsZWydlKCbdSwq0Qc8olbJmYLZUwJWJuqZwtELMFUn6JmluiRamWlTrS7S1JnqVwNMHZgppubt1yjrcn2b/ixoaNN3iWocyGXBMsy69b896N2w5lbNmfsfmDjLVvwrUclQ4o6/iKBhQ7Uipq0sU1XLmLVdlZlZ2jdrAaJ0frYnUujt7N0bsZg5s1eliTlzV5OWYf1+LnWr08kz3J5Eg1O1MMdr7CiHIZskvwZPZ1RcKbcopn3vfI4eHRUaJJikyExn60MppCQQqFQuH4GNHmj75MfbwQTwrwSCly9bfVbfrzil08sR9PifCEAA8Vch5Y/N6Fy+eikXPR2EWi7R998uvM7D8Wld5dIqh77sUTRK+ePK3s7j5OJFvafpboCNHCDZvF+z79w9I+24cHjhG9dHrQtOPlY0TPHvl6gcl2nOgE0deh8Gf9gwKj9UyUXjl39Q9Ky6/FOs/Ot74IkXn1DtH6Zx901yeSePM9Lc+fvXaG6DjRK1cDv9Zb7rCab1BLrq8sfjc0Pkg0FqUg0ZtHztxcUHmD1sbT2qB3TU+CMDnTmjvSGzp4rnronFAYIDNAroVMDYkCVXK2SspWSrgCGadCOn3Nl8q45QoUipkiGbdMw5ZpUaZlFO5kZxvP14maTtR0obabW7c8tW5lum/5TEcXp9LBVNhQbEe5H9a1c5a/fevWAzds3nfj5vdQuwFiD1R1rLoZAjdfWJskrWGVnkRpFKN1QeeG3gWDG0Y3jO5Eeg1W7/QKdrsfdi+cHsbt47r9XJePNTuhNKBCivxyXn7ZzOyCpHsf+qD/ymhiyGRoguI/0gVBoUmKhCJRGiba/PGx2VlCZMvwSEmGpedXXS/8ftmrKDBjvhh/K8XfSnDvgteOnhghGia6RvTsBx/lGKzq9l7/pue6d71zkuj9yyPS1q6e3W/VPP3sSaLjREt2vNARiNy/ZpP/s2PHiZ45ela2ZssJot1nLv25TKjesC67pnqA6M1Pjwq1tsEonQrQveWqk0SfRugCUYVvqWH1tifVji27Px0kqmhfXtm9uvP19w+N0b6B4E+yCu60GG7QSmaW5ewaG+gnmiQKEO3Yd+TGvIrr1Rau2gK9CwobdG4YnakN7cm+Zo61Gho7FAYoTFAZGJWOUWogVjAiBarkrFDBVsqZCgWnQsGWy7kCJYolTImcW6FlBHoIdFB7+O52fn1vUttqbstq1PYl1a+c3bw+3dPHkfuxRJIqsPGrfMi1oLSW53/2tg3779j+2c+2f5zUsQOqWqhqoG+BrJYja2TldVD7oXVD54HeC70XRg/M3mlZvLB6YffB7oHTC5cPLh+81aiuZeoamLoG+Gth90Bvg1yH/HLekgLeg4/uOnlmhGgyHouFghT94YkVoOAEhYPhOA0Trd53NHlBGVOgRb7ul90v/HbV7l907cRiJTKVeEKQlClLfSRnz7EzAaIrgfDVOH09MLLt7Q8vE31wdvD1o6evEPUTvXLkxI6Pjxyfil8gOknUeur8y0TrA7G3ic4RHbgSWv7OvvNEA0Sb3v2w+oXn/37qZH+EgkQbt7wcitDpS+NP73r3LNEpootEK/++u5/o/a/PvvGPgwGilW+9Z9u8ZekLrx28dO3CFC3d8UrDe3vs775u2rXjIIW+jQQniSaINu35+LpCwWy1GSoLdG5W6eLp/dA5U/0tPFs9DD4orVCYobYwOiurNbNqPWRqyNSMRMWI1KxQxQo1TKWaFag5QgXKJSiXc4R6CA2oMkHn4/k605auS+lYx1u6jte8ekbT2oz6lTxTCwRWTqk6vdKYIvaishrldVD2zm597dfbP//lc59et2oXzO1Q1cDYAnUjq26BshHaGuiqoa+BoRamGphrYK2GtRo2H2w+OHxw+OD0wu2D2wePH54a+OtQ24S6ZtQ2oboermrW6kKVLKVclLYw59mjx4eIAlGiUCyxtu0HvbkpCgUSsyq63j2AB7KYMnO6pfO3a16/c83umxo2Y6EMBQZkK+ZWmG9ZVP7J8bPxKMWJRidCEaKxCJ0bDl4O0UCYLkzRVaIRokGiUaILU3SGaPO5weqDX/YePXmKKPHoOjsW7Y/QJNFAZPpZfy1AwSmiMMXGiKIUJToxfG2I6Pzo6JXxsZFoNEIUHg5QjIaJBonGiKaIokQBootEX38XIRgIhxLZ/Re/OpVRUZVmtEJrhcHHU/lStbWQ2ZPNdaypGjoPlFaorNDaOAY7q7dAbYRSD4UOch2kekasY6r0TJWeFWq4IhUEMlQqGLEOUhOkFhhquLXds/q28DvWc9rWpC7dMLNlTZJ9KaQ+VJhTpCZepYpXZUuWN0DcgsoWmNbP7XrjZxs//MmGt+FeBnUtjC3QNnE0ray6GbrEMtYGmBphboClEdYGWOtgrYbdD7sPTj9cPrj9cHvhqZ6uNXXXw9eImiZUN8JXB3c1z2S/Tme+qVK67tDRa0ST0e/2sf8w9dBkgvogUetbH+Ov83lVjp+2bPl5399v63uZb1+GRQoUGrmFupvEjp/lCA98cyo8OZa4LcamQiGioRANRWiCaDBKo0RXIjQQpbNj0cEYXSFSbNg2r3FpYXPnmRhdGYhSmEJEQ6HYZJgmiU7HIyejoeEoRcOJNkuKBaPBaGSCaIwoQnRtfHSSaCwepmgsFAiOEQ1QaCweDsQiE8HAaCCQyLONEl2LRRMhnSGiHSdOZUglSXYHDA6Ya/mqmnRVHQQWrtzF1fuh80DlgNoOvYsxOKG1QKWH2gCVAQojZCZGZmLFZkZkYsQGjkyDKhlECsgNkJkht8Jcx63rSe97mtO+ltO2JqV9fVJ1L5TVEFhRZWGlaoiVqDKhygNhParaIOuFbuWsjldv3/gup249tI0wtEDbxKpbuNo26FphbIWxFaYWmFthbYG1CfYmWOtgr4W9Gs5quBLIfYy7mrX4WXMdbPVwNsDTDF8TqhvhrUv11t/g9N+uMXXvOzBANP499R8aIQyauEaRYIhogKjl7U/waE6qqvbm5i0zG7bMaXsWykZkKpGrQZ56VpnhxsySL/rPx2jyylB/hCKnLl84dOqbEaJvp0IDRNeIDg+OfT0RHiA6R3SR6J0L/YeIviLaNz51qH+o//woBWgqQv3j48Oh4Kenv3nn8slzRANEAaJQnMZC9MWly0evXrlGdC2RsI/HD41ffffy2SsUuxyNDBKdj4W/r9U5fO7C+WOXKESxqXg8ShSjUIwGiFYcPDhTp+L7PLC4YK1LUtdmyGpQYEC5OclQB70XGhe0ThjcMDigMUGmhcYMjRkqC6O0MHIrI7VCYoHEzCq0kMghUUJhhNIKpQ3Wek5DL7d9Lb9zQ1LnBk79ChgbUOVAhRUiK6RKKNWQmiC0QVgHeScUyyHthnPjz9ftmdG6DfpWaJuhaOAqWvnaDka3FIYOGDpgWsqYl7KWdtbaytiaYauHrZax18BRDZefcftYjz/JVTPD0jDD3JJkaYajGe5W+FtR3YKaRq67bo6z+na9rfatvVeIRhNruX/YhSdERoYoGgkS9RN1vnuIt1hwvb5+rnd5sr13Vu06CNxYrMAiCbIl/BxZxpM5uz/bH6WJCAXHKLjnm6P3FufVbNiUiMLuPPXtPUpNz54PLhINEL301fHC2roVHx04QrT+y89n/OXPy1ZvpCgFIvFJIkWt86eP33Nb3uO/rcrxrOkdjIcn4nR+fPw3eXmljU39RENE14jqtj7zq9KCnxXl/FUq2rDvw0tEl+I0TnSVaM/ItV/n59W3Lqep7/6vA7GR4Ykhog3fHMswaZNqvXC44KhO0vjSZT7kKlGkSTbVwuCDzgO9CwYP9C6oTJBqobVBY4PaCqUNchsjt0Fqh8wCpR5SJaRqqExQWaGywlaT0tCN2q6ZXeszujfBvRQSJwRWCF0Q2aAxQ2OA0gaZG7JGqLpZ/UrWuBaq7jtW/2Nu+3MwtEPdAlkjo2hJ1ncxhg4YO2DqhGkpzB2MtYO1LWXtbbA2wVbP2OvgrOG4qhN+e5KrZparNcOxNNXexnW2wtMKfwtq2tiaVli9fKtnrsFqee2t/gT1/7R/PUzxGE3E6SLR6g+/vDFXcovcnSH33urunW1ux2IpFkmQJcU8QXqRJv3JJR8c/3wsOBCh8AjRy/1nbinMf9Tg2jdJ7xPNW77ud42t3g8+GSAajNLbA9fu06r923aeJGo/fXhWReazH743MDQajdHf33tn1mP3PFxjML389H1GiWVlxxjFxoNjFwLjd4okeZ2rBon6o/Ti2f5fikV3G7Tmv79wl0b6i/KSgwMjiQKbb4mkLz1/o1J8j05/IkrjiRqrMQqMRoaInu+/mKIQcZ1mxuvmuv08gwuFVcguQZWGY/bB6ofFB4uPMfsYo5cxelijh9E6oXEwagejdkLlYJUOVumA0g65GQojz+jmGlwQaaAwprvrr6tvv6V9Rbq3DRoPJHZIXVDVcrRNHG0d1C5oHFB7oPZD1QhVC1RtUHcw+j4YemDsZQ3drKGba+ziGbq4xi6Yu2DpgLUT1k7YuqZl74StHY4WOJrhrGdctXBdXM7QAAAgAElEQVRXM24f66nheJo47jaOu4X1NMHXBF8Dz93EdzUx3iaerzHJbMvbuK2faDLRwf5jM6NjYYrEaZzoCtG69w/PXVh6c6lmZpn2Oqk7tdKChwrwSAEeK8GDubwFAv5fn/zg6y+D8YnEjbDm3Onb9YbfqTy6599fdjn8X029P+tcLn7z/StEE0S7Lg7elle04vV93xB1DJy5ySxa9fZbiUkK61585dai7LxNfW9EJ48RXSIajIfjFBmMhH9SIsjpXJ8Iyq48+OWdGm3HJ598SdR34kvV5k1fXB6PxGksRBeIfmkxPrZl9S16VftHHw8STU4ShSg4Fr1GtO7YVzOVknS3NcntYi1WVq5HQQWyiyCQcc2ef6UOk5cxelmDl9G6EoLGyaidUDugckDtgNIGmRlaB7Q2SNSMznpDTdNPmjpvqGlLs9ZCaYfEBpmHUdcx2iZoGqH2Qe2BphrqWqjroWmCuhXqVlbXw+p6OPpejr6XY+jmGnu4xi6OqQuWDtg6p2Xvgb0H9i44umDvhKMNjhY4G+Gug7uW8dTAWwdvC7wtjLeF8TbA38D46lOcTSnOJngaOdWNHJt70fqn+4mmYhSh2I/XyIajwXh8gugq0Zp3P8p4ZMGsRSVJC0vTCxRJuVLcl42Hc/FoEe5fkv54cfqfHvvk+OlAdHpzd8fJ09frbHcY6v/oW/nI5tc55pqf9q4zHDjRTzRG9MKXF256Km/1a4ePE3VfuvJfFlP7869H4kRR+vLc2M+LK24WimZl598j123bf3iYKB6nM1fGfpEv0K19PhSjUIgan9v1y+Ly54+d+IroMNG5RHN2mEav0IvvHv6NQtl0+tiDyzqzV/RdIJqIE8VoYiJ6kWjtF0fmamRzPc6ZNicjUbElYia7nF1YzC0UJZl+gDpj9ELnhs4NrQvfsU+I1bkhMyPRv63QJ1s9tzQs/WlzV5LZy+pcUFghc0DphaYOmkaoa6HxQ+eDtgbaOugaoW2Gtg3aNkbfwxp6E+IYezjGHo6pizV3w/o98q5p6o7uf6PuaoKr4Yep+xpYb32qoynV0QR3A6e6kefwPrFi3RWiYIyi/4F6KDIViAcmiYaJ1ry9J/lP9yU98BTz0PzUBcXJC0tx/2LuIznpfytIfyB77t/yrvvTYx8c+WYqRuNEF4i6T19Il+kfWbrl58bWuda2/1n3wtymHu2HR78lGg7T37+8+N9LhMtfPXyGqON0/5wqaedLe8YjFI3SKNEbwxHtK28V9K7/s9T8sEB9cig6MkEnrwV+WVApW745QDQZpr439v53UdkzX355nOhzooOh4MWxyNBgdHKCXF1r/qjXSd565dcNnhslgv0jYxNE8ThNhmmAaOupb27RKH7icc3SW1EoZDLLkhaWpswvSVpSmWrwsBY/Y/Yl9E/qBs+09G7o3dC5oHNB6+Kb/FBYoLZy9E5Wb0tz+OdWN2d46iA3Qm6GwgqVG2o/tLXQ1EFdC30N9H7oaqFvgL4J+lbol0K/9F+Q9yWoc83d/6Ru75qm7uiFoxuO7mnqztYEdcZTx3jq/hN1Vz2nujHJ5X+go+8KUSBKEYpGfywiG46NBWgsQJFRojW7d7F33sX94z2cvzyc/PDClIcXc+6Zl3rfooz7M2f9Zf4Nf104938efmPfoSDRONElolUnL6QWi1TP7324Zs0vbW2+b65wpDrJ39/6NkwBondPX/75vFx5y+b3x8n4wSc3KZRrPzh0JUxjMXrzi4vyLTveJjpE9Ii15vf5lVeIroTp+FT0DqlkSXdvP9F5oo1ffTUrb7Fgw4pXg9f+5DXcXJz91pkz58N0hWiJx8svzPxFve0vXU3XlRX17H5rkigYoCjRINHm41/dopLfarfNkOuRXcosKE5eWJo6r4SfLZih93DMftbkS4gxemH6dxk90zK4oXcnW6oZjS3Z4E6z+fhGZ7LZnWLzQmOGSAOZEUobNF5oqqGtgaYOuloY62CqgbEexkYYW2Bsg6EDxk4Ye2HsZUx9jKmPNfey5l7W3M1YumHr+hcr702IcfbA0QVnB5ztjLuVcTcynjrWW8/46n+Uur2WU92Y6q39Y33rZaJAlELx8I9SJxqP0GiQAuMUXf3Ki/jZ7bzf/D71Lw/OeXTR7EczZz64eNYDi2ffv/i6exfeeO+iW+557IOvjgWIJmI0RLTpi2OpT2a27Pp4y+GL7hc/2HJ+GI/OM+/8+xhRiOiLoWuVdXV/k1jurjLyc3N/ZzXtuzY2QnQlQIq6jj+oNGk5OT+rlPymQmLoWfPNeHCE6Fg4dGPBksK+3ktEZ2P07sjIg3bjT8vz/sesuF1eNq/ec47oGtGa19+8W1BheOOFnTS1eXTwAbu9wGidCk8HJS4Sbf36q5ul4uu0Wp5AgsxiLC7lLSzhzi/g5gpm6D1ck59j/HfqZm/izJ/W9zFRgzvF4kvS2dPNnnSLl1GaoDQyOivkOkh1UFqgdcHgg9YHjR+6WsbYAFM9zLUwN8LcDFMrY17KmLoYU1eCN2PqY83LEtQ5lh7W2vNP6tO8+xhnH+PsgaMbzg7GtTRBnfU2sN561lvPeFsYb2KGz79Tt9VwfA0zfPV3umv6iaYiFIz9eMcT0UQ8PhGm4BRF1rzwPG65NfWu31//wGM/eSr3hidyrn8sd+ZDmen3L5zxwKLZD2be/PC8g/2nx2kqEJ0KEu07/62sruntT48FiC5N0aFLI7kO57Z974coFoxMXKWxo+MXrH3LJW1drtdefH304mWiUYoHiE6OjTzz1WH7S9tz6qpt69ddmq51j50MDOV5nR2vvjZBNBmjEaK9Z8/5tm7Or/HUv7LzwPjIKNFknLa+tMvS3vVpaOoQ0TGimmdfNHubhvsnKEjxAA0RPX/qm7nC8mSRCEXlyClhCiqRVYLF+SgWphk8SUYfz+jlmLysycsYPTAlkhy+6SCo1Tsti4cxetJM7hS1JVVv56pNicwso7UzBifUNhhcHLMfRj+0Xmh8MNbxbM2w1MFaB2sTrC2wtDHWDsbSzVi6YepLiDEvYyy9rLWPtSaoJzy4ZQkxjuX/lzrrafmOesP31FlvA+Nt4Hjq0+1N6fYmWKs5voaM6sY7zK5+okCYguEf72ml+BTFArF4KBiPrt++g51788y77v7Jw/NvfDQ74+Gs1IeymHvm4+7H8Zd5+OuClAcee+f0kUkaj9NUJB5IBL2Dk/HYGMUmKRqlYYpPUCxGE8HIwDANDNHEENEg0Xmibyl6LjAUokiYIgGiK0TniE5QbIBokujq5MgwTYxRJNHekFhhEY8knmN0jaifaDTRthcmik7H4E7E4ieIrhBFI0RBoitTFKAxog0HP72+vIQtK0FOAfLKOKVi5BQjcwnKKtMMrhSjj2/wJsD/k3oiqWX7jr3FC4uXNbvTDI5kpSlJaYJQgSUlKKniGlzp3gYY3RxrNc9Wz5iqofFA7WZMtXxXC2z1sNXD2sTYWhlrO2PtmKb7PfJ/oT6N3NH7T+QJOfvg6GZcnf9OvYHja0wg57j/D3WLn+ttmF3ddLvedokoEKZAaOrHqUciFAhSKBKL0pbnXubMvoW9+Vf8X93D/PYh3r2L0p4sSV4kwLxS/C0XDy3BfY/u/vboMA2FoqOh8MRIaGpoKhiaiISHwjRGFKLxUCBI4asj52I0NEpXhmg40SxxYWpqguIRCgcDYxQOxGKRCaJzwakhoiBRPErjw0OT0YkAhcNEgal4bDRGAyEao+jVUCBAQaLhIAWj39XRBWnw/FAwQsNxOnxt8hrRxPh0+Q6F6CrRxkMHuAvnIysL2fnILkR2CXKKkV+EgpIkpYWvtnM1do7u3/oKoLfCaIfVzTh8XGc131nNc/iTrZ4Mgz1NYUC5GHnlEMg5OhvX7IHWyiQuBXP192JM1TDXMvYGOBrhaIG9jXF0MI4uxt7LOvpgXf5P2fpg64OtB7Ye1rniX7Rq+sO1jOPuY109rLuLdbcz7mbGU8946uGug6eZcTezrmbWXQ9PPeuuS7M1ptkaud5mOKqTbN7ZQvnhwal4nMLR/3DChxPtaERRevb511Nv+EXq7X9I++0jnD88jr8u5jxZllqkThfbuVVm5MnwWOZ7Vy9ei42NT47FiQJE/ZPBKaJIjKYmKB6nIFH/1GiQwmOx4XOjpycpeDkQPjccTPQ6XRkejhNNTU1FiQYCsTGi01cnr4xGE1Gks8MDl0PjY9FIlKj/0lVKtFGNxBJmPUo0FKIoUShIoSAFAtPHQD/R4eGJEFFwJEJBojgNEj39+WHegvlYnIVFeVhciMUlyCpGTiHyS5KVpiSljauycTV2VueA0QmTE2YXdFYY7bC4GZuX5/DzbD6exZtidKUpjckiFYoEyClGhYSrt/MsXugcsPph9cNaMy3Ld3I0wtkIRwscbYyjA/+PuvsOjqQ890f/7TRBcRNgY2yDjcM5NrbZVZZWOeeskUZhFGY0Oec8o5yzNucEJgcbTFjCEpccnbAxGYyBZdmgOO/9Y6QF+4Dv+VXdW/e666kuaXdUUtWn3+5+0/PYJ2n7LOWYpaw7YNuxdg63bNsM7DNftm/7PGXfSdl3hr+mnXP/pO7qX8vo8X+nHtsqffrdz/4X6hcIWSBkldx2x8nLrrn+8p+lb4kr4rYWILkCBS38ZsNGw8Bm73S0Z+pb5sDtf/zLpytre0hve/zFnxZVX5NX9ZOiuqsScj4l5OD9j20tr06qrJw4fHCBkPOEKHonho/f/c55co6QOqWuqL2ztF32+idf/J0Q+9yRYql1+MDtFwm5+b7HS/X6ba0NfccPvE0Wu3o8D7z84uIK+fT88sFHH8kza3O16ufPn/vDykqZTvsBIYap8Yf+8ud3CTn88sui3r7PCfnk7AUSIouEvEPI3hdO8wvy2aJyrqBGUFAfUdgQUSRiy+pRKRJK9Ty5hVVYWKWV1tigs0Nvh9EBrSWcNY82uViTm9M7OY1doLRwrTJK1IZKEcrr0dzF6e18qw96Jyw+WL8SlvVw9MLZD/sQnKNwjMMxSTlm4ZiFbQfsO9bPc7DPrb2+/ZP3pQirz9CuSco5En6hW0vi4hyAc4ByDFDOHrh6GGcw0tIXaenjXANhdaGo7cE/vBMKhau6feMdnpDFtf+9+54nrv552jUJRd9JrYxMKovME0fVKgUSK9PtpQ19PM/U1f7JZ75YvUjIcoicJ+S2Z/8UmZjL314Um1f1vULRu4Qcfer1HKnOsfdwqVR5kZD3vgj9sk5SZAqEF3NVGqw3vfJKsd504vnXXl0iPywUPfzegnvPbW9dICdOvSCemtrz+xf+Ssg7hNT32u5549XwJsgEadtdn30gnhw+8PJzp8ni92vLrTcebh3rO/Hi6bcJ0Z84Wuh0PPXue+cJWSTkk9WVtwnZ/8pz/IJ8trAkIr8qOq8+Oq8+uqCOX1KLivqILh0nNXHdZiZcDVFjhc4GvW1NXW9ndA5OY2eVVlZm4jo1qGlCVT1KqlFag5ZOvtEptAdgclO2ABzrYQ/A7qfsfsoWWFN3Dq+pO6cQVrfv+Er8L9QdO2jnDOWcCKuvjdU4++Doh72ftveHU/rQjkCEuTfC3Ms4+mDzCa0eprrx5idfXl399+ohsrpCVlbJMiG/uf/Jnybk/Cy97PvpldFJJbGFzVvEui0K70bDQJRjPKZnx4+Cs49/vPD5IjnzBfn4Ajn+xGuCpFxhYdXltW2X5db+fpXsOPnCdXXtpWavcmT2ixVy68lnUhSm6zvVj/3tHx8RkqPT/qixLkWrfoOQO9/6uMo3+hdCXlomHxAyee+j1xk1kuN7Hvnkb++TUJpc/PA7bywTcmGVlJpNLxKi2b9n8uQDD33xWYnf2TQ2mKmR3//nP7xDSKbR0Dw+ZhyfOEfIORL6cHXhXUL2vvQMryCHLSwR5lVG5dZE59VHFdRxJTWoqBe2a3hdekaqp7sNlMIIlRFqEzQmaM3QmCmthVGZGbmR7tBSLUq6SYayOpRWo7gKZXWQyCIsnkhnDyxeOIJw9MIZhDMYTn1Jh68AVx9cA3ANwzUG1wRcU3DNwTUHx84vwzkP5zyc4XvAHGw71mMXbLtg27H+Mj9NOabgGF0bq3H0wtELex9sfZStL3zZUXa/0NQjNPXQ9t6wOoqq9t798OoKCa0uf6P6Yjj/JCEXCbnr5GM/T8n5RVbF1WnFsfGFXFIJMmvZalmM0neFZ+aKgX0/Dcw8+M6nC4SshMgCITc/+fK3c8uY9FwmPT8mKf9Py2TX755KaVU2D4zHNbScJ6RRae6cnCt3+TstvnOEXC+que8fb13XKrrvw/feIeQHBZX17qGMds07SyR44pZtNrXx7uO3v3r67ZUvKu2aMqVULdN/8sF5sdOT3N39K1HTPW++9cS5c8nK7vs+fP/bmRmn33z7jqefyVFrgzfdUijp+PjCwufLS2cJeZeQmdOPcQU5dGEhP68yIq9GWFDPFdWivAZVdfx2JduhZTp168k/DFAZoTKGk+OGydkOLS1WoEGKmlaU1qCsCqVVqBShUxFr80d5+mDxUc4+uPrWnrWuIFx+xumnnME1dffImrp7+t+pO2e/Qv5V9R1hddgn19Qd/Wvq1nDPsAeWtU4H3xDgGwKUrWdNPadk5MhtK8vhvSPfoH6erJ4nq1+Q1bOE3H7yoV9sz/5lVsl3k3K2JBWyW7Pxi0xsK0COCDXdaDEJxIoH3n7ns4Xz588trqySjxdCdzz34t7Hnxy7+3e7b7//zU+W3vmCjB2/ZfTuu19dXvh0ldzx0KNvE/Luysrpx54iyys33X/HO+TMbc898vQ7f/pkhbzx0WdTB2547+zS4gp5/f33g3ceHXv4tkdff+4iIXvvu3P/7bfftvvGpQ+W3vjsQv+Nt9zx7GvvhMi7hARuvOn1ldVfP/H0h58vPPz0y8++94+PCLn9dw+fO7907vzF8ATBzhefZApzUFRIF1bShdUorkF5LWprUF/HtCuYdg3VrkGXFjIdFHoo9FAaoDFTajOjNLFdeq5VTTXIUCFBaSPK6lBRi4o61DZzMs1GRzDaMwirn3L1w90Pdy/cvZS7h3IHWFeAdgf+Sd09+b9W3/XP8c/q4TmYsLrlK+pWHyxeoT4g1AcoS3BNPT3ft+PI8lK4+/uN6kvnyfIXZPkMWbn15Mmfp2dfl1X87fismK3ZkclF/PRqZNUiqw75jajqFNZ13P+XNy6QtYyFy+FsA4T8nZBw5ojPF8g/lkPhZDXnCDmztHiWkHOh1dBnZ8niYogsfLL86fsXPj5PFj4/f241RM58sRAiZOncwufnz31CVj8mywtkZWFl+VOy+sVqKHwXuri+U+IsIe+tkI/X9naQpSVy8SL5ZImER+BDK2RlaXmRkDdXLu595nFhXg5TUMgUVqyrV6O6CrU1dHs3LVFSHSqqUw2pGt2acL48VmXklEZet57XoeHEcrq2A2XNKKzjKkRsVQOqRWho4yl0Gzy90b4h2L5Up9y9tKuHdQVYV4B29cDVB8/wP6vPwD0P1w64dsC5C85da1+7dlDOHbDOwjoPa7hTt/PSmbbPU7aZtXHZtcm3Qdj7YA7C7IfZC7MHFhdl8gh0XoHOz5gCrNkfbfYgJcc4ve/c2pq5b1gju0gWLpLFC2TxLAnd+uDDP0nN/kl22beSCyPj8vmJJUxaBbJqUFCPUhEqmgVltY+8+eZFsrIQWlkh5OLySvhd8OIKWV2PpRC5sNZzJotkdYmQZRIiqyGyshIKrSyTtVgloVCIrIZIKETIamiVhBZI6CJZWSWhVRJaIqFlQsgKISskPAATfjNZWE+KsURI+MeX1qsfrC6vELK8RFbOEnLs8Ufx059xKZlIyUNqPpJykJyFrFykpqOmASIxxK1obUd7F9UpY6RyrkseKdcIuxRMcwdqxSivR0ktSupQWk8VV/GrRSipRJs0xuaizA7YPVxwMDxswrn6eK4+nqtX4AoKXEHO3QvvMLyj8IzCMw53+Lk+BecUnNNwzsIxD8f8l6911llYZtbCFB7JmYJhBoaptWEcywSs47CNwjoC2xBs/bSrF2YnNGZoTLTJJrB5hSY/p/PQajfTbWNbVGypSDQw8S4hZwk5T5a+tjwvVsiFJXLxIlk8S0I3n3z0R+l51+ZWXZZWJkwqZlMr6IwqKrcORSKUNaJSHF1ee+rNv10koQtkZZmQi8tLIUJIiKwsLZOVVbKyGlpZDR8rodWl0OpSaDX0//KxGiLhv2F1ZYGQ5WWydJ6QXz/6KP2jn0UmZrJJeVRyPhKzkZjB256LpDTU1EPUBHEL2tqZ9k5ee5egXSpolwokXfzmdrahha5uREU9ympRVouSGqaoilfZiNIatMsi7R5YHHD66cAA5elj3H08V5/AGY5egbOXcffBMwLvKLzj8I7DPQH3BJyTcE7COQ3nNByzsM+tk8+vq0/BNA3TNGWchmEqvOziy+kZ8zgsY7COwTIMaz9l98Nog8YArZE2mnkmO6V3QGXj1J4IhYvfoo6plVT1j79NyKeEnCerX6++Si4uk8WLZPksITc9/PgPMwuvKajdlFnJz6hks2rpPBFVLKbLW+kqCV3bsaGyMax+kax+VX11eeWb1L/ul/4/efyfqlO1IjQ1o1XCSTr5ki6+pIvf1slvbke1iKoS0dWNbE0TU91IVzSgrA7FNVRxDVMpQnktZMoIpxc2J1wB+PopzwDtHuBcA7z15s65e2lPHzwj8IzCMwr3CNxjcI/BOf7P6jOwza3f2GdhmYF5MqwOwxQMU5fm4MPTNjCOwTQK8yhMQzD1UgYPdNZw8lbKYIHOCpUJMgNj8EcZA/w2zbfbNaU9w++u7Xv6BnUSWgyRpUWyepaQX5966pqcsu+VimPyG7h8EV3UQpW205VdTG0326DgNao217U/+re3FwgJqy+sLH+pvhoKx1oTJKFlElr+N7VH/j9RT0xjakVobGFb2gWSroi2LkFLBydqZWvFyCtFYQVKa5lKEa+ykasQsWX1VHENimtQLkKliFXqhE4/7B54euHthXeA8gww7gHONcC5Bhh3H+PuozwDa+rukTV11yic43CGO+5Ta3OpayOy87DOrpVdN03DOBVWp3TT4SUYlG6S0o9T+lHoh6EfhKGf0vdQGielttIaC6U1QWuBxgilETI9Z+3d4Bzk2vXfV1tzXcGw+kXy9QXYQZYXyerKEiFfEHLD4898r6j6yuo2YWkLXdGOKhnqFBBp2SYDv8UsbLN+S6w69dY7/9nqlfVMfTO/SRLR0hkp7uDVt1CVDSipQVoeMouQX0GX1PLLGvhlDbziOra4FsV1KG1AjZivtQjdATi8lH8Arl54hxCe+3IP0O4ByjNAeQbgHYB7eC1cQ3ANwzkK+xjsY7BPwj4J+xRsk+ER+PXH+SRM4dWSUzBOQT+N8Ao77RS0E5R2DJphSjMEdT80vYw6wHY7OYWdU9kotRlqM9ThPqeF8w3H+kboLsM1Oley0RFWX/yGkj8gi8tkeXU5RM4ScuKpl75TJrqiXspWtaNBhSY9ms1oszHtTkGXJ1Lqv0piOvW3dxcIWSChr6qHwjtrvlJXKLT2Kvb/+vF/rF5aw1Q3CutbI0USYX0rW96A/ApkFiElF9sLkFGMnHImr4orqBEU1nJFtVRJPUrrUdcWYXRFeHrhDNDBETiDYXVqPeAdWAv34Dr5EFzDcAzBMQL7GBzjsE/CFl4POQ3LFCzhGdgxGMdgnIBxAvrpNXXtDNRTUE1ANUarhmjlAK3sYZUBTu7jy5yRcidP6YDSDIUJGgssLrh6BIMz0T0TkBm/pbT8olv7BiGff+MmCAKysEqWyHKIfE7I0dOvXFEp3iRWor4brSa029DpgsxPd/fw5H0RiqHvSj2PvvX+JfXF1ZX/MPWENCa/nCmtiaxqjK4RR1SK6PwKpOUhPh1peUjLQ2oe0vKRXsRml/HzKnmFtVRJPYpr0dAeY/VFeHrhCrI9o7AFw1XSKfcI5RmCZwjeIfgH4BuApx/uwfVqRYOwD305E2Mbg22Ctk5Q5rWAaXxN3TAB/fi6+gy0M1BNQjkO5SglH2Dk/Vx3kCfz8aXeKJk3Wu7hyx3oNqPbCL0dvn52eCZycpegdxxyY0yH+to26UsXF87+O/ULK2RxXf3Z17dUt8W2atCkRqcNUg/kASj7oBpm1KMC9fhV8uDDb334H63O5pRyhVWR5Q3RlY2RJXV0dikSMvHLZKQVrPXxknKQkkenFwlzKgRh9aIa1LdvsPmjPH20q4ffMwZLgHKPrEVY3TcE/wD8A/D0rw/KDsAxuAZvG4RtBLYx2jp2SR2mcco0RhtGacMobRhbV5+Bbha6WaimoJyAYoSSDzCyPp40IOzyRXR5Y2WBGLmfL3dBaoHMBKMLfeMRs/uj5g5wPRNQmHktsu+JJafPfHGOhBdHf636QrgoADlDyLEX/nxlk2xjtxUSIwz9sIzCPA7jBG3bGe05HGHdu6nT/9gHn5wPpyghZIWQ5dWVL73//6TO/PjngrjtgrQiJOYiPhMp2UxKFhK283NK2JxSOqsYGYVIzUNyDhKzkJCJ5Bwk56ypX4rkXORWUjWtUTJDrNkb4Qiy4eF3Rw/PP8b5RhnPMO0Oqw+iZxi9I/D0Uu7etZkSez9sfbD2wzJA24Zo2whtHqVMIzCOwjgKwwilHxGYxynNAJT9UA9DO7Fl5Jar5++DfByaWain0daDjp6NpslIRQ+azDFSf3SXn5O4IDaizUDZ+jZM7omaO4DhWQzNQu9Ct3GD3Li5ouGJf3z22b+9wxOyRBZXyGeEHHz295tqOzYrXTxdEKYh2Kdgm4V5Fq59Ub03RvqOX6YbfvSDz/6z1bOLeZklbHoRnVaAlDwk5SAhC/GZ/+p9ST0uCwU1Qolyo9G10REUOoO0LQBrkO8Z4rkHOdcQFQZ298DbD194gLYXrh44emHvgc+v0d4AACAASURBVK0P1l5Y+inrIG0ZpC3DlGkExmFKP0LpRyjdIKPpg6IH8h6oh6EZ3zh087X7T1Gug5CPQz4G+QikfXRXIEbRGyP1UyIT3eJEkxUSG6XvieqdjZ3YK5zax0zuxuAM9B7ITDEy/eaKhofe+/Dfqi8SciF0YZF8RsieJ1+OKG3apHBudk9R9kl4dsK9G8498B2JGL4tavj2q1w7HvnwP1udl1HIpRex2wvp1HxqTT0bCVlUYs7/DCTl4rpkpBehukUg1Qi1VoHJxbcGBPbe9ejn2XvgCMLph9MPhxfuIOUMwhGg7UHKFoA1SFl6Ye6hLQOMaYAxDdDGQcowQOkGKd0gpRlAtx8yH7p7oB6GciSi78RPjjx9+ex9MO6CbASKEXQPoMnG6/LGKgKoUqLRDLEVquCGnvnLJw5Gj+7hxnYJZw6idwYaN2Sm6E795oqGO/7450/+3Tv8EiEXli+ukE8J2ffUS2xuZYTEsMk+LvTv5PUfQv9RBI6g9wZu/E7B1G++07P/4Y/+w9XT8rnUAjYln0nOo5NyqcSwevY3qOcgLgPbC1FYjaomNLajSy3Qu2LsfZGWYJS1J9rWF+Ho5Zw9lMsPlxcON1zB8KwrZffD6ofFB3MApiBt6qNNfbSxnzL0Ubp+aPugHaDVvVS3l5YHIO+DZgTyQTj3Xn3w8WuPPrNh8h4Y5tDZh64gWh1otkBsRK0SbQ7IewTO6c3D+zePHxQO7uCGd0VM7EdgCio3Os2RrerNFQ0Hnzr9j/XJka9TX14li8vhVUoHn3mVyihlars5uWdDcG/U6AnBxC0Y+jWGb8bkXfT0by7vPXDyozP/0epsUk44mMRsJjGbTsj6alCJ/xRIykJyLjIKkVeG4ipUNKChDR0ansoWqXdHG70brL2xzt4oTx/fE6A8Prg869UGvZTVA4s3XGmSMvppQ5A2BCl9D6XvobQ94V0TlKqHrwgKlD20sg/aUcj6oZ3ePHv/D08896MbX4gZvwPyITRZ0e5CsxE1Moh10PSx3vmYwX3C/p1sYIbtmeX6d3H9u2j3FLpdaDcLmuSby+vHfntveKfwN6ivLJOVNfVDT7/Ez6pgKjvQpI90zkUPH4+auYudvAuTd2L2N5i7d/PAwQf//h+tnvovzHRC1lf5/0WdSsxCfAabUcArquJVNaCmCdVNqGlFfQfXqeN3m6J17g02f6y7J8LjZzxeuN2U3U3Zw+RuWLwwh3dW+Ch9gNIHoAtCG4AmCHUAqiCl9AtUwQhlDyULQjOM7iHIhrih2646evont7z845uep/wH0WKHxA6JBSIVOq2UY4o/dCBy9BACs3COUf4prncH45+lHROQuSiJmV/btblM5D5240f/Tn11iYRWzq+SfxCy79SzMfl1kfUKiHRQ9nOBfZHTd/Lm7qF33EvteRB7H7xs7Nj9/+HqiMug4zKY+EwmPvMSOZOY/TXeSVlUYhbi0tjt+ZHFNZFVjXR1IyobUC5CRRNqWtHYxevSR2qs0Va30OFiHA7YHbC5KJsrrE6ZPDC61/bT6L3Q+aEJQBOAOgCVH0ofFD6ezMt0utHmgnoIylF09CF44opDT1x17Okf3fT8VfseoJxzkNjRrKe6rRGWAXhn0bcH/bsRnIV3Ct4pyjvLeeYYywS63Eyblavu2Fwm0u3c+yEh579RnVxYIQufLVx868Ly/MmnNpY2b2ozUS1WNDtgmY8YvZk/fy+z9yRz6DH68BPfmr31dx+fO7c+3blIyEJoJTwSu16wYW3fdIis/svF8D8ujP/V8Y0/tf5Pa+qELK+uhMjqAgmdI+TXjz7G/ujnwrjtkakFVGIO4jKRnMsk5yB+O7alU9vS6bgMKj6TTsiik7KZxGwmOeefyXMunemkbC69QFBQziuppkqrUVa7tq0ivwrlIqqxUyjTRmlMkQYLz2imDCbW4mKsHtripswuyuyC0b2WUErvhs4DrY9S+6HyQeGDwsd0+2iJA80WNJqg7Id6CJ098B28/OBjmw+c2nLwsWtve/Hb+x9Edw/qNND3bxnaB888XFPwjDMDs/zeedo1Cfuk0DPPMw2jw8G2GekqSVRlY8fMjg//zXN9hXy+TM6dW106Q8iOU89vqpFGtFrR6oQkgK5B2HcLZ+7hHXkCR57EodPf3//I/WfWajK8v7B0jpAzZOELcv7z5TPL5MIKubBCLoTCfcHQEgmtrK6ShRVycYVcXCELodDiKllcDS2FwskpyeoqWV1eWV1eWV1ZWlleXFleXFla/ipy+IYRvpQuLq8sLC4vLCxdvLi4tLC8tllzlYTzHYYT75wLkXA20n2/fXDDL5Iif5kq2JrJbctm4rLphFw6IZdOyKHiM6mEdDoxg0rKoJOykZxNJ2XTSdmIz0J8FuKyEJdFxecwcdlsfC6dkIPkLCqzgFdQxiuqogvKUVCOogqqtBoFFSioQGE1yurpupaINtmGbu0mnTXG4hVafAKzlzW5aZMLBhv04XrlDtrg5gxent7PUwdZuY/u8tASJ9Ni49psaDWjUY9OJ1ptkPddeeTUluPPxJ54ftNNr152y6sRe09h4EZ49iFwgPHuozxz8AzC4YehhzUO8ezTMe45SG1oUaFZESUzoKF1u9d/hpDllYtf25awTD5bXFefe/yV2Ho5v92Bdi9fPgLpCHQz6L8Bex/Csadx6LnNO07eukD+TMibhPyFkHcIeX+9zNOnhJwhq+GdK5+vV+s4Q8gZQj5dj/C3n6+XAwpX9zgTCp0Jhc6S0MX1W8jF9R0N59aX0IQ/H84qFk5Xurz+BDm3ElpY//wX4bIghNz6zCsxv0iO+FWqYGs6ty2Ti8ulE3KphHwqIZeKzwyTU0kZSM4OB5US7rVnIT4H8TnhS4SNz6UScpFRyOSXCktrI8rq+KU1XGk1r7SWX9mA4koUVqGwEkVVKK9ja5qEjR381m6hysrXOQUmj8Ds5cwu6K1Q66DQQqWHygSlDUonZG50ONFqg9jCShy8DgclsUKsR5cDEgsUwSsOndx84rnoX78ScdPveSdeYQ89i52PYOQ2+I7AsYeyT8IZgNVFGXw8fT/fMhltm2I6TRDLKLFMINVA3J7g8Z0hhCxd/KZ6bp8vkwvnVlc+JWT+yddjmzSCbg9kgUjdFKWehHoc9t2Yup058qTw8LNROx5ueOpD5bPvGZ571/Lsm75n35Dfep/2lt/qb7zddvOdtptvt918u/WWO8233G269bf62+413PIb1bEbtUePa48e1x07Zjh6wnjsuOnYcdOxo7YTNxoPH1bu3t01Ny2dmZLPz2j27DLu36ef32Wc22Wc26Wb26mdn9fOz2vm5jRzc5Y9e027dxln5wyT04axSdPopGVsyj42bRkcdYxO2obHvfO7jSOT6qEJ09SuYrUl8voU/rY0Ni6dis+kEnKRmIvkAiTlUYlZaw09OfMSOZWSg7gMxGeG2zris9ciMRuZRVRhOb+sTljRwJbV0mU1TFk9W9XIq2tmq5upqiZUiFApQnUTaltRL0GrAlI9pbZyRgdjdEBngUILmRIKPRQmKO1QOCFzo9MNiQutNtTr0KhFoxZ1cjRpIdKizcaM37TxxLMxN73Kv+FVHHmeO/p89PEX2J0nETwO8zxMI7C4YXZQOi+n7WV0IzztANWqQ5MUoi5Bhwotnb+y2j/9N+ohcm6FLHyxHPqEkLnTf9rQahSoe6AZ5OsnOeMMDDMwTaHvGLf/4cuOPr/lwOlvHX7yst0PfmfnvT+Yu/vqviOo11PlcqqwlSsUc4WNbFEjXdKM0mZUtKGyHVVtES3SqJb2qBZJVIskpqU9pqV9Q6tkQ6vkMknnxua2yIYGtrKSKilGUSGKCpmiooi8oujcoojcwojcQmFeviA3T5CbJ8zJi8oviMzJFaZl8BJSuK2J7C/j+b+IF/4iLua6rbE//1Xsz7dekZAacd02+ifXRcel4sfXcXFr5JeG1sMRVqeTM+nkTDppnTw1Byl5SMtHWgHSCqjthQhHRtFat620FmV1KKlBUQ1K61ApQpkIZQ0orUdpHUrWo6wOFU2oaUNTJzoUa+vyFBp0a9Gtg9wIhR0KF+ReyLzo8EDiplQ9jDrA6nqg8EDjhzoA/QB/9vbo409F3vAS78ZX6WMv8o+/GHniBeGBx9jJu2Cag34QBjv0FmjcrDIAeR+6vGhUUQ1dqOvgtSqpVtlPlPp/LIfI4tLXvkaBkPMhsnR+iXxCyNzzb8Z22QXGQZjHoBnh2XYw7l1w7IBvDzN953cOPHH1sZc3HX1FsPf0xj1PX73v6WvGf4fGIFXp4JUYN9fYNteaN9ZbYhutkc02fruL6XRRMiettDBqI6sysiojpzZxahNPbeBrjEKdSagzCdUGTq5BpxRNzaiuQ0k5yuq4khqmtIYuqaZLquiSKqq4kimu5JdWsQVldFY+0rKQsB3bUnB9Cq5P4l2fxPtlPP+XiVGJ6ewvE/Cz6/kJ6WxCBpWQvt7hzkFq7lqk5SE5m0nKZJIy6eRMJjknrE6l5SIhE4mZSMxCUjaSs5GSg5QcpOUhtxyltahuQq0Y1Y2oakK1GPWtqG5GbQvqWiGSoKEDog6IOtDYgTYFJAp0qNCto7QWns0T6R+I7R+NHZzaODy3aXTPlrH9l48d2TJ8dNPg0c39h2IDu2KDc5cP7IoJzEQEZ7jgPHp2Re29J+LI49zRZ3g3viq8+ffc8RepfU9w+x7ddOgUXHthHoXOCrUBcjst86LDD7ENNTKmrhOV7ZxIxm9TXS1RfHRhhSyufIP68nlCVs8vko8JmX/pnQ1yt9AxQblmoBnmO3dE9OyHfw+8OxE8tGXkrm/teDTi2Cvs8deij7161fFXr913Gop5umUoStwbVe+KaXBGNzqiWlyCDg8r81FKP9R+aFzQOqBzroXeBd1atlTa5OJZvJzZA50dUjXEHahqRGUTyhpR3ojyBpTVo7QeJXUoqeEqRFxJDZVXjoxCpOQiMRsJ2VR8Ji8hm4vP4OIz+IlZTHw6HbedS87lpeUjKQvJWUjKQcpXyNNykJwZVmeTs5jkHDo1l07NRdpXPrM9Hxn5yCpAVgGyi1AlRmM7r1XOkyjY1m6qVUa3KtgONdep4cmMQoUlSuuI0buiDJ5IvTtC54o2uiN0Dr7WxuntETbvxuDgt8fnvj+/P6p/KnpobsPIng1jBzaOHdswejx25ETM8FHGM8u4J6J65zjfOOUehXcK7mkMHxMefpQ+9BR3/EXhzb9njzyHHQ/Tux+64tjTwsGbKNcM9DbIVegyo8OBFifqjCjrYKvaUdrK1EqF7brL6yXvf7FMlr4xy+AFshoKq8++/EG02s/3ziKwA9YpxjUvCOzl9+2Hdx6mCUozA9t++tBT9O2v8W96Meb4M1cefQqGGUgCaPOgxUG32liJjemy0d0OqFzQeaD3QuODej00fmi80Pqg9UHtoXRe1hjgmQOcyU/p3FDaIDWhqpWqaKYqmlEuRrkYZY0obaRLG7iSBrawhskqpdMK6cQ8OiGHl5DLS8jlEvLYpHw2KQ8J2XRSLi+tkEnOQ3Lul9MnKblIWSdPzaGT18j/RX1ztXhDjTi2pjmqrjmioUUoahE2tfLEEogkVFs3X6oTdhv4Uh3TpWFlBk5phlRHy808tV2gd0UYPXyDl9O5GY2TU9lYhYmSG9Cth8oIg421eTl3r7BnPLJ/LnJ4T9TYweix41HjN0SO3hgxehyeGbgnBP1zrG8CrmF4x+Ecg3dn1JFHuSNPMYdP49AzOPA09pxi9jwcs/fhK3bcF9GzH0YHpHK06tBsgciGai2K2ngVEhQ101Udke362Arx22cWv1l94QJZJucXyd8JmXn1wyhdLz8wj95djG8X7Zxj3XMRvXso7yzkQdTb0ejD7ge4O18W3PJMxA2PX3XLafh2QdUDTS86rOgwo8sMmRlKKzT2tYRumgA0QWiClLaH0vbQurWA2k/p/Jw+yDP3RFr7o5xDG1wjl7mG0CBlazrYmg62RsJUt7HVrVxVK69STBfWUjkVTEYxlZJHJ+Rw8TmCuCx+fC4dn88mFyGpAFszkJTHzyilEnJxfToSc9fUw5GSh9QcKiWHTl4jZ5Oz2JRcNmVNfWNlY0x4qUWdWNDQzIma2cZmqqkVIglauxmpnpUZINWhUwOpgVKYKbWV0Th5Rq/QEuBbA6zRB50LKpvQ4I4wOAU6O09ro7QWqE3QmKGxMu4B1jfOBWe5/l28wYPc0GF24AgzcBDuabjG+f07aP8EnEPwjMM2DNt47JFHIo8+QR14AvMPYfcp4ZGnhQcepafuuvrgqY3Dx2Byo0OOZhWaTKi3olKD/BZ+uQSFYqqiM7LDFFHa/NdPl78xo+jqF2fJUmiZkI8ImXjpg83WMUHfHnrogKD/QEz/gY1Dh6L6dkPfh0YDaszo7Id6jH/44W/f/tx373o29sA97MRRGPvQZYHOC7kVOg/CSc6Vlg32Hlbl5OmCnLaHp+vl6XoZbZDR+lldgNb4WF0gxjEkMAYF5kCUtVdgDmzxjkYafFv0nisNrsgONSpEKGtAeT1K6qjy+shaMa+oiskoQHI2m5ARmZIbEZcZkZDDxOUhvgDxBYjPCwcVl0fF52BrJp2QyyXnM4m5iMvA1u1UfCaXnBvus63Fl4PtWYKCSl5RFVtWy1WLeA1inriVa5MwEik6VOjSQmqAzEgpzLTSQqsdlMZBG9y0fj2TkdEDgw8GH2Xw8LQuvsbB01hZtYVSm6EyQm2GyoIOLeQWGAJwjtI9u7iBA9zQYW7oMHxz8EzDOQrbAExB6P3QBaHvx+DxqAOPRB45jd0PY9dDmL8fM3cL5+7lD/z6sqmbNo3vhNGBOinKpKjSUdU6qqhtc4MSeSK2WoZa2eVi1WO/f4+sjYusrq6uLWhcb+vnz5Flckn9csdk1NAB4dhRYd+BTcNHYvr2QT+ADitaLbTYgRYfmtxQDl++7/4rD5288vB9P/z1SSjcsAzC4Ee3FXIntD50mnkKN9pMAoU7wtBLa3w8XZBv7KU1Pkrn5RkC0Hqg9XAmPxRWvjXAmryU3sWz+AUmzyabb7PVHau3Rih0dLsUdU2orEVNA/KKkF+ElO1Iy0BcEh2Xym5L5eLSmbgcxBdQcQVUXN6lYOJycH0mG5/LT8rnJebRcRnUtnReQrYgJe9/qlOJWUjOQnoBlVvKK60V1IkjxG28Vgnb2obWDnSq0KWHzIBuI5RmSm2lNA5oHV96Gz0w+tbDw2pdPK2D09gZlRkqE5RGKExQmdBthNwCjQeGIGyj8M5yPbu5/r3wzsI9DccorP0wBtay3Gh6EDwQu/v+2AOPMTsepOfvw+xvMHmHYOZuru+GqMGj0UMzEZ5epsuCKiVKVShT8co6I8rb+ZWddI0cDQoUiB5/8x/LIbK68rXqSxfJamiBkI8ImXrloys9s1vGj2+Yvjl28NiGnoOMZQLtDjTp0GrmSVz8Fj86hqCaYkw7r52/97qjj169624YRqHuhXUCql7ohlnNsEA1GKMapsWujbqRGNswZfQL7P0R7gHK5KVtgQj3ACxeWLx8dx9MboGnl7J7OXeQ5+nhuf1RvmCU1xft8Ua5PUKLhdFo0C5BXS2KClFViZQUFBYgORWpaWx6JpeSSSfk0vH57JeRy8bncnG51K8yufgcQVK+ICmfi89i4zKFibmR2wuppAysq1+abkFSFuIzsD2fLayKqBNHNkuEre1saxuaJehUQaqHzAC56Ut1nfNr1E0+GD201slp7KzaxqistNIUTmAEuREKExRmdFvQbYPSA0MfZR9nPdNwTsExTlsGGWMPo3NTavdakkLHTOzUHbE7H+CmfsNM/QYTd2D4JnbsFq73BOfdIwiObe4fu8zczzWaUCxHUTdX2sEWivnV3XSDClVdKGz83Z8+OrcaHgb9n+qhBUJWL4bI3wmZfe2jq/07vzV546bpWzYNHmfM0+jyocOJTjtaTJTYGtHmRZWJlfajzvK9vqNbDzxwzcytAtdOtLmgHYZ2BIYJSHs32HZy3cMC+Xi0foIzD4QzOzD2IHQ2GJ20IwC9HRYn6+1hPEHYPXC42EAPv6cPTjcsFsbni+jt43k9sFlYm5nSadEmRmM9xCIkbENuFpKTkJZKpWcgIYVOyAmPo4XPbHxO+Exvy+Il5glTCgXJBbyEbC4+S5icF5VeFFbHuvqlqTZsS0dyNrJL2LJaXl0Tv6mV1yqh27rQpYZUj24j5CZaabmk/q+39/W2Dq2LVjsolZ1WWiiFce21TqaDTAepHp16dOjRaUK3HUoP1H7KNEIbB1ldD0/j5SkdvG4b1W2F3A3NQMzA0djJ27mRW5nRWzF8I/oO0wPHWf9R2rWT8QzG+gevtA3FdnpQpUNhF3JEbKEYpRLUylHRcZnas+vUS18Qshj6WnVygZDlC6vk74TsfP3ja/27vj16YtPIDULnXiiGIfFA6oXKD6kTYisrtrKdDk7qEqoDrMr7rcCOlBMnN/p28uzT6PazzlnohqEdYl27YJ4WePbT9mnaNgijD1Y/bQ/C6IbZC0cAJhflDMLh5/x9cHjYQA98fi7YC38ADjfd2y8YHOH19DEeL+t0Rro8m7zeWJOJ19WF5BSkpSN5O9KzsT0bv0oMN9aw3LpiDp2QxSXnCtIKIjOKhdsL2aQ8OiGHTcrjby9AcgaSv1RnE7LYhCw6IQsJ2WuDOZlFKK5kakWCFomwS0F1qiHToVtPKYy00kRrLIzWzugctMFNGdxryYy+mq5O64TGDqWNUpgpuYGS6ekuDdOlQYsMbXJI1FSnHh0GtOvRpkWLHko/FD62283vsgg79MJ2HdeuR7sZ7bZIz87YwRNc71G2/zh6D8G7C/79lOsg7doJew9ldG7QeK9QBKLEThR3I70a+XUoaUVeA2S2uKnD9hvvOUPIRfL16udWyeKFEPk7IXv+8PG13vnLeg/wPXsgG4Z8BPI+yHzQBBljP6/Lizo1Cmq/a3B9z+i+TGX/vqU3beb4T/3zkd1eqtMdbRpFl5czT0A3DNs0rJOwT9CWAb6tj7X0rGVsCi8vsflYZy/0dth8cPlpTxBONyxONtAHXz8cQahMMDgiAkMCV5A12C9zB66we7nWLuQUIy51bewlbjv+Ow7JmUhJR3LmVyIbydnC7JKovPLo/ApBVjGdmo+ELCRmIzUHyVlIyUDyP6mzCVlccj6Sc5GYjZQcZBehrFrQ2CLskDFdqrA6rTCyKjOrtnAaO6tzhMufr9t/RV3jgMYBlY1SmNGtp7s0bIeS61BC1E6Ju7g2Ob9dzbVr0aqEqBt13ZDYILHRLUZOrBY0yYUiKV+koJrUqNMITWPR/n083346eADePbBPwzEPy27Y5mD0Q6bjd5gv6/ZtaPOyFWrkipBehsoO5NR+Z3T/th0n2ncd/5iQC1+rHiJnl8iF84R8TMiBP37yI9dsjHMe2jFI+tA9TCkHoQhC18sah/iKoFCsl990x9OEPL5CXibkeUJeCRfe+YgkWyY21xuuNYxcoRm8zDLOqHrR5RLYx/nG/k2u8QhTP0/vj3WORlr7Ga030tFP631R7kGeNRjpGYDSfPnINGX18Vx9MAc3Du2i7f2QWQT2/ljHAF/l3GL0Xq51crXtVzSrkFoszKrkJRbSv8qkrs9AciZS05Ca/pXIRGpmVEllTFl1dGkNP78M2/ORkIH4dCSmI+Vf1bn4LC4+i5eYRyXmIDEHqXnIKkJxJVPdQDW2cJ0qSDV0t45W6MPqPK2N1dk4vZPVOy+1eOoSv8YOtR1KKxQmSqZnujRch5IvkTNNnVxjJ6+pi9fUxWuSsmIp0yhDowL1GtTrUKtga7oEVRJBdRuvWkJVS1HaxVf1RTnmWedO2rsbznmYRmGehHYKmhGonejW89pNMa22yCa7sNYgrOxCRhmKxZTMft3hu67qn60Y2/3eN6mT5fOrKwuLK+RTQg7/8ZMfOScizKPoCkI2hPY+dPUxulHaMAZlv0Da/x2p97cff/YOIW8Scstrr+144NFT7332t2XyASG+Wx/9YbNee8PDqa5Z0eH7r7GOfNsyum3mxv8eOpC64+Zfjhz8ad+OxPkbfjV58Ae9U1tnD33PP1Zw870Je45dP38wwuAUPfRU3J6jPxnbFWvp6Xz6D9Jn/vTfkweu6Zv75cSBxMmDxftuud4z9iOls3ri0C86LUkK53+L5NdWtP2sUYbkzC+x0zKRlo20bGzPjq5uiKlpiq4UcYWVa/sctqUhLhUpGUjZjuTtVFIGnZhxSZ3elkUl5iAlHxlFyC1FUQVKq1BZx+tUslI1261h5HpWZeRprGH1MDltcIef7pcCaifUTihtUJgg1dGdap5EwZfIha1SgbiTbWija9uYOgkr6hSIFcI2LaqkqJSivIMub+XKmrmyZrasFRUdKJRw3cFI24zANsd37qIts9AMQzsO6RAkHkhNUFuFMhtPpOfVGKIazLFiIwrFyKr+wdyJnx27O9bSWxSY/iBELn79cz08u7lAzhEy//QbmzrNtMYH4wCrGeHUE3zlFKucplTTnHx6Q8f091qDN770548IeYeQRz79aOcTj/2VkM8J+YgQ2aEbr2ztvvODxYkHX+2998XeR14feObtoVc/8j/3Vucdj3uf++vInz7yPf/n4Mt/GfnzuwfPXJx86z3Pi6/2/v4vWbO7xbf+tuf1v/peeuPgmeX/sgV2vf9pzytvmB5/ceKtfwRffdPw4DPaux6dev5v40/8PnD344E7Hhq+9/Heux7033bPyIOPuW+/H9enITGby6vAr1KRX4HS2thWKa+umV/bLKhqYgurkFGIlGwuNU+QkY+07UjbTqVup5PTmaR0LjGTi8/g4rOwNQOJ2dT2QianjCmqQVkdyutQUYc6McQdTIecr9QLdWaBwcbp7ZTexpjdlMlDmbww+KD3hldMgnkiZQAAIABJREFUQBvOM+mG0gaFBVIDOlSMRM5r6+Y1dbGiDrpegto21LTTdVK2QcFrVNBVErq8lSlt4ZW1CSs7+JWdKGlHYRtarKjXC/RjUZY5WjHKdY9ynUOblJNsvYuqN6FRhUYZ6rpRreRX6oXVJlRqUaOBbfBbR+/aevtDTKthu8R7doEsh8gl7K+Mza0vizlLyNzpP2ySGRidG+Z+RjfCqidY9QytnoV6hlHOxXTNfa+t7+GPz722eP70xbOeO2+eeOrRuVOnPibkPUK6br3tx0639OCtqv13TDzx586Dd7Udv7dg+ljpjpultz5ifvD5rlseqNx9LH9yV+mOvcrf3Ntw+FhK36DoyPGa/UeSe4fNJ58s33lE/ZuT/6W1aO6+V3rr3SU798vvfah45+HynUfaj90pmjnSNHGoYXBHbe90hW8oz+Yt8gWapmaLfCP8jFIusxypRUgrjmyU0rVtrKiDaWjn1bdx1c10YSW25yMxk03IEKRkITEFSclITEF8Mh2XysSl0lvT6K3p2JaJpBw6vYjNLWeKaujSunX4etQ3c23dEQpdlM4SYbByeit01n9VXyP3Qu2Dyg2lDd1mSA1Uh4qRyLlWGSsOq7dfUqdFCl6jKrJFJRRJuap2tqyVK5Xwy7v4VUq2VoN6LSrkfFkwUjNMSfyU2INah7DBE11lFlZqUdON2i5UdqC8iytWsGValKgh82Nk76bjd//X0bsYkSa92buwQlZXv1adkGVCLhDyd0ImX3g9VmGgDG7YBmnDKKOfonTTMKxtraY1U5vkPcff/PBlQmaefWLm1eeN99w5dvqZ3/zto2cIqb/77lib/Uqt/YpOw88947w2zXc8wzy55Qe2ke+qAt9V+X5i7fuW3BTT2v1jqydxcDRhYKRw194N7V25c7t+YHRcJtVeqTR9R2Ha3NH9X07PZpnyhy7fD93BqyweVtTxC/fgZSJ5ZJEoIrsqJqdKkFXMZuTxcwuEhWUbyxqiS0RcQR3Si5mK5o2dWq6xixJ1sOIuXmM7r6aFLqxEai7it2NbKhOfRiem0ompbMJ2Nj6NjUvn4tLZrRnMtgwmLptJzuMySni5VVxRPVPSQJc2oKwBxdWobKCaJPwuVYTKKNSZeToLrbMyRlc4De1alnGdBxo3NG6oPVA6obCh2wipjmlXcW1h9Q62UcLUSaiaL9VpsQpVbajtQK2UrZZFVsiiy+Qx5YrYSjXyWpEl4hoNsd0ers0GsRENWrpeH1WujShRoLQTxS0oECO/hcqWIE+KYjntmIrZc/PmQ7d8b+cx1Mi2NlrPEbL0tW19gSx9QZbPhLP8v/xarNrEWPyUY5gxjrOGaRhnYZleS1duGo1WB+/6eOHVVfLIuQXf7+7f/ce/9px84sVl8gdCOh547ApPUHr/6brjv8vZfUvlbY80PfJi9o33WV96P2v+ppydN7ff81TG3OG8vcfVp57dPrvH+/qfig4dq7/1TtWpJ1Omdm6f3Se+8/6cvUfVjz+df+hw4YkbU/cdFJ88dd3k/AaNZYvKcnmHnlfSJCio31AujiypFZZWR1bV8MqqkFHIK65DYS1X3RzVqmDFXXRTF9cm51q6+WIpr7YVRdVIzcPW7bg+FVtT+cmZguRMQXImPylDkJjFT8jkx2fzEnJ5iXm81CJ+VgU/r5pf1MCVNDAlDSitR3EtyutR04TGNkbSzevWCjQWodHOMzgYo4s2OCm9CzpnuKIApXGGyaluCyUz0h1atl3BtnbzWmS8L9VbUdtG13WyDd1oVqFRjlYN1arnibSCcrkgr52f2cJltbC5Lchq4NcptnTbIjr0aFagUYaaLmGxLCKvk85tRlY90muxvQbbRcgUo04bE5jfsuuGLbuPf2d0Nyok11TJwxWTvkb9HDn3GTn/KSHvEjLxyuubNRa+Jch3TvCN03zjPGOeh20Grgm4RmAfitX67/j9p+EH+ZPvL930wnuvnCd/u0jeIUS8767vKDyGu1+QHn+sYf8D5lNvNd/1fNGxk/V3PlPy64eb73+h5YHnfzG+P+fIbZJHTkdrLS0nHyu+6Y7mB09V3nFPzd33V991X83d99fde1L32h+rH3gg+9bb6089UXjvfSX3Phhr9Vxm9VENXSgRCSpbY+vaUViF3GKqsparbURZHUrqqKrm2E4N19KNGjHTrmLbFTyJgt/aLRC1UyW1SC9AfAbitiN+OxefwVsPNi6TjctktmXR27J4qUW89DJBTpWgoJ5f3MQraWJKGqkSEVPZhPI6lNSirBa1zXSbTKg0RBudfL2V09s5vZ3ROWitndI4KI2DUtlphZ2WW1mphek0sB3a8PXHNUt54g5OtKZO1YTVpWhWQWZFpw1NelSp6CIpL78jsqAzqrBDUNSG3HqmqnVDh4bfKkWdGDUNKKxh81sFGS28tHouuYpNKGMSK5BSjcwGttMR7Z6I6pvfMrr7yuAEikWx+U1vE3Lha9UvkjNnyRdnyeoHhMy+8ofLtfZI62Ckcy7StDPCuItn3gX7HFyTcI/AMbhBFxi7/7X3QuRdQv5GyLML5C+EvHKRnF4g2/v2X2Ma+ZF+4rvywZ/ad/3YsydGM3J1z0FW2fPdnt0/Hj18Vc98jKX/Cu/YVb1T6DZ+t298i6fncl/ff03vZDWmDQ7fTyd3QWXYFOylTOYtw6OMw7VldEzo9gks7gidDfXtKGlEWROvuo2qaERJFSrrUNfIE3egoVXYoYxS6NHQBlEbX2FEm5zr1AgkSkGTlKlsQnZZeCENLy2f2pZOb02jrt+OrdtxfRquT8fWdGzN4DLL2ZxqrqCOV9LElYmZUjFKGlEs4qqbUV6HwmoUVqKsHg1tvE5VhMoo1Fr5eitPa2O0VkZrpzQ2qK2Uys50W7luMyc1cZ06VqLi2pRr6k1dXEPHJXWmrp1tkNJiFbrsaDGjRo1yJVWqoIukyG1FegOy6pFajKxSNLShoQXV9YyoBaX1yKpn0hr4CZURcWURW0sECWV0WiVy6iPlTqE+wDf2bnGMXKb2IKean1H56sI3qJPQZ8urZxfJ6ieE7HzpjSs1nhjbWLR7d5Rpb7Rxv8C0j7XuhmMGjnGebWijse+yTkda797C2ZuShvYnjR3eNnQweezET4N7KVVA6J6CqgeawQjvDtgnoezh9+zhO2b4lnGBdYxvHY5yjfMs/VA7o9yDEc4+gb1nU88Ia/FAZ7t2bg8UhsuHxmm7OyLQx3j8XKAHRjPr8tEm1xZ3H2olKKpHThWKG+haCSqbUFKD8hquQ8F0yKM0Zp5CB4kcMg269f9Xe+8ZJdlVnX8/996KXR0mtMQoIEAgG/9JkoVyDhN7eqZz7qqurpxzzlWdc54O0zMjaUbSGJAQQYCwSQKMAIMFmBf/bUCWQUJ5QodKt/b7oapHI1nya/v9gMXirLN6remerg/9u+fcc/Z+9n6gtnIqm6jXIu3WCxsV7L4G9t6DontrZfcfFty6R3jL/YJb9zBbmircthu37cWeBuxvQU0bc7gLh7twuBu1nTjYgdr2krKjthmH29HcjXYlulUyq1tqc4utHqHVzVo8rMUDi5szeYU6t1jtEqmcol6bqMckVBgFXVphl1bUodk6w8uZRjnX3CNsVYnaDdv0cbE8yLY4xW2eKkWwXO5FnQ73taCuB3uacd9hNCnQ1INDHcJWDQ524a4G3FYv+vTBiuv2b7t+f9XNByX3NGB/i1Bulmp9ldpgtSZYdkiFWw9Kbj/wzOub70I9e46ya3yezhAtPfvcZdakzDctjR6Xuk9I3Q9KPCcEnlUEFln/jMw1VuUc3uEZ2+EdhyogsvXJPKPQhHfEFgTeCXjG4ZsUJpYQmoN7smLyNMLzCM2Lokdg7t/ef6wqtcx4R8oTs9LolCg8Anu0PDkBR0gaH5LGh4ThpCTWLwwnBZF+cXyIjfQhGBPG+xGMycJ92wN9ONSBOgUOdTF1CkGLGrWtONCIThWrMUJrENlcnNkpcvhYiwdyrcjqY9U2kdoukZtEzb1cTSu3t0Gyr6mqpqV8T4Nsb710b4NkX4NgXz1zoBEHGlDThAPNONSGug40ytGkQIMCdd041IF9jahpwuE2plGOJjkau1DfjvrWcou7zOKSWDxCq7uUVLW4OZO7uNBFartQZRP0WFi5gevWc916QYeObVehVYkmOZpK1MVthiqFX9hgR62hUh74aGDupslHrpt6+COjx6S+Ieh8aNVBYUWjBve3Y78StzfgrgbcViv49IGK6/ZWX7935601st31gtoWNMoreuxXqAKXt1gFN9YKrttTcduB777wxrtQX9+gLE88nSGa/clzO6wpaWxJ0H8KrmOM5yQXPCUInUJolfUvVDimqxwT5d4piXdS4p2UeKfFnimRZ1rgnea8s0L3jNA1x3rm4C31QmfdC/AswDe/ZWcyveVlMoHAyFYr5GIP7CRCSQRjCCaE0UEEkggk4Y3CGRSH+7dHBsVmP2racLALhxSoleNgNxoUnMJYZnKzJhvMNpgdsBR7g7phcMHgYrROKEwyla1cbmQPdQprWssPdUj3N4v3N4trmsrqOqSNXTjYiP11bKfyUk+o2hOucodldr/A5IbGCoUJnTq09JYW+sEWHGrD4XYcLkrnOnCoFQp9kTprdMHkgtEBtZnROjlNaQrUToHaLtY4xBoH22lgOrVMu4Zp60Xx1t7QjXqFtNlc3mKTNlpxQI19KkGX+8rYwrWrX/jrR77+sVNP/cWJL1+18Nj7Bh6QOqfQGcZhE+qUuK8O195T+em9f7G37ar764V37uX21mFPI+5vlNzZcuVuZfX1hy+76TD30Vu/+svn0vQOA5ThKUu5DL1MNPKjX5fZEsLUsmDibxB6EKGHEX4EkZMIP8AEVsrdRyrc81xgHqF5JjDH+udY/wJ88wjMw39E5Fwonv5Y9wLnWhS6FkXORaFrkfG+pUUyAtMITCEwgdA4QqMIjWx1Y00gFEMwIQoPML4U60/CE4MjKA0mt4X6RXoXDnWhZmsekqNNK1bZy2wBWJywOmFxwOKCxQOzGyYvDF5G54HSWqZylCsszOEu9mB7WV2XsKZZdLCFq21hDrejvh11LWjuhNZYEQhXhROycFIajIv9cYEnwjkjjD0ktPi3OYI7Ld4qg7NMbRHIDWhXo6UHTXJ0qNDaA4WeM7mFdj9MTuisMDqgc0LrgMoKpRUKC3qs6LFBYWN77VyPjVOYuW4916lj21VMWy/XrJI0GySNRmGdDgd6cb8ce3twWI82x9Vzn71q8fNXLX/pg0e/+sEjX7ls9PGK4ANC64TYHBV162R7mqrvOvyB++ovu+sAd+s9uPke3H2QvePw9lsaP3xn165PHNz1iX14/7Wnvv3jd6Geo3yGNvL0ItHcv768LTyMyBgiM0g9hMiDCB5D9EEMnRYM/40s/pAwuIroEuJLiC4htIjQIkJHED2C8BLnWhQ7FuFZhHcR3kXWfTH1t7fHRmAagQkExxAcRmgQwWSJeiAqCg5y7qTQl2TdMdiCMl9imzcpVNlQ34OaDuxrw8FOtlkjUdrKjH6pvdjX3QObGzYvbF6YfTAVU15eRmWXapwypRV1XahpE9V1MjUtXG0bDrWhtg0Hm9DUAY1B4PaKwlFRJMFFU4JYnyg2KI4PSWPDsvhIZXRYYg/I7P5Ke6DKEdzmjGx3RXe4Yzs9caHOiW4duvSMwV3miUncUZEzLHRHYAvC5IXWgR4L5CbITVDYoHRA44bKhR47021mOvRoU6O5F01KQYeBaVKjRoG9cuyWY7cC9/XgHgX2aaEbqB559KqFr+4Yf1wQfYjxn5AEj0IbQKtSdH992c17q264u/rW3dLb7sW1t+Da2/Gp+6qvr/vL27o+dF3DBz99WHTNLcef+t67UOcpl6NzeXqOaPin/1wdSEgHZ8vnTooGjjPxEwguw7sA/wKCy0zkuDh1CvEVJFcQW0F0BeFlRJaRXEZ0iXUvih2L8C7CvwjfIrzFFb9QdD/YmiVPm63d/kJf3AQCUQTDCERFvn7OlRB6UpwrCquvzBOpcIaZbj0Od6OmAwc7uWaVTOWosgSk1iBr8cHuhcMLuw92H2wBWPxF80WBKcip3WU6r0zlQL0CB9vZui4cbGFqO1DXWdTdokMhdPqksQQbjSMYQTiKcAKRFBPpF8QGRbGRstiwyJuQemJST0zqjspcUZkrWu6MljujYktIagsJLUGYPGJXZGdy9NL+iarYiDQ6yAVScIZh9sPgg94HQwjGCFQeKJ3otqPDiBYNGpWoV6CuC+1qNPXiUA8OyLkalfCgXnDIhEMW7NGi1ozuCOedrx7+bPXIY8LQcRhH0aDH7ibcVsN86k72o9dX3XBn5R278Ykb8bHbRJ/afeVNTR+7q+ejt3Vec0er7JP3TD32tXemvpmltTRtEj2Xo6Fv/+AKq7vSE66KjEgcA5dEFq8YeXj7yCNIHoV/Dr4jiKwivorEKiJHET6K0Aoiy0gtI7HMuRekjgX4FhAstkqdg6e04b+L5ckUfOPwDcHXD38c/kixIFTgjjOO2AXqYmdQavWiXYnD7TjUwTUry3tt1fbINk9MaA/C6IQzAGcAxVBJ0YDPEmbNQbElLNR6yw1+mdqJBgUOtaO+CzWtONiBQ52obcPhDigNsmCiPDWISALhKCIJRJIIJxEsdmIfYP19kuiQKDwgDKY4Twz2EMw+6N3QuoTmkMyTLPf2cbYQYw/JQgPVfZM7h6Z3jM/LRmZFfVNMbHyr89iYIDAOQwS6EHr9kDvQbkKzDvW9qFegsQdNvUyTlqtTM/uV2K3AbiX2qmVdATTZUGtAow2qqNg2JrNPlBsHuGaL6ICi4t4m6fX3cddcV/bxG6WfuhlXfbTs0/fvuPHgh+7q/Mu7FR+6vX3XrY34q1st06vvWOiGXI42NgqFAq0TPfP6hu/zX6k/+uC18dFPeEavcYzuso2WuyfZ6CISqwitwLeIyCoiq2xwlfMdFfpWEFpBchnxRbFzocK2AN8CQnMIzsE/B+8c557j3HOse+t9f+GrZ4Z1TzKeMdYzBG+S8cbgDcLrhzfIOqOwR4WeBOeKwuoVOLwCkx1NHWjqYtqUZUrTDrNnhzsi80bhCMDsKnr1MEXTPXuYsYVZS4SzRMrsMbE+UG4Ol2k9aOrFoU7Ud6GmhTnQjoMdqJOjQyM2e8tDSWl8AJE4UoNIDSAxgFg/wgMI9rP+AfgH4O9DIAl/Er4k40sJvAmhJyVyJxhLECY/aw1xjigsAehdjCtS3j+xbWqpfGalfOpo2cSKZGxFOLQs6l+UJI/ANy5wjwht/UJDnFP7WIWD7bSw7Ua06NCiYxo0qOnF7m7sVXCHNOJmE2pVaDGi1YT93bilFjfVYn/Pjg6XdL+m/P7u7Xc2V16/R/yXNwo//El84P/g0qu5v7hF+vF7L72hvvrGhktubaq6vR7X3t05OLX2bjt8yVcnT+tELxL9M9GTz7+2/I1f+E787b3R5SvMwxLnmCi6JI2fkMQeEAaOiX2rla7V7c7VbY4ViXcFsSWEF7dZFqrNc6xnDoEZBGbgm+HcMyLXjNA1x7nnhK4Fzr0gdC1y7gWha4Fzzwlck4xrlHMPMJ4k647C62e9XsbtgzMCW4TzxFlPGDY34/DAYEZjM9ejkaoNFUZHhdUjtnvh8MEdhDcEd4h1hThnpChaFdhinDUqskTLHSmpMVRhich03hL1hi7sb2H2dbD7O8VN6m1a1w53rDwQ5/wxhBJIDCI5iNgQYkNF6yxRYFQQGEF8HIkRxIYRGUJoEIE+1tsv9KQYWxQGP/Q+WMIwB6F1wuiBN8oNzzATR8TTK2Vzx6UzD4rGT3ADy0zyiDC2IA7NiD1jYvuAyBAVqv0ChUPcZS/vsAvr9djfg30KwWFtRYd1m8q13eBjOrVo7UV9J2pauT0t4rvrxTfVcNfuFX+6UXZjy7Yb6qo/vf+Sa+8p+8h1uPwvmfd/DJd+DFfdJP3EXtG1+yvvbK7a1ynY09Q1vXTuHannN3nazBcbcfOFUg3py3laIzpD9E9peuRfzpi++MwtEw99yDdxqX3kUtfMpa65XY7Zy21zl1lnt7lmmdAsG5zdaZmqNs8I3TPwz8A/B98c65kTuuYEzlmBc1bomBc4L8xZgWuac45zrmHOPQB3Ap4oPGF4fIw7AEcI9hDnibGeIKwO2J3QG1HfJDHZZVZXuc0tNDtgsMJsgzcgiKZYd1TginKOKOeIsvYYa48JbDGBLSZzpiTmcIU1WqZ3o7kHh9vR0IkDzdjfjpoOYaf+Ekf0knC/2BuDO4JAHIE4QgkEUwj1ITjIBoeEgSEuNMokJpAYR2wM0VGEBos9pTh3knXGBc4ELEHo3DAHBO44bEFobIgOoX+SmVgUzq4KZx9gxo8itYDIJBeZEQUmxO5hsSUl0IWZXg8UdnRZha0W1GqxT4l6Q2WPd4cuJFG60KZDlwHtarZJITrUUb63ueLO2opP7y77xH07b27edUfHFXe0XH1v60fub9x27R24+pOSj9+Kq65nP3JH5bU1kmsPVN3TUXWoR1DX3TJ/9Cy9Q/k/St/iS7WPF+rFz6cLazna3DLR+7cC/f3vXj39i193HH30lsG5q0yh92l9H3AMfDg0eYl/VGLt2+Ycr3JPSf1zjH8B3nl4FuA9At+SLHBU5FxgzBMwjTHWSYFjinWMwzYC6wBcQ0L/iDA0zPhScIZh9cPsYZx+GGysyyfwBBiXGyYLelQwWVmbk7O7OLuLs3tYp5dxeuHyMu4Qa48UYXOOUu8X1pXiXAno3JwlKDJ5quwBYa8BBxtQ14ymThxsglwvtQfKfQmBJwJXkAkmxclhRPsvzGI/aC48yBW7ghZvmMFh+AcYXz/rTRWpM47IVurFB7MXJg/MPhj9CA5LJpZliw8K549hfAEDU0hOwjdU5hvd4RmptPZx2gB6XVC7ofejQYt2K6MOyaz9Vc7hSuuA1JAQqoNst5Nrs3B1auxtZ+5uYG+tEd20T/rpvVfc03LZHY3vv7vpirsbRH99Fz5+A66/HR+7cee9DZV/feD9Nzbt+uvGyhuaKvYrKzXeOwZnzhBl1tJ8Ol+knM/yVMy0vuPI5/OZTCadTudyOSIqFAqbm5svrK0/T/RjosdePNP/7R+1LJ68PjT8QUvkMnO02pYst/UJbYOMfRSuCfhmivd4OKZhHIW6H+oUjMOsY1zonhS6J2EdgDkJcxzWJOPsY139sMdhDXK2AEx2zu6B0QazQ+Tyw+KAzQW7uzSdHjg9cHnh8sIVZGxhxhZn7QnGnmCcSbiKMw6TT2APiq2+SodPoNSi5jAON6CpDS3d0FpEnqg0nGJ9UXhDTDApTA4VbU8vUC+CZ8PDbHCkOJnAMLtFnfEkS/6+jjBjDxSD8DB5YPRBG4AlgcAIOzDLTi4y00sYm2f6p0XxSbF3WGJJlBnjZZakyBKHNogeF9R+GKMC57AsMFURmJV5JsXmIYE2wXb7BW1Ors7I7JPjnmbcfqgI/pK7G3fcXPO+O+ouua+Bvfl+XH87br0HN939voNdl97eeM3tnR+6ue3SWzu21+oqDaGbB4rUs/9V6kXwm5ub6XSa50s10HmiNaKXC/Qi0UtEvyN6Zp2mvvfz3hOPf8yder89vt0cLbcly33DZaFxzj8C5wAXmIVrArYR2EcZ14TQPck5xxnbiNAxKrAOCcz9YttQpXu8wjUmNqWgCQiMAVbvFhi96LWwRtfO6ECZL8rYfbB5YPPA4YXTC6cXLh/cPrgCsIcZW5SxRRlHDI4EnImSmaI9LPJExTZ/pcMnUOpx4BDqGtDcBqUeVl9ZICmL9gsCcfgjTDDJxQfehfogEyq55jGBwYupc64E64yy9ghjD7HWIGMJwOznDH6JOsQp/Oj1wRpDfJwbW+DGF5nhebZvhgmOMrYBztQntgxIzAOcNgVVROSfEkcXylMr2/pWqxJHywLznG2U0w+wygjb5WUbrajpxf3tuKueveOw4PbaijsaBdfvld1ZX7W/FXcfxK334e593H21u2q6Lr+79SN3dF51S+uO21orD/TKlPZPepNniLLrOcoWStTzhf8P6u88CpTN0hvnC69t0pktB9XniP6F6ItvZO1f+uatA7Pvd4SrrYEd1pDMFoUxCnOKtQ9KfROVoZly7wRrHkBvBL1R9MYYVVykSUn1AzL9YLlhqMyY4rQhqJyM3sfofeXe1OUDM+X+PtiCsPhh9cLmhd0Dh6fE3uEv5bZtIdijcERL1QiuCOeJSXxxiT1Q7vSxSh1q6lDfjNYugckpdEfKQ33lsQFRKIlgjAkm2Vj/f5c660pwrgTniLP2GGeNspYIYw4L9aHK3mBZpxftdsjdMEcRHGb7ZgRDR5CYRWKOC83CMQbdADQDUstkue/I9qGHy8ceqZw4XTn6SHn/g8LQEmzj0PdDk2CUQabVjsNa7O3GfS3sPQ3sXfWC2xtx7X7u/rayBiVq2rC3HnvrKmraqu6u33lL3aU3Hq667qDw+hrcVc/UKS7r0ryUp8xmnniiAhUKVFy/70r9bSF7nuez2WxmM82ntz6CKM3T2Wyp78hrW6v/OaJfED36q+etJ07fHuzfqfWKtUGh2i/RhcpNiSprX7kxJdUlqoz920xDVcZBqTolUEQF8rhMM1hlHYMugh4XLNGK0Nhlw0d2DS2wziiMPpj8MPtg9sHiLU2rb2sGSjXSjhCcRYF6WOCNSwIJkSMgc3ih1KG2AU1t6FKWOfwSX1wWTJVF+kShPiaYZIIpJnKB+mCx3T8TGWTDw2x4mAkNFGexLyzj62e9/Yynj3P3ce4+zpliHUnWloIlwVoSIkO0sje4Xe4v63Iz7Q60O9Drh31AGJ0VJBeRXEZ0EZ4ZWCZhn98WOrVr+Imq6Sekc09IZz8vnvgs138KoRU4pmAchHEAmii6PGgy4WAv9nVidzMqAmc4AAAgAElEQVRzfyvubMMNDVyjUdrjQLsOrUqutqOqtktyU822G2tl1+0TfPJ+XHcfbt6P3U2y3XX/tpbNpPmLOFKhUHhX6plMJp/PF/HncrlsNsvzPBWoWC6XXju/sX6e+ELxLJgjOpflX9vIvbSRf50vdZIpii+efCUz8g+/aVn5zEdtie1t5vJW806F9zJddEdvaLsmtkOf2qZLlWmSImWUU0agisCShM7PBEYuGVm5YuqB7f1zMASgdcPog9EHg5cxeDmDhzOUXDcZsxdWH2w+2AJwBEsNnxwhxhsT+WICm09q90GpR10r2hUilVHmDIk8UbE3JgrEBYEkE0yyob7/OvWSg557QOAZFLiHBK5BzjnA2gYYaz9r7hOaklJ1YJsmuF0ZLOvwMA02NNmhiDCWkbLkKiLLCBxBeAV9p6XjX9ox9bVt018Tz3+NW/gKN/tlTD6BodOIHod3AbZx2EZgSKEngDYL6jU42IMDHdgvx93duE8pM6XKHEnoPWV6t7BeKdvdLvp0zfZb6yQ3HGBv2IOb9+HOg9z+Zsmd+371ytlSi6dig6cC8Tz/n1Evvs4LhUI2m81ms8VnZcvjIUeFXCGbyW6s59NFa6ati0COKFvIb+Y2z6VfP5s+Q/QS0QtE/7hOp3/+784HvniLNb6tVvFBlbeqw8I2atFqEvf6pPoopwpA4YKnH4EBychi1eTRyrFlSXISBh+UNhi80HtZrUeo9Uo0bqnGWa5xSXUugcldNOArGW/aA3AG4QzCFea8EVjcIpsHKgOaOoQ9mnKTQ2IPlBTNrgjrS7ChPi7cz0T6S04OkTd7/RepIzyA8FupewfhGeS8wwL3iMA5zDmGONswax1iLMOsuQ96P6fzlfX6K7r921p9FY0+cXMIHTHONg/PEuInMf0F8fHvyk79SHLiGXb5aSx9E4t/i4WvY+ZJjD2OgUcQO47QEpwTMPdDHUKnA0161PWiVo7aXuzRoNFVnVyRxWdYV2qbt1/UqGNvbxBeX7P9zkbBLTW4rQb3HMSeurKDbWW37332hVc285SnEiIiyufz70q9eHS/sNtns9l8Pk/EU3qDshnic6WZy1A+S3zJ46k0c3nKZCmTpRy/vpY/t0FrWVrfWv2/ytIP1qj/a99vnj3xIY1T1NAj6TRs03vLtB70WOEfEPRN75w9IRueFycmRLERGH1QmKBzQ+sWaF1CjUuidsg09nK1XaqxCwwOzmxnikYYNk8pIO8IwhFkXBGYPUKLFyoTWrpFKmOlzSuyBmANwOIvOuz+F6gPFW2QERyEfwC+QcY7BM8w5x1l3WMC9xjnGONso6x1lLGMwDoIUxAaJxSuCnlglzz+vs5keWMEh4JoT8C5yM58pezRH5U99nPuM/+IR36CU/+Ao09j+dtY/Abmn8LUlzH2ODP0qKDvAbgnYRmCNoxuF1oMaNDgsBKHtdhvhCJ2+cxnyodX2eDoJdFpUZMJNxzGp/ZX3NGIW2pwxwHcdwh7G2S1neJb7v/Rv7+4USiuxFK7+P+M+jsPnijLU5qnDE9ZnrI85Uplk1QoNRfME5+nXI5yGcoVKFeygM0R8VQgSm8FAF4g+i3Rz4lO/vZF1cOPfdIT2tapZJoVlyfHrxxb/PDs8Q9OrOyIj4ucUeg90Nil9oDQ6IbajF6TQGMWai0itZnp1Yt0FpHBKjQ7hFYnY3XB7ITRAZ0VBhfsQcYegNEptnqgNmxz+GUWr8gaYOwh1h5hXFHGG4e/6Kfbh+BAqZV/yWV1hAmNsOFRJlxMB4+UruyBEcY/xnrHOc8455kUuCY45wRrG2Os47CMwToMSxj2MKMPsV3esvbg9q6UrCOFphgaQ4g+JDnxPcFn/oF5/GeCJ/8vHvsFlr+Dkz/GAz/A0acx/1Rpk08+wESPwjkB6yBniLO9fqbLgVYj6rWoN+CAcUfqVNX4w9XzfyNNzkMdwP3dovsUkttaRLc34b4m7GvGwVYcahfVdOzc2/TED39yoSXkBZOA/yb1wpaXXmbLV6/YS7JARJQnPkeUIT5N/Cbl1onPUY74NGXTlEtTvmjNV3LxPkv0AtFviJ4jeo7on4i+/uqZ1V/9pu3kEzdPrLzflaw2+i5zRK70JqqtPpHKJNFZOLURvTpGo2P1Rs5gglYHpQrdCkauEqh0Ap1ZYLJzVjdj98ERgMUHix8WL2PxSd1hqE0yu19i8Qhsb1KHJwZ/Av7Uf0p9DKGi6eo4AmMIjDH+iaKRB+eZErgmOecEa5tgrOOwTMA6At8QjCH0eNEbkaiSXHccnXEoB3bMfKX65N+Xf/YnOPk9nHgaj/wYn/05HvkpHvghc/z7zMq3Mf9VTD6B4dNc30Pi+CrjGhfaBiWmpEQXkSp9YrlT0mFjOl04YJTFH7hy6cvbJx/eMXwcbTbsUwl2K0V3dQnvacfeDhzsQF0X6uVcXe/2mvbT3//h+lYjv9z/kDptBfLeqWtscUlnip1GiU9TsR3CBhXWqLC2ZfOeJcrmKZcu5F/b3Hjx/PlXMtliGPgNot+m6d+J/i/Rt87S8Dd+vC85cXmHuqK+o7JdUSHvFXYr0N2NXjn0Kpg0MPRCJd9htlTrTFU6k0xrEumsrMEOkwtmF+MMwuSC0SV0R7ZF+qCziGwegdnDWYKMLVyi7k7Al3wr9S2XntAIExxlQ2NMeAKhydIMTME/xfin4J1iPVOsZ4Z1TTPOKcY+Ads4LBOwjME6CGMChhQMA9Akoe1DcKl89onqR79b/cV/3PHU/1Px5D+JH/85d/qn7MkfMcf+nll+mln6Bnfk66K5r0qmnyif/FzV6KlLhh+U+ScrncMV5mS5OijqdrBNRhxW45AWe1SXTz9+xdzjVy9/AZYBKPy4RyE9ZBLu6RXu60WtCg0aNOvQZkCrqaqh9+g3nz5HtP7/h3qhRLS02jNbpPNb8z+0feWJ0ltNIje2wKffulHw+Wwul8kWb4PnCvQqT68QvUL0ItH3X9+Y+OZ3VcvHr5L37OzsELc2MR1NrKIV6i5ouqDsqJQrtncpK7qUUrlKrDQItRah2SWw+YTuCAxOmNzlob5L+ydgsDNmN0wu1hqENcTYwnBG3qQeSL0jdSY8gfBMyYAvOLMlBZuFd4b1zPwH6mOMeQy6AbFtjLWOQh2DNo7IQsXyly997PvMA1/Dyb/jHnladPoH0kd+WPbgM+UnflB54pnyY0+XH/2m7MhTZdNPSEdOS/qOlUcXK0MzQkNcpAmJ5G6mxYRaNfZ245423NuBGu1fnvj6B2Y+d8XwSTSYuW4/9mnLW1zCw0ZhvQlNZrTZ0eWEwoseX0WXafzJp84Snd9qyPk/oZ4jWruoZ2hx68hc+LjiNlBc9RewUi5P2eIsULZQ+kF289zrfHqN8lnK5yibpswm5bOU5/k0UYHyRGmiVzP0YpZeJHqR6Hmip159xf/5x28Jeqvbm4R1NaLGWllr42XdPZd3Kqs7lZWdyrJujVChY1VmaG0iRwgmN+sIb0+OXDYyU3wCYHCx1hCsEcYWhSMGVxzeBLx9CPQjMLSFfBihUYRGS9RD81sWygslOZBvHt451jPHeubeQt06xpjHxKZxgX4MmgGYh5Bala0+Wf7I37EPflX08DfEp75V+eh3L/mbH152+ke7Tv7gktWndyx/a8fKN7ctfE02/jkudQKeKRgSUHjQbsUhFQ724IAC+xXYK8deOfbIcUAJhe8vjn3lEytPosWFWhP2qCu6gpJWj6jVLWz3CLv8AkWQUUWhS8LYL9P6o5/5fDGgcn6LFBX+m9TzRJtbLV3Xt1b8m32OLlDPXkz94p2AL/X8JZ5yacqlKbtJ2U3KrlN2g3KblMtQJk3Z3IVAUNGa9zzRc2vrf9i6BP4z0aln/9G4uHiXw7ltd82O2sZdrfLLlbpdGss2tVXYa0SPnjV6OFugIjz4vsGZXcPTMDhgdkPvYizBd6Du73tn6qEphI4guIzAMgKLJSmYr2ik/Dbqo7COwDIGzShUI3AtbJ954srPfn/XF35Y9dh3Kz77ne2nv1396HcvO/n0ZSe+tWv1G5cuPiWdeAKpkwgfRWAJrhlYhqAOo8uJZhPq1ahV4qACNQocUDD75Mw+ObenBzUquAauOfbFK+JHcZ8Sd3TjfnVZu0/U4ZX2hMU9UWlvUqIZEBmGWcs4nFMya8r+wKkzRK8Tf5b4/yF1oqJl8oUrO//2WSRaoNLXC5d4/qLTwEWfVqBsnt/M5s7zhY2tV8DbXgQ5Ir5AxBdoM0vn04W1DG3wtFmgtSz9IUtf+e2LY0//sGV66cMqM1vThIPNbJdGanRBaZa4o5cNzV4xulA9MAW9E1YP9C5YgrCEYY3AHoUrCU/qrdRHtpJsW9SDSwisILCCwDJ8S1vUF95KfaxE3ToG45TQd3Tn5BMfOP39yx/7QfnJvxUf/0rVia9LJj8nGXwU7iNQ9kMzAN8RxFcRWIBpCIYB6FJQx9DrR4+H7baLuiziNkNZs17aoBHVKoV7Fcx9nbi7A/d37Oxb+ODiabTaccCA65uEB0y4v1fQ6ZVo4xJdf4VuuFw/XmadETjnEViSeUbVS6uvE71K+TOUzxBlC/8z6vkc5S74aRdv7XzpCdjCW3hzbn0v/3bwxcekQHyecgXK5imbofVz6dfzhfNvgi9kKL/JZzb4TLoY/ylsFkrHkhxRjrI8vVig54n+jegnPD3yr8/bP/ulm0J92+VatlV+mSv0idHZa0ZmLk8MQWNizE7orLAGYQ3DHoMzDlcCnn54++EbQGAYwREExxAcY4LjTHCcDUyywVkEVxBYLYF/k/pc6dXunuSc46x9lLENwToI6/D7Uo9cNfXl9y8+VTX9BMYeQd9x+Kah60NPFJp+9CTQ6oe2j4utoP8YvJMIzcA/BfcorP2MLsIqPYJum6jdJGxQC+tUwkNKQY2S3afEbjl2y7FX8ZHJh6pTR3BAjft6hHvUuKsLd7ahxVJhiMtMfeWm4TLrlMi5AP8KoicEodnWxWMvEb1GdD7HF4iKAdb/wRn+PyzuCyv7P/ut/+Qnb3lQ3uYu8Obm8S72Armt5uLnic4QvUL0AtFzRMs//Inx5KP3pgavDUY+aHPJlL2iXqXM4YItAFcMnj54++HpgysFVz9c/XAOwjPCBKa50BwXmOUCs6LAgii8zEVPMJEHEFqFfxneRfiOsP4FgW+O80wJ3ZNC15jINSJ2DIrt/SJbn8g6KDSPM+YpmMdhHoVlCKY+6JPQJqBJoiuIriDkYXT5hNElJrWC5BEk5uAfgS0OY4QzRiS6kLTHLW6z4GAvU6sW1huEjUa2wYQ6I2r1qNFUu8fR4UKdga3TYU8XdrezNV3Y21LWY9tujW33jYsDs1z8GDv6GUw8juTK7TPHf010pkD5DaIs0Vq6QNn/PvX/XYMnPkt8hvhsgc/xPJ8t0DrRG0SvbiUDn3rtTOgrX70nlfyATluhVIkNTsYSYK0hxhZmbMW68wQsCVhTsA3COQ7XFNwzcE3DPQPXHGyzcC7Cu8wFVtnACtzzsE/APMx6pjjPpNAzLnCPFKPxnLOfsw8KzaMi4xhrGoVpCIZ+6BLQRBlVWKCOoMONTh/kQXT5JLEjguQSUkcQn0JgCM4UrHGRJS7RhcRyp7DZjIMq9pBW0GDgmi1Mqx1NNjSaUWeqMvShwYpanaDBgBo5e6BddKgLNW1cs1Ksspd7B6oGjorGTmHsNMY/i+FT18+d/CXR2QLROlGG6PwG/ydAvXgvKBTyhUI+X+CzBcoUaI3o+bMbL28t/WJLlW+f21j6x386NL5wU6D/Ayr79nbd9m7T+/SBy+ypS52D21xDMveI2DMh8M2wwXmEjiC4xARWxL5VieeY2L0idq8IPStC34rIf1QQWIbvCHxz8M/BNw3fBLzj8I7DPc5axsWmcYFphDEOwpCCLs5oIpwqJFaF0eFGpxdyHzrdldE5afKIILWA8CSCo/AOMu4BsT0lMYQFXXam0YBDau6wVthoELVYBG12rt2JdgfanAJ5AIcMOKgTNZlE9WrhoW5xvZw73IWaVrRoRLZk9egD2+Y+h/HPYOxzoqnPXjv30LNEbxDRBlGGaDP9nqdeKNr8bB00eCoUwWcLVDwAXFj3rxO9RvTbLL1M9G9E3/7310a+8LeHIyMfV9quUXv+jyP1Pn1kmykuswxIXeMS3ywXmId7BvYp6MZgnhV7livDD1TFTsoiDwgCR+Fbgm8J/iX4F7ek/gvwzsM9y1mnJOYxgWmENQ8whj5WH+O0EaE6WKYOc50utssNuQ9dzm2x2YrknCg1j+A4wpNMeEIUGJM6B8X6ENdpQ72WOawR1GuEjQZJi1nSYZd0O8UKj1jhY9pcqDOhTi9ttUqbdMJDCu5gJ1vXjZp2NCih8ZdF56umPyOde4JZeLJ87rGPzxz7e6I3iArFk3Emm6fce556jvgM8Tmi7IVLBU+FPK2fTxePkLksnTmTPns2s5ktxZH4QkkVfIbol+f4Y9991nbi8evM0Y/oI7u0kR2Gvh32se3u2TLXNGeflESPSmKrkthxcfSYILQC3xLcC3DMM74VeI/CexSeVbiPwrUC5yrsiwLbrMgyJrCMMpZBxtTPGOOsNiLUhGSaiKDLKex2cQovuh07YrNVyTlp3xzC04jNieLzksi0xDXIaQPotKJJzzZqBY1qUaNO3GyQtJvLum1lCpes1yvocLEtdkGTRdpqKWs2oqYT+9pwWI4WDdoM6HJAnxQmj+1c/uq249/cPv/YX00f/Tui14gKxSMTn8/8CVDPEJ/ZuonyVCgUCsQXivEB/lw6+8Z6KWVQPPWt52l9vRgOogJt5Apv5KmYC36e6Olz1P+Nnx2efPRTnsmrDAPVqkSZOib2jME3Ds843GNwT7CeGYFvQexfFnqWxe4Vkeuo0LkqtB8T2o4LrMcEthWhbUFgm2RtYyVFqCkJQ5TTh6X6KKfwcgovo/RB7t6RmKscOCLpP4LYHJtalCSXJJFpob0PKi86rWybQdiiEzVrRY0qUaNK1KwWt+vKui1lPQ5xu03S4RQ2m8XNJnGTHvs7sbdN0KyV9jiYHic6Hej2wTO9ffaLl5z49qWLX7hmavlJnl4u3tR5IuLTfwLUc1uRolI8uES9ULoHZIuJIp7SOUoXc4EbVNgo7nfFAPPmliVRMQb8O6JnN+lvfvFq4NQ3agaPV1tiUldC5umv8A5X+sYqfeOV3ukK92y5a67ctSBzLMnsR8tsq1LLMYl5VWxd4RwLcM3ANQnHKOxDsPbDHIcxKjImoPSjNwB1EEpvVd+CbGhZOLTM9i8JB1bK+lZEoUmY4+h1M3KbqNsq7jCKWzTCxh6uXs7Wy7lmpahNK+4wCltMkjYb22BAvVbQoMWBbhyUl/e6ZNqAQB2EKgBVBJYRJn5i2/yTHzr+1Q9PLD6WKbxIlCn+vYjf/BOgfnEKgGgr2ZvPUzZHuTzleMrlKJejbI7SGcpsUnYtlzufy67n8pv5Qi5b4NOFwjpPaaKzOXrhXOEPGyUh0Fmi3xN95oW1vp/8S/MDj30sMLCz11WpdO0y910dnLnUPrrTPrndNl1pny23LUhtR6TWRaFtgXXNwz0D9yRco3AOw94PaxKmGGtOQh2EOghdFJpA2eCKaPQYO3xUOLhaNnRM1r8sDE7AGEWPEwqbRGmTdBpEbWpBk4I53Im6Tqa+i2vuEbZqmAaNsMWEw2rU9qJRg0MKNGp3WGJibZDVRmBKwjoE0wDsE5Lh0x879XdXj8+f3sy9UGxQw1OB+PX3OvW3j9IlfkvTUwwglszlslTIEmULlMuXRAB8/l3yRhdmhuhVopeJXiT6VZ6+/Ns3Ul96um746CfsiV0q7+XmxOXe0WrfhNQ1ytiG4BzjvNOyxCp887AMwZiEtQ+uQbgG4OiHIQZDHPYBWPpgTiI5L108LZl/pGr2UenAUfjGYI5BH4DGzShtrNyElh6mUc41ytmGTqa+g6nvQH076roEzVphi0HQamCbdWjUod0kUnlk5hijCcMQgzEFQxK6FOzjXPzYJWMnP37k+MlzGy8QrfMl6mvv9TP8mxHft4RuigGf3NbMXjRz70T6gvIrd1HiKE2UpkKukCOep2yB1gr0Ck/P5egXaXomQ6Pfe1Z1+ss39E1f7oxWu5PVwaFybx9ji0vcE5xzHPYhuIfgH4Z/GM4ULDGBaxDmeLFXMGx9GD4qWfkMO3tSNvGgOLEA1yCMYWg8UDnQY0KXDm09TLOCbe5mmrrQ2ImGDjR0oK5T0KIWtumFbXq06NCiR6eF0wak9hRnSTG2AdhHYB6EqR+OMUFkecfA6kdG55Z+99ILRJulQhd+nTLvfer5rbf6lrijsCXvylDubTN3IUj8lowAvwW7GPzfKNBagc4X6DzRRlEaQnni86VIQPH092uifyX6J6LPn910fv07d47OXuMJX+WMsN12sTZcZevf5hks9/aVuZMyT6rC1w+dnzFGRK5BOFIwhREZZ+ceEsw+JBw8woXGYItD64PagV4r5Dp0qtCuZNoUaJUzLd1MSzeau9DYjcZurrVX2KZlO/RoN6DDiB578WNF3jGBdwK+SbjG4RiFe0oYOrI9ceQSX7z/xz97gSjzJvX0nyD1fAk5n/4Ps5hxente4ILEk9KFku/oWp7O5+l8gdZKmqBCKQmUITqTz7+YybxO9Hui3xL9O9FzRL8m+tbZjQd/9bz+kSfvGVq+XOuu6DJcYnC/3x291Oov6zXvMHp32qI7XCnofOg0wBoSTKxULjzIRsbhTsEYhNoBtRW9JsjV6OhhupRsp5Lp6CmyR2sPWhRoUbDtKkGnhu3SodOIbjPUbtiSosAYG5hkgzNscJYJzLD+GUFwTho+sj06K9LZLV/42osF4ou50AK/8SdFvVBKzuYvkvS8Tfrx9mzQm//maetdkKdsntK5rZmlTI6yOcrmShsGX9SVnOfzRWfR8wV6dZN/LV0o1gQ+T/TLAn3zlbWZ7/6oY27xOqvrA3LVld2qKxW6nV2aKoVRIDegxyzyJ6tG56X9k4wnCWsQWhfUVqgtUJmg0KBTychVnFzFdqnZThXT0cu0q4qWcWx7L9elZuUGKIxQ2qEPwDMois0gOIXANEKzguiCOLYojS2VRRarApPo0HQsP/RK8e+SIcrzmcKfAHX+bdv7m1qut8B+88XPv5kj/o9pnrckDEuviTRlNyizVthYK2ykKZ2jfIF4IirkeT6dz65nsmvp/Pk0fz6X28hnCnSGp9e2ykKeXV8//eyzQ1/68t1297Ua0wcV+so2paBbUx1IfHhm6QMzS4w9BKMXWjs0VuisjM6MXh26VaxSw/VoWIWWkWvYLg26NUynlulUMx29nFzF9ujRa4bGCUsYgRFh3xFE5xCZRWxeEF8sS65I44tC37TQmkKr6tDI3OtUTL0UKJvLF/4E3utFc+fCW6jnL4Z9sbwnT0TZPG3kKZ2n9Ja2Z0vAe2EbyL/5PBSIcpTNUi5fyOX4LM/nCoU8FfJU4Inf0oDn8luScJ5yPGUzfGYjx2czROtEr1L+94Xcy0Q/Pbe2+sOf9qwc/7gndLnTW+0NcGa7wOyB3gWtDTqrwGgTG22c2gilmuvVcr1aVqljlTpWoYNcz3Qb0aVjO5WcXAWlHmoLtC7Yo2xkUjS4LBg4yvQfZVIrwtSyJLnMBWdg6keXk23T7I2PrhFRluhsjjYy7/k4/NbafTPP+5az/AVZx4WDeZ4KlM3RRq4UtckWSmv9oufjbQqwAhWIz+UymcxmLpveyvzyhXSaslnK86VagOLXXI6yWcqmKbdJuTQVMgXKZSm/Qfz6ViDod0Q/Ifr8q6+Fv/Xte8enqtWWyl5zpdJQpTZV6yw79ZYqtUHSo5YodeJenahHz/Xo2R4jFCbIjZAbmU41161FrwkaG/ReuJKIzXAjq+LJU4KxBwVDx8X9x6SxJc45DrkfhzSSDv394eEzRJQneiND62kqvNep0zuU5L/zf7jo7Fag3EXpfP7t/7Nw0a+82ye/9aJ4kXZoy1j+LRqTNx+kopN4UQrwBtFLRD86k37wH35pXDh+q8l5dVP35Y0dV3aqr+wx7Oo1lXdp2JYedKgEvVaxwSs0egVaF9oNIoUDSicUDhiCiM1I5x+uWn2Cmz4lmHpEMnZKmFhhHeNQxtDsRp1pR4/7GrXrd0RrRJQjWs9Q5r2+w793RuGdRo7o9dyb8eB/eOX83Ne/0xQfvqajt7qubWdrzyUK/U6VuVJjK1NbxBqbROsUKWwipQs9LvQ4YAojMcWMH8P4MUwcl0w9XDH+sDS2xBgH0RkWtAXLOwM7lb4Pazy/LSZbeaL1DG1u/pn6H3Pkt7Sgr+YKL+XpJaI/EP2e6Dmi1Z/8zPHo527xhnY0d0rrmmQtnRUdPdKu3kq9XWb2MHoH1DZY/IiNSMaWRBNHq+ZOiQeW4BqGJopuP9PhF7d5pS3OaqXnarX7V0SvEVGBaHOT0n+m/kcdBaJ0nt+gwuaW+Ph1ot/z/K9zuaIY5NdE3zx7Zuw732keH/srlbrycL20tbOiV1euMTG9BmisQm+0qm9i2/DcVQsnyxMzMISgcEEVLDcldhiT2zTBapX7QyrHj3P0avEsm96k3Hv95vanMIqhglyO8hnKbVB+jfLF9M8rRC9Q/uUtPfhPz7/xpd/8q+noiX2Joavl2oq6tl0ay8cTQx8bmroyOlzlS0rccVgD0LuhcUBtg9qGXusOjeuDvdbvnM28TLRJVMhsUP7P1P/Igy/lh4qFYHw6x5fywWuFjQ3KbBJ/jrKv8usvF9bPUv7MVjr4mdfXZr/x3Z6ZpfuiAzeF+q6LDgjae1iFltVbBDaP0BPgvAG4PDA5qrWODyvNX33xtZeI1qiQzW3Qez5K854ffG5zjbIbxGcov5nPrPHZ9QsPAV9Ib6bPZfmNAqXzlF7Pnf3DG38oysJe3zoAvkD0+T5Jj8wAAAH9SURBVH95PvDYl663+f7C4rpEb640mKUWi8BuZ+02oclymdZ6TY/+i8/9/iWis8Rv5jfoPR+Rfc8PnvK5tzaC2KR8+s3UcCFLhTQV0kQbVEgTZc9urp8nfp3ebAjyGtFvePoN0ffWsos/+6XywYc/6Q/tUGmrNNorTbare01/Jdd+4V9++xLRG5Td4Nf/TP1/2+C3ykMuKjDis8RnqZCmfJYou0a514k/Q3R2q/SseBI8w7+5AbxI9J0Xz4x/+ZuqyeUbNbaPtylnv/a3LxKtEZ+hbLqw9mfqf+RReKumo/StCymDYsynmDrO54hy5yj3GuXOEH+O+E3iM1u/xecou1nIZChf2JKF5em58/Szc3TymWef+cPLf6DCK/m1NGWztPFn6n/McXHK8GKhR+lnF+KDFwJ9RJvEr5V4b8UWeb7UECR7UcEpTwWeMkRniH6zQa8TnSVaJz5N2Sz9+b7+Rx0X54reDv7iSPNFW0HxV4ioxLu4BxS1gTn+Qp4xu0npDdrM0AbRmQKtE60RvZE/v06b6/y5P1P/I493q+B757K+wlszQxe0oPniua8k/djM5dcy+fRF2oIs0Rvp9Q1KZyid5v+8w//vGO+G+W3bQEnBuXlxs5Ac5XLEZwu5jaIWdJPPvL659srm+pl8Pk20vkn5fOlpKSqFc5T5fwGYlLRDiOsR+wAAAABJRU5ErkJggg==" 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La tradicional cita del meu conservatori enguany l'he viscut ben diferent. Hi he anat de públic, sense haver de vetllar perquè les coses anessin bé o ajudar els alumnes que ho necessitessin. Val a dir que l'experiència m'ha agradat molt: retrobar companys i alumnes, escoltar, xerrar una estona i marxar. I ara em ve de gust deixar-ne constància aquí.<br />
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<span lang="ES">La iniciativa ja
està molt consolidada i mai no hi ha por de quedar-se sense públic. De fet només
amb els familiars de les persones que participen ja s’omplen moltes de les
sales, que fins i tot queden petites .La nostra
preciosa Sala vermella, encara més minvada després d’una rehabilitació més que discutible, acostuma a quedar curta .</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyUlL1NqIIP8xwtV1a3feTBc_1wlhhocQyoT1Dd5w0WazwJF2THReaxrf9VbnkW-EIR_MJuEAnQnXXnTsKui_-dvJmPhB_mtObBq-NF3gOR00-vOXgHLvR8faYnJte9VLpt0LAtODk8rky/s1600/10509-fill(width=480,height=310%29.png.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyUlL1NqIIP8xwtV1a3feTBc_1wlhhocQyoT1Dd5w0WazwJF2THReaxrf9VbnkW-EIR_MJuEAnQnXXnTsKui_-dvJmPhB_mtObBq-NF3gOR00-vOXgHLvR8faYnJte9VLpt0LAtODk8rky/s320/10509-fill(width=480,height=310%29.png.jpg" width="320" /></a></div>
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<span lang="ES">Personalment
preferiria activitats més definides per l’interès del seu contingut: obres poc habituals, repertoris coherents, diversos
intruments en una mateixa audició, participació conjunta del professorat i
l’alumnat, participació activa del públic, potenciació de la música en grup, de la creativitat, i mil coses més.</span><br />
<span lang="ES"> Les
audicions acadèmiques són
necessàries però no trobo que siguin
adequades per l’aparador a la ciutat que signifiquen les Onze hores. Em
pregunto si realment la ciutadania s’acosta al conservatori a sentir ofertes
interessants o si ens hem anat quedant
en una gran celebració familiar, que no és poc. L’altre dia parlava en aquest mateix blog de
la necessitat de canviar els formats dels concerts; doncs bé, les Onze hores podrien ser una
plataforma per provar coses noves, una oportunitat d’inculcar també als
nostres alumnes l’estímul de no quedar-se en
rituals estereotipats, potser vàlids però sens dubte no únics i per tant succeptibles de
variar i evolucionar,</span></div>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-73573821685614969512012-03-23T10:45:00.000-07:002012-06-02T13:03:16.127-07:00escoltar i aplaudirUn dels esdeveniments anuals important per mi és el recital de Sokolov, Grigorij (transcripció normativa però horrorosa, tot sigui dit). Al seu indubtable mestratge pianístic, amb un extraordinari domini de la pulsació fisica i rítmica, s'hi afegeix una exquisida sensibilitat a l'hora de confegir els programes, sempre coherents tant des d'un punt de vista estètic com tonal; per això ,vam poder sentir els Intermezzi op.117 de Brahms, tan introspectius i reflexius, després de les rutilants Variacions sobre un tema de Händel, que va plantejar com una gran dominant que resol en els Intermezzi. El final, un diminuendo que es va fondre en el silenci, ens va deixar sense alè.<br />
Però el silenci es va trencar de seguida: els aplaudiments el van trencar, i es va acabar la màgia. Ell va deixar l'escenari sense quasi saludar, creant un contrast ben estrany entre la música que acabava de crear i una actitud freda i distant.<br />
Després van venir els bisos, fins a sis, i el contrast va perdurar. Un d'ells acabava suspès, com si digués "fins aviat", però no, encara se n'hi van exigir més.<br />
Sempre que aplaudeixo en aquesta mena de circumstàncies em sento bastant estúpida. El fet de picar de mans és força primitiu, i tant es fa en un concert de música clàssica com en un partit de futbol. Dins del ritual dels concerts contrasta enormement amb la rigidesa del vestuari o la distància humana dels músics; és un acte primitiu, però ai de tu! que se t'escapi quan "no toca" com podria ser al brilant final del segon moviment de la Fantasia de Schumann, i no al final del tercer, que també ens deixa sense alè. I ja posats, per què no podem aplaudir després d'una cadència de concert clàssic, com es fa als concerts de jazz? I callar quan el que tenim ganes és més aviat d'escoltar el silenci?<br />
Actuament, és molt fàcil sentir música de tota mena i d'altíssima qualitat sense moure's de casa; i si bé de vegades no hi ha la màgia de l'emoció col·lectiva, hi ha molta més llibertat pel que fa a la manera i actituds d'escolta. Penso que si volem que els recitals de música clàssica continuïn vius hauríem de desencorsetar-los i dotar-los de nous al·licients més d'acord amb la societat actual. <br />
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<br />Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com1tag:blogger.com,1999:blog-8081051667875503451.post-88816818253746090032012-03-16T17:35:00.002-07:002012-05-09T08:54:56.651-07:00música callada<br />
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A l'escenari, moltes dualitats: dos pianos de cua, el Chassaigne de Mompou i l'Steinway de rigor; dos personatges vestits de blanc, un home que toca els pianos i una dona que recita; dues arts que s'entrellacen, la música i la poesia. Concert? Recital poètic? Les dues coses, i cap de les dues en el sentit estricte. Com deia fa poc per la ràdio el mateix protagonista, el gran Josep Colom, les paraules insertades en la música poden distreure. Però també poden subratllar la música i donar-li més força.<br />
L'obra de Mompou és la més introvertida de les que va escriure, i ni ell mateix creia gaire en que fos apta per ser interpretada en públic, i menys sencera. La influència de la poesia de San Juan de la Cruz òbviament no es limita a la cita textual que dóna nom a l'obra: "la música callada, la soledad sonora"; els poemes que vam sentir són també música i s'hi adapten d'una manera gens forçada.<br />
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<span style="font-size: small;"> <span style="font-size: x-small;"> A las aves ligeras,</span></span><br />
<span style="font-size: x-small;"> leones, ciervos, gamos saltadores,</span><br />
<span style="font-size: x-small;"> montes, valles, riberas,</span><br />
<span style="font-size: x-small;"> aguas, aires, ardores</span><br />
<span style="font-size: small;"><span style="font-size: x-small;"> y miedos de las noches vela<span style="font-size: xx-small;"><span style="font-size: x-small;">dores</span>:</span></span> </span><br />
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El joc escènic sí que per mi va resultar superflu, ja que tant la música com la poesia són prou explícites no necessiten coreografies. De tota manera, benvingudes siguin les idees noves i entusiastes si poden contribuir almenys a difondre obres tan fantàstiques.<br />
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<br />Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-43282410097473834242012-03-15T12:36:00.000-07:002012-05-09T08:54:56.646-07:00leite mich...Es veu que l'home (Bach) deia que cantar és com resar dos cops. Les seves cantates estan escrites pensant en la litúrgia i és així com s'interpreten en els <i>mitsingen </i>(que vol dir compartir el cantar). L'església evangelista de parla alemanya és el marc natural per a aquesta iniciativa. La primera, l'abril de l'any passat, a la qual vaig tenir el gran privilegi de participar, es va fer allà, i aquest any hem repetit amb la cantata 150, la primera que Bach va escriure, als vint-i-pocs anys, diuen.<br />
La meva actual fal·lera analítica no m'impedeix en absolut gaudir de la música, al contrari. És per això que crec en l'anàlisi com a eina pedagògica, clar!<br />
La cantata, que encara sona millor després de degustar els deliciosos pastissos de la Carola i la Judit, ofereix tota mena de recursos expressius sempre lligats al text però musicalment interessants per ells mateixos: per citar-ne algun, el tema cromàtic del lament al principi o la direcció ascendent i constant cap a la veritat del <i>Leite mich </i>(guia'm)<br />
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La xacona final presenta un ostinato que va pujant per terceres fins a assolir el punt culminant;<br />
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n4+Kq5aWlkHz5ChuQ4iNjUVxQXsAjY2Nyo0xahEUFFRQUAAf/6XtlpaWwsLC4r8RCoU3btwgk8kAgFWrVhUVFfH5/OIP4OLFi5cvX8bj8T///POkSZMAAOfPn+fz+SUlJWw2m8PhXLt2Dd7lsnr1ajgXqopAIIiIiAAAmJubl5aWFhcXl5eXw2HMnj07KyvrA8P4RwQCQUZGhp6eHh6PF4lEQqFQKBSuX7/+zJkzCFx5eXnh8XiBQKBafunSJQKBAOcOk5KSSkpKiEQiAMDf37+kpASVVsCcOnWKSqXyeDxHR0cAwIIFC/Lz8xH4EQgEZDLZw8NjQENGBj6fHxUVxWAwhl87n89PSUmxsrJS7WB8Pj89PR2LxaLShfh8voeHx5kzZ9DqkAOcczgcEomk7qUoLS11dHQMDg5+S9sikYhKpdJoNBqNFhYW5u7urqOjo6+vj8ViQ0JCmEwm7cPYt2+fra0t3KF1dXVtbGz27dtHp9PpdHp4eHhYWJihoeEnn3zi5eUFr4cPMGcymZs3b4a3wdBotKCgoKCgIBqNNnXqVACAh4cHg8H4wEiGhslkmpmZYTCYgwcPBgcHBwcHz507d9WqVUwmk06nq+sKfu/KgObQ6fSwsDAKheLt7b13796goCAvL6+AgICwsDB1qxgCOp3OYDD8/PwCAwOxWCyZTFbrfqnCZDJtbGysrKyQmQ8TBoOxc+fOrVu37tu3b/iu8Hj88uXLqVSq8lIHBQV5e3tbWVmh0oUYDIaVlRWJRIL7J7owGAwsFovBYNS9ESwW6/vvv7e3t39L26pUVFRYWFhYWVlVV1cjGBVwudxZs2ZFRERERUUNSIYLBAJXV9f3TbNhnj17Bq+lnzt3Tlmor6+/ePHi4UzA3oXNZit3VoWEhOjp6anukFULDoeDbIfgWOPkyZOjuHm2pqZGObkYJmKx2M3NbUChVCpFcZEiLi5Oc090NjU1KR/nUgsGg1FUVAQfD6LtW7duFQ/jjaUSiQTeoFZQUKDMk0MQVFtba2ZmdvDgwaamJgiC2tralBtoBpCWljZ79mw9Pb3Tp09XVFRQqdTFixcLBALEIQ1KdXU1j8fLzs42NzefOnXqcPr0WNtzipjRfTeDUChUvg9omGhzaZCG3k8eHR39/PnzjIwM1Q2DGzZsgMfqBgYG27Ztc3Bw4HK57/Pw4MEDNptNIpECAgKSkpLa2to0EWdBQYGPjw+ZTB7mOq1W26ig1baSsavt+Ph4mUz26NEjZePv3bu3bt06V1fXGTNmwAqfNm1aR0eHJmofeZKSkpTJ9n81KSkpo/glVV1drXyGaZg0Nzcr12iUdHV1obgKEBMTo7kO3NDQcOzYMQSGdDpdudbwl7bb2tqqqqqqqqqq0SA9PV0oFF6/fr2mpgYuSUlJuXDhws2bNw8fPrxkyRIAgIuLy7Vr14b2IxKJUIlHo9TU1BCJRDwer2zsv5SamhofH589e/aMSkNEIlFiYmJ4ePjVq1eH7yojI8PCwqKyslK1PD8/n0QiodKpRCIRiUTi8XjDdwVTVVV1+/bte/fuxcTEHDhw4NSpUwEBAepeihs3btjb27NYrLe0XVlZ6ePj4+vruxcNqFSqn5+faklAQACNRqNQKEwmMygoCI/H0+n0Aef8S/Hz8yORSCQS6d/eHD8/P29v79FqCIVCcXR0tLOzCwgIGKYrPz8/Hx8fLy+vAYU4HM7S0pJCoQzT/969eykUiqWlJRaLRetaBQUFbdiwYdy4cUuWLNm1a5e7u7u1tbW6l4JCoRCJRDKZ/Ja2tWgZdarRG5MPCrpj8qioKBR3Q7e3ty9atMjFxaWrqwuCoPr6+uGvvGi1rWWsUF5errrwiToSiQTFt6+jm+J1dXVVfTFraGjooUOHhulTq20tYwUU8+SDgm6e/OXLlwPe4Y+Yrq4uGxsb5Sjg0qVLn376KbL/PUIVrba1jBU0re0nT54M/8dQEzx9+lT5pXPmzBk9Pb3t27cP361W21rGCprWdltbG7JFY02jUCguXbqUmJjo4uIyZcqU3bt3P3/+fPhutdrWMlbQtLYVCkVfX5/m/A8HhUJRWFiYkJAw/KG4Eq22tYwVNK3t/29ota1lrKDVNrpota1Fy38Trba1aPlv8n846SocdjEnpAAAAABJRU5ErkJggg==" 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4+Kq5aWlkHz5ChuQ4iNjUVxQXsAjY2Nyo0xahEUFFRQUAAf/6XtlpaWwsLC4r8RCoU3btwgk8kAgFWrVhUVFfH5/OIP4OLFi5cvX8bj8T///POkSZMAAOfPn+fz+SUlJWw2m8PhXLt2Dd7lsnr1ajgXqopAIIiIiAAAmJubl5aWFhcXl5eXw2HMnj07KyvrA8P4RwQCQUZGhp6eHh6PF4lEQqFQKBSuX7/+zJkzCFx5eXnh8XiBQKBafunSJQKBAOcOk5KSSkpKiEQiAMDf37+kpASVVsCcOnWKSqXyeDxHR0cAwIIFC/Lz8xH4EQgEZDLZw8NjQENGBj6fHxUVxWAwhl87n89PSUmxsrJS7WB8Pj89PR2LxaLShfh8voeHx5kzZ9DqkAOcczgcEomk7qUoLS11dHQMDg5+S9sikYhKpdJoNBqNFhYW5u7urqOjo6+vj8ViQ0JCmEwm7cPYt2+fra0t3KF1dXVtbGz27dtHp9PpdHp4eHhYWJihoeEnn3zi5eUFr4cPMGcymZs3b4a3wdBotKCgoKCgIBqNNnXqVACAh4cHg8H4wEiGhslkmpmZYTCYgwcPBgcHBwcHz507d9WqVUwmk06nq+sKfu/KgObQ6fSwsDAKheLt7b13796goCAvL6+AgICwsDB1qxgCOp3OYDD8/PwCAwOxWCyZTFbrfqnCZDJtbGysrKyQmQ8TBoOxc+fOrVu37tu3b/iu8Hj88uXLqVSq8lIHBQV5e3tbWVmh0oUYDIaVlRWJRIL7J7owGAwsFovBYNS9ESwW6/vvv7e3t39L26pUVFRYWFhYWVlVV1cjGBVwudxZs2ZFRERERUUNSIYLBAJXV9f3TbNhnj17Bq+lnzt3Tlmor6+/ePHi4UzA3oXNZit3VoWEhOjp6anukFULDoeDbIfgWOPkyZOjuHm2pqZGObkYJmKx2M3NbUChVCpFcZEiLi5Oc090NjU1KR/nUgsGg1FUVAQfD6LtW7duFQ/jjaUSiQTeoFZQUKDMk0MQVFtba2ZmdvDgwaamJgiC2tralBtoBpCWljZ79mw9Pb3Tp09XVFRQqdTFixcLBALEIQ1KdXU1j8fLzs42NzefOnXqcPr0WNtzipjRfTeDUChUvg9omGhzaZCG3k8eHR39/PnzjIwM1Q2DGzZsgMfqBgYG27Ztc3Bw4HK57/Pw4MEDNptNIpECAgKSkpLa2to0EWdBQYGPjw+ZTB7mOq1W26ig1baSsavt+Ph4mUz26NEjZePv3bu3bt06V1fXGTNmwAqfNm1aR0eHJmofeZKSkpTJ9n81KSkpo/glVV1drXyGaZg0Nzcr12iUdHV1obgKEBMTo7kO3NDQcOzYMQSGdDpdudbwl7bb2tqqqqqqqqqq0SA9PV0oFF6/fr2mpgYuSUlJuXDhws2bNw8fPrxkyRIAgIuLy7Vr14b2IxKJUIlHo9TU1BCJRDwer2zsv5SamhofH589e/aMSkNEIlFiYmJ4ePjVq1eH7yojI8PCwqKyslK1PD8/n0QiodKpRCIRiUTi8XjDdwVTVVV1+/bte/fuxcTEHDhw4NSpUwEBAepeihs3btjb27NYrLe0XVlZ6ePj4+vruxcNqFSqn5+faklAQACNRqNQKEwmMygoCI/H0+n0Aef8S/Hz8yORSCQS6d/eHD8/P29v79FqCIVCcXR0tLOzCwgIGKYrPz8/Hx8fLy+vAYU4HM7S0pJCoQzT/969eykUiqWlJRaLRetaBQUFbdiwYdy4cUuWLNm1a5e7u7u1tbW6l4JCoRCJRDKZ/Ja2tWgZdarRG5MPCrpj8qioKBR3Q7e3ty9atMjFxaWrqwuCoPr6+uGvvGi1rWWsUF5errrwiToSiQTFt6+jm+J1dXVVfTFraGjooUOHhulTq20tYwUU8+SDgm6e/OXLlwPe4Y+Yrq4uGxsb5Sjg0qVLn376KbL/PUIVrba1jBU0re0nT54M/8dQEzx9+lT5pXPmzBk9Pb3t27cP361W21rGCprWdltbG7JFY02jUCguXbqUmJjo4uIyZcqU3bt3P3/+fPhutdrWMlbQtLYVCkVfX5/m/A8HhUJRWFiYkJAw/KG4Eq22tYwVNK3t/29ota1lrKDVNrpota1Fy38Trba1aPlv8n846SocdjEnpAAAAABJRU5ErkJggg==" /></a></div>
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allà l'orquestra queda sola i el cor torna a entrar amb tota la força en el to inicial (si menor, com la missa...) fins a arribar a un final que no per casualitat subratlla la paraula <i>streiten </i>(lluitar):<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dz-EiKpqc1JlvgQQqbTu5LCWdliedV6otAPZcHSucAh5iTXgkLdPNm7i8vdkU-K0FBcIoONV1YBEASrsYm8TQ' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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Lluita serena, equilibrada, barroca, però lluita tanmateix!<br />
El plaer d'escoltar-ho només és comparable al de cantar-ho. <b> </b><br />
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<span id="goog_763951420"></span><span id="goog_763951421"></span>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0tag:blogger.com,1999:blog-8081051667875503451.post-89715606142448585542012-02-21T12:15:00.001-08:002012-04-27T09:22:21.557-07:00piano BrossaLa imatge que encapçala aquest blog i que me'n va suggerir el títol és un poema visual de Joan Brossa. La personalitat arrolladora d'aquest artista polifacètic sempre m'ha resultat molt atractiva: vinculat a tota mena d'arts, inclosa la màgia, tant pots ensopegar amb una lletra o un llibre seu passejant per Barcelona com llegir un sonet seu d'allò més canònic. Melòman empedernit però sense coneixements de música, diuen que era capaç de taral·lejar del principi al final tota la tetralogia; potser és exagerat, però el que és segur és que era un gran wagnerià; el seu <i>Volkswagner</i> amb el logotip de la Volkswagen n'és un testimoni.<br />
Compromès també políticament, ha deixat mostres del seu humor negríssim, com aquest famós <i>Convidat</i>:<br />
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<a href="http://zoom3.net/blog/wp-content/uploads/2011/06/56.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="264" src="http://zoom3.net/blog/wp-content/uploads/2011/06/56.jpg" width="320" /></a></div>
Pensant en tot això vaig assistir ahir a la innauguració de la nova Filmoteca i vaig comprovar que han mantingut la placa a la butaca (d'un vermell excessiu) on el també cinèfil Joan Brossa s'asseia. Fantàstics, aquests fils que connecten!<br />
<span id="goog_846246295"></span><span id="goog_846246296"></span>Albada Olayahttp://www.blogger.com/profile/14049316050563955109noreply@blogger.com0