tag:blogger.com,1999:blog-5706371557866177182024-02-19T12:30:58.441+01:00Coses meves i nostresXuminades, inspiracions erràtiques, escalades, trobades i bogeries....Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.comBlogger68125tag:blogger.com,1999:blog-570637155786617718.post-66980830426416096472017-07-28T14:51:00.002+02:002017-07-28T14:53:19.345+02:00Casual Al final sou Vos Senyor<br />
Qui impereu en mon cor.<br />
Em Vaig rendint poc a poc<br />
Al Vostre amor infinit.<br />
Vos separeu del sembrat,<br />
Vos confronteu lo creat,<br />
Transformeu mon desig<br />
Dirigiu mon timó,<br />
Tot i que em deixeu pensar<br />
Molt sovint, que soc jo<br />
qui realitza i segueix tota acció.<br />
M'arrossega sa Presència,<br />
a paratges infinits,<br />
I Quant mon cor es acaronat<br />
Tota amargor va a l'oblit<br />
Que sap molt be el Creador<br />
De Tota nostra mida.<br />
Que no som naus perdudes<br />
En un mar sense fi.<br />
Som com aus que s'enlairen<br />
A cercar son destí.<br />
<br />
Lleida 28/07/17Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-87367318538688520472017-07-17T22:19:00.000+02:002017-07-17T22:19:59.374+02:00Poema intro NerudaPuedo escribir más versos, más profundos. Mas lejanos. Como brilla el sol a lo lejos. Donde está mi alma.<br />
Como mi Bien, a quien ella ama. Erguido mi sueño, en marea baja. Veo montañas, en lontananza, nubes inquietas, que las abrazan.<br />
Un sueño perdido<br />
Entre las aguas .<br />
Una villa , entredormida<br />
Un susurro a mi alma<br />
De Su Corazón emana<br />
Un sueño se quiebra<br />
Mientras otro avanza.<br />
Como corre el hoy<br />
A abrazar su mañana.<br />
Suspendido velo<br />
Una mirada alta<br />
Serena y llana.<br />
Yo queria llegar ,,<br />
Donde ya hube estado<br />
Ahora todo es mas facil<br />
Siempre estás ...<br />
A mi lado<br />
<br />
Pobla 14/7/17Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-46095313641736866652017-07-17T22:16:00.003+02:002017-07-17T22:21:50.218+02:00My mystic placeMy mistic place<br />
<br />
<br />
La paz empuja el viento, que canta entre los arboles, suaves danzantes. El silencio empuja las cigarras a su canto frenetico pero alegre. Parecen acercarse curiosas,para dar bienvenida. El sotomonte, que hierve de cantos , de aves que juegan en las copas, mecidas por un aire ágil, sugiere aromas profundos. El agua , bendecida por el viento, se eriza suave, y se prolonga tersa. Rebaños de carpas, y la carpa guardiana, bajo el agua anhelan. Y nadan. Y juegan. Y yo miro absorto, el reflejo del cielo, y de mi alma toda.<br />
<br />
<br />
La pobla 14/7/17Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-18663262161783674532015-02-04T21:40:00.001+01:002017-07-21T08:46:37.902+02:00Un treball estimat (antropologia filosòfica)<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">Assignatura:
Antropologia Filosòfica</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">Professor:
Josep Martí.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">Semestre:
primer</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">Autor: Manel Solís</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">Data:
2-12-2008</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">Tema:
Visió de l’home en els tres primers capítols del Gènesi, l’home
imatge de Déu.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; page-break-before: always;">
<span style="font-size: medium;">Introducció</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">El Gènesi designa creació, o be principi i neix de la
necessitat de l’home, el qual s’adona que hi ha un esdevenir que
és la historia, que traduim en termes de passat, present i futur,
sent el present el punt en el que se situa l’home en un moment
concret. Pero la racionalitat de l’home cerca en aquesta sequència
un començament, de la mateixa manera que es projecta mentalment cap
a una finalitat escatològica cercant de donar-li sentit a aquest
futur, per això podriem dir que el gènesi i l’apocalipsi en
representent aquesta afirmació de l’home davant la linealitat de
la seva estada temporal en la terra. Gènesi i Apocalipsi estàn
separats per l’eternitat pero unit en quan a destí: l’inici i el
final es toquen es fan un donant-li una significació del temps des
de una perspectiva “divina”.El recorregut d’aquest és desde el
paraís terrenal al paradís celestial (Jerusalem celestial).</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> En
aquest sentit l’home com a esser somàtic es concient de la seva
contingència; té un neixement (inici?) y un final què és la
mort. Aquest sería un escenari dessolador com el que deixen
entreveure els existencialistes.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Sent
doncs el temps, concepte filosòfic, un element substancial del que
en diem peregrinatge de l’home en la terra i a la vista de la
realitat d’un univers creat no pot l’home substraures de la
questió dels seus orígens, i també de les questions de la creació.
En el temps i desde una perspectiva reduccionista les diferents
creences religioses (Eliades) desde les mes antigues fins al apogeu
de les ciencies empíriques, sovint materialistes miren d’esbrinar
l’inici de la creació, de la vida i de la realitat de l’esser
humà, i a la llum de la Revelació, s’enten el futur creat com la
culminació de l’Obra del Creador, i la victoria sobre les forces
del mal amb l’ajut de Déu i també mitjançant les potencialitats
al bé que Aquest ha impres a l’home. Substraure’s a la
problemàtica del temps i dels seus orígens porta per exemple al
budisme a un carreró sense sortida doncs no contemplen la
possibilitat de Déu coma origen i destí, es troben que no troben
resposta quan s’els inquireix sobre aquesta questió. L’home
esdevé per tant un peregrí etern sense meta més enllà que
lliurar-se dels mals del mon. No hi ha motor primer dels essers. Tot
i això hi trobem que podem endevinar-hi un cert dualisme positiu en
reconeixer l’existència de una materia, contingent, caduca,
destinada al patiment, contra una essencia que perviu despres de la
mort física.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Enmig
de la creació apareix l’home( humanitat), per qui tot va esser
fet. En el Gènesi trobem elements teològics filosòfics i
antropològics que volen donar resposta a la questió de la realitat
humana. Les antropologíes contemporànies ja no passen pels pòls
ateisme-teisme sino pels de humanisme-antihumanisme els quals ens
remeten al problema de l’anima. </span>
</div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Tractarem
d’analitzar aquestes questions amb la definició bíblica de l’home
com a imatge de Déu. La visió cristiana del món i de l’home no
pot caure en una dialectica enfrontada amb les diverses antropologíes
o estudis de l’home negant les fonts que li son propies de la
Teología cristiana ans en son el seu substracte ontològic.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"><span lang="ca-ES"> El
destí de la creació al servei o més be usufructe del home ens
remet a Jesucrist, contraposant-lo amb Adam per qui l’home caigué
en pecat, amb la gràcia redemptora que Jesús retorna al’home i
prefigura l’home perfecte model i guia pels cristians que en la
seva evolució al llarg de l’historia cerca d’aconseguir sempre
amb l’ajut del Senyor i l’evolució intelectual, física i
espiritual. Per tant podem descartar els materialismes de tot tipus i
afirmar la certesa de Déu, de la presència d’aquest en el home i
fora d’ell.</span></span></div>
<div style="line-height: 150%; margin-bottom: 0cm;">
“<span style="font-size: medium;"><span lang="ca-ES">Deu
és per damunt de lo mes elevat en mi, i més endins de les meves més
pregones profonditats” (interior intimo meo et superior summo meo)
(S.Agustí). L’esser humà , tan complert pero alhora tan mancat,
tan incomplert apunta en la seva evolució apunta a la perfecció de
l’esser huma com a imatge de Deu que ens mostra Jesucrist . Podem
trobar resposta al perquè de la creació en el pròleg de l’Evangeli
de Joan:</span></span></div>
<div style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"><span lang="ca-ES"> “</span></span><span style="font-size: medium;"><span lang="ca-ES"><i>La
paraula estava en Déu i la paraula era Déu. Éll estava amb Déu al
principi. Per ell tot ha vingut a l’existència”</i></span></span><span style="font-size: medium;"><span lang="ca-ES">
. Trobem doncs un sentit a la creació, i deixa entreveure que El
Verb en fer-se home mostra l’epifania de l’home, de la humanitat
sencera.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> D’altra
banda Essent tant peculiar la necessitat d’explicacions als
fenomens naturals i sobrenaturals, l’home antic recorre als mites,
barreja de Arquetips, misticisme, activitat filosòfica amb
pinzellades “artístiques”.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Cal
tenir en compte que el Gènesi no s’en lliura i està escrit en
aquesta clau, encara que amb una acurada exegesi descobrim que els
plantejaments son molt més profonds i tracten del “Misteri de
l’home”, de la seva relació amb Déu, de la seva possició en el
món de la seva essencia ( Que és l’home?). S’expresa doncs amb
un to filosòfic molt profond traduit amb un llenguatje senzill pero
ple de simbolisme.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">PRÒLEG</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
“<span style="font-size: medium;"><span lang="ca-ES"><i>Al principi Déu creà el cel y
la terra”.</i></span></span><span style="font-size: medium;"><span lang="ca-ES">Amb
aquestes paraules solemnes comença la Sagrada Escriptura. Ell,
símbol de la fé les recull confessant a Déu Pare Totpoderós com
“el Creador del cel i la terra”, de tot el visible i lo
invisible.</span></span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">La creació estudiada segons la
perspectiva cristiana és doncs el fonament de “tots els destins
salvífics de Déu”, “ el començament de l’història de la
salvació” que culminarà en Jesucrist, asumit per l’humanisme
cristològic . Inversament en Misteri de Crist és la llum decisiva
sobre el misteri de la creació; revela la finalitat en vista del
qual “</span></span><span style="font-size: medium;"><span lang="ca-ES"><i>al principi
Déu creà la terra i el cel</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”
Gn(1,1) desde el principi Déu preveía la glòria de la nova creació
en Crist-</span></span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">La catequesi sobre la creació
revesteix una importància capital. Es refireix als fonaments
mateixos de la </span></span><span style="font-size: medium;"><span lang="ca-ES"><b>vida
humana i cristiana;</b></span></span><span style="font-size: medium;"><span lang="ca-ES">
explicita la resposta de la fe cristiana a la pregunta bàsica que
els homes de tots els temps (Elíade) han formulat: “D’on
venim?”, “on anem?”, “Quin és el nostre orígen?”, “Quin
és el nostre final?”, “D’on ve i on va tot el que existeix?”.
Les dues qüestions la de l’orígen i la de la fi són
inseparables. Són decisives pel sentit i orientació de loa nostra
vida i el nostre obrar.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> La
qüestiósobre el orígen del món i de l’home és objecte de
nombroses investigacions científiques que han enriquit magníficament
els nostres coneixements sobre la edat i les dimensions del cosmos,
el devenir de les formes vivents, l’evolució de l’home. Aquests
descobriments ens inviten a admirar més la grandesa del Creador, a
donar-li gràcies per totes les seves obres i per la inteligencia
isabiduría que dona als savis e investigadors.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> El
gran interés que desperten aquestes investigacions fortament
estimulat per una qüestió d’un altre ordre, i que supera el
domini propi de les ciencies naturals. No es tracta tan sols de saber
quan i com ha sorgit materialment el cosmos, ni quan aparegué l’home
ans de descobrir quin és el sentit de tal orígen: si és gobernat
per l’atzar, un destí cec, una necessitat anònima o be per un Ser
trascendent , intel.ligent i bó anomenat Déu.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Com
ja hem fet esment a les religions i sistemes filosòfics i de
creences, trobem nombrosos mites de la creació del món. Alguns
filòsofs han dit que tot és Déu ( monisme espiritualista), que el
món és Deu , o que el devenir del món es el devenir de Déu(
panteísme); Altres han dit que el món és unaemanació necessària
de Déu, que brolla d’aquesta fon i hi retorna; Altres han afirmat
fins i tot l’existència de dos principis eterns, el Bé i el Mal,
la llum i les tenebres, en lluita permanent ( dualisme, maniqueísme);
segons algunes concepcions del món ( al menys el material) sería
dolent, producte d’una caiguda i per tant cal rebutjar i superar (
gnosis) ; Altre admiteixen que el món és fet però a manera de
rellotger, que un cop fet l’havia abandonat a ell mateix ( deísme);
Altre finalment no accepten cap orígen trascendent del món sinó
que veuen en éll el pur joc d’una matèria que ha existitm sempre
(materialisme). Totes aquestes tentatives donen testimoni de la
permanència i de la universalitat de la qúestió dels orígens. Per
tant podem concloure que l’home té un inherent desig de recerca
que el porta a aquestes qüestions ontològiques.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> La
veritat en la creació és tan important per tota la vida humana que
Déu, en la seva tendresa volé revelà al seu poble tot el que és
saludable coneixer al respecte. La creació és inseparable de la
revelació i de la realitzacióm de l’aliança del Déu únic amb
el seu poble. La creació es revelada com el primer pas cap a aquesta
aliança com el primer i universal testimoni de l’amor totpoderós
de Déu.Per això trobem reflexos, d’un vigor cada cop creixent
dels missatges dels profetes, salms, etc..</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> D’entre
totes les paraules de la Sagrada Escriptura sobre la creació, els
tres primers capítols ocupen un lloc únic. Des d’un punt de vista
literari ,aquestos textos poden tenir diverses fonts. Els autors
insopirats els han col.locat al principi de l’Escriptura, de tal
manera que expressen, en el seu llenguatje solemne, les veritats de
la creació, del seu orígen i fi en Déu, del seu ordre i de la seva
bondat, de la vocació de l’home, finalment del drama del pecat i
de l’Esperança de la Salvació.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">En les afirmacions de Gn(1,1), s’afirmen tres coses:
Déu etern ha donat principi a tot el que existeix fora d’Ell. Tan
sols Éll és creador de la totalitat del que existeix, i tot depén
de Déu que li dona el ser.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">S’afirma també l’Esperit Sant: “dador de vida”,
l’”esperit Creador”.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">La fi de la creació és que Déu , Creador de tots els
essers, es fassin per fi “Tot en totes les coses” (1 Co 15,28),
procurant al mateix temps la seva glòria i la nostra felicitat.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"><b>Anàlisi
Antropològic-filosòfic</b></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Ací no obstant la història de la creació que
representa l’inici de la “historia”, comença per la paraula de
Déu, paraula que innova transforma i continua renovant les coses
durant tot el llarg d’aquesta fins al darrer moment, i és per això
el Gènesi comença amb les paraules “Al principi” amb el que el
primer que fou creat fou el temps , camí en el transcurs del qual
l’home anirà desenvolupant-se en tots el seus aspectes, doncs és
un ésser global, és adir amb multitud d’aspectes, capacitats i
possibilitats, enmig de tota la creació que mostra la Glòria del
seu Creador.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(1,1): “</span></span><span style="font-size: medium;"><span lang="ca-ES"><i>Déu
va crear el cel i la terra</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”
, és a dir tot lo visible i l’invisible. I mitjançant la
contemplació l’home pot meravellar-se de la creació i reconeixer
en ella a Déu. Els termes cel i terra refereixen a l’impuls
vertical en que se situa l’home en un discorrer de baix a dalt, es
a dir de les coses creades al Creador. El cel representa a dalt, és
a dir lo que està per damunt de l’home en el món, però que
mercès a capacitats o potencialitats innates de trascendència mira
instintivament també , pero mes mitjançant la seva autoconciència
per la qual l’home abasta nivells espirituals i en dirigir la
mirada al cel pot contemplar l’infinitud de l’univers com obra
de Deu. El món visible, creat per Déu en tota la seva riquesa,
diversitat i el seu ordre. Rés existeix que no degui la seva
existència a Déu Creador. El món començà quan fou creat del no
res per la paraula de Déu; tots els éssers existents, tota la
natura, tota la natura humana està arrelada en aquest coneixement
primordial: és l’origen mercès al qual el món és constituit en
aquest aconteixement primordial: és l’origen mercès al qual el
món és constituit i el temps ha començat. ( San Agustí).</span></span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(1,2)“La </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>terra
era caòtica i desolada</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”,
és a dir desordenada. Es una mena de metàfora que refereix també a
la no-existència anterior. Aquest aspecte el trobem reflectit en la
capacitat, fins i tot en la necessitat de l’home de posar ordre en
él món, d’organitzar coses concretes, substantives a partir del
caos “mundanal”, de ubicar i dirigir amb les seves capacitata tot
allò que fa. L’ordre doncs que l’home cerca enb la seva morada
terrenal, en la seva vivenda , en el seu entorn, i mes andavant en
les desenvolupament social, les relacions amb els altres li faciliten
o serveixen de substrat per tal d’abastar realitats més complexes
tant en el terreny espiritual com moral.</span></span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
“<span style="font-size: medium;"><span lang="ca-ES"><i>Les tenebres cobrien la
superfície de l’oceà…</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”.Situa
com a lloc privilegiat, encara inert, doncs era cobert per les
tenebres, l’Oceà, i molt significativament entre la comunitat
científica i amb l’ajut especialment de la geología i la
paleontología, la vida primigènia començà en els oceans amb
essers vivents d’extrema simplicitat, pero que amb el
desenvolupament lent i progressiu d’aquests, donà lloc a essers
més complicats fins a l’esser huma el qual passà a ser-ho en
virtud de l’aparició dels elements espirituals que el conformen
com a home, destinat a ser imatge de Deu. D’altra banda l’aigua
és necessària per tota vida sigui vegetal, animal i com no pel
mateix home. No en va el baptisme en el qual l’home és submergit
en l’aigua creadora per tal de reneixer en la força de l’Esperit.</span></span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
“<span style="font-size: medium;"><span lang="ca-ES"><i>L’esperit de Deu planava
sobre les aigues</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”:
L’esperit de Déu participa en la creació al costat de la paraula
divina, és l’Esperit pertant l’aspecte dinàmic del Déu
inmutable. La tradició dels Pares de l’Esglèsia ha entès
l’expressió en el sentit de l’acció fecundant de l’Esperit
Sant amb què juntament amb la paraula divina, Déu creà totes les
coses. Ara bé, el terme esperit podría tenir aqui el sentit de
“vent”. Llavors entenent de Déu com una forma de superlatiu,
tendriem el sentit de “vent huracanat”, és a dir un vent molt
fort que feia necessària l’acció ordenadora de Déu: Crear és
ordenar, distingir, separar.</span></span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(1,3). “</span></span><span style="font-size: medium;"><span lang="ca-ES"><i>Déu
diguè:- que existeixi la llum i la llum va existir</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”:
La llum es signe del Bé, en contraposició a la foscor. D’altra
banda és un element necessari pels essers vivents per tal de captar
sensitivament mitjançant la vista l’entorn que l’envolta. Cal
entendre de forma tangencial que d’alguna manera aquesta llum és
referència i partícip de la llum inaccesible en la que habita Déu.
La vista juga doncs un paper important en l’ambit bíblic,
juntament amb l’oida (la paraula). També ens trobem amb un Déu
que se expressa en paraules, en aq1uest cas no dirigides als homes
ans dona entendre que en Deu hi ha persones cosubstancials.
Mitjançant la Paraula l’home pot entendre amb claredat allò que
Déu li diu i mitjançant la paraula, el llenguatge, l’avenç
cultural de l’home és enorme.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Gn(1,4) “Déu veié que la llum era bona i separar la
llum de les tenebres”. Seguint amb la línea teocèntrica de la
primera versió del Gènesi s’ens presenta a un Déu que analitza,
reflexiona, i dedueix. Evidentment cal traslladar aquestes
particularitats en el home, les del discenrniment de la bondat de la
creació. L’aparició en aquest ordre axiològic de la llum, és
també prerequisit per la vida i les ciencies naturals han arrivat a
la conclusió de que l’origen de totes les energies que l’home
empra en la creació, en el món tan actual com antic ( la fusta be
de la fotosíntesis, el petroli dels essers vius que reben vida del
sol ,etc…). (Els egipcis adoraven al sol com a Déu. Ra) Ja anem
entreveien que el que fa l’autor és mostrar a biaix, elements que
el relacionen amb Déu.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(1,5) “</span></span><span style="font-size: medium;"><span lang="ca-ES"><i>Déu
va donar a la llum el nom de Día, i a les tenebres, el de nit</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”.
En tal afirmació trobem de nou l’element temporal, posterior a
l’inici, de l’esdevenir històric al llarg del qual anirà
desenvolupant l’home tot allò que li es propi: la cultura. D’altra
banda el temps és una característica molt destacada que reflecteix
la contingència humana. Al meu parer hi ha una idea força
interessant que és la realitat de la foscor com a absència en major
o menor grau de llum, a l’igual que el fred és la consequencia de
la manca de calor. Aquesta clau deixa entreveure que la caiguda, el
pecat és degut a la mancança de Déu o més concretament a
l’allunyament d’aquest , la idea és veu recolçada pel fet de
que el text ens parla de tenebres i no de foscor,. Es tracta d’un
terme m’es categòriuc que dona lloc a la interpretació que hem
fet sobre la llum.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Per tant sota un aparent dualisme hi ha amagada la
assignació a la llum com el Bé suprem, que es per sobre de tota
foscor. En Deu no hi ha foscor. No obstant en l’home si en pot
haber, foscor, ofuscació, confusió , fruit de l’allunyament de
l’home del seu Creador, dels seus dessignis, de la conciència
confosa i torbada.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">L’establiment del temps lineal apunta a l’establiment
d’un inici i comporta implicitament un final. Tan sols en Deu
l’eternitat te sentit.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Curiosament pels jueus el día començava amb la posta
del sol es a dir de la nit .</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">La idea de la posta en marxa del
fenomen temporal es cnclou amb l’asseveració </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>“…i
fou el primer día</i></span></span><span style="font-size: medium;"><span lang="ca-ES">.”.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Déu continua amb la creació mitjançant la paraula,l
usada en to imperatiu, com encomanant a altris la col.laboració
suboordinada ( si parlem d’Angels) o propia pel dinamisme Diví que
representa L’Esperit Sant. En darrera instancia la causa primera és
Déu Creador.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Tot seguit Déu continua creant el firmament “ enmig
de les aigues”. Cal tenir present que els antics s’imaginaven el
cel com una volta sòlida, com un vidre que retenias les aigues de la
pluja que eren sobre aquesta volta.Es tracta d’una interpretació
geocèntrica de l’univers. </span>
</div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Per tant ens trobem amb que les escriptures apunten molt
més lluny que les creences dels antics. Deixen entreveure un cosmos
de dimensions humanament infinites, questió que trigà temps l’home
en descobrir c ientíficament. Encara que en la ciencia actualo
s’apunta a que el cosmos està en expansió amb el qual se li nega
l’inmensitat infinita, que a la llum del creient tan sols Déu és
capaç.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(1,8): “ </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>Déu
donà a la volta del firmament el nom de cel….</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”
</span></span>
</div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">Ací
apareix l’acepció cel igual que al verset 1, però ací es
concretitza, es materialitza i cel no representa l’invisible sino
precissament lo visible , encara que sigui amb l’ajut d’instruments
creats pel home que fan d’extensions de les capacitats sensitives
de l’home ( per exemple l’ús dels telescopis) i no és casual
que les distàncies còsmiques es medeixin en anys llum assimilant el
temps i la distancia com a elements intercambiables de tal manera que
en arrivar més lluny en la observació del cosmos equival a
avançar-se en el temps en la manifestació d’un planeta o estel la
llum del qual encara no ens ha arrivat a l’abast de la visió amb
els simples ulls. Dona lloc ací a la meravellosa paradoxa de que
astres que poden veure ja no existeixen, i d’altres que ja
existeixen encara no ens ha arrivat la seva llum i per tant resten
invisibles a la visió comú. Tot això ens planteja la complexitat
del concepte temps, espai (de tres dimensions), entrellat imprés en
el cervell i que en limiten o dificulten la comprensió de lo
sobrenatural per l’esser huma. També per tractar-se de patrons
d’ambit terrenal, podem entreveure la relativitat d’aquest temps
subjectiu per l’home, així l’home que està inmers, absors en
reflexió profonda, oració de silenci, comunió divina,li puguin
passar les hores com a breus, igual que en aquells que s’estàn
simplement divertintl, mentre que davant de quelcom que l’abrumi,
l’espanti, l’aborreixi, o ho temi ,o no li plagui ( com esperar
algú que no arriba) el temps sembla dilatar-se i fer-se les hores
llargues.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Tot
seguit Gn(1,10), te lloc a l’ordenació de les aigues de la terra i
la conformació dels continents (literalment continent) per què és
el lloc natural en el que l’home viu , i es mou fins l’adveniment
dels enginys voladors, i de les naus marines. Per tant hem arrivat ja
a l’establiment de la morada per l’home i la resta dels essers
vius. És palès que ja hi ha hagut un transcorre de temps en la
creació de l’univers. Es clara que la utilització del terme día
no es pot fer literal, en diriem eres en termes geologics, pero lo
important és que la creació comportà un procés mes o menys llarg
de temps no de sobte amb tot tal com ho veiem els homes actualment.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm;">
“…<span style="font-size: medium;"><span lang="ca-ES"><i>Deu
veié que tot allò era bo</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”.
Ens trobem que l’escriptura continua amb la antropomorfització de
Déu, un Déu que veu, analitza i enraona per concloure’n la
bondat del que ha fet. Inversament l’homa que veu, enraona i
analitza pot arrivar a veure Déu en la seva obra.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Amb
Gn(1,11) arriva el moment de la vida. Primer aqmb els vegetals
situant-los en la base axiològicament i ontologicament. Sont la base
dels essers vivents superiors ( els microscopics eren inconcebibles
per l’antic), estan en el primer gráo de l’escala de la vida. Es
de particular importància la capacitat de reproduir-se , de procrear
i per tant també d’evolucionar quedan l’home com quelcom em
marxa, no acomplert sino destinat a complir-se cap a una suposada (
mes be necessària) perfecció, que de vegades pot semblar ambígua
si amb l’estudi de l’història l’home ha anat trobant
entrebancs, sovint retrocedint en aspectes fonamentals ( morals,
intelectuals). Però malgrat tots els entrebancs la visió cristiana
de la vida és de forta esperança en el seu futur, sempre mercés al
principi espiritual superior que hi ha en aquest.Ens trobem amb la
materia per un costat, i l’Esperit, Déu, per l’altre, pot
semblar un dualisme pero el cas es que encara no s’arrivat a
l’home, esperit encarnat substancialment o cos espiritualitzat.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">D’altra banda apareix en l’home ( encara no creat
pero sense dubte previst) que de la somaticidad d’aquest li és
necessari de nodrir-se ell mateix, a costa d’altres essers vius els
més saludables dels quals són els vegetals. (Veure Dn(1,12-16)). Es
una questió bastant extesa en les diferents creences religioses la
bondat de una dieta vegetariana i actualment la dietetica en recomana
una alimentació basada sobre tot en el consum de vegetals. D’altra
banda l’home morirà i servirà d’àliment altres essers vivent
i retornaran a la terra “ de la qual en sortirà l’home”
S’estableix el que coneixem com a cadena alimentícia un estret
lligam entre l’inert i lo viu, no reductible a simples procesos
físics o químics. Tot està relacionat amb tot. L’home en la seva
activitat filosòfica-m,etafísica pot endevinar Déu com a motor de
tota aquesta complexitat de vida-mort. L’home és contingent, pero
sempre el seu cos d’una manera o altra formara part de la creació.”
Pols ets i al pols tornaràs” es diu.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Gn(1,13)
“ Hi hagué un vespre i un matí i fou el tercer día.” El temps
apareix com una constant en la creació, com si la creació fossi
temps d’alguna manera. Hom defineix la historia com l’espai del
protagonisme lliure i responsable de l’home”. Com ja hem advertit
resta clar que Déu no crea per díes, però l’homa es veu limitat
a un passat-present-futur que el separa de l’infinita eternitat
alineal i multidimensional més enllà de tot espai i temps en la que
mora Déu Pare. L’aparició d’estels per assenyalar festivitats o
dates importants donen lloc al calendari, per tal de per exemple
d’anticipar-se als esdeveniments naturals ( cicles de sembra, i
collita, ó cicles de fred-calor (estiu-hivern). Ja s’estableixen
els anys regits per aquests cicles, per això l’home de totes les
cultures establia, i estableix calendaris i cicles segons els estels
i el sol i la lluna als quals també algunes cultures divinitzaven.
L’esdevenir en el temps, es a dir l’historia li permetrà
recordar, perpetuar fets considerats de importancia de caracter fins
i tot sagrat al llag de l’historia. Recollir dades del seu passat,
relacionar-les i extreure’n lliçons per a que ela mals no tornin a
repetir-se o es minimitzin. </span>
</div>
<div style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"><span lang="ca-ES"> Al
quart dia Gn (1,20): </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>“Que
les aigües produeixin essers vius que s´hi moguin dintre l’aigua
i tota mena d’animals alats</i></span></span><span style="font-size: medium;"><span lang="ca-ES">.”
.Ja hem advertit com la ciencia corrobora l’origen marí de la
vida, pero ací més bé vol significar l’aparicióm d’un altre
estament dins l’escala ontologica i axiològica, els peixos i les
aus. És de destacar que la escriptura assenyali una separació entre
els animals marins i alats una categoria inferior als animals
terrestres, el motiu probable és que l’home veu en els animals
terrestres una més gran complexitat, tot i que les aus on habiten de
fet és a la terra (continent), pero la capacitat de volar era per
l’home quelcom de somniable, quye voldria fer com un acte de
llibertat i d’eixamplament de les seves poissibilitats. Cosa però
impensable pels antics, l’home ha aconseguit volar mercès als
sofisticats enginys, que el fan sentir creador i compartir quelcom de
la característica de Déu. Tot mercés a l’evolució cultural a
tots nivells, sobretot l’intelectual, esdevenint un home tècnic,
capaç de costruir enginys inimaginables per qualsevol altre ésser.
Fins i tot ha construit enginys capaços de transportar l’home a
d’altres planetes , tant de forma directa,i real, comprobable per
les imatges preses d’aquests moments com es per ara el viatjar a la
lluna, o indirectament o de forma virtual mitjançant naus dotades de
capacitat sensitiva ( veure-càmeres), o medir i sentir ( sensors: de
tots els paràmetres físics coneguts com temperatura, presió,
moviment, presència, camps energètics etc) . Amb aquests fets
l’home perllonga la seva capacitat d’explorar l’univers, es com
si l’home en interpretar les dades que reb hagi estat personalment
en tal lloc. Pot comunicar-se a distància, i desplaçar-se per la
terra amb gran rapidesa amb el qual sembla empetitir-se la terra.
L’home acxonsegueix així arrivar més lluny, descobrir nous
territoris. (Homo explorador).</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Gn(1,24)
El cinquè dia apareixen “ les bestioles i tota mena d’animals
domèstics i feréstecs”. Ja hem fet esment de perque de la
separació feta dins el regne animal. Ja l’home antic agradava de
domesticar (dominar) animals d’alguna manera amb objectius pràctics
de cara a l’alimentació ( ramaderia) i en trobà (els propiament
domèstics) que tenien una capacitat de convivència en certa manera
íntima en els quals enjdevinava una comunicació subtil: són
tipicament gats i gosos, també divinitzats per algunes cultures com
és el cas dels antics egipcis.. L’home veu en el regne animal una
gradació axiològica i aleshores es fa concient que ell n’és a
la cúspide. Aquest aspecte però si no es fa referència a l’ambit
espiritual, o a l’ànima, prenent conciencia que per sobre és Déu,
pot portar a l’home a sentir-se el Absolut de l’univers. Gairebé
omnipotent, tal és el cas dels diversos mmaterialismes, que per
altra banda no donen més que una falsa il.lusió que s’esvaeix
davant el fenòmen de la mort.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"><span lang="ca-ES">A
partir de la convivència de l’home amb els animals domèstics, de
la seva observació, de l’anàlisi de la seva activitat, els troba
més propers a l’home que la rtesta d’animals, deixant entreveure
que d’alguna manera podriém parlar de que quelcom de diví és en
ells.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> La
interdependència de les criatures és volguda per Déu.Les
innumerables diversitats i desigualtats signifiquen que cap criutura
es suficient per ella mateixa. Existeixen endependència unes de les
altres, per compenetrar-se i servir-se mutuament.La bellesa de
l’univers: l’ordre i l’harmonia del món creat deriven
precisament d’aquesta diversitat ja esmentada. L’home descobreix
progressivament les lleisnaturals i causen admiració en els savis.
La belleça de la creació reflexa la infinita bellesa del Creador.
Ha d’inspirar el respecte i la submissió de la inteligència de
l’home i de la seva voluntat.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> En
aquest moment del Gènesi arriva el moment culminant de la creació.
L’aparició de l’home: Gn(1,26): “-Fem l’home a imatge
nostra, semblant a nosaltres i que sotmeti els peixos del mar...i
tota la terra”.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">Aquesta
semblança rau en el fet de que és l’unic ésser de la creació
capaç d’escoltar i comprendre allò que Déu li diu i de
complir-ho. Capaç d’autotrascendència l’home analitzava Déu
Antropomorficament, el resultat però si no es pren en termes
absoluts es que pot ser capaç de Déu. Toto i això aquest raonamet
pot portar a concebre Déu com a imatge de l’home limitant així
les possibilitats daquest de realitzar-se autenticament., L’home
com a imatge de Deu per tal de compendre d’alguna manera, amb el
seu enteniment limitat que és Déu i a la vegada que és l’home.
Amb aquestes expressions expressem que Déu pot sentir-se satisfet
amb l’home, o corregir-lo, advertir-lo, instruir-lo. Tot apunta a
la divinització de l’home d’alguna manera i és per això que
hem de tenir en consideració la questió de l’ànima com a part
espiriotual de l’home, per la qual entra en comunió i comunicació
amb ell...i que l’home malgrat tot (Elíade) apunta a una
inmortalitat, “vida després de la mort”, “vida en el més
enllà” en definitiva vida en el cel i en Déu. Des del Paleolític
en tenim constancia de la preocupació i reflexió, fins i tot
constatació experiencial ( mística).</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Aquesta
veritable inmortalitat, a l’home que contempla Déu, ja l’esdevina
com una comunió amb Éll. </span>
</div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> El
concepte d’ànima ha anat mudant de significat. Tomàs d’Aquino
feia distinció entre esperit i ànima, i les escriptures són plenes
d’aquestes referències. Personalment considero l’anima com a la
part espiritual de l’home que l’homologa o l’emparenta amb Deu.
Es a través de l’anima que l’home és capaç de trascendir i
cop`çar Déu. El concepte d’anima és per l’antropología
filosòfica, constituida en gairebé igualtat amb la Teología,
inherent a l’home i un concepte del qual el cristià no en pot
prescindir, com no ho fan altres filòsofs en recolzar-se en
definicions alienes de tal manera que poden dur a una mena de
sofisme, en el qual entra en acció un joc dialèctic terminològic.
El concepte d’ànima és inherent a l’home que s’adona que és
quelcom més que un cos que neix i mort. Neiximent i mort empenyen
l’home a certa perpetuació terrenal, poden caure per això en
l’egotisme. La perpetuació pot ser física (fills, mitjançant els
lligams de sang), intel.lectual ( obres d’art, escrits,
construccions) i espiritual. Esdevina que és quelcom més ; el
l’inici de l’home com el recorregut d’un nadó. De la mancança
a l’autosuficiencia, i d’ací a la trascendència creixent a
diversos nivells, sent l’espiritual el de major importància
ontològica.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"><span lang="ca-ES"> Gn(1,27).
“</span></span><span style="font-size: medium;"><span lang="ca-ES"><i>Déu va crear
l’home a imatge seva, el va crear a imatge de Déu, creà l’home
i la dona”. </i></span></span><span style="font-size: medium;"><span lang="ca-ES">Pel
que fa a l’ús del primer terme home, fa referència a l’humanitat
sencera, degut al caracter Patriarcal ( masclista) de la pràctica
totalitat de Civilitzacions passades i actuals encara que es comencin
a esbrinar camvis importants aquests darrers temps. Però a
continuació especifica clarament que els creà dona i home, sense
donar-li cap valor afegit a l’un respecte l’altre. La primacia
des de l’antigor de l’home esdevénía de la seva major fortaleça
física que el feien més apte per caçar, lluitar-defensar, o dur a
terme tasques dures com carregar etc.. Tot i això cal dir que l’home
ha vist en la dona la peculiaritat de la fertilitat, considerant-ho
un atribut diví, i també divinitzant en certa manera la figura
femenina.Donat que la procreació era un gran Misteri que feia que
l’home al menys en reconeguès una dignitat homóloga.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> L’home
trova en la dona i a l’inrevés l’alteritat, necessaria , que
feia de l’altre com de mirall en el que es veu así mateix. Es
distingeixen alhora trets diferents de la resta d’essers: pot
comunicar-se, intimar, comparar, contrastar, perquè malgrat tot i la
igualtat en veu també la diversitat, riquesa irrenunciable de
l’home. Ja físicament, i de forma directa en observant els
genitals l’home sense cap esforç n’aprecía la diferència que
no és tal sinó complementarietat. L’home esdevé per aquest
motius home social i veu en cvadascú especificitats diferents que
fan particular cada ésser humà enfront dels altres. Els
coneixements es posen al servei comú i propi ,propiciant el
desenvolupament de la humanitat.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> De
totes les cxriatures visibles sols l’home és capaç de coneixer i
estimar el Seu Creador,, és la única criatura a la terra a la que
Déu ha estimat per sí mateixa (Gaudium et spes, 12: AAS 58 (1966)
1034).</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">Tans
sols l’home és cridat a participar, pel coneixement i l’amor, a
la vida de Déu. Per aquesta finalitat és creat i aquesta és la raó
fonamental de la seva dignitat.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">
Per haber ser fet a imatge de Déu, l’esser humà té la dignitat
de persona; no és solsament quelcom, sino algú. És capaç de
coneixer-se, de poseir-se i de donar-se lliurement i entrar en
comunió amb altres persones; i es cridat, per la gràcia, a una
aliança amb el seu Creador, a ofererir-li una resposta de fe i
d’amor que cap altre esser pot donar en el seu lloc. </span>
</div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">Déu
creà tot pel home(S,Joan Crisóstomo), però l’home fou creat per
estimar i servir a Déu i per oferir´li tota la creació. La
jerarquía de les criatures e4stà expresada per l’ordre dels “sis
díes”, que van del menys perfecte al més perfecte, i l’home
n’es lla cúspide de l’obra de la Creació</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Gn(1,28):
“ Déu els beneí dient-los...”. L’home enstà en comunicació
íntima amb Déu, la mateixa paraula els fa trascendents i en
beneir-los impregna l’ésser humà amb un principi espiritual pur i
net, amb una profonda tendència al bé (Plató), d’un dessitg
d’aquest, del qual Déu ho és en grau absolut. Per tant
mitjançant aquest ànima o esperit l’home es veu atret cap al seu
creador. L’home beneit resta unit a l’Esperit de Déu mitjançant
l’ànima o esperit, compartint d’alguna manera una característica
part d’aquest.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(2,2-3):
</span></span><span style="font-size: medium;"><span lang="ca-ES"><i>“...El seté día,
doncs va reposar de tota l’obra que había creat. Déu va beneir el
dia setè i en va fer un día sagrat, perquè aquell día reposà de
la seva obra creadora i en va fer un dia sagrat, perquè aquell dia
reposà de la seva obra creadora</i></span></span><span style="font-size: medium;"><span lang="ca-ES">.”.
Aquest relat de la creació no acaba amb la creació de l’home
sinò amb el repòs de Déu, que santifica el día setè. Aquestes
paraules ispirades són riques en ensenyaments salvífics. En la
creació Déu posà un fonament i unes lleis que permaneixen
estables, en els quals el creient podrà recolçar-se amb confiança,
i que són per a éll el signe i la garantía de la fidelitat
inquebrantable de l’aliança de Déu. Pewr la seva part, l’home
ha de permanyer fidel a a quest fonament i a respectar les lleis que
el creador ha inscrit en la creació.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> La
creació està feta de cara al Sabbat, i per tant al culte i a la
adoració de Déu. El culte està per tant inscrit en l’ordre de la
creació.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;">La
necessitat de que l’home descansi de les seves feixugues tasques
quotidianes, descans sense el qual l’home patiría de desequilibris
( estrés, esgotament, depressió).</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"><b>L’home
en el Paradís</b></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<br /></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm;">
<span style="font-size: medium;"> Aquesta
part del Gènesi té un contingut marcadament més antropocèntrica
,permeten un més acurat anàlisi antropològic, que la primera
versió, més teocèntrica. Aquest relat parteix d’una tradició
diferent de l’anterior. L’activitat creadora de Déu es centra
ara en l’home. La terra és concebuda com un dessert on Déu fa
sorgir la vida. Parteix d’un univers ja creat, pero inert, es
tracta de la materia sense forma.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(2,5) : “ </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>No
hi havia cap matoll ni hi havia nascut l’herba perquè el
Senyor-Déu encara no havia fet ploure, ni existia cap home que
poguès conrear els camps”</i></span></span><span style="font-size: medium;"><span lang="ca-ES">
Ací apareix com a innovació el tractament de Déu com a Senyor,
expressió que s’aplica als essers humans que tenen una elevada
dignitat, en Aquest cas la Suprema. Tée una forta carrega Teològica
doncs en aquests termes dessignaran els cristians a Jesucrist,
obviant la identificació cosubstancial entre Pare i Fill.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"> D’altra banda s’assigna ja a l’home encara no
creat la tasca de conrear els camps, prepara la creació com a
terreny en el que l’home es desenvoluparà. Curiosament la tasca
que li prepara és concreta enh l’agricultura i no en la ramaderia
tan típica de les cultures que se situen en l’ambit de l’Orient
mitjà. Podem repetir les questions alimenticies i de les bondats
d’una alimentació vegetariana. D’altra banda sembla atorgar als
animals in nivell ontològic superior a les plantes, pero proper a
l’home.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">És fonamental en vista a l’anàlisi
que en fem del Gènesi, el verset (2,7): “ </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>Llavors
el Senyor-Déu va modelar l’home amb pols de la terra. Li va
infondre l’alè de vida i l’home es convertí en un “.ésser
viu”.</i></span></span><span style="font-size: medium;"><span lang="ca-ES">” Sabent
que l’home com larestade la creacío pot ser feta per Déu del
no-res, ací es resalta la idea de que el cos de l’home és format
per materia ( pols ets i en pols et convertiràs). Presenta a un Déu
terrissaire, que bon coneixedor de la materia que treballa ,en quant
a creador d’ella mateixa que n’és. Aplica tota la seva “tècnica,
perícia”, que traduirem per sabiduría i omnipotència. Però es
fonamental l’a donació de l’alè de la vida, que podem
identificar amb l’Esperit Sant, i l’ànima, que és d’orígen
espiritual. La llavor d’eternitat que porta en sí, al ser
irreductible a la sola matèria,(Gaudium et spes) la seva ànima no
pot ser feta més que per Déu. La persona humana, creada a imatge
de Déu, és per tant un ser espiritual i corporal, i en lpa seva
totalitat és volgut per Déu.</span></span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Podem veure que el fet d’infondre
“l’alè de vida” no fa referència a la mera vida biològica
donat que la resta de essers son creats vius, però no poseeixen
aquest alè, no es tracta tampoc d’una simple bufada, sinó quelcom
que forma part de éll. Ens hem de referir doncs a l’ànima.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"> Sovint el terme ànima significa per la Sagrada
Escriptura la vida humasna o tota la persona humana. Però designa
també el que hi ha de més íntim en l’home i de més valor en
éll, allò per lo que és particularment “ Imatge de Déu”:
ànima significa el principi espiritual de l’home. El cos de l’home
participa de la dignitat de la “Imatge de Déu”: és cos humà en
tant està animat per l’anima espiritual i és tota la persona
humana la que està destinada a ser, el temple de l’Esperit.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">El concili Vatica II en Gaudium et spes,14:AAS 58
pp.1035 declara:</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
“ <span style="font-size: medium;"><span lang="ca-ES"><i>Un és el cos, l’home, per
la seva mateixa condició corporal, reuneix en sí els elements del
món material, de tal forma que, per mitjà de ell , aquests abasten
el seu cim i eleven la veu per la lliure lloança del Creador. Per
tant, no és lícit a l’home despreciar la vida corporal, ans el
contrari, té que considerar el seu ,cos bo i digne d’honra, ja que
ha set creat per Déu i hade ressucitar en el darrer dia</i></span></span><span style="font-size: medium;"><span lang="ca-ES">.”</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">L’unitat de l’anima i del cos és tan profonda que
es deu considerar l’ànima com la “forma” del cos (Aristòtil,
St. Tomàs); és a dir mercès a l’ànima espiritual, la materia
que integra el cos és un cos humà i vivent; en l’home l’esperit
i l’ànima no son dues naturaleses unides, sinò que la seva unió
constitueix una única natura.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Dins la fe cristiana es sosté que ànima com la
idoneitat única de l’home per a viure en referència constant,
irrenunciable, personal, a Déu. És creu , a ligual que Bloch, que
l’home sirè com Déu,però que aquesta determinació teomòrfica
del se ésser li ve donat per la gràcia.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">En la contingent e inerme precarietat de la condició
humana s’ilumina enigmàticament el garn misteri del Absolut, que
ha volgut comunicar ontològicament a l’home, fer-lo a la seva
imatge, per a que fosi possible una ulterior i plenaria comunicació
dialògica –existencial.. Segons Zubiri l’home “és una forma
finita de ser Déu. En conclusió, el problema de l’ànima te molt
a veure amb el reconeixement de l’home com a imatge de Déu. Avans
de ser un problema ontològic (monisme-dualisme,matèria –esperit,
ànima –cos) és un problema axiològic ( humanisme-antihumanisme).
El que passa és que un cop sentat axiològicament la primacia de
l’humà, ens n’adonem de que tal primacia prevaleixi, és
necessari recorre a la ontologia.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(2,8) “ Ací “Déu creà
l’Eden i va posar l’home que havia modelat”. La tradició situa
l’eden a Mesopotàmia, però més que un lloc geogràfic,
representa una situació en que l’home no pot gaudir si Déu no
li’n fa do. L’Eden és el jardí on l’home pot conversar amb
Déu, és adir Déu contempla una comunicació entre l’home i éll.
Representa el racó més paradisíac del paradís donant a entendre
fins a quin nivell Déu fa ofrena gratuita de la creació a l’home.</span></span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(2,9) Ací Déu fa neixer els
vegetals per sustent de l’home coincidint amb la versió de (1,29)
, d’assignar a l’home una alimentació fonamentada en aquests.
Sembla assignar als animals un estatus entre els vegetals i l’home.
L’escriptura continua </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>“...Al
mig del jardí hi feu neixer l’arbre de la vida i l’arbre del
coneixement del bé i del mal</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”
. L’arbre de la vida formava part dels mites dels mites coneguts a
l’orient antic. A l’Apocalipsi el interpreta con a símbol del
paradís o del que anomenem cel ,Ap(2,7) “ </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>Als
qui surtin vencedors, els concediré de menjar el fruit de l’arbre
de la vida que hi ha en el paradís de Déu.</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”
) trobem doncs el paralelisme que hem apuntat entre el paradís
terrenal i el celestial. </span></span>
</div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"> La questió de l’arde del be i del mal sembla ací
contradictori doncs en el paradís i a més en el seu centre, com a
tentació,quelcom que és dolent per l’home. Sembla ser que la
pretensió és de fer veure a l’home que la seva llibertat no és
absoluta, sino presa en relació a Déu que representa la llibertat
en estat pur. Constatem també que al paradís celestial no existeix
l’arbre del bé i del mal. Per coneixer el bé i el mal s’ha
interpretat com una certa capacitat per a distingir el que ens convé
a nosaltres o als altres, pròpia dels adults o com a plenitud del
saber (Sabiduría que bé de Déu i no del fet de menjar d’un o
altre arbre; també es simbol de capacitat de discerniment en els
judicis ( L’únic jutge és el Déu Suprem). Jesús n’adverteix
Mt(7,1) : “ no judiqueu i no sereu judicats”.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Ací però elsentit més probable és l’intent de
l’home de coneixer el seu futur al marge de Déu i per tant de
posar-se en el lloc que tan sols a Déu li pertoca. D’altra banda,
menjar de l’arbre de la vida voldir tenir part en la vida divina
que dona l’inmortalitat.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(2,15) : “ </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>El
Senyor-Déu va pendre l’home i el va posar al jardí de l’Edén
perquè el conreés i el guardés</i></span></span><span style="font-size: medium;"><span lang="ca-ES">.”
Per tant l’home te l’obligacióde conrear-lo i cuidar-lo com a
part de la Sagrada creació, malgrat la primacía sobre la creació,
l’home te la responsabilitat envers ella, de salvaguardar-la de no
malmeter-la. En definitiva en fa un home responsable.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Gn(2,16): “ i li va donar aquest manament: -Pots
menjar dels fruits de tots els arbres del jardí.” Trobem un home
en comunicació intima o familiar en Déu. Aquest se li dona a
conèixer personalment, li dona a l’home la capacitat d’intimar
amb la divinitat . Sent l’home imatge de Déu i salvant les
distàncies dignatàries, aquest pot esdevenir quelcom trascendent a
éll mateix, “ser un Déu finit a la manera humana”. L’home és
partícep doncs de les realitats espiriruals que tan sols amb
l’esperit, i en darrera instància lànima, pot abastar.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(2,17) . Ací Déu imposa a l’home
la prohibició de menjar de arbre del bé i del mal “ </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>perquè
el dia que en mengis tingues per cert que moriràs</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”
La prohibició de menjar del arbre del coneixement del bé i del mal,
sembla que vol deturar la pretensió de l’home d’esdevinar el
futur, de disposar-ne i de controlar-los sobre tot amb arts màgiques.
La Llei posterior prohibirà sota pena de mort l’ús d’aquestes
arts, tentació constant per als qui desesperats no tenien resposta
de Déu. Podem trobar un sentit ontològic que no doni lloc a la
sobèrbia de l’home en el seu tro sobre la creació, elseu paper de
cúlmen i cimal d’aquesta, ans reconegui que per sobre d’ell
existeix Déu, cosa que no pot oblidar mai. Déu doncs atorga a
l’home el sentit de responsabilitat dels seus actes dins l’amplia
llibertat que se li ofereix mitjançant l’us de la raó amb la
participació de la conciencia. Li otorga llibertat, i també la
facultat de voluntat per elegir el que és bo i rebutjar el dolent i
de actuar en consonància. Podriem també apuntar a que la tentació
de l’home de caure en el dualisme donant-li al mal un valor
absolut, suprem, increat, independent , irreductible i antagònic del
bé. Ací resta clar que Déu no és en cap manera creador del mal,m
sinò que aquest esdevé fruit de les errades de l’home, de les
seves intencions, actes etc... allunyats de la voluntat de Déu. La
questió de la llibertat va lligada a la de consciència, present en
el cor de la persona, essent de tipus moral li ordena practicarel bé
i evitar el mal, emetent judicis de la raó per la qualla persona
reconeix la qualitat moral d’un acte fet. La llibertat doncs abasta
la perfecció quan està ordenada a Déu. En la mesura que la persona
fa més el be, esdevé més lliure.</span></span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(2,18) </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>“....No
és bo que l’home estigui sol. Li faré una ajuda que li faci
costat.”</i></span></span><span style="font-size: medium;"><span lang="ca-ES"> L’home
tot sol no pot desenvolupar-se adequadament. En apreciem que malgrat
disposar de l’Eden amb totes les seves meravetlles, no troba en les
criatures cap que sigui homòloga amb éll. Que sigui també alhora
“imatge de Deu”, i així en el recolçament amb el proïsme troba
l’ésser humà “l’ajuda” que necessita per evolucionar,
apuntant al fet de que l’home és un home sociable i que també és
un homo-ludens i que en la creació pot trobar el seu espai de
divertiment o entreteniment saludable i creatiu.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Gn(2,19-20): Ací el senyor modela, crea als animals
amb la mateixa matèria que l’home. Peròésa de destacar que no
els en infongué elseu alè de vida, deixant entreveure que aquest
alè es quelcom que fa de comú l’home amb Déu, que el fa
extranyament familiar a aquest,i que l’espiritualitat que mena al
reconeixement del sagrat no és present en els animals, que la vida
ve donada per la gratuitat de Déu en fer el cos ( l’home és cos
però no només cos). El simple fet de que Déu mateix actui sobre
la matèria fa que aquesta materia, innaimada , si és destinada a
ser ésser viu, contingui la vida biològica, fisiològica; per tant
quan parlem de vida en l’ésser humà es refereix a una vida en
l’esperit, animada per “l’alè vivificador de Déu”. La
veritable vida de la que tan Jesús en parla com podem analitzar en
els evangelis. Déu en tant que és l’esser sense predicats que el
determinin o el limitin, és al meu parer constant i substracte de la
física.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">També otorga a l’home soberania sobre la resta
d’essers en deixar en mans de l’home la lliure elecció de
donar-lis nom. Es tracta d’una manera de donar-lis vida en l’ambit
de la raó. Com un acte de creació en la que l’home n’és
responsable. En donar noms als animals, l’home pot referir-se a
ells, etiqueta i ordena d’alguna manera la creació. D’alguna
forma es fra referència també a l’aparició o ús del llenguatge
humà.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"> L’home però es sernt sol doncs no pot dur a terme
les seves facultats i capacitats que el fan més humà i a la vegada
axiològicament superio. Necessita la complementarietat total, que
començà en lo somàtic i abasta altres àmbits de sensibilitat i
tendències.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><b>L’Home i la dona</b></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Els versets Gn(2,21-22) són d’una importància cabdal
donada que amb l’aparicióm del binomi home-dona és com conclou la
creació. Hi trobem la controvèrsia de que sembla situar l’home
per damunt de la dona. Aquest fet, però, és un reflexe del caracter
marcadament patriarcal ( ofins itot masclista) de les societat
antigues . Ni tan sols Pau és sostreu a aquesta visió masclista de
l’home.</span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">La questió fonamental és que Déu no recorre ja al
fang per fer la dona, sinò que la fa a partir de l’home. El
significat és que són homoleg, que aquesta carn, materia prima, ja
contè l’alè de Déu. Apareix la capacitat de procrear-se en
l’home, d’una manerasensiblement mes complexa que en la resta
d’animals. També podem adivinar-hi l’aparicióde la família com
a nucli vertebrador de la societat sent el nucli de les relacions
parentives, de les quals la de marit i muller és la més estreta.
L’home reconeixent la complementarietat es veu así mateix
mitjançant la diferència.</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(2,23) : </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>“
L’home exclamà: - Això sí que és os dels meus osos i carn de la
meva carn. El seu nom serà dona, perque ha estat presa de l’home”</i></span></span><span style="font-size: medium;"><span lang="ca-ES">.
La narració referma el que hem apuntat en el verset anterior i
escenifica una expressió usual per a significar llaços parentius
(actualment diem que portem la mateixa sang o dels llaços de sang)
fins i tot llunyans.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;">Ací mitjançant la parella, la dona treu l’home de la
solitud, cosa que no havia pogut fer cap dels animals que el Senyor
li havia presentat. Per tal de subratllar que que el llaç que uneix
els esposos és el més fortde tots, arrivant a afirmar el narrador
que l’home deixa el lligam que l’uneix al pare i la mare (Gn
2,24).</span></div>
<div style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<span style="font-size: medium;"><span lang="ca-ES">Gn(2,25) </span></span><span style="font-size: medium;"><span lang="ca-ES"><i>“
tots dos , l’home i la seva dona anaven nus i no se n’avergonyien.</i></span></span><span style="font-size: medium;"><span lang="ca-ES">”
Es pot relacionar amb el verset (3,7), en els que s’avergoneixen de
la seva nuesa és a dir, del seu cos. El cós com a part de la
creació no és dolent, i situa a l’home en una inocència pura,
com la dels infants que no tenen objeccions pel que fa al seu cos.
Són fruit de l’educació ética definida com un moralisme, que el
que sembla pretendre és evitar la luxuria, els pensaments impurs.
L’home ací apareix per tant en la puresa dels infants, sense
malícia. Jesús afirma que per entra en el regne de Déu cal fer-se
com un infant, refermant aquesta questió.</span></span></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<br /></div>
<div lang="ca-ES" style="line-height: 150%; margin-bottom: 0cm; text-indent: 1.25cm;">
<br /></div>
Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-3356233480199801062015-01-21T13:23:00.000+01:002015-01-21T13:23:27.852+01:00antropologia espiritualuna questió pendent: escriure una antropologia espiritual. curiosament
existeix una antropologia teológica i una teologia espiritual, pero no
una antropologia espiritual. Ting les experiencies, ting bastants dels
coneiximents,...ara he començat. Un apunt sobre antropologia espiritual.
( model tantric, xaqures i aures, estructures, relacions amb la
realitat i amb la persona, lo colectiu: periodes ,fenomens d'energia (
sanació, reiki), kundalini( descripció complerta),esperit,<span class="text_exposed_show">ánima
i Esperit, interrelació, Identificació (S.Pau, Anne
Brennan,etc),antropologiaespiritual i fenomenologia del esperit, (
visions mistiques, premonicions, simbologia, grau de concreció, fenomens
energetics, interaccions amb mon fisic ipsiquic i espiritual,
telepatia, sanacions físiques, psiquices i físiques, instruments de
sanació)<br /> ascesis i mística, Ioga, propedeutica , <br /> psicologia
transpersonal ( cam'ps, ambits, elements fonamentals,)
concient,subconcient, lo colectiu lo ancestral) , sincronicitats ,
simbolsteorema universal de espiritualitat, osmosis espiritual,
telepatia,)<br /> En fin que molta feina, poder preparo ja una tesi. el cas és que podre haure d'oficialitzar antropologia</span><br />
<span class="text_exposed_show"><br /></span>Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-49274884394020724362014-08-19T13:29:00.001+02:002014-08-19T13:41:24.877+02:00Petit Dru mon amour ( esborrany esquema)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1mfxY6uw6QIDopD_XDIII_ykzSXP1rJV6mCKesXyRRTmHZ-t4m_3bhiJbY_VjAl4M07046eliSamx3r90kcwFVr4TTq8o02UkpoNDwmtgqmKhNaIkpaC8k-XTG5X0rQKR0YnpwnZJrGFK/s1600/jaumedruamericana.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1mfxY6uw6QIDopD_XDIII_ykzSXP1rJV6mCKesXyRRTmHZ-t4m_3bhiJbY_VjAl4M07046eliSamx3r90kcwFVr4TTq8o02UkpoNDwmtgqmKhNaIkpaC8k-XTG5X0rQKR0YnpwnZJrGFK/s1600/jaumedruamericana.jpg" height="640" width="416" /></a></div>
<br />
<span class="userContent">1995-Dru-directa americana amb <a data-hovercard="/ajax/hovercard/user.php?id=100004910351950" href="https://www.facebook.com/jaume.grausirvent">Jaume Grau Sirvent</a>,
després d'intentar per primer cop escalar la segona repetició de la
Tomas Gross,. aquest cop voliem entrar desde inici de la directa
americana pero la quantidad de pes nos impedia remuntar<span class="text_exposed_show">
els petates per les zones amb cornises. vivaqueando al pie del dru nos
cayo un desprendimiento bestial que por pocos metros no nos barre.
aprovechamos para hacer directa americana. una semana mas tarde
cambiamos de estrategia, decidimos subir los petates hasta las flames de
pierre con porteos que nos ponen como mulos. allí dejamos botas
crampones piolet...e iniciamos rapeles ( o sea que la teniamos que hacer
si o si) con los petates hasta hasta inici del espolón bonatti allí
seguimos rapelando abriendo linea de rapeles hasta dejarnos cerca de pie
de vía. pensabamos que ya la teníamos. cuando jaume en r1 remonta unos
de los petates y estando yo preparandome para L2, un deposito mamona de
20 litros anexo a otros petates se va abajo al romperse el asa de la que
co9lgaba.!! así que tenemos que abrir unos 400 o 500 metros de rapeles (
en medio de desprendimientos, ) hasta pie de la cara w del dru donde
encontramos un amasijo de cuerdas casco etc...otro escalador se habia
matado rapelando por allí pocos días antes. después nos toco bajar hasta
la mer de glace con gatos y sin nada atravesar el glaciar para regresar
a montervers usando los pitones como piolet tracción....</span></span><br />
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comentaris de la publicació:<br />
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873583625456:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100003252948594&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873583625456:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/gustavo.manezgarrido?fref=ufi">Gustavo Manez Garrido</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873583625456:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873583625456:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873583625456:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873583625456:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">Me
catxis!!!...mira que perder un petate!...hubiera sido de las pocas
repeticiones de esa via!...la Thomas Gross,el Checo que escalaba con
guitarra,desaparecio junto a parte del Pilar Bonatti...SALUD!!!</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873583625456:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873723668957:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1415558777&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873723668957:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/Manelet11?fref=ufi">Manel Solís</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873723668957:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873723668957:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873723668957:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873723668957:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">pues si. creo que ya no se hizo mas....estuvo abierta unos 40 años pero no tuvo tercera</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873723668957:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873727909063:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1415558777&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873727909063:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/Manelet11?fref=ufi">Manel Solís</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873727909063:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873727909063:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873727909063:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873727909063:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">otros tiempos!</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873727909063:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873853392200:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100003252948594&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873853392200:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/gustavo.manezgarrido?fref=ufi">Gustavo Manez Garrido</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873853392200:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873853392200:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873853392200:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873853392200:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">Ahora
por allí creo que hay unas vías(una o varias)de unos Rusos(o de por
allí)bastante pasaos de vueltas...pues el terreno aun no esta
estable...Mas curro para los artistas del pedal!...SALUD!!!</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873853392200:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873863752459:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1415558777&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873863752459:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/Manelet11?fref=ufi">Manel Solís</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873863752459:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873863752459:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873863752459:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873863752459:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">tiene
que estar aquello fatal! durante el derrumbre cuando vivaqueabamos al
pie al ser de noche se veia toda toda la cara oeste llena de chispas de
los impactos... parecia un gigantesco arbol de navidad pero apocalíptico
como poco he visto</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873863752459:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873885352999:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100003252948594&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873885352999:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/gustavo.manezgarrido?fref=ufi">Gustavo Manez Garrido</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873885352999:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873885352999:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873885352999:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873885352999:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">Ostiass...ke
buenooo...lo visteis en directo!...inolvidable!...al lao de eso el
serac de la Aiguille de Midi cayendo y yo viéndolo desde abajo del la
Aiguille du Peigne,es una sosez...</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873885352999:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873897593305:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1415558777&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873897593305:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/Manelet11?fref=ufi">Manel Solís</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873897593305:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873897593305:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873897593305:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873897593305:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">no sé Gustavo, pero me despertó el estrruendo miré para arriba y pensé que aquello era lo último que veia. Jaume dormía!!</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873897593305:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873912273672:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100003252948594&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873912273672:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/gustavo.manezgarrido?fref=ufi">Gustavo Manez Garrido</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873912273672:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873912273672:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873912273672:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873912273672:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">OOOOsstiaaa...claro...!!!estabais bastante cerca!?</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873912273672:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873921193895:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1415558777&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873921193895:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/Manelet11?fref=ufi">Manel Solís</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873921193895:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873921193895:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873921193895:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873921193895:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">Justo al pie!!! Nos fue de 20 metros</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873921193895:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873926554029:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100003252948594&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873926554029:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/gustavo.manezgarrido?fref=ufi">Gustavo Manez Garrido</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873926554029:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873926554029:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873926554029:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873926554029:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">Asi ya pudisteis decir que volvisteis a nacer!...afortunado karma el vuestro!</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873926554029:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873975475252:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100003252948594&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873975475252:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/gustavo.manezgarrido?fref=ufi">Gustavo Manez Garrido</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873975475252:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873975475252:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873975475252:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873975475252:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">Vaya
movidas!...y vaya putada lo del deposito de 20 litros...nunca sabremos
si por ello salvasteis la piel...al tener que bajaros...??El destino...</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873975475252:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873992195670:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1415558777&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873992195670:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/Manelet11?fref=ufi">Manel Solís</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873992195670:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873992195670:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204873992195670:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873992195670:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">pues
si Gustavio pero te podría contar unas cuantas aun mnas fuertes!! vida
agitada la mía! pero si, desde luego algo me protege. serán esos
ángeles que veo tan a menudo!! jeje</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204873992195670:0.0.$right.0.$left.0.0.4"></span></span></div>
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se a que esperas para recojerlas y publicar...que de las experiencias
de otros se aprende mucho y es "divertido" leerlas...A seguir
sobreviviendo!...SALUD!!!</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874001835911:0.0.$right.0.$left.0.0.4"></span></span></div>
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remiro mucho las cosas si. pero a parte tengo que arreglar el escaner
de diapos un mu7ltimag slidescan 4000 para ponerme a digitalizar diapos.
a ver si encuentro la pieza ejn BCN. mientras no te pienses que aun
estoy digiriendo muchas cosas de mi vida.</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874016436276:0.0.$right.0.$left.0.0.4"></span></span></div>
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de Alpes eran un guía y cinco clientes...parece ser que era un
recorrido bastante habitual...pero según lo veo yo(que no tengo puta
idea9me parece un ratio un poco excesivo...1:5...1:3 aun lo veo...o
2:5...no lo se...tal vez</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874016916288:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100003252948594&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/gustavo.manezgarrido?fref=ufi">Gustavo Manez Garrido</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">Claaaroooo...aun nos queda cuerda pa rato!...pero hay que atacar antes de que el alzheimer nos liquide...</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.3.$metadata:0"><a class="uiLinkSubtle" data-ft="{"tn":"N"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.3.$metadata:0.$timestamp-message" href="https://www.facebook.com/photo.php?fbid=10204873530224121&set=a.1136008926497.21196.1415558777&type=1&comment_id=10204874025956514&offset=0&total_comments=28"><abbr class="livetimestamp" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.3.$metadata:0.$timestamp-message.0" data-shorten="true" data-utime="1407963596" title="miércoles, 13 de agosto de 2014 a la(s) 22:59">13 de agosto a la(s) 22:59</abbr></a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.3.$likeToggle:0:$MIDDOT:0"> · </span><a class="UFILikeLink" data-ft="{"tn":"?"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.3.$likeToggle:0:$action:0" href="https://www.facebook.com/photo.php?fbid=10204873530224121&set=a.1136008926497.21196.1415558777&type=1&theater#" role="button" title="Ya no me gusta este comentario">Ya no me gusta</a><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.3.$likeCount:0:$MIDDOT:0"> · </span><a class="UFICommentLikeButton UFICommentLikedButton" data-hover="tooltip" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.3.$likeCount:0:$action:0" data-tooltip-alignh="center" data-tooltip-uri="/ajax/like/tooltip.php?comment_fbid=10204874025956514&comment_from=100003252948594&comment_likecount=1&comment_id=10204873530224121_10204874025956514&cache_buster=0" href="https://www.facebook.com/browse/likes?id=10204874025956514" rel="dialog" role="button"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874025956514:0.0.$right.0.$left.0.3.$likeCount:0:$action:0.1">1</span></a></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874032276672:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1415558777&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874032276672:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/Manelet11?fref=ufi">Manel Solís</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874032276672:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874032276672:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874032276672:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874032276672:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">jajajaa si. a ti no te cuesta escribnir Gustavo!! salut!</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874032276672:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100003252948594&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/gustavo.manezgarrido?fref=ufi">Gustavo Manez Garrido</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">Tantos
años en solitario sin poder hablar con nadie...jajajajaj...se me han
acumulado las palabras y ahora salen a chorros!...ojala no me haga
demasiado pesado!...Aunque pesado y ligero son conceptos relativos</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.3.$metadata:0"><a class="uiLinkSubtle" data-ft="{"tn":"N"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.3.$metadata:0.$timestamp-message" href="https://www.facebook.com/photo.php?fbid=10204873530224121&set=a.1136008926497.21196.1415558777&type=1&comment_id=10204874040596880&offset=0&total_comments=28"><abbr class="livetimestamp" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.3.$metadata:0.$timestamp-message.0" data-shorten="true" data-utime="1407963769" title="miércoles, 13 de agosto de 2014 a la(s) 23:02">13 de agosto a la(s) 23:02</abbr></a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.3.$likeToggle:0:$MIDDOT:0"> · </span><a class="UFILikeLink" data-ft="{"tn":"?"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.3.$likeToggle:0:$action:0" href="https://www.facebook.com/photo.php?fbid=10204873530224121&set=a.1136008926497.21196.1415558777&type=1&theater#" role="button" title="Ya no me gusta este comentario">Ya no me gusta</a><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.3.$likeCount:0:$MIDDOT:0"> · </span><a class="UFICommentLikeButton UFICommentLikedButton" data-hover="tooltip" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.3.$likeCount:0:$action:0" data-tooltip-alignh="center" data-tooltip-uri="/ajax/like/tooltip.php?comment_fbid=10204874040596880&comment_from=100003252948594&comment_likecount=2&comment_id=10204873530224121_10204874040596880&cache_buster=0" href="https://www.facebook.com/browse/likes?id=10204874040596880" rel="dialog" role="button"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874040596880:0.0.$right.0.$left.0.3.$likeCount:0:$action:0.1">2</span></a></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874044596980:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100003252948594&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874044596980:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/gustavo.manezgarrido?fref=ufi">Gustavo Manez Garrido</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874044596980:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874044596980:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204874044596980:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874044596980:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">Lastima que no sepa comercializar lo que digo,pues estando en paro ya por tres años...debería empezar a buscarme las rentas</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204874044596980:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204900243531937:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1415558777&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204900243531937:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/Manelet11?fref=ufi">Manel Solís</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204900243531937:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204900243531937:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204900243531937:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204900243531937:0.0.$right.0.$left.0.0.1:$comment-body.0.$text0:0:$0:0">Ah!por cierto </span><a class="profileLink" data-hovercard="/ajax/hovercard/hovercard.php?id=100003252948594&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204900243531937:0.0.$right.0.$left.0.0.1:$comment-body.0.$range0:0" dir="ltr" href="https://www.facebook.com/gustavo.manezgarrido" target="_blank">Gustavo Manez Garrido</a><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204900243531937:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0"> al tomas Gross se le perdió la pista en algun templo budista del himalaya!l</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204900243531937:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204901953014673:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100006359770262&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204901953014673:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/angel.vedo.1?fref=ufi">Angel Vedo</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204901953014673:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204901953014673:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204901953014673:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204901953014673:0.0.$right.0.$left.0.0.1:$comment-body.0.$text0:0:$0:0">Salut y tapia </span><a class="profileLink" data-hovercard="/ajax/hovercard/hovercard.php?id=1415558777&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204901953014673:0.0.$right.0.$left.0.0.1:$comment-body.0.$range0:0" dir="ltr" href="https://www.facebook.com/Manelet11?fref=photo" target="_blank">Manel Solís</a><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204901953014673:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0"> eres un Máster sambarinait</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204901953014673:0.0.$right.0.$left.0.0.4"></span></span></div>
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<span style="font-size: x-small;"><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204904634161700:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=100003252948594&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204904634161700:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/gustavo.manezgarrido?fref=ufi">Gustavo Manez Garrido</a></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204904634161700:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".gu.1:3:1:$comment10204873530224121_10204904634161700:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".gu.1:3:1:$comment10204873530224121_10204904634161700:0.0.$right.0.$left.0.0.1:$comment-body.0"><a class="profileLink" data-hovercard="/ajax/hovercard/hovercard.php?id=1415558777&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".gu.1:3:1:$comment10204873530224121_10204904634161700:0.0.$right.0.$left.0.0.1:$comment-body.0.$range0:0" dir="ltr" href="https://www.facebook.com/Manelet11?fref=photo" target="_blank">Manel Solís</a><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204904634161700:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">...creo
que lei una necrológica suya...pero ahora mismo no estoy
seguro...porque no recuerdo el detalle...de todas formas...que le quiten
lo bailao...SALUD!!!</span></span></span><span data-reactid=".gu.1:3:1:$comment10204873530224121_10204904634161700:0.0.$right.0.$left.0.0.4"></span></span></div>
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Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-40944623297476877532014-05-08T22:57:00.000+02:002014-05-08T22:57:11.671+02:00LAS DELICIAS DE LOS TRABAJOS por Sri Aurobindo<div class="article-header" style="display: table; font-family: 'Helvetica Neue Light', HelveticaNeue-Light, 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; margin: 0px; outline: none; padding: 0px; text-align: center; width: 750px;">
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<a href="http://disponer.blogspot.com/2013/03/las-delicias-de-los-trabajos-por-sri.html" itemprop="url" rel="bookmark" style="-webkit-transition: color 0.3s; color: #333333; outline: none; text-decoration: none; transition: color 0.3s;">LAS DELICIAS DE LOS TRABAJOS por Sri Aurobindo</a></h1>
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<span style="color: #000099;">LAS DELICIAS DE LOS TRABAJOS</span><br style="color: #000099;" /><span style="color: #000099;">por</span><br style="color: #000099;" /><span style="color: #000099;">Sri Aurobindo</span><span style="color: #000099;"></span><br /><div style="color: #000099; margin: 0px; outline: none; padding: 0px;">
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Ensayo publicado originalmente en la revista</div>
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Arya en abril del 1915, Vol. I, No. 9.</div>
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<em><br /><strong>En tus trabajos, siempre están estos tres,<br />el Maestro, el Trabajador y el Instrumento.<br />Definirlos correctamente en uno mismo, y poseerlos correctamente, es el secreto de los trabajos, y de las delicias de ellos. </strong></em><strong><br /></strong></div>
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<br /><br />Primeramente, aprende a ser el instrumento de Dios y a aceptar tu Maestro. El instrumento es esa cosa exterior que le llamas el yo, es la matriz y molde de la mente, la fuerza de empuje del poder, una máquina con forma, una cosa llena de resortes, dientes, grampas y deseos. No llames a eso el Trabajador o el Maestro; nunca podrá ser el Trabajador o el Maestro. Acéptate a ti mismo humilde y a la vez orgullosamente, devoto, obediente y jubilosamente como un instrumento divino.<br /><br />No hay un orgullo y una gloria mayor que ser el instrumento perfecto del Maestro.<br /><br />Aprende primero absolutamente a obedecer. La espada no escoge donde corta, la flecha no pregunta a que lugar deberá dirigirse, los resortes de una máquina no insisten en el producto que deberá fabricarse con su labor. Estas cosas son establecidas por la intención y el trabajo de la Naturaleza, a medida que el instrumento es más y más consciente, aprende a sentir y a obedecer la ley pura y esencial de su naturaleza, tan pronto como el trabajo está hecho, llega a ser perfecto e impecable. La elección propia por la motivación poderosa de los nervios, la repulsión del instrumento físico y mental, pueden solamente estropear el trabajo.<br /><br />Déjate llevar por la inspiración de Dios y sé como una hoja en la tempestad; ponte en Sus manos y sé como la espada que corta y la flecha que se dirige hacia la meta. Deja que tu mente sea como el resorte de una máquina, deja que tu fuerza sea como el disparo de un revolver, deja que tu trabajo sea como el declive tajante y formativo del acero en su objeto. Deja que tu palabra sea el resonar del martillo sobre el yunque y el gemido del motor en su labor y el llanto de la trompeta que proclaman la fuerza de Dios en todas las regiones. En cualquier forma has de hacer lo que hace un instrumento de trabajo con naturalidad porque está diseñado para eso.<br /><br />La espada es feliz en el campo de batalla, la flecha tiene el regocijo en su silbido y en su salto, la tierra tiene su embeleso en sus vueltas vertiginosas a través del espacio, el sol tiene el éxtasis real de su llamarada esplendorosa y su movimiento eterno. ¡Oh tú, instrumento consciente de ti mismo, deléitate también en tu propio trabajo!<br /><br />La espada no mandó a que la hicieran, ni resiste a ser usada, ni tampoco se lamenta cuando se rompe. Hay un placer en haber sido hecha, un placer en haber sido usada y un placer también en haberla dejado sin esgrimir, al igual que un placer en haber sido rota. Descubre ese placer.<br /><br />Porque tú has confundido el instrumento con el trabajador y el maestro, y porque buscas elegir por ignorancia y por deseo, por tu propio estado y tu propia ganancia y utilidad, por lo tanto, tú has sufrido y te has angustiado muchas veces, y muchas veces también has entrado en las calderas del infierno rojo y has renacido, te has reformado y te has modificado, hasta que aprendas tu lección humana.<br /><br />Todas esas cosas son, porque ellas están en tu naturaleza que está en el proceso de refinamiento o evolución. Porque la Naturaleza es el trabajador y ¿qué es lo que ella trabaja? Ella forma y modela la mente, la vida y la materia imperfecta y tosca y hace de ellos un ser perfectamente consciente.<br /><br />Lo próximo es, conócete a ti mismo como el Trabajador. Entiende tu naturaleza como el trabajador, tu propia naturaleza y Toda la Naturaleza como tu yo mismo.<br /><br />Esta naturaleza que tienes, no es tuya propia ni limitada. De tu naturaleza se ha hecho el sol y los sistemas, la tierra y sus criaturas, tú mismo y lo tuyo y todo lo que percibes. Es tu amigo y tu enemigo, tu madre y tu devorador, tu amante y tu verdugo, tu hermana del alma y el extraño que desconoces, tu regocijo y tu aflicción, tu pecado y tu virtud, tu fortaleza y tu debilidad, tu conocimiento y tu ignorancia. Y todavía no es nada de estas cosas, pero es algo de lo cual esas cosas son imágenes imperfectas que tratan de ser. Porque más allá de todo eso está el conocimiento original y una fuerza infinita y una calidad innumerable.<br /><br />Pero para ti hay una acción especial, una naturaleza propia y una energía individual. Síguela, como el ancho río que corriendo llega hasta su cause, hasta que te lleve allí, donde está esa fuente, esa causa, ese origen infinito.<br /><br />Por lo tanto, conoce tu cuerpo como un vínculo de la Materia, y tu mente como un remolino en la Mente universal, y tu vida como un remanso de la Vida que es imperecedera. Conoce tu fuerza como la de todos los seres; y tu conocimiento como la vislumbre de la luz que no pertenece a ningún hombre; y tu trabajo, él que debes hacer para ti mismo, el liberarte del error de tu personalidad.<br /><br />Cuando eso esté hecho, tendrás la delicia libre y emancipada en la verdad de tu ser individual, en tu fuerza, tu gloria, tu belleza y tu conocimiento; y en la negación de esas cosas tendrás la delicia también. Porque todo esto es la máscara dramática de la Persona y de la imagen en sí del propio Escultor.<br /><br />¿Por qué deberás limitarte a ti mismo? Siéntete también en la espada que te corta y en los brazos que te abrazan, en el fuego del sol, en el baile de la tierra, en el vuelo del águila, en la canción del ruiseñor, en todo lo que ha pasado, en todo lo que ahora es y en todo lo que llegará a ser. Porque tú eres infinito y toda esta felicidad es posible para ti.<br /><br />El Trabajador tiene la felicidad de su trabajo y la felicidad de su Amante para quien él trabaja. Él mismo sabe/conoce que es su consciencia y su fuerza, su conocimiento y su reserva de conocimiento, su unidad y su propia división, la infinitud y lo finito de su ser. Conócete a ti mismo también como todas esas cosas; también obtén la delicia de tu Amante.<br /><br />Están aquellos que se conocen ellos mismos como el obrador o instrumento o el utensilio de trabajo, pero ellos confunden el Trabajador por el Maestro; esto también es un error. Aquellos que caen en él pueden dura y difícilmente llegar a su trabajo puro, superior y perfecto.<br /><br />El instrumento es finito en una imagen personal, el trabajador es universal con una característica personal, pero ninguno de estos es el Maestro, porque ninguno de ellos es la Persona verdadera.<br /><br />Por último conócete como el Maestro; pero no le pongas forma y no le busques ninguna definición de calidad. Se uno con Eso en tu ser, comulga con Eso en tu consciencia, obedece Eso en su fuerza, estate sujeto a Eso y asegura por eso tu delicia, perfeccionando Eso en tu vida, tu cuerpo y tu mentalidad. Entonces, antes tu vista e interiormente, emergerá / surgirá esa única y verdadera Persona, tú mismo y no-tú mismo, todos los otros y más que todos los otros, el Director y el Poseedor y Disfrutador de tus trabajos, el Maestro del trabajador y el instrumento, el Organizador y el Destrozador de la danza del universo, y todavía, solo en la quietud con él mismo, en el silencio de su alma y su cámara interior.<br /><br />La felicidad del Maestro poseída. No hay nada más que él pueda conquistar. Porque él, se dará Él mismo a todas las cosas y a todas las criaturas, obteniendo, dando, haciendo y disfrutando por su porción propia, y también por lo indivisible.<br /><br />Contendrás en tu ser a ti mismo y a todos los seres, y serás "eso" que no eres tú ni eres los otros. De los trabajos, ésta es la consumación y la cumbre.<br /><br /><br /><br />Final del ensayo titulado Las Delicias de los Trabajos por Sri Aurobindo.<br />Publicado en la revista Arya en Agosto de 1915.<br />Ensayo preparado por P.B. Saint - Hillaire en 1962.</div>
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Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-27199451170752584422014-04-03T20:20:00.002+02:002014-04-03T20:22:01.691+02:00Alguns records gràfics<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_wchfWcpZAaZ3t0GTIWvc_2BIAMReYn8bm61ObTqDRVbVtLee1KtUk75JOF_WYOYu3i8-kV7Jlw_slICv4irkjv0nc_xLDFVHE1XQg9jsqBHJvCqt_p0FvD3JizEYk3eLqLPHTCsXItJi/s1600/95-capucin18.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_wchfWcpZAaZ3t0GTIWvc_2BIAMReYn8bm61ObTqDRVbVtLee1KtUk75JOF_WYOYu3i8-kV7Jlw_slICv4irkjv0nc_xLDFVHE1XQg9jsqBHJvCqt_p0FvD3JizEYk3eLqLPHTCsXItJi/s1600/95-capucin18.jpg" height="209" width="320" /></a><span style="font-size: medium;">al cim del Gran
Capucin(3838 m) amb en Miquel Cintes després de fer la via dels
Suissos, any 1997</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuiexxhOKFtNh3uS7XQ9VjC_BzQ16J-I-Sa-bxHT7eg8fHJbioGSZ6wFlsZcTgk8F4MNoGc84kViJkgU7HDSTgBPyCZPSsB10vth8wgPRq-V_vpIr_0NMDm_LEh2hSQnbvkd5CDUJ13toi/s1600/ANDES005.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuiexxhOKFtNh3uS7XQ9VjC_BzQ16J-I-Sa-bxHT7eg8fHJbioGSZ6wFlsZcTgk8F4MNoGc84kViJkgU7HDSTgBPyCZPSsB10vth8wgPRq-V_vpIr_0NMDm_LEh2hSQnbvkd5CDUJ13toi/s1600/ANDES005.jpg" height="320" width="206" /></a><span style="font-size: medium;">al cim del Quitaraju
(6015m) any 1989, Cordillera Blanca (Perú) despres de pujar per la
seva cara Est via directa Jaeger. Primera expedició Lleidatana que
culmina un 6000. Malhauradament en Oscar Ribes perdé la vida dos
dies mestard ascendint l' Alpamayo.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfS6RqbkkklNRi468K80W3fwFyZZxEDRXdzjTeFyTarXx6Nt2lMmRxEpOwnP7XdK8hHlJv9khUwLlb9A9Ju2CIeyoLU5z7gszBqMAhY5_ZZ_RIqSvNgsdTxrWG7SBRcj-Z9eHCWE-DhLf9/s1600/ANDES145.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfS6RqbkkklNRi468K80W3fwFyZZxEDRXdzjTeFyTarXx6Nt2lMmRxEpOwnP7XdK8hHlJv9khUwLlb9A9Ju2CIeyoLU5z7gszBqMAhY5_ZZ_RIqSvNgsdTxrWG7SBRcj-Z9eHCWE-DhLf9/s1600/ANDES145.jpg" height="320" width="207" /></a><span style="font-size: medium;">Any 1989 ,a una reunió
penjada obrint via a la Quebrada Santa Cruz amb en Oscar Ribes, via
Oscar a punta secundària del Nevado Paria (aprox. 5300 m), ( 300
m)V+, 70 graus. El dia següent d'arribar al Camp Base.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4Vh4pkDfn2uNiJDnUvtOm8XNrHj6fFQeAf00IM0kiVjFcIGLhpjM6GmS5krLgQY7_Cp31CnGze9jbt1YTKuPqyb_1kKx1SRK-IEomVhSIEjq63DtXzNWM-8Cj9W3U50L8QMCL6S9jRUYJ/s1600/bdl6.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4Vh4pkDfn2uNiJDnUvtOm8XNrHj6fFQeAf00IM0kiVjFcIGLhpjM6GmS5krLgQY7_Cp31CnGze9jbt1YTKuPqyb_1kKx1SRK-IEomVhSIEjq63DtXzNWM-8Cj9W3U50L8QMCL6S9jRUYJ/s1600/bdl6.jpg" height="240" width="320" /></a><span style="font-size: medium;">Amb en P.X.Porta al refugi
del Badile abans de escalar la cassin el 1997</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF_3pbj3GKDGNlAAj6JS2nXL0Kyoqjp9yFyJaufXkFt2e44T5uPHT9E6-8pq82HTDKw_SQ0kJQwNXM3xxb_bFgXYrUw2wZ0RPzIsMT9E0VJMAs-BC03myQ5wsd0TPgHd7918oHpqrtj1gc/s1600/bdl16.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF_3pbj3GKDGNlAAj6JS2nXL0Kyoqjp9yFyJaufXkFt2e44T5uPHT9E6-8pq82HTDKw_SQ0kJQwNXM3xxb_bFgXYrUw2wZ0RPzIsMT9E0VJMAs-BC03myQ5wsd0TPgHd7918oHpqrtj1gc/s1600/bdl16.jpg" height="240" width="320" /></a><span style="font-size: medium;">escalant la Cassin a la
cara oest del Piz Badile (alps Suissos). Tram clau (6a+)</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihjuwkwXSvbERo3Smj9nl8UjlJb2y03Uq5TRa8Ur_CICz6HTgGybl9H5J5F6ReY3Z3_BC9VKD2AFBX05-J3QFKZXryi-ThKZG36Sx0qT1oIQnk6hKp3e3u9QNmDYkgXBtZ6h4hOM4tQFVs/s1600/bismilacurt00086.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihjuwkwXSvbERo3Smj9nl8UjlJb2y03Uq5TRa8Ur_CICz6HTgGybl9H5J5F6ReY3Z3_BC9VKD2AFBX05-J3QFKZXryi-ThKZG36Sx0qT1oIQnk6hKp3e3u9QNmDYkgXBtZ6h4hOM4tQFVs/s1600/bismilacurt00086.jpg" height="320" width="240" /></a><span style="font-size: medium;">a l'Atlas (Marroc), Thagia
on amb en Jaume Grau (Tarragona) i Alex Estela (Flix) obrim al
Tagoujim N'Tsouiant (2977m. ) Bismillah 850m, ED sup, 7a, amb 7 dies
d'atac final. Any 2000</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_zVq4b1p-UXw-XJROd_DnRGLcfEslnDTDNQ6Axxx8HSR9dsxHHiq4dSTH6Dh8lQuin410Dhccv6gpgggKFmgSkHM4ZSO14NRZAyIjuCeXFEbpDDyZzJ909z-jnQXesW-KSgmrEMgSqvlC/s1600/canadallibre+001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_zVq4b1p-UXw-XJROd_DnRGLcfEslnDTDNQ6Axxx8HSR9dsxHHiq4dSTH6Dh8lQuin410Dhccv6gpgggKFmgSkHM4ZSO14NRZAyIjuCeXFEbpDDyZzJ909z-jnQXesW-KSgmrEMgSqvlC/s1600/canadallibre+001.jpg" height="256" width="320" /></a><span style="font-size: medium;">Any 1998, Fent la primera
ascensció Estatal (Poder encara sigui la única) al pilar oest de la
South Howser Tower (3454 m.) , punt culminant del parc Glaciar de
Bugaboos a les Rocalloses (Canadà). Amb en Craigh Ross,(Argentina).
Realitzen integralment desde la part més baixa aquest espléndid
pilar que voreja els 1000 m. per la clàssica Beckey-Chouinard
totalment en lliure ( a vista) i per la difícil variant de les
plaques al Head Wall ( 6c). En unes 16 hores camp base-camp base.</span></div>
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<span style="font-size: medium;"> </span>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmwWMG9hsSpaEwHENO-YTpt2yjB_zi2s1dn7LGpPwXdQo3BqwJ6nKoCNT8A6P7qLw6UOHWUf58qlyDibQGddzBXuhSx7AYd2U9RpU7FQ9N61ZguW_eZKbglpJT6Mtj9JmUpjFdYWno1-4d/s1600/cotopaxi2003+001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmwWMG9hsSpaEwHENO-YTpt2yjB_zi2s1dn7LGpPwXdQo3BqwJ6nKoCNT8A6P7qLw6UOHWUf58qlyDibQGddzBXuhSx7AYd2U9RpU7FQ9N61ZguW_eZKbglpJT6Mtj9JmUpjFdYWno1-4d/s1600/cotopaxi2003+001.jpg" height="320" width="214" /></a><span style="font-size: medium;">Al Cim del Cotopaxi
(5980m.), Equador, any 2003. Una escapada de les activitats amb la
ONG Mano Amiga .</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvx7g2s-kkKqUPs8JG00RJ9RpzNCYX0RLNWREQzpG4rpT7eYJEQvV5StkGAlQ9yrroDzqCdBtyBLkg-c8dlFfSE9cATsxNL6c-fAVD90l9itmsF_VMV5qr5V8UxnkW5RP5N-n2NDxv5r2B/s1600/Cotopaxi.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvx7g2s-kkKqUPs8JG00RJ9RpzNCYX0RLNWREQzpG4rpT7eYJEQvV5StkGAlQ9yrroDzqCdBtyBLkg-c8dlFfSE9cATsxNL6c-fAVD90l9itmsF_VMV5qr5V8UxnkW5RP5N-n2NDxv5r2B/s1600/Cotopaxi.jpg" height="240" width="320" /></a><span style="font-size: medium;">Vista aeria del Cotopaxi
(5980 m), als Andes Equatorians.</span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrKkuAcfF5HhZFXtoBYORPZ1jvb0_Wzg4oCKwvcMi2EUqL3Vi7osCRuQG6_GtXldhpsgr9EBSn6Tb9jlMFZA41qzYXrjDaJiDMbfiOYSAnOaCfRK85Ff6UM03R1gwRGd06nto1xM2L879J/s1600/coutchets-quimleberbere1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrKkuAcfF5HhZFXtoBYORPZ1jvb0_Wzg4oCKwvcMi2EUqL3Vi7osCRuQG6_GtXldhpsgr9EBSn6Tb9jlMFZA41qzYXrjDaJiDMbfiOYSAnOaCfRK85Ff6UM03R1gwRGd06nto1xM2L879J/s1600/coutchets-quimleberbere1.jpg" height="240" width="320" /></a><span style="font-size: medium;">Any 2013. Despres
d'escalar al cim del Pic de Couchettes (Gourette, Pirineus) la Quim
le Berebere ( 750m + 150, MD, 6a+) .</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCy8H7fNbw29vWvsKuRCDk4mf3Zqv5oGiM9yZVPANAESMEAoZnE1PnsRvDEhOizxfIOT5d0VbK4KJ3HuAt12WUzErox7LkHFh_xXiMtONwudQgwfY7w9Alc0mL27mcfUPZni_2KKUtjO10/s1600/croacia-anikakuk5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCy8H7fNbw29vWvsKuRCDk4mf3Zqv5oGiM9yZVPANAESMEAoZnE1PnsRvDEhOizxfIOT5d0VbK4KJ3HuAt12WUzErox7LkHFh_xXiMtONwudQgwfY7w9Alc0mL27mcfUPZni_2KKUtjO10/s1600/croacia-anikakuk5.jpg" height="207" width="320" /></a><span style="font-size: medium;">Any 1996 .Escalant a
Paklenica (Croàcia) la Difícil “Klin” , 350m ED amb Tere
Alsinet.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy8okLREsWKSbSlHWmJrhZ9vniVngSdYGLPeUNmpyE5WqxwXo8Z_jpRv6guzmaHK0Uy3E-kUMTmUtiFjHrjVtZjDUtLCmfh9IEERUu3mpVysM_UD85o-NDWaPMwZjIfquQEz4gbMGh26fB/s1600/dibona19curt.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjy8okLREsWKSbSlHWmJrhZ9vniVngSdYGLPeUNmpyE5WqxwXo8Z_jpRv6guzmaHK0Uy3E-kUMTmUtiFjHrjVtZjDUtLCmfh9IEERUu3mpVysM_UD85o-NDWaPMwZjIfquQEz4gbMGh26fB/s1600/dibona19curt.jpg" height="208" width="320" /></a><span style="font-size: medium;">A l'Agulla Dibona ( alps)
amb en Pere Xavier Porta despres d'escalar “Visite obligatoire”.
1997</span></div>
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<img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUuKBpihapHeKPcjuTedl0LTjkcACRspcZfsvniZ2IeUGQl_r2fxFU5hCUJxflRRCXDPX0nB8qFHS3vVNrthy9ORS_O910mGU4iAnJErU3sfWUYXRVZAJqrFTots1lfqV2kWaJo76NPLqk/s1600/dolomites051026.jpg" height="210" width="320" /><span style="font-size: medium;">Cima Grande de Lavaredo
(3007m) ( Alps Dolomites) A la Comici Dimai amb Pere X. Porta i els
germans Jaume i Josep Masana, que realitzen en lliure ( 6b+,6c). Any
1991.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSnqogCdXYuHH8fqgOHWO2HToiq_eqyAWEx9EaJqbRYZB-jo4psveWzuX-z17UIOzvOSWU2Gy2HRBtjIRvLeDQxuhqIO9hxV-rLk0b5mjnIy3J7FZAGmsaoXNicvJbXbr0m01262l-pV1V/s1600/dolomites051047.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSnqogCdXYuHH8fqgOHWO2HToiq_eqyAWEx9EaJqbRYZB-jo4psveWzuX-z17UIOzvOSWU2Gy2HRBtjIRvLeDQxuhqIO9hxV-rLk0b5mjnIy3J7FZAGmsaoXNicvJbXbr0m01262l-pV1V/s1600/dolomites051047.jpg" height="320" width="210" /></a><span style="font-size: medium;">any 1991, escalant la cara
magnífica caraNord de la Civetta per la via “Aste-Susatti(850 m.
Ed) amb Pere X. Porta</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf2d6z8AY1ABiodCMmT2SzTwNY4j-eJz78NDBqwJrVafwZb57EHIQ-6IIx5rqLIbxo1lozSnuDW8mhXJkp3HlMaC9r-aiCYzOHYG3rwZIYqpGLTvBz4qFZUrDIqY_u-sSlPUDs4hZwkO8_/s1600/Gomez-Prenyada+(3).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf2d6z8AY1ABiodCMmT2SzTwNY4j-eJz78NDBqwJrVafwZb57EHIQ-6IIx5rqLIbxo1lozSnuDW8mhXJkp3HlMaC9r-aiCYzOHYG3rwZIYqpGLTvBz4qFZUrDIqY_u-sSlPUDs4hZwkO8_/s1600/Gomez-Prenyada+(3).jpg" height="213" width="320" /></a><span style="font-size: medium;">Amb els companys de la
època ( especialment Antonio Perez i P.X.Porta de Tarragona) al cim
de la prenyada a Montserrat, on vaig tenir una intensa època
inicial.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTMfgIJyE3oejGaa2g0sGnFTea9M0StpuNyssXHT9ANJXKClihBsNCAZjiacV97PvCb5NY17lQSaGjvb43laKnO-wuodqqlKJaIyTD4o7HfjBjpVd_Kv1MHPlN2x5prneIuwMqtDeVhdmt/s1600/gwendal3.TIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTMfgIJyE3oejGaa2g0sGnFTea9M0StpuNyssXHT9ANJXKClihBsNCAZjiacV97PvCb5NY17lQSaGjvb43laKnO-wuodqqlKJaIyTD4o7HfjBjpVd_Kv1MHPlN2x5prneIuwMqtDeVhdmt/s1600/gwendal3.TIF" height="320" width="240" /></a><span style="font-size: medium;">A roca Regina via Gwendal.
1989 amb Jaume Grau</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvNMpxS5GVJTx6474JCLB_-7STrdK1fC6_MBm-iW29ERl_hpptf35YzGWxob_G-YN3r8m3R6HncEuN0qn0a41f_lbJtAMQ5pRCFFWWSINl1L6a_R6u2oQyFiE6AsaTPYYg2R18DH9oDVZI/s1600/Imagen00009.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvNMpxS5GVJTx6474JCLB_-7STrdK1fC6_MBm-iW29ERl_hpptf35YzGWxob_G-YN3r8m3R6HncEuN0qn0a41f_lbJtAMQ5pRCFFWWSINl1L6a_R6u2oQyFiE6AsaTPYYg2R18DH9oDVZI/s1600/Imagen00009.jpg" height="213" width="320" /></a><span style="font-size: medium;">Any 79, fent la primera
estatal a la ruta Apollonio Ghedina ( 550m Ed sup a l'època) al
Pilastro de Toffana de Rozes amb en Joan Freixenet. A l'imatge
superant el segon sostre, a mitja via.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFPx8FJ2WIWzsZ6wOhIOjYNYxmBQiMkt8nN-CsAuC4YRCEc9Mq4-Hho187312iJpPcp42ONC4EqD32556FaWyoGDesVmYm6Kc5EMZmNVHkry81Qyi3H-ta18ZxieDM0_kC353oGy54eYzv/s1600/jo78anantNaranjo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFPx8FJ2WIWzsZ6wOhIOjYNYxmBQiMkt8nN-CsAuC4YRCEc9Mq4-Hho187312iJpPcp42ONC4EqD32556FaWyoGDesVmYm6Kc5EMZmNVHkry81Qyi3H-ta18ZxieDM0_kC353oGy54eYzv/s1600/jo78anantNaranjo.jpg" height="320" width="299" /></a><span style="font-size: medium;">Any 1978, recent complerts
els 16 , cap al Naranjo amb el company Pablo Martín ( Cubito) on
escala amb en Beni Alvarez la Rabadà Navarro en unes 8 hores.</span></div>
<div style="margin-bottom: 0cm;">
<br /></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN-AVYzYEHCeILfgHOdHe_D9MIP3I8hepj44DnV6tgW_5zHJkXGKlbiOUcsVBh1CYD8KqPefF6D3LODhjzXzPu_L2MoEE_fQIXGkT7Riz5BI-LgweP4uIbvKA5VLHUzltxHKDdDx6ydAoc/s1600/joapilargervasutti.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN-AVYzYEHCeILfgHOdHe_D9MIP3I8hepj44DnV6tgW_5zHJkXGKlbiOUcsVBh1CYD8KqPefF6D3LODhjzXzPu_L2MoEE_fQIXGkT7Riz5BI-LgweP4uIbvKA5VLHUzltxHKDdDx6ydAoc/s1600/joapilargervasutti.jpg" height="320" width="221" /></a><span style="font-size: medium;">any 1988 al pilar
Gervasutti ( 850m MD) (MontBlanc de Tacul) amb en P.X.Porta.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBaX8QmFF4SYVFGPkOP06xHcydgZBDEe3TW3S4EekTJLEs4wNdn6UK2XXZvMq1csVEM_Hhz9UBPzferPCU9iY7AgcVjwcFLldJOLQnaiIBIh0hmApahKIThpPjEoVT_rhEDMrWR-ugGJN2/s1600/jopatcapacimred.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBaX8QmFF4SYVFGPkOP06xHcydgZBDEe3TW3S4EekTJLEs4wNdn6UK2XXZvMq1csVEM_Hhz9UBPzferPCU9iY7AgcVjwcFLldJOLQnaiIBIh0hmApahKIThpPjEoVT_rhEDMrWR-ugGJN2/s1600/jopatcapacimred.jpg" height="212" width="320" /></a><span style="font-size: medium;">2001,A patagònia Chilena
(Cochamó) després de obrir la potent “Pluja,fam i feina”</span>
<span style="font-size: medium;">( 1350m 6c,A4+) a la pared verge de La roca grande de la
Junta, i al també verge Cerro Capicua batejat per nosaltres. 10 dies
ininterromputs en paret.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieLn9R5M1YJR0Fq-rFUIKt1iLZIkq6HwMr0mcEocm9vz5EUbuhydfbfoRzf2Aw12D1POvCWBKERSn-irppWP0nlE1JyNq-dLWUuTtg4l_qBEcdcN-K5HGFeahXFWPQL5CaQuaTqJgihhj2/s1600/kagatondomaira.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieLn9R5M1YJR0Fq-rFUIKt1iLZIkq6HwMr0mcEocm9vz5EUbuhydfbfoRzf2Aw12D1POvCWBKERSn-irppWP0nlE1JyNq-dLWUuTtg4l_qBEcdcN-K5HGFeahXFWPQL5CaQuaTqJgihhj2/s1600/kagatondomaira.jpg" height="240" width="320" /></a>(foto cedida per Maira Royo)<span style="font-size: medium;">
El aeri i espectacular esperó de “vuelva usted mañana” ( 350m
4sup + 350m 6c,A3e.) Al Kaga Tongo (Malí) .Realitzada amb Tere
Alsinet l'any 1997</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqbisf2C84BsXsyQQblZGdgj7FBTS1Z07Oo9boXPnXB93WmNbLkL9iPntwfYYMdSm7Z15UNFkSfz5ahI4nACjXcvK7FDOjH6ODBuY6-7U4VFGgRcMQQmrUj5BoBI-bD6dmfqSARzNXnQoq/s1600/malaval-lagroupedelapoufiasse1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqbisf2C84BsXsyQQblZGdgj7FBTS1Z07Oo9boXPnXB93WmNbLkL9iPntwfYYMdSm7Z15UNFkSfz5ahI4nACjXcvK7FDOjH6ODBuY6-7U4VFGgRcMQQmrUj5BoBI-bD6dmfqSARzNXnQoq/s1600/malaval-lagroupedelapoufiasse1.jpg" height="320" width="208" /></a><span style="font-size: medium;">1994, fent glaç a “La
grouppe de la poufiasse” (Malaval, França)</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZa6bXibFiE0eGIFWsmVY8kiQ7TRuUObW6WDu4SZshy-e_dGMWdk-gOg8iLONMW05d0HRhU6IOdv-cgZbGLxmM2Il1QA4taDwi9somAe0wPK6O20CLlKisXkCX54rpCFpSmNK2suO4_rct/s1600/migformatialtres060.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZa6bXibFiE0eGIFWsmVY8kiQ7TRuUObW6WDu4SZshy-e_dGMWdk-gOg8iLONMW05d0HRhU6IOdv-cgZbGLxmM2Il1QA4taDwi9somAe0wPK6O20CLlKisXkCX54rpCFpSmNK2suO4_rct/s1600/migformatialtres060.jpg" height="211" width="320" /></a><span style="font-size: medium;">1998. Les Howser towers.
La de l'esquerra es la South (3434m), punt culminant de Bugaboos
Glacier Park (Canada). El vertiginós descens, per la vessant que es
veu a l'imatge,inclou rapels de ponts de gel. Per la banda oposada es
troba , magnífiques parets de miler de metres, on es troba una de
les millors escalades de Nord Amèrica, la Bekey Chouinard estetic
pilar que ascendeixen en lliure a vista i en el dia.</span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBq8CsrSeB3tqrQFkeZIUoz2aUTDlRRWMXeMITeaqZ81vU8Jt_ZcRtBzq1FkaKA3e_lqZ4El23vnkZLXXnj1UD7cZkQ3HtSaZGpjA-mceVe_jvGH-8hhT0rVnGhfqYh63geOWrKdTKKRJy/s1600/mnfissuraoblicua3.TIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBq8CsrSeB3tqrQFkeZIUoz2aUTDlRRWMXeMITeaqZ81vU8Jt_ZcRtBzq1FkaKA3e_lqZ4El23vnkZLXXnj1UD7cZkQ3HtSaZGpjA-mceVe_jvGH-8hhT0rVnGhfqYh63geOWrKdTKKRJy/s1600/mnfissuraoblicua3.TIF" height="320" width="240" /></a><span style="font-size: medium;">995,Obrint la “Skylines”,
350 m. MD sup, A2+, a la paret de la Fontfreda (Montsec). Amb Jordi
Marmolejo.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi456cdnh6LG7rBTyInLEPYmC8pm1jAIrP-oYHGpOdYUZpn8Ckjw-t9kwby8zh4404HGw1zEPAu5or-gQVuyNoEEA5GjKEasaBLEP1SpCRXG6JUhqsMpBGzvPeAJlMh0cUn8ixb1PUQspII/s1600/montblancdetaculk.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi456cdnh6LG7rBTyInLEPYmC8pm1jAIrP-oYHGpOdYUZpn8Ckjw-t9kwby8zh4404HGw1zEPAu5or-gQVuyNoEEA5GjKEasaBLEP1SpCRXG6JUhqsMpBGzvPeAJlMh0cUn8ixb1PUQspII/s1600/montblancdetaculk.jpg" height="232" width="320" /></a><span style="font-size: medium;">1988,Sortint en mixte .
Pilar Gervasutti (Mont blanc de Tacul).</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8JXE76ipewEBWWenf0tPZwVXBKIP3ONX9bM5kHgXrksIUGqg99YjddBk-Cd8GaPj9pli_fvq4D8dchxBNvrwnRZbqHtneT0UX2suJiV91BcnRwIMXbB64CDQvnjdhd9JYbIZczj52ygLG/s1600/obrint+la+pitufos.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8JXE76ipewEBWWenf0tPZwVXBKIP3ONX9bM5kHgXrksIUGqg99YjddBk-Cd8GaPj9pli_fvq4D8dchxBNvrwnRZbqHtneT0UX2suJiV91BcnRwIMXbB64CDQvnjdhd9JYbIZczj52ygLG/s1600/obrint+la+pitufos.jpg" height="214" width="320" /></a><span style="font-size: medium;">Obrint “Pitufos” a
Collegats, 1979 amb Pep Godoy. 1ª via llarga de la zona.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBITz0G62GDWHfODkay33IQmIDv2xEPGTq0e8M24SNy7G3jivpwsPuNVSe6qBFln37Vy3suDb5ERGbhZYkvcxk5GCBRLQYHnvnlot1A3w_w5768Y90BtY5vNEaJlpYYbVg96u6KyImbUZO/s1600/patagonia199.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBITz0G62GDWHfODkay33IQmIDv2xEPGTq0e8M24SNy7G3jivpwsPuNVSe6qBFln37Vy3suDb5ERGbhZYkvcxk5GCBRLQYHnvnlot1A3w_w5768Y90BtY5vNEaJlpYYbVg96u6KyImbUZO/s1600/patagonia199.jpg" height="320" width="208" /></a><span style="font-size: medium;">any 2001. Obrint el potent
i tècnic tram clau en lliure, que inclou offwidth ( 6b+,6c) a la
“Pluja fam i feina” (chile).</span></div>
<div style="margin-bottom: 0cm;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSte4QKP23puuhtXWfHhQm0l8vcwODA3XuXwBE975-TZwKuoCbLL7xZ857TWAEIm05Esy4V67wUj4uP60RLqNzeWpUtsR5Jo88ngCJt9eGINrRmz3BoZb0Q3YAWV0tthOhJzfefAQ1NAyV/s1600/patagonia230.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSte4QKP23puuhtXWfHhQm0l8vcwODA3XuXwBE975-TZwKuoCbLL7xZ857TWAEIm05Esy4V67wUj4uP60RLqNzeWpUtsR5Jo88ngCJt9eGINrRmz3BoZb0Q3YAWV0tthOhJzfefAQ1NAyV/s1600/patagonia230.jpg" height="210" width="320" /></a><span style="font-size: medium;">any 2001 Prop de culminar
el encara mai trepitjat ( fins ara) Cerro Capicua (Patagonia Nord
Xilena).</span></div>
<div style="margin-bottom: 0cm;">
<span style="font-size: medium;"> </span>
</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTd1j4qz19EExdPRkTbci51CqqLdRuPfCOQ1Cdxcy59Zde-mTGgVtXz8H3FSf6SnZ_4Uz0wKaJcrrQK-gsQ_-34Y93s7hlr98Fy5XmDOO3lE5WCwtsXLNaCKGGz262_kKY8bP1KRhSmgxt/s1600/patagonia241.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTd1j4qz19EExdPRkTbci51CqqLdRuPfCOQ1Cdxcy59Zde-mTGgVtXz8H3FSf6SnZ_4Uz0wKaJcrrQK-gsQ_-34Y93s7hlr98Fy5XmDOO3lE5WCwtsXLNaCKGGz262_kKY8bP1KRhSmgxt/s1600/patagonia241.jpg" height="211" width="320" /></a><span style="font-size: medium;">any 2001. Tots els membres
de la expedició catalana al cim del verge Cerro Capicua.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw8kpco8wqZMrx2w2JeTaJCU0-RsVPzbmES06Kj4VrOFx1HsxA5wLTaDxzt-wLbbudfwSuJCXko_vf9pKLBIXRitEZeT168FtiGyRKHAmYSxSAQNgaoc89YeLlRMJTKbG6c7fmfdItZZOm/s1600/patagonia259.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgw8kpco8wqZMrx2w2JeTaJCU0-RsVPzbmES06Kj4VrOFx1HsxA5wLTaDxzt-wLbbudfwSuJCXko_vf9pKLBIXRitEZeT168FtiGyRKHAmYSxSAQNgaoc89YeLlRMJTKbG6c7fmfdItZZOm/s1600/patagonia259.jpg" height="210" width="320" /></a><span style="font-size: medium;">2001 Després de culminar
l'activitat anterior ( amb en J.Farreres, J. Esquirol, P.Barrios
(rip) i X. Teixidó(rip)</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7o-v6dC1OSUBVx5mnSdKdut4ecwAQfhCsI_EpSa5OroRG8HSbLee14Zu1SkvAWIsq8g-m-uZI_bStNuCIPWbK4BIxjRsqypBCk-eMn8nrJIcdnZe-w_3SzASEj9G1i1cLJD6NOV00-JQK/s1600/perecamins-chapi-78+(5).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7o-v6dC1OSUBVx5mnSdKdut4ecwAQfhCsI_EpSa5OroRG8HSbLee14Zu1SkvAWIsq8g-m-uZI_bStNuCIPWbK4BIxjRsqypBCk-eMn8nrJIcdnZe-w_3SzASEj9G1i1cLJD6NOV00-JQK/s1600/perecamins-chapi-78+(5).jpg" height="320" width="213" /></a><span style="font-size: medium;">Any 78, fent la 4ª
ascenció de la “Pere Camins”, a Roca Regina.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFD7NwBlc_2wnxLiJFfImc186SpeTMgByDVdrfwMM4Y67QK-xgFVtIM-tu-92Rimodt9QCsyfUzDgpenN8JIqIHt8hiTFBEn7fP3Mw2pS9lBs2XUbXW5C_oWeGq10utoDi-x3kmAvbXuK_/s1600/perecamins-chapi-78+(11).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFD7NwBlc_2wnxLiJFfImc186SpeTMgByDVdrfwMM4Y67QK-xgFVtIM-tu-92Rimodt9QCsyfUzDgpenN8JIqIHt8hiTFBEn7fP3Mw2pS9lBs2XUbXW5C_oWeGq10utoDi-x3kmAvbXuK_/s1600/perecamins-chapi-78+(11).jpg" height="213" width="320" /></a><span style="font-size: medium;">Any 78, fent la 4ª
ascenció de la “Pere Camins”, a Roca Regina.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfWZV7yvJtVAfVYpQ9ReU2Y96_u5Fmg6GZgFKpDXSr8xzA0s3Nt_JWEB-mwf4hc1TrFmLDNyisTFUlsDdU8ak-dYIwat_8w5bhgeZvu9jDheF85ejiyPOVcnKNz9YHe61pRfeBhFhqYd3K/s1600/perecamins-chapi-78+(12).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfWZV7yvJtVAfVYpQ9ReU2Y96_u5Fmg6GZgFKpDXSr8xzA0s3Nt_JWEB-mwf4hc1TrFmLDNyisTFUlsDdU8ak-dYIwat_8w5bhgeZvu9jDheF85ejiyPOVcnKNz9YHe61pRfeBhFhqYd3K/s1600/perecamins-chapi-78+(12).jpg" height="320" width="213" /></a><span style="font-size: medium;">Any 78, fent la 4ª
ascensció de la “Pere Camins”, a Roca Regina.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtU9oPtlRMxnriBkCZfCTyLAaYkit9JbryvjxlM0Yn8DI4NRZnFSgp7ey8SHLZw3xYexskZChZGQJOQPysb16yQgnJnLCtHUEUqVEAelo2ksve9KnEUvPT0GJ3DUF0-8EfRsEdc-ORXJt5/s1600/spik5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgtU9oPtlRMxnriBkCZfCTyLAaYkit9JbryvjxlM0Yn8DI4NRZnFSgp7ey8SHLZw3xYexskZChZGQJOQPysb16yQgnJnLCtHUEUqVEAelo2ksve9KnEUvPT0GJ3DUF0-8EfRsEdc-ORXJt5/s1600/spik5.jpg" height="320" width="206" /></a><span style="font-size: medium;">any 1995 ,escalant la
directa al Spik (Alps julians Eslovens), 900m, MD sup amb Tere
Alsinet. Probablement primera estatal a la tapia).</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZW43ZD5K6yWSTcZ0rjOzkydh3aMUXPGVB2b3A5Sta9-NgvSy3De7WJMe3-X9NY61r8kDrJNu6Dt0sSTME5QGtyy1hEX9QfQSaIV2hRU-NFxNpW7l4KckjzZUuAGyI-j2SXcK1ApoPfNaf/s1600/tofanadesplom79.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZW43ZD5K6yWSTcZ0rjOzkydh3aMUXPGVB2b3A5Sta9-NgvSy3De7WJMe3-X9NY61r8kDrJNu6Dt0sSTME5QGtyy1hEX9QfQSaIV2hRU-NFxNpW7l4KckjzZUuAGyI-j2SXcK1ApoPfNaf/s1600/tofanadesplom79.jpg" height="217" width="320" /></a><span style="font-size: medium;">Any 1979,Al fort desplom (
llarg clau) de la “Apollonio-Ghedina” de Tofanna(dolomites)
despres de superar la zona de sostres.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizfNsGL3GddqpXwPHBlBkQDJ31GrYiKEcTjXEksz4bG-LbRX1Jnh6aeghF_RyytmxaDz1YYcPz_k9htfuZHGYk5xLoEfVFKwCvwglmVw9sn5eE5m-o7bj3ic9Cnxkdgm8eKhYiwwtH5nFJ/s1600/Trol-faceNord.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizfNsGL3GddqpXwPHBlBkQDJ31GrYiKEcTjXEksz4bG-LbRX1Jnh6aeghF_RyytmxaDz1YYcPz_k9htfuZHGYk5xLoEfVFKwCvwglmVw9sn5eE5m-o7bj3ic9Cnxkdgm8eKhYiwwtH5nFJ/s1600/Trol-faceNord.jpeg" height="320" width="238" /></a><span style="font-size: medium;">1981,Durant la 1ª
repetició española del desplomat Troll Wall (Noruega) , el mes gran
Bigwall d'Europa ( 1100m) que realitzen en estil alpí (amb P.X.
Porta de Tarragona) per la Ruta Britanica amb dos bivacs en paret.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPKMxvSXQ8MHtXUcknG5BbkUmr_oho95artXSmfznHIuq1EKtoAoI7LIVy-OTH2gC6w1HjWpAEdl29C9T1KwD62h3d9oLzi8R1luCE7EWLLbh98CDVMi6drwkvpaIw_l27oaP4h2TuJ7Av/s1600/troll2%5B1%5D.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPKMxvSXQ8MHtXUcknG5BbkUmr_oho95artXSmfznHIuq1EKtoAoI7LIVy-OTH2gC6w1HjWpAEdl29C9T1KwD62h3d9oLzi8R1luCE7EWLLbh98CDVMi6drwkvpaIw_l27oaP4h2TuJ7Av/s1600/troll2%5B1%5D.jpeg" height="320" width="217" /></a><span style="font-size: medium;">Escalant la ruta anglesa
al Trollwall, 1981</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR7uoz4E7aaVZAf3pwOaVtzme-6Pt6UvnigbLW9sfW8JvM4XOMtqMSWcrIhyphenhyphen-uU3w9K_NhOOGkww_yTEm3QWbhPDtBwwExfMF7j21Mz044jBdCcGIHz9aFogLJug1vUQaEHNXlO6PCIlwC/s1600/viadelchet1%C2%AAasc.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR7uoz4E7aaVZAf3pwOaVtzme-6Pt6UvnigbLW9sfW8JvM4XOMtqMSWcrIhyphenhyphen-uU3w9K_NhOOGkww_yTEm3QWbhPDtBwwExfMF7j21Mz044jBdCcGIHz9aFogLJug1vUQaEHNXlO6PCIlwC/s1600/viadelchet1%C2%AAasc.jpg" height="320" width="210" /></a><span style="font-size: medium;">obrint la via “El viatge
del Chet” ( 160m A3) a la paret del temps (Vilanova de Meià) amb
Jaume Masana (1983). Dedicada al L.Puertas (rip)</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwP58EJTaOCQKMU3SEqAPvNPx80oAC8VjwgBYRA__xAcJK9mLp0n0kUzmr4kOMqipOpAL2DT9M_HTkWnRYNJlbwVypo4VdkruvLr5rpmnMQenAMDDKwKu3CJsrecoauUjpUJ-jA3wa0M8k/s1600/zaratrusta-rabada+82+(18).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwP58EJTaOCQKMU3SEqAPvNPx80oAC8VjwgBYRA__xAcJK9mLp0n0kUzmr4kOMqipOpAL2DT9M_HTkWnRYNJlbwVypo4VdkruvLr5rpmnMQenAMDDKwKu3CJsrecoauUjpUJ-jA3wa0M8k/s1600/zaratrusta-rabada+82+(18).jpg" height="320" width="213" /></a><span style="font-size: medium;">A la encara no repetida (
aleshores)directa Zaratrusta del Pilar del Gallinero (1982)</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSNq7zPhB1baO3k6toyIMK1zv07hQ5zolFbgB6TOdqHbwv4Po2nX1Z7tqwJRyBJfkKgcLZ7HQec1cMBzbVNtvF3iZj0EHInCBiD6zHHfEAyft5vWqMDeBPVlCZ7lYIXdjdc5IssMblCooV/s1600/zaratrusta-rabada+82+(23).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSNq7zPhB1baO3k6toyIMK1zv07hQ5zolFbgB6TOdqHbwv4Po2nX1Z7tqwJRyBJfkKgcLZ7HQec1cMBzbVNtvF3iZj0EHInCBiD6zHHfEAyft5vWqMDeBPVlCZ7lYIXdjdc5IssMblCooV/s1600/zaratrusta-rabada+82+(23).jpg" height="320" width="213" /></a><span style="font-size: medium;">dem q anterior</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi-itQO61By06zlYNT7Als_miQrFyFw-2vv4pEC2aL0bQd4Cp4cAEpHzFSj6oHHlHBu6ETI01w6iy9BcVN2sFvp_dcDZ5PYUm1RNPoNBPILX9U86FQDZ6O82rCglh9vIOkmCP8_vUpMZba/s1600/zaratrusta-rabada+82+(36).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhi-itQO61By06zlYNT7Als_miQrFyFw-2vv4pEC2aL0bQd4Cp4cAEpHzFSj6oHHlHBu6ETI01w6iy9BcVN2sFvp_dcDZ5PYUm1RNPoNBPILX9U86FQDZ6O82rCglh9vIOkmCP8_vUpMZba/s1600/zaratrusta-rabada+82+(36).jpg" height="320" width="213" /></a><span style="font-size: medium;">idem que anterior</span></div>
<h2>
</h2>
Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-24890678088900793272013-12-06T15:32:00.000+01:002013-12-06T15:53:31.068+01:00Origens de la cuita al sol<br />
<br />
A título de curiosidad se conoce la siguiente leyenda sobre el origen y formación de este muy antiguo linaje de <a class="mw-redirect" href="http://es.wikipedia.org/wiki/Asturias" title="Asturias">Asturias</a>, ya que de ella se hacen eco varios cronistas. Dice así:<br />
<i>Persiguiendo Don Pelayo a los moros que huían, mandó a uno de sus
capitanes que avanzara con su gente para darles alcance, diciéndole:
"Id, que sol is", significando con estas palabras que todavía era
temprano para destruirlos antes de que se pusiera el sol. Y así lo
hicieron, siendo denominado Solís el lugar en que se alcanzo la victoria
y que el Rey <a href="http://es.wikipedia.org/wiki/Don_Pelayo" title="Don Pelayo">Don Pelayo</a>
dio en señorío al capitán vencedor, de lo que vino que se le nombrara <b>
Solís </b>y que sus descendientes convirtieran el nombre en apellido.</i><br />
<br />
<br />
<br />
<h2>
<span class="mw-headline" id="Armas_y_t.C3.ADtulos">Armas y títulos</span></h2>
En campo de oro, un sol de gules. Bordura cosida de oro con ocho
jaqueles verados de azur y plata. Estas son las armas consideradas por
ilustres autores como las puras y propias del linaje. Otros también de
notoria autoridad, sustituyen los jaqueles verados de la bordura con
ocho cabezas de lobo, de gules. <a class="new" href="http://es.wikipedia.org/w/index.php?title=Tirso_de_Avil%C3%A9s&action=edit&redlink=1" title="Tirso de Avilés (aún no redactado)">Tirso de Avilés</a> dice que <i>el campo es de gules y el sol de oro, y suprime la bordura</i>.
Le siguen varios tratadistas. Y no faltan los que afirman que el campo
es de azur y el sol de oro, y que la bordura lleva este lema en letras
de sable: <b><i>"Con sol fueron y volvieron y la batalla vencieron"</i></b>.<br />
Las armas descritas son las que traían las ramas de Solís, cuyas
genealogías se ha hecho referencia. Esto no se opone a que otras de las
muchas derivadas de la troncal, omitidas por su excesiva amplitud, las
modificasen en la forma detallada.<br />
A lo largo de la historia, los miembros de esta familia han ostentado diversos títulos entre los que cabe destacar los de <i><a class="new" href="http://es.wikipedia.org/w/index.php?title=Se%C3%B1or_de_Rianzuela&action=edit&redlink=1" title="Señor de Rianzuela (aún no redactado)">Señores de Rianzuela</a></i>, <i><a class="new" href="http://es.wikipedia.org/w/index.php?title=Condado_de_Coria&action=edit&redlink=1" title="Condado de Coria (aún no redactado)">Condes de Coria</a></i> y <i><a href="http://es.wikipedia.org/wiki/Ducado_de_Badajoz" title="Ducado de Badajoz">Duques de Badajoz</a></i>.<br />
Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-39145014229681157782013-11-27T16:03:00.001+01:002013-11-27T16:03:09.228+01:00ESCALADA- article meu del 2000<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCgoyU27X9uKMFl6FrNFsHUQGFOnRtNN3NZ-taLhmhR2Ke0jfbgCx31BlGoqMq3ZJoTOb3gspx3cqzvWPPZUwT7wS6W1o_2uSjNksQn-tPsWGfnERnjHeJvVQz6cI8nyMtjpkZOiO0cYF7/s1600/articlemarius1+001.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCgoyU27X9uKMFl6FrNFsHUQGFOnRtNN3NZ-taLhmhR2Ke0jfbgCx31BlGoqMq3ZJoTOb3gspx3cqzvWPPZUwT7wS6W1o_2uSjNksQn-tPsWGfnERnjHeJvVQz6cI8nyMtjpkZOiO0cYF7/s640/articlemarius1+001.jpg" width="450" /></a></div>
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<br />Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-66403449995474798942013-09-14T18:21:00.000+02:002013-09-14T18:21:00.569+02:00Un experiment antropològic<div class="separator" style="clear: both; text-align: left;">
Com ens sobrava uns plats i alguna cosa més, els vam deixar en una caixa oberts al costat dels contenidors i com estava segur de que duraria poc vaig filmar des de casa. Personalmentr estic content i crec que val la pena.<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dzHyGOLAbWvQMjMDUGdaNIN7vfMzKYqPquFuXjEVE5U76GxrDboetb8vUiwCpOOQtApXrX6THHArRYJeFbi2w' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-39757801884185362332013-06-16T10:00:00.001+02:002013-09-14T18:50:40.167+02:00DE PROFUNDIS<div class="separator" style="clear: both; text-align: center;">
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<br />Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-60140795171187452772013-06-08T13:01:00.004+02:002013-06-08T13:15:36.443+02:00Carta de Shakespeare a su hijo<h2>
<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><span style="font-size: large;">“Aprenderás”, carta de William Shakespeare</span></span></span></h2>
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<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;">Publicado el septiembre 14, 2011</span></span><br />
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<span style="font-family: Times,"Times New Roman",serif;"><span style="font-size: small;"><br /><span style="font-size: large;"><b>Después de algún tiempo aprenderás</b> la diferencia entre dar la mano y socorrer a un alma, aprenderás que amar no significa apoyarse, y que compañía no siempre significa seguridad.<br /><b>Comenzarás a aprender</b> que los besos no son contratos, ni regalos, ni promesas.<br /><b>Comenzarás a aceptar </b>tus derrotas con la cabeza erguida y la mirada al frente, con la gracia de un niño y no con la tristeza de un adulto, y aprenderás a construir hoy todos tus caminos, porque el término mañana es incierto para los proyectos y el futuro tiene la costumbre de caer en vacío. Después de un tiempo aprenderás que el sol quema si te expones demasiado. Aceptarás incluso que las personas buenas podrían herirte alguna vez y necesitarás perdonarlas.<br /><b>Aprenderás </b>que hablar puede aliviar los dolores del alma…<br /><b>Descubrirás </b>que lleva años construir confianza y apenas unos segundos para destruirla y que tú también podrás hacer cosas de las que te arrepentirás el resto de tu vida.<br /><b>Aprenderás </b>que las nuevas amistades continúan creciendo a pesar de las distancias y que no importa que es lo que tienes en la vida sino a quién tienes en la vida, y que los buenos amigos son la familia que nos permitimos elegir. Aprenderás que no tenemos que cambiar de amigos, si estamos dispuestos a aceptar que los amigos cambian. Te darás cuenta de que puedes pasar buenos momentos con tu mejor amigo, haciendo cualquier cosa o simplemente nada, sólo por el hecho de disfrutar su compañía.<br /><b>Descubrirás </b>que muchas veces tomas a la ligera a las personas que más te importan y por eso siempre debemos decirles a esas personas que las amamos, porque nunca estaremos seguros de cuando será la última vez que las veamos. Aprenderás que las circunstancias que nos rodean tiene influencia sobre nosotros, pero nosotros somos los únicos responsables de lo que hacemos.<br /><b>Comenzarás a aprender</b> que no nos debemos comparar con los demás, salvo cuando queremos imitarlas para mejorar. Descubrirás que lleva mucho tiempo llegar a ser la persona que quieres ser, y que el tiempo es corto.<br /><b>Aprenderás </b>que no importa a dónde llegaste sino a dónde te diriges, y si no lo sabes cualquier lugar sirve.<br /><b>Aprenderás </b>que si no controlas tus actos ellos te controlan y que ser flexible no significa ser débil o no tener personalidad, porque no importa cuán delicada o frágil sea una situación: siempre existen dos lados.<br /><b>Aprenderás </b>que héroes son las personas que hicieron lo que era necesario, enfrentando las consecuencias…<br /><b>Aprenderás </b>que la paciencia requiere mucha práctica. Descubrirás que algunas veces la persona que esperas que te patee cuando te caes, tal vez, sea una de las pocas que te ayuden a levantarte.<br />Madurar tiene más que ver con lo que has aprendido, que con los años vividos.<br /><b>Aprenderás </b>que hay mucho más de tus padres en ti que lo que supones.<br /><b>Aprenderás </b>que nunca se debe decir a un niño que sus sueños son tonterías, porque pocas cosas son tan humillantes, y sería una tragedia que se lo creyese porque le estarás quitando la esperanza.<br /><b>Aprenderás </b>que cuando sientas rabia, tienes derecho a tenerla, pero eso no te da derecho a ser cruel. Descubrirás que sólo porque alguien no te ama de la forma que quieres, no significa que no te ame con todo lo que puede. Porque hay personas que nos aman, pero que no saben cómo<br />demostrarlo…<br />No siempre es suficiente ser perdonado por alguien, algunas veces tendrás que aprender a perdonarte a ti mismo.<br /><b>Aprenderás </b>que con la misma severidad con la que juzgas, también serás juzgado y en algún momento ordenado.<br /><b>Aprenderás </b>que no importa en cuántos pedazos tu corazón se partió, el mundo no se detiene para que los arregles.<br /><b>Aprenderás </b>que el tiempo no es algo que puedes volver atrás, por lo tanto debes cultivar tu propio jardín y decorar tu alma, en vez de esperar que alguien te traiga flores.<br /><b>Entonces y sólo entonces</b>, sabrás realmente lo que puedes soportar, que eres fuerte y que podrás ir mucho más lejos que cuando creías que no se podía más.<br />Es que realmente la vida vale más cuando tienes el valor de enfrentarla.<br /> William Shakespeare</span></span></span>Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-56196275275225951492012-12-21T16:44:00.001+01:002012-12-21T16:44:04.832+01:00BON NADAL !! FELIZ NAVIDAD !!<div class="separator" style="clear: both; text-align: center;">
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<span style="color: #a64d79; font-size: large;"><b>Z</b></span><br />
<span style="color: #a64d79; font-size: large;"><b>NAVIDAD- BON NAD</b></span><br />
<span style="color: #a64d79; font-size: large;"><b> A</b></span><br />
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<span style="color: #38761d; font-family: Verdana, sans-serif; font-size: large;">These days are time for looking inside and try to be better</span><br />
<span style="color: #38761d; font-family: Verdana, sans-serif; font-size: large;">For those who I deceived I'm sorry, I'll try to enhance myself.</span><br />
<span style="color: #38761d; font-family: Verdana, sans-serif; font-size: large;">For the others , thanks, too.</span><br />
<span style="color: #38761d; font-family: Verdana, sans-serif; font-size: large;">For everybody my best wishes</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3ccBaZg2iFPdZ-EMFig4rbVMxrk8-LgDXE5cDhyphenhyphen7COD-OfaL3lZzvQcOMe-4JOD11qwT8vETI9msjlL76YDvbNVxgqxHYRZxMgDhCajcK6FrR9S-rin1qg_klMUHuYOUa1qvUiqVCHKBx/s1600/peticioalsenyor.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3ccBaZg2iFPdZ-EMFig4rbVMxrk8-LgDXE5cDhyphenhyphen7COD-OfaL3lZzvQcOMe-4JOD11qwT8vETI9msjlL76YDvbNVxgqxHYRZxMgDhCajcK6FrR9S-rin1qg_klMUHuYOUa1qvUiqVCHKBx/s320/peticioalsenyor.jpg" width="288" /></a></div>
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<span id="goog_790154620"></span><span id="goog_790154621"></span><br />Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-34150886736192128832012-12-14T01:29:00.001+01:002013-09-14T17:55:15.429+02:00L'arbre del Ioga<span style="font-size: large;">Remenant...endressant posant ordre m'ha aparegut un dibuix en el que resumia els vuit estadis del Ioga despres de llegir el magnífic llibre <i><b>El arbol del Yoga</b></i> del gran mestre B.K.S-Iyengar</span><br />
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<span style="font-size: large;">Deu ser del 2001 més o menys..i m'ha servit d'encotatjament per seguir en el Ioga com altres temps però amb una nova perspectiva...</span><br />
<span style="font-size: large;">Pero tantes coses encara per situar-se i jo també, de mica en mica...</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ92R7N8YITUvQoF97WiHLNtw8wWLLQM7B6jj6acUU2XWjcBKcPvYIxSTfFbu1SEKz1qN44iIXnVUyE2wvAZeeQFOzGGipCkrN26cE3yWhtQclKesAXnN4eHixJxLc_spOUyiOtTt2PMdz/s1600/arbredelioga+001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZ92R7N8YITUvQoF97WiHLNtw8wWLLQM7B6jj6acUU2XWjcBKcPvYIxSTfFbu1SEKz1qN44iIXnVUyE2wvAZeeQFOzGGipCkrN26cE3yWhtQclKesAXnN4eHixJxLc_spOUyiOtTt2PMdz/s640/arbredelioga+001.jpg" width="449" /></a></div>
<span style="font-size: large;"><br /></span>Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-12436899041680407852012-08-03T03:23:00.000+02:002012-12-21T16:56:55.757+01:00Andes Perú 89-quebrada Santa Cruz<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSDmfajOO7-gu0NLfJlRb-Gkl6rrWra71MgNL1Ro51rbzCmxb3lAyHF-lths7F3xYeinGhA-imS8DkDbNF_jlYhW4dJ9wraQ4e-M-x9nwCtV_VSIK1ndWwH7fwW4iQ_o94IYKI8Qki6npH/s1600/Image00003.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSDmfajOO7-gu0NLfJlRb-Gkl6rrWra71MgNL1Ro51rbzCmxb3lAyHF-lths7F3xYeinGhA-imS8DkDbNF_jlYhW4dJ9wraQ4e-M-x9nwCtV_VSIK1ndWwH7fwW4iQ_o94IYKI8Qki6npH/s200/Image00003.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"> El aura de la montaña</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5NukAEdRJVgxTaebk0Do2MB39KL69bxDPpx99-HowqQ5_mZe-AtN6ODhRe63JsTxpKQv45yQdvEUaBPIO8LS-4obSyWEEi3l0rn7Zc-q-UaCpYSmir1DLuxrrr62wyz5KF_c8NqECdyD-/s1600/Image00002.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5NukAEdRJVgxTaebk0Do2MB39KL69bxDPpx99-HowqQ5_mZe-AtN6ODhRe63JsTxpKQv45yQdvEUaBPIO8LS-4obSyWEEi3l0rn7Zc-q-UaCpYSmir1DLuxrrr62wyz5KF_c8NqECdyD-/s200/Image00002.jpg" width="130" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Mercado en Huaraz</td></tr>
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Se trata de una expedición realizada en julio de 1989 a la quebrada Santa Cruz (Cordillera Blanca, Perú) por Oscar Ribes Cimadevilla , J.L. Ziaurriz "sherpa", Gabriel Lazcano "epi" i Manel Solís ( el que narra). Frenética actividad hasta que el 20 de Julio se desprendió la " gran barretina" característica del Alpamayo segando la vida de los tres primeros.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvYd3uL-ilqbE7-HHvdTnNt7hRHoGQ8AxJC3nSyokZ5xWYYsFHSFfqT84XKxXA5qqiEGwsd9ndwp0M-PFKJPc3OtuheqHjox89I_gF3tL_g5CTLNsEBoPcBsgYBQOPBMJekRztMWX9xBtc/s1600/Image00005.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvYd3uL-ilqbE7-HHvdTnNt7hRHoGQ8AxJC3nSyokZ5xWYYsFHSFfqT84XKxXA5qqiEGwsd9ndwp0M-PFKJPc3OtuheqHjox89I_gF3tL_g5CTLNsEBoPcBsgYBQOPBMJekRztMWX9xBtc/s200/Image00005.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Aguas andinas en la quebrada Santa Cruz</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihHmsp20aoBSOsjdmnpAd36_6MZPbEFVGjYd42ywqKDEo94k_Yi2uh0LVcVyj0JGMLYtnizyW-CtcvimNCdAz9w5HB3QSCTpLPTwMnyOx4H1kPgM-m4NDD6KcETCnWe0uGsHZG9B8aMpGI/s1600/Image00006.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihHmsp20aoBSOsjdmnpAd36_6MZPbEFVGjYd42ywqKDEo94k_Yi2uh0LVcVyj0JGMLYtnizyW-CtcvimNCdAz9w5HB3QSCTpLPTwMnyOx4H1kPgM-m4NDD6KcETCnWe0uGsHZG9B8aMpGI/s320/Image00006.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Castillos inexpugnables</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">De izq. a der.: Manel Solís (jo), Gabriel Lazcano (epd), José Luis Ziaurriz (epd) y el cocinero-guarda, Marcelino Rojas. Los tres del medio perdieron la vida en el Alpamayo</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">Rapelando la "Oscar"</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<tr><td class="tr-caption" style="text-align: center;">Abriendo "Oscar".En el muro rocoso que concentra </td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;">las dificultades de la via: 5+ y mixto a 5300m</td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<tr><td class="tr-caption" style="text-align: center;">Abriendo "Oscar"</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijyAuYXZSgJyBcoeV4RkHT8Q_Ui08VHnSTBki1hgWtJvMMtOs59fmTg4DuxBcfc_DrF7zhyphenhyphenbS_K2AQZBzrw1Wl-hvL7YQBHdkJT3-kbqwKQmGpCM_LAfq4OJQXBvAovNAoD8xMGn7DzkBq/s1600/Image00012.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijyAuYXZSgJyBcoeV4RkHT8Q_Ui08VHnSTBki1hgWtJvMMtOs59fmTg4DuxBcfc_DrF7zhyphenhyphenbS_K2AQZBzrw1Wl-hvL7YQBHdkJT3-kbqwKQmGpCM_LAfq4OJQXBvAovNAoD8xMGn7DzkBq/s320/Image00012.jpg" width="211" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Abriendo "Oscar"</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRDjsfeKGfDNo6oqzwFl5HUNCfuMyPjOVGBOYtg3PGKZiVgg7S5Gk1ZlpWkOfl29T-e8dMjZgLiumLE5AsoT0Es2NzZN5cIxislt25y6YBIaRqUmdT7O-NBMslydDGtjd6bk_ptgSd5iEh/s1600/Image00001.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiRDjsfeKGfDNo6oqzwFl5HUNCfuMyPjOVGBOYtg3PGKZiVgg7S5Gk1ZlpWkOfl29T-e8dMjZgLiumLE5AsoT0Es2NzZN5cIxislt25y6YBIaRqUmdT7O-NBMslydDGtjd6bk_ptgSd5iEh/s400/Image00001.jpg" width="255" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">En la expuesta y aerea cumbre del Quitaraju</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWgM5pqx7rZzb2WUIgXVhx6O0qKX7V8DhzVFF_ovPId6sFpJny0RiQXsOTGSmp9Aii2xNK3NSYvWkkzxywy5EpFC-F_5tW3wrNBl0WO4VXHyI8OtS03IMDlHlHpoeqsSfqCUlW7KdQtyN1/s1600/Image00017.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWgM5pqx7rZzb2WUIgXVhx6O0qKX7V8DhzVFF_ovPId6sFpJny0RiQXsOTGSmp9Aii2xNK3NSYvWkkzxywy5EpFC-F_5tW3wrNBl0WO4VXHyI8OtS03IMDlHlHpoeqsSfqCUlW7KdQtyN1/s200/Image00017.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">En la ruta directa de la Cara Este del Quitaraju</td></tr>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdXl9PENDsvklIW7-RuXm6FrzbaRZ7Gq-2AYhrgeJkuS6EznXV_OILGLZOHfoTAACXnrqZGMPJ22QwlcPJiSXW4wh_-oQ2K76w8KFbsCPrlqw4InUwWbQe485ps-_5U2RlA7bmSTad8DKR/s1600/Image00013.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdXl9PENDsvklIW7-RuXm6FrzbaRZ7Gq-2AYhrgeJkuS6EznXV_OILGLZOHfoTAACXnrqZGMPJ22QwlcPJiSXW4wh_-oQ2K76w8KFbsCPrlqw4InUwWbQe485ps-_5U2RlA7bmSTad8DKR/s320/Image00013.jpg" width="208" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">En la ruta directa de la Cara Este del Quitaraju</td></tr>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtdZngpwfSDtWCUr2o6d0mccjfa4MCXREN6_XzdOVr6fUsuPPvb9Y_fUdLbWlgu6kNHGE4E2d-kiahVE63FUyABz2K4beeqYagbPuuZhfoBSOmMeln7_isSvk6DOU0V4la_VSqWem-WVTA/s1600/Image00007.jpg" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtdZngpwfSDtWCUr2o6d0mccjfa4MCXREN6_XzdOVr6fUsuPPvb9Y_fUdLbWlgu6kNHGE4E2d-kiahVE63FUyABz2K4beeqYagbPuuZhfoBSOmMeln7_isSvk6DOU0V4la_VSqWem-WVTA/s320/Image00007.jpg" width="203" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">En la expuesta y aerea cumbre del Quitaraju</td></tr>
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe6_T9fio91Mwj5uhL8AToUiDgsaiZnizEYxJmdLgYhWcaOYQyu6AQJhdCY1InIkFx2t_8YiZy4ag2u7G395O2zmyko7bN22-Pm_j07mDi-As40jswFUsUig06WSH4UYtUjsZjTqczs9ig/s1600/Image00018.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="214" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe6_T9fio91Mwj5uhL8AToUiDgsaiZnizEYxJmdLgYhWcaOYQyu6AQJhdCY1InIkFx2t_8YiZy4ag2u7G395O2zmyko7bN22-Pm_j07mDi-As40jswFUsUig06WSH4UYtUjsZjTqczs9ig/s320/Image00018.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Alpamayo desde la cumbre del Quitaraju</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeSvIkFQWr3RSghyphenhyphenJmrFleJQfYiscMTtKpuh869Vtwnw1ym0lMJyudHUjvxC-wgkTYLS61bHJk4WQu1EnuwK35EYoSbm7DpGbjwmSLgb735kZtDFsGI55CV8wR7kq2-PIYKwjCw0bXr1C8/s1600/Image00015.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="135" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeSvIkFQWr3RSghyphenhyphenJmrFleJQfYiscMTtKpuh869Vtwnw1ym0lMJyudHUjvxC-wgkTYLS61bHJk4WQu1EnuwK35EYoSbm7DpGbjwmSLgb735kZtDFsGI55CV8wR7kq2-PIYKwjCw0bXr1C8/s200/Image00015.jpg" width="200" /></a></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinEWVgL2BUCrirzj0eyvOf0BGXWeqoVidOrjn0v13fO7nDG_jrS0MRL5DZevwGwIOijKXU7ZSvXpCIzk0Z-_9-AuUTW4Pr5R3Dxb_nyFSUM5np6C49mEmXwDDa6n1LiE0FoqRb6TH3uXsI/s1600/Image00009.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinEWVgL2BUCrirzj0eyvOf0BGXWeqoVidOrjn0v13fO7nDG_jrS0MRL5DZevwGwIOijKXU7ZSvXpCIzk0Z-_9-AuUTW4Pr5R3Dxb_nyFSUM5np6C49mEmXwDDa6n1LiE0FoqRb6TH3uXsI/s320/Image00009.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Saliendo de la peligrosa i aerea cresta de la cumbre del Quitaraju</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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</table>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXl7YgqWTVQSvNpNRfzAEZTPEW1vEFKKV4acYTZuxAMypa-zm26HCMUlutos8_MirgQacJvM38fV0u9IWmrZYDvU1Rt7k6Hs_eqsdTU781huVwNX4UGar3qurDNuQNlOFNcgD2uFgbwU8i/s1600/Image00016.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXl7YgqWTVQSvNpNRfzAEZTPEW1vEFKKV4acYTZuxAMypa-zm26HCMUlutos8_MirgQacJvM38fV0u9IWmrZYDvU1Rt7k6Hs_eqsdTU781huVwNX4UGar3qurDNuQNlOFNcgD2uFgbwU8i/s400/Image00016.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Muy bello el Alpamayo desde el collado</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2dkeMAXKe2hla7ncNPeGgLAhNp-AhjBzq1gaRGE5-9oQoYS7vEiMMEMlo8foRIWBs_uN-Y1bBRcy2jUON87oeas3HBLORvhaMuiIxlZPBrRKOeo33JgaJvVOqK0EGKRNEXt3oc9V-tPAw/s1600/Image00014.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh2dkeMAXKe2hla7ncNPeGgLAhNp-AhjBzq1gaRGE5-9oQoYS7vEiMMEMlo8foRIWBs_uN-Y1bBRcy2jUON87oeas3HBLORvhaMuiIxlZPBrRKOeo33JgaJvVOqK0EGKRNEXt3oc9V-tPAw/s320/Image00014.jpg" width="204" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Cara Oeste del Alpamayo</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe6_T9fio91Mwj5uhL8AToUiDgsaiZnizEYxJmdLgYhWcaOYQyu6AQJhdCY1InIkFx2t_8YiZy4ag2u7G395O2zmyko7bN22-Pm_j07mDi-As40jswFUsUig06WSH4UYtUjsZjTqczs9ig/s1600/Image00018.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
<br />Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com1tag:blogger.com,1999:blog-570637155786617718.post-80062865038358642652012-08-03T02:08:00.001+02:002013-09-14T17:55:55.297+02:00Una calle de Huaraz (Perú)<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCuukOY1LAGTLYB8pd-EO3RcS5kGBoDxJBZEwFRU0ZaBTRTPvUinahkoxFIvvZlBX755mwYVJq7RWbOa8RaMdrZi9gARKxmoT6ZfCS8KfxffD9FTV5v2kFdQv8BofAjs3lvZhfw9BUsyl6/s1600/quadrehuarazassaigsignatcurt.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="258" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCuukOY1LAGTLYB8pd-EO3RcS5kGBoDxJBZEwFRU0ZaBTRTPvUinahkoxFIvvZlBX755mwYVJq7RWbOa8RaMdrZi9gARKxmoT6ZfCS8KfxffD9FTV5v2kFdQv8BofAjs3lvZhfw9BUsyl6/s320/quadrehuarazassaigsignatcurt.jpg" width="320" /></a></div>
<br />Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-33399241136426763122012-08-03T01:48:00.001+02:002013-09-14T17:56:30.461+02:00Paraná River (Paraguay)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzGF9pjNk8Elr09cepCpIZgbrv-977IoNie1j-4f4QElczzy4X1L_JkcYV0ODSk351hYmMGmV68bstL-zUac8tIpWSbJvLi5yGGIZEJESKdjTRFvoOuuTNU69odUsfhKx2HBQWihzKRSGX/s1600/ANDES021-paraguaisigcurt.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="428" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzGF9pjNk8Elr09cepCpIZgbrv-977IoNie1j-4f4QElczzy4X1L_JkcYV0ODSk351hYmMGmV68bstL-zUac8tIpWSbJvLi5yGGIZEJESKdjTRFvoOuuTNU69odUsfhKx2HBQWihzKRSGX/s640/ANDES021-paraguaisigcurt.jpg" width="640" /></a></div>
<br />Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-47292898272781296742012-05-20T19:35:00.000+02:002013-09-14T17:57:34.473+02:00Mes sobre amor<div align="center">
<br /></div>
<div align="center">
<b><span style="color: red; font-family: Arial; font-size: medium;">Sempre m'ha encantat la resposta del profeta quan li demanen que parli de l'amor </span></b></div>
<div align="center">
<br /></div>
<div align="center">
<b><span style="color: red; font-family: Arial; font-size: medium;">EL
PROFETA </span></b></div>
<div align="center">
<b><span style="font-family: Arial; font-size: x-small;">(SOBRE EL AMOR)</span></b> </div>
<hr />
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<br /></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Entonces
dijo Almitra: Háblanos del Amor,</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Y
él alzó la cabeza y miró a la multitud, y un silenció cayó sobre
todos, y con fuerte voz</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">dijo
él:</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Cuando
el amor os llame, seguidle,</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">aunque
sus caminos sean duros y escarpados.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Y
cuando sus alas os envuelvan, ceded a él,</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">aunque
la espada oculta en su plumaje pueda heridos.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Y
cuando os hable, creed en él,</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">aunque
su voz pueda desbaratar vuestros sueños como</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">el
viento del norte asola vuestros jardines.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Porque
así como el amor os corona, debe crucificaros.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Así
como os agranda, también os poda.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Así
como se eleva hasta vuestras copas y acaricia</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">vuestras
más frágiles ramas que tiemblan al sol, también</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">penetrará
hasta vuestras raíces y las sacudirá de su arraigo a la tierra.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Como
gavillas de trigo, se os lleva.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Os
apalea para desnudaros.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Os
trilla para libraros de vuestra paja.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Os
muele hasta dejaros blancos.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Os
amasa hasta que seáis ágiles,</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">y
luego os entrega a su fuego sagrado, y os transforma</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">en
pan sagrado para el festín de Dios.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Todas
estas cosas hará el amor por vosotros para que</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">podáis
conocer los secretos de vuestro corazón, y con</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">este
conocimiento os convirtáis en un fragmento del corazón de la Vida.</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<br /></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Pero
si en vuestro temor sólo buscáis la paz del amor</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">y
el placer del amor,</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Entonces
más vale que cubráis vuestra desnudez y</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">salgáis
de la la era del amor,</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Para
que entréis en el mundo sin estaciones, donde</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">reiréis,
pero no todas vuestras risas, y lloraréis, pero no</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">todas
vuestras lágrimas.</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<br /></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">El
amor sólo da de sí y nada recibe sino de sí mismo.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">El
amor no posee, y no quiere ser poseído.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Porque
al amor le basta con el amor.</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<br /></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Cuando
améis no debéis decir "Dios está en mi corazón",</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">sino
más bien "estoy en el corazón de Dios".</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Y
no penséis que podéis dirigir el curso del amor,</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">porque
el amor, si os halla dignos, dirigirá él vuestros</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">corazones.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">El
amor no tiene más deseo que el de alcanzar su</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">plenitud.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Pero
si amáis y habéis de tener deseos, que sean estos:</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">De
diluiros en el amor y ser como un arroyo que</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">canta
su melodía a la noche.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">De
conocer el dolor de sentir demasiada ternura.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">De
ser herido por la comprensión que se tiene del amor.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">De
sangrar de buena gana y alegremente.</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">De
despertarse al alba con un corazón alado y dar</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">gracias
por otra jornada de amor;</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">De
descansar al mediodía y meditar sobre el éxtasis</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">del
amor;</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">De
volver a casa al crepúsculo con gratitud,</span></div>
<div align="center" style="margin-bottom: 0px; margin-left: 30px; margin-top: 0px;">
<span style="font-family: Arial;">Y
luego dormirse con una plegaria en el corazón para</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;">el
bien amado, y con un canto de alabanza en los labios.</span></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<br /></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<br /></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<br /></div>
<div align="center" style="margin-bottom: 0px; margin-top: 0px;">
<span style="font-family: Arial;"><i>KHALIL GIBRAN (El profe</i>ta) </span></div>
Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-18090866301686709702012-04-11T18:44:00.003+02:002013-09-14T17:58:37.077+02:00Cantico al Amor<div style="font-family: Georgia,"Times New Roman",serif;">
<span style="font-size: large;">No puc menys que guardar en aquest recó, aquest audiovisual, amb un tema tan bo de Jesús Romero, que versa sobre el Càntic de l'Amor de Pau de Tars aconseguint un resultat òptim </span></div>
<div style="font-family: Georgia,"Times New Roman",serif;">
<br /></div>
<span style="font-size: large;"><b><a href="http://youtu.be/Z1VY4Jp5kzY" target="_blank">http://youtu.be/Z1VY4Jp5kzY</a></b></span>Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-83682742054640977102012-02-19T19:26:00.002+01:002013-09-14T17:59:56.081+02:00Nou llibre de registre i base de dades d'escaladors<div style="text-align: justify;">
<span style="font-family: 'Courier New', Courier, monospace;"><b><span style="background-color: black; color: white;"><span style="font-size: 11px; line-height: 14px; text-align: left;">J</span><span style="line-height: 14px; text-align: left;">a teniu a punt el sistema de "Dades sobre historia escalada a Lleida". Heu d'accedir a la pàgina. Les notes seran fitxes individuals una per escalador. Es poden afegir fotos. El mur es per el dialeg intern. Qualsevol pot afegir material i fins i tot obrir fitxes noves...</span></span> </b></span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: grey; text-align: left;"><span style="line-height: 14px;"><span style="font-family: Arial, Helvetica, sans-serif;"><a href="http://www.facebook.com/pages/Dades-sobre-historia-escalada-a-Lleida/180530978716507">www.facebook.com/pages/Dades-sobre-historia-escalada-a-Lleida/180530978716507</a></span></span> </span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: grey; text-align: left;"><span style="line-height: 14px;"><br />
</span></span></div>
<div style="text-align: justify;">
<span style="background-color: white; color: grey; text-align: left;"><span style="line-height: 14px;"><br />
</span></span></div>
Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-45085435089706778162011-09-02T04:48:00.002+02:002013-09-14T18:24:10.787+02:00Toth i Res (extensa?..?)<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="margin-left: 1em; margin-right: 1em; text-align: center;">
</div>
<div class="separator" style="margin-left: 1em; margin-right: 1em; text-align: center;">
</div>
<br />
<br />
<br />
<div style="text-align: justify;">
1. Bean fields
<br />
2. Southern jukebox music
<br />
3. Horns of the bull
<br />
4. Oscar tango
<br />
5. Snake and the lotus
<br />
<span style="color: #cc0000; font-size: large;">6. Rosasolis
</span><br />
7. Sketch
<br />
8. Perpetuum mobile
<br />
9. Swing the cat
<br />
10. Wildlife
<br />
11. Dirt</div>
<div style="text-align: center;">
<br /></div>
Mirar la historia que conta el Lider: <br />
<div style="color: #cc0000;">
<span style="font-size: large;">http://penguincafe.com/#mythology</span></div>
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="200" 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" 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<tr><td class="tr-caption" style="text-align: center;">El disc clau . La cançó 6 es el nom i cognom de la meva germana!!!</td></tr>
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És ben cert. Necesito passar nits i dies amb Vos.<br />
Malgrat tot ting clar quin és el meu tresor; i no adoro altra cosa. M'és font de vida i l'arbre ha de creixer...M'ha ensenyat de ben petit que tenia que assumir tot allò que feia,amb la llibertad,però de deixarme errar. <br />
Tot el demés és ben a sota. Em vau mirar molt fixament ja fa molts anys i molts anys he conservat aquell esguard infinit. Aquella sublimació. Molts anys esperant...I a la fi....La certesa, . .les proves palpables. No va ser un somni no. L'univers(os) de dalt a vall. Em vau entrar pertot,amb la força d'un tsunami gegantí. Pels ulls i per l'oida...de peus a cap, com un llampec lent i suau. Pero demoledor.<br />
La tongada 20 anys després ha set aclaparadora, concient y dilatada en el temps (99 dies). Un aterrar després d'un llarg viatge de 20 anys perdut en el Cosmos - que ja no dicmés Univers en singular. Angels, mandales celestials, veritables palaus esferics dorats plens de llum i puresa- , l'arbre de la vida, la resurrecció gloriosa, el meu nom d'eternitat, la mel del vostre cor, el misteri i la visió de la ment i el Logos (la res cogitans i Déu), el misteri de la creu, la comunió de les ànimes, la psicostasia justificativa, la comunicaciómental, i tantes i tantes coses que no se on posar-les.<br />
<br />
Ting el rebost ple, i res em pot faltar. Vos teniu cura amorosa de mi. M'envieu els vostres angels a portar-me espurnes de la vostra llum. M'acaroneu el cor quan feu estada amb mi...i sempre hi sou...sempre em veieu, sempre m'escolteu...<br />
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<tr><td style="text-align: center;"><img alt="" height="320" 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" style="margin-left: auto; margin-right: auto;" width="168" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Toth (com s'assembla al Penguin)</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img alt="" height="215" 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" style="margin-left: auto; margin-right: auto;" width="400" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Toth escribint el procés de la psicostàsia. Molt semblant a la justificació ( si hi ha amnistia)</td></tr>
</tbody></table>
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La vida pot ser dura, però sense Vos seria insuportable, apart d'inimaginable<br />
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<blockquote>
</blockquote>
Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-37323571931491760802011-04-21T22:28:00.003+02:002011-04-22T14:07:01.314+02:00Tres días de escalada en collegats con el amigo Gàlvez<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtkFCuYtC5dG1CqdIjUND5y35OmTXwFN6qFRyGpi2t6GvZxw0oBTBuoCVOT0HVdYLukWb-xnmXMznW5d_xTTGo5rOgI5w3gdWSXqJ-z3H0eWgxaYmyqlfNO6ChadaBndi_zouufQ6yx9NC/s1600/DSC00476curt.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtkFCuYtC5dG1CqdIjUND5y35OmTXwFN6qFRyGpi2t6GvZxw0oBTBuoCVOT0HVdYLukWb-xnmXMznW5d_xTTGo5rOgI5w3gdWSXqJ-z3H0eWgxaYmyqlfNO6ChadaBndi_zouufQ6yx9NC/s200/DSC00476curt.JPG" width="200" /></a><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_4eln7mT67MFvHFV0i9r_EC8Hpq-esgi3FI4VVmC0yW8_1rkw5Aiz0-fwLD-Io5xcDVoqdzziEXmsxs3Dj2OQU5W0ZHfprSPc6Y02jc4qBVeEt_Kkc29lVnycLJBx3E9WMQm1BrG5Ya-8/s1600/DSC00473curt.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/AVvXsEg_4eln7mT67MFvHFV0i9r_EC8Hpq-esgi3FI4VVmC0yW8_1rkw5Aiz0-fwLD-Io5xcDVoqdzziEXmsxs3Dj2OQU5W0ZHfprSPc6Y02jc4qBVeEt_Kkc29lVnycLJBx3E9WMQm1BrG5Ya-8/s320/DSC00473curt.JPG" width="240" /></a><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLDX-u6k0xr_1gJDfO5q7gmMm51zgqvD8P4QcPODFCAJtbxcv3nQKlv-3qmHrUK6-wM2drHoBka1fhDcjX881xYk-q0t0RfJZvUebaEp4rcfWcy0ctuSJVy_AtTf95HVNQ64ro7q_9n5QH/s1600/performanceressenya.jpg" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLDX-u6k0xr_1gJDfO5q7gmMm51zgqvD8P4QcPODFCAJtbxcv3nQKlv-3qmHrUK6-wM2drHoBka1fhDcjX881xYk-q0t0RfJZvUebaEp4rcfWcy0ctuSJVy_AtTf95HVNQ64ro7q_9n5QH/s320/performanceressenya.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ruta performance a les Moles del Pessó</td><td class="tr-caption" style="text-align: center;"><br />
</td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrxDah7Fs3azlm_ss9ettcvQrbw_GR94zby1_WYJAn8F824Il9hiZ7irD1ggwUmanI38QZg7g5FoqOdNPWkiGWFflJ0HHsh20MtP2C9bkN90ANgM6uOu0oNTFMr9PrbT_l_7CAkSUm8nPO/s1600/DSC00474curt.JPG" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrxDah7Fs3azlm_ss9ettcvQrbw_GR94zby1_WYJAn8F824Il9hiZ7irD1ggwUmanI38QZg7g5FoqOdNPWkiGWFflJ0HHsh20MtP2C9bkN90ANgM6uOu0oNTFMr9PrbT_l_7CAkSUm8nPO/s400/DSC00474curt.JPG" width="300" /></a></div>Vista de les Moles del Pessó, sobre el barranc de Sant Pere, prop de les restes del monestir de Sant Pere de les Maleses. La Performance és una ruta bastant repetida donat el seu reequipament generós, especialment comparant amb la primera. Com sempre, un veritable plaer veure escalar a Meister Galvez.<br />
<div class="separator" style="clear: both; text-align: center;"></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE_OJaC74H2HDfLVHBCegT2lK7t0JL97C-q-ZxSiQAfD2QV8iThKiZHICoVcmjAcuUw0G2nqVt5Qoz_djijDH9o2Y71a0VZVfCv9pOiJsHUiVw5Cgl_x4igUThK_uUWK7s56iY9yHQciZM/s1600/DSC00469curt.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE_OJaC74H2HDfLVHBCegT2lK7t0JL97C-q-ZxSiQAfD2QV8iThKiZHICoVcmjAcuUw0G2nqVt5Qoz_djijDH9o2Y71a0VZVfCv9pOiJsHUiVw5Cgl_x4igUThK_uUWK7s56iY9yHQciZM/s320/DSC00469curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Performance, L1</td></tr>
</tbody></table><br />
<blockquote><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAvcA5g1Zy2HjceyqBKHnRNUZ7z4w9l6HIGjr44ln7trO6XtIJ3WlCyFE8RwE1MPphaanW3jnadyHNM4WMmJDWb6PK39_1whtjdIelvP-YIX1Iu7LTkvTpTJBHRhLMm7qttHsVYNKeSzFX/s1600/DSC00468curt.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAvcA5g1Zy2HjceyqBKHnRNUZ7z4w9l6HIGjr44ln7trO6XtIJ3WlCyFE8RwE1MPphaanW3jnadyHNM4WMmJDWb6PK39_1whtjdIelvP-YIX1Iu7LTkvTpTJBHRhLMm7qttHsVYNKeSzFX/s320/DSC00468curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Performance L1</td></tr>
</tbody></table><blockquote></blockquote></blockquote><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK4CdX3ziNkD0dmoE6IbZILBf0fXdOkTBvabCqc3ypFpIUeGzkTtF8sAOWUUZKbj2bqSfl8IuceYiP8TWmHHqqC6iAuKijY-K6lSOiLykJMauWaiAN5E5QNehWh2jI6n0bR-lKldGzjB1B/s1600/DSC00472curt.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhK4CdX3ziNkD0dmoE6IbZILBf0fXdOkTBvabCqc3ypFpIUeGzkTtF8sAOWUUZKbj2bqSfl8IuceYiP8TWmHHqqC6iAuKijY-K6lSOiLykJMauWaiAN5E5QNehWh2jI6n0bR-lKldGzjB1B/s320/DSC00472curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Performance L2</td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuARNgWsu3KfDzPhvih-X8o5bQq-Oj0doZHsKFcwd7K5g50cb6JL2hVQVezO2k9ddoCGrlbQmBEJ5dpVnDqlfMRx8EsIMwCc8Q1kaxrQih8f7OFu8QuqYIfQK13rRLDBPMjBeqZRWXBtiX/s1600/DSC00512curt.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><br />
</a></div><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicMcEz27gw9VKoqhg5ga3HvIDv25TChbmG32Dqdlh13BPS2gTtepDvY7pyII0l2AZrkcTzfLlGqHt6L-HluxAPJWklv18WzeDgMrpK6u1mrS1lgewCrzMCLP1L9yk49Z_eSQzZlxBNFgwU/s1600/DSC00500curt.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicMcEz27gw9VKoqhg5ga3HvIDv25TChbmG32Dqdlh13BPS2gTtepDvY7pyII0l2AZrkcTzfLlGqHt6L-HluxAPJWklv18WzeDgMrpK6u1mrS1lgewCrzMCLP1L9yk49Z_eSQzZlxBNFgwU/s320/DSC00500curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Descens</td><td class="tr-caption" style="text-align: center;"></td></tr>
</tbody></table><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1r6sO05a8R8HZgXGvffjauG5NXhT7aeJllvj8ri9t0epjOJ0k78kSat9CrsefdeMPPZhHf3Io6ASFEH9_fzvKfRqZUQp0wtOTC1Ry7bnuU5tJaS9vEwqaQh8qPzFkL0LWUCyI_uPKlC6Z/s1600/DSC00499curt.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg1r6sO05a8R8HZgXGvffjauG5NXhT7aeJllvj8ri9t0epjOJ0k78kSat9CrsefdeMPPZhHf3Io6ASFEH9_fzvKfRqZUQp0wtOTC1Ry7bnuU5tJaS9vEwqaQh8qPzFkL0LWUCyI_uPKlC6Z/s320/DSC00499curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tanger, part final</td><td class="tr-caption" style="text-align: center;"><br />
</td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLWcoOPlLVeQZjNT7GuqYiRxi6YHbIog4Tj7sFD7u4ifcF78M3x7PhacdRavAKiho70VlvBSd2skv6hk6UFpMJaKPN5HzvehTFafXOTnek7CBlEhuW1FdcYExxXUus0k4rSAAfhNn59Dgc/s1600/DSC00489curt.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLWcoOPlLVeQZjNT7GuqYiRxi6YHbIog4Tj7sFD7u4ifcF78M3x7PhacdRavAKiho70VlvBSd2skv6hk6UFpMJaKPN5HzvehTFafXOTnek7CBlEhuW1FdcYExxXUus0k4rSAAfhNn59Dgc/s320/DSC00489curt.JPG" width="240" /></a></div><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht0_VF9Rociow45bELCRGM5fxcNwAoFVhJzqS8jGW5kXpHyaecAW5IR36k41GxG1ITAUTBLSYv6OBTgCtFnEHJdF4bVIaB6VAc-axpE2lZsWSDlh9cUgn6dLiD_AIuEtb29lheTozZkJuk/s1600/DSC00498curt.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht0_VF9Rociow45bELCRGM5fxcNwAoFVhJzqS8jGW5kXpHyaecAW5IR36k41GxG1ITAUTBLSYv6OBTgCtFnEHJdF4bVIaB6VAc-axpE2lZsWSDlh9cUgn6dLiD_AIuEtb29lheTozZkJuk/s320/DSC00498curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tanger, 6b</td></tr>
</tbody></table><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5YbK3dihyphenhyphenM1ZlcqvvsJ646fOQlgxmPwF5l6OqF1v-5Vg1iJ6l7J-nGzBncRO5NL0LRtKKc11WlheOZ5wG0Nb7I48J1AkJq6VoqWeNbNFW-RNgH5p1bCqrcwfaGDPeFhGtHNHYd8m6dDA1/s1600/DSC00496curt.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5YbK3dihyphenhyphenM1ZlcqvvsJ646fOQlgxmPwF5l6OqF1v-5Vg1iJ6l7J-nGzBncRO5NL0LRtKKc11WlheOZ5wG0Nb7I48J1AkJq6VoqWeNbNFW-RNgH5p1bCqrcwfaGDPeFhGtHNHYd8m6dDA1/s320/DSC00496curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Tanger, 6b</td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2p7bgde9Zvn194sKGKqBWkC5_Q86wcupAcbhDr64UAPlbem3Pn3EWUsp470aUtdHhLbpqTmEZPOX_WQj5OusDkYbXGbD2fhaHP9V_l0_QYF2mavTy0sSR-5Z6g5Vevv_kPyiAQoKkGCPn/s1600/DSC00485curt.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2p7bgde9Zvn194sKGKqBWkC5_Q86wcupAcbhDr64UAPlbem3Pn3EWUsp470aUtdHhLbpqTmEZPOX_WQj5OusDkYbXGbD2fhaHP9V_l0_QYF2mavTy0sSR-5Z6g5Vevv_kPyiAQoKkGCPn/s320/DSC00485curt.JPG" width="240" /></a></div><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwImslvr-1dzzBQsAf6U0rQVfUAqbPxNpWQnOQ0_tXr6xUeuZDQAgkOZKqHzZ343Fn9jX5_0tJo1vqCg4hz8PEFk0nNsbS2hzRD6OOl4icovRmeEDKPPkTBESGb9HZoP-IOUiEnApvAYyq/s1600/DSC00477curt.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwImslvr-1dzzBQsAf6U0rQVfUAqbPxNpWQnOQ0_tXr6xUeuZDQAgkOZKqHzZ343Fn9jX5_0tJo1vqCg4hz8PEFk0nNsbS2hzRD6OOl4icovRmeEDKPPkTBESGb9HZoP-IOUiEnApvAYyq/s320/DSC00477curt.JPG" width="320" /></a></div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiw0FGdfGbYlzBmN1QOXJ9OeG6YdWD7neeIRyj9dYA5B3DXKpj9m6ACy4r6tc5tZBsPL2YCzS15QSaE4lH8YWveg3kj-dFWKTcRFMhvrlKdUEygrqIt2l9VqYBiObP-Mc1pRiYgP6o0dFR/s320/DSC00513curt.JPG" style="margin-left: auto; margin-right: auto;" width="240" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Part superior d'oriflama</td><td class="tr-caption" style="text-align: center;"><br />
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</tbody></table><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6rIh9_UnNa_iriyvu3anfrGDdQhqR08tA7GHVyRSGQA-DVDCWtTjboZLtZemgg38PZmYZIPrbZmF39-0wIq1VRpc8wRms0YdlJb9U6lTgpqwAkUOD1AXSqcBJCgJyMcq7v7GyPEXBDwD3/s1600/DSC00502curt.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6rIh9_UnNa_iriyvu3anfrGDdQhqR08tA7GHVyRSGQA-DVDCWtTjboZLtZemgg38PZmYZIPrbZmF39-0wIq1VRpc8wRms0YdlJb9U6lTgpqwAkUOD1AXSqcBJCgJyMcq7v7GyPEXBDwD3/s320/DSC00502curt.JPG" width="240" /></a><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuARNgWsu3KfDzPhvih-X8o5bQq-Oj0doZHsKFcwd7K5g50cb6JL2hVQVezO2k9ddoCGrlbQmBEJ5dpVnDqlfMRx8EsIMwCc8Q1kaxrQih8f7OFu8QuqYIfQK13rRLDBPMjBeqZRWXBtiX/s1600/DSC00512curt.JPG" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuARNgWsu3KfDzPhvih-X8o5bQq-Oj0doZHsKFcwd7K5g50cb6JL2hVQVezO2k9ddoCGrlbQmBEJ5dpVnDqlfMRx8EsIMwCc8Q1kaxrQih8f7OFu8QuqYIfQK13rRLDBPMjBeqZRWXBtiX/s320/DSC00512curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Escaladors a la ruta el último buril</td></tr>
</tbody></table><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6TuHBzL8d5AYvvVK_vY87nTlTwDnjHZQrBji1XGpKlzt1HV-ofy9zCSyDJFnVmwCVDhLcRD9sgUyFLbEE6UNWPU8evUmGOihEMmRnnsVW7aP5D3B8A8BGdRsVyuiUHznf9Dqvc7Fr9WOW/s1600/DSC00504curt.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6TuHBzL8d5AYvvVK_vY87nTlTwDnjHZQrBji1XGpKlzt1HV-ofy9zCSyDJFnVmwCVDhLcRD9sgUyFLbEE6UNWPU8evUmGOihEMmRnnsVW7aP5D3B8A8BGdRsVyuiUHznf9Dqvc7Fr9WOW/s320/DSC00504curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Oriflama L1, 6a complicat una mica expo</td><td class="tr-caption" style="text-align: center;"><br />
</td></tr>
</tbody></table><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7cygA-buLi_YTljizntp1_5Zp9TfzJbJVjgmGOjOvusI0kAxOntPRN9taJE3GUx4NN2E06GBhlPZezQWhAfhdCaRphyfFIlkD61zfqIPP0Rq4p8ZGmP7qBQVf2PcQ64uOt29yE-P82iu3/s1600/DSC00506curt.JPG" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7cygA-buLi_YTljizntp1_5Zp9TfzJbJVjgmGOjOvusI0kAxOntPRN9taJE3GUx4NN2E06GBhlPZezQWhAfhdCaRphyfFIlkD61zfqIPP0Rq4p8ZGmP7qBQVf2PcQ64uOt29yE-P82iu3/s320/DSC00506curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Oriflama L2, Vsup expo</td><td class="tr-caption" style="text-align: center;"><br />
</td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrxDah7Fs3azlm_ss9ettcvQrbw_GR94zby1_WYJAn8F824Il9hiZ7irD1ggwUmanI38QZg7g5FoqOdNPWkiGWFflJ0HHsh20MtP2C9bkN90ANgM6uOu0oNTFMr9PrbT_l_7CAkSUm8nPO/s1600/DSC00474curt.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjrxDah7Fs3azlm_ss9ettcvQrbw_GR94zby1_WYJAn8F824Il9hiZ7irD1ggwUmanI38QZg7g5FoqOdNPWkiGWFflJ0HHsh20MtP2C9bkN90ANgM6uOu0oNTFMr9PrbT_l_7CAkSUm8nPO/s1600/DSC00474curt.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTCGHWgSG9_B2xLCuPfS5uzsEaD2pSBw0tFhCZnOWWDlb5Js4f8jJAUNDROmdnCIqcQvUMx0PDnJQlp7QsE9bgKAjfs3kS5eq0z2hwcJGH-I4ya0SdiJYoUymjWRmDZQ-PrZBxM0kzv8YO/s1600/DSC00511curt.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTCGHWgSG9_B2xLCuPfS5uzsEaD2pSBw0tFhCZnOWWDlb5Js4f8jJAUNDROmdnCIqcQvUMx0PDnJQlp7QsE9bgKAjfs3kS5eq0z2hwcJGH-I4ya0SdiJYoUymjWRmDZQ-PrZBxM0kzv8YO/s320/DSC00511curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Escaladors a la ruta el último buril</td><td class="tr-caption" style="text-align: center;"><br />
</td></tr>
</tbody></table><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzovq7t2VndsNxkHBZM0oFoIeIq211WA-ujIkhTavrZTioykGoMmJf99HdzF9EmXj044saiB1TRkDimnm6rB69mcrJQBJaWsrBcbk7-CSrWkmgpn77HJVsE5rIhOhkMiX7IfQ0r7LQjlt2/s1600/DSC00509curt.JPG" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzovq7t2VndsNxkHBZM0oFoIeIq211WA-ujIkhTavrZTioykGoMmJf99HdzF9EmXj044saiB1TRkDimnm6rB69mcrJQBJaWsrBcbk7-CSrWkmgpn77HJVsE5rIhOhkMiX7IfQ0r7LQjlt2/s320/DSC00509curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Oriflama L2, Vsup expo</td></tr>
</tbody></table><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTSyJQABwN2OMsX8Rn9UnoAg23rHm1Of1HS4OXkIsAOvPtxyDcp7Hk3gRGq0WCFn1LGfdi-anbsfi6y21ek923g0VDqwI7PaEojHv7jOOw2ehQLBCBsl5mM6_PLCcqrpCJmMsl_0OjImuP/s1600/DSC00508curt.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTSyJQABwN2OMsX8Rn9UnoAg23rHm1Of1HS4OXkIsAOvPtxyDcp7Hk3gRGq0WCFn1LGfdi-anbsfi6y21ek923g0VDqwI7PaEojHv7jOOw2ehQLBCBsl5mM6_PLCcqrpCJmMsl_0OjImuP/s320/DSC00508curt.JPG" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Oriflama L2, Vsup expo</td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSUgGwJJU2QdsT2_HaYtiCJUrfKJFgr2e2ykXSl4-DO8tFStnDwaXI26MIAUFRfTFuFk5HcPDPNSSMLJZjy53ctdKkhR4LhNXQqpoLUfVqH6a_e8kR5mkwWef7BA4WlMlKnWODIuFMd6c0/s1600/DSC00475curt.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtkFCuYtC5dG1CqdIjUND5y35OmTXwFN6qFRyGpi2t6GvZxw0oBTBuoCVOT0HVdYLukWb-xnmXMznW5d_xTTGo5rOgI5w3gdWSXqJ-z3H0eWgxaYmyqlfNO6ChadaBndi_zouufQ6yx9NC/s1600/DSC00476curt.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAvcA5g1Zy2HjceyqBKHnRNUZ7z4w9l6HIGjr44ln7trO6XtIJ3WlCyFE8RwE1MPphaanW3jnadyHNM4WMmJDWb6PK39_1whtjdIelvP-YIX1Iu7LTkvTpTJBHRhLMm7qttHsVYNKeSzFX/s1600/DSC00468curt.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-54005356311698299702011-04-05T20:22:00.000+02:002013-09-14T18:12:42.484+02:00Pensament de Cristina Kauffman<div style="color: magenta; font-family: Verdana,sans-serif; margin-bottom: 0cm;">
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YvKQCHcAyB9AOKQ6r07M4pyT1bpmkcbgFal1mvpuLP78JncUxW6lsHck1VZReWIrR+xuRQml1jTL9F4BVCfROssqYO2Hz4rRDrEGgeAOESoF7F6Vm3LLa1VGdtHdx4+fble2dp/F21yiyC3TOMtb9ClH61UGtyaplEx4pJhAzLdkBC2C6BuuGmgqEy4I/OCROsUa1w668iJc1UkKjXv5Kn23sGmdt/WnRmBZJoE8e3PLQxl0Ws5ipbr9zTGAdg4gJjuqbWulPX7gsOZJDJ13+ET1usDm3el06NiAFXH4eOlQcz442crlZi9tfsLU5u34NT5C1cFSsx+7govhBmdfeKiEh3Qme8Unqsj0QKLzleK5f30WObWA7v05tvrtqVRouikMNq2gyeMTb696TnUqBhA0SrGPABmV6B9samryFGsRrFFZ7sLmT2nrnA3Hyq6cEWqtQygpv6Vm/cmrFkbl7oyLGYFX2yBTPer+CYKM2HrzkMGc1/r9ZsKpFPX5FBqRlM3pCWv3i5TtGJahwyyoqZ+nfVrmXZUjLhU2p7129MpzIRqLmS4fkOMebggHL9ifeSy9RJFR1r26SAGmQ1KWjvudfXfzSksJgUFV7OVV6olJDIjr/iite2mxnanFtRsO3S0uARUoH1xK9YlrtnYINBIod46AcpMiEvduMNguZOZf4ERG17VINeY7aYWl1TVg2pvc4RNzPjkZakbhZJOFdqu1rWU1PD4UKvaMmxouVXDVQSH0YrPC61tXyD60RqOPoAesyMtGzX32NrviCENc3n8pl0ZYrm9+frXpy/VRsQv37Y/ixbD2rQrQ4nZYeOICHaAqF2k7edDv7g8+W8FoQhzgGgfX921fveJnOJqEdqua/FI0OtS1CfXd67emS5CessbtRv2ZWtaXCr9CGIaVOi6YEuX0tAFGwdUusFDeZfLGyUZR8vOV0hgs+t8hSQtvxQ299cB+v05JYWXOOcrxbDFre+4CaJ9Yk2/CHNyVT0pmw5I0A7MMsqX9oNKj8Z6o6RKujPjhK7Ft/vwmayiinI2dPKy8CrXwFN1KYwDAOJQmX1559iHiypVFpfc4JZo3VKtD4DbthwsFKhbpNquNTvyC0t4p8qAgrMNjVKz2tx78kr9zsyjF2t4Z69xzlYIBOoWuX5YAPWBaB/cNLD98Nn88xy1ZVCEOc2tn527wiFHRu/JzOZIsKpGdcLKnWGxSfVi94H808Es2ooNW3ccyNu0d/+aPTuvCCQa00jyuv1RSclrt28LDovmirQHM0+EhkUp9d17sgqpMan1Ap3e+lmjoP1COVgnkJbV8jGz8/wVQVB4ZHr+SdQwZGm5X3iOHcAIPX2pFpQ6KFFhG3Zv1Zlub9qVGbcycVtGFom2vLJBnpF/JCQiXChvEmtcEkNfZYMyOjlp5datiGVEprkLYD6B1i7UuaRQt8biyS0qJ1GjCs+XFl8sJ1Gijp++BlkH2TKUlRgbFhexefe+5LU7Vm3Zd7ayRmMbTlq/lUQhr1i9LXHF5vjUVVv2ZXIl12XwDbHSIVY1xyVtSFy9TaHrEqFuqf62zta7bf9heuRKvri5oLg8KJyyNzM7I6ci/ciFuNSVG3Zv11q7DmQVkajhV+tEiHZEjH0m1jggs0ulG1Ri9nVbd4fSw1es2hkRtzUudQuJFrhx10G9+XbuiSukIFJ0/Ja45O3RKXHxa+IqGgAV1r0/qyCESQll0ddsTN+TfuwqW6o0O0WoW4q4S64KQ8NZRSWNGtugBOnhKfSMhFhWauzunMzdWceS121nLo8/XVqlgJ1KxLVpVwYrIUkKm9du37lsxSY2aFQbPEJVL4A4RBoXV9XzuwChROuUaPulOidX3pp+tHz1jiOFFxukWLtKP3KVo9p8MFdt8p4qk2SfLEWb+kWQ+2IFfODIxfRjZ7IKS3my6zLUtWXfSa7ccLlWlXm8HLW6Cs7UHj521dxxAza7rtSrck9Xpx8ryz9Tz4c6JNp+qc4l1XkuNxoO5Z9TG+1s0XXEeFus9okhR0mVdF/OKX2rd93OI4fyy46crEsruFZSi3IUHUqTT6J1qi0Du3MuHithy40OAO0Wwr1izFPJR/bnnlcYessaVOt3Hzt/TZp/pvH4BV6VQCPTdRw6enZ7Rv7RC1ePnC47er6mBtBJNAMCqE9ucANod8rWnBqRRW7wgGi/EnNeuCoIjogKjoyJSNgUwlwbylp1IK9YZfoy+2RpYAQlbsWaVZv2p27emrpjawlbqDGNpKw/sHz1mkoOmx6dsHlXztbdmfTIZVU8ZPX2tBBWEqhs0ZpvZhewI+I2h8UmRSWugnV9JeUiUhAl/+Q5vXVQibjOXuKTqEHnLrNFUhc9NnLdzq2Y7rNVGw/GrFheL0HD47es2rR36/7t1GhmvUCnMA5IDD21XJgWHZWyaRNsHmZLfGylQ24bEJt8CtShtbo37zlCiUysYktKKtiBtJg1W/epTe4GCcRKjA2LZa3etGtZ6s51u4+crGhELYOpm3eGx8UeSC84kH5058G0jIJTUsSBg1CkbPoAhJi5K3XjrvCYNRxhU0buOVJIQHTSyvjktLjkHaSQ0ANHMpu7PNv2HQkOi6xslMKaYSE0KtU5UZtXhnp44ubkNZuYMcvSM4uzjl49eOQkIy5i7ba9sGa4oLiCGhmx52DR3oNle9IL9mXmsgW25uvfwDpnaSV3x4G81RsPBtFjY1ZuOlspVRhG5OhAyVWAxoo7UlwpRe0cSStHpg9LjA+KosavWxe/Zkfk8jVRScnVXJG19bZAfD1p7bbIhBXVbOXabfuD6LEnS+oUuj4xYgdgJ4C6fi+eUG7w8NVdQrhHoe+XaXtFaPuW/cfyT1ch5lsXqsA9OUWIdfDERWHGiQu6No8MG6jjX6/iYafL69btOixBu8rr9Bt3F8p1HZDRuy/7fI0QLThTfalKJcMcHKlN2+KSartqAN22Q6dyTtdrWm+IMIcIc5bUaTfty4fN/Zh1iCvpkMD9kNG7J/PsqTIOX2nZkVYkVHfoWm6i1lHIOiKEe4VwD6DukWocWw+erBJoEJtLprWDUK9SP3jqCjftaAna5DxbAWYVVioNTnwjW4J4YfNoxtHqaoFZ13oDs43INF4R5AYRD4A4lCZvSR20ft8JpdkNonYQ7deYh67USskxy1Zu21d4qfHoBcG5KpnC3KNr/nxP9jESLbi8GtAaBhGdB7MMKzQ3VRpnyvp9MSmpKr0xr6g0kJoQFp0cnZiMmL1HTl4l0aIuVvA1Zp8U6q3lI8nrNtOiEiXK7pIrClIII6PgqK3dp7N4T5ypJgWTzlxqAMT9EfHLNu/dozPeTVq9m5kQJ9f1FZcIgxlxYXHhUUmJVY1ayHID0HSotf0hzEhqTJRc24uabsEWbyUf3pJWzBW1CGSW6OSNpMDwZSnbIuM3kKiRYXHxYthbD5poUYkbd6arsF6d7a7KfEus9/EkjmUrdiWv3o5p+9rab2lMXZjZqdLclmpGRLBTqelety2Nwkyo4qj1baMi1A0qjeFxK9Zvy9IYB9JyzlGjmWcuV0iUPVyRIXXTlpiUFSrN9dMljWRmzPGzZZbWG5j1dr1YtyP9+PFzfEB+PTpp9brte1BjH2r0CRWW+NUr1u/Yb276/HDe+VAmpbRCYLs+0t57x2i7BaN3G3hNx85cruOrLM1fqLCmM5crQyKX7cg6pTAMaay3arkIKZRRcEpobvtGrf2sXtjCWLZ+8/4jbIlZofEVna8MDmfmnDhjsA0VFDYE0qNpUctiErcmrNxJCmFu3pspRtog0wCIeISIG8T+azJm/mFC+hqkrUdOszmyFjHapTY7zlcAh/Iu6prvHbtQm3vmir7tZkk1tHF/Dmy1y7ABlXZEqbcXnCvbk3281X7n1CVJRkElZOpDzUP5p2t2pB/dm31aBPVUcSz7c0qkmlYAbrN03zhVBmSdrBVrHEK4V27w1UvbUzdnVPNRXYtPpunSNHkqueiG3XlSrL2sXnIo76LK6AIhO1fWzVP18NVdSrNbjNgBqHPTvkKBukVh6JVq+gB1D2a7kXPqyomSek2LO7v42ukrIGT2KPQuudalNowKVfb1u4obJS2Q2ac2+lDrTYV2CEQ8Up1Hou0/dKziyJk6tdULIH0izAlpfadL2aQg6t7cE4bOEaztpsTo4mOtWvPN9LzjlAhySWktm22oqoF4oiYu0C1HO1ds3M2MT1ZqbWJVc/Ka/SRyRFRiXL2wrYqHBTFjk9ZvFSpMUqS1uKQyfFl8bPIGibKPB3QwYhJjUxPYIqUcaVmzdR89Jrq8RioUOcPiYjfv3WO03E9avZeVsByE+mWoa8ueTFIoKTIxmQO0yXTDgKZLpHKlHztJogXtzigQKZsq6oT0qJhAKkulcRadr6dFJ287kHvk+JUjx6/syzxKCgo8ewWRoB2MmOQV63fJ4B6FZlSkGRVqhhDjzRUb9uMbM1U1irIqbmmVqIrd1qjuB7UuyOwqOldNjUhau3l/PR9uADSpGw+QqJG5ReWGptGdh04EhFEruUJL613U2LcrLYsaGc8TWUWKlpjkVdHJKacv1TYINAey8wPpzMyCMpXBEbtqc/y67UJ1F6IfFqvbmcvjV2zYabLdySw4Q2aFHj15qeRa7fmr105drGMLbBxQE7aMGZuaVM/HQAVy9MzZgAjm4eLLKvOAHHOWVYlJgcEHcysw622FZrSSawlmrdyeXijTOLW2+zUcFSUyOi33hNbsWbk+OyQ8pujC5fyiirzCq6kbdkcsX1EjhBHLEAB7hIhbrP19fKIQa/rFGsfqnScyT1Qp9HaZrjstvyS94BJkvLEjo6icI1WbvEJ119a0/KLSRkDl5Ip7z1dImElrsorOm9qHd6dfyjvZiFpdYsgBQm2J63cnbzyobRoRKnpSN2efq+DwVc0VXGTTvsKSOkhl9km0TiFslxl8mcfLD+VdvFAJ8JWmC5WCNTuyLlaKjNeHMo6dP3zssrnzDqB2iGEPZLkh1TmFSJdc66oFzJHJu89WgMWXeWevSi9VI2Kkf2dm4eUGidrcu2n/8SsNsFznZEvaRHCfQN1ylaNK2LC7GlCW1guLy+pqAIyrsIlQr8I4IIR71u45UcZGJDq7CHNItG5I67tcLSZRI/blFqmtbj7UJ9I5QWOP1vhZVkERKYjEYDBYzNjwqDASlZS0bq1S27Fqyz5m/AoZYtOY3OdKBTRWHCM2TKz2ybW9OafOUmNigiNi6DEpkUmp8atXsJatF4h69ObbablF1GgGiUanRycF0CK2HdgvUTdL5D4yi7lm21ad8fPEVXsiExMApUeODjQIIRItkBoZp0A8fKVbrLOL1MMSjXXNzg0kCo1Mj6WFh0VE0isrKzXmwTVbD5NoUbUCFWbsN9i8YsgQygpL3ZwhQXURyyOTN6xRG64DaDdH3SW2uCRYW8K6VZRIKp0ZRQ1nUaPopJCQ/NM1AvOA2OQTaXoRY19+YSmZHsuMTqKx4hgxqw/knFDpOs2tt/ZkFIdGhldyhYh+UK3t2n4gkx6VfLkCsrbdLKmsDo+PCotNoDBiQujkvYfTAKVVoeuLXLEpZs1Oic6nQodkcF/i2vVrt+1HdcPHzlymRgeHhkUFUVNYCctJoaQV6/ZpTN7Cc9fC4mKDwyNCw5mUqIjNh/YDGptU55Rr+q/Vy8Ji4orLahCbA4Da68W68KSV2w9nC6EmlWGADWjjUldt3nOwhq1hxm5dv2N/a68b1vWZWwZPX6ol0SPOlDeqDF4A8glhj1j3+/CEoMahMPuu8k2Hjldvz7y0I6v0aAkg1jm56q5TFYpGRTuA2WVGD1fdtSe3fGf25cPF9UfOco+XiuplbRxV52W2rlbSIkB6IdvNBlnXmWvI2UqUp7arrTcqhS2HjtXvyq7IKGSfrUQb5d3E91wAdQnRvrNV6t1Hrmw7XJJ/QVAF2kCNQ6J31YiusxU9wPsEAOKjKqhxXGrQ5J7jZZ5syCiqyzzZcPqaslHRXgW04h/0a4v/yucAACAASURBVMXt+GdxsdbLVvRI9K5rQkvRFWnuOV7OGc7REuBSg4ar7pLqBwDU1SDrwj8f4x/BhYhTqh+oAlov1GjLuVYh4pQZBoWIs17ayVPbrwmaT5arj5wRHjkjPFYiPVmuPluJ8iHHpXrD2Uq0XtqJf9e+yrNdrNUJESeeR3KFY8k6yUs73nC+WgOgrjK2mavqU5pHANR1oUabfYqfdw7E/yXR+XhqO/7tu17aWQ22navC8C/mfMhxhWO5wrHwIQeeCIIzzFX1XajRZhZzc04LKoUtWOsdrqqvVtxeBbTin87xT+TlXGutuL1O0lEv7cS/4OMlBXzIUSfpwD+4l7HNZWzzVZ6tCmitk3TgyQAywyAugUphy5lrSMEF8TVBswDuV5pHxFpvjej6VZ6tUd6Ns1Qv7cQ7wtNo6qWdF2q0uWeBMrZZrPUqTMNcVV+lsKVW3I53zVH21ks76yQdeFpCjej6NUFznaQDZ6YabMNTW2pE1y/W6s5Xa64JmvmQQ2YYlOh8fMhRL+2sEV3/JX3Gk9TYih68cbzgC8/yE75P6AffF7X9Sj3nfysIueouuckr0bsESC+ocXDVXY2KdonepbQMsJUdCrMP1DhE2n6VdbBBfh3UOPhwj1jnBDUOtW1IbvKylR0CpFeA9HKUvTLDoNp6A689wRPw8VkhMpj8i3cBzM6He7jqLgHSi+cugRoHD+om8hLBn5eW4llOCrMPaRmFm0cUZp9E75LoXXg6kr988V7EOqdI2y8zeuDmEbh5RGb04AMRvi+xJdJQANRF5Bb6F8UBqEtuHFKaR/C8J/xaZRlVmIZlhkGiJgBXRNxSKEzDxJTjzytMw3gOGlGlRSR2SfUDCtMw3jhRkSAzDOJmAmcJT+8gLoh8NInOpzAN47zh+kSklRFVC381sp9KYyLKBXE2cH6IdDnQrzhDovPJjUMK0zA+xg9KqIifBNtEJpDSPILfwZPs5MYhPLsN/0tIzz/H7eN0X7wX/8qjv+bi6Qd+SZ+J4RMjJbJb/bPVwI9ylX9LEEr1XrHWjae0S3QemcEn0XnEWjcf6gPQfpnBx1F2N8o7JTqPVO9VWYb5UJ9U7xVpXDiBmFNuHPhggSvWenG7BbyvrwP8kjzBv+b4uiU6j0TnATEnH+ojEnn909D88xjxxF8A7ecou7mqHrzsRYg48Jox//ox/Jqn7sUJbxwfIID+rTKdIFx18AkjfDWhXkSxApEXhifHCd+XjfMhB5EjJtH5cDOEp6cBfiXwSvMIkUFKaAaukfjD/pVEREo0bgjkxiFcYwgwE8pEiIuAN4EWHNJEqichf0Kq+Ov4KIhkLv8EQP9CMP/aJYJzYjhE+S8OEhyTuBiJOg/w5/nTH2cd4/nuIo0HtzV4CRKBUsCveODXi7PBTyXi4yT8RFXH7wCEEp1HANsBtB/EnLjK4orOVnThGMPVF4dcg6wDx6o/cnDEEvaYGB4uaCKrHVc70d9OdujDa4LwehYA7RdpXGKtm6hSJab/vQI5ZQafVO/F35LqvTKDD0D7iVRdXOLEtczgU5gG5cYBsdYt1rrlxgGFaVCq9xIY8M93xbnCE0f5kANvSgD3c5S9RIE58L5kllAC/Bk8oxJXd/wa+HluOq6XBCYJkOCwkeh8uKBwE07wj8ObSHbFDYFUPyD0K8PjqvrwcAt/Bo/EiMLZT2bh+tcQAJ9KKPevQiCQib/+3np68Y5wC0sICmcVlyoeNBKWBRcF3uwHWfUfoPFjY0HEz0TjeJ3uL+mzf76xvwQ+2e/vJXcUQF14zrHcOISzhU8/oQeEucUfIMJL0K+WlBgeETjhyooHIR9bMvB9PSXhEIiQ/T1E/1bV5h85+EsNnwzCuPprFT4Z/r4FZ4Cj7PUHttCv6PYDg02YfByWBFAJK06IiLDK+DOEtuERIx6OAn7HeeAOCg8jCV3x92n4NeFvCXERzhl4H3z6t0MIkMA2DgZ/gBGKLvqo5J8IZT/Ixf8gnPOHKOAXfPrbKeB9KEQIn5AeMSlE78L3BQD+6kEYQTwm/2AtJ/rVkjR/t+8/XkJ/PohLfxcglBkG8boB3O7iMQCBKJx13NThsuZDjgZZF2HgcQ2Q6gfwuoFGeTdeP4JH7XjRJ27JiMUSPgHE3ODOBH/xAyD56x/hQAjCJ9s/xAfeuxpC+sL3VRrA+8jQfzr9XS6uHzhgcH9CgNNfjQi/Qegi+P5QGUIOIOYmim4JmBHbKrjhINwFLnmi/gPnB1/4+XsGwjrgzpCt6MG9LmEHCSPib0eAj9aE/ibMH5/EoPzjW6JsF48IgPcOzR/kuIXCTS2BUtw8+T9AOEx/R+3vtQiXKHxfa+Jvdv3XcuCvVsR/gFLCjnxQgvf7AiGIeQWwC8S8MsOwVD8k1Q+JND6uyiFE3CDmleqHJLpB/EAe/HgsmWFYiLjxQwfwU3o4SjuIeXHjh28MAn5WjQAeQe+B1yeAXRLdoFQ/JNYOAKgHP8LgY7ngIuMo7Tx1P4B6xNoB/IADAeziqft/Ppa/6StP/bczhYgzEQSwy9/7/Wyj6L1qEsEPHgvhJgPwC/aIBSGu/eDPt0Ma5d3+4QP4fnsDN+pEj7ji4u7Cfx+FGK/4F46fIJTeP3zA0SJ4fzKNwO9wF3+rIXhfbEkUcH68diKq9YlSQAKT/rEPwRKBGb7fWTLEphc+Rn8H+zF+/P0t4SHB90tE/7IvIsjHreon6YPBCj5VkvrBz98ehISygpiXDzmJnwDqwZUeB6TCNErgkA85ZYZhAeziQ06pfgjHkv+2ASGyD9yFf1wn0Q3iXRDQwjv9lJnAX/nrMwLYhVsN/OgRwK8s2P+aOMzL73w0j0jj++QRfURER8SWxJ6N0G8zwD82JpZA+PPEqtIfPP6g8t9UJOwFDjYClv57ofyPDjsirIN/s0Qo+0F05//zAyPlH6R94DH8XyQ02H9aP6Zfmi//9STOueDndaEft0OYEvH7Mmh8VQn6LRHBnxdJ/xIIf+nOfwr2/gbCD8KMj+ONXyfi+TLjNzKsT6RxXTN8Vq+1czW9dboRtvam0PAZVzvYgDgb0D6Otp+n9/D1AzzdkPDn+2N+ArohgEeFyA0xdlOsGQWgQaHaK4beuzjIJYRcIOIRwx4R5AbVLjHmAWAngHrEmkGJdgRAhgTqIYF6SILdFKgGQXhIrBkGEC/hG/lqn1RzA1D6ROpBMTrCU/v4mmGOdhjAfELUK0B8AnhQiIwA6CiI3ATgG3zdaJ3aUw+7OdpBjnaQrRvk6IcaND4B5AZRH4j6AMQLIF78QgC5xVqvGPOAiAtEPGLMJ0V9YtgLqt1cnYOrcwp0HqHWB2A+EB0UoyNi9IYYHRIhgyA8AMJDImRYhAwDyJAQGhagDuKIPrHeJ9J5Qa0H1Pg+cHeExwawQQAbBDDfX88gxJ/XugC9E9T2g5hThDkB1MXHPGytp8Hg5WF9fI1dqOsXaB1CzC5A+wCNA9T285GbfOQmDx7lwaNceIgLD+AEQD6h2gtAPhHqk2GDMmxQDHsAlRNARwF0GMRG8N6FqAfQuEGtRwr7JJBXpHIDKqcIcksQrwh1A7CTMHwE4ZFFA+Tg6n0g5lWJHEqpnYc6G7ROAHU1IgNcxA2gLhHmFMJ2jrKXA7sE2iGuaoCPjvC0Nxo0w7XIQJ3ax4WHhMgIF3E1qh0NKjsHdgp0PsAwyNd6GxBnI9zPQV18zAtgPhE2IEIGRWofqPJytMON2GAD6uVovByNpxHrb8TsPE0/AHWLkF4R0g3CXSDcI0ZcYmgAVA1wbDdliI2HOSqNXzWibhDuEOocoL7rdwFCMXq3RWprkjTBil6j0mpWGxDoukbZJhG3KxSdMNwDw10qVbtc3iGXdStkDonaJlXbpGqLTGmWK41qtQlFbVptE4q1q5FmFdykwppU2maFxirXmpV6K6LrhjSdaqwDQtthrAPGOiD4uhpqg2EDhpkxzIogVgS2YWgrArcqFVZY1axW2BC4GUOb1WqTGjEhGjOEGlHUpte3wWozAlkQrEmOWVSWNoXtOoRYIcSmhq0Q0gyjLRDcqlI3K1VNSrUZwZp12jYt1oIpLajMpFdaLUirUoVCsBZGdBCsJS5UakyBWpSwWQGZFJBJAZmVarNCZZIrjWrUrIYtatiqVlnVCptKaoMkTZCoWaUwKuUGpcyklJmUCrNCbpHLzBKpCYFbYagFUjerFM1KeZNCZpNLbTKJVQQZCQLVBvxCDJtkCr1MoZcptXKVRq7SyFWoTInIVLAKsv21R7lVKW+SK1skUKsIblVBXSqoS6nuVCo7FIp2pbIDVnVhcK9SbVWqzQqVUaHWK9RaJYypEFSFoLhwVJBFBVkgyIyTWm1C4FYEbkbgZgS2wbAFhk0QpIdhgwqxKCCDXK1XwkYlZlZpTDihWhOE6lWwFkL1MGaAMQOqNWkNVi1mU0gxBWqCr7djpmaTXG9ETVBLC2psgbVmFNPrdAaDwaQ3WLSmZq2t3QKbDIhRgxgwjVFrsBpNTUaDzaC1GBGbVdvabGhv1rWYEZMJNtowc5uhWa9v0mmtGsSkURu0KpNRbbEgTU1Yi07bpsFaMMSmQa0YatIgBh1mMhmsiKYN0bbAmiZY04Tp2rWGXkzrUEN2RCqzcCtVEoyN3RTCPjHk4GNeIfIf+1j/nwVCDVDiq9sxXLfVKzp8D9r7lXHfbduRu7bsu2jmF9qc+4Yjn2uzRuQHHZxdbRVbLSUb7ZfXuis2jNZsude4/Rv+ju8F254Itz8Ft71SrnwmT3msTHqCrHhiWP3EsuZJ87onbeue6OMeaWMeaqIfolHfI5EPYNZ3EPNbZfh3oqhnisRnisTvwbiHQPxzWepTceqfOMu/bYz/nrf8iTj5sSjhARD7WLb8uSr5e1ncN1zmA2H01zzm9+K4x3DKU9Pa8d7dY859jyWJj8QJDyUJjyTJjyTJDyRJ34qSvgESnipSprUbJ9VrnguXv+Qsf14b8+wa63V1zNfs5G95qd/xV+L0QLDqgWDVn7grntYve14f/7w+/lndsqe18c+ql+H06lrcy6txLy7HPrsY8/RszJNTMY8Kox+eiPqsZMWtkhW3SlbeLF11s3TV6KVVQyWpAxdSfKfXuopW2o8l9+Qndeclduclducld+UmtWewOjOjurNjurKiOw5HtmewOg5HdmVFd+au6MpL7SlY2VOwsqdgRc/R5O6CpK78xJt5SZ/lJt3OTrqdnfRZTsrN3JXD+SsHj64ZzVs+khs/mB07cDjalxE1mBlzMyf+Tn7SnePL7xbGf14cd/9M3J8uxjy8EvO0MvZFTdwD6YrvJCnfipK+AeK/Fi77Boh/IIp/KEl4CqQ+BVOeAMlPgMTHwvjHQNwjYcwjYdQLXuxTdtQzTtRLYNmYOOEVGPdSFPdaEv8CXf5IGf1AxnqsinkCxz1SxzyGYp+h8d+iyY87tkw8OP7qVfH3Q3tft2yc6tvxeHTfc/f2x/b1T3pWv+pfN+XbMj28e3xo78uhAzNfHHx9e8+TO7uef31g8tmR2VcFk09yXn6XvvDo1Mx3hRNf5r26nfZsaOcjz6YHjjUP+lJfdW96cX3dk6aV3xuTHhlSnhpTX1rXTDStX7CnzfYcmOraPdG27YVt3UN98kNdwmND0nPr8iem2IcG1iNj5DNL/AtryiNd8tfq5Y7KA97SrTb2NTHklMCDYrVHAI8KVL92dOV/Hwg7Ofl/uhr37FrEI27ymCxqDGU9Nix/boyd1oVNYLQxhDKJMSYx5gs58359yOhl0uCFwJulIfevUR7XMsYbGdMcyhw7ZIEd9I4T+oYdvMALWhCRFyHGojZiwciaszAXIOa8OmJOFT6nCJuVM6altBkJdVpMmeMGvhFSlgSURXbom0bKOy7jbSNjtpI8czV4oSp0qYG62EBeaAz5UcT4SRYxJwh+Jwhe4gVON5AWgOAlNeOdOeZf+lb92Jf6lstY4tCXuLRFHm2RT58X0Of4tBk+9Uc0+n8YEhYlYWMNQUsi5juQOVYZ+OoKabKaNFNHmmsImK0nzTUEzDcGzjUEzNSRxq6FjleSpyopExWhY+Uhry8HjZUFT5SHzpaHz1xmTJbQxs/QXhdTXxwjP88LeXok5PGJ4MdFIY+KQx+fpj06TfvuFOXr4pAvjwfdPU69mRc8nE0aPEwazgocyQ4azgoeygzqT4tyH471Zcd7s5Y506MdhyL706JcGTG+vZTB/bSRNPpoOmM0nTaaThlJIw8fCr2VQ7qdQ7qXE/B5dtDd7MAbOYHDOQG+nMB7R+PuFsR+lht1K5t1K5t1+0jUF/mxXx2Lv3WYdTs74l5e+Fcnwr8/G/78MnO8kjlVGznFDZvihk1zwybZ9IlGylQjdZbLWBQyf2gIf1cf9q6e/raO8q6B8q4h9G190FJd4BQ3aKyBNMEOmAVC5kXkaUHQJBAwKwn5URn8gyLonSLoB2Xwj1DoWyhkQRU4Kye90IX/88P0///tqR++2jvpWjF3Y8PSvW0LvjXzvoQZZ8ysPWLRFfXDUMKPN1ct3VgzN7ru3dCaeV/q1GDqwr1Nf3687y/PDr59sGv2i03v/pS2dH/v4p1tCzc3vBld/XYo5Y172aydtdgbP98dN9MeNd3CnLIxpy0RM+aIGTNr3powb01YbEpYbIqfM0dN6cMndWGzhrCfWpLeWePmDcwFI+utZdk7S9IMGv9MzPrqWsz9UmZnY5EE7QJRHwB7eMiwSP0fy5j5zwJhe9W57y+tnCqPe81eOSVeNqaMeoolTOniXlojnpkYTwyUF5bw8eZlry1Jj9D4r6TRX4qTvwCXf8GP+pIT/g2b8pAT8pwX8koQMs0nTQlIUyBpQkaaVAdMoEGvNYEvUNJrmPwaJr+CQl+pQl4qg18ogl7Jg17JgybEgWMgaQIImBEGz/BDptjBk3VBE7WBY1WkiZqAiYbACXbAhCDwjYr+BmaMiQMWlYFTItIrAWlaSZrRkedamT+4kyZ6o2cFoTP8kCl+8KQwaEIcMikLmZCFTMhCXpoZE82sB1jIV0jQZFfyvHP9s9bEB9bY51XUV7WMsfrwsfrw8YaIiUbmWH34q1rGbBlp7krAfHngfFnAzCXS1EXSzEXSbAlptixs6hJ94hx17BTldRHl1THy89zgp9nB3x6L/dOJuG+L4r89lfCnM8lfnE64VRg7eizKnh/ec4TemUnrzKR1ZzN6csK6shjtGVRfOmkoM2AkO2g4K9CXTnIfJHkOkbxpJPfhUF82dTiPPloQNnqUMVJAHymgjh6l3c1lfJEX8VUe8+v8qC/zI2/nsoZywnxZYZ8dpd8qoN3Mp97MpdzKo36WT7uTT79bwPjiBOXLIvJXp4K/PR/4sJT0rIL0qoY03kB6zqe+ENBeCukvBZQXfPILPvm1kDIO0mbZlJnG0OmGkBl28Bw3eJ4XNMcjzXJJC42kuXrSQiPprYD0VkBa5JLmeaQlgDQLkxa1pHkdaUZLmjGQFqxB02bSay1p4c6G//n44KI39RkSON0Tu/j1lsnPUqd7ohfstNnu4OnrpMlW0lRHwIydMeeOm/MlLLlXz3tWLYys/+HLnX/5/uBP3+1/e3/n4p0tL2+snryzYeHLjUv31i3cSJ4fXLY4EPvDUNxbZ8xbR+xST9RCe8R8C2PWSp82U6dNlBcQ+QUU+homj6PkMSR4DA6YxIJmDSGLPctm2lnjzYzxZvpMe9TM9biXpqjv1IxXgrgHNREdQKFA18nReTmonadxSdCO3wUITVcLvroU/bqS/Fwc8wplPtfRn1qiFmzh0+1xMx2xs51xU9ejXzexnpsin2ijH2vixrXxY1jMGBTxWkUfV4ROygKnpaQpCWmGS50XMN6A4UuisLfi8B/lET/KI95J6fNg0IIoeEEUPA8GzQOBc8KAOWHAPBC4JAyb59IWG6lv2WE/NIQvXKMulJEXy2hvymgLZeQ3FdQ3NbQ3DfSfxFF/kccuAmHvANp8Y+B0PemdiP5OEfGTIf5/dq9bakl6Vxv+tjb8TR1jqZGxxA9bEkUsSZhvpOHTxph5W+K4KX7clvLOvesvNw4vDaUtDqZPXwuYqw5eqA1dqA1drCMv1pEXakNnKgMnr1Inr9KnyumTV2jjlykTl6jjJZSJS9TnlyKfnGc9Ps18WBTx8ETEw6OsB7nMP2WHPc2hPc1jvDgW+bww+unJmAeFUV8UhN05Qh3OpwzlkQeO/I08mSGujCB3Vrg3h+k7wvLmMN1Z4c7DDFdmmDsrfHg/6cYh0u3DQXeyAu9kBdzOJN3NJt3LCRjMJw3nk27kB4zmBQ7lBrhzSD1ZpPYs0lBRxFBRxHBh+EhRxGgx80YR80YRc7Qw4mYh61YR6/apiHvnwu5fCvvmCv27CtqDStpUTdR0bfRMffRsXfRsXfRMbdRMLWuuhvWuJmqpKuJNJeNtdfgPdWF/boj4sZ7xro4y0xg6x6HM88izOPFDZvghs4LQt9KgH1XkH9TkN+rQNwjlzybmT7aoH22R757n/LNj07SA/FpF/6fhbT+NbJ9qXz7Tnfz/2OP+pSvqx2bqgjFwzkReuh7zk3PNvw5tn/XtnB3cvfjZwXf3s97dz1q4fWj+5v43Nw7Mf73/zTcHf/g2/afv0v7yzaGf7u//853d7z7b9q+udf9iX/1TV8q71uVvbfFL5rglc9w7U9xbQ+I8FjcFMadUYVNq+jREW9CE/2CIfGsLf2OlzZtCFsyhb23hPzRHLRgiJ+DwMdmq7xvi28EzPENfg8HbiPVytHappvl3AcK2xspvr62daIh5Bq95akr5zhj/nT5hQsOa0yW+MSW/s614a01aMMbPauPndMnzupVPdXHPDfFjloSp5pTZ5pRp6/LX+sgXaNh3SsoTOOwFzHipoI5JQqbFwfPikAUgeFoYOQNEzYLRc8KoGT5rmsec4TJneawpKXlaTJkGydO80JnG0Jma4MmKwPErpLlrwZNXA2ZqgmfZ5CluyLSYsqCKmFMxlhDmrJQyLQ5dUNBfg0Gv5eQFa9yYLmKmnjLTSJ7hUuZA2pyMPquiTqvIE8rQ+baY2eaYqabombbExd51S/1bFx3b5nq3vq6hTDYwptnhBE02MMZqqbNVITOVwdPXgqauBk+XB02XB02WBUyUBk6Xhk9cCBs7TR87yRgvDhs/EfGqIPxFLv3JieinJ+NenE14cXHFk0srvr2YePd0zM1Cljub6c5murIinJnM/sMRjozwvjRG78Ewb3q0LyOGoIHDsYOZcUNZy0Zylt/MS/isIOn20cRb+ctvFSy7fSz+7omE+8dY9wtYX+Ux7+cwP88Ov50dMZrDHDrCvFvMuFdIv3uCdq+Q/nkR48visC+KGJ8X0r8pYv6pmPXgdOSj85FPS6KeX458UcZ6eSXyWQ3jWQ3jRTUN9/8TDWGTjeETDWHTnIhJNn28gTrJpk5zqbMC2jQvdJITON9IessPWhIGz3NJcxzSG0HgEhi4KCRNq0mTStIkEjBrpMxYaNNW2lw784f+5c/vrX9oDXuqp80NrZm/v+WlO+FxB+tFf/x0H226mzLWHvC8ifSsNWjMHjU1vHL61oaF25vm725+c3/72693zt/dPDW8em5w9Y+jG2dvrZ0YTh0fSJ27seGn+/v/5ev0H+7snx3aNulOmnAsf9UT+7w9+mkL61kz83kT60Vz5DMb83sD7Vtt6AN96FMz5WUTbbwtfKqTOW2Mmjaxpk3MaRNz1hK1YEucNSVPapNfc9c8uLq8vfEMgNl5uiEu0s/FnFKs/XcBwubaiq/KVr+oj3yMrX3etv5J+9qnTeveGBPHbTFj1sgxW8R4M2OyNXy8OfyFif5YSxmzJYzZEsabEidbkqdaUyaak15blz83xj7rWDnWtWqqLXVcF/taFjYJUGYFofO8kAUw7A0Y/gYMXwTC5vi0eS51nktd5NMnJLRZefisJHyCQ56qJ8/X02eqyC9LSLNXyZPlQXN1tHkuY5wdOsYnzyojFpHoSSl9DCBPgdQ5adgzTsBLIPStOXHesGyqljJdT5vlMhbFEYsK5pyKMaEkv1aE/LklfhYLm1TT57Dot7rkd7pVb+CUKWn8WEPQJCd0mkchaIId8ro+cKKR8rou5FX1X2msivzqWsiLq0GvztFenCI/Lwx9fpz84hjtZQH92RHa48Pk74+RHxbSnp5hPbkY/bAk+qsLkbdO0oaOhwwcjsTJmx7pSWO5DzE9aVHe9Oiu9NDOtJDOtJCu9NCewxR7Nt2Rw3DkMAZzyMO51NF86mg+dSg3ePBIwEh+8I2jIV/kRXyezbiTTrt1kHzjIGUkjT6UGTaUzbp3gnXnWMRnBWG3j4bfPRrx+XHWvWPMe0cjHl0Ienwx+ElJyNNLwU8vBT8pCXh8kfToIunRFeqjK9RH5ZRnFfSxWtZUY9QsJ2aWEzPNY01yIsYbGRNs+jSfMSOgT/Go4+yQcQ5pXkReEFMmeQFjfNKcNHRRQZ0RB0+rgl5ISGNw0NvW6KXrMa/NtLHm8B9dKf9f+6pXTdHzg2v/1/0D/zy4ccG98i8D6//1etKMMWDeHDBvDpgzBy20MN72xC86Vs061r79atObLze8+Wrjmy83zNxYMemMW3At/+ehVT/d2PDnG5t+HNny48iOH0Z2vx3cu+DeM+3c+a479V3Xih86Ut5eT3rbnPTGlrBkXf7WsnypKXHOHDOlj5gxMhfMzFkDfVJDHkMDZ42UeTNl3hI6Zw6ZM1EXzOHzxshZffSLspRvT0d3V5yWqZwi9AYA+bjwgAj+7z3eAj9XAsScIOYGNG6BxivQ+AQaX3td9ePzMU8q414gm8f78pdsMRPdGyaur5hoiXtti35piXxti5xqiZ1pWzbVGjPeFDlpiZy0sGZbouabo6ZMrClTzKQh/iUUO969/V8XsuYXtk1+tW68J+VPSPAzedCsMPw1SF6AIn/UqFUYngAAIABJREFULFtSRc6BlFl+yCIvdIkXPCMOnhGFzghD54TUBSFjvC701bWg6XraZHnQbCV5oY660ECZaQyd5oTMCclLEsaslDYvpy0oKbOyoAmQNAGSFhT0f9LGLVYEPKsiPRVTF20pUyrWhJD6I7LsNUBdwpb9WZc4IWY854UsIct+xBLGAfpLHnmWEzTdGDDJDpjhhyyIaXMS2rgw+CmbtNDAmK4mj18NmSgPnaqgTF+jT16hjJWSxy5FPz5Ff3g89FkR7Xlx2MOj5D/lBX2TH/zyWMTL46wnxyOenI59ein589MxIyci7pUkjOQzh3LDB7LDPYfp7gyaK53uzmC4MxhDhyO9h8L799Md+2jONLozI6z/cJg9nT6YTRvJod4qoHxeSP+ykP7FUeq9XNrdHPrXeWFf5tDuZpFvZYbcygq9mUO+dYRyK496q4DyeTH9XnHwN+dp35ynfV5M/vIk8/bR8K/OhH1znv7tRdqDSyEPL4c+KqM8vET59lzo0zLmd+ep35yhPC4NH6+Jnm5kTTbQxuuDJ2rIU3XUmQb6HIc+x6HOcaizbPJMY+hCI3lRQJ4FgyZA0oSMNA8Hv0Eoi6qQGVXQHBQyj4Ys6MiLRvKihbxoC120hb6wBSw54/9ldOOfB9a/c676szP1x+7Y+abQV57gyZvMSWfYnIGyZImc6U2ZGdr8r3f2/9PttT99tubHm6uWhlMWfEkLvqSloRU/jK764e7etzd3vhndvjSyfc69YbwndbJnxbxz7XhP0mxPylz78hlr5KSBMWMNX+yMXnLELxgj5ozhM6bwKWPYlDl8ysacbo6cbY2eMkbMWiJnTZGTOuasMfatNWkKi/oeCPmmNO7zC+TW2nwA9gj1n/M1/Ry0X4EN/i5AeL2x+tHF2Oc18a+hzePt2W8tsTP2ba/aU8abY8eaYl7bosebo6daYqdaYieao8ZsrClr1KSFNdMcOdcUOWViTZtjp4zLX8FxL7Sr/+nx3qXx9X95tPP/vb9vzpc81sl8gdIXBIHTYMgcGrHUvPyNJX5aTp/mBr3jUCbBwFkxeVZMnRfRl0QRcxz6eHXodB116lrITBV5tpY8y6bMcCkzfPK0IGRSGPIWYi0qGfMK8oIydFFFXlBSZqWUaTFlqSrgVR3ptTLsXcuKWRVzUkD+EYoZE1HeINFLaMy4iD4uov9Zm7AExb3kkV/yyDgCpziBM/yQeRF1VkydBEPHBEHz9fSpqtCx8uDxKyE4CKfKqWOl5PELkU9O0b8vJD85GfbsdMSTIvrDo+SHBdTXJ1gvTrAen4h4fCrmwfn4L87E3jkTe/9S0mgBazgvYjAnwpvJcGfQXOlUHIQD6UzvoXDnAYbz4P9m7q6C47r3fcG31MxMQpMMkpkpZmbJAlsyM4oZLGbbsh0zyexYBrGapG61GtS4enGvBoFjO8lO9j73zNypeZ4HZWdStyZTde49d9ep+r6sl3771O/3p1+znn/HebaG+2wtp3UNu20z9/0m1sfNtI7t9J5t9O6t9J4tbNUWnmoTu3cDs3sDo3Mjo2szq3Mrs3Mrs2Mbs2MHoy+e2xtP06Ww/4mQ17GD0xfP/jPCoSNMYxpTn8IYPMjSJdI1CVR9Cmv4OB84L/RcZLvOU4CzjP9PhOgFGppBRfLIcFEIfCUErSBj5RSslAKVkeErFKSSgtbSsAYa1kzDrlGxa1T4AS/wQh54HYW1KpGHUu8jmf++ALvJQp4wiTaZ95nA20D1X+P6X08mOmJHPsQRbyO8b8LRlwr4uQx+rkBfhhFvowLvpsCvp+PvYoMf5gfb5vnfzPa9nOVtnY49mQbcD4MeRsD3lOANCXCND90Q4HfEvodytImPNPLARu4fCKEbIuimGGoUgA18sEEEN8o81dLhYoGlUDBcJNGkylSprDsXduRUvMyq686saU2vflZc9ZfvEv+lCG9mnjUekrkuRnmuzLFfXeVvlmIvF1tuRzlbpK4bMvdNOXBDCtyQulskrhaR+9rvCMEWIXxdOIEQbAp3VCqwmlnfNAthbRjeEf2ld65PNcVnmOZXzfI3cd3lIfYrIUijIHA9zFsrhUp4UD7XkROKFDHRQjaaxybyhd4sPnSeBZ5jAmfo7jN01zkamM7E8nhIIRfIZziyKc4sMlzIIMrZvgoWWkIFC8iePKonj+49SwYyqHCNdPTWFPSKEMyi+0pFQCEbrxAjZQJHLh0oZAeqlUiJcDiD6spleS6HgulkMIMCZVKhbJonh+bJoYG5dOQcCzhJnUAInmBCJzkTCN0JfMselmEPy5jINyULzfE86y6ubQfXsVds3iUY2iPU7xOr94lVSQp1amTfwYiPO8Tvtwl/2Mx7vZ47UQxfrGG9WMN5sfpPWcN5uZb7ci335Vr2h02/I+zcRu/ZRu/eTOvezFJt4fWuZ/SsZ/RupPdtZqq2c9S7OH27OX27OT172ZpEXl88U5vM1iaze/YyVfH8zp3sCYQDB9mGNNoEwqFDrMGDLF0iVZdI1SRQNQnUoUMs9zkBeInnPk+fQAhf5CCX2Wg66w+EyHkqfJmM5lPwCrq3moZVUpCyULSEDJaGwlcocAUZqaGi9VSkkYI0k9GrFN9TCdEqwlt50BMm9IiOPmRhd9n4LfbIbWbgKd/3iEM0kMB6Evxc4uueFvgwBW0Vwk/44COu5yEPeixAW8XeFwrfqzDoaZTvzfSRH2b6X07zP5safDaNeDwJvKUE78iR+wrkoRK8J/HcFiG3hd7bIuJ7IdYsQhoFQB0XaOCBTQL4uhhpkUAtEqiJB9cLkAYpVCu3l0oGM/kDlwSDGTJtmnzgmOBR5r6cipfp1R2ZNa0ZNa2FFf9/7xL/dQhb8s4MHpNBmZPR8nm2+mXBBhnxevngzUj7NbGzReq5qfDclLlbJMB1sfuaELguAq9LgKtCz3UBdE3gaRJCV+VQc4SzSmnJUo62x3l1ESPd0V96ZqJqpdca5bfOwNTR4EuRsz7UnUciCukjdVK4UWGuFTvzKEgpGylig5lMNJtLZAvQS1zkLMd5lu48S3dfZIA5HG+pmKiQYOUCqIzrzCJjJexgNd9XwYKLyEBeCJhPQ4s5+EUymEv3NinGb0RjJVwok+ot5ICFLLxCCJdy7TkURzYFLuaBhRwgh4EUcsEMCpxFQ7LpUDYNyCC700M9mRQomwafZU4gdB+l/YHQdYjh3s0x7WLp97IGkniDB4Tm/UL7bj6wnTccLzbuFgwliPUJkp49Ak1KWP+Ryd3JyvZd0o87xG1bBW82cl6t40w4fLmW/XwV68Vq9qs13Ndrea/XcV6tZb9ex3m9jvNuPattI7NjG7NvN0e9i923jdm7idW7idO9ltazjt67ka7aytDs5Oj28nQJPF0Cry+Rq0nhdccz+hLZfYnsrn1MdZKwJ57bF8/WpXAMadzBQ/SJdvR3hAkhhmTqwH6qdh9lMIUGnBGil4XwRY7nHBM8z4IvctB0DprOQtNZyGUGfIkOXaCC6WSsgOqrZvjrmGgFGS4NQa9QJyohXEGGqylIHQVuIMNNoUgzGX/Ahe8zoEdk9AUZf0XFW+nIXTp4kzZ2nYR8T0LuhKLNJFsNyfaIh3VMHf0Qgz7hwI9Y0EMm/IiNPuHirXy8lY89FaBP5VirAnssh+5K4Dsy/K4C+14BtUiQ20LsgRR5IoeeyMCHEuSeCL/Jx69xkGYx2CAA6nhAHQ9sEsJXxfBVMdQsgup5eLMErZM7S6XDBQpbboThgrLzEGfgSJjprOR5fmJu5avLVe1ZtU8zalrzy/+1j3r/CuG1/FOmk3I8b7q3aqGtflmwTup9sdzYEmVrEjqvSYAbcuCG1NMiAa6Lgesi8IYEapH+GSF8TQFfjXRWKfsyxHjXTK8xakw77ZtqOtQjgvqFiFYBu2d5B6dhb2VQMx0oJXlKae4qtr2G6y5lIuV8IJ/luEwF05lYOh87z0PPcuynqY5zdPdlJpjDQYsEWLkIrxLhVaLxOsVYrdRfycVKaWgJFS9jYiVsqICJpVOhAmagOSzYFIbls5B0CprDAAtZcCkbLeO486m2LJIrl4YWc5AiNlzIArOocA4dzqGDWVR3eqj7UognnQxlUv9ACByjQydZ8CkueIzlOsRw7vwdYf9+vj5JaEoQ2HbxgO0CU7xocJ9wMFGi2y/p3itUHwjXHor+FC/p3CNt3/XPYriBPeHw1TrO8++YL9awXq3jvFnPfbOe/cM69tu1rHfrmG0b2B82siYQanZzVNtZfZvZfRs5PevoPevoPRtofVtoml3MgQTOYBLXkMJTJ7O1B7hd++jd8ayeBHZ3PEt3UKQ9wNck8voPcP+McDCVoU9hGJJCzAfpQynMgQTKYBLddYKHXRTjl4W/96KXuGg6B8tg/4EQuUSFMkKRQrKvmkHU0ZBKMnwlBK+gwlcofyCEa8kTCOGmUPQuHb4bijwOId5QA+8Y3hc06D7Zc4vsu0UCH4V4nnGguzzgngzvnD2mXeJ7Mx15QkWe0LFWpvc52/+K53vJx59xkCdM9AkXuMd0fc/w3ObAt/nwTT5+S+y/q8TvC72PJdgzGdIqhR9L0ftitIULNzKgJomnQeSuEwB1ArBBNBFPvRCu5XvrZXCl1JYvsubIHbnR5stRmuPyoVNRtkvK18UH8qpeXa76OIEwt+xfO2PmrxBezTlqPqv0lswk6pc6r67218mwx0tMzVH2ZpHzmsTdIvunQLGnRQzfkMI3ZBMI4etCsFmEXFdCzRGOSoW9aVZgcJF7KBzqCQ92TUE6RYRaGuwO9xom+4amBYdn+wZn2l9KdJUkcz4JL6WAFXy4QuAuYDkyaGA6G73EhU+zkFMsx0mK8ywduMQEM1mebBaQzwKL2XAp11vG95XzvVdYYEGIO5cEFVKwEjZWwsVz6WARg2iQeisFSBbFm06GsshQMRMuYaBlLKiY7swN8eRRsRI2VsJ255DdWRQgm+rJoUHZNGjiECyTCmdSkXMs8DTdfZzmOc6AT7GR07wJhI49POternEfTx/P08fzhvbyrDv5w9t5+njBQLywf79Is1/clyBRpYT1poR92Cvq2ivr2C35uEP4bgv/zUbO6w3s1xvYr9dzn69jvljPer2B/XYD5916Vtt6VttaZtta5sdN3A8bWZ820bq30nu30fu20Ps2szVb+Kp1jJ519N71FPUWev9uhmE/y5jCHjrA0Rxgag9yuvbRu/dxuvdxuuNZ/alC3UGeNok/cJCnT+VMtKMTCHWJ1KEDodZDDEsqy5BI0++nWtOY4BkBelEAnmdNIMQyuFgGG8tgo+lM5DIDuURFsihYMRWrpGLVZKQyBK0geytpaAUNraAhlZQ/I0Sayb57VPwB2dtK8b1iEG+Y+HMq8piCPKRir5iYOhrpn499WjKu2fTvaMqv9k3I0zD4GRl9QSVeswM/8ILv+IEf+MRrDvaCSbzgwI9p8EM6/pjrfSCAb3HgWzzfXQn+REC0irzPRPhTMf5E5H0gQm/ygEa6u0EM1Is9DRKwXgLUijw1QqCSD1TykWqRp1zgLhY58sWWTLHposSWEQkWzDCfmWS7pHxZmJxX9Sq9+lNW7dOM2if/qzdm/rMQNmek2s9HeK/EEtdXAHc2+Wql4K15tvpo5zWJ67oUuCZ1XxNNBLwuhlokEwjBFiHSIoKvSSYQ2spl7mtxo5YlbvskRB/zWT/fq4729YUF34UFPiq96mifc44PWwyZp1uec4cbSGglCaoRwVVCTzEXzud780ToJS5wnAYcpblPUIAzdOgiE85gQVksIIsO5NKAXJrpPAnMp3mvsOAisiuH5MkPxUs5/goRUcT2FDHQGiFUzETSQ/0ZVCgjFC5h+av5aBkTKqZBBVQwnwIX0pACBpBNnvg1Tw4NyWXgeSw8l4lk0aBLodgFDnSGAZyggyeYyGnOHwidyWJbksSSIDTt4w/t5Zn3CMy7+KadPM0+njZeoNrH697HVyXJ+pKVHQnS9gRp9z555x7pxx3Ctq28Hzbz3mzkTOTVZu7LjcxX6xlv1jPbNjI/rGd+XMd4v4bWtp71bh39/XpyxyZK12ZK90ZKz3pG7wa2ah1DvZ6u3kTXbqfr9zIGE5nGFKbxAF11gKY5yOmKZ/Xs5/fs53fFczQHuaoUli5ZoEvh6FKYAwcpxsN001HWYCpDu59iOUAeTqUPH2QZ99MG9oYaEkj2Q0z4DO/PCPFMzh8IwYtkLIeGl9DQCjJSGYJWhWKVFKySilcxsEo6Vk1DaqgT7ejEmtB7l+R/SPE9Y3qfs5FnTPQ5g3jO8L2g40PzfMQOX+BYEDj9M3z+F9+hUeMS9BkHfUvB3zF8H9j+jxzfe673HRt7y0TfMPxtnMAPvMBrru8lH3/Mhe5y4Ntc9LYAfcHHnvPxJzziEd//UOR7IEZv81zXmY5agbtBDDXJoAapp0boKuc6ytiuUjZcIXEXC+z5PEeucDhTaLksdmQqoILJptPR5nPS1tz43MqXGTXtEwjz/8XT1v4S4aUDrosReMUs7NYq8PF2b63cfS3OVTMJuCF3t8jcVyWuq0LXVSFwVeS5JgKvi+EbMs81EdgiRG+I4WsStCUMbAofviL1NM760boM8sQgppmjhgWwKiqgnvTjp+m+j0qsM9yjjYYtM/yuOWOWWPS92HKTBNaK4CohckXoK5ONliqxyzzH4VBHWqjnBBU6w0AusvBMDp7DRXJZnhyaO4vizCIjRUxfBcdfyQ5Wc8fqRMEqEVbCJcrYQDENrua68kLhS6RgNhXKICGlzG/Xw7ArLLCADBVSgNxQd04IlE+BC6hQEXvikgCWz/IVcn0FHDSD6j5Hwi9y4bNMz0kGdJKFnuGiZ/gTCF1pSmeqwpEoGd4rsOwWWHYLTLv5g7t5fXs5mgRB1y5Wx26OJkXRk6z4tE/claSYQPhpp2gC4dtN3Im82cp9tYn1aj3jzQb6+w3MjxtYH9cxPnxHfbWK8no1uW1daOdmavcWauf60PbV5PbVVNU6hmYDQ7uFObCLZUxgG5NYgym0wRRKXwpZk8rq2c9RJYv6koTdCVxVCrsniapN4muT2Zokev8BsvEw3XyMbUxjavdTLAdDrAcplgM0436adhdJs5M0lBQKHOf8viC8zPsfEALnQ9BcGlHGQMpD4QoSVk3Gq6hIOdlbzfRWM7FqGlpL+/PGDNxC8j0g+5/x8FY+0srDX/CCb7mjP7ACvn2+X876/37l29f6L74Cp3Gz9aN05APd94nlb2cHOji+Tyy8jQm/oUKvKdBrCvYDNfiBE3zHx1qZ0AMG+oCLPxJ6H4jg1zzsORd/zPHf5wTv84MPRdg9gesWx1YlcNdL4WYl3KjwVIsdpVxHMdtRzPaUSqASiStfaMngOLKFcFG4K0dqOMMaOhUxeIr/MGNXTsWLzNqOrNonGbVPCv7F09b+CuH1gvMDVRHIjRjkyXf+OyvRhoXOxnCwZoq7Odx9I9J6TWm6KrV/r3TdVrpvSqGbMuim2HWN477Kgq6z0Rae76bCe1XuLOcPNsz61bEXNcwc6Y/2qaM92ql+Q6z/vdz3Qzj+LozomkwMTCcscT5wkc+7DEIWWlWxqjuCgUrmUCEbq5sMFIS5zkisCXTkPBU4G0oU8NAi3tAFkj2LSpSJ3Jk0/AKfuMIDmkJsd0noq1DvAwZYRgYzKP5cwUi2gDhH852lBS6z7edIpiwyfi3CXyfzVoqgIrY7hwpkUMEMGprFxHPY/nw6kUslsim+HKo3i4ymk/DM0EAePXCBg56kw0dp6DEucUyEHxJjB6T4QbntgNKSojClyAcTJfp94sE9IvNOkW2nWL1TNJgcod4j6djK7dsn6tojeL+d1R0v6toj+LCF0b6V1bGF9XZt6JtN1Hc72c+2Urt3sTq20z9upr3fSGtbT29bz2hbz2pbx/m4mtKxlt67iaXawlJvY6q20vu2UHo3k3s3Mbo3UrrXkVSbScZ46vAhlukovf9wSG8SSZVC1h2g96cw+5PZA0m8wSThUIp4MI09cIChS6b0J1MGUxmmw0zzEZblENOSyrGmcc0H2YZkqjaepNlH6k8ONabR7edIwEUacJoJn+dBF3hoNh8p5NpySEgJCSkhgWUkuIKE1lLQJjrSREea6P5K0mgtebyeOlpLJspJWCmJKCcFq0MCd0ljj8nBRyH+JxTfCzrUGoq/Zv02MPnv/35r3JcVsOz2ds9yPeMAL5lYhxzpifBr+WgPE+ygQx1MsJ3l/sAEP/G8vVKsjYe/53vb+N53PPwtH3/FxV6w0ecs7KUAeMz0PGF5WrnAU57nmcjzTGR7wHU0SpHrSm+TgqiReMvFQAHPls12FkjQsgh3vtyeKXFkyJyXZZYzEuMxof4wr/9weN9B9t2LO/Mq304cUWTWPius/NeOt/jrjZlzQ/WT/fdm40/Xem8sharnOhrC0Lpp7uYwz40IR4vSekPmvKME7yqAmxLopngCIXCNDbdw0Baet0WGN8uc5Xzn3dm/uDYjxuhxc/hn8xRQHwVpwke7pESb0vtO4WuPHFFNGzHEBYfn+1wLIducMXQT0b8YfDZFU8ocLBN5yqN8edGOBIrjRAh2mYNcZgOX6N48AZ7PhzKZSDYbuiTBrkg9V1muh1Tvax7xUAiWc9wZbDCDApwnIedI3gshyOUQKI+G1YqIW0pvJQsvo8MFFE8WCUgngekkNDMEzwwFcinuHDKYT0OKmHAhAyigeQrpSCl76DTJeibUeYENZ0iQizL3CclwmsB2UGhPltuSFdZkuWm/xLhXOLRTaNkmsG4VaHZJtLulmj0y1R5p9y5h915xd7ykY4+wa5/w/Vbmp22s9q2sH9aRf9jEeLeT+3Iro3MHo2Mb89MW+p8Rvt/A/vQduXMdrW8zU7Odpd3B0u5gaHcwtDtp7XuY7btpHTvJPXsouhSm/ihXc5zVdYSiTaHpUpgDB9n6A9yBZPZAEmcwiWtM5vUmkFSJIboD1ME0pvEww5BG0yaS+vaRhvfTHMlM90GO4yBzOJk2nEyzpzJdh9mekyHERQ50guE5zvJdFhO5Im8hj7jCIyqoRAXVW0kj6pjeehbewILq6O4aCt5IJZrpvqsMvJEK14ZANSS0nkw005G7JN9TGtFKJ16w/O/40Csm+JoZ7JF/NSQiH5Y5n0ZCz8TIGy76gedVyfCB8M9torEfBIFXHOI5k3jODLzkjb4Rjr0V+Z7z/C/4/hd8/zMB8ZRHPOIQDzjEAw5xhwldD4WuUdBbDOx7tvcOF7vFdTdRB2sY5irWcBHLlcfx5AiGL3NMl9j2PLEzW2a9LDadF1rOS8znpEMnxfojQsNhkTZN2XuAdffizryq15m1XRNHFAUV//MC/1MrYe5Ze/P0L62LfU/XoU0LPOWxjjolVjsNaFaAt8Ld3ysc30s99+XQfSlwiwfd4EE3xe7rXLCFi9zgIte5+HUp1iR1VQiwF/O+OleBZsWoXfHNMw22RA13csd7xIFPkb73Yf63ipG2yLGOKaPqGUR/LK6PBW1LvgDr/+7Y7HoZo24Um2sUeGmE8yB5MC0EOMMFz3KQsxwiU+jN4Hku0ZFMtus8GyzhgddY4BMa8ZpDPOBBlQwgiw5khNjOkOBLJG86GbhAwkqYYzfCsGtStDgUKQqB80hwFglOJyHpJOwyyXuZBGZRoWwanM/Ei7l4MXdiyxQpYlvTKc4MBpgtgDJFzrP84SNcaxrXfljkSpQ7k+T2ZLk1UWreJx7eJbTtEDi3CbQ7Zd2b+NrdUu1e+cctnPad/J4E6evNjPYE/rsdrA/bWB+3Mt9toL/bzHy3nfNqC+P30/YtjI8b6e/X09vW0T5uYLVv4nStp/ZspKu3MXU72f27WP27GQN7mAN76Kr9DHUCQxPP0O1j9CeydQd5qlRuZwpzIIVvOMg3pgmNaYKhNMFQGm8ihqNsw1G24ShTf4RhOETXH6IaDtMGj9Cd+6nuJLo7mWZPpFjjQ6wJpOHEEOcBqiOFBB+jDx8k6RJI1hMU00mS/jjJlk6yFZIcpSSgggLVMZFGDtTEARpZzjo6eFfgucMHbvOcN9mOGyznTTZwmwfeFdgf0cEXPPiNEGmT4J1hcLvc2SZ0vReBj6XwUxn+UjbyMfxLX7S/XTr8jKy/T8IeSPCHUvge33mD4b7FwB7yiKd85AELfMIDn/DAJwLgEc/1gOO6x3Xf5wEP+N7HIuguD77Hxx+JvY8lvicK7yMZcIsL3Bc5rgkshZyh8+yhExxNGqU7laQ6QTWeFepP8fQn+Prjwv6jIm2qQHNAqDkgVh2QdScz7lzY8U+ET/4LHVG0ZJ1xNc/46cli/MFqsGa2u2SGvUoGl0d7mqTIrQjojtJzR44+UiAPxOAtNnyDAd0Ue27w4Zt89CYPvsbBrkkmEEKt8390rvXYJsEW+RgU64PmWztlgXbFSHd04L0SbxXiT0TBV8qRD5MDXdODmjivZZFvaPE3+/rP9o1+47qR3tWB27Gm01THWZH5GAtPlwdzFM6TFOAcxVcoBHOYroskqIyMtpDxRyH4IxJ8neQpJnkySdBFGnA2FL1AwS/RwPOhaA4rUC311Uq9pSxvKYsoZvoLmYF8lj+XEcimBzJpxLlQ33my/zItkMnwZ9CJDBp6mYJepnjSqVAmE01nQec4riN0RwrNlcKCDwrcySL3AanroMx5QOpMFrsSxO69InCPyLhPodslMSTI9cnKvgSJ6oBCc0jZvl/Qlsh+t4f+bgftw3bGx63MD1sY7zYzX2+ktW+md2xhdWxhfdrEeL+e+n499dMmVtc2nmorQ7Od9YfA/t20/t3UgT00z0E+fFAEpwjB/QIgQeRIlAwnyYaSJKp9XHU8T5fI1x/gGQ7y9GkswyGm4RDTcJKjP8HWHaOrDpFVB0O0h0KNJ5nWczzHYYb9EN2aGjqUTBrYTzIkkyyHQhzHae6jNOdKkm6YAAAgAElEQVQphidbZM3hOsrE1jLe8BW2u4rrvCV03xaDDxTY00ji5eTAm2n+H2L8P8QEu2b62mOw95ORd9Fo2yTvx6n+jumBzhlY7zRCPYPQTg8MzPpsmvfZOi8wOAvTTkV7I8aMcb6BuVDPbJ9q4Zhq8dinuM8fZgbUK/2qZVjXfLgjFuuZFdDOCfbHEeoZRP8cXBuHaWJR9SxMPRvXzJkI1j8XUseiujnEwFxcNxvXzcY0sZ7uacgbOfxAYSkRDBxnGdL4g4cE2iNszXFG/1F+/1G+9jBfnSroSeZ1JHA64rmdCYLuREFnIuUPhFm1TzPrnv5X2Zi5lX3WUTd17M5s6NYSoHKWp3iGvVziLlICdXLkRiR8Oxy6q0AfyNH7YugmE71BR76XgjcFyC0BdosPX+OgV8Voo8RZznfcX/IN3IdCi13mqYRn6ZfRXbBhIfZuSqArwvdRCT0Xoq3i0bZJI5+m+dpjRlVzffpFmHquf3D5Z2jbCLI7OLwNeTXfWiYJlE13XpbCeQq8NNyaQbPlUuBqrrOUipQIiXrR6EPpyHM+do8CNpDgKyFYAdVzloZcZMBnqeA5KpbB9qTTPdms0eowRy7dlcsAchiebBaYyQQv08ELNOAcBT5Hgs+ToIsk6DIJyiAhOWQkjwLlUyxZJHsOxZ3NBNJZ7nMc1wmO6zDHmcpxHxa6j4qcx0SOo0J7msCewnPt57gTOLp9nMEUsXY/ryeBqTksUh0Tdx/h9Z4QvTlAfZdMex9P/bSb1rWb2bGD0baJ8mYDpWMjo2szq2szq2Mj49N62qcNlK4tjL4dHPU2hmY7XbeTqdtF1+2i9u+m6vdRDfE0y74Q277Q4d2hQ1tIAxtImk0hqi2Unq20T9upH3fQOvbQu+MZPYn07mRaVzK5I5HUd4TSf4o1dJFnviwwX+QPnWebLnAsl3jWSxzLRbb5AtN4nj50gWFNZznzBGCxFEwXG87Txh7N/fHT8mDHotHuRb/pVn3tXOhVzZ0IoZ7n08wP6BaODCweMywdNywM6uYSqlhv3yy/ZvZI/7zRgfmjA/N9Q4u9xvn44DzCMDdonv+jbdHn4YWBodjA8Hy/Y4XbuGp4YBNkSSKsqWPmtF+dxxHDBrd2pb1viUu7GOhf6O6f7x6YDejngL2xrq4Zzs7prq4ZgGqORzPPo5kHqOci4HrYs45ANhHIRti5GrIvR2zLPZaFeOcU/9sZ7lpl/zHm4EHe8HHZ0Emh5jijP43Xf4ivS+P3pvA7Ejgf9rI+7OV83MvvTOB1JVHvXtyeW/kqo6Y9u641q7618F88gfsv745mn7OUR2INk5xNc+GKWKhkpqNM7MqTuasVyLUo+Gak56YCuStH7wqRm0z8JgO7I4duCScQIte52DUJ0iC2l3GdD1f9ShzyBzZAwAIvsubnn1LHPTuxtlj8kwLvDAM/yPDuyV+Ni0YH5mM9s3yqeUDP7BHj6lHrBp97q8O6zqlfY3k6y9IY7q+MgcrCBwt4hgqO/ZbE0sLsrycNNpN685jqMubgNa7pDlt3laSpJg1VUC2lTKSUSVTygCKqu5CMVLBsBSHmHBJezzMVks0FZGs+eTifPJxDtmaGWC6TLBdJjpJQZynZcYXiqKa7GznwTTFyV47clQP3w1y3lfarcmuV2FIqthXK7blyW6bMfYHvusC3X+ANn+NYTrLMR+mWNOrwAZohjWY9yVOnkj8mkfpO0ttPUl8fJrWdCv1whtZxkt6eRu5MpGiTWap4Zsd2Svs2aucGVtdGdtcmZudGRscGaudGSu9WhnoHW7WVqt5O0e6k6HZRBvZSDPGUoUS6JYUxfJpjP821neBaDjENB5jagyx1GrfvMLcjgdW5n9mVzO5J5XQf4nYeYn9IZbQdoKlO0fQXudYcsbNQ4SpUOPIltlyRLVdkyuVa8vnDhXxbkcBWIrSXClzlYneFBMiVdJ4ljX9a8sWyFh6cj+jnfLGtIHpiEf0ceGA21B8HamcB6hkezUxIF4v1zybUs7De6VDnFKhzCtoTg/fNwPtmYL3TwYH5TnUcoImFNTM9vVNg1RSvZiqqivJ2xdjeT7X2LPUjx//2a1Xgc5kTyXRCGYRuFdSzGOxegGuXeHWL4b55UO8cVD2f+DTT1z7L2x5HdM3x9cwj+hb41Iv8msWYexvm3OwHtvhdmxHTStiwBNUvhnQLcM2cYPtcqClq8ATDlMp0nhCaTnLVR6kDB7kDh/j9qXxVCrdzP7djP68jUdiRKOxOFPQeYDxI3/XPc8In2Q3P/qsgvJ9zwVgkB8oVjvrZeNVsvCzOVSYB8uSuygikaSp4NRK4poRvyZFbIuQ6x3uT7b2nhL8XTbSjaAsPvy5FGsTDJWzw5epfgynesTWB8VW4/7vgj3u+endiH2cRnYqAdjLSP9nrmP9zcMs4tA7SLyCMywLIrq94PGbe4HVsG8OTvoJJjta5xko5WCy1VUgGG0XmF2Gwdrq9V2H8gTbcRjP8EKb5QTTUJ7MPKq06sb1PBPWEQe1hwTcC30su9JTufhzqbqW4npKdD0muRyTkAQu9x0bvsLDvmUgLDb1KQxopcAMZucFFvucjdwTQPSHyROZ9E+lrm+R9F+3vmuv9EAs+nWptCTPXKW3VEe7qSZ6KyUAR31XEtxfyrXkccxbTcplpu8BwnGeAuXxPvsCeyzLm0AcLWfpStqqY3lNEVRVw+/O4fWeoqiOUoaOcwTSuJoGu28/q3MDu3MDqWM/s2EDv3Ejr2ULv285Q72Rpd9K0Oyn9u6n/FEi1HmDaD7FMZ5jD5zj2s7zhk2zTcYbhOFN7gtF7gtZzmNt7hNd3XKg6Jek7q+g+I/t0QvL+qFB1nq69xDJk8IxZPGMWz5TFM2fzLDn84VyWLY/tKOC6ivjOYp6zmOcq4btK+ESBTHWR9KVrod+8yDk43awKR3Qx4MdIRDMd1c7w6mbh2pm4ejrWOw3tmYr1TvN2T8a7JqEdUVhntLd7MtEzZeITNS6G+uf5zYvGrUtw9TS4IxzrDMc6lIH2cNtzqa1t+ogj/u/fcv7+W+X4t0p8tATtmIm2x2IdcUT3XKJ7Lt45G+uYjbbH4W0xgc640b75I6r5RPdctGs2oV4QNCwL2HcS5q0+82a/ab23fwWuXuztWwB1xjq6ZrtfzRyulpjPUZ0naJ7TXMc5ruWSwHCIbTzM1x8WaA5yew7we1PFPYek3WkSdapEe4T9OGtvfvXr9OpPmTWPs+qf5v+L/6n3rxA+yLlgyJO4S6Su+tlEzVyibLb7ihQuCHNfiYYapkBNk1xNSs91GdIiQq5zfTe4xP0w+HsRdIM3gdDbIkMaxNZiFv5+5Tf/Dmhkwdd/rCbGVnh8qz97N2CfpoyqosaGpiPWmTi+/Nuve0dHtyG2lQH7Wv+PB76Mp3ksGwjnzq/4wa+O/a77cdjV6Z5igfEKG26b8RVdR+CLcDx2jJgZACKRH2PsfoXrixz5Ten5SQSNCdCA2OPhjph4sIYC6ahgP9WlJfmt3FGbAOgjBduY/h/o/jdU30uq72ko8ZhEPCARD0hjdwRj94SBewLvPT7+SOh7LvO+kCHPxGBrFPJsMvZoEng90lMfDlVFIuXRcEmUp0oAVIkc1UJbJX/4CtdRygdLBEiJ0FPEsOWGustYnnq+vZ4L3JJBjyJNNwRDNWJzhbg/g647GTp8mjN8nGtMZVuOCLs2cjrWM9vXMTo20Ls2UXu30VU7mOqdDP1ehn4vw7CPYYinDSZQTUm04VSG4zDbfpjqOsYAj7E8R5nuozTbUYrxSIg2jdRxiNZ+mN55nNN9Wtx9Tt55LvzDKcXbE1L1JZY+kzeUKzDni8z5InOewJTLH8rhuTKZriyGO5sJ5LA8BVykhI9fEfkqpUQm33CB9OPHOEw3HbLEOLQRvv4pP2pn+HumjqpnfNbFftHGjvdND7ZP8raFY28UyPvfg35Q4p/CsY9hyHsF+IMUNy7G9PO/uVb/A1o7qpsFfZAhbRL4ndDXK0M6JFBnFNgdh2jW/OhM++w87ehLcn2MQnpivOpYrC8W651NqBd4+xZAHXG299GwKtY/uATTL7T3zTJ3z3Do5sKW5aPgfq9tJ27eQpg2EoY1fsNqn24J2DUb1K0G3sy210ldGXToDMV2jDR4lGQ8zzAf5VpOCI3HhLo0nipNoD4sUR2Vdx+W9B9R6E/wW3MTCmreXK76mFH9KLPuSd6Vvxwi/L+E8K8e++bWPM39J8Lc6he51a8mxm9eyz4+VBQOFYbZr0wl6iYRzZNt9fzhQqWnMBwqC8drooirUcTNcPyOHHsgxR5JsVuRyPdy6I4QustD7vCQFgFcLwLLxVD35LHx73w/r/xxfMlPvoUYPA/DVhDAquDAjC/WOaPmeaPWNd+gxKB7DwGu/fvftox/3RyEV4/YVoD6xT7P9nHXXvujOHftZG9FtCtf6G+d4bct99jnePXTgprJ/oGpsDuO8E4LjioCQckIFvbZHTViEONdlEAf36cRIBqeU8sBjALcqSScYbBFQpgUhDEc04SB7TJPmwR5J8XeiZA33LG3spHXEuIZH33MRh+zva08bysPe8JBHogDzybh96NdTUpHndJZH+GsUThrFM4ypbs83FMZ4amMcFWGu6qU7uowT22Eq1zqrJTYq4XWWq6thed5JIFeyMCXEksj117Pd5RyLZco5hMhw0fI5pTQ/r0k1Q569xZqxwZq1yZmzxZ271ZW7zZ633bawO4Q/V7SYHzo0P5QcxLZeoA8fDB0+GCo+zDddYjmPExxHaO6TtKdp6j2kyGW46SuE9y+M3ztBeFAukifIdJn8gxZ3MFsnimbacll2wv5zmKhs1j4e+nOYQ3nc20FHHsh11HEcxbzXSV8d6nAXSpAyxnWwyGfny/zmOdi1smBwVmQeqavb3rQNc87MCmgjvDrYkDNHE//PNwwzdsnDPZEQwOTIPtMQD/V8SaM6Fr0GTmAfT79+b/fQMcKvn3L+XXsqEczz9qmANtlw69YmDbOq5uN9U4HOyZ72ifZPoUPd0YCAzPQnu/wgTXo0Er34CKXcQFkXApqltk/zgd0872DS4ODKzDVInfnbFfvAti8lgC3f3btHRve6Tdu8PavQNULkL7ZaO8MpCcG6I3BDYuA59OM6RTHeYYjX9x/mWE+RzUeE5sOiy2pImuqyJoqsqRKjGnigTSR4yxnOJP5oHhnemVrTmVHfvmz9MrWvNr/PU+Z/qMImzOPGgvDoMIwR/k0X/1k39Up9gaBvTgcKg6Hr0TA1RFoQxh6TY5+L0XvS/CHUvz7KPS2ArojhO/xJxBCdULPFZFXs+zr1wT82yYcXfAZWzAaWB4IfAc5FmHmpaPutQFgA+HeO4Ic8+EnCV/K+Lf9AWIVapnrN8yH+xcSrk3j7t3A87lA42SkNNyewyOexATsKyDnPN/g9BHtFF//FMI6jXBG4B4+DHARmwQ3h/kNimC/mFCJwG4uOiD97Jk6jsR4h8Nwi/yze5LPHB60TB41xhCayd7OKKIj0v8pzP9BEXgpCrwUEc/42BMO9oTzB0L4oTjwLAp/OMl5NcxZHwbURzprFK4aBVARDlT8E2GVciLu6jB3hcJdrXDWSm31Qsd1EXBP5nkiA1qlziaRvYZvyWUMniIZUkmm5BBzEnlof6hqG7lnU2jPJmrfZrZqC0e1laHeRtPupBn2kg37QgbjQ40JIabEUOsBsi2VbE+juA/T3Ueof0ZoO0UZPknuOcVXnRXoLooG0kWGTOFgtmCi+lly2dY8zh8IHUUCWwHPmsexF3In4ij6vRd1lwqAMiFeybIeDR1/vhyyzsesU/2GmZB6plc1HdTPHTEtDKhnIj0z/ebvPnu2Bq2Lfbpo5MNUVD8Hcy71WVf8OLDqm37rN/TYL/9e9PnXsh9/zvlp/MwYtAfSzgU7p6A9k7GuSa7eGYh6FqKaifbOwLVxqC7Wo5sJDs4eG94ZHN7qG16LD69ETcsg/WJYsxxVr0T1i33GFQHDcky1yNM9F9Iu9Ts2jqO7AqbNhGEdol0BqxYiqnmYejahifWqZwG9MwLmlejbWEs2w3aWZsriDqTTXZlc62mJ5YTQfFhgSeNb0vjmwyLTUbHxmNhxlmPLYv2BsKDi+X8hhE2ZRweLw+GSCGdFjLdhsr95iqtJ5C6Lgq9EwBURUFU4WK+AmiTwDSl2V4o/lP1RCeF7fPQu/49K2HdnWoBIGvstBcdW+90Lgv6Vo2MbCWgl4NqMQru8eEpw5NzPv1b+4/9s/vJbCTp+inAuAHom+9RxmG4+Zlsz5toJvV0ANE/yFMqtmWziSUzQsRIFFgaGZgY1kzF11I/9kcEBKTYkAC1iYEjhGQiHtWFercI3GIUNhI84Yn7zL/6GzoUHZKBKNGaO9g1FjZpjfrTEjerjAn0zAl1TAp3Rgc5I/IWAeCUiXonwFwL0GQ97zsee85FWLvhQ7H8ehT+c5LoW7mqK8DREuGuVrhqZpyoMqFQClUp3dRhQowRqlO5apatG4amM8NRGAHVhzga585oMuC133ZM770qsFTxLEduawRg+Qx8+TDUlkg17SPrdIZodZPV2inobQ7P995sx6u0U3S6qMYFsTCAPxpOMCSRTEsl6IMSeRpmYtug6QnUepTqO05yn6I4zDMdZpv0MQ3NepL0g7r8k1meIB7NEpjyxtVBiL5HZ8rj2fJ6jgO8sFEzEUcB3FPBdJQJnMd9RxHMU8RxFXFcJHygTguVibw3Hepw69mwZ5lyKDk/1Dc4EtbNw9XRIu3zcsg5VzfN0z/3i2fU3b/yIbdWodSHeNX3EvpQAlhO2JeODK9DOBU71cp//wMhI2q9fjn5GdiEDi2BVLK6KI9TzxgeXAbq5qGEhqJnj6Zvp1c8PWpb5HcsC7hUBaA9m24yb1/hMK32GZbBqIaJe4jeswQeXeQ3LcO0iqHeup2ceNrBs1LHxC7IjaFzj7V8BqeZ5uuOgnpmIaiamisFUMRMIkbex9kKuO4M7nMc35XKBPL4jQ2a/KB4+zbMe41iPcawneZazAvM5ses8z5HDeVS2M73qSU5lR0FFa3pla27NX47T/9cizDsxVBaFlEc7KmOwumiicZK7WQxVTkEqI+HqKLg2HGpQws1S9IYUuy3D78ngljDophS8LZhAiN0UoY0SuFL6vFL05vV0tXXJSGDbv/24x4uvgZD1v3ze//XnQ2OfUwMjR3zBsyNj2T/9reLrr1eIsYygbRHQPmlEPTugX4pbvwvat3jezrU3KV15EksGy/d0+qhrNeZZFDTNCqgngd3KX3rDR7tlqFoGDU0GrTNA0wzUMN03ON1rmjbijPsMLxgB4jDjJLBPjnSLiR4Z1h9G6CcH9DF+7Sx/70yiayrRHu1tj8DeiPzv5cGPSv97ufcHCf5WjL0Roa+F4GOJ72W098kk9/Uwd3Mk2BgJ1IUBNXJPlQKolDsrZUCNHKoPg5si4KZwqDEMrokGa6M9dZHuxjDgmtJ1Q+G8KbO3iIZLuKZsuuUSAzjPBY7zzPupAztD9buoxv0Mwz7GwB5m/y6WZju9b2uoZkfowF7K0P6JhJoSQy0pocMHQ+1poY5DZNcxqusY1XGc5jhJt59iOM6ynBc4rotcfbpcny43ZMgMmWJjtthSILUVy5xliglyf8RZKHAVCV1FQs8VsbtU6CzmO4q4Ewg95QKoUoTX8s3HKYGni33watQ2zWeMgwfmEppYVL/Ma1gBaxcGrd/95ts7Dm3yDM7DLAsRdTThmI2D8zHnbGJwJtg7ya2f4cNX+YE14+Ban2mhp3sq1DUd651LaJd/Nm+BLSv8jrW4aQWomYcblgTta0ZcawKetT7vPtS1GR1a7dOv8GuW4r0Lkb7FuG45NrAM0y4B++a6u+M8vXOwgSVB8+pR21p//1K0bz7QOcvVHgN0TUV6YtC+aUjvVLAvzmtc7myd5ioR+UqUSGW4o0zszuWARQogV+LKELgucl0X+I7LAnu60JYlAi7yXHm8J+W706ue5FR+mkCYU/O/59raf3hNWHLWXDMVq5riqIyBqyOwukhPkxivjoGrI5C6KLwxErsaiV0Pw27I8Vty7/cy5EY4fEs2gRC7J0BvCJEGMVQheVpF//4O9/YrXldv1Bffln/8/dDIWIoPSggEtvt9u0cDyaP+QwR60I8e+uw//W30whfgO6wv9qt+2ZhpNTa8zmvdZH8+01QtHc7kmy4ziCcxI85VmGfRqCVuRDsF7g0fb5d628MQ7Syva3UQ3zCCrBl1L/tiXwwPTvE7Zgddc6GhyYA2HNVGBtQR/m4FrlWiaiXcG4H2TPb2TPN2TUU7otBP4US7MtgdOdY3aaQnyt8Z7usI835SYB9knmcS4k003jrZfSMcuBoBNUWBdUqwWu6pVQA1cqBWBtYr4KbwiZmzyNUwpC4KrIv01IeDTeGeq+HuqwrHVam9WQRWSW15bOsFuuM003GYZUqkDiUwbAcEwwdZ5mTmYDxzYA9du5Oi2RE6sDfUlEQzJpCH9oeakyjWFKotlWpPo9jTQu1poc4TNOcJmvMU3X6KYT/DdJzjOi7yXZeFEwOzjdkyY7bUlCe2FIhtxVJ7icxRwLfn8+z5vImSOIEQKBF7roiBMqGzmDeB0F3GAyuEcJUYreUNHSdjDxeOEhsQRwxhmo2ZFhH6OcjAbJc21ju89Cdi01d8PWpfZDfOtQ7ORY3LUOeagG9bAN0MmxbixvkB1xIUWOi3zoP6YxD1VFw9HeqYinTNCfSvHTFuwVwbPyO7xoFtxNAqYnCl3/wdbl6JWVb++DkpiO7ETetQzXKib7lfs5zQLsW1i3DdUlSz2KNaAPTNhbULfYalfv1Sr24R2jUbap/lfh/jfj8V7IzB+mYSmjifNg7RLfKbv7M9nuouFQevRCBVSk+VDCkRwhVhcKkcKpLC+WI4T+opkAKFUkehBLws8BTyWyv3plc9ya74WFj5LKP6aXb1/7zA/0yE18svDDfM8NZPd1TPgKrCsZpwsFHsq5kB1YTBDZFYc5T3eiTeEo5dV6DXpeh1CXYrEr2tgO+KkPuCiXYUrBUAZcJH1aRnr8UPPwnvPiT1fJSj+CbcH08g+0dHtvq92wholx/ZM4rvHvfu+epN+tl35Kt3Z2Bw1c/WzePDWwjnNsy02Xh/mqFcbLrEHrpE/6MdHbXEjQ/EeLWTPO+lqG7OCLL357+d+u3fTn4d2x1wLMa0MfhQDG6ejlljMGsMPjTVOxAV0EYG1RHEgAJRyaBuOdob7VVN86mmeHuj8N6IQF/0qGbKmHbqiHpyoC860Bft740iuiOgV3Lfu8n4synuWxHu5nC4KQKuVcI1crhRATcqoAY51KSAm+XIVQV0VQ5dlcMN4Z46OVAr8zTIwCaFp0nqbhYDVyWearGjkGPLYLovcFyn2JZUxlAK3ZrGtacyLMlUYzzVsJeq30Mx7CWbEsn2VIYxIcSUSJ4Q6DhEdRwi29NC7YdCHCcpzlNU51mm4yzLcY5rvyBwXJK40mWWvAhzbrgpV2HKlZvzJZYCsbVQbCkUOPN4jlyuPYdjz+E4crmufD5QKPQUiTxXRO5SwQRCZwnnD4RQLddwjALdn/fj6HbEOZMwz/HZlweHFviH5qLmBT5gDQF+BwzN9VgW4uAWENr7lcj97Mv95eeyr5/zve4jfmdy0L3PMbDKb13kVk2F+6YFBuLw3pl47/zgwJqAYcNn7/6ffcnjzp2obiWsWgprlqMDK3yWdaPwNq99g0e33NW9GOpZ6utfGRxcETAs8/Wv9PavQHRLkIHFvqHlo6blgf75WM8sb8cc7FMc/HEW/HEm3BGL9sThfXMI9TyvYcW4fbPtaYyzVIwVSYaLuGCNLFCrgGrC4EoFekWOlSmxMiVSpvCUKR2lcjhDBJeInlfvzah+nF3xsbDy6X8hhFcrLlibZvqbZrnrYuHqCKwm3NMg8tXMmOi+0OYI/FoEdlWJXpVNjA+YqITQHSFyXzBRCSc2Zt60cO8+ZT/sELxqY7x7TXv6gvr6k5Qgtvz230/8/d/PBoKpbvdWDN4YwDYGkR3jWMqIb7/fvvWrc/eofZffEw8Pbeu/NWWoXG5J55rTmf7WGQH7CtAxN2ia9Vk/3T8w1T0wyw/v/Onv2b/83yVf/tt5v38LbJzlblcGzdN8piley9SAfYbPNhUfjMS1SkIb5tdLcY0UU8kJzaRA/zSfdjKhjfLpIv2aSQHt5IB2sk8d7ddMCuqmBHVT/JpJ8NuwwMdp2Isprpvh7uZwqDEcrlUitQq4UYY0yeFmOdwsh5okYLMEbJZAV6Vwo8xdI3RVC4A6gadBBDYJoatitEXmqOI4ipnOXBaQyXFf4FqPM41pNH0q1ZZKNiWGGhPIxnjqUALNlEi1JFNsqWRTItmSTP0zQsfhUMfhUOdpsvMs3XWe7brItV/g2S8KHZckjnS5OTd8AqE5T2YtlFkLJeZ84VDe7/xs2WxbNtuew3Hm8dwFAqBQ6C4VuEr4zmKes4TjKuUCV/hgBR+uEkL1PMMxivvenJ+/7IFcM73W+X7n6qBp0ahl2Yh7AwHtQoEtsHUNYt0SwE7+9Ev1P35+8MvP93762/2ffrn99Uvdt5HCL/iZEeCg17oSNy1FtLPhvhl+3byAbjGhXRo0rP2MJnyB4gOmzah6Fdq7HO1djmtWjRg3IrpFgHqBs28pqFsND6zB+lcR+qUjQ8v8utXEwEpcv9xrXB60rBozrxjRzMM+TR3pWhjoWujrWuDtmIe2z4Hb5yBd87CeBT7jqjHnNsujqc5SMV4stRZygFqJv0bqqQ3zVIVB5Uq4XAmXK6HycHd5mKNciWZJ0DLJi5p9f0aYVfW/59rafxRhY9lZa9NM/9VYoHE2WhuF10Z4GkT+6unuWrmnXgk1hiFNSrhRBjWKwQYR2CDwXJV7WsSe7/nwPVVLW5YAACAASURBVD5+X4jfEk+sCV80ce49E979xLv/jPTuDeldJ+3uC9Lzl6Htg0t9P5389f8q+PzLqdEv+3HfJtCzkUCSMGI/7tw57tgXsO0NwinI0C5dyxRLeaQ9W2jP4Y28iA3YV7iH43yD08f6p/n6p/iIDZ9/Pjn2f5TAf8u1+pPs7uWYJXZcP8M3EOUzRhOWybhlEmaOJoaiCGOkbyDcq+PjWiGhUwb1k4L6KT5dtE8XGdRHEZpJXnU0rorC+iIJzaTgwLTgwDS/bgrSFhH8FIO/nOq6qXQ1Kf9A6KkTg41SqEkGNUnARrGnSQxdFSPXpVCj0FXDcVSx3LVcTz0fbBIg18TELQXYIHCVs+25dOsFsuUU2XSCYjrOMB5n2VLJ5uQQY0KIKZFqTqKZkyimJJIpiWRNoVlTaNYU6vBBii2V7DhEdh4hu45S7KfJzrN09wWO+xLPcVFovyi2XZLaLytMOWFDOXJTrtySL59AaMoTDOawJ/gNZ7Emht5PFEN3wf8r8H9ACNcL9Mcpzruzf/5pH+ye5bXOD7i+85sXYdolI87dfjT16+ipf/vxXNB1GHal//Zvrf/231p/+ccTYvwaNlI//lNdwJ+OOpNHPImgec04uB3SLRz+MDnQP39kYDHcMzdgWAkNbcSHNvsHN48Pbflm2jaiWwd3LYN6lmK9c+G+BYRx/Y9gwph7N6xfBarn+/QLCM1Kr3Y5ql+GGpf5LctHjUsCqjjswyTfx/mB9oX+zkVEx2K8YxHauQjvWepXryQGV/utG/W3I/4f5u4zOK7zzBf8QegczunTuYFu5EQwi0mURFmyZEuWLdkeS1YkKVKkGEEQGeicc86NHEmQYBZFikFMiJ1O6gSAQcGyfWfuzNzdulu733Y/wKOdvVXe2lu1M6Wq58Pp/v6r53n/7+mnk0reM70sreEhJj6uYKQMZSm9JK0WoQoxppSk1ZKEpmxJI8mc5mZV/HHj707pB9q0Mz3aoVP6gf8ohH8Xp26wQzfcrhtu14226Udb9eOt+olW/YSz/fCiXva9ozrnbMB0UlQnQ9y8VVd13iUlbGLcKso6pHl3ZdYpQy3itElImIWEQ5DzcbNhOBuGMx4uZhOgeuG4gzniZo0N8Fz+Elc/afQSZ/AcaWi6xD4JBC4yLy9tKvzr/n/+P7uf/PVwHHknnXpnJfnOs/i7eeS3eezNlYV3sqkjIaP0Zgcp1cW8207/08XNP8zV5h4IEl9KC19vePqgoZD76F/+9dRf//EQkXsLS7+MLGxL329emd+Uzqz/01/2PHvyXA5vTKdq0pn1ue/3LBZ25hK12XgNMV9JPJRmHkjz96SFe9LCPSl+qzx3R5q9IcYuc/EvBCtfS5cfVeL3yrAHm5/M7sBnambdrKSDnXVzMSuEmNm4k4fa4bQVQmwcwsXPuAVr3yB6LqbnEXoY1TKSGmrCQE05mLgfQgycrEWQVoH3jwJfHwCWjlCSR+hze4vn3ic/+EPx7B9LFz4onfsjsPABkPi4ZOF9YOmDkvReauoTyloes/hh0cJHQOpTcrqFkm6hJlvoyVZWvBWKn+bG2wXxNtFin2Cum/uok/OwDXzUDj1sAx+2su63MB4eBR8eZT08ypg9wZhvZSU6IaSXhyv46S4m2gtmNXxMzYn30JN9TFwDZzQQ0kvFj5PTjvKV+CtPUs9/hz1PJHan7r2Y/ab/mz+f+1//l5v/7Z9HcuiBhbvPP0n94n//02d/ynz0T4X9f0q/92zhN8TXryS/eh579LP07M/+N+yD5eu7E2frU+fr0Iv1yzc2Pb61Hb/cnPtC+jj+dgZv+f4HzQ/PDi3d2jB/rT59Z8f91MHsqv6Hb8P//K19efG9xJdNy183Zb6o+eZq05MvmwtfbVi+v/VZ/KXHcy9kbm4hrm54dmsHfrEeuViV/aIBOV9VuLL5r7dfy07uWL7xa/TWr77wV8d1glUVLyknJ+2MeXMp6mBhTgh3wLgZQnQQogRROYQpYMwoXHbQz1t+264ZO6Ub7zKNnDbMdP99hP9flmv//4bQ3318UVO+apBgluqsqSpvbcA8oqxFlrdLMxYJbpXknLKCuzLjkCJmUdLAJ2zijIufDfDyUTgX4RI+Hm4XIkbRqJk9aKMHneRQhBIbpw+eoQ+dpcTGimIXAc8U4JwqHfyi7H7mlR/++6Ef/tvBJfS11cxvn2F/XMm/t5L/9crC2+jC/gGzbE4JZlW8O2205fGGx/ersrPlxL3GJ7PbHj9seJz/419/2P/syR8I/NXHhZ8/y+zJL6zPP2xYKez4/umLy+iGXLwxl9zwOP/CP/3Xf/jhv/yhkGh4km5+lmpema/LP6jMfS3L35Xlb5dnb9Xlv6rLX6/MXpEWvqh88nX900frVh41Ync25G9txM5UJQLcjJ+f9wozLl7OJ0ScXNTFw9x8zM1HXby1wtx8zCLEzTxUD6JaRlpHRyx01M3CghzEAKZ04FIvff40eekkNXmcvnSIMre3aOFD6sN3S2b/WDr/fsncH4HFD4tSe0nxj4riH5Yi+2jJvaSlj4oTn5QufVS88BGQ3E9KnaQkWijJFnqihR1vhRJtvESHMNkhedTJedgBPWwD1xA+aofm2qG5dujBEeaDI8yHRxlzJ5mLbWCyi4P2cTE5D5dzkD4wJQcRNYRo4bQKRFVQXs9F9WDqJHnRXZZLv4TMNyXvVSFL238ovPvtD2f/+o/nv/++H093Lj16F1t88zHy66fobzIPXyvMvU7cfgn/ajd++/ncw5e+z/36zyu/fXpnD3F1U/b6+sd3N63d4C3f2pi9vh7/csu3yX3frer/9ES/kj6QvvVK9v6b3yb3/cufvf/yJ+dTrDM//yF6+8XMrU1/XnrpT7MvZK7V52+vz93bknmwLTf3fO7R84W7u5bv7kqNS7MXGtJnq/DL63LXtyamNyAz2x5/9frKwz+spj+6Hmu4K2etqHmIhp6w0dNOBu4CCTeccfEyVhgzQJgWwtScjJpHmMUrTsaPCDuNw636813awZ8EwkDPyXlVeUErQk01BVNNwda4hjBrLsONYsIkydulOaeMsIkREz9l4OackpxXlI/w8wO8XD83E+ThTgFmEQ9ruTED06UBRgfoZ85D/aMlI5P0yGDJ5NXikSslkfOl/mlq/zX+1YX1yHdv/Jf/Y19h9bdZ9Pco8XZh5a0fiHe/zR69GFqP6gR4L+d2KyMz1vTNwoaV9LrswtaVuR3ZO9XJR7uf5t/6duWtx7mffbf8s2+I7ctz9auPanJLzU+QLY/j658mNj1JbnucfP4J+nN8aU9mtv5ZatN36NbVhXXZr6sztyuztyvxm9Llu+WF2+LCl4Ll64LVr8TP7pV/M1f5bLH6m/kXnt7Ztny2LheVLPvFuANOWdmIm4s4YcIryAXEGZ8QdXHTDg7m5mX9opy7DLfx0lpGSktDTQzcySYCHDwCoxZ4UUld6CYjfaxMDyfdQp8/UPxwL7D4Ee3Re6WP3iuZf79k9j1g6aNiZD8l+UlJ8mNyej9ljV9yLym+t2Tx46LUp+TkCWriJC3ewki0sONtnGQ7P9kpSHSJ53t4C928uU74UTv04DT7YSvrYSvr0Wn2gyP0B0foj47T51tZyS4O0gun5dy0nIPLOZiau9jHWlCxMnZJzibBtDCh5cyrGQunShKRsicrr+SQJny2Jo+8+K/f7Pvn76f+9c/Rp7mO+KPfofO/eZZ57yn+a2Lxheyj55fnX8ze2154sHPl0c7lhZ3P0JeXUy8s39tG3Fqfv9f8ZG5D4UF99uua5QdNj2c3Pk2++uf8/n/9XvkNcRy7/+vC7Jvfoh//42rHd4mWP2OfrS79PL/w3OPE9seJnStL2/Gvm/JL2/H5rcmHmxKPtuUSe75Bf/k0/nr+/p6nN9Z/f3dH7sqmwpe7v330Vv7Wa7m7v/w28Ye/PDn2j//Ufvv81psK5rJekDWBKQezEOTiLpBwQ1k3l7DDuBlC9SCu4xB6OGORrLqYM9bfrSHsMAyd0p37f1mD/5+K0NN+fE4hXTWUEea6rL6S0NeiTtGyoxbXS1CtCNMLs+ayrLWMMAtxk4Cw8AvesnxQku8X5Ie4uUGYCHNxjwC3iweVorCS6dcAk/3UmWn22DhlZJLRP0yfmC4dOUtyDQCOYZJ7iqWPFfnOsRefvPqX/7732+/3Isu/R/CfP0788gn6yY3+DbiGl+4E77bDxMTmH7A9BXwbtrR7Of5S/mET8ui5Z9lXv1t9/Wl+z5Ps9ifIxsfxxj+lm79DN/8J3/w01bg8V5ubrS/Mblhe2J6f3Yner1tNbH6afq4w10zcr88/bMo/bCK+rlv5emfu5tbcl5sKX25evrElf2tz4evnVmd3ZW5tyl5pwoZkmJuHWaG0BUzZOSkvH/NyMwFBPizOBoWYl4u4OZiXmw0KC/5yzA7HdbSEloxY6IQPIsIwGgEJOzeppSfkVFzFzihg5BRt7iDwaB/wYydcG0eXPipO7yMnPylJ7iWl91PWBtG/3Q3uLUkfoCROMpItzMQpZrwVjLdxEh3ceBcv0S1c6hUs9QoWunmzHZy1QfR+C+NhK2v2OGvuJHNtEEX7uKiSiyjglBxMdDGyBtGShvNIwyoEq7+JNmRMQkTJWlTSkVZyOiAspLbnFqpXZmvQ+xuwm7u/edj7+NFe7O5u7M6GldkXVmZfytzbTNyvzcxtXF7cWni48ZvFbd8ld32b2vUM35WNb36W3p2f35ida1yONy3H6/KLdYWlxuWl5gzRjKee+37lN6vJl7CHzY+xnXn0VRx5G3/w0jN8Vx6rwZHK5fz2leVXsvldeGHj9399e/WbNzL5VzPEzx8vv/3Xbz74YfX9QuLNwqNtiWsb7k803B/ZdDO64c7Ic6lrr81feuH2nddvzb8xEpNd6qMSWg5mZKWsdMLFRB0s3AVmXDDh5GBWKG1ioUY2ZgLXOuGPCDuNwz8hhN7243Py8hVtGW6qz2ircF0N4hCu2GsJdTmqEqFqAa4VYHoBbuDnrMIVZ1nBL8mHxflBfn4Ezg1zMjEe7hPgTlFUWR7oZQ9YGEPe0skR6rnznJFJ1shZXjhY7PUXOYJkU5iuCpDk/iJ9P8U5wf4q0ZzOvrX8l72P//S777JvrqB/+GqoOd7DRLrgO+38+YGNT7HXsMwLGPraN5lfPUvvWkZeXMZfzKK7sPQWLLWRSKzLLjWsJBpzidoVpGEFqUMWytE56Up63Tf4tu+IXbnUtlX8+cfE7nx6ewHZ8ZjYvYo/n0ttyyeezy3syMxuyT7aknm4GX24IT27EV3amnmwo3BzS36qjvAKcTOUcfCygXIkKMFDPCLMz0QERJiPBbloAMaCXDzEywUkqIOzpKcsGUiIg04EISwKpaMs3MbBzOyUhp6UU9NddKSNnjxGWjhYNPtH0tqZcPFD0sIHxfGPS1J7SUsfAmsvx8Q/LvnbUfAAJXGwNH2Ykm6F0q1QqhVKtnES7ZxEJxzv4iW6+XOd8N+qHVprg3OnwYV2zsJp9lI7lOiEkF4YVXIxNTetgJJ9zEQXA9XxFwzchEfybGLj08EmxMRHNSChYGSPk1IWbubrDYX71d/PNRXubcEuPffdzd+vfLE9/2XZ0wfSHxaav3u04dmDuu8WKoml9YWljej9usyDhtyjJmK2ORvfnJptSj9qRmbXIXN16EI1Ea9BFyrjD8oX75V/OQt+cYOdWqzHl+qRxQoca7o/23DjdtPFq/wvbsGXbrLOXONfvrP1+tyeawubb+INN5eab8w335rd9OXt5plLtRcvNl6+vHH6bFNsiO9x0q19JHs7RfspoPgI8HdQR3Q8rRWUO5gmI+ULPStj4GZsHNwLok465mQTbijrhbNemHCBmIOFOVi4k42bRP/+TLg2jv5UzoSh7rZHPWVEHy+tqy3o63PGJsQhzpqqcFU5pixDlUJMJUDVXFzHXbYKvvFI80FJLibKDXGzo1B2FCL6YSzAxz2ioLLM0wv2W6CgGRgIlc5c4I1Ms8cu8wf6QZMV6B+XDM3UdFsBpb80MiM2xUi2QWDqQtVD9Je5p7/6y5NfPcn9/u6ZTQ87KIst7MtHwav26mzqF0j+NSz7mwL+K/ThBhx9uVB47dl3b33zw1vLz14hsjsIbEsW25ovvIhmtuPLz6GFDcTqxsfPdqwUtj/J73zyzZuPn72x/PQXhSevr37zxtPv31p+9kti+RXiuw3Et+uzT5uI1Xq0UJNarlparlxcrVp8tC19e0t+Zl0+XI5ZuVmnMBsoX/Tw8QgXC8NrhUe4ax/REAcPitIuKGGmJq0U1MMkIhA2AKUGWWkLE7Wy0jr6YndxsoNMdDGJNkbyGOnRe6UP/lA89z5p6SPyWgqa/KR08QNg7eWYpU+K/zaFfkZKHSLjxxjoaS7Sxk21c1PtcLKLm+ziJrp5iV7uYg9/qZu30AnPtoEPW1kPW5izrey502C8g/O3c6CKh6m5qApKKdkJOR1RchbV0IJNWJhY//2lnXi4alELZsz8vIKePVKSMAqIuzvQW43ZO7Wpu+uRmzsyX25FrtXgN8WZ24LcLfHqvconD6ozNwUP78iW7tfMfyWdvyF7cK385gX+tYuC6SnW2BBtZhqaOUefmig6e6bo/LnS6TOl02dIgSmyP1o0HKOODVAHBksjo9TAAC3QD2p8xXIHoPLQDaHy4Nntw1dfjFxu7L9eee5+5fgXkokrZePnyoP9XG+E544IDW7QGC23eCV9HWRrF2tQIzEeBPSfAWcs5cH+Kq2H43dz7rlEhB7GLSzcD6EeJuFh5/ycQpBbCHIzfg7hBwk/mAlAP+lgJtzT/qinjOgTpHW1eV1dTt+AWMVZU1VGKSMUUkIpIZQCTM3FNdCyhf/MI8mu/ZxiCMqMgcQoOzPAwUM83Cd0K4X2PrZDTnGqi8NeytgUZ+QiNHCFfXZGorcD9jCl/4LUMkCz9JeEzzIdA8DYF9ShcX7/dOWZK5J7N6vu3N70xVjtrJIxe5R57gBrWCG4d+f5a/e3Xrm94/bN565N80YmhWcvV9yc3XwP2XVjfsOlu9Vf3K29/bBhMfu7Mzc3DlytGL0luzhff3W+/tyXoqtfSaduSMeuiUeuCMeul03elI1+WRa9wg9e4ASuSWI3KgavV0Qvi4IX+cFLAvcVnu0i5B2kDQQp1wNg3MNPmyDCzs/4pUmvGI1w0AgHCUNrDz8WFuCnvTDqBjEvKxMCM/0QPgwho+y0lZ420xJq0lJPSbqHkpezM52M5PHS+Q8oD98t+fcIU3tJix8ACx8BiX2l8b0lS58UJw6Wpg6Rkc+puRYQaeMjbfx0By/VyUt185K93FQfLyXnI0pJsk+4hvDRKdbDFuaDk4wHJxlL7exUN4Qq+biaj6rglJKdUjJTSiai5CQN/Ey07tnF7asXnksGpIs6CDPAhJ6OnqLe0vBnJuoGQvSRAUpsnDk4whkeKJkcZty8Wnn7C9m50dIL46VXxplDbiASAabGqTOTzGvT3AtT0PggbWiA5gsCoyPQpUtl0+eg4dHi6fP06zdEV64Kzs/AnklJcFjicoNOF9sRga39HO+wIDwo1IaqTmm53WaJOVQVOVszfbPh3M2aq/c3XHhQGznDDo0wY6N8bxS2BblaH3zKQDquFPZqJa3HSeYu9pSr1tPD1BwD3EpwbGxdYLhiJFJ2x8xNqxgJA3XeRk66KKiTseYwG+QQQTbmZ6JBBhZi4ibRTzeY8badmu2VrWilGWMjrqxO91WmzMIVW0NGXpFRyrLq8qxaRKi4mBrMm7hPnaJMQEBEecS/IcQHOViIh/uENiXPKmcrTgBWZUnEy4wOM0avcYKXyJHh0tAoyTVY7BmnRWZYnjHAMQiMXiodvAj4gmRHBIqMMc5NMkYm4KmocMHASbXxL3zO8Z9ij49XmSNMawAeGSmfHKIGhnmOKMsxxPZPC6KXJeM3Kq88aL4xv+nywrvmkXWGyeqRuZ23n/zqC+z5yIwwOs13TjEtoxTLONV9DnRf4JgmaeqhYsVQUecIV3WmTH9WqhrhK4a4inFB9zh8apil8gFmK3DeTUfC5Tm3OOsQZ/xSJFCeDoE/CkTC0NozFoWRAA8LcjNBOBuGszE4OwQRIyA2DuFOdspEXVKWJOUkQsnMK0Gsjbr4ObD0MX32j6T5D8hLH5HXxtH0PnL8o6K5D/5HhOgRWqGV8yPCdBc/3cNPy/lphQBR8ZN9wsUu7lobXOuBc6fB2Vb2wml6vBtElVxcw0OUYFLBSCmZiJqZ6GXl3ZXfnt22emlbeqwhFapI20VxJWPJSF5oow610brVpKOdgDEIuGbY9kmmPgz4x7h3F3+RwN8+c6k8NkwaGGI5rFSrEwhHgP4wMBQpjfiL3A7A4yuyewCbHYjEaP5QkcsLTJxlXf2ybHiMZrEDnU6SOcBR6koNTrZnosI+VeYZ59sDlHaT9EA7q88i9A7B0TPAxCVg8hxw6RI4dk3ojBW7w6WhGGhwkHpNJR1W+hFdyb6jcHdfhUUji5grRmzSfqs4aBUbVGx1T4nNzRnyC++a4KeusichSdLDJCJQwkJGHHTczcS8LMRLT3opSS8p6ScTZvF/XjDzdy/r/w5CU99nCUUFpi5DuiS5LiilEWT1wox5E6qRoorybHfFclfVcndlvk+yohc/c0pxT0XGX5YLifJRXiHGWR3gFCJQJsAMdTKVbWSFmmm302LjdNsE4DtLGhtjRy6W9l+CY5fJE18JJm/KQuepoWlw8AovMLi5/Sig6wPGxwTjU5zgWfbkIBtR0eJHwNvHeVET1H+ZOzHD6B9kjE3xxoLAcEAwEuIOhNhjo9xwjOGPsacuNA2fbXBN8D0TnMuPmnM//Ap9+srFG+X9o7SBEYbNK3UHuGNTvMtXq6z2Ur2NaolwXJMC93hldLpu/OJ6Z5hn8YF9xpJOQ4nGy2kNA71e2kUfD40yZiMl2VFJxs3G+il4mI8GuSkflApwkBAXjwqwfiHWL0yGIDQMEzE+0c/DojASBJM+esJLS6gpCQUp0UdK9ZLSvaRUFylxumjpJLBwgLxwgDy3t3j2fWDuj0D8o+L0x6XJ94uS75akP6Qgn1CS+8mJzyjJY7TESVq8hTbfzop3c1J9vFQfnFJwEBUXUcFpJSfeR1tU0h/KabMq9p0O8s2jwNxJ2vwRcrydvtTFTKm5qEmMGEVpJYz0gEQ3dCcmIy5sfXr1+SfTW1b6GxCLIK5gEXo4b2Zn+8DxXtoxJXDaTNOGWKrBYt95mntQYA6Wj36x83r8JfcYLzpZd3f+l94IPWgHg04o4OE6bOBQrGI8VmPsIZk6S6KmkgmP1KeBveaSCxfpE+cAq6PI5ayxGilub32HVqiMsBwzLOsYbfSKNDJOOxLc/LsOwWmnwD1Z6ogB7kClN1odnaZHY3D/GC92jmsZKbVNsOyjIoUNNHkqj3f9YfSsyu39vcu2JeAWBjzA/a+5GCYOHmGpPmN5u0W3DMIFFSOu4xEuYcZWkjbTMBuTcIG4k522MeJWWtLOQFxszAMVguRzrnfadOMtuslOw2ir7lyXJvo/28z+QxDa5IdTqqqMTob3Sgs9MKITZfVC3Lghq5fiqnKiR5rtlOU6pJluUV4jXrVKc/7qQrCyECrLheBskLVWhJ91TbtOd5TVcaRU01oUcbNNTsAXYk+EykMT0ulbsuh0nWsYHr9ROXp9k2uC4z9XrvIJTSbm4LCkfxx2BIpcU9DZMcl8D3P+c9bVA4yAmh49B52dBkeGOWNnhBfHGX4bxW4AjFrA7SHbXCUGR7F/WOgfFkcuy4IzguvxTYuF3ZfvyM5dEVy4LI7FyC6fxOVl29xAIMqwuOj2ANc1wI2eF+pCXGMI7j9b644JLX7I4GUbgnyNn98zyFH5+DNuCRLgzYaYmaHqrEuExzhYiIcGuUgARkJcNMzDowIiJsT6hWgYRsMwFuFiURgLc5AgmPIzkl5aWkdPqClLfaXJntJ0LwnpoaTaS+ItwOJByuJBysL+0vkPgYUPgOQnpcgnJOSj0tR7pchHZHQvOfUpOXmInDpOTbbQE6eoi51gvJuT7OUmezlJObSGMKWA4kpGXM2cVTIWdfCsgn23hTTbQnt0jJzoYsa7WQklJ6nmxpWcRTmYUnOzBjEyvTF3cVvu7GYkUrVkE8yrWXEVO2fiL1shvIc+3kc9rSV12UBDQNjjo6t9pP7pakuobPLLHcEZgW8KvLP0+qWvdoRHQL+HZbfTXG6WP8CLBoURD8+rp4UNzAsD7LNhfsBIDbtIM9PsgcESs7ko4KvR6wG9UaixSSyDkPcCI3gRHrshm/hScNRbcdJZ2WFpUJjqAoOVoUmmxldsDtZGh8W2AGgLCZR2SOng+8c2OPubVHbxCXm9JfiSSlfjsteeGVw/Fik/Pyodi0Ln9DJXtzCskdy1CJJadkovQK38lB5ALHTMxsSdbNzJRuzMlIOZdrJQN4h7OT8iPKmd6NCP/IQQOuSfI5qarKkqo6xcUQpQvTijE+C65oKxLKcpI3rFeIcEaxNh7WK8T5zTSDOuioKvcjUkXQ7xskEwF4LyYU4+zB1tqYjo1g+EdpnlwoCtzO6R9A9vjrnWuQaAsUvioUucPrNU5RP7pzdYwvudUz/rirAcMXDwvMQxTDWFisNf1J4523SzBUx1CC4fZERUYHiYOTXEGonyIgPc85Pg8ADH7Sw1GACXl2nzMbROkjnCNMeYoWtlk1/XfZnYeOFuRWyCMjUNXbkgGgiVmgw0j49l9ZQ6Agybn2fz8xwBxsg0rPSy5Q5qeKLSNySyR2FbVGQdquhxwcqhcpVXNm2pQHzShZAgO9CctVciAQEa5GIhHh7m42E+FuGvIcz0i4goDwvDSBBCgiAWhNAAmPYzEh4qZmQlNdS4nJToI2EKKi6nI52kxCkgfoi29Bl18VPS4sd/92Wm5QAAIABJREFUm0WxfRTsEzLyfin6MQnZT0kfoKQ/p6Zb6OnT9GQrLd7NWaulHvBHhAkllNCw0npoTsVMGvhJg+BBB/1hK32+lRHvZSX62Ck5mOhjL8hZC2oIcZYXog2rV3Ytn38uP7ERi1bHrfyEAcZNgoyZj+toWDflspmjdDHbjNQ+C9hpZausoD3MCY3VX53d4z5DC80wrz7aaQmwdXbA4iFbvRRPBIwOC91umlUDhC20UQd4bpg27C/yW4B+H2ViCPa5yCY9EPBwdSagT0k1u8p9o3DgHGXoS8HwzfJzc5Xm81x5mN1r58uNPJMXdI+y7OMsx7RU42F266hGR3VnX/n+QzS5rtrkqz/aTTqtLZWbGb1Kks0I9btkUaskapWETMLzDpFHx4+ZBLfN4KKSPK8AEwY4pQcwGxO3s9YQ4i4QdYOYB8K9nIyfuxyinHO9c1o7dkIz3q4bPqWd/qkgtPceQlTVGWMloaleVYtQU1lOK8BVjcsGcU4rzChEeI8I7RQhHWKsS0r0VODGsryr4kmw4nFIshzi5sPcQoSXj/BdxznD/TvP3PhVlwrskDPkDkn0wh5//w5fDIiMsW8lZdGxN09pOaqoyOAxaAdeUs9wrSN09xTLOka1j4PeL9eFB+ovHuFmVdIbx+BhDc/jpQy7qQNevsPNHB1gjk/yQlGm08PwhPmefpFjkOsY5liGGPaz0OWlTefv14QmKMNTjMkJ9mCQPBygWPQkt5vmCTNcMZ7VL7J7+f4ga2ycrvZAGg8zMFbm7uf6RyXuEZkhJmuz8lSDZSp3+aRehPklyag4F2vMWaVxJxvxc/AQj4gIMlEhERH8PxAGOYgfRAMgEYTwAJj20BJOMmZmp7S0hIKcVlKzGmZWxUK7yEungPhh6tIhyuKnpUufFCf2lqT3kbB9ZHwfGf2wBP2kFNlPTh8kJY+QkVO0dDs90U5L9nITPfBiF7TQxUr0gWkNL63hJpRQXMtOG+EFFSuh56X0ggfdzLkeKKkWxhVgSgGlFVBaAaXUcMomJmL1y1ObV89uxYcaM/0N2UhN2ikmHJIVlyxrEeRMrIKKeS8idg7BfY5SnZthifJ9/RJPmHvhxu6zN7eEL7CC5+meUZ49zLGHKQonEDojiZyRhEYFLh/Nqgf6ndRhO9XvAIIuIOQuivnZg0FB2Af73bSQv9TqBfpUJLWB7Rlg+saB6CUwdIk7eEfQf4vnGGfp3EyliaZ10GzDAu2w9JSnTB0U6oMVg1MvBELPtbdzVHqpLdTYpmErLHSFjmzQ0Wxaql1BsvWWeLXUcb9kyE732OBhj/hrO3uut+hBB3VRw8naGISDjdv/di2R8XAIH7xW2QBvJUw953qnVTP6k0Noa/801SfD9DJUU1XQilBLeVbDxxUNObUopxZlleKMQkTIJUSPNNMlIzplhFaaM8uWXWV5tyDr4WR9UMbPxf3wGZ0oFJH6z9VqnHSzgy23sl1jTcGx9eGI2O4Fpq80BAZ2ntACfV6GOfaW+0KT/hLPM8EKX+T7ZriWCU7PKF9l5c60iAm58N5J4ZBSYNACQW1pv0Nss0FRL93tBVzeUoebbnYxHWGef0JiH4WNgzT7ODhxs2Zghu8bII1OQgMxmscMDHoZATfHYim2+8hWP9vggL1+0diIeChWondz7SGet59n9lEGzlZ6Ryr6nMIuh9Q8JTEEhJM6dibIQ/o52WhFwc5PukhpH4QFuZkfEYb/rRkGYdwPYT6QCELZIIfwg2kXdclagppYKT09qabhWmbBAOW1ENJDWWwB4oepi5+RF/aXxPeWJPeVpvaWontJ2F4S8nEJsrc4va8kcbA4dYyEttKQDlqyg5qS8xO93MUuaLGbvST/vxEu6dhJI2deyVxUQwtK6EEvK2ksIxzVCSWUUkCIkoOqYNwgxN0yPFqHDzeh4ZoFh2jRLkrahUsmLuGQrPqq8g5x1gTiPeQvnSx7P0UXADwDdP84KzLCdPo4wVi11skKTcOxSwJzGIpO1QRGuSo/dfLWpvB0hSXECA3xJ8fLz42UDzroel1JMMCPhEU2C8tpgcaGKs+fLRsZpgxOiy0ecY+C4R/iRqcZAzP86AVR/zV+YLoydr6qS8U5dFhgdFd4zsLy0KYWfYcyWu0Yqx++uGlsutET5Dt8AnekyuAqs3hhvYXqtrMDNnbIwgoYqW5t6YAb7PfRvH7eaLj8kYeTVlMXellxHW/Zxck4QdzOQu1MzMHKeDgZPzfj5/7kEbbuS/SUozppSltV0IsxqzSvEWTkDdkecVYuyaolhEaS05Tl1bJ8b0WmQ4r1iVGlEFFDaT0Ts7GzXl4uKMwERI/skskw1H8WHh/nnBsQRrxgJCocHZUOjfLcfsDiBfq0LLkN0PqL5NZGx7hQ1c8IDcOD50W+KY5lFGwbYnWbGRe7xNlu7mKHrL+XL+8FHHJSQC826SGfvtTjLgmFWaEIx+Qgm7101wBXG6DIvcWRSbFnEPQPMCKDLH+Q7HGRAk5GyMl2O2GztTTcDwUikNnMsFlYQzG+zwk4PMJQROwLsc12YPiMzBmWnNKwu6wy78VKW1QyrqJl/BwkxiZC4sdOAeajpH0QGoDXruzxf19+CPeChA/KBKCcHyI8rLSdHDcXoyZW2sBIaxmEgb1s5OS1ENpLjbcCySP0xc/Ii5+WJvaVpvaTUntLkU9Ksb0k9JNidF9Ran9R4iCQPk5C22lYNy3VSUnJ+ck+XqKXu9ADxhXQ3xCqOUsGMK4H55XMRQX7QTd9TgXn/I1EsDGlZKdVIKIEETWEGniYTZR2iuN24ZJZMG/gxs0CxCEmnGV5j6zgrcjYRSklHe2iXrNCZj9N4y52BSnOAVJsmGSzM9s6yKf7KM5BkX2Qr3JwLQGRLcwwRcVDV7bYhsq6LaXhsYo79/bcvL5twA8rjGxPpMnqrjvZSurqBoaGK2Yu1PUPwCMXa+zB2hOddPeAaGBGNHCm3BfjDkyKPBNV1ohYbYbc/urIWJ2pX6If+JljvLM3WO6YrAuek8bOCVwxss4K2D2gL1RmC1K9EXY0yu3384b8wphL4DGCYYfI66MbXRy/jfOVmZ7RszGNMKUXZG0swsHGbEzExkDtTNwF4l4O4YN/6uOo4/T+VI8UMchS+uqCsQy3VxS0wpy8MdMhy/TKMqoyTCPMaMXLWumqQlboKsN6JEivICUHER075+KvhsvzQQnmFdxVsS4Pc4fPM4YGSweswGiAMzwEj4/BkzPkiTOiyCjg9nG8IZE9QFEoarvVZIWJFnJxojHYFaM7xsC+KU6fi3ZZyXvcBSNd1cF2uLev2Kqg23p4ejnk6Qb6A9DooHBsXOz2U21+sj3CVDlK9H5m/1CZLwgFw6A/yLJaS6xWisfF9di5Jhvs8UMTU8KBKDvgYDkM1ICb5bQBfpfY4wB9LqrDDgwMCUwOqLWX2a2vMI/IDK6ywQ56xi1AoyLCW/nYXkG4IdQLpX0Q4uesvSuDhXhrUc2awKwPyvrW/hGAkbaRkpYS1AKiJhaiY+J6Vl4P5jQg1kdLdpYix1mJz2nxg+T0AQpygJLeR0I+KcX3kfF9xdj+4vQBIHkISJ8sxbtoaC813U1O9vHSCkFCwY/L4YSSk9bw0jpeUgMvmTjzWuaimp1Qcx5001PW8mej25K+WqSPhaqgtIaT1EBJDYTouaiOi6ihpIGPWSWEvTznlq74q/IeGWYToVY+ruOsqMQ37NVam7BXy9EbQIOdHgvzgn5Jbzfc1sXv1HKO9ZCPdjEVVr4jxlE7JEq7WOEStRnoGhf3zJUd5y4+5/HwOq2Qzt/cqW7ce4h8qqvYHxNHYzVGfblrsLzbJP20jakJCH3j4mC/VN4FRN08x7iwx8J0xXi3F+omrkpVrirDwDrtWdA+URu42BS6WB+5UO3oZxucQDQGjQ2JtM6S/vHygSFx2AcPBIQRDy/g4sWCUquLpbByLVrWFTUZ07BQtSCu4WImCmZjolZG2kpHbAzEzlzLRdeOhT/dYMbTfhDpq0CNFWlDzbJFSjgqV3SigqIp016b6akiFGWoWkDohMsGyWNV+Uq3ZFVTs6ytKOjFjx1lz8IVT2MVuEcwa6ANHQNG+pnhy+zxS5yRKOPMpMw3xLaEgf5B0cAwFImUWx1FPX2AxcwdmxTFYtVqJTNqhAf8PH+Y6Rljd4/Ru+zANT3vyWkw3VbhPMHoUVLsWtjQwTP1ckPdJS4jOeiiD8Q4bm+xM1jqjjBMPmZksjrggcdHKiIRntlcYrVRrVaWycR2e8qcoapQv2Sgn+G2AEMBTtTNjQZ4/gDTqYc0PYDTCHhsQDQMma3sXo1AYarvcPA6VfzgMQbhqCQi1bi7YdVcl7byMB8H8YBJD3utJf4YlmZ9UM7PyfqgNYGonZa2kdI2EmaFMDMb1bMwHRPXMjMqFi6nIz0UvIWdOkpLHiKjhyjYZxRkfym6r4TYTyL2l+CfFqUPAKnDRUgLieim43I60ktdQ5hSCRMK7lrmmdbxUlpu3Mqd0zCWNGBax5vtY2W9tT9Mv/DIJUN6mZiag+l5CR1nSQNiWjiv5a2oeTmnbNlThZpFi1owaeSuLVDFbIK8WZTpFo228g4epR0+CrWdgk+2UDW9bEVfSWcb5+Bh1uenmJ+epOw/Qe/S8XpMQEs3++MjQI9J2GXmH+4EtC6RJ1KlMbJO25k9rqbjfU2ftgjkFp5/oMJir21vrXENVfda61v0tabhpshMw8jE+u6jwLS3RhmAem3Cli6aUsd0hLiuEUHgSpntItM1Va4bEPb5edpohdrNNbuYgwOQzwZ0a9mR4eZAUOZ1wsMxyWCUGwkzgmGqMyQ2+qu89rLrOhamZCV64DkFC7NQUStjDWHaSk/bGCkHE3Gx1+KZ/7wrir9Xf2/5r+HEibsd/KfmyuW++iWdJO4WL/exiZ6ty73VT+S1T3prHndVPz5d8U171V96mv6rfEOmo/HBZ7Kzv+X4XgUNL/K6d5Yd3Vy+b53kt9upn/+2XNe60WN5LhheHxqp8YzyrYNU2yXANsGwhCVqFSw/WRyQk2ac7At2cpeabvMLXB6qJ0ayXAY7z9DNJuqVU+BDPed+t8jVRuqzlQQCsN8k0FsgrbPE5djZeaKhu5UacoEOLdtrIYVDwNRYrc/B6w/x/AGq1ggEQmUjsXUOHSfiFkRskEdHDZqZfj3Nr6cNu/lRK+hWlFp7Sq2dpdbTJeYTJaE+YVRTqz7KbfuE3vM+69gJil8HJVziQoBf8EFPnHDGxUPs7IyHWwgI12o5KMr5+JgTSnqYqJdN+OCcF845OFkTmNEyCBWNUDNwFR2T03E5PdfHyPcwsx20TBsFPUjGPqNgn1HQg2TkACn9aSlygIQeJC99BiQOA6ljxUgrGW2noZ30VCct2UVbu21Pq1gpJTPeR1vqpcb7aEkFY7GPkTJwF43wQz2Y8EgejzavDDbG7cK/DaIaDmEUpLScJQ2YNvPjek7KBOUC5YSdn1VDCSU74Sp70ENbPs1eltPi1jq/nOPwc0wR+LSev69D/HFvxW9OfHbUU9fmrmrRrPvk2NZ26x7f183HYtxIZ5n296WHNKwT7qKrAZFnvP70iGzeWOEcl3aaALMHuH5XMny+aOACGLq0WRl9zjEodo/Ihi5u6b+4uf/i5uFrG92T5eoQ1WQFTN7m91vKTprLQ2fqvP2i6ER1YErWaRWcUNNcozWOQbEjxjF4yFpHscFBajeRLVFxax/gDpQPDNRq5SUxlyBig6xRnm6M6xni3gqL5+XUpV7ynIqeNHISJgpqZ+JONmYHMTsn4+JlXHzcwSWc3GUfedr+Tptm/KTmbIdxvFV/oUP309jA7eo8/aBbsKyR5LvqUrpyzF/+TAtm5Zuyylq0TZRvE/wgr3vWu/HegYbor6qMe2Tv1EjekAr2iPg7haLt5dXbKps3VW3eULllT43khSre7nrWy1vov9xD+YffMo6dlGkMm+zemh4745QbaPVRTplBhVrgksOBzqKgljPgKAvpOAE9xxeSmQJlITX/7umyJ0bhM2X1hT7QbS+JWsjWdnJPD1lpIZ8ybzrc/stPT9W2Goo69EyVs9E5st4z1WDXFNvCDO8Ix21nOU08e6DK5hH4DSSdhmTQs8xmoUEvtlurLUZJbzupr73oWFuJwSK2mgXKrlJjL0PXyeo5RnNpa5wnJUo1b9wlzoZlqzFRPsApOKGUnYM5oayXl/cLcj5+zscvBIQ5Hx93cVJeFuYDM35u1sPJ2EDCwCI0dFxNI9QMTMlA+2hELy3bS891MzLtVLyVhB+iriFcE5j+tBQ9SMYPUdNHi9LHS5AWEnqagrRR/yawi7YmcA1hUsFIyOlrFVew4lpoTs26r2WlPGVPRpofDzah7jJMzUHUUELJTqmhJQ2Y1MOIRbCk56zaRbiNF1cyCCWbsImzo83zVgGhgLFWzu2eipAKCgyyBy6XuUc27GsTv3NYcNp5yHdjvXGcJbfL9PZ3PMMfRu+sV5wBJ0NVIRXPOSoLjTMWxoWjl2tUF8vvxkSD16t0flqfusjnhd0+yuAZ7viN6uGbTaHxCnOAY40I3UMV4am6gZlG5zBfG6BE+tlqW/U/fM5uMYmCZ6qcYdgdEzpHuJpwtSEmC56vc4zyhq7URqYr7FE4OlGlD0s8I7WWgMgXKQ+HpRYd3aFleAxslZWiHxQYPazLVjiugnJ2AeKEZ/WklIW2Fo2iNvbauoM1hFk3fzVAPe/8Xbt2okU73W4YO6Wbadf+x2zg/p9FGOw7/bCXm5Hzc221hFZW8Jd/p2dh8nqsg7eqqcspN1z9tNL6Ku/IZuE/1Fe+Vlm9p7n2pXU1L6yr3LWuYsc62XPry7c2l21pLnt1w44XGzburKnbUVu5q0G6q1G0s5m7az387mvMD98QHX2vuW1fw9F32Qd+XXL4Dd7RX9R//gpw4E3ah6/QPnqRte9N0R9/zdv7MrV3N8W6kxp7UWJ8BzT0sgb1sL+daVAynB7WYcO6HvcHSt/rppEq38wWy+iLuqHNh620m+errOPMrkCxvo/Udhg4pmVZhkQxG+COCuwBaZdOdqhd1qrc0NpTfbyVabFJo9ffMQ9tPaVlKEyM0fFGl1Pc1lLidTTOWDf4PRXnvQLMy0d9rKSHkfPwMiEp4YazXl7Ox896eWsPOR8/4+EiHhbhg3I+bsYNYWYmqqUjKiqqpuEqJiano71UrJuCd9GIDirWSkJOFhOHafghKnqQnP60NLW/BDlAwg9Rs0cYWAsZayFjrRSkjYp00JBuBtLLRPpYiJq9JvDHWqMYV7DiKvaSnoO6y1YHGr8d27gcqU1Y+FmjANdxU2oooQbTRt7aVri0RbBiEyf10JKCntNwCr7K5QtblyIVSSN3RVH+UF0f1Yi7lUC3EbCHm9q01Z32Js/5XbGbkm4rsO8wcPgYt9dQZhuF1RGx28Mxm6DggGTYD1wPlkbGBZop/vgYPPZljTsmUioZRiXktYBjo9yJ86ypa8yBiTK7j210Mw1OpjcmHrvYGJ0ss4UZgyPcHoPoo1PsPrckPFnu9DNMPrp1mG0ablCGePphdo8PMA+zfGdkntGK/pn1+kiNLiR1DVdY/Byri223stU9pS4D32TjqAP8k53AGRWc0ksQMycT461O8BAb40eEiBXE7BzcwcUd3JxH8DhIm3H9/qeI0N3++aycl1XxC+11Gbk07xB/r2Ol5HVPeqsenKy1vV3+TjNnu0zwQn3dq/V1e8rLXqqreqmu6sW6ipdqpS/WSvbUCl+uE71cJ9haJ31pc+MrW5tfWFfzfGPVnua6ndXSRh6rupK3sV68u1H2YqV0d3n5C9XS7fVgcw3wSk3N9vV1mzfUb62r2NFUtXFD2foq8OUK+N1N1KNbuZ+8QTvVTQ2boMBpmv50kUkJtPQIdbYGrUVgc3PGzzX5BsTuAZHCzrz+hcw0WtrhA3z+crNB2m4TBGcqL56FY2Mcd0SscTT2GHeobK/26TZ1dvPczvLzjz61DW5tVVNVZnJ0SGYwsj8/DKgV0oE+kd0AXvDAK1FxYUiQDIFpF7zogAk3nPFwf+S3ppFww5iHnfVBWS+ccYKoiZHUUNNqKqKh4Som2kdLd5ORTgreTsFPk9GTpNSxYuwwGTtMRg+RkM9K0wdLkM9K8c8p2WN0rJWEtZKwNjLSSUG6aZicSahBQsvBtBCiZq/1Q0TNXntOyOlJBWtJyUoYYMIjXYnWLYdqUKtwQcXCdRxMC6W1YELDwq2CFX8F7hSlrbwlh3DJK8n6KgoWMeGREmfWLUWlcT2Yk5MXzHURZfXRz0s+3A/0qioVZpm5XxCZEXpHQJ1J1N5S/tmnpd3yYt9gmdHZaNFBCgPf5hIE9UDEAjgjInO/LDxaHh6rcPr5divsNLD8Fvp4jDM2QB/qL44Owv3DwtigxGihmB2MqZnGqZlafwzyh9lKs/C0oUwbELqibIeH6gizAuf5bXbuARVgGKVYz9DUEbL3bLV3qkHu4fR4qlvNsC4s0ngYBhfD6eap5SyXUWY1C/Q+6efHgbMqScoge6AoQfrpf74u+dsPl/4NIWIFMTv8P3TCk5qzPy2E5pN7F/SCFUv5alc92inCDcI/GcVx1daJD5tO7+S8XE7dWCHZun7j8xvX/3xD9dubpC9urHthQ+3z62p2N9a+0NTwUnPzz9ZveHXj5i3rhHt21LyyvW5HY9lz1aIXm6pf27Tu9Q1Nv3huw6vbmp5bX95Yx9vaXPbW7sb9v2w8+ZvaN3e/vGvP1u2v1e18kfvSa9Cb71e99/H6nsOvTpok55UVNhXVEAZGQ9RYH83aTfNo6Zpetk5R2tcKGBTASJRhNQE2G9UXhGwRwNJfZIiQfONVJn/VKQXV5KMOTjEmJxh+L93nrvV5XvDYdzuMzSYVx6mnhkJb7TaZWcdUdAOqHsCoBjtPgUcPsW0naaru4rMm+mpYtDwqSgzAiJsbd3BxF2etGeb9grxfsCYQd3FwNyvrAbMeDuFgoyZGSk9P6+iInoErGGgfLdVJSXeQsTYyeoqcPl6SPlqEHirBDpfin5Oww6VrhX9OyhylEB1UooOKdVKRbhrax8BVbFwDEXoY13FQDbg2ka4hTKtYSQUD08JLcuacgjGvYS/qoAUNO65ip9RQvI+2pKCvIczYRQWvNG6Eklbeo6lG9Mq2Zxe2EQ5J2i5AhmsSfhGiYmQVpV+ryk3Hoc5W+ORJbmd7ZZ+S12sGnEGZ2SHQ6HjKrsbOEw06VU0ovMUXaIhZRBZ3hdUrcrlLDD7AFOY7vGWBkDAyCFrtJUEPbNfQjV0l/XZ4ul80EWb4A9TJKdnMxSaHk6VQAt4AN9IvcPnoJmup0V2h8dRpnSyzHXC7Gf5Bgf8cr8MuaLEA3ou84FWRYZg3eG17/5XnDP3CVofsmBHq9nCMUZ4jKnD4RAaDwKQt6+pkaL21LaepU/LyuEY6r6UnIxRstGRNIOZgrSFMW9iIFcLsMO6A186Ep9VjPzmExlOfJl0VK17Zcm8N2inC9bJv9PU323e/Wlexp6b85fqK1zfWv7qx5qV1Zb/YIvv9S43v7RH9/gXxb3YIX98i2tMs2d1Y/nxj1fMNNW1H9n38+zd/uXvry5ubX2pu2l1f93xd/Z7GdVvFvG1C8Z7Kyo9fau7444YTb0ve3c5+qxF+/WXSG78tOdnL11p4xgBXFxGrlezgaW6il4t0lY90Uc12IGwDvF0ks5zlsUEuu8CiFZtVwoCHPjJC16qh061cnYPUf154/mb1yBWh94zIMSI1efh2L8M3RL8wBYZdpKCJ4+oTmtq4LjnPq6F7dUU+Y4W1h23rpRjbAFNnUcQstSrKT37KsHfw5D2UURUZc8JIFF6IgtmAYCUo+xHhWjCT8XBxFwdzQriTSbhYGSdIONiYjY2Z2aiJhZpYuIKF9tCRTkq6jYSepvyIcE0dcYRMHCHjn5PWijhCJrrpRDed6GWgfQxUwUSULETNTmtBTAuhGnCN348IU0ompoWTKnBJA67lnEtKVloF5rS8pJqV0rBzdhFm4S/7ZAW/LG6EVsLVaOqNVfydp3d+tmQT4G5JZqga9fDzSsayRnK9S6j5HLAYYaWcd+IQr+0Er0/JVOrYGl3ViRbW4QPi7o6Gzk7u6VMivb5qyMF0uWCjl2YfBTTDgDZEM1ooDlvR6GiR2w4MBLlmOSg/zvBqROMB/kig2O0hDw4Kz043uFxwRwfQ1QMoVIBaV9TdC9h8dQZfjcnN9vroQS/XGxEog0VdFokhKrKNQXJfqdLLi13aHTjXHL1ac0APH9SxTlrZuojEFpNafWVGq6SvFzx1mnlCzfv0CDDSI1jSSOJ6VipIRwfJawIxBwuzg6gNSplZaQuI2WHMzil4SWdtb59Wj51Qn2nTj/6UEHYeTkVql8PlBXVVViEjDA3JtnrzG3XNFVW71jW9vLHh5SbZa+vK3n6u8h92Vr29tfzkNnHLDunxXTUHttX9YUP9rxobXm9c/1rTRsWJU++/8ebzTeueq6nZ1VS/o6F2R0P17ub6TZsbf/Xa+k/frv/sl9Lf7YJ2bwBefrP0426J0cJX6KgeP+zykvXhYssI028EvuoiZY9XFU5snGiTGmxQwMXzqQUmDWwyko1arqobNCtlLgvb5QS06rKjx2Q6FxwK80PTcPgyMzJFGzgrCp2tNvtAk6nY4yAHrLSYEfJ2Ur2d9JAatPaVGPoAbS9P08m0ytnOXpq7l+5TwrZuyNbD054W93SzJvTwaqgiP16eGIBxJztrgTMe7tpEupbNEG4Yc0KEG8btDNzOwO0swsHOODn/F3X3/R7HdeYLvpA6d1dXdc45NxIjCBKBQVQOlkRKzAEkkVPnnHPOyIFBpChSDmOPx+NxtmVJJIFOAEiIFG3LHs9eJ0m2LEvW2NwfoNH1c3c9z97dubva5/n+UP/Ap96kN4xuAAAgAElEQVRz3vdUnZUYqRqFy2Hif0c4jiyNI8sjiPJQfbG/fmUAsTKAqPY3VPrqy7115d66an/DygCibERWTKiKFVO140pOXNGJW3LhbrqwJRe4kb/dHC478CUXVHTDZT+lEqZXg7Syl1x1QCsOqOKHKn7oXpq9GqfdSbNWU4w3AoRfvdxy9+dHf/rOkbvf3f16jHpvRlJZEL4ZJd71EYsm6GsGUtaKj0VI2lFs31F49AzF7aC4Y0AgJrd52Wa71BeRaq21p0/jDAZ2Ko6J+vH2cF38Kjp8vs6dxpj9yHAM+dI0Lh8HFiehoA0RspIyfnbSj0kGgGi8IZMDp2c5gSCo0wNGa53ZXm+y1ZisiNREszvCiSTB6QKUDEOxDNlRqD89jLRFIHcWr/XVG4PMwuWdgRlm9BLmlI9wJkAYjVG1EYoxTAqm+YE4R2/G6KysU1Ziz2jNZTfjdQftdSf6zTh6fZ5ajuFLUVwpiqvEiOUotBTELwUJpQj0WXf0M4Qj7mufG4TGgeU52doUc90juOcTVQNNXz/OfYGD7lYxd6q4W1TSzSrFdrX04Rbh4S2c/jbmSBNWu52i6+IP7BK/sIW/X83pUnO7msRbBKItQuE2sbBNIdyh4rep2e3NnJ2buZYD4MDD4JNNtfubgNMHIKuJ5g6D4TzeFkePmgGPG2+xEUZDsHWKl7bjvzuAX/ag3rBQIvra3iDgjKF9Vlg3jhruA0x9aMsQkHIQsy5G0A6EPcTeU2ibFbqQF4Yu4AvfwF15pWFxAR28QDHG0HEbwmSryycYc2FqRlc/6yDMBsk+a73Hg9GaKU4322OnOLXIvJdyKcGd8IAFNyFgVVhstItuymqSU5qh/XgCX40R7oVJG/A2iuFqmlxJQJUEtJomVyOYShhdjuCqMcLtFPlOirYaJ1ci0N8iLI8hK6PIyhCyNNCwMoyqDiHLAw3Fvrrl3tpiX115oGFlGLWsq182IkoWdMWBq7gJZTdh2Y2/5cYVnYSS69N6uNGV2UBY8ZCKbvimE3zDSbjhICw7wLKVUDbjS15wyYVbi1KX/OByEHrTh/++E/m761vuvHPkJz87uv69PTdTzHcuNd6aZX8niLobId/xob7tpUx76KO99U/vBwYOc83DrEycNnGZESkwQzM1rjQ0aoF7x5DjOlEoxXDHqAEL1WBBR85TYjm8xQ0O2kFXlHI+JpiK4OfyCK8DKGRwkxmm34GJevCBSG0iTcjm6TYXymhpSKTZsTTL6kLFU7zZi7tMbrLL35COoFzG2vQEZ/ar4hEdbHITvEnI6COOmqlTL3XlXpZEL9ZpJrnaAtc2I+13g71mdDArCqX4ZhdhzMEZTwh9GcGXE8Lvm/E3nLjXvKg3guhS9NPjMtU4VInBnyFcSZDv5lCvxJ7ZGFFsINS4pv9fRaj1zmn/Y1iv9ZzXei5q3Ze07ktp7ZFqSv6vidZVB+fnTuKqc9+p3UqVXLBDyt/dJN8h5bWJWY+3Cp9pYT3XBPXuYp9tp+WPd/v2Ng+28I9uEu9X8feqxbv4nH2SLbslrTsksl1Nkm1K5nYl8+FtzXubW9rE0p2thNMnCGEHOW0hzgZEsZDk6GC9ZhRh0+JG9WitDTQZsaGUwD2K/t4gazmA/06MFdGifTbIa0Z5DfVBM8FnIptGaAkv094LOc6AGVt9zAxE7PhEsK6QJk1HcecjqJcLhJk8NhxuiHsxKQs+FpKlIvSYD4i7gUIYHffgvA5EOkPyB/jppFI7hh7pBXxGwlxMGDHhfKP1unHykAlzMUR5K8m+l6etTZCrcVIlzSjFwHKcWIkRq3FoJQ6tRokrEbAaJpQD6EoQUw1hq2Hc7ThxPQlXY4TlIPonJtKKtnZJC5QM9SUtaXkArvQi7wwB5UHgtgaoatDLw4TlUVJxBCwOISvDdcV+4L4Jc8+EumNC/cRLXffQiw7SWpi3YsFUrJiKDfu3OJdcuCUn8ZYDLDqJFRdc8ZBKHtJGVfxRnPDWNK8agEs23NtRzhse+Nsh8i++uef+zw7+t7dfKF5vupll/3xasR5l37Dhb3nhex74ey52ZBjqOwmMjQBeT10uj7/0Mi+RgONJcmqSF82LB43YXg3OGZBZnKJT/VSrS+j2U2NpYjSDsAcAbxLpyeCzk5hEun5iCpOKA/MT6FcvMSYjDYVQXTQMT+TZqQjRZgC8ztpQCDcxJzB7UZOz5HSG6fPSgmGWN4SZXCBNXYDy8+D5q5uCKYnWzrGFhHo/ev5V7rVvCINpwLVADVxg+OZphjg6OM12JMg6N3hOU2sKYPNXeFMXSJeimDfDvFUH56aFsJKllGPYcgz76c4wCpajUClCLEWIN2LQ+jTwcmr/qOOlEfd1Q3Bm1HPB5P5fcyHM/yzCpPb4clT0s0jjip37jpv+/bEdL7SJ1ArhFgGrQyneKRd0KgVPbZE81cT4ghJ/ZgcjcGDL7Ml9ni710Gbhi5tFnXJWp1rYIRF0S5Q7paJtEs4mCXtnq7y9UbZJwOhU8/fsZZw7wpr0SmejDKMGGNUAbjfksRFMowiXFmswYTUWrNGAcYTopsGGr52lVmOE70Sp4fGGiJMSdhL9eoRHh3ZqIZcGNJ9DRnXkjJltOYn1jpBmk7KgE454GqajuPNxzKUcdiaPjQTrYx70bJCZDMsifmIm0rCQxc8lYb+l3mWtW1wQxCO8aJBt02NceqxHh03aKL4RlKO3xuNgWUPkL+W5d7OsO1m4kiWWQuDNCFyOEzcQVmLEaoy4EgE/TRi3GsGvRPArEfxaDLwdJ1ai+Ft+ZNVSu2LBrRio5VHy8iC+OISoDNdURoD7WsraCO21E+R/fp74jQPkb71A+sFh6NZp6rf6CHe8jHU/tmwGVp2IO15C0Vm/5AWqNmzVht1AWHbhy25CyYW/5cQW3XDFQyq5oFs2fNFJXAnQVsOMcoi2VKCv5ZirfrhqxZed0M0Qrbyo+MX39v/iX4/85v6hW5fk3/cQ1qPs9TCz6CWVI/SSAfUvVlrexPZY6Mk4d36Oe+kS9+Xr4oAb7fPhEjlmelqksWHPDNePGcjnBnA9fQSTheZw46JxVDqHDCaBeAE5fYW1cJGezDQUJrDTE7iXL9CvnWelfTX5QMNUnjk3wUsFieN9gNeGTMbJqRwjmibNnadHYmAwSJuaVcTSUDiJDKXQ6QnGt370ZHqyaUBHdsXk4QI/f5G5eJ1+/R+5E9c2uXNcU4RsDlLCGYnZRR83EMe18LitNjHPmFwgXYxgX/MwqlbGko1YTBBLUUwljvvbBmkpQixHoZtx+K0Z4Gr64THn5VHPq58vhHHDmTf8nLd90qpDcN8vuHBI/bCa1aQUbBWyd8gFO+WC3Y3iJzaJnlBQnleBQ1382bP7Cwd3mreJhrdKn98s3Cal7VCLdipFbRJeu5K5TUVRCmntzZu3qxpVXOzzj7LHtbDXAk0GKZkAzmwGNCbA42pIeFAeHTaqB71Oss6EMejRYw5wqBe40kN8K4P7XgyOjtcl3PSYi+zXNjhHENZhXNSIMJ2ozdrgyDj5QBvx+MMsywj73HF8zN2QDyAnfDWzsbrzU8SpDDHlw00G6MmgcDrLfeUCZz5HyASxKT8U9mKTUUIsCLktCK8ZlfZSA3psYAzjGUA4ztS5nbA1gv/iBG09S7uTh1enKOtpxu2c4G8RVqLgZwhXI/jVKGEjazFwNUGsRPFLAdSPLbUVG2VFz1oewFXG6tYduJKF8s0+cvRJqbWL06OAXuARDnLB51mY55n1JwQoUych9gzm6zpSKUgtu/CrbvxbIWzZA1TthKqdULHhKw5C2QmWnZ9uDpcdYNkNL9kJPzahbznAt2Kceyn+7TCzUmAuh4mrPqhiwf1YV19Kc376jV33frhvbeXxX985sPZy0xtu8I6XesdLLXpJN4Lktz20b9sZ8RFIM4C0WzGZBDQ5SZ2aZdn0dR4nZmqGf+mVJm8U7hsFRsYxfX2onp6a0ZFatxM1VYC+8mX+1eu0/EzD4lV44SI9lkBEY/XxSMPcJPXSDDPlR+bC2JksdSpJzYeoHh16NiWenxCFQrjCFP2VL0pcnrpxDeAPEwIxVDwDJXP8REp1/Ssd8xd3mV0iq18SzsuS08z8PHjlVcbsSy2+ONMTZkSTgmxG7nXRXFaKy0QaNdUEc9D0POWVBPGHLlrVyqh6yaUkWIxhyglcJQGWYvilMG4pTChGiZUEaTlFuTcHXMs+Ou668rlDmLAOv+5jv+0SrHjlVZ/csYe7XUTfpBLtVIraFcI2Ga9TKXhYxXlcSjqxme58qiV3aKenWz7WyBxskz29RbRZRtvWJNqmEGwWC3a2cLe1UJtknBZp8yaZ5In9VJ9LMh3CBT21Zhfg9qKiLnzYiPSZ6/wBZMxMTJugmI9hNKJNekyfGd3bB1w8R3o7h3wtQ0pqGyI2UtBM8I81uEeQ1kF00lCbMeISesK5x+sfVrIfUgoeaqs/dgA3ESakPXUFf810vG4xh1vIkTMBQtxOiPtY52dEX70uyyfQISdiJs1NBGGLHkiF0CFHbcSByPnhuBX0jaBcfQjfADYWJtvj6FcK0FqetDpBLOehapS0luJuLEerceh/XI4GMdUwbqMSrsTBtSS0EgdLYexakFuxw6tGxF1b/aoN8Y/96Pjj0PhWRlejqE3GbxWJtqmau7a0tzdt2iKVbpfJOljwQ2zM4Hbiy/3ickix6qNXHdBbXvaKi1h1ghUHYSMlB6Foxy/bcGUbWLSDN2z4N+34ZT95Pc5Zj7JX/dQbMdJNL37VDRbNqNdMiLUZ0Tvf7ap8r/2N77T9uvT0z69vrXrJa1Zi1U5cckOvB+BVC/gNEzWtodj1xJCfXMhQ0ik4EMDp+gGvHb+4KH/1H7bEs7RRHWCy4B02ml6LsJqQiRBhJgN+8QrjlavQ/IWGb/9QNH+Bkc0TAsEGkxHwu1CTGWY2AmUj0GSSGHGgPONIa299xESOuSlhH252jpWdAP1BVCCEj6WhSAqXKbDcXu7hQ+izvYDHxzM7hBoz2xHgxfPc/AwlP41LpImZLHlxXnJ+VlpIMjNhOBXA+0yAwYJ2BFHZHO7VJOmHDmrJRK164WKCUIxhKkl8NUksxfC3QthbIXwxSlxJUcpZ+k8W617NP65xvzzqeVUfmB71XDC6/u8L/C+thC7Tm37+fRf/Tqj1ezbVsWZaM5+1RSXsaJK1KYTbpdxuhWC/gvW0gtq/UxB5od27X2ncyhlp5pzbLnm4hbtJxdreLN4i4W+RyHc0S1qV9G3NCiVPtLWR6jDLLr7EnfTXxv2IYIiYjLMTLprlLGDoA6IhWsJGyJrApJdm02PsBtyIDT88hnxFw3s7U7c8Qc8b0T4NzjFcFxyvj+hRnnFk3oA7H4KcZwmPN+Ge2dz4WEvr3mayRcObj8IZb/2lSfjiBD7rByZC6IwXFzCj00F6Ooy/uMCYzEKxACEVYvhtyKCz9vwUPJcnJn31IQuQdhGCerR7sCGqJ6bCFL2/ZjGBWsnDK9Pwcg4sBsG1JGc5gi/FwJUEvJokrSVJazGoGiaUg7jPEG40SFcTxGoCLEVxdzzQkgmoWIFVD+4r/ZTxbZi9TNQOJmUXD9opIHcp2E+1tx56uOOZXZv3qYV75ZwdUmGHULENhI+qMNc1/GKYccOIXzEJqm6o4iKW/gNhxUEo2XBFK3bFAS3bCLdcxHKEvhJnlYLUopO4bCO84SeWguSSF3rThroVJK5fVtz/lx3Vb2+rfqv91689cnde8aYRvaRBls34spe8FKSsmojftjIXPcJ0SJDP8GYnOckIbDTU2sZwITdtZkp+8WpzosB2+fHxFCeXE2dTnIAb57PWh+w1F6dIX75Ou/wy+p+/w7hwiTMzy4xGIZOxzm7GhvzksBeKBqCYBxm0IM19gOF0zfgJwGPEzxT4uTz14kvSfIEbDEEmO+AJIvJTAruDv7sLOHEU6D2HHhghDmvIYway2Q5GY+RgsMHlaEjEKDN5UT7ODVqxcRc+4UI4RgGnEzJagZAfuBYl/shOWdLCRSdhKYYpxbEbCMtxwlIYdyuEL8WglRSlmmf+9Hz9FwtPfIZwxH3+84Iw4nLcConecfHeim2/PCR6SExpkoq3qgTtjZJtMv4OOX+vWvyomntAzRzeKfQ/ucmyW6zfzh3bJjy+VdSppm9Ws9uaJG0SQbtS1aaUqfjsHc1NaiHjsS5obqrx4kVkOIKJOtEFB3kxKsxG2UZ9vXGoLmVmhazohAETtoMuE9ZrAo1emkaL/5JRfDdRW5xkFvQY9zDG1g9EdbVZBzpibphzsTNWbN9T0EMy3mPN8ic3yQ7tZYdt5JeStHwAeWWOdnECn/UCM0FMyol26epTXijqblicpU7kSBE/0WcDrWNAIQq+coFxeZ6WDNQ5DUAhAic9YMiKzfhoQRs8agWmw8hijrwyS1nOE0sh4p0kdymM20C4liLfTpE3EJYC2GoYtxIHN+aE1dinA+JiBFu2AuuhutcdYP4A4bSa/DCP1ynh71QznpMLv6AUPd0ofm6r6tDO1i+0yPYLGA9xaZ1NtF0ycadY1s1H97QBXzJg7yZ5S+OYqpdc8ZDKTqjkIJZtYMUGlq2EkgW/bMDcNKCX3NBains7zVv2k5cd4IoDKoaoa0lWOUa7EYaqU9y3r6vvfa1l/Z9a3/6n9p9/pW0pRn9Nj6hawTseyqqXctMJ3nPSv+/kLjr5ATvV7cDGg2DYB+q1CJsOctmpThfdHWQ4QxR/gpadEaQnWBM5QcBFtIzVWEaBbBj/yiX61VcIV64jcwUongC9HoLTBtktJIMWZ9Ci3E6i19IQd0MuDdoygBo5CSSD7MsvtbrcaKcTbzJhjAaMwVyfzFHnziuS6abBfnbA2To+TO0bQJ8dqD/dWzcw2OB1UQxaQD9OMGph7RCs7YfHTqOd40S/EefX14d9bIcDEfPXfTlGvuFlVcyUigcsZfDFBK6cIlTSUCkJLsUItyJgMQ5XUpSVAutnFxo+pwg9DvtSWPozO2s91h45RNvOZbSqW7Yp+NuVwi0yXrtCsK9R8lgj72Ajq28bR79LMNbBHd3OHWoTHmzl7lIxtjZx21XibqmkQy1sl4s3CSVtSuVWKXT8OdKlGelUBghEYJ8Jk9Ag5zzgQgbOpsCgk+jXkH12VNyM9pvRASvoM4IOP2tsCHV1hHsvWn8rzchqsN5Rgn8MmbbWT/sRKTcw7WYaj+Oe3grvk8v2SCVPbCaPHwET1rqLYXg6irs4Q55I1M1G6i8n4Ji1wW/FpNy4TBhzfoEeCWO8LnzES3dogekYdHGRMpnDpWKIWLBhcYZTSJGTYSgWIPhNdJMHvJxllgqMpSn4Ro6w5MUsewnFKKEUA6txaCUBrybg1SixGiZUQp9Wv41VaDXxacox/P0UphTmTJ/ifkFGaIXgnULJw63ibhVxt0C8RyLbJRbukPI7VZJOhbhLIt4nl3WLSFs50MNbVXtbhNtogO0RXNEvXnHUVXyUqpdccn2K8NM5hAl3Y7T+lhGz7CdXU5xygrUUIFfdpLteWjXCqMSY5TynsiC8fUW2/qry7nXl7cuiu5ca78zJXvdBS27o7SjnboCx6oRvGTElDeGbJtqikxt0UOyWhogPFwtQrQZC/9masTHC2X7MkbP1p0cR5gAcn2L5Uhi7FRfw0HxWqnkYqe0HYsGGL/0D6+vfYgbD9V4v0mhE6jQE7Rg01I8aGUVabGDYSwk6YdNwnX6gRjdYW8hIswWJxtBwtgcY6kfpNaQxDdLmQtlcqGxBdf3VZ6yjm0f66UNDqP5hYFSD1o0Tg26ecRQzNAyOjpBPH8OePoI9cxRt1VD8NlI+ygw6GH4PPhPGfClKWvJx7jhZqz6omMaVkvgNhOUUsZggFuNwKUEqJ8n/A0Kdf+pzhNBqttwKSX5qp9+Jt1ueILSwWVs37dim5G5VCTdLue0KwR6V6FEF+4CS0dNM62smn9lGObuJ1rOZ/UwLq6OJ1dbM3ykX7pfKOhpJnWphp6p1u1i6XY4dPEZeyPCm44DHgPJYsDEvYSJQv+gHLoSATAi0umk+Dzpmx3jNqIiT5NMTnH5WXw+w2EO6F0W8EaWnhtERLSVuwk+6EDPB+rwfiJlQPY+RuyXE/Y2KR5s2H9pNipmQL8XBtBFYTMMvX2DmosBiDHkpAob0QD7BznhxCX99IYf3eOvCQWo+IfKZERdyjMV5SjxaP1kALy6yrl+VThUoiQjOZgL0Z/F6B3SlwF/Ks29NkMozlDsJykqY/Pe6o5UofgPhaoK4kiSupeG1NLyagn6SV2YP4B7nA9t5lM4WSXcrd7eU9LCI0i1i7VNwOxX0bRKoTUbaqaB0KRn71ZxnZM17pdwWPqlFIN4j2vyiiJV/vP4XSbjqp5a95JILKtrBzxBWjLiiBrXqIq3F2aUk680Q+YYXqrjgOy5yNUh73QeVZwRv/8OmtS+pb1+Tr18SLmdJaxOiaob7pheqhOl349w1N3nVDt2xw287WT/yCK4EJH47rBsFbHrAa8XpRtFnewCDiTakoR8+gz0+hLXGmIUrkuQiaXAAMBtAm5bsMlB8Vnhhhvv1b8qnzgPxJCaRIJtNuN4zdT2nEf19WL0eMlmJET/HYsBatahEgLEwpXr58g6DBXeqHzAbaAYNw6TjmM2UZIZjtNYOjQEaPeH0AcGZo5BWR3D5SMEIb2yYoB2Cxs/hhrRoh5ej0VIG+vG9ZxqcNigcJMxN0ywjGK8dm/Ijr7jQr9koVQu16MD+OFRTThHKKcLGV7zlFFxOkksJUilB+luEI+7r/98g/Hsf9XoMph+Oc/4QZH3Dv617y5btAurDCsUmpXybStGmlO1QijpUgj1K7sMqzuNN7KeaWQcaJU8o+Qc6Wne3SLcp+F0tiq0i3p6mxs0ScbuqRS2mMTgEppR+SiOemODMeOQBJ+CzApNheC5MnfASUx5UxAVM53ApS92EDXLZYXOAbPDUhy+yh4aBrwzTVzP45SzkG8d6Butm7VDGTH7J1LDoYo32Y194BP9Um+jgjs37pJjDXcCMj3w5g59yAy9lwCvzvFgIH/QTMnFK1I3IBbBpB2U+QcmHa16ah+cnSNkEIZNCpzKAR49L+aghOzrmQb+yKPNbEMZBIGInh7x4nR6YiaNWLvLXCnBlivxmgnA/zbobQ99LgpUQuJZkVBO0WxFwvUBeSeOKefzqDKWYId2KUl730n9opf3Yyv2uhqk98vQzbU27FbxHW2X7m8S75YIuKW+nkLVLLuhQCDtlvE4Zr0PK7ZJxuuXcPUr+FxS8fTJaZyNni5S1SybsZhNeFANf1myvBAhlX+2KG10x0asGWsWEWNIBt23QshFftcGrDnLJDBZNhKoNXrGTSmawZCXeSwjWC5KVCeFbc/L1gmgtwrwbZtydk96IUW6ESeUE496EcC3Jet2BLQZI9124bzlx8yGGw0IzjLDMffz+Y5TBfm7PEOfoWdS5YcDqACKxhmyBFE1SDRasfrxhZBgIh8geLyEQB2auAlf/GSqcp2bz+NwELhLDj43WhWMsZ6DhZC8wqmGZTNT+fuS4BucPkf7hG1teekU5NFIT8KsGRmiDYxirFzc1K/O4GNoR0rkTyDPHas8+Aw0fg48cACKRTcHwtiOHUed66mMhdmSK7o7BPQOA1UYOeVlzeXncQyhEiB47ymauj7kJc1bwm1a47KUVPYSVBLkSgz+bDW4MJyoxuBonlROMt2cQ11KPjzquDLuu6QPTY97z5v8HAv8rEfpMlh+Oc973M77q3NzRurlNSNsvl25SyrapZG0qSbtCuEvJ71Zy9qs5jzVyHm9iPyXnHdiqfGyTdIeMs6tZ2tEib+azWnmcLY0yEYO5bZPMYNMkF3LByWd1xtqQjlJIYgtx3GKGlvNh4/b6jA+T8KEKCXA+AiaMSJcD9Ge4Ole9e5o+OAi8fIa0nkQtR9HBYZxvEDnrZKSt9OwI4B9FWzS8Z/cQHtnEeWqT7GA7xXaaMhcgz4bqrudJC3F80o+2WWpstnqfqyHkqM0FkTELYTZGOp+Dzk+Q4z7sbF50cV6RTVOjTlLYDgat2LgHnIwzbeOAU9sQtoOpKMXhBBbSmMp5biVDKBag12O49TjlrTh2LYor+nHlMLSWohbD+KUQ8k4W/kkWfTtO/vowFH8UN9iIOikjnVCznmATHm4WdUhY3XLuPrWwQ8LaJWJ3y/i7ROydMv4uuaBLzu+S8zuk3A4ZewPhUwr+Xim9u5HdJmd1KkW7BeQnhbXRFxXVALnsqas46lestKKesmxEVOyokhFcMuHLNqhih5dM+CUTvmKHV5zksg1ashErAXo5zCzFmdUUZylIWQqQ384J7i8qShlWJc1aLwjuT4lXE8wNhG+5iN/xUedCHIuR/uIXap7dCxx9jnDoEPjiKWJPP2h2UqZnRJdeksYSkMlWb3OBw/2wwYDwhfA2Nz6UooXy6OxF8Oo/tUxNM0NRRCCENxhBf5AZTpJcPorJKNbq4aPHAbeXu/hS64WrspkLfH+YbnNw9EZqJCYIxxjBIMOsJ5vGGaNnCfoh8MijSPuY4NyJ+t4zyBcOAE8+Bgz0gz4PV+eCB7QIV4D5la/uX5xTT6RYySAmHWrwu7BmQ43PjLjiZ/w4yL3lgG85sWsp6n+C8N50w+cUYcBi+ZGG/a6HcdWk3tHYul3E3C+XblZL25SyNoW4XSHcqeB1Kbj7lJxH1NxHmzhfaJY83SrrlnO7m8SdLbLNUv42uWS7XMLhkTt2bFtcmH7v449++v6v//FG2hcX2zXoyTR+Ok24WCBPRzEJV13EUe+zo2JB+KUCJagD/AFw6pLa5ie4CxydFn31LPPf8vhyCBUeAK3HayPDoHcMDp4DXCMo84j6sR2E3SrqY83MgWd4BYd02ofPOoFpHybpRMR9+JkZ0cKCbCpPn8uRFnzCcOsAACAASURBVDPgXJg+GyNdyFPyEYJ5FEgFuamQyKzBZEI0lwHpNmDCDrLXhDONABEXGLRj0jFyMIS6kMMXFxjFJHa5AL4Rx65F4DsZwnqKuBolrkYJb2VJ1RiuGMK9My2+6W3NP0U8wQEO0EkHhKrn1VueamnaxiVv5cG7pKyHmsV71IKdEmanjLdbKdwhZO6QcHfJBZ1KQbdC0CnjdcjYXQruHiX/ESW/W0x/qInboWTvVgr3yLi7+NiD21lvOugVD7piAdYspGUD+U0jes1HflMPL5sJZRtUtkG3jLhbRlzZBq04yStO8k0PqeilVAL021FWJUz/sYtwK0r7+ZXme/OySpq1lufdnRTdLQgqUdoGwlUH7Wt2asRKNRo5h1/APP84ouc4c/+jtc8fwY7ruRYbw2YF/QHI4yU4vGAsKxgdkujNWE8U4wiSbT7OiBVtCmGnX2l69YvbYwnIZK4fH8cHQ0J/iGKxw8NDjBNngBePAr6Q7KXru9LTjMQkJTsjtHnoqYTg5cvbYyH2UG9d3/GGoZOE3iMN1jHyC082WMeZuiGk3840jdNOHcWe6SH2D5HODkJWlzCckKWy/FSKnEkSMlFkLo4KeQkuO8qpq3k1yiumZG9awSUXboPc/0WEo57FzwvCoM30mpbzWxdtcUSyRda0Q8LeKxO1NorbFOI2hXCHnN8u5+6Sc3YrOHvV3P1q3tOt0t0S5m4Fb2+rrE0hbFNJ2hoVCj5Ltkn86pde+fBPH3/wlwfvP3iw+psfeJLb/V5yPFCbDtefn4CuLzLnc1DQ0eAwIUJ+5vkpOOOtz0/QL395azDBdGWEBh3xi4PiX0zhliLIyCjZeKjOdrTBfBIXOg5Exsk9B+T7WqFOOfHZdqrhBDtjY2RsDWkbMB2E8mFSOkabm1cUJniJOHh+kjKbQGddqISzdiqGy4Ywdi0Q9hDcVqzPDif9VLsGZRxscGgI9nG8zwzmo/SgAxlwo4MhxPksbnmeXskQKtOkpQzxdpRUSeLeylPvpCnrKfBOCrWWItzJCJdD0tMd/MfE4F4OfHhTy9Htrc9tEh3cznq8EblbxX2oWfxQs7hbyetScPc1SvaoRNv59DYxZ6eM36USdqmEnyHcreLvU/C7xIyHmvi7lexOOadbLdkqZG0W0q+fI1Z8lIoJWDXjqnb6a2Z0yUe9aaIXLfiKnVixE4sW/MbzihOuOqA3vaSil3InwLwfZq/6qW96oeIE/+df3b4+KbwRJpXi9NUUqxqjFwOkN5y4coBUsTKvmyjOMWh4nNnXzxnpFQ0MiB97FvnCUZzWKLJZBWMjGIMeGwyzImmeP8HSGkX9GsCTxHlT7FE7YdDeoPFhRt1QOCL0BqDBEaCnp87tFoyM1Q0M1gX9LX3DCL2ZqTczrW6axYOyB+szM9zCnOrSvPTKYpPfRuk9WnvuMKr3ReSZg4ChH9t3mqwbIY73A/kIP+aWnDmGf/4A8tBx3OHj6GiyZXZxk9uLCkdQmSQhmyDGAriIn5iK01362it+xq24+A0LoeKH3vCg/h7CUpx+b7rhevqJMefLI+7rGwhN7sXPBcKA3fCanv1bD3OqV9gsatwlF+yRCjc1CXcoRe3/HSGvS8HdreLuUfO6ZKwuGWtfk2irgNmuEHZtaZILWFIB5+KXL7//0fsffvzg/i//8O6DB//2119MXDrh9lNj/ppksHYqib66wLgyz8okSAE/5AswMin0YgE+f0lw/lpTNM7T+5l9ZxFXezmVXMP3Q3VBDcV5Bh86Q/SeICVfBILHoKc6eHuaKB1y9Okn6e4hhn+sLmGsS1tQhSA8lWLFY/RQlO7wYAI+9EwGijuBqBmYDDZcyIGLOVw+UVtIIQIeYGGW5TODDg1u+BSgPYfwGimFqGAqyQ46kGYd4A/UL2bRxQXGnUl4bZ5WLpDvxOCbUeTtLLkaI6ynsZVk3WqOupxsSjyNauaj921hPdclfq5TsF8NPSSFnlax9vJIHUp2h4LbLmW1S1mdSt7uRnGHgt8u5WwXc9pl/E6loFMp6FDwO+WcDYTdSk6nlPmwWrBXztkpYXaqxFtlYgWH59mPXPLyV611q0bE3QDrNRv2DStYsfOLdrDshKpuUsUFl53QRkoO4hsuqOSh3PHSV53wkp1wK0xdvah8++vb1yeFP/aDN4JwMUK55YeWfNCSBywHSCUb+2tOXsjKOt2LP3OWNnCOfew48WQ/9fgp8pmzFIOOY9SRRoYa7E7YF2NrbNghHXLEBHiTkD9LtyfRsQugLYN7sb+u5wxCY0COaGr6ejHhkNpppw701ehGyUYrLp5UGowMjQ70BCFXEBFNk3JTogvT3FSAZhuFRk/iNT2wYYBsGARHz9aPDtAdJqp5vDZgBfWDuFOH0S+8iHnhKKZ3CGW2QYuX1NNz7ECwwWQA4kFayM2Ih0j5DMc6Bpx3km5Eha+b8ash8k0/9v+XCH1Wzesm9rs+dvY0r1HQ2KEUd0u4m5r5O5XCdoVgp1zQLuO3y7kdCn6nUtCl4rfLGHubxfsaJZt59O5meaOQKxNy/T7nBw8e/OaP77377scf/vuDX374x9/+9YMfFy9YXORUuCETRkRcQMwLFBLg1CQzO8G1+3EOF7AwSZ6cp6ammMEgY9ACnTgKvHSOVp7EfyeMtAxgPL24zBAtfIpVeAFj2Y97aDNvbzNtTzNy5AgtZCD7x4GUCRPTgj5LTTRA8Acgp4/oDZGzaeZ0ihIwAnPRuusztMUMfi7TcOU8/toVOBYGUjGkdZxoGQPPHQW0/ciwizWVlqbDTLcFYdIBkSh6MYsun2fcnaGszpHLE/CdGFzO4laypEqc8FYBXJ8lVOdE183KZ3jAU83q57epn9nKP9AhOLRb9uxO1eObm7ukyu0S2i4lt0PF61TzdzeLdin57XLunhZpm4TbLuPvVPA6FPwOBb9Dwe1U8nar+N0q+m4FZ69S1C3j75IyOhTcnQrZJoHsqLr+X8yS2y7cqrFuPUh73Yl+zYhat3FKDmLFBa94yKteStX96SCxaAfLftqqj37HTStbCbcc4O1J8c++vP3uP267NyN5MwAtR6nVBGMpABcDpKIPKvqgio3xrYAwHxIOjhJHRqgj/ZRDh2qGjbTDh+GTJ0D9OHV0GHXiBGCwYINJ/qARfXYI8MWJsQLDl4LTF6Er32a6C+jjwyibU2r3Ulw+0uHDQG8PJuBle10U3QghFCIkony7iel18NNJYSpFz+XYyQRzcYLv1GFHT6FPHajrPYawaclBD3ekv0EzQHEaKSZNvcOIGx/Ejw7Qhwbp5/qJLi9sc2KiKTiRJiaSRKsF4bHTAi5hPESKRyi6fmDeRrwVF79mxFb80GqS8vcQFmO0zxD+x4mZzw1Ct3nkDTPn9wFB+iRXzW/qVEk6RezWFm6HUrRLIfwUoYy/Uy7oUAk61cLuFkF3k7BLJexWS9rlYh4VOnjgmV/99pc/e+9Pf/zkk/d+98mHHz349Ufv/+bPnyyvfDMYk6YjiIkEPmADXAYg5EHkC7Spi/xADm91AYU0GMtgwkko6GOMWOG+czWvDFHuzbDeTBD1pwDXuYbUIOw8TM4eJA2047rU3D1N1Od2k7Sn4YABGTPXJQ1QaIiejGCCfozFgRjUAFojwuMCgzZU3IY4n6q/MkFMOIFMALg0Q/jSVU4uCTqMDbZxun6A2H8C8JjhsJsa89F8NtCqRbjttZkceD6H2UBYniIW88S3EuT1WWI5RVjPUdYKhLcu0H4wITY9S+5io58Wyp5Xqg62qoaf3KM/9PizO1W7pPQOJXuXkv3QZtneVkl3k3BPi7hDJdip4O3bJG+X8XdIeTtknI03WpeK36Xidyp5exupe1W8Lplot0KyW8XtkDG6pLxOsWyfAL94lrfuJ71lR1QcmJtu1JIZecdAKjuhiguuukkrHvIGwo2s+xirLsqqi1J1k6ox5jtXWn/x9V0rX2x+a0J4Iwiv53j3J0TVCK0aopT88LIbXLGSvu1jFPwMh5PmtLEMY8ShgQadHT7wLHj2NMlhZbscoMVaH04zw1lRrw5zpgcZSbLys8xwBgrlcHOvMjwZ7JiNePg42uAAF660jGnA0UFiIir2uWCHGTo/R09H6MZhgnEIDjoYiQBtIsWdLyhmczLDEPbcUeTJgzX9PXV6DdrroWrG0IZe2DyK14zUGnT43nOY4UGqVkO1mMihKDWWovmDmGAYd+VK8+J8c9DHsZvpPicmHIAMg8C0CXcjKrxhI5a84H/SHf0/RWh0LfzPOvpfgtBpHHjDzPkgJEqf5Kq4zV1q6U4ha1Mrp0Ml2KXk75QLNrJLIdylEnWoxd2bJDtkrE6lYP8mlZpJbZEJU8nIBx///pcfPPjoLw/+8O5f/vznB79475cfPHjwq9/cj6Vac3H0XI6SCYEpPxgPEVMZ0uI1wewXudE0rZAhh5PoaJoUCbK1Ltr4KOrVMcpPMuxqgmY7XRMeQiUG8ePPoMPPkQ5vxu2QMLtUcM+zXG0PzjEKpB2omAYK9HMySZzXV29xIYb0wLgeYdQj7OM18zH2hUzNS3lC2tMwHQNzEWQhRkz5WeYR2K2TjPbgh3tqU0Gu306061HmcYRhGBH2YyanKRfy2NIifX0KWsrjlnPg22na2hT2zRDi7gT9VqKhOAO94qM9pgYeUssfU2Oe20J/VE57Yat6+JE9R7Y1PSZlPqVkdqq5D22Wdah4W0W0DhWvu0ncoRLsbpbsUgh3SHnbJawdMk6Hgt+tFnSrBZ1K3v4m8r5GXodEslut2Ncq6pCSu4X0/WLRTj4l+iLtrRDzvhv1pgG45UFWHei1UczGYe6yE6y4iGUnWHIQyk5wxQNXrdBNLXrJhK/4KLdzgnde2fz2l7b+aJ5XSTLf8BPvT4l/uaC6nWCthKklP3zLib9tg77lIaeceJ+PatDiBs8ANgveESSfPSU4fYI4OowOBaFMjhZIkHUuYr8Bf+oQ3Wwi5GdI6UnaiAHwxomhHNURopjsCruf6olAT38BMGhoM5PNdgs6FebO5tGFKMUyiDP2gmmvMOKAbWO1SQ8jG5GMnMUMnIaM46ygn28wo4xWnMFMPPMs4DfR0wlJMCw+24fv7YVGh/Djw7W5PN/lxtjsDaEwlM1xZqcV+YzMYSWbdUA0RHLqanIaxGsBTsVHL/uI/8ly9DOE466rnzuEQd3wT+2U96xs27EmpprdrWh+TExrVHE7ZYJOmaBLKuySCrsk4k6puF0q2S4RtbVw2mSUh1TM/QrWXpVAJeR8/bvfef/Bg9/+8aN3//Tn3/7xo48ePPjDJ3/58K8PfvX7D+avXE5HobkItJAmTy7SQll0Lo6+eoFfmGMkA1DMAwRiQCABzBa4WitWpwe+bCeuZpGVpNgzjh421nuPIKaeVPRvlT3azNcfJsUOkK8cpFw9BKeOIix99TotekyLsRoIASfZ78A5DTVua13Qj/N4sQZr3UxcvJCBwwZgOkCZjoEuI8Hv2aoziLS9dW5jvcdMtmpoXifZYWEM91F148Rgju9N8+NBbOkK7VYWKE2TVmdZ62ns/bm6ag5az8HVFLByRa45IW7hQ48p+Hsb+Xsb+fuaBBvZ28jfo+btVnG3i6n7mgT7m8T7VOIOpahFxqfS8bnZ9I9XS9e+9/2j4zppa2OTmN4ppnVLuHsU6he4lC9IOY80y3dtVm9tUW9Vyrsk0v0i2VY5f3QvdcnMW9XVrNgxFTd12QzeNmBfH68v2sHbYWYlQH3TBS574BUfZdlGWLKRlixw2UG9G+L/Iit/Z1J1OyteSnC+n6QuTQnuXlTfX1CtZflLAfJNJ7jkJFas5O8EKFFrjdmFGzcR+/prolFochbqO4Y/8gzh0NPQcD8xPcHIzTOGdbgXD0MnB0jDZtqQHWuM4A1h7LgX26NHjrqYI0b2uRH6mX7aiVMErZZRmGiemhYmU4TUBHbmPEevr+vvqQnaxeZBkmuc6tNRfCGFVo+0mIFrl+W5MCUdYEZ9sNtW7zFvOXuUoR9SDZ3lnTiKtdrZngDN6sXE46yAlxhwoQIOYDaPuHKekY6yMtHWkJvh9zBsemxGg/2uk1XyUG/4sDfzUDUDFxOEjevQyiliMUFYiuGWYrhSmPL2RN21xGNj9ivDrmta/9SId1Hn+bsI/+5PtP8m/5UI71pI71pY7pMqjprRIVU/LmO1qPnbmiWblYIWKbtZyGiVMLYpubtaxN1b5DsVnIebJXul3Cca5TtFgu5tW4rVys/efffdP/35D5/89Tcf/On3f/7Lb//4p/c//uT9jz/5lx++ZjLWOMaAmAPIFpDpPGYyAWdjdHuA5HFikgF8OIVzBuqzMbrGhNGOIL6oZ789TbiVENgH6nRjDaEXUKF9nOcaqQ9vZqaOsS8cpH/jefo3XoAXj2Oi/SjPKNo5jPY4YL8TTARJyQDktTf4PFivDxzVAZ5xdNqLdgzXRO3MVIhh1dMMGsXxkzinBrZra0fO1Gn7YZsRGjyH6TkGGrRUb4qrdcMeW+3KNdbtOWxxirSUI60lEHcKNWsF+v0p+nq+9sas8NRT1M1C+pPNsg2Ef5s9at4eNW9Pi3CHjPX49qZHtjY18ZjdO7c+9uR+e9D50YO/fPDgwTsffHD5K68+tr9dwcB8oWNbm1iyp5nfreR0iRm7RfT9UtYjcsbDcuo+CWkTB6ffDa44hfesqFUHpuQkL5kIt02EZRN2yYove8mVAPWGm3jLRSy74ZKDWHbRSnZK1U6942Hdi/LvJoQrCd5yjL00JVidl907r7o3p1jN8Ioh6i0X8ZYD/HlQfHUYKPgQ8xcUOguh7wwQjzBCQbS2l3f0afqBR2kHn0GYbNj8Atvqg/pH4DMjNK2DP25nGPzsUQdtyMI4PUY/NcLu05LOjpGPnMEePYl2eoVTc83xDDkUq0/mWQ43sb8XGOpFW7Ss0bM4t4EdtHPjyV1mG8VgACbzZNM4oB9q0I5ghvsbTh3FHjmAPHoI99wzNcPDpPxka2ZaNHVBEI9TIkE47MFH3Q2zOfDiDDvspmoGSU4DZDESjWOI9Dju23ZGyUNdDoHLeXg1R96w9xnCjfwfEQ57Fj4vCEO6wTUD8V0LK3ZGIWsktQtkjyt4m5qEWxolW5vEbc3SHa3SHc2iHY28NiWnTc5oE7D2Nyq2sTkPN21q4QgGTp3+/Qfvv/fn3//uw4//+JdP6+FvPvjwdx9+9Me/PLj3i1/afDzbODARBBbn6s8vEOZTVKcRHrIw7G5EMsbwJxh6CyIZojo8kGEIc61PfG8S/XqK7R9BRMfh/EHSSBvcLkM+2c4Iv0gqPI2/+ATy4vMN2bNI7xjSokMYR+t9boLLikiFyYU41WmqsxjrLRbcmV7APtiQC1JGz6AOP4s8eaKh5zQ8Mig/eRITsvKcRsyZQ8BID2TSEE8daTh5iDQyQApkxH16tEkDLL9Euz2HvZkHb2ag+wXCWr7h9gT73hTt/jT6+xnusx2EHXLBk02Kjer3mb2N1vEeNa9dLXhou7qJT1MLWEO9PdWVYml97dDZU3d/dvu9jz/4w4MHf3rw4Itfv9baLGyVcfa0Kjer6HvktCNSuk7O9KhZjhbGWDPU04h+iF/newR328m9b8esOj6thFUDbtUJ37LglpzESoC67CcvuaGyGy47oYqLWXbQKzZKxUapOGkVH70cZlVinLsX1ffOq+7OK96akqyluOUQbckN3XKAP3Xyrw8D1ybI119t1BvRuhFc1M3TDgL9R+lPdIIPbYd3twE9Z+tzs8JYgeUI0MZs1FErpV8PuWPqcSf/2ADxSC90tI+s9XG1bt7pEdzhMzWOIDs7Iw4lsclJbCorH9dhtTqCXk/SjkHjI5DfJXaYOb5ge98QdkwHXLokd9kIx14EDjwDHD2MPHas7uxZ/OAg5cjxhlEtOTOpLsyLz1+TpzNEvwvjs2Cn45z5DDvswBqHsX3HsIZ+9MgAQjeETGpw/2SmFl20apRUzMFrecrG6e1KGto4QfrpEbYI9TOEI+7rny+EEcNwSQe9a2bM9EnbtkDbOIJHlMLNLYJ2obBdIt4ll3Wq5V2Niu5GxZ5G5T61cquc3q4WtQp5beomGZufjEZ++W8/+9Vv3/nV+3/6478/eO+jT37/57/8/s9/efdPH3/w73/93YcfxSafcptpF7O4ly/UX15AL6aoFj1ojihDWVQmx3CGqWOmmkKKnC7Q7WOYq6eF7yzW35piJrSYxBliZB/0vApsayUPH9ySeoFYeAYz/VjN1KHajAbvd4J2O9ZhQgV8eJ8TmQgR0yHIaarXjdVqxpH9Qw3ms7VhO3T2GO75Z0gvHiU++xz++DF2fy/RoWV4LVDPIWDgFGwYp5w4jD52gHroINIVFfbpcS5z/dJFxuoM9mYeXM6TfzpJXJ8Abxe4qxniT2Zw34pxH9uC7WpsfEQh/tslaLeS063k7FZxd6u4LVKmUkjbpBJEgq63f/LWxw8e/PHBgx6ttjAd++iTD/711//tt//+8XsPPg6kvTu3SjZzwIMiwrCCnGjmvNzC+0oL61ozbaGFPLGZNL6NMPcsVDXQ7piQK3bM7QBz2QotadC33eSiHVx2QSsheiVMXw0zbgfpFRdctNOKNmrJQimaoGUTVLJTqgHm7Tj/7fOKuwuyu9Pi2zneSpxRCpKLPmjZDa6Mk7/nIHxlkjYzzTIbsKZhsv4cpDuHNwxwDzxCengH9el91LNnyO4gyxtj6Gz4cIFvCpCPDwJDZmLPKHrATIzONE28vM2RlrgzclOI029EGX2E+DQtMQNOvURK55neICGV5zh9BJ0JbXcx3F5hTy86nNw6NI4dGgHSKalmhPTC8w09p2GjVXz6LOb4KdToOGdwmNE3SAzGpJMLjdkZQWECjPhwQQu8EFflPGzLYL1jnGIe4mh6UEPnEPoxXFoPf9kA37CTqlFSMQtVM/AGvJUsaTVH3rgabTVHrkRp9yfrrycf30CoC0x/jhDGjUO3dKTfmeivDoue7qZsZwv2ycWbG3k7BIIdYlGbQrpdrdyqUmyTy9qk0naxbFczrl0N7WrmtoiYrXLRt7/xtUr15p27pV///qMPPnnw/kd//cMnf/3wrw/e++iT9z765A+f/CU23a8ZZBZ8iPk8sFgALqRgtwMfnFdPXMZOzpL8GdDir52ZACcXKHZt7bVzrJ/MA6Vp6qSRGDlJdXSzHley2ptZQ4+qrnyBfO1xwpVH6s8fapjRw0kHHDJikzpsLELKxGlRPz7oQPsdGLMeqdWg7C5GxECyjNQefBo4eYI3PC5+9iDm8GGy3SEwDsFOA/7M4ZqhHqphnHr0IOrgM+Rnn6ofs1IGjaRCkrPyinB9gViZpRcLlNtJ5J08vDrBXc2AP1vAfyPM2dOE7WhsfEQp3CiDGwK7FOwuBXuD4q7NYhYF6bCN/f6Pv/nwwZ/f+uUv/rcP//TVH7xmtI9+/OcPPvnkk3/9wwe/evBg9V/vmAZffIiHWmijnd9GvdQKX1YSLosxL4uxr6qgr7Yy8rspXz1AKw2R1/SYqhV/O8AsOeAlI2bVCVfdpI2/WqzGWG+nBW/HuWUntGSlFG3UsplSMpKW9WDJQlrxMtcjgpUs53aBv14Q3M5wyhFqyQ+X/HA1QL6to/3ASZ734SNB6vgQdO5F/Mln6jxarmmE8sKTqO4t9YeeZp8+QT92sqFvhHC8p2HEQnCEBRobo19P6hlFB3KiqevN/imqNkjXBxmerMAShs1+ZHaBNneVkT+Pn1qombuAunydHk4h3EG0O0Izu+hHz9S4w0y3n2o0ETUjlCMHsL09DLdP4YvzB0doh46gDh/BnzgGn+khWcw8r5dnd5Lj0fpkAHKNEWy9GO0JwHSuPmTim/qYxh78WD/BpCMljZRrOuLrFrgShJeThI37scsp4mqOfLtAXc2RNx4qUdpPphquJx8fd7z8uUMY1Q+8qaf8Rkf61jh36FneToG4SyrcpGZvU8k2q8WNKp5SzvjfqbvL4DjOtG/0LRieaZgeBjFYZElGmRkEli2TLMuyyLJ4QMPMrBGzzBSys0kcsB0HnJhikIYlY2CzgU12N7ThROeD8vjsees8p+qceuupnKrrS3++69f/67767u65GfSlWYzCPN6OBQmKErp4E71tLW9TMqF0QfJD39WPP77/0ecffvXDb9/+PPPVD7999cNv3/7y+9c//frVj7/8+7eZw2ctkvZEjy56tA843A+c7EVcNrx1nH7kGcrh4+DgKdQzROjrwXkGQZkIeK6d8dFJYqg3bkjA6NhNr1vCX5fKXzkHrc7CHi2ETxdDR4oxg9W4bj3DZEX1anKXhuZxMge7+VYdQS0GrDqCRomTSnAWO/9ET6bXDB2oBPZX4NqFYFMrLBDG68xxJgXLoCK11GKlrTy1jLN/D3nPdkZjPVugZLYpmIcG0n1nEiKHKMHDbP8Ic7oH7+shh4Y598agj09QXnPyVmbilmRkFOcmPulCZxGunMOdrbnJ0L5da+/dv/XJP99/+Pn738789u3MzBc//dqqEb177e2ffvj5Hz/+/vnMzN9//KJTtMe0Kv5WEffiavTEPGJfJqYvgzCeDT6dS30hj366AHm9hH6nFp2W0wNqOGSl+4yI3wAFtFDITJtyccIudsjDedSb+Lgr3qeHJwwcv44TUDMCctQvo/qV1JCeGTZz7jrRgJc13cuPdHNnYzDgoE25WfeUnMsauldKUXZwykrwFaVwcyWsFdM1HfSacnzJuuj6Sk5jA2f3HkxNPa2+gdfSES/XZwlkqTVN9MoGst6dZu5JlFkpTUrKgY4YpQ3V2MlKS9TgMcapc3FDR0h/OQ+88BL2uRfAkSPE3hGayUXVOZhiLSpVAhYrxWqm6xTs1gM0kYCtt7JkRqBDwpBKedX7SHu2Y5vraO0NcNtBrFlN7+0kOzQkSU1U2y5AWz+oMAAAIABJREFUXAnoW3CWDoakjqqsRaQtqExEdYqRZ6XU61p00gpNesi3XIQ7HpKvGwr1o5FB+hOEwU7W+6OYcz0lf0aEzo6GmzL252L4mpRtPZC1dk7W0tSU+dm8pdkZizMTF6TTlmTgt+VjJGvAsV1x5+sy7xxMuV6Xcm4rt3MFo20+49Jhzxefvf+37/7xzU8zX/0w8/WPv//r+1//9f2vs03pv3+beemK26BJ6bZij4zihruxRzvRPi/FMUYcO0Q7fAg8/jyr9xBkNsUY3LT2NuC0gPZgjHdDzjdvhzesxC1IIS7l02sWc+1riEOboCPbqIO7KM5WyOTidXgYEhPsdsS5bJxOG8egwCsFgEEZq1PjFAqcWg+5dfRhL9VjgHQdeJMu2mZjKjUJDW2xZjXTpCF0tJFFzSyJCK2pAqsr+ApZpsKUWNcOdTt4Nw6xI+OQb4wxOUR/PAT6esiBIdr9Q6S/nsBe7opfn0dZkJpQOJc923z+J8IV6ZzlaewMTszpw/Yff/74g88jn3z36VczP370zy//9dMvlsMDI0cO/fzD759+/cvnMzMffHJfXpg9uox+Zx3l9WXkM/Mow3ORobn0o/Poz85HXloAvpiHXFiBvFFC9LczfQo0aEJ9RkrQAge0kN+AzCahz8EIOVlTDpbfgAQscQE9169iBuRoUIaGlPSQhh7Q0m9bKH4XGvYyQ52MgIPqs8EhF+2+lx1Wsl7X8o2NaGNt6ooCsGILX9LCF7ZEt9aA+3dhaypI1XvxVVWYXeUxmwqBsjK0roVe10JvlyXIdOlKS7qlO6ddjcgtzBYZpVGE0VhQsxs2ObE9A+ThMcrwGOntS8SXnsecOUk8doTZN8BWaPEWD1fvZGpUZKMO7zRjvQ7IpKHIJXidmaiyAB1ijN3KV0rozXV4WQssbyboxYSRzrixXo5TjeiaicZmQo8K6dUi+layogFRVMGig0hjPV7VgH1OzrhtYvks0KSbdNtNvO0mzobh7J4w1I9ODzODnawPxrB/UoR2Qd01KftTIXhLxhoU5hfl5C9JTZmfzVvG5xdlpzSsyTBvzzxSkXBxD3p3J+beNuDDIszftkO31xHe251uyAXtVYUffzD10b+//eqHmS+//eXbn2e+/vH3f/77l29/nvnu15nvfp159pJErWB0WoFDh4idDsywnXZ0mDN8hj7Ywxrto5w4y+oahVQygsaW0tpOPtyCnK4DTm/CKdahqzYxcufRN2XEGUtSz+yFxpcQT2+gjpUQXbVkrRptURIE7TFOKdrpSHSa2BYNaFbiTGqsxUgymshSFUbaDLgNwKEu5Hg/a7gn1m4lKNXMNhlR2obTq2JlQkrdPnztfqCmilxdwZV2pCuMyTv2R1s08K2jvA9Os31jjJvd4P0+YngQmuyHQsNRj49FXR1K27qMlZ/EXZ+JPtkEPkG4PI29LJW1r2Te5LVnHz++/ulXD776/V/vf/nXH2dmvv995pXQRKtM/vU/f/ji25kPf/rt0uW/7E/GPFVAeW9RzJX5pJey0ZMp9PEE5Hgy+fls/OsLcG/N57w2n/LcYuB6LTIhp0WsDJ+RMmEiBXXwXQ3FZ0ZDTtYdC/W2AfIZEb8BCVrj/TrOhJzmkyIhOW1KxQxpmEEt/a4N8jmpYTc97KYHHNSAgxp20+972RE954IusX0XpW5//qY16WWb45vrqGIxUF8OHayi2o3Zsg66QsUwWTP27Uebm3J1dq5Yh0gMaLOM0KogqJ3s6nZAYqK2dYAyLa1rMHXsWNrQKMvhijYYgb5ezJsvgc8exR3qJ472c00G+GALYHDSxdpYWRtkN5AGumJH+2J6OmMddryzE1EYo6xWvMeDOq0MkxJRteNMEny3keLRxVhUeLsC9ihYdgFx0ACPO5iKhqim3YCkAmytplSWA4JK4Fklc9LO91vhSTfpbif5joc025TOVrCPOj3MDHnZfzqETz7+65S3PWjjfN7IDopZ98TgQHtm/GJcaRx1KBN4dT0cqkh4UM6OlJCChUR/IclXRHm/kBjeCE6XMCPrCcFVUefmx57Zv+2Xh19+9t1nP/0+890vMx999/v7P3/7+cxX3/z+3be//vTMSzalJd3sjenuw/V4eQ4zr6sXHD8DWAZgsQmw9MaL7In1Jsg0zNZI4NpV0WfXAe+I0tuWENdl81ZmZ2/NTbCV0E9XxJgaogzNgF0B9NjpMjEoEFIbhcQGcUx335IWASzqgPQmlkaPqtQ0gYBcX4dRdeB6HSyHmmjpwHt1XLOCKxXTRB1IUy27Q0BpPQgc3BejkvHURl51G1wtyFI6QaGO5NRjJo4w7o+Ak0N03zDj3iD54TArNB5zvz/9/T74zji4fxuSHB+7OS9tc07a+oyENamctWncjelJG9JSVvGSFiJcp6r0fvD0448vfPbvB5//++uvf5n5/Ovvfp756bvvZ1pb9ly/fvanmd8+++F3tbRpb3Ls8VW8t1aw35jP9maSjLnIcAb1cBbh7ArozQWYawWky/Mory2G3yymBoVsn5o0ZYcnTKSIlRay0oMWmt9E9ZuokybapInmM9ODGnZEExeW8/xClk/EDiu5ATXrtpIasIMhJxxxU6c7adOdtIibGnYhISd8z05+Rc5U72bJaubv2kCrKMHXV+EamvHS2hijEDVLuT2uuW53WocKp3HgbENkj4OsVcEqefreioQNG6DGltTqA0SxHHKbkvSqmPFxwvN/oZ84jngcBKMGO9QTd+nluNOHoG5rrEtLVAgIGjlXKODuq4WEIlQkIPR0s48d5jnMgN0UM+Bl241Ut5I44ubb9ahGQbIaqW4TudeCH7ZhPHpgwAZ3aRl2KdxnYssPAKJ9MeJKuHwLft8eqK6aeqAs+oSUd9ORGPDQQ72g30ud6ETudoJ3PJQ7HspENxgcQCPDjMAA+/1jmOf6i/84MWM7JDSfVBhO/r919J/1vw2hTdseEXE/bGH5ROz3O9CnxPkl6+nW+UkXNtKuFNLeK4bvbsL7NmLCxcRwKRjcAn5QTAhuIke2MKc2kcJrol6ZH3WqcNGjM2e/n/npo+++f/Dl9//+aeaXX2e++fW7H2dmvv3xl5GjzQ0CVKACLG7A00mxmLCDw9jzFyHTWYbuNCwZoe+Qw/sULJWOp91D7iqMv91MHdvNLs1GlmTwihbwW9bTbbupnZWgU0r3aql9drjHRVPLiXoj3WChKY0EpytLoWKJJaBMDmu0NJkcbG3DyqXQ6AB10IvYVDEWaZRTi3WaKCYD3CbENtXjxS1wRzskFuI1eqZQyqioJzcrEnReVGKCPCb85FHmg1HoCcJwD+Qbip3qZT3oJQZPoprWuLw56MbcjFW5Scvmxi3J5i1OZy5JY67J4q+cw53LpQzYK7742/kHH774wT8m//nb91/9NvPxP775YeaXn2ZmjBbRyCHT9zM/fvnvn2t3bdqTAAwtpL5WQD+XA3enkjz5zJ659P4s/PPLoCuLCVcXkl7PJ19cQn11A+luKy2oAyM2aNJIDM4+kzBRA2Y0YEb9FkbAygxYmWEdN6hih2TcsIQX6OD6pUyfkuHT0cMuZMqDTnfS7nnp/4nwvht53cBX7aG3lqdUbIaF1TSFAJFJQIMYNIgQrZhu1sYZdGyFhmx0kZ0DoEEdLRbgxKKEqqrErduYBxtT91ZhRR2QTkrXKqKHh4jPPcc+cohuNRBkgliNBBzqIgx3koc96Iibb5SCKhmtrR2uaSCY1Sy3iTXoZgy5CP1mYNiCHdQTHcKobnVMlw7Xa6f2djINKpxOHt1rRzsNZIskus9K7LVg7YpYh5TRVh7bXhEtr49tqaXV1yB11eCB7cBRMfumIzHgYd514+964Lud4B8IO8GJbjDQTw0P0f/UCA3a5kkx8347Jyji/k3Kutgxz1TMu7g69UYp80YRfGsz0VdIiGwh3CslRbYQgoX4x8UY30Z8sJQeKYLur8dcXxT17ALGm3Xln3z04d9mfv9oZmbm15nfv/zx0eMPPvv++x9+nhn2bjVpUs1mWKUFHK7osXHozGnK2AgwcBJ/4jzl0Fm6Qk+UH8R1VQDPbgY+2o++JeA1LCAsz0pelptYswF21lGMDWBDOWjoYHRaOP2dzG4PqFEBXg+tu5tusWKMJrbZwpdIwcbGGIUMlkoI7W1AtzfhmTOUoW6ix0jss4N97pihQdzAIF0iw1k0oE7OU8k4Mi1RZYaahfTqBorGyrT0s5V2WpeV5D/OfjBKmRxCfcOMe0PE6UE4PIhMD+LfHyFOPUXv03MXz6Gvzclck8UvSGMVZHGXZ/OXpDFXZjCWZVFzkrAu7ebP/vrcg4/OPvz79Y+///sXP8/86+eZf8/8/sPMzHMvH1VbDn790z8vXry4PpPdnkMcW0o7mw+NziEOJYMj+XHmfJozG/fyIvjaUujKPPylPPLllYznVkS/W0+esqBBM3nCQPAboFmBQQstZKUHrMygjRW0sSJ6XkDJCsq4EXl8SMa920GfVDGmrLwpD3rPS7/fxbjnpU950FmEszKvuNP0++mNu5gN2ylOeYJbxzSrKQphbON+oLU+SiaELDpub1ey00VVqgGNEiMRk9tauVu3QpsLKfUHEvbXkGVSpkaCuK20o4e4Z59JGRlga2UUaQsiPEA1y/EODeRQgXYlJGkCVFKy0cS2e1JsSqjPRu8zkfr1UUctmEPaqCPy2HMW+gk33KONcqgAlwmjVQAKaZRFi6g6iE4lrt9G7DZHu9QYr4ataoCUB0jqpti2BtKBekJzEyjaF3NYhF63JfrdrNs2wm03+Y6HcrcTnPBCE92grxcO9FNDg7TgIOcJQoHp7J8LoUnWcFdAi4i4U+L4v0k4F1oyD29A/SvRGxsItzaTg1vAe9vh+2WUyBZcuAQ7VYq/XxQ1sQnj34qGSsCHhdjwqtjL+dgLBfyPXrn8zcxPod+/+ds/vvrt218//+nHL2dmPvvki766BM8B9rA2ud/GGuxGB/soh0dpY/3QoJjvEMY45UTdQY5lJ++pPYy7ewn/qAEtZdRNqYS1eXM3Lopv3UHwyPAmJbqnGuoQkex21sAAZ2iQ4bJjxgfZY70shx6nUpEMeqq0g9JYD0hFFLmEqJTFjo8knzgcNeAhevSMXgerpzO2vx8YGqIZdTSbhqhTUqVypF2BlZqgDjXaKiLoLZBzJE7rZvU6wOApzsMx8AnCR+PI9AD7wRjw0TFy5Cn0uANcnQWvmZu5Y07iSj5tZWpcYV7W+vTElQmsglRGVjI46tz+8YNjjz9++rMf7nz64yeffP/91zMzX37/w1e/z0w+vtGi2vPWu6/U79y6kYd1rGCNFaCnckg9GfgjafTDc/mKPNiWR3p9IfXGEuRKLvZSHvnyas6xRcDlWvwDB9NvJE3oiEET8kRg2PZHDPotjLCBF9RwQnJeWBYXkLB9MlbEyH3kToq4qbNJOBuDISccdiERNzXggK92ZzibmcIqVFhFGDTwerWQS0vscbPkomi5gCBuxqk74NG+zMHueLMOp9fAZnOCQpVWupVQspUoFqdLJHytiiMTET0O9kAfd7Cfo1EQ6quA5hq0ZhfaVIGV1JPVzRSbDDVJSR4b0+3mdPbEd7nQ0X5unwv2GjBDRsKICjMmxjyjhk/Y+IdtbIsQMEgAj41i1JE7xJj2VmyPJarbSLJ0EF0KZNTF6TEi1g5YXgu2N8S0tRE1Gratg3a8g3HNFOdzsO7YKXc8lAkv5O+h+vuQP/gNo6GRPzfCTnFTqI1+T8p5KIh/LGI+WxP/7GrQtwLn20wMFJGDW8BAKThRRJgoxIa2Eh+Vw9OlmMAWfGAHHNpKvl8U+/4m7OQS7JVc7M2Gln9M3/hs5ovPf/v6g3/9/d7P//rHzNfhNy+c3oA/Ukg4VE4dOEAd13EHTKxuI1fdSj64IKN8EWXLMtLafP76OakVufHCBQz1QlrZCs66TMbm7IRdy2mSWkgrxxsdzFYF2i4FtCaSy0vv62M5LPgBD81rQrUCjEgQJW6PlospknaSQgzp5KBJQxrs4Y72xHSbqaoWuqIN1imj9XrAaiKbtXHy9lizieT0Mg1OvmswY/jEnO5Brrc70T0Wp/ey+l1g6DT30Tg0OYT6hmnTg4TQIPF+H+/hGPDgGHbqNPzmGLV6HbIwnbc7I2VdKn95ZsKKzJSVCQkr4uPnJ8Yn8BkDuuJHE/2h0ND7n7/29cwnX/743Zff//DPH7776vffH38zVSUoqd2/dU08oz0L6V1MHczBn87ED+WST87lDM+hK3MofQvgtxdRrxVQruRgLuWRL65ijS8AXq8n3nOwJ/UEn5Y4m4RPEM7GYMDKDOnZET0vouL5O1i+DlZEy3vkSHrsTXmyJ4y4qUEH9OTSbwXfdSf2iJm6ZlRRh+lVw24pps8Ijw+y+ztZo71peim1pQYwyBG7HjUqCQopajAmW+3zDrZym9u4JmuWyZSo19AMWsTt5FrNqFEPCVqjayqBxmrG3m1oZQmhfR9N2YS61VyPntHjZNvMiNkMdw0wvP1Mu4duMCB2HWPYkjQkYxn2ANr9rO6ONIeQ6ZTTBlzxLhtbpSS3CbEOFeBSEU1CkkdF7zczunSIWQh3VBE1ElCtpFmM8W4F+7CA+o6ef8dMv2uHJ7tgXw81OICGh+iRYUZ4lB4ZY0wfYj1BKNQ/9QSh0njqT4GwX9pxr405rWC/38aLtNHG9nJeWkvzbSBOFVOCxRRfCXi7GLxRSL5ZTJjYSgxsJ02VEafK4cgeMLAdFymNvleE9a/G3VyMv5AZd1tf9+W9izMz//jrvz/9bOaLX7+595ZNeGcD5b0S6subiSNrgPFycOQAq7uJ3V4IdO2kH+3gd4vZkr2c1m2pe9aiq/OxKxeyViycs35uYmE6KCjhOToSVXKKwUnvMIJSbYxcTVCoQIMWlQmjTCqiUUKSHogWHIxqqgGUIopJxTTKaUYFbFSADgOtW4+3SmnCaqr4IEMtparleKMKMSv41fsAhSba4UXURobBwekdY3sHUJuT7xzh6TqZfU5K6DT30SFwcgiZHEKnB/H+XsIHQ/wPx3G+MSB0gnLvLNfZQsuMJ6xJTVyRn5o7lz0ngbQsDt6SFr86mZ/KgERbUz71jf39o1O3JsY//cr/zW//+uKbL77/9Zuvfv3xs18/PKjYkcLE1mfG9y+JG8yKPTkPPpsVe2IBdGQh05NOcWVTnllCe2sB5eoi7JUs7Bv58MtL0cNLgLdbkYid6dPigzryhJY8oYd8RiRgRsM2RsjODjs4ESd3FmFQyZ0UM4Ny9gNL0iN3yn1X3KSFFLCDs11o0AH5bZSgAwq7kHtW6G0Ta1hCd0mZ6sYor4JoE8UMWnm9duyoFz3cm2yWw637AVkrQSujyIWxbS1oQxMiVydL1QlKPc9gZttsdJuZMtif0tUZbzUxLCaaXgOrZDRpe/yBvbyaMoawhiutR3VtsF6It6lhowqyWzi2Lkimx6nMbL01UyaZI29OVVbHt2wmVa1i165ntW9lq2vjNE1smzrBZUtqF+B1rQSvFvbqSX0mplXE1DUxtU2IqhGjFlMlIqS9hSKrwXTXYN9QsW7oqBN22NcL+/uQ4AD6JAOnxpn3DrNDQ9wnCNuNz/25EHbLlCERJ6RlfdDG9rUiPbuZr63h3i2iTa7DBIpA31b6jRL0ShF8tQS6XkK4XowLlFEeVFKnKsih3dGhHdF3i6JvrsO/uwqMFCBvrGBcqt/gP9n/yfTdmZ8/m7l19mJZ9vQacmQ93leIeW8r+UIp3LcMOLaHfF4WN6kA7juBO3rgHQlwQ0d9WUNV7MGuyo9el5e9OjtxbSYs2ZHgaWG7FbDZgTYacDoTVaGgC1tYohZGy4FYqw71WBgWJSRvRdpqMYp2slFOM8kQrYisbCNaFHSnhKhrISla6QZFirKDIxPDNh3HpqILpbDaSHV6GCYbxeaCuwfZ9i6m0cm2DbLVLlqvgxw8xXmCcGoAFxxAPhpgfDBCvTMG+I7gHj7N+Esvc2UBbSGfv3hufF4OedUcQDgfccznylKQWh65eWXcxDnjNx89NRU6+uHf3vny60effv7gX998+MV3//rs1w86jFWZaJR+QcaZJbyTGdHnFjFeyYo9N588UICYsvCnc9G3ClgXcqOuLYy6mo17az717ALoxKrY6zLOpInq0xLDOmhCS76rAycN8B95aGdHnNwpFy9k4gbUrEkpMyjj3tclPLQmT9v4QTPTZyWHnPB0J23Kg4acsN9GmQ3Dj+3UKzrqMSVjxBhnFeB71bBJgHdreCe6yaf7mT16UN4ICOuitVKqy5Zo0tPbWvi792DaxEy5nq02o1ozvqcX6esm9vZxzWaa2cS0WOhGI6jVQB0CettBXvU2uqCaI9wPKhtJ6ha8QQxKmvFyEdVlBXVaqkqbKhTm7tiaULyMvXsJd8981pYFCYW5rNI8WuUKds16Wvtell6SImqhGdvQTjXDISe6lTR5HVlWjSrrYWUDrmkftukApbYKK6yI7ashvaXiXFVQfE6qrxeerYk+cKIP9A8iwVFa5BDjT43QKlPeEbP8RuZHAravnerezrywIu7mRvqtlUCoBPbvYF8ppL2ylnRpI+lqKXi7DLxTQrpXiYT3YEN7gFB5zLXi6DfW4t5YRw0vAT4t5NxYldq/fF5n5e5nxAeu1q8LFPM+2oT8tQh3byMQLgQiu2iXiwlX6slvtkc/FjLut+M/bMd+1Ii7VwcEpPCJxtTCVMq23MxVOcnLcpm1mxjyEmBEQujysOpMZKkUFrawaitYNeW02opYl5k11BPX5UCN0gR5K1XeTFK24bUioqwRK67DuFSJXUqqrhVnVjKthpT6anxdVbTdwHTqKXIzQ6bhmq3s7l7y2BhtZGSOycFXmInmPobSQe2xk4KnWP9XhOi0h3C/h+47EnV3PDY4Trz1HK/xwOJVzITlKazVc2JFywivbUu+sZL3QgrhXBZam8to2cB98VDD3x4//emnVx4+vvno8Z0v/h7+/F9fPPxXsElStiaFqkxhP7+Q9WIe4XhK7OvZ0edz8e4Cgi4Pe3E+6+4i5otZwLVFwPVs/NsL0KfySac3EO5oEu7oEb+OdM+A+PTgpAGeNMCzYRiwMmfDMGzm3VXQ7nRQp9T8DyxpDyyJAQPztg7x2ygRN/V+F+N+FyPsQgJ2MGAHgw7ocyd6VQ09o+Oc8qR7ldCwmW1oJ6mF9CPOqOeGmP0GUNeKkTbiJO0UrZouFOEFgrR91bBCn2j2JFm8qKeXcvIMd2yUYLODCgXOZuVYrQyVOkYiiWptwsnFCe11KdKD8U3lmPZ9gKQ+StVCatwXc3AfTt0EdOr5CmHahhXgwnRK2ZKc6qXztiRwV2Rydyyfu31hevmCxKpl8eXLoQPbaRphuk1KNgmoggq8tJrcVgHI62OlNcTmHcT9ZdGCZqa4hW1uYx8XcK/pk96Vk0OdjMkeaKIbvN1Nec9LuNVFvNtL8Q3BoTHa/y1Clen0/yjC/+7jv/1awc0O/mMh/WNxwrutyeOF7OuFyHtFGF8JeGcdECjnPr2JM1xAfmsL8l4p8d0t0FtbmJM7mOHtxHBFTPgA/uZezJXNMbc2UEJrgeB6sm8VHCyhvVhI7FuNf7mEOV0I3Vmdf30HbaoKf6OUcGQ95ukt2JtVlCu1xIcS4Ep9VKgdfL8GeFgFXBOm7FtMWZIFz89Oa92MPy7GNK2OKcqN66ih9dvwDiW/oZna0Mzfs59VUQXXN8QqO2J7jNCgnqY1MKQKuK4OELSCFm1iTTnQVhfj1HIG9HM6apEuZ5pEAdjdPL0id9saQNtGH+jHma2A3U012JgdSlCuJpstYE8Pq3c0XuWl6R3Yd0/RQ8OEh+N8Xz/j3iAYGoIi/XCkF450Q5EeMDJAnhojTR8lbiphxLOwB5PRqzugqUbMO4uBd1Px5xfGnMvBi9KiKrjYkZ3Fj1478c1fr//zr3c//mzq/oOLn38zJWjdu4lNHFmY8FoO8toc7Pkc4ovzqIcWgda8qIHcmDcXojdzoAsZuPNLofMLkONLeJpc4FQVxq8mfKBHAlrShJs0oSNO6kmTRqLfTA5aKREHHHHDUx4k4mIGbQyfieXTc3x6rk/P9Ru4AQN70oH4nNSAmxr20iNd9FAnGvBAk07yAzPxmo59UoaesMH96liPBNW0cVsa0HET/FQf1SwFTHJ+cz1TqooXKlO37Y3b3YC1dqaaDeQBF+lwN3GkE/v0cb7LhdM4SLZOnk7D0MtgVXuUSwcZO5COerChnNO4O66miFu9jndwQ1LdWt7BDRxF+ZzGynzhgexlc5grM6Fdq7NWZWStzmNsWJC9LoNVujC+bHHc7mX82vUpNWtSqpYl1K1OtzTnOcTk1jqgoZkk6cDrWmIVjVBZFaBSwGoRqBLC8mbCYBv8toR5R4XectFDPaivE5pwkya7yP5eiq+H6OsjBQfJ/mHOo+OYc33FHfqnxYazctshgfmk1PQ/O5j57xA6OxpuKxLfl3M+Uqa82ZYwtJF+t4TuLyFMlIB3NsXe2sk4upo6UEB4sxS6uYXwThl0eQv99g5aaCchWBHjq8VdLY99c1PMexvBYDEwuRGaXIOECsHLpdCRQupfijm+IvrdTUmvbCO+tot8uSz91LqEi9uZ/mb8VRnwSBwbEYHBBuyDKuADAWtke/yGdGhNXsKqLPjpVs5tKfFULVW0jb9zNUlWh9qVFKUSq5DBrS0UUTtZIcPrlDE2DdnQQbZY4nVqtqiVImyiSJrIdbsAnYjo1tEcYsAgwPZ7EsxWjMOLdoiZ+3ZgLYrEI2O8sZFEhZzY1IJRqtkKFUOrQVwOTucAR9/H1tpi3z5ODQ7h741wAoOs+0PQLMJwDxTyUsLdlMgA+d4hyoMTFEVr4sa5ZGUm+k4JOVCNvbqceC2X8fIy8OkcUudqnnZhvDrklCg0AAAgAElEQVSd3TafJSnJGlFWv/rUwPtvn73z2pmWXesrMtDR1UkvLmO+vAh8Zh7x1Hx0IIfYm4c9vRB6fR58NRd8K5/0ykL8C4uQ8cVMXR7wl4PEgIY4LSeE9JT3bFifgewzkH0m0izCoAMKu6CIG/5/QOh3oUEPGvbSw17aLEK/GwxpMNf1vKdU3KdczGE93iNB5Q3MA1Vkpxg400fvMhBNcv7BWthoTVZbkzdtjyk/QG6XoEY9cqiPeWqEenIMOnWcYbMDKjNdqkKNOl6PI6HXxuyxcBrLgYrN0fLaBFVtqmh7Qv1adtVS2vZcwta5mIqlYNn6lMUZ0Ssy0zbOT12VHbc+L3dTAXvFXG5xfsK2xck7lybuWZGwf03yvhUJewv4lUsS6jfR7QJQLyY1tcIdIpKqIVbfzDCZU3UamrQFr2gH1e2UgVboipTl1zNuudDZvyn7Oin+HjDYDwX7KcFBMDwM/qkR2kUNd3Vz7qs47+tSLnUk9K6j+otZ4Y3EOyWUu6WEN7chPQX4gSXEK1uRG6W4KzuhS6XwrV3U4B5SYB/mvaqYyzuA1wtj3tsM3SmJubmB4l8Dhdbjbm6nninjjqxFX95If7w+6Vop7UIR85l1mYb5yLkK9IEIPyUFHrRFfdQB3q8H7tXEvNucWTmXuSCes3pOnLgICCvZj/fjAu3IcypGazF8YBNf00T0WACvFePUEbxm0G3Ca+SAVIxvOUhqqcfLWqkaEVMvYqpaSMrm6CE7s0tH6hQDAwaySwdJpIBSS2lrYzTXxYkak/TSmB5XXIeA1HAAJxDQ2ttgrYrltCZYO6n2sUS1JfqNI1BomBAeYASH2PeHoOAgGO6Dgl2UYCc56CVFBsj3D4OPTkGvDc/TbmX0FTAursZdL4l5ezHpjRz6c/n4Ezlky2LUvSTu8Hy+Jx9S5OLas8F92YziRHpRGqs4FRYuYg+t5JycR3w2j3BmLqlnPtWdhj0+F3qtgHkxj/zmfOLVpeTX86OfX4r254PuZdFvy+khHTEkxU6b0RvmGJ+R4jNS/GZywEKZnbKEnGDYBUVc9P9E6DfwniAMuGlhLz3spYc60aCHGuyEQ17knoFyw5R0VEQbVhE6JYCtFZTUoAerwB4NdtBGdqjIXnOGuJVucvA9gylCDdQmjWtsJZv06NEh/ulD7OdOc48eo9ncQGUtoaqG4LDMGe/L6ragZhnUsodsEy9/yrXuiHq5oyZDURIvL0oWbEyqXsEsX0rdXJBYkI6uzlqwJid3SVrCisyUFXOhZVnU4vyk4nlx2wviK1Ym7l0Rv29Fwr4ViXsL4iuW01ytqFfOELSgsg5UVUtoL8MbxQl6LVPciJW3UbRCaLAdvKrkhM2cWy7kv35vDgf74PAgEhmCIyPI1Cj8p0bYqRTeNWX55PRpU9JldUrXBurtTYzgWsJ7xaBvF/LqVop7MebQauT6DtqNUsw75dCFrZQbu6DQXoq/Cv/OnuhXtgIXN0ffKATf2xB7YxUpshqcXh11Zzt0bAdXvgLvKaS8tJj1xlpGYG3CRMkCx2ryM81QuIP4fmvsIzHmww7cpx2E+wJa73Z+QRpneW5GaRb9VSlwv5nycAvp/YMkvw74iwCWb6YdLOP1GIAhM2HYCI7b0S4jVioEWtoIdY1oYyVB2cyS1MGSOqLqIM4tIz7Vxz/WiYwosKMG2CTBClpwzY288p388jJ+7Z74Hgvq0FJVUlAipkilVLM5zm7li9pjNRaC+0iqyhz1xhFoaowc7KMFh9hT/eTAACXUC4a6wWAnOdRFjgyQp8fJD05Q3h5O9GwlDCyCn8qPurws+uoy5N3FjIuLiM8s53ekRZtT8M/PpT+3kHJ0EaE7m6zIhLctTt6YTKlKJZrmgmO5lLP50AsLqH9ZQDfmQd1phHNZ6Nvzma/Pp1xchH9nKf7awqhnVzJd2TFHt4E+CzdiJNxTg9Nm9LY11m8C/SbQbyb7LH+MWMIuKOyB/0BoZvwXQm7AyAkaWf+JMOihBtxIyItEutGHVsZ1Q3JPPd7RDDjbAVsTWbQXPFhJ6jORTB2ATkTsd+aqZWyzlTl6InX4RLzaGKfS0i0m2uhA3NMn0s6cThsaZZld+IamxP37aUpJfLc90akFFc14WV3csGnPOcfqY9L5zvJ4xTqabA1bvCGpfhV/5yLa8iykaEnGkrTMpZlZq/Mzl2XxNiyMW5sbVzgvadNcztbF/PKVCbuW8ipXJNasTq9YkrSrgGOqJPa0geIaUNQMymsojeujFZWIQgarhKBGTFW0EIeF8A0NN2Rm3PVSw720/0Q4NYxMjVL/7Ai7NLJbxiyfkjZtT37DPMe1EbqyDgkXobeLYP8e9IUtRO8ywlObWZO7GHfKYq/uBV/fQbyxixyuBP37yG/tinqlGLhciL1RCPrWYHyr4Idr0IerY25vp4xUMFq3kXQHGYrdkHkL7tQSyttrM/qXY184iAtKyA/U7GA7/k5zjK8dd+kgXFOAyZlDX5XLUqyn39dGh2uJD6spH7eRIlVApAU4XIXduSbR0UFwimBbC+SVUJ0yslwQIxRQm1p5wv0MkzC1rYIsrMRY26EuBWXMShm14sZltAFVbLeFYNLxDtQkblqPFG3AyMUJo06GSRpt0RLlUoxWSx4cTLXZUKUiRmHAOA8la6wxV06g9w9DwT6af4AZ6iH4+8mhXjDcA4W7wHA3JdxPiowSp44QXvHSOouA/qXU0WzM+bzoq8vJV5eT31kUMz6P2hwPeDLIb8xnX1oAni8gPzUPGpzPKs6mHMgBuxexnlrAfGEx5+wSzmA22ZuFN2aRD+VQz6fDl7PgNwuoF5biLy+KubMUd2wVzZoBvNbADVnpYQP2sZnu10J+J95npPhN4KSZ7LeCQQcUciNhDxzpRCIuetBO85kZPj3Lb+AGjLyAkRMysf87hGEDfEUb31kd6xUCh0zkPimtbRemdjtgkAH6DqxdxXUaUkStFJslbvxouncQ1BrAvr4kg4HicjCOH83r7k3Rm1hSFbX+YGJtLbupnmpVs50aqqg22tie0aMpPaVZclq2+PDBuZ1bE5QrGYLl7MbVibWrkkuW0oqXpSxIZ8xNQ+dnQwVzSRsXpq7NTCtZmLoxj1u6KG7XsoTtizl7lsZVrUjZtTBu7/IEdwXxrJTubkTb90cJK7DCUpKuhtrajLGquSY5p6MBMypGbul5Pj3s66EFupBAFxLogvw9YGgAnk3CP3s76pBJrmvmRPSc+/bkt6xz3Ftor6wBfTu4k0XUyV3Uc8XEgbXwS6X80HZasAxzvZLybjn59i7S9F4wXAm+XRb9WjHwdjH+vU2UqQ3EyAbWo/Wsx+uxN7cTh2pRVQfL05vq6uSKHay6KnLTSlC2BHinEfxIjNxthS/VQs9VUI7sJFiLsVsX4Ary6VtyYl9oSrjfCAYP4ENC4LGYGC6O/mAfcElM2rwC1hxEpfvRpjKSdD/VKEQNEkTbwRY1cg7sAJWNibVbMeJ9FLeM06uhd6mwPeroYTllxBI75CF1CIgVu3FNjRRhW1RvF9vSDhiFgMdIVikAbxdjdCxJJgccDkhlwpkGeTo75toZ5v3DUHiAMdFL83uxvj7SLMLZwUy4nxQaxofGsa91sodKo8c3x/Xlg8/MxVxegX91GXA5D3h+Y7IiB9+ZiZxLgl7Mwl9aRX9uAbUnC7ItpD63Pvndtcnn82hHshF7DtSRGStfSOrJID6TRz+fDr42h/jmUvTiMtKrC6JvLif1LCa55gNXOxL8enxEH/3QxJhQkQMO3ISJMmkGfRaK3woGnFDIjUQ6kSkvNeJCZxH6DexZhEETN2RiT9hhvwsNddKetKMhLxLuooZN0DvGhO762GE15i99nMM6lnRvjKgG77KQHHq225hukLMba2NUEm6XO8NqAz1u2onjOUolsV2AtdiS2kTUqnpSYxurqg7cX43s3YlVtNKtcrqwJqpTk9NvWudtzu2uy+qvzOzckqhdzhAuYTYs4e1ZyN6xml6xObtyV/LeikSdvkAsSC9Io27Mztmcn7xhLq9oHmfbIu6OAm7Fsvh9K1MqliTtW5V4uIZy18B9WZfkkSD6FkRTy1A3kBvqoixKnkXJkzbixjqotwwcnx709yF+LzyL0NdNCfSB4UEoNAQFBkh/aoRWqfRdZfojU9w9I++qI3usLv3sesrrpWi4kHZ3G/jsZtzYJvqFLfFTW6B7ZZjb+yh3qsCJnYT7eyhTFdDVbZjLJbHXiom315N9G3ETm5iB9Yz7m8lXtsUO1BA7nfzxMylnhpOcx1KEBp54P3W4Hg4pmOFG6slSyuhmrmENT7A6bu8i6tYC9q7VyaqNyB1h/HQtEqoHwm3AnRr8/Urw42byc01QyTpyez3YXIXuK4MaK1F5C80gQk3tNGkVpWE3KqzhV2yObtyJl9WSbGJqn446aID6lIR+A6QRgOXbovdXAiNj6KFR8oAbGtVxHGKSRUa06sETx3KPHZsrEgEdoiiDg6Ly0owu/M1nONPjlOlh9u0uZBZhsIcS6gZDXkqoixzuJ4VHCJHD+Ned9MMlwKESrnMRcjyfdH4j5dmN+NeWko8vhmU5mJ4F/GfSOafmgGcWwMNpWGcG6eIy9O1F0Ktzoo9n4LoXcpQLOZJ8xDQfeiaD/HwW5cVM8stzSZcWQZeWQBcKCBcX4a3zYo5uod9WxE9qgPvm2IieGtSjARvGZ4F8FshvBQM2aBbhfyXhLEL6fyHkBM3ssJl11wZNOpDZ6WjYSwt7acFOONgJ37PDN+xJ/Y2xYzrMCwOMcS2srcN4dfyRfq5FzTWqEjUyeks9vmk/Uy2a47bMGfAmDfbMkXaA9QewAgm7sh4s2RnVIOCbXEmNLcjubdHN+0BzB0fRjHep+S51qqEmX1oar97ANq/j6JezFct5TUv45bmMlXNiyjdmqjW5516t+Oo318W3S9cvgLfMy1ibHbdhLm/9XEbRPMbOZfyKlYmVK1KrVmZsL6CfqcdHZMRbxvjnvSn9lkSrlK8SEZoaYqXNFKOMrRcjYx3we3r2lB319YJ+Lzzbjv4nQn8/8U+N0K3WvCtPe6zjBRW0O968Z+VLT28Ej62OmSpkvldCfGYj5mgh6/WS+KnN5Edl2DuVJF815NuFf7CLfL8culGKu1KCfa+EfHsd4e01wJUNyNXVcKSI8uaWqP69UYMe1pGT9DFvikVF7N4LXCrHhkTgzUbgVDnBWD1PkETdxEA2zkkrSGAsS6FWLk8YKU+8WAo8aiVN1QKfCpMvFZGm2mLf18GOItyuYs6BWqDpIFpXzWqoZ7c3IvJGor6BpCiPbShnCGr59TshSS27tQKnOki0SyjaRsAhjlUeACs20StLk+RS+PQz5GNjsV4tbVCWoKzGaJuJLiPX40x02OK0arpKhti8qNQJmdyEm89wIqOkeyOcW1440IXz9ZEC3eSAlxzwkIJeUrifNDVGuneM5B9IfH5H9MkdcZbF6NBcwun1lMF1uJML4TPLEElWjHte3KmMpCMZ9NG5YE86YWRV4o0V5HcWRJ/LAEbnk2R5aFU8XpMCn8hhv54FP5+KeWEu+dVFyPl5pMsFyBvLqc/nY/R50a/UZ0yq4/1a4AMnMaCGHzp4QTs2YEMCNiRgg/x2KOCEgi445IaCnfD/gjBo4oYsnCcI/S4k1EmLdNEjXfRgJ+x3g34T9oY9YagNe9SCPT9EG1bgdfXRhz3pNgu5oxVWCDkqCSJopDTs5gprMiyKHIuKJW+HZWKGQMxRaOc0ivhbdse0SBLMXma7GBa38mWNcbp2lrAWsMjB8e6stl3ZB9aw25dQFYsRYQ6xKYtcl0cvz6GVLGBtXMCrayBffm/XP2banzqfvH0DvDod3ZiXVLwgaUMua3MebecyfvnyxJ2L4iqWplZvjHtbwXrYEf2eBHzeyXWqEXk7KJPEClrJDXsBjYjm0vJGROANLeOxlzXZQwl0IaEeNNSD+HvAQB8YGYL/f4BQLxPdVsfdM/HvytNvmjIeKTNP1yGOlfx31wOvb+ENbGa8uJ40WUq5UUZ7vD3evwW6uZsVKQI+qCa9254wtBK4s4k8uSbqTiXzZgl8bWNMsAh7t4R0ugxxtic4NKnWZlBYSRsqibq6K2aqg/PaAdbJUvq5HYmH1yHLuGkrE5NXpiasTIpblxi/KyteuIZv38EJNMGReuzjuuipSsyUKPWpBvb+QsDoiutoYzRWg+ImblsNQ1LPktTBiiaKohFvEMOqVqKqmWAUIbKDpNZasrCF3VjPbiyP1rbFmxSMU8cZ585Bx8cRqwKjbY1SC2McGsiupDjVSJeJ7TCyVDKkuRljNxCtZq6mDRN+NjN4iDR5iBIYQqZcMaEe5EkFu+FgNxzoggJd0LvjrO4q4Foh2rWaKpmPe7ee4t4NuHP55kU0cw67ax73TBb56TTYOJ9tKyAHl0ZdyiM/m0Xqz0DU2YzmLJowHepJp/4lm3U2h3g+G3p5LvLyEvjVxbHvLMS/tozpyQaNy0m32vn3JLh7BmjSDIdMuLAZ73MwgmZK2ApFHEjIgfjtkM8Jh7ro033saQ8z7GT4LYxJI9NnYgWsrJCdHXawwm404qFNddKnvYxpL2Oqkx7x0MJu9IGLcLMX9QpQRQPSYyB1S2Ms+ymOA6hMRLRbkvbXEttEyTVN8euKYjuU87SGgup9lKZGpsmW39BKl6q4zQJ8cyvw7NOLD7+8z+aJ77ETbQZcfUO0qIVmrY++1ZtwVrR832pwx3JOc0F+fVpWWUZicQ5StZi6IYVeuYNuH1j17Q+fTIbLa4rA9fGxO+bkl+UsXpecUpgTv30Zr3QZumsNr2J9xpZFaWU56It1aFhIeraG3tuW6lZSlW34g3VJggriwf0ksZCjbaGNNsLXzYlTA8mBYXakjx7upc2uV7iXGulDI/1IuA/29zIeH44521v0x6tMjsOC//kD3P8dQota4jMmPrbFh7XZk7bsv+qzX2hj9mxOurE55vUtvL6NtPMbKb6t4PVt1Adbeb4S8t2t1A9KYv+6H7lQyRpaDNxeSw6tjJkogx6s44RXkP+2Af1wI+PsUrxxZZStBDdahLl2kDwtYvvbaG9VE17dhr+0LWF4S+b6VGxBGisvkzpvMXvRqpT8XFZBHKYmD99Txpuoxvj2A6G66FAj9cW9FO9urLGNotKAShFX0spSCeIVzXGqZp5wP1ndQtW1wUYJXd5IlB/E2WVsg5DZuI94YD+1vpa5f0eUsJZllDCPj1KfPkk4NEAxy/EOLWpWUW0qVN4cJT0IONRIp4Vj0jNlcthlBg0apuwAcPdEwuQI7vYIKTBCfdRL9HvBWXXBbvj/XNc+9L3jccfasE9viHWvRl0rGXfr6af3Aa5sjmkxR5WD9uezjmXC3elkzzzayUXQ1WW4F7MJp7LA7ixUmcVsyaZL5iC9c6hnM+hnc4gvZYGzCC8s+gOhMwfsLuaElXMeKUjTevC2njypjQ4a8RM2RsgChq1Q2A4H7XDAAftdSKiLPtXLutfJiLiYQRsrYOEELJygjR20MYJ22n+HMGDA3OhmDCl46iaaV0/wiAH1nihXM9WgpnZ7M1raqY1trIo6tGg7pl2aLuhIFbTzy/fgG9s49a30ulZQoWMbLazjJxe+dF3cN5DvMUA6GbatHaeWMW1NsW+749725MjKoR2Lqfsyk6tTE3fk8TflczZnsZeko0VlpLGXjJ/8+unU38er9vPyktFVeRlL41lli1LLFvKLcrg7Fs7fvnj1htx5a/MzHWXou+LUCzVs8QJ81UpY28iySJnCFoauidlYTW6oJ0vqiIdakDvO5OnBhMkBarCb+sd09Ml69SNTA9RAH/Px4ZhzfX+8Tyi1H2o3nZDrT/wpEBrl7RMa7kMTK6RKu2NJ+VCTdl5E7yuMu11CuFTM966BX9kM+bdBV0vhSBF9spg0XQp/sZPySTX3XAn9yHLK5Ebq4w2ke1uRQCl4uzg2XIYLbMM8uwHo2wacbSTfbWfcrwCmKwlvbI09uwm4sB54fS3Js4K9Ih3alIWuyIbnz4Wz8+jZeewlC5g71nPbdiXer44O1UVPtlJeb0YH9+BcteR+Q5xeTlALWBohVy3gGYSJuvb4pnKcppluEDAsMr62jSauwauaYGUTeqCCWLMXPlDL2bElqqKU3FaF77fHnhrDDHdR9DKy3ZzYfgCnE8GqVryqNbrTSOuycw0aWKOGB9xco4apPAhMnowLjhNvD1N8Q8gHA5RIHxrupT6JwdmlDfUgd47xLzs5Y7tw9jXMwWWsG2WkSzvwnTnsjnxuRzZxOJfal81Q5oBH5yHvzIPPL4VOZxLGs2FnNr0ji9mayVBl0fsz0KfS4GdyCC9lwi9nU18t+APh+WUsSw5ZtTD2WhMrIsRO68EJE+TTYSY0Mde0lLAVCluhkA0K2uGgEwl60FAXPdLDvNfFnOpkhl3skIMbtHMCdpbfRvfZ4LCHGulEp7y06S76dBd9ykuLdKJhD9WnJlz3MMe1Scom1GukdKmwskqgW0F32/gyCVjbEKsyp8qNGeW1pGYxz+ycZ7TmSZQpjSL+vibqjhqstSvH5EyQq0DX8GZJR7zkAEHaFKtRw2471yXAvWJLvOWOHRVS6tdRd+ZxduVzty3hbFucvDklZctaelkV4cLdN//6y4df/fZXR9fm1Uty8/OhJQlpm/PSivL5RdkpW7Lnb5wzZ8siWlMF7aoMfkeY5dqYsZROyeUQ6ov55vY4uYBkFcY115LranHimthjQupkZ/LUIHdigBzoQp4gnL11RvqRe0O0YD/r/SOxswgFprNS+6E243GZ7v+7wP+dCK0KQUDPe2Rm3jOk++ypf9OlXFawhrfETZRSLhTyXMvBC8Wofyvy7hYosBGZLCaGtpA+2EEKljMPrYBOrmPfKKJNF5GntqLv72VH9tJCu8nvFQKvFQIXanC+NtpHtfCFfcjVUvjGWsLNUtJkJXxrG+VSMeMvO+d4duO7d1CGSmlHSvhntiSfKY0b20zuXgN8cgD7oIl0rR3t3g30tNGGdAkWEdGlIEjqyeoWVNYAGwQ8ozC+rixKVocqDtBVLWyTKE60n9hcHtO+n9JYCdVVolV76TU1nJo9nNqy2G49/ulxpMtKkrSTmprJzbWgsp0mb8FLDwIuHdRjYxtVkEnP7LPwdDKqtgUIPh334CR8ZwS+0w8/6CVO9dP+F4ezCG+PsCbGkkYFVPkypC8Xvroed30DqTeXUZFBV2cSeudC6rkM7ULmKwupN3JIzxYwhjNJ3TlUdTajJYPZksHUZzMHs9CTqeRnckgvZkCvZlNfWwxfWoR9exH+heVMQza5ORV4bS95ohGY0kF+KzVsJvr12Bt6KGKDZxEGbFDIRQ110sLdjHA3434Pc9rLiHhYIScn5OSEnKygkx5wwEEPNdSJhr1/bAhnD80EPdQpI/OqkzWiihfXUbxWaNhJVzXEjjrjujxJcgUkU6OWrjkmb1abglnXRm4UI3tr8C1S/p4DYHkDpVnJ7zv8fzB3l1FuJHiC4GU7M8VSKBQRYmZIKVPJjKJkZmZmZiYno5mhjOXqclV1F9llxgRhpu1yu6Zn9hZvbmdv5ubdzm7tB1V7+vVuv3fzdu+u3vt/CH3ID/Eif/pThCJsZlnVN8oobeAX51Pq8wjtFeixIWB6lNxXjjreRj2YRm0vi9YaBOVGepwvMVaNydQhuXJaTQE0MKb+d//xb//h5//99cMHTaXKUDE9zBMVq1YGilnhGl60Dz9cQSoMRx9vBe+tUt92Y06nsPM0nlq+RM1jJHhz61JZbWW4oVp6QwW5rpbYW0O42EZ9OcuyrcHWE7/0hPYV0LoEuKoYF0JXJnSVoy6Ev6JMONbesNfH+HEQeTck2x7j/1Uv934fcyue8ToR+NLAnQwkfJ0I7yYBDxPJO7HE3UTs88QjzxJRX8Vhl3zRF02sL4yYR0a3p2bSo2TRN2nCr5K4dw3wbTPldhZyNxH8ra/bajL923jqbpT702jU00TcSzN5Oxr9LgnYTsM8NmGemKnPU3lfJUAno1FrCajTJeg/FKL2q4h3SrB9CajVfs7CCLOv9tBsG6azFNNfDbSWYIYakKkOfmXakaZ8cmMuUFtA7K1jtBQTG/KxbeVgXSlYnE/JSMUVFLLKC6S5cdiFAejmGdHsENjfxSqtwNeVU5srSe1VHl21qPUpxqkV2UA7qbHafboD7mrAjbegbFfp7y5Rtk9QX62BziX03gLJdS1d/Jxr0MEG8maTtrMOWc8wzw6yKrwwR9WE7UTkSTS45UtLVsFTanBcQ65Uk5f8WN/7Ar+Ru13z486pyMMaaqMKLpHAtVJkTEU/poLOyQhX1bjPFOQvlZSv/cBv/Tzu++FuhSA9atx4BPC8gWtrdLP1EV4Nke1juIMpwHaU7ZyiOCYBVyb8iNCxTNtfgR2LsPUovDdDs8zSrXM02zxim6da5gHrAsW2CNqXqPYlqm0RtC5QLPPAu3HekxnGsV52QylmbAC3NE7ta8CfXBeuLSs6u0gD44zZDcXoirRpEMqpQOVWoJo64fYhbkUr3DWpHJzXNvcxGzvBxg5iQTGzLJ/aXgb11eHnJ+C5cUpfNWqukfx9r9uPG7J7fZyjKYQ6H1yZJ77LgAxlUttaOJ/cbvnPP//8b//1f+qrro0UUcNYlLRAONmfbg6URgWpA3RwQhBqoxawHxX+YYx2vwDdqqGEimShvroQjSRcws0MYNUmg91l1MZKsKmR2l9HutQOvZxl2dao+2dB+wrkWIWda5B9BXT1EfZVYH+DursMvzt56May+ZfnCX9VPeFoc+N2J8PRBTh7xM96mT+20h72sbbM9Ocm0hd63rg/4esE2nYC6VESaVdPsKYQdrKxTzPcfpuIvRBJvpvO/V2Sx4Mk92eJ0K1E4Hwy9Vwy7UYK7XomdFSviBgAACAASURBVD4buJRMvhsL3k5EnsbjrfGo50bUThx4EMvciyBZ04DPs1in45DpSKg3lNwRdGg0DHU+jfigXvo+F2UtJ17OdpsrPrI6zBhsdV8coc20EUdqSGONYF8lbqSButgnbikE6rOBqnRySznUVY00FxFaSwntFZTqYlJpETkvn2w2uRdkiLLMUH8jvDHH724m9nfyamvJZYWE6hLMYDtlspe4Mc08dlTUXoUpTEctdHImuuCtcZzzBu3tRWDnNHN7i76/jPlTgR8bQuca5FiGbJfA75a0FYGUAQ3ukQn+LBQ4FcQo0jFGtOw2LVSrxJ/3hL7Ukk/I3S7omMMaarMaLJZDeRK4XsKYVNKPq8BzCvxlT9wdOfClkvqNH/i9H/qeP+5aCNKmxiwncKxd8oM2vK2P8HKQZBvFH0wBtjmOYxJwTAKunvAjQucK3blKtS2Ce0fB3Vl4bw6xziO2Rdi+RLUukm1LgH2Z4lgBHSugfZliWwKsi+Q3Q6ync7QzI9zWGmJHy+GeVo+2WtzyImdlQV1X59EzDC+cVE9siJqGyVXt2P4p7vSidGZZ0T8tWjkbPrLo2dAFj06LOrooWZlweQFpoBGY7CadWBSuT3PH2kkjTbijFagHPWRnA+5JJvY3BviaiXOphHG6h9TYItjb/+off/4v165+6yViBXKkSTqN2V8WLaUk+nrGeini/KlTZdCDUcZ+B/hjEXEpFEwXQ/5ifpSPNErDC5bw47TiwlBWaz5YX0atrYbay3AXWqHto3zHBm3/LOhYhZ1riKt+cRUvthWyY42yswS9PYG6vmT6iLB5/NL/148y/SWEs1099l7xmx7a2z7Vyz7uT52c3Un5lUzpw2js3VjemB/+6wTaSzP+cTJ5z0B0pBMdOQRrHv5FOuVJAmsni/cyC72XTbKm8uzp7i9yiU8yKa9TSK/Tcfcz3X9Iwe3GUx+ZcI/DUK/0R56b3CxGwtso8utI/HYB11LMvZ/NvZTMWE8CThfgPq/FPapHvyx3e1fgvlNCvpGH3ajAbA1TB1tQW3OCiQ54qpEy3QSO1ROHaglL/eLeKkZdJliVRh1s5Q01s7urgY4KYkMppqYE31BHK6ugpCdjSrPk5TmqkhygpZZUUeRRVUKoKnVvrKc3VBMmB+DhdveeOtRoO9BaRqwrJM80MecH2FdX4YOb8MF50t5Z9u5xlnXxiH0F/Biui7q3QNqdJ76dp9qvEuxrfs1GUbM//pNAjxV/9IlAaoeOWaxm1Hhz5tTADSX+Ey2wpiauq8mdnnC5gpoupebIGE1y9oycfkwOnFFgfkEoB7/zBb/3w97zx10JhZvU2KFg4pNatq3RwzlA2RuHHONE+xjh1RhsnyA7pyjOGdA2TXH1hPYlZH+VYV8m25YAyzzVchS2ztNtCzTbImRdoPzZ18fHs3D2UZ/NUc9PsAc7aO3t7g01bvXVhL4h8kAPp7ubNrUgGTzKrOvHto4Bw/P8yVXF8dPq23cNk4ui5ZM+A9OCgTHu4rKqrZ1YkMVsqiYvjgNLI9i1MeZEJ72/mdhejzrRRH5YQ/ybSsKHItxBPsWWDd3LOnKnEtVbQfmD9Td//7cHfU1FPgJUrJyTECAM82YZVEBuAKs2HJrPAn7oZzuGmK8qiE8ySMUqrl7BCVWxTHKWQcINlcuiNZI0DVIWj6nMp1aVQ00FmLON0PZRkX2N7jgN2pap9hXIdb6uk7WtkG0r5D9D2DF16leUCec6B6zdYkcrvN+heNbB/NDGsc+or+eq74WjP4/hjvoQvk5gPDdin6QAVhPZmUHaNaKsqe6WJKLDRHeYKZaUw84MgjOOt21G7eZBuznsvQSqNY3yqgB6kEa9FwF+a3R7Fk58Y+K90BOfRaMO9Cib/pAth3mzCNrQY+aD0OfjwW+LwZflbpYi1EEh6m0R7mkO9k4+fjYNdbyfONuHnuqljLTTJuvIk/Wk8TpiX7n7fBd/qIZdkw7UZDAGWrgzveKpLl5/A6WxDNNWT+lsZ+cXYgsyCPkpwpriwGQzvrSY0FxHb6ig9LbD7a3s2gqP8QFwuN29sxo12gq2FJPLUvEtmW5DTeTLC2TLZYL1pMfuac7ucdbOHMqVCV3/x66Lalkk7y2QPsyDL86gdofFTXHSZj181t9jNAi9rEGPqKEQCVDqI76pY91Re5zzgTa9GBMy9xY1nC+jJEipOUpWq0owK6dvSkmn5ejLnvhPZWQXwnu+vyBsUGM6vd3ulcG7tYedAxTrJHIwBTgnSK/HERfC/VmqfQa0zlAsc6B9CTlYY9qWSNZFsnWBalug2RZotkXYMg/uzRM/CnSuQX/a3x4MQE9nSWfHkclh3kA/uaWRUF8L1jQdrqkglpa5dw7A3ZNIcQuqpBU1PM8/fiVs66Tom/sJDR3uo3O8kWn+0Di7fwDq6SSV5XI7mylbi+T5YdRoE6ajjDDWw5gaBx/38XZLSB8K8TtFqO1S1O8LDr1NQr3LxV9qIr04Wf3y2kBHNrzYKB8pUBcZmNkmznArY6sPuTeN2EYIOw0eu1X0b7L4a944vUwWquVGa5BUITORLwlVKkPVHLOEmByAKsmi1FWxWwpJp+uRF1OCvSXYdgL8OJj5+L1jWyFbloh/Vo7+/9MTdkyc6Rg/1zF+7o8/XXqpY+xyx9jl+f7W3RaRvZO32ydy9jEdA6w3PdQnPaJzCaTvzdyekMPXc7hP9PiH6fhXmdQfUhBnPNERj7PH42yJeEcy3paM20vCbMcf+WCGfowHnYlkayLJkkDcNZGsMSRbFOnLeOr3etJLA9GWAtqyIWsG5V0c+d/EUD5NV16Ogy8bDt9NRT0uOLRT4rFfhv+xgmovOPS2ALWXiVqtIs4McY43Y7d68Uut5KEG3EQ7vqcS25QN9ZcJh2uR9qIjdRmHhnq5FYXEinykuZpbVYIrzkOVF6LLC0g5qcysVEpVMasyl5McQajNEbaXsPrqqL0VlIFGj4VxYGGK21ZNK0nG1uehBhpQ6zPi/gqPs4Pkg9sCyynM3gZlb522s0F+d5x2sAk510HnOri/Dh9sII5VqnUJsEyjrevCC7XkwTDUchj1SizvkxjGhSjStA+52xc7p3Rb88Je1lKuyuERLdSmBE+qeJ1KOEOILxVBHVJGvwRa8UQuKuFTSvJVLfE33rjfeaPv+qKv+xM3fcmTWkISy2MhAbJNCN5OUZ52u+1M0Ryz1NdDqNcjBOsUaJ+DLdPA9hRpd45iX4KdK7T9VYZzhW5bhC3z1L2joGWealuE7UuIfR2xryOODdr+Os25hrjWaPYl6u4sbW+RcXnYbXSUXFRPLslnFKXDBQVQdSUrv4hc2yao6VLlVIuN2aSaXtb0ccX6lnpyWtzawh8eCOjsYkwepbR0eFRVMEpKMCOt3IEeTn09+mi9x2ez9PtbrOfj2Het2Of5KGuZh6UIu53tbs/D2bLd9/PR9pJDz3NR25UoZ9chawfK0oR604z+0EL6P3sP/7v2I+9rca9Lka/yBFsJ4o5Adr4K0isZZg0nXiswqjh6Bceg5BlVfL2CaxBLsgNZdQWcwhz0ah+ys8awLRAdJ/gfBzOurxv7CuhcB/c3qI4lzo9bR24uxXeM3moaud0+ebx54mL7yL/4ddn/cz/++xcQznQ3vm7k2zq4u32ig37Wm0HOj/3I60H5xTjg20jmcijpq3ThKwPlUTLhdQL1qR56nkx4loh7God5bsRum/A2M+CMA9/EU1/HoCx6lN2ItpqIr8yU7+Mod8ykq2ZCZyQyGgqeDCZ/FQo8jwafGIHfJRJvpeG3QtGnwlE34lEPi9HWeoK9GmMvRlvz0I5Ct7cFKEvmoel8t/42eKMRv9iGnqhB9xTj5zoos+2k/kpguI4x0kJpLfEoT8bUVRBKcvHFWdSGCnZHE7OuEldRhKsrY8THQIkGckUBpyyHlWUA63JFTQXs6mxcTQa+vuDQ1BB1rI9WnoOpysUvjwlOLtGWxgV9VegTPTjLVab1NNZ2DNpdQ16v4Q82IccaxbpMsi6TXJfWlQy3l/G7p8Q/bPgfK+f1+7mNeB5aDESvhB65HMz8VItc0ILXlZTzCmBOCywpqKNe8Jqa06KmZYiJVTJ6j4I9KIcWNfBpFeW4J3DRm/yZD/53vtivA/CfB5MvBgAbPqQyBTwU4vagjfJ2irw3grPNItYpwDLu9j9E6FhGrAu/TGicK3TnCt2+hFjmqbtzFNsa7ArHKvzHRTbVtghuz0KvZqHzfUfGxsCyZrgwBylKhysrebV17IZWXnUrK7MMLG4UJuXjqzupmxe91za1JaVHGur48zPxFeXA1BxjapafluJe1EqfmvDsG2B1NaNvDdIeT7HvDeHsvbj3bcS98sP2KsJeIWY7G23Nw+5mujty0fulZGcpzlKCslSi9huwtmqMpQT9por8rIL0sIzyZT58Nok2FgZVa6EMKRInphlUzDgtN14rMKm5BiXXqOK7EJpl8iQttTyDVVEErg8wt1eRd5vQ3gbDddvax8rFsUrd36C+2YKdy9xfL8KpnsaXTXxbB3evX/xmgP12iPthkL4zrDyXxbgeBp0Mh28b2d+YwC9TgAeJ9BdmwXeplHup4KM05GkS44kBfhIOPQykPPQBnurRj2Px96JIv4sAPgsjfBKGPh+BOh2Jemly+y4dfS3f40zWoZMJqDPx7qczgGOFjFvJ6M/TPX4o9rDUE9404R1VbpZC1F7uYUue234+yllAGMk63NMEn+thrHSQJqrxw8XIUju42E0crscM1OJ66o80lWOrc2hVJYTqYqQkG6krZQ90ilvqoIJMdEk2Yo5gmyLBogxeTiKcbqCUpXGrc3g5Jlx9Fq02F78wIRnt45VkY2qLSMfm5csThKlexkA1br3N4/kZivUs3nGKtrOObK8THGuAdZm0u4DfmcftLRJcA7e9BZJllfRymX1vTnO8hDMTSVoOJy/4H1oPOXQxBLmrga9qkSsKeFlJGfAibcgpJzTQtJpZp0EyZUCDkj2s4g8p4DktuKEmrWmAM97ALR/Cb/2w9wLxXweRfxNIvuZH6tJx+jSob2uJb6fI9nGP/VlgbwxvnyRsjxItkxTbLGSdoezOAHtHQdsi5FhGLPOgbRFyrtAO1hj7q3T7EmyZB3dmydZVyBUufr/sshcoO3PUF9PQ2W73kTFaVTsrJxPIT6XW1UpT00hlldz6dmVmMbOsXp6Uha+sp04dlfUO8gpLsFWVks7WqOxsSkcv3NVPKylBpj5J2zprHpsWzPUQHvbD1m7wRaPHT83kt82Eg0a8s4b0Og/9Khu9l4d7nXHEmofeyaIcFFKtmZjdTIyzkv26jHsvC3pexDyWKpmMZdfpiJlSnElI1ItoBpnQqJAZ1aw4LTdOw/9zhEq5XkbOMsDVZdyTY5LXa8gfTtNeLIOupyg+bpIcq9SDTejtMcS5zH1/zO3WcsKvEeHMQMvrNpGjR2AZkLwZYL8ZYH/oQ7YH5MdqRcvRlHNG3gU983IyciaFdD2O9luD8AsjdNcAfxYN3wyFrgRSrwQwrgXzboWLLvjwt3T8GW/OuA99MRD+JAJ8bAL2E0hvIlGONPSrcszjavcnVajXlYd3KtxelR55Xkl+WUXYrcXZ69G2atReMcpSiHIUH3mVecSRd/htGbU/7XB7A3RlWLjcAQyV46bLwIVG3Fyzx3ANrqMc3VyFaqrBtNRwSvMIRZlAThJQkU/va5f0tAqqCulF6aw0g8YYys6I5yfFUpJiiOkmsCxLmGmCarNp5VmYoW5eeyOjOJtUmkMc6WQ1laN6mshDtcBKi/uj4yTbOYLjFG13A949RrSvki1LhJ157Os5jMuha1t4MIn//aLoaZ/8mBk4H8e7nSg664/+Pp1z1Bc95oddVhEnddCoDlpUAisa0jUZcUjFqNAg6VJyvYIxouQMKaBpb2BVQ1jzJp3yJl7T4b7yxbkGM1/74e764Ee1zBE16kED4+0ktDeIck6id4Yw1jHyzhjJlQkdRyHrUap1AXJlQucKzblCcywj9iXYvgTbFiFX/CWElkXq9gLjQi+5rw8pb2VmpZNykynVVZLyClVOvrCyTpeczU3LE8Qng3V14vpablUtvaqGU1ggTkuSJyXClbVgcQWmtU19/ofOpa3Y6UnB+VHoSZ27pfTQXhVmvwhrr/V41wzYq4hPs91fZKNf5mCeZ7jt5GNeZQGWdMJuIvphPOlTM2MxhNqrQfdo3fLknFQJ3SCmxyjYeq3YoJVFycXhfK7Jk23WcMyePJOaa1TxDEqeXsHVK7hGuTRWQjH6kUvzRJeOeu9u0n86A75cJf/ZHTN/lgl/pQinB1t3OiSOPpF1UHrQzzroZ33ogXf7ZJfb1bMm4Ea85BMj52Iq45SRdDqUfNEXOSXFnPUCL4Vwz0VJVsPFQ76segWlRIgvFnKyBJxEPitRyChSMIa9mRdCmL+NZL2PpnzQk9/HY5wZbvtlmN/X4f+m2OOvk1FP81Aviw7tlh2yVx6xlaH2ilG2YpSz7MirHHdHodtBGdgaj6ouxZ7qYc4047oKj4yXHJ6rPzRVh+4uBJoLgO5GwkA3pasVqS1l5CQBmfFAcRbcUMHoapLUl0rT9IyECHWUHydFL8lI4KYnIElGoDBLmGZkVGQRizPca8vJJYVAfhZYnEXtrud118NN5ejhWupys8fD42T7eaL9JGw9htjPAI41wLZC2lvE78xjdxfwliWifRVwrFE+zNNf9cCXUtDdYtRKKHwjWb6iRJ3SoDb98IP+uGE1rl9HmdfRLiig4xrSeTl2QEUv9YSTJcRaGW1QxhyUAXPe5C1v/JkA0iVfwm1f/Nd+uPt+uPt+uO99cN/oMEta2pQC9XURa3+I4xhEO4ePbPe67Q1TdsfJ1inQcRTZX0Aci4h9CXH1hG/W6furiGMZcm0CXYtBxzJkX0dc5egvhagrFkHLItm2Krg4QGtqBIobmLlZlII0qKSEX9ugyMilZRXzk3IYhTXSgnJedZ0kMwssrxQnphCzs0VpKUqzmVbbxK1uoBeWcIZX07o6lH2t0IV+cLsOt5OLup+DepzhZqn0eNtE2S3DP85we5KJfpTu/jDt8NNsd0sx+Vki6mUy+ncpjGFfOFUI6gWUMA4mhkk3ivnxGmm8j8LoLdYreQYpyyxmmTUckyfbqOJ8RBgr58TKOTFigVnBDFECqWbW1cVg+0nOu+O4vePAH0/zn+8ddfXzjiXOu83DN5fi20du/uoQTgw0v2oX2XuFliHpQT/rXT/7Dz2IfUD5tMdvyUy6E8K8E4jciAZ/E0T6NAi+qWOdDVGv+kkHlcwaATmTjTXzsHoJoFdBoRpqqIoWKmWECTjhPE4kjxklQKKF1M/CDj+OwTrjic5M3Ksi9ItytKUE/S4f4yjGO0txzlKso8TDXnLEUXr4oMLtbZXHXjH6bYWHrYTYmoiqKkNvdUJLPcBYPXGs6shCG3ainlSViCtPwI61MRcn+YNtSEO5MD8VyUmEC9KgkhygoZxbni2J0lFCtIwgT1p8hKwgQ1uQJc5KZRTlCuP11LIsQkkuvryEWlHKzEqjZqWAlQWMjhp+TaFbXxWw2Ojx5BRov0jaOw7aTtIdZ8n7G784tCwRLEsE2wrZ1ehvz7O+7oLv1InnzXC7DjcZiWzEwudiKZ+H8K9606Z9yBsqymUVdEELXZGTl71wwwpmuZqWLCFWSuE+GW1YRl7xoZz3Id0NJ30RQvhdEOF+IOlBEPl+APE7P/y3voRLfow5waEz4aQXDcLfD9P3+922u49YhuHdcbJlkuI4irxZoh+sMFwIHcuIc5X6p/FxJejYoLkc2legjw4dy9DOEt65ITnXwygpwRXWMQsKkNJcZkEBt7IOaOgQVLeJS9vErRO6/AZ2XDY5OY+enauM1hMqqr0qKkPSM0Ut3cqaZkFSGlxSru6qVzWWk+ar3G1trJ0C7I141IMiwFqFdtaRXxVhn2RjHmVgvk858iDD/X76IUc5+DQJ9TITfzuNV+pJDxTxQ709g1T8RLUkXikwKngxMlaMlG6U0ZOUzHQNN96L9xGhSc3/iDBSxDGrBAFiOMIfPjcdsH+e//a4u+0s5Y+n+c9bGdcN3NZ55pt11PUFc9vwjcbhW78uhKP9jc/bhLY+4d6g5KCf9baP5UL4vj9wNYl41Rv/G3/wTgj5gY74TTDrph+nXM4vkrAzhLREARInpplULLOWb/YVxfgjel+m0YtrVAuilOIApdhTLpTJhQL+4WQ1aTWc/SSe92M69Db3iK0StdeC+rEYflMAWnPwe1kYS66Hs8TjbRX6XTV6r8zjQx3GWortz0U1N5O3usFj48h8DzxaS51pI080kuvTsRVJ7gP11KlOTlsRnGbCZ8ZB2QlIThJQlgs1lAuL06SxvqxgLSXMmxXuI0g2KBJMjPxcbmWlLCkRyk4gZCTg87NpdbWKpERiVhpYkEkuysRVFbh3FBNmag49Pws7LwN7x0HHabrlDPFgk/LRoW2FZF8lO9fBg03o2SzvYqH7ajx+OpbR6kcZCKdtxXFPRYGnw4WXdMwtH+pVFeWmEjjjRb6gIK1qyZMyTo2KniIFqhS0fiVjQgmc9KV+6gs+jcY9CsU9CMY9CiI9CKR840f+0o/4hT/x0wB4Q4qfFXv8JpW538F2drnb+7HWEWR3nLw3AdhmoY8IrQtU+xLsWAGdq9T9NehgHd5fg5yrVPsyxbpI/lOELoH2FcixDFnXiM4Nyck2ZnaWW2Edq7iYVpbHys/n5RVgy6s52WX83AZ1bovaUMwNSeVn1sZWVsUWlXt29EaUVfkUlStae9WFlcyMXEFZiXakI7iqHOrOPfSknv2yEPgkHvWwnLZXgd4pxTzJdn9RQH6cTfgu1eNJPvFelvurPMrrdI/nGaTjMVASH9CyuUEyWTAPipAzIyRIlIRmVrCTtcIUL5FJxYmSwok6gVnDMam5cRp+nEboagj1Cm6sjKeXCoKlPF8lZblL9faS6MM5nOMCxVVyuxD+spVZo9hWyHtz9P1V1CdHja1D1xuGbroQdoz+yxD9v4VwbKDpRbvI1ie0DEnf9DLf9jD/0A3b+xTv+v3ncsjnggi/i+N9YaY/9gNu+oNH5dggET1UyopS8OK04hRfRbqfKs1XkeotzfUUp6l5ZjU7SoWEK5BwGS1ayoyRsGKkoSEcWQwTqRWAGyrKbV/ynXDcLQP+Xgjq+zDUD5Gop6ZDOxkezmLsfrmHs+zwTunhDw1oaylmvMy9owNYbkWvDZMmWvE9pZy+avxEGzDRwugtJ3UUuzVkonPDscaww4Vp7KI0bk4SpbKAVpnPSYqihanppnCmMUSkkyIBnpCP9nBuLqu5TZubz86KQ+Ii8RnJ9LbWwMxMuKtdM9Knaa1jVBWgW/JxExWoF+foB1fBvePg/lnmzkns/gawvwE418n2VfJHhPsb1JfDvGtZmCktakxLHPJldHkSj/qQLwRTK4LIrQHkk2rSBR3xrDfhnAq36kU8r6AclXIbVIxMObVazRzwZE97Ui/4Qb/1h3YjPF4Euz8OQD8KINwLIH/hS/zMh3jbl/ipF/GKjjXDI5wNpT6vgOwtbu9GKHtDyM4YaWeMZJ2huhC69oHWBer+GuSKj5nQlQz/e4SuTLh/DLCtS7caaempboX17KIipCSHkZvDy0qlxZlZWQWBU5tti5eGjn22snn73Nm7X62sdHf1mboGwrMLhHklws5Br9JafkaOpLLCt7MpoLya1ZqPuVsEP86l3E5z/zILt1uKfpZ36EH6odfF4JM88v0s3Ksy6EE+4csYt5cphEdJpHk/XJoQipDIjXJJsgD0lUEhSnqskmOQc2Kl7GgpK1otiPYSJ/uK4rRcsycvXitI8BKb1AKDkmdQ8kwqUQSfEyaXeUkoYzXcd5fF/9snZMcF4ONgxrFK/WWltEaxrZB3Z2nOFdTVOUPL4LX/ZQj/n7zE8E/jL97A3df7rFF6MKzYHhQ6+6F3IyxHO/Flr+Rtk+pCIXAq2m3Pn+kM9p7xk0VLaCFirr8KjpWDhVpamRYs9UfyfWlpMihPykjWChM9+SYlL1bBjZRzI+T8CJU4XCUOEyF6rTBaJ/GRML149DAB18gXGRjcYD4vQsSP5LJNfG6mRJDOZWYykQqZcFgBHI3gTZppi5XISidlsAa12M/rLkU6KsHxbur0AL8snZ5ppNeVSPJSOBE+rEg1pTRJWpHEyYtGimNlcd6stHBJpBdZo2OZY71SY71NPvwAHro8xSsnQZydIo4xEmJiyBmZ7MZmaXU9sbuH1VArrC7WpBndy0tJ4y2U7Qv4dxeo1vOExwvgT6fp9i3QvgXaNimWNWBvlby3SrauU+yb8NseyV7D4c8KUMfT8bMB5IthtPVQpN4fmlRhzuoov/GHPvUinvPCbfpSlrxpcwpkUQ4OaxhFEqhUzmmXsE55c256Er7183gc6f4owuN+GPr7YNzXfoQvvfCfqwmfKQk3VMBJb/RZDWlLDK4FAC+a+W86yDu9OMsY1TYB26fpjhmG66XZ9lmGbYbuWKQ7Fum/bOqX6NYVhm2VaV9jOTdY1hWaZRm2rcHOTcSxQXVsgo5N8Kc12u4yeHEcysvFZmTQa9LZtemCrFRZWqxyYbz77/6Pv/+n//Lzf/j3//Xnf/r5r63Pz821N+R6F8WLuipCa7I0aTHMlvKgwhRpaYayOI7T3ByfUCgdyUYf5KDf51BuZJNPZAOvy/EvS7G75SRrFfSykHQ/zf1xJt5SxnyYhz5IPLydiHT6sMKk/HAeM17CjJExYqUsvYztilgpy/XRIOckePMTdYJEncBVlxpUTJMnO07LNUoFsSpNsILhQyMMZnB/vONtvcDbvyXaWaJYVqj2NfqbTdbbDdbBCsM+R92dJO0fFThnsNcmUnpGLreNXOweO9Mxdq1n+Pi/lIZxvgAAIABJREFUFOGfxv8yhGM9Xc8axc5Bye6w+P0Y58OEYL8T2B5Qvm9XXapETod7PAsWn/UWFvGAbLUkUMmL9GYnetLLvBhNgewyH7gqTFAdLMuXMT8ijJFzImScCDk/XCmKUEtiI6P0IcF6f58YL2WoQugj5nlLxT4qhVam81H76DQqH29xUJAgLJwdFcswxrFq5aj2EEJZMKohG7UyTZ8aIE530yea+SnhqP5mzliHIi2aEh8KV+bKsuK50T7cKE84JZSVHYmYvTAmT9CooWdEyiK9QUNycGp6eKAXJ8abE6EA4wOZ5hB6ZoLIZAJzc3jVNdKGRl5VLdjRLijKpyeb4dwkoDAPP9oE7l0G9k9TrOcJr9YZb7cA2ybFtkmxb4G2DdC6TnGFbQOyj4mfV6P2mklfVErnImibwZStYMpyJOd4APCJP+Urf/JXPoRrOtwJLX5ZDS4q4CUFdUTLLJbCRXJ2q5h5TMu86Un4zh/9JArzOBLzQzjuF4Q6wuca4mdq4k0lcFaHPa8inpEiq76kH6pob9pJO91Y6zhkHYcsE7BtirY/x9qfYznmmLYZum0esbsELtCsizTL8keHDMsysrcEuRA6NyHHJujcor5dgSwbyJkBoLqUVpanKIhF8g2sqHCOfzDtxucn//Y//8d/+4//+I8//7xre9hUb0o2MtqLg5vz/Qfr9Y35fhl6bmW2V7qem2HgpYcys9P9DWnCpXL6+wLgbRblk0zKQhJ6p5L4qgy3V0F2Ifwh1f1RBm63hP4oF+1IOPQiHmn1YobI+OE8ZpyYES3/Z3UfHf4ZwgRvvmtIY9Zw4r14ZrkoRukZomQGsIChTN6bW5rt0+y9K2znMZp9g+baizp/uakdtMyQ7TNcxxT2+mRqz9iVtpHLXaOn28eu9Y6c+lUgHO5sf94ksfUJ90YkP03y34/xHG3A3pDmr0Z9TxUCp0PJlwPFWXJKBItcoFQEaoQRciRNzaj1YvdGSsq8KZ1mTbfJt9STn+IlSvTkGxXcKCkrXMoOl/FcCFOS0mMj9AEab51M4i1h+MrBEB01NpRWFIdqyTq0UEm83AD+ton8ugWwN2H3SlGPc3U3M8RH04iDle7rq4KZJVbvEK2zk5UcCraXaaqzpaEKrNGfWZbhnaEXG/3FgUIoQIBLDWQk+9P0KjBSSTUF8uJCeZHpkQU1Gd4ajr8CCZFSojwhoz89QgckxTFLigTdPcrGBkZ6qkdNhbiyRJ4cR81NoKclobvLiTsXqNZjJMs5vOUkx76CsW4ALoSOLci+SbVtgLYN0L4Jv5ygPyxH/djJv5snmQiiLAUSzwXgboVCn0VDX4QQ7vljHgTivvInXPLCH1OR1pXQshIa9maVyGn5MmajhLHmSbuuIXwfgHkajX0cibkfhv02GPtbP/zn3sQ7WvKnGvJNOfmKH/GKgnhFzlz2wn2ehXnTQrB1Ym0TsGWMujcKWieR/TnWm3mOc5ZpnaZZ5iDbPGJboNkX6dZF2t7SR4f0vSV4d5FqXYUcG7BzE3JuUfePQbsLOMsW7UwvpbNaXpvrF+dJTAxkhEUomoeq9/5gffLW9unDH376u3/9+XeXs3K8iovkuXpxebKmJtO3JFGdEsnNT1SmxQrS9cL0YHF0kDIwlLFSwjnIIu2lkC5lQTOJeGs1ebeC8AvCAuL9FLeH6didYtrjHHdbwuEHJrhGQw+RCyIEjDgxI1LOjZWy9TKOQc41yLl6Gcd1bFTw4rWCRG9Rkk6c6C2K0/DNnjyzJy9OwzdKeRFSRYiSHiZAxvPE7z/ztV4QOq6LDk4zHCcQ6zrVugraV0D7EtUyD+zOEi2THNsU5vpUWu/41dbRy+2jp9pGr/9qEHa1vmqTWnr4O0Oi92M8Ry/D1gJYR3T2Gf+12MMbIfQ6L6ZGSgn3FOl53DC1MEYKZSmQBi1zIELUESXcqk/qTwoq0whcCA1yTqSEGSZhhUm5YQphuEqcHuyn9/XUybkaKdXoR2lNQtYLwPOFmNctmJ1mzH4n+V0bab8a/aEW/9e1hLf5qLcpks/C0VdyiItV6Mlu0sQwo7+DUVOAy47W5hu1CYH8EDnN4CNMCZeb/Pl6nSjeT2nQ8rLCZHFeDL2WZvTjRPqyM+N1DRMdHWOt0XpdpJ/A4MvNN2oKE3TBSiDZwMtMpgz2yzvb+ebYw7npgqaawKIccUoUPcGAq0nzeHKMZDtGtZ4nWU5yHGtol0D7FugSaN+kOrYg5zHaqwnSy07S8wbeRhBmToM9Fwx+FU75Unfoez3pYSTuWYj7yxD0o2D8XX/SBS2wpaKsKeFhb1axmpEpo9dK6Esq6IaWeC8Q+yQK8yAC/X0I+nf+mM99sZ96429rSTc0pNty8k1f8k0p8baSO6/2uJqAetNCsHdgXe/K/liUOmeZjhmGfZruQmhfpDuWGLYl+l9C6CpHnVvU/RNU23HGZhOhPImRF+uZrGZ0FCdsHD/63Pbmr/793z/afffM8u4f/uvPBwev56caaotDsqMl1Wl+RfGeuQZ5UhgvLUacGM6LD+WkBWjCNCovJTCbTrOlk58nk46lQYNmorWavFOO3y0nWSuo/4ywEHma7W5JOPI7PVKspgUrBFEihlnEjJCJYmTsWDnnl6GLnOM6Nih/QZjsI0nSiV33zZjUXLMnzyTjhkkkIUp6pJgxWSD/8JtA52X5m9uq/bNMxyma7QRsO4bYN2HrKrg7T3w9jd+eYFkn0den0ronrjaNXGodPdkydr1n7PSvAuFYb9tOp8LWJ9wdFr8ZYlm7aG+66M7x4NtdquMBuH5ferAXTespCPfRark0vYyX5MnOVzIatcyeQM7RnKA7s3VNem2emp3qLU7SCIwK7p8h9KdBgRxCrOpIWbT7ajHp+1b4TRv5D7Ue/yb3yO9TUT9lon6f62ZPR9myjziL8JZ87CcG1Llk1Gd9nPUOykwrtNgqminmDRgpUZ7iYAk/WiOLD1RGaXghEnqEghUqg0IkNKOX0KTh6BjukWqqKZivFpMTjL5Xv/ustLkkMEgWGyQy+rNzopWZUYpgORAXwk2OITfVcNsbBSV5/JxkaX66uixfaw5kp5hoJWb375eI785x7ReB7S3622N4xzGq4xjVvgX+sRAFncfgNyeZ++ME+6zsRhF9ToW65kv5JoT+ykS/H4p6qkdvm7AWA2Y3wuNFKO77EMonPuCqgrCuQoa8mIUaZrIErpYz5pTgDS/SD4G4RxHo+2Hob4LQX/h53NFhb2ix1zSEKxrCHSXlti/5joR0R8mbkh8+n4A6aCM6O3G2Mcg+DjumaPZJxDYBu+pSxwzDMgfZF2jOZaZzmWlborsE2tdYjnXmx3LUhdC+QXFsgu/O0HbWkc16YnookB6kTtMIGzJMZ84f+6//+PPP//fPP//Tz//wt//X8+++O7MwPtFWVJsRlBkhK0vwTQkVJQULDH6s+BCBKZAb5U0zqRVRnlqdiDQdRznIoz1NR2biwdZo0i8Iy4iWcvBlAfGHFLdHadidQuRFttteAvrTaFqGAglUCaPFTIOAESKTxki5sTKeXs7Xy/mxMp7r2KAQJHiJk3TSZB9ZorckTiM0qngGJdeg5CaoBeFSaaiKES6kDWUI397ys12QWa9I3l4WHFzkOc+w7CeY1k2aZRXaWQRezZFfT7D2ptCfTGd0j19rGrnUOnK6eex699iZXwXCif6OvW6FY1Bkn1AcDLAdvew/DAktQ/7jafRTwbx8OVXhxwn38gwQCbVyrlnMNQjBEk92ux+/zY8xlKJZbkzM0NGyvDgfEbrKURfCMKXIR6yKUdCb9JTrDbTtYeZ2K+VhEeG7bPKnBcjtbODLHOCHXOBpOu5l4pFtE+p1DOpSPuq7MfbdJXFv5eHWCrg8nZ7kj8sNooapeDouJ0QujguQRqqQSCUvyV8ZJidGqajxfvwEnSDBn5dn9kyJVcYbfK5ePn7skzPRcSHhQZLkKGmUmmzUwXpvergGNvvyUiNYSVHEzHigpymoMEMVE8yoKgw3+Ykz4sXFRvy9JcpPlyT2C5TtLfqPJ/D7J2DncejjYMa6TnEhfDuCfzEq2TDjz+iOPAunPfAFXsWCr4yHX8d52NMIzjTirgH9PAzzXTBwUQfOynDrKqRfS8/XMMxisFLNmlJSbnqT7wdgH4Z73Av1+DYY80UA+rYP9hMv/GUN4aKGeEcDXffCfy4DbsnYI3LUhazDBz2U/W6CbQxyTCD7U3T7JOKqS+2TiAuhY5H+EeHeEs26wnCss//SYGZ/jbKzgmw1QSlh1Owo/zg5N5hPTU6IefrlzU8255eH2nqrsgtNPqkhogRfeqQCZ/TiJgVIotSMaE9mmIoWHyyND5ZGe3MMSqlR4x0oJE7r8dYMyncp8KgZaYqh26uB3TL8Tilhr4zyMo/wEeFOjsdeEu5qFCNBBvtrRDEylp5PD5apoiW8GCk/ViaIlQlipHzXsV4ujNeKE7wkid7SeK34437CoOQlqAXhUnGYmhnKh/tSuO9uBRxc8bJdVf50U/3+muLggth+kru7Tt9Zoe+s0K2rzJ0p3t407up0RtfEtaaxq61jZ5rHbnaN/joy4eRA+3aH1DEo2p/WHAyw9/v4fzUo+qZa0BPGmQxS6KWQxksYq1aHcvmhKpFezInmEUq9eG3+3GZ/elUIPT+CGe9FzfQXuBB+HMyEy3guhJ5iWaCYkecDDZlpk3FAS9ChIu2hAj9ShJYe48OM9aLFaqGUAEZ+OL8ogl8cxXvcTnx3TPW7OW5bNqomj5UQy/PxpEYGiw0B/DC1JEDMifaGY72pZm9JVoR3nA8lNYwe50ePUkFJwYLEcF6IDi7INX34/due/o7YaL/sBP+yZG1aCCMrgpcczo8PE8V5iUzegggVEO2Da630yU0VhvtQc5NC9d7yhChRYQzwcJX17qxw9zTBcpL5ZgvjPA45j0OuTGhZA6zrFPsmdf843TpBvFVGXvFBfROI2wkn3wvEP4zE2fSHdlPQ1myiLYe0m4h9EoG560c4oSWPq4ENJdLrieRqGXoxpUrDmVKDt3TAfX/Mowj0D+GY70NxXwUT7gQQrvuSLulI571Id3xol9ToLxTgJ2J6vxJ1rZx4MAQ7+0muTGgfh21jkGWM6npV6P6fZELHEsOygOwuItYVhnOD8xGhfR3Z36Ltb8GunvD36/D7U+KFSlKUDp8e45+sFUZJYX2YV2qYxOzHjtVCoQp8SqggS6+K8mYaAoRpIarUYGVioCzeXxKmZCSGKuOCZJFajlkjMihlMQpgLZHyxOxxIxrTZ6TXRHOdteBeOWGnlLBbCrgQPkzFvM6HLLkeeymk81Esg5Tm7yWOlTNjeYwAqSZKyouW8T+G62OMXGD2FMZpRHEakUktcFWqegXXqOKb5KwwiSjckxHCRXqS2B8+C3l/w996WfXmivrNFfWbS0rHGYllS2DZ4DuPid+eUu7NCS0z+CtT6R0TnzSNXW0bP9s0cavjV1KOTg60v2wV2foFBzPa/X6Wo4f7tot7KZkwGqou14kiFCydhBMlliZKFbESfoSYleHNrfQXVqmhpgB6STAcpyPkxYjTAnmp3uJkrdCs4rtWFB8RhiqYoXJeiFTix5d4cvieUn5QqMqUEjgcDy4WSmaLFAM50v5ir84Sv5JUebqR97Cf8OIo484gOJLt3p4kzPWTmaSSKB4/1JsSo5OHqXjGANgcQA2X0cxaflIgJTGEmBxCN+poKaECQwASpIPjTEGnT5+uqSwK8ZFG6xipwfT0EDgtlGbwhyO8EYNKGMJjmb1lCSG84nRBqhGK9KMFqUURSlmEDyM3gvR4nWvdYL7Y8nCc5drXDrnKUccx6sfpqG0DdGwhlmXkVNKR43LUdhDpVYjHAzP0SE96E4GyZGB2srG7OYTdVNLDSNxNb8yaljzpS9tQIj1qOFtDjxEDlV7caU/qbR/KPT/0kyjsw0jc/XDC12Hkz4OAGwHAFV/gog741J9xXuX+pZJ6WYR0K1G3GuGDMbpzkOziZx2lWkZA6zhkn0QcUzTnNN2F0LHEsC/S9+bhnQXYskx3bnAc68w/RXhwDDk4Dh8ch3+/BP37q7qZMmKwxiMxyidJw0v24cZHajJjtGmRyvggQbgayY0LKEoz+HvKw4P8kwOVZp04OUiV4C8PlCDxwUpTgCzck6NXscMFrFQf2vVyyZM4t9NBqJYoONuHelAPWSqIu2XEvRLgRS7+fvKRH5I9XueAtjy0JRU4E8mOltD8vCV6BSuax/CXekVKuB8dRkl5HxG6nl1yrQdj5ZwYGdug5JnUApOcFS4VRmpZQWyoI4757lbQwRXv5ycF2ycltnPK/UuagwuejtNK50nFuzOeP13U2RYk1lnC5cmM9rFrDWNXWyfPNU3cah/9nxvM/Iv/5i8g3OgevlcvfNeM+6lLflAP/jTF+bJNNh7E7k/2z/LmRogZoUppoFIWohTFqHjREjhDgWQrwAZ/Zlc4p94HrPCGyv15+X78OJ1U7ymKVvKj1YIoFT9Czg+V88KVgigJLUrDCVQqPRVukQGE7FBVq5Ezn6NorTk00ccqz/HorBEXp9CSo4DKLFViOHy3nfzX66yvZpDSNEZWuC5GTovQwmadOiNCGO9Pi1DiEwLo8f6MpEB+lAqJVNCiVFBmlDRUjY8JQoL8mInp+sb+gbSKprHN0/W9vVI1198LSQjjR8iIZjU7TsmL8kL0PiyDL1fvwzP5CxOCxSZ/bqQWDlNw/aS8RE/hD/PqN+cA21me4zz1zSZxdxPYWcG9WWXsT7Odc9D+BmZnHff+gtf1kqALnocfeKNeRbs9jHJ/FUPYicG8Mh62JOOtmfjdbMzLxCPfRbhd9sVNaqj1amaTmlCkYcYreKkSdo+CfloDfKbFf+1LfmbA7CSSX5hwj2LRj2OJ3wbh76jd72gIX3qTvhFjf6sSTCrY7YGol1PcfzXP3GmjWvspb8bo9iHINgy9neXsT7O2R6h744hzmu6cox8ssg5W2fubbPsxlvUEw3qCYd+g2Tdo9k3YtgHZN2H7JuzYghxbkOMYZW+TO9/BTY4WZuq8ivWa9AR+ZgzHGACbAhjmIL7RXxgfrCxMDDMFSc3BElM4My6Cl5egTY9SRKqpcTp6VhgvM4wVrPPy9nI7m4K3prGeJmCvxlGKfcWlQcjvW0FHNd5WSXDUUF8Vkb9Ldvs2BfOikP4sj7iXhPq8EDJKDptl8hiZ2EtMj5WpImV8V0TJBa6IVgijFcIYmShGJoqWCj+y1CsFBpUwSS00SdmxYlqShlcYpimJ8c4KlsRpGMlyRpGfoCmKP5stvtoqezijfHdG+9NF5ftz2v1V/rWZzI7BM40d13tHL3dNXW3sPvGrQLjY2fusV/2hm/T7TtmHDvbBKO1iMTIRzGvWe6Zp2ZESZphaEqSUhciF0UpujJSerWEXaumNwZyucE69H7XCBy7242Rq2WZvSaxaGKX6Z4RhCn6EShgq5vsIYCWHlpbA7GvStWcENMdAbaGk1irCeLcoO/5Ibhw5NRKM9SMkR7DMQbS7bZS/2WB+v8QqTKIm+qmiZUiwEtBrpHF+9Dg/usEbMXjR9VpaSrAwK0paaPIsS5CVJCiKEzSmIKFOxaqpL/nq0Tcf/tN/cP7Vu+HJ7qBgVpKRk2limQOJaZFsgw9s9OMZfNmxPowoLyRSC0dq4VAlGCAhhypYQSphtJB2p5/19jzFflawe5L44wnSzgZ5ZwVnXwSdsxzHLNW+6r63SXi1JpyPZF9Qu+2E4Swm3MMo9xdRuO1o9LbZbT+TspuBe5F6+Fkc6lEM9k4IMO+NNMip5SowQ8nUyziZUvaQmnZBTfpcQ/zGD3wW6/EqjvDMgHkU7fEohvBtEP4zT/TnGuIXWvCulHROgrSLCONG7M4k8/04YO+F7INUxxBkH4L2x+kH0yzbOG1nFLJPMx1TNPsM4pxnOJYY9jWGbYvpQmhdg61rsHWd6grbBuTasny4wLKf5M+00E0h9GS1NDNEGB+LZMawSpNViaHcSA0SpmQYfMQlySFZBnVpmk+kNxSto5uD+HGBQpM/PzlEmBjMjgugxQYHJptp1wtw2ynw6wTqhUhqspxRGg391EHbrwdsNSR7DfVVKeX7DMz36finBcjrMvDHAuw3JYxMT6xeyI+WivzlnEiR5L9H6HLoQhgjF8TIBbEKoV4pMqiEBpXQrBKYVQKTkmdUcGPlzGgpPUJMDRNSYrhIFIMRBTH0EC2NCzQHAxeaJI6LpoOLig/nxHdWM/qnTvWO3eocOtk0fHpo5savAuFYS8uLUd2PPSRnm/gP/WLbILKeSlyK1RYGieKVjEg5N0ItDVFIgmX8SDk3RsbIUDEKtMz6QE5rMKvRn1YbwC4NEKRrWEatKFotiFTyolT8KBU/XCkIVwoiVMIYjV+YShCiZLZWcqbaxS1Jgi4TMmjiNxTRRtu88xPglAgoJYwd7kkJlBFjdPTftAD/apP19LggL4EcKefGypn+UkKUihuhJBq86PF+/GgVI8aTbtTRkkOYSSHUjEhSWig1NZSnYRHMoT6PHnz5b/7up5GlvgsXT/d0VWem6FKM7JwkTrqJlRjFMoVxTH5iox8nLoiVGMZKCmfHB7PNAby4AGm4ihmmFQfSiWdq8e8uUJ3nRa+P4d6fJO9tgZZ1vOUo+d2iwLkA2dc9HGdoXwyDbVK3y1q0I5ZiMWAfRXu8iiHsxqJ3E9zeZFP2MvEvUo48jz/0VI/9Kpy65Qv3qsEsFdMk50SJ2flK9qyWdlVNvKvC3/OlPY468lyPfhbr8TjS/VEU/rtA/Bda3Bca0l0V/ZIEnBQSayWHzxbTHBPIQZ/bu2GaYwiy9lOcI8ibSaZtDNkbgWxTDOcs2zYB26Zh+xzNtkCzrdKtmwzrCYbtJNO2jtjWEVcO/GNQ7ZtU53HAcow12wbHhUMpGmGyP90cQy1PVRSaxemRwtRQWWKAIjFYUZYakBrFSdfT4/34sVq20VeUEaVLj/aK9ePGBDJTDdIgP2VDLu9eBfZVMvl5AnvNnxYrhrvz+O87GQctkL0RstYjO7W0V9WMl5XM19UcWy3txyLi4zLuYp5PaahvtFgYIOZESv/HCKPkgo8C/xi8j2FQCY1qUbSSGyFjRchYMSqe0Vusl8ki+FK9yDeCoQmGeEEQ3iz1GCrSWi57vb+iujAXV9s11TN5tX/qVP3wiaGjt38VCCe62p+Oex30kXZbBe/7xK97kf/G3F1/x3Vl+6JXHNuiYtjFzFwqlaRCFZeqVGIGS7LYKLIliyzJAtuyDLLFYIYY4pjZMYMMwkLJGDsd7HSgTyfdSXf7/qBzc/v1ORnvvjfeuyNjfP+Fz15zzbnW2l2O4G02RYwAb+HiDTyKQcjR8plqDlXHIZm5xDgOkCUhloYRV4ZjVkVgV6hpSyMY8UKcWUybR6jnU3QCqk5A1wnokXyahi5Q0JCOUMz6lejawsVl0diaWEqViWWQ+KUaMXEarCOCGKdkGiVkJRttDqGeXAn+rB83sZ+ZFQNWUnF2EV3Jg5rFVKMIZhSioqTUSDY+Sko1S1D2cIgp5D2r1N8RBrHLEDY5zhBGyVtiv3TtwyNn9jeub01KjNWpOGJWgD4UHqUkGmSEGJ0kSs6whZPjIompVlKymWBXYkwhOJOUYgrBRYbQlDjISEnA8/1o3wH21Aj42WCwaxjtHYJNbw1+M8Cc3QV4hoKeH6UdqlxcxV58Igw6rQU/jnzvkcV/JgrisgY4Yxd6UyCuDMh0ZvBEfMCYKeCqGnIwArk9DJ0kpprYZAODUCgg7gzBHucFnucE3pBh7mnff2hYOGZc9FAfcF8XdEsJuhoCviiBn2ITt1Ph1VxItdL/eg11rg3hq3v/eQvS24x2NSJmW7Gz7bjpZqS7HTu3leLehHe2oZwbUe4tGM8OnKcX7x4kuEbwrhG8dwDnG8T7hrCzw7j5+IYA3xDwYh/qk6Oc/V3c/HR2lpLtCIUaNQGFSZy8GGaKgRqrpBlFeLMEX5wqXxJHSY9GJoSzrEKSVUpP0EmitfxoEy8jVZ6eHsJXkNuXkJ+VBD5JAH9kJ1TIEXoxdmAFx1OOnFuDcZWjH5fAni5Duqto7krGo2WEyVLYXA54PId0rsKy2hZuZNK1TKqOTfs3e7/GzKObuLT5jaKeRdSziAY2ycAmxYQLbDKOWcwwChgGEdMoZpkkbKOYZRIIVHSyQcTU8AjmUIZJRufjg7Uiam3y++damEd6S9Zt2lPTdqRmw8Dy9YNrmn8f/6zf0dp4p4X/vAXpquN7a5kPa3HNUUHrlEIdA2vkkI0Chl7I0gmYkRxKJJto5pHj+fhsGbUwlFgUgiqVY4ojKKkSopWFMgop8wgj+RSdgKoXMiKFdK2AFhsijSAHWEXQtQWQVel+a5O5lTH0DDE6KhShF0AsIThbKN0ioZukdJOUrubijhYHfdoHTB2k5ycjFBR8XAhPJ0E7whkxSoJBhNIL8ComJkpGs8lxmVGUpQmUJVZJWaYqzYTLjiV3NCbu2F5x5vyx/UeOtfV05yzPaWguWZIZrguDx0ZS0sxiWxjHEkqxhhFitbjUKHyKFedQY6xhBKucGq0k6GQUMxNzsAzxbB/Wu5/jPYBy71rkGkb7huHTW4PeDNN9fUjnSNCz45yh5e/XCSFnlMCEKuhx5HtPbUGT5uAZ80J3wiJvCsidCXVmg6cSg56Yg+5qwKdViP1q9FIZI5ZHsjMJK0SEfhn2BC/wPMv/Yyn6QeTCB5ELHxn8HxuC7muDbysgH8vgl0WwQ0xCIwZcJwOGUoGpVupcG/R5E2iuAeptRnub0XNtOM8GYKoJ8WwL+WU3Y6oVPdOKdG5E+bbhZ3cR5wbJ3mGSe5TgGsH7BvH/hnB2GDM7jHEPBs3tJ+7ppBZm0fL0zGQNIsoYlBtLW5rItquQBinCIEV7gQ/+AAAgAElEQVTZVYTyAkVZgbismJ+m5dlkJFMIya5i2Qys1SvsHZvyspbKdFmS/Xn0P+YG3EyCdsYByQa4xUg5UUqeWgZ9tgbvKsfcyQ24mxc0U06cLiPdyIE8yF/0vAA9kQQcTeMkC+A6KjmGJ1IysP8bCElGDtnMo1oFVJuIbpHQDQKylkNUc4haHjWST9NwaUo2RcUmyGhwJR8jY8NizJKCbIcmTMRjUpU4v3I9YnPNsvrOs1VNR9dtGK7efKRy/e8EYdO6G7X01+3oZ60ybxP/fgttbRQoR0RTMUhGAcsoYOm4dCOPbuDSdBySmUeN4eLTJOQcCXapGFkahi8IIyeJCHYe3iAg64U0nYCq5ZEj+RSdiBEppKt5lDAWVsFDKPmY3GRkqtGvxEivi2HUGChVSyzRcopJRDEKKSomLlJAcig4ElLgkcKgT/uAiQOklblYLZMSKxWaQnFxKrpDgTdLMSYxziDEmSV4kwSVrKfkx3PitaHZDllJpmhJMrG4QLRzV9X9sdvOuU/PTJwtbEgvXGOOT6OmphBL8yUFmTKHnhqjpsVqiYlGQloUMTOakhnNyLRzs+ySeB3BrKDHiqhHKoDn+wjuPZzZQ4Br54Kpfrh7EDS11f/VEMXVC5seDvR8wBpYGVDHg5xVYac0EKc5YCIa9Fi3cNr0njvh/bl0qCsD8jQ9aDwucNoaPG6AXdciTqogdWHkQgE+jYUpFxL6ZdjjvMCz7EXXpPDHusVj2oVPDQHjxuB7qsDb4eAbMvhFAWSIgVkHQDeFE64Xk2fbAG87xNeKnlsHdzUifC3AbCvW1YxybkA/76LMbaVMtCCdbSjXJrRvG36uhzQ3SPaNkOcRevqx842Z/9mVATwDKO8g+sU+hG8fbmQTpjSPXJ4oqi0ILVsuqcgLyU1mOUyorCTmsjz5khR2Ua64YAl3TVlEcZI8VkOOUhJTYwTxDlZevqx+gyN3mbC4Rn8hj/0yYeH+NERNITm9gJyaw79UhJ0ogvjKsO7V2LGlwQ/zwTOrCc4y4lgh/OmyAN9S1JQd/qEDm8T3jyQSYplCNRf3b/Z+rU7NPLqZRzXzqBY+LUrIcEhZcaHchDC+noczCYlmEcUopOh4ZC2b/J8nJfkYDY9gEAmVbKFDbSnOyIvWR3JpOC0r1IAPTHfEr2r6qLLpeH3HyPruj6qaj/0uEHatLbu9jvppB2a2NXSuQ3ZvM7fYEpQgoKs4DLOEbxSwIllkE59h4TP0HKqJz4hi4ZJEhAwBkCNGlSrIS8OpSRJivIypE/4vhFrBfyJUcckcMbm4LEepVhkMJIs8IFuM255A2ZdCzbOFa9mAkoGO5BJUTIyKAyQbBBFs0LES6GcDwOO96OrlNAOXGcXjGGXY6HCCRYayhWHsYfh4NT06nBQdTrKEAFYZRhtCsyhpVg3WZkBnpov7h5qmfOPf/fzL/mt7UldaMlYo0op4+ctFjiSiyU6KSxGnWhipFlqyiZJoJCQaCYkGUryOEK3CJhpxcUZunJgyWgJ5eYDs2s127YX7+hZP9iJcA8Ez3QEvBggzveDJkcCpw4y9a9FrGEEn5ehxZbDLEjxhCx43LPTaFk7H+HlSAqfTQU/Tg57GBkyaAiYiQXc14Mtq8EA4ul4MFHHQlTx8Twj2mCj4LG/R1RDwuD5oTP3+uD5g3AC6p/C/JQv6OAR2nhPczUK2ULC9Uux4PvZZY8B4B3iyBfOqFjdTD3OvR7qbUN5WzOwmgrsdO7kBNdWKnt8TerfivN14bx/BM0R0jxLco4R5hK4+1K+NmXmEz/ZAp4cgPc2gjMTg7EigIpu9vJidYcMULhVlpdNXrwqtrAxLScanp9PS01nLl6mWLZGlx7FsBkxGCichgWy2gZeWMkvL2dXLJVdSGTejFzYX4uo2iFc38wrLRVdWYqfyoVP50Oki+EwxYrIIMVmCdK7AzVZQpsoCx9PBHiv8RgJhWSTKSKXYCWyDlDz/of/vEFLn26E2EdMuZjikLIeUFRPCTgynJStYSQpObCjTzCdpmFg1A6dlkkxckppO0tBZ4URWOIUXq9Al6nRaAUdMkYUD/kuS0xp2Xq3bdLy8fmtlx76q5t9HY6a7umy8mf/FZrxrvdi7UX6zk5euXWDlU9Q8jkUmNvLZGgZx/iM0jzBGSEkLoWWJsHlSoFRBzgklxQsIcSEMnZBsENH1QtqvCLUCmpJDGjx34NXf/hSfX84UEFQ8aL6QfCiVdDo+yCImalhoi4SWoBJGhzE1fFSaRaCXwE+UIr4cxj0chTdWcM0CjoFB00nQVhnGGoqOUeKiIzDpZmaGhVMQF5agZhtF+JUl9k0thQ4zp3Fd1uOxUzduf3T1/oUf3/3k+tR74Mzo/lNbc1fqLEnMFXUJLTvL7dmGaDUiNhITq8XFaPBxkcREAylGC5jDQAkGIM0hcQiIO7Pff32I6trNnRgKfjESONWHdA+CvH3gl8ME9wBsei9o4jDrSBNlDSPomBT+ULpoPHLheFSQyxb8KgE0bvGbjF0wnQ6azoY/TQh6HPn+WNiCB6rA2wbYB+GQLRJEGQddycV0S7HHxOCzwsVXQsEThuB5hBMG0J3wRTekAR+LIecYgV1ceCebOsxBTKcFzq71e9gBfrAe82kDdaoW4myAOxsRcx34F12UifXwB7XBro04z0aMaxPa1Qk4twLOnRhnP841gnePEnyDeO8Abn5E4epDeQYA3xAwO4zxjgQ6R2C7t6By0sEZauiaXM6acmlOLDEri5mWTipcxi5YRk/JxKwsC8tZGhKfyCvOE1WWqZPjKfGx+JxcZlEps7ZJ3tAqWxsLXIqjHE0IXFnFbOvXNHUKiirYF8oxk3ng+6nvP0xfNFOIGF8KuZX83r1Mf+8q/FjJe4/TgueikJfM4BItPJrNjifxIkW4+YHEf0Vo4lLMPGqUkGETMW0iulVANXFJBjYhWgzYRZgoAWAVYK18opVPNvPIJi7FyOBqyEQThxAdQtAyITouPlYu1dI5Ul6IkrI4OSGqovOD+i0H17XtWLt5/5qWD/+PIvytS71tdeUTLQL3BvJsC3Nus+x1B7E8kcJnMyxcuplH1/No831OPY9m4tLMHJqZL7Lx2Ik8UrYQmx+Cz5GTU0LpjhC6lkl1yMSRbKJeRDGGCdk0UohcdOH2yXe//PCHH/+UmbMshCKKJi44Zgm8lkiqiOI05/L6MugHctiNKVSHBiljg2INAk0E/mgz4/UQ7g+Hae0V+Eg91qHG65iL06Jkq1Zic9IDizOhhSnwHc2m/i0JsTaYxQxaZqGssIpTIwj58bT2uhj3+NU9wzsyssxFpbm1bdVb+ltyckxGEaIsVrhEg07RQFKM4lg1J1HHsSvIUeFYhxrnUGOWJvJTHZyYKFikGNy0NMjzAWF2gPR8BOcehTsHIdP9oMn+4KkB0MwwdHoUNjkMmRgCr44I7qYSH/CwEzy/Sc3iKZvf8yQ/nx46Ge0/HRPoig9yxgWP2wMfGAJvKgKuyf1vywOvhiJ7QrDFEvQKKXZQirkkBl0Oee+eZsG4xt+lAY+roB+Hgc+Jgi5xQLdZ0PUhuF4saC87+HIWfm4dfnYdyFkDeVWD99agXTWoZ63kZx3UyTrUdC3qeRPxeQPe2YpxbcTPbqPM7aR6u4kz3diZXRjvANHTQ3XvIrl2YZ09aFcfwjUEdw9DPKNg7yDGtQ+yexuxbA0mLwaeE09dXSVdscSQk0mMMmKLlxFyciipSeDGWkplgSDN4peWw1lZJYlORsXl8fKaZCu6qG07pasKOFdEwEE1tsgCqtzI27DHuHyHpqqNcLIV4SyBP10CG1uOHisBuzKBe6nUc2lw3wr4eC7mhiPoRry/0+K/PwKs4SA0fK6OTTHz6PPbv/n8enRGx6bp2DQ9hz4fA5cxHx2TZBcyHSKGjUsyMbAGBs4uZkUyiBo+UcHC6DgEm5BmYpN1TIKWQ1SxCUY2QUYlJ8RmNHceqGo9WLnhYG3bwdrm/7PD+t98Y2Zd2dMmnquF5GtmzG4Ked1BrEykCjjMf0Wo5VF/RWih4mOY+EwBoUBGLAon58rJCSJcFBfQMthaJknHxeuFDB4JHqnm7j/S/e3PX/70858/++lbY0KimErdYGSML6EesyFLtKSmNMZIBnM4kbjGhkw149QihCmCpApDf9CCm+sLmhsFt1ci7bH47BhGdEigXU1elsjNNRJKLMwiHb0wkpEeQTayIfERFJXkPZMCa9UTVaqAguLwC5f2r9+wpqFt5YahztNT1y7P3qjYXGKOZjus5GgrJjWDkainJxkYiQaqNRyVoCem22jxelxOHCsnKTw1jmqR4ztKUC8+Yj4fpj4bxrpGIN5RhG830rcXNbsP7duH9h4AfAcxs4ew1XHIZi76vIDwRAiakoGnDH7P0/wmowJnHMEzsUHOuGBnXPBUdPBjC+ieFnxLCboREXReBN4rI9SEE0oF8C4h7Hwo8mrIorvq954oF08pQY/DIddCQGf4QefYwdeZ0AYJZogE38sOPp8GzNbi52rBM9XgFzU4bw3aVYueayU/66BONwAz9cCzZuLzBvzMBmCmHevZQvTtIHu7ia4dWOdOjLsPP9tP8/aTPf0ETz/WNwR4R1G+3UjfbvjLPdTxwaDOWlDJCvTyNHJeAmtpEacwVS0zadVx0elVUZWd5Ws31pS3LC1avSQ+Q5BTyKhrkJYUkh2xkNIK2uYdrM11+JYM/Hkhao8MWG2AbelSH/4op23QUd9AvtSEmS6FjuchHq0AHi+DOzPxN1JZp9KxsytwT7KAW9FBtxICPNbAwyqYno/U8rg6NuX/Oof4Xw5/5fevAg1cRlyISM8gGVkUh5TjCOXpBHQFm6jkUrUisl5MVdIw4QSEgUk2cWmRHIpZyvm9I3zcyHE2E71NdE+7+HUHcW0KQ8hhmjk0E5em59G0PKqWR9VxqUYO1cSmpnKw6TxclpCYJSFnSEhJIkIsH2PjADZRuIaFNvCxkTymmI5qbkl5/um1b/761R9/+v6TH75SJEWF8YH9FrI3jbjbCltuoTXFkY5kcfcnElsSCeuKlHlJstRoYUqS8IMmxPNB/xe7A3asx6Rn0VbmiAuisA4tNk5PMssRVhk0XgEkRRJyY7ilmbKlKcLlyyMK8jTJySGt7cmnz21++ODspQvHPr557M1Xr1yvZy7cPnn4WHeSQ1yQJE2LIifbCOZQikaAMYfSjCEUNR+rFeI1ApxOTLYoWHoFUk6H1GdBZ48x5gbJc8OAdw/UOQhxD8O8e5C+vSjPHqR7H8p3EPPsCL6/kVOlgXRyIBd42Id83APZguk4v4exC6ftwdPRQVOOgOmYwKno4HEr5IEefFsVfEkZeJbnfzqUtEPNKOUEN/ICT4YD12WQ24oFY4rFj8OC7smCL4kCT3GDzrBA5xmQdQLkHiZmLzv4VCJ8HuFUNeh5NdZTi/LUo5+1k551kJ3rAdd64Fkzfq4RO92CntkAODuw7q0EbzfR3Y1z7sS4enHOXfjpbuz0TvTMLpS7H+kdQnkGoe4ByNuDnLnDhO5mTFEptiSRviSGW9toODrUevPJHz75/p+f/v3Tz375jxdf/3jh1p3e4f6iVaa6Wn1thWx1Dj0+MmBVDn64PaS3CN+fQPpADN0XQV8TiVpXyO7pMG/ZZm2tYd5dT3aXIaZKgccrcY8K4fcTsYfspH478kEq8kEy7JYt+E5C0GxU8HEd2irC6PgcA5s0T+6/UvxvBRq4jCgeJ0rANfBYYUySiIoVc0gcBpZBQ8vYgF7KMEtZOjZFx6Do2LRINl3Npv2uEXbUlj9pYLtaSL71dPcGwesOYk0a61eE8wdf/hVhEhcbz8XZOQQTizA/t9FzyWYeVU0RRHKROh4qjErJTtBMuXtefnnmyz9//dU//jb75Wfm4oRkC/mMFuKNw+xNIa22szansI5n8o+m0royGLWF4UtihVYlTqtE9q5Y6Nm5eG4oeMs6rCUKnW2n5VtINiU+JZrt0OFsGkScCViSRFtVLFlZIsxIw1XmhtYW2S8c2nL9o869uyr29mxauyK/OMc2NvNw9IOhpk1r84pik1PC4hzc5AROUjwzN5FlkAckmHC5CTy7GrCpMAkGqjEUoZdxdOGYEDKsOhXkPkxx9+BcvTDnSNBUH3hmAOocgrtHkK5RpHMPyr0P8B7APvxA3FIAWsrz62Jgz3FZZ5gBVyP8HkUFPjUHPDUvfmpZNGEPmLQHPbUE39cG3ojwP6P0vygKvCbF7QsnVwtBa/n+wyHwq6HA7YjF9yMCH8iDb0pAF3nBZzjgD1nQE0zYGh7sEJ+0hx18IhY8j3C6Bjy3BvDWI71NwGw73tdBcG3AuFsAXzNmbj0w04yeakZNtaLdnTjPDsI8QudOzPgO1NPtyPFu5PROpKsP4elHuPugrl7IVDd6YhDeVgnNyQPKM6V58eK0THpxmmFtSfGJ/YNjd47uHWorL0xOsQqXxgpLk8npiZJsB68omrfESCl0UJrzhK1xlBopqCPk/c5wZlkkNj8aW13Ar64WlecCH6/FOsvhk8sxD0sw9zMhlyzwdiWiQRl4Vut/2wG+bQ2+Fw96ZgWdMeDsEqyeyzQy8b/Wn7/ymy9Q/83erzEy6VoGXYjH2/TaVatLO7dvaupsyCxJNaq5fDJERkVZJRw9h66ikXQclprN+F0j3Fxf+aSB7d1A9q2nzzRxX7cR6tI5fBb9txCa2GQTl2bks3UCvlYgUAsEWoFAK+CF4SkOOd0kJMpIxM6W/Ldfjb755szf3r374d0739dfxixLXJVEexyDe53F2p3OKDXgd+XJD6XyT2bye/JEpUmcZCPTJEeHigOGyzBvh8if7qN1rWVqNNhkHXOpkRunFS1RsnO03OWOkFwzY4mJkG1CJ6oCih3YdA08W8fpri9uXB2jUxAshnCZjCsKxaVFmdMtBqtMICVBEw38/AR5ioGWoqfE6dnmcKIxlGhXsWIjBQl6aaxWrBWR9TKOVUsOZ6CrkgKdB0meXry7D+7eDfLtRntHUZ5RlG8PMLsfO3sI7zuI8x3EfXqa+FE/cWmU/0oaapjLGaUhjjD8x5XIx7rFjwyLnloWTdoCpu3B41bQ/Uj/mxGLTocvuhkBvyFGHReid8jRtRLQJn7wKRnxdkTgnQjQHTnkugh8mQs5y0EcYyP2smBVXOgRIWU3K+hEPGS2Fu9bB3LWQj1VKG8j0rcBM9uO83TgPB04byvG3YSabULPNKMnm5ATLUjnJoxnG/5XhFN9mOl+rLMf4xoEvIOY2UHg2SD62SD6zQG2ey92zdL3wiP8HGGwBB3D5kAZQ4nxUQydElea70hPFqfEY1Nj4IZQPy3XT68mLYmRxYZjTNIAg9zfqgheHkteY8fUxINy+OhoyQKrEpweAyQvCU4w+V2vxk0tBz8tBu7mwsaSQGeNsBo1skYLu6QCXTcH3DYG340JmjMFnTPi4yR4PYduZuL+9xHOL4zRIl4EnaKSik+ePPHZ919/+bc/ffHzV5NvJg7u35yXaZKxUCoOziJkaRhkFZ1slgh/1wi3NK75FeFkA+t1G6Ehkydk0n+rHNWLODohO5LH1HHp8wu9ikVXspg6NsUhZ2sYZKOIe+Z406Sn84e/P/72x3/+5d079xd/tKWaKvSw+4nYR2nUzihMuZ1YH8dpUyP77aS2ZEacAh6tJDlUVEMEamQV8WUP+cUAub4AKxPDbaHkWCHOIGIqKX42aVCGBR+jCUy1Q5dnEwsSIKuzgCVxFKuCwKcHh0eg7UmhHT3tH1w/cWnmzJ7TBzKL0zMLEte2LqdEYLTp0pyaGIkBo5EvWp4vS4uj6BWB6fHUjAR6nBWbGksxyGkJNoZejK9ODXIdIs+Xo3P7EXN7Mb7daPcI0rsbPY/QewDr3gd8uu891xV+UylhFQfTxSNv52FGaIgxKfZRpP8Tvf+4xX86OsgZA5q2gx+bgu9rAy+G+t/Roq5JIOc4oMMKQqscVscOGBITb8qDb4VDPw6FXuVDL7Pg5znAIQ66jwWv4kIPCkijzMBTyQhfHcFTHeRqRLgrke718Nk2wNMOuDuA2U68px1wNcG9zciZZvTUeuR0C8q1GevZhvfswLm7Ma5d2MlBjHMY5x7Gu4cwnj60txcx14d61o+e2AGZO0wY3sTNysYlKDGJemZqBiUmkpGyUlvVVXj/+dN917av3mxIWcmJz6PmFkXHJVBKc8OyYkhVKwQdmy05BdysTNz6aubGFm6uiRtvght1QFoqaWUjdXk2fqaD51mBcC7Dj2XCpxOgl62oNWagwY69p0Nci1x81wC+bw+e0/lfNOLiJVg9i2ymA79Vjv6q7l+jY9MiKGg+Dh5jN8888331y1+cnz978d3zZ9+4n7/++Pat/dUrE5RclIaNNQppaiZZL2T97hHWsXytlLlG+mQd85N2YnOOSMz+zcaMlkfXcQhWFsrBgiWwYfFsVDQLbWViDQKUlkmRoAhFCZbpJwPPP9nz93dvvv7+3V9/eXfT89xmUDYpYR9Ggw9YkR16TEsKa11a6AYTuTee3ZoujFGg49WMBBUjXs/YW0l43U/4dC+5eRk2Uo1NM7AdAoQtjJ2TQEyNQedmkdauk2/aYtqxw7K5Q1G/hhUbjTZoyGajQCJH5ZQ4vv/H91/9/M3M5w9u3ryUnmA7OrLr9YunQwc3x+ZqTl4biEkSW1T4NctsS9NCHQbSkmRhViI3K5G7LE+eaOWvKAxLtwpb8qGzx6nPh6nefpRzGOwcQDgHEDODCOcQ0jWKdu4G5vNyyM97nrktH+jg4XsF6I0S5A4+cCsMeKBaNKZd+NS4cCLKf8oeOGUDTVggTy2QW7Kgj7Wwq3LIdQHkrAyzTYas5oM3cIHrIUHX5ZBLUthFHuQiA3mWCexjAV106BoebC8HN8Twv5CJna0nutcG+loAVwXCvR4624F2tSNnOpC+LpxnI3p6PdjTBHO2ADPNaGcr4NmM+xWhdxfOuRvn2Uec3UP0DGNndsKnt0FcO2Czu1CufvjUCHh3F2/VakFKJC5OS0nJIOhDkfZ8SU1PYs9HG9YNOFZtkaau4hZVS5Kz1Ol5wkg1IsWGzc8BVlUJ81eEJiajWppZZWthCRpaegLeZMAnJ+EburiVmYS7xcFzKwBvKelxCsQTDbpiQZRHIRvi0GOR4KvqxfcNsPtRQbOaRZcMuCQJzsAkRzHQ/7eNmfk26XwiWVS9iChjY1euKnrx1ds3P37z5qcvXnzrdb65P+467ps7d+HM9hVLDEoOMpKLt0oZShb+947wcS3Tu4E8j/BNB2lDnkTCYf3WiELHwsYIsAVyfK2e0m5jttm46wysVSpGnAoXJRKqKeLOmuJnntG//O36H79/8Zef373757vDN+7HKRV7HbwjCcjBaFxvDLslibrUxq5U4zZaKGtjmeYQuDWErOdhrGGEntLFszuDPz+Ib1sJNxqQWVZaFG9RnJZRESO3sEDJGuK+7SuGNy8tTGCVxjNWxNJSYnEOPdOs5NgiWZmJkXNTE/dvXM5M1dRVrLSESqwyQWNFwYPH5xwZqo3dZRYzK9FGiTZgNfLFdgMiOQabFo/Nz6ZlJmOMClRBDjvZRK/LXuQ8hJ0bJLt64JP9wdN9MOcAwjWMco+gnSOo6RGUczfg3ot9tR92dw+iw/reCJt4QALbIAvskCIvRSLvhL93T7lgTLvgiWHBE/PCcYv/ZBR4Kgo2JgNfVoKuqKD3pbBLAkRPCKpeiqlkIq6IAi+FgC6IIedY4Es0xBkGZjcD1UGFVPHho0xgiOF/KZc4W090rg2Ya8W6KhCuJujcRsDZhphuR8xuxXs2oqcaQa4mqLsFcLYArjaMtxPv2YZ3b8e6uzG+HvyzI/RXx1ifHGU930d296Kc26HebsTLXszbw8TH/YsGN9Irq8SJasChxucVMZOtjNJCZs+gvKmNt6kbN7JXnJ8NriyFxCj9YtIlbHpg7XJbRjwgD/UrL48tK1V3NEoa2wgJGlpeGiXaSkuKBRrbSY0Z5BeVOE8+fCYHc9+2yGlYdNEAWm4F1SUgxrUBV9WLHxjh96OCfOqFlw24JCnGyCTaGcBvjSj+TWAkizqfMBZEwkZ392z+4d1fP/nLV1//45tX37jefP30ix9uTbiOvJg9d/XUjhQjX04B2UNZYXTU7wLhb78x0zRRzfqinjXRKn7eRvm2nX5kJUEbQYtmkaLYNAOPoxYIFEKxQihW8PkKLncN3687NOhyBMYlx78Jxf5Bgf1Eh31mxlw2onbHcZaGBm5fa3rtO/f5n7/89ud373559/bdP3ftaNwchn6QhHmp9nthgnbEoNcYaSVx3AwTM80qMoYxVWKqPoyhEKIModjaJLhnAHhziLSpdpHNSkrRIZJCYDEqREYUMi+OnhXDU4uQdg2vrDBRKyUpRRilnCYPocpCKGZjqFhKz1oSv2V7y2d/fP3gjceYq5BZeBX1+QYbkS9C2KIsAiFZoiDUNBas37DCZpGF8LERfIxOitNJAKGIZLWLZWK/lQmE2ZPcuWGibwAzM4BzDyPm4xlB/mvmPgCf7JDuEkEPCAI/DAXO8yE9vPc6QtAuDfie7P17EUFPtcgnCpBbB56zgaeNfq+M0Kcm0FXj4gvKRVelwecE8F4+bB0fNCzCXueTxrjY03zwqCBwhAPbyQDqaOh+HmIzC7FNDnpUQXRX+z+vhrxsJEzXImaqIM4aqLMR6WwBvBsJs5uJ3g6cswk53Yx0bkC727GezQTfVqJvB9m3kzK7izp3HP/8BPn5MaJ3LzAziJjugzt74a4euHMQ9HaUvLuWU7qWZY5BxtroRcW09FhYcra8uQcYPsHZ2KWsacR29iLK1hLjHdLyXJmKA+Sn0ysrcatWiQ8crth/PPPw2bSWLmR2An5pHDklkWhODFxeRqxLx56pQk+lQ6bt0EVzW44AACAASURBVPFE+EOt310VaHUsIrsAcTop6LFq8RVl0Oko8GNjwDUbLl2MMFEoDq743+z9GjuVbaQQ9HSskU03cIV6niSSzwhnQiRUVoRCeunh1bff//DnH9/99S///MMXL3yfP3729vQXXz8de3j06pUNne3RYopfJI+p5wgimRwlGZyXtGRt2/GVG/evbR2tbz1S1jry+0C4rmGqjvfJWspEi2C2hfhZE+VsNcuupFspeBOTEslnKHj0cBZBw8RG8fHJEsqIGv2RlnBHTZoKw7mlKHcYfEaLnDSinppRlw2Uw2bGLjv11M6Vf/7nn7786adffvrxs3d/6VyTfcxEep3LfK4JmLAS6+IIqy20wgRumpWZFR3iUAvMcpZNwdWKMfow3NZSqncA+WIfqrcNnpYkTNUBiRJUvI68KoEXI4MaJVC7mmrR0zMywlMyQ0pWm7KyuEYzUqdHpaZL8ouNV27smXBdfv3Z05nvPp398xdTn7sfPX/QOdKlT7Le9j5p6t3FUop2HhzoGt2aURRnTRDHpfIyc9kZSygxMbLYOKFVD1uXyfIc47p7sK5uuGcY6xqC/7cOnx0GH6rn7uQGfSAMOhOOviZG7BYt2iRC3IgIuK8Ifhge9Cg8eFwNmtIFTesWe/SLfKqgJ/rAj43+VzWBN+TgixLEsBDeLIRs4yPPCQi3eNgPeeA9AtAAB7qFgapjA4MC1GYWbKcC8mQN0VcT+LwK9KwOO7UO6loLcdfC3U1o1waMpwPn3Yj3tGOdTUh3G8bdhnG3Y92b8J4teM82oreb7NtJ8RzGzn2Anz2Ed+9GTQ/858sA7l6EcxD0rBfYtZq4dDU5Kh4VH83MzSPEGP0LSgxdo/zGbnBJNWx5NbS+lVS6jF5ZpsyOpdqUiFhzYG2NIC+Ptm1nypFTSy7dL+zfK0w0QzNMqPR4siUuuKgUqEvHXmygTaT7PzYufOIAPY58/2YEtDyOUFBMPeqAjKkCrqqCT9uCn1qCr9gJqSKkkUyN5gh+C2EcXxjNY2ppgIKC17B5GjZPxaYYhLhQBiM9PX3uq8+/+scvf/jTT//x53d/f/fLiz+OP3Yff/PZuMd9aeLRzv1DWUY5XM2h6gV8E5urJoNyE7Nq2k+UbT64ZsNIbcuh8rbfyUpYUzvRIJirII63cD3rca9rKdfrpVkqmlZIjJAQwyQ4NR+IZyNWs1FdfMxuKeGygnBTSbyvII6Foh+FIp4oEU+MqMdW4JUJ5lZgXlvFZ0NhW2PYs7O3P/3xi7/98s3b714OL4t6GkN4FY2YUcKuxooLrfgiO7kolR9vIMZEMjQCnJoJ2GV0m4KSEMVty8fMDaPeHMQOtiMTotkZRkJqGNkSgddrgEgVyqTDp8Txoy2kWDuxpFC6sS2mubYiO9WeGKdOSVGUrLC8/uLKi8/Pnv247eKVI//4+7u///27v/317fZtu6rraz751uf77HNzFLenv+761f3tTUVGJbF6mbU4Xbo8S2K2kGJiaRmJpMpE6vgI+cUQ+Vk/aqYX7BqCz+dfHXpHUXOHYIPLCT3MgFMS0KUI1D054oQ8aDsPvC9k4Q0t+nEYeEzy/oQm8LHW/0nYgll18JRswZh60U1jwE198F0F9Hoo8qAUvlUEbuAEHxRiz/OAo2zIXiF8FxfWyoDWC7FDImQnGzqoh03UEOdqg+cqQLPV6Ml1YNdaiKce6W3BuNqwM+0YdzvW3YZxt6B9G/G+jXhPB861EePajHV14d3b8d5u4nzx7NmDcQ4hp3phzl64uxfh6UNO9ga96MfuqWeXNQgSMkgJ0ezsbEKyDZGdHdY1FLH9IL+pl9U+IO7sNhk0i5akgDJjqMvzcTaDX0NNZGenY3A0afRQ3KEzUQcOazLtQLoRmWwlJiSil5Wil0WD9q/GO3MWPzH6PbEsntQHXIlArrTRc7O5PQb4A03wVQ3otC1wJgZ6wU6I4yMiyZRoLu+3EFrYDJuApeOQ1GyaQSTUMJlyAkrHRAowkNL8lZ/95e/fvPv5659/+vKP735+9+6zH2eezl15/nrS67w8+WjHtTOrVmRIVRycmku3sBl6GqgoNau242h554HqDSM1TQcr2vf+P3b0/wfC9prqhzWc2TWUiWaGp5HwuoF3rUq0WkVZpedkqkixcnRWCLJJhj8SSr0TQp2QEK8LEdclyJsy1O0w1D0VekyHfmwCnlqwb7TvP4uAv1aTXlupw3LI/tbiP/zg+fHdW8/k2XMFET5r8KxqgSeKM2QRWEMWl8QQVqQLU6Oo6THCWDXLwiM4pCRDCMagxVbEBjt3Id7sxfc3wQxKdGwEJCEMq5FDM3X4FUnizCiaw4hLz+TnrVYUN5mb9y5dvcIRZWaZTcxIHVUaijp0rHP29e2/vfvk0cP99WuW7uqqbK3NYRMR2amWlSvjq6qLrClRZCGpaUtNR3dVdqEqs4CXmodPy4WXloTn5gqTY4BCE2J6L/PZAPH5INI7DHEOwv5bhLOHUdtz4MPMgKsh4OsK+JMI+FU1ZIQH2SzxP6VEP4pAjMsWP1EufqhZ9DRs8Wxo8FOx3yPlonuGwHuG4Ptq8K1w+Ecy2G4pdBXLf6cIfZiLOsSA7BYguzjQBhakRYIfEiG7uMH7o1EzdYTn9eC5cqhvLTBVC3JXQ70NKF8bztWGmW4DZtoxnnbA0w7MI/Ruwro3Yd2dOFcX1rUN596OnxlAu4YwrkFgug850wNz9SG8/ShvP2qyN+jVIP6DNlHtxpCsAnZqvCAzk5TuIKwuM+7/KGnrQXVDb/iaTlZXr6koh12eR0uwYJobSekp7yc5KJ2bbV3dmu29qjMfx27bHpKXRM6x4RxqzNIsdlMDf0USqqsIM1cKcsX5P9YvmNGDL2rJBVq6w0ptVqNua8HXddCz9gBvIuKUFWflILQUmp3F+i2EOiZJyyTpBHSDmGPgM3U0nIWCiqUj1MD7DSXVX37/z09+/vy7dz9+8e27L7/76xd/nX729fTc65mZqUuPbnU8vLp2U3WUgo3QCmhGKsbBg1Tk5jZ0HC3ftL+mdbS25XBF2/97gf9fItxUu+Z6Bf1FPWtiPW22mfxJc/hHuZTWCPwtHe+QmrwlArM5DL0nnHQpnHYrlHJLir0lRd+UoW6Go24qUXc0wAMN+rEGNa5GzWn8JvSQMTXkq2Tm5Qhwl5X1xdsrn7978PBo4/Ukqsu04I0d6k6V1YShY8V+6xIw1Wn8BC0yxkixq2nREmKKgmGSo+Vh4NZcpruH8HqI8MFWRqyJmm5EFzo4KYnMMO2CjGxmYb7YbkQtz1ft31374cltp873VlaGRdkg8QmYohJ5bAJt685lF673/PCz84OP+7v2lp2+sdtgl3d2V46NX3wwcfPAqZ0HTu9fWbesZE3evpM7tw5WlDdGLVnGzVvBMlmA4tLwZYXCJVrI01GqcyfwchTlGQX/q8B/rUi9R4md6ZCDfOjtcPDHKtDTCNA9Pey4CN4hAY1KIDfDEU8VsPvyRY+U/jNqyLQkYFyy4Ili0UN94H19wH110O1w8GU55CMZZBkrYIMA0c9B7WEgBzjINg6kkQvZJMENCWDb+EEnUwFnA+5FA+x5OWK2GuOsC3TWQH3rUb42rKsNM9WKnmlHezZiZjfhPO2AtwPj24zzbSF4t+LcW3HOrVjnVqyzB+Puw7l6gZldqJkehKcP7RtA+wbQ7mHEs15guIa8so6eVcjMTg1JTsLF6NBFy0NP3y7uO5HRd2zF2k5xZ694c4su1YhPjsHW1aHLy3GxUZj6OkV3r665nb/7g4jOLaq0aGy2HRcdgYu1YKqraGVLacVxAe5lYF8G/KHCb0oPOWdlZShJOiW62k68poF+bEKctS+aS0EfNmK1HISGzrKxGL+5EorZYTS8ikPV82hqAiSZiagOZ66XM8pF6P5VtX/97h+v/jz35m8vvvvbP7/9609vvn/w+jv3y8+8L18+mHi0c/xuY397mooJtoUwjCRweii8sbSoof1gWftoXcfe+tZjZW0HfhcIt9RVXq1kvmwWTK0nvWihztVG7IuGDyiw0+HYa0rMYRWwLwJzUoK7xsPf4hNuiIhjSsJdBeamErilAW6r0fdU6Mcq9IwG59S9fz8KddMKn7GAH2tAByzEl7e2zn7Sf3Nzwlg8fiYROpOAOK2H1eqCutLJu5IQtVGUYhu1rMSQmRSm5kD1bGicgbK0UNFXGfHpXu6rPuy+FpxViSuIpZdlRURFU9blS+IU/kssuFQTITaKlVPiKKwtTqsuzs1URhnphkhSfLzAYCJ3bi/Zf7T5xNnOfadGZz65fOLUntKSgqtXD1w8d/z2jUdDI92d21YUlloFAnh8nLKne/2ubXWqMEq0Wag1UZKzQkqKQlNUgeMH6L5R/LM9COco6N/6Mb/GdZzakQo+IUHeV4Nv64KfqvzHjODzIcheGXoXL/CYDHZDgbwj9R8PD3ZpYU9CF06F+E8qAh9pAx5o/R+o/O9HBN6UB18LAVUIINU86BYOapCJ7qbDG9ngFj58Jx8zJIDtkgZfKSA5G9Ev66AvKzAv1+Gddf6udVBPE8rbipluAybbkDPtaN9m3NxmvLsNPY9wdivetw3v3opzbgVmutCenXjvLoJ3F865E3DuQnn7gXmE3hHgRT92uIZcUIFNysZnJockxOPi9KTcVeLdZ7JO3mrpO1RX0czf1i8qX8aMkiNbGnW1tfSVKzCO6MBo++KNm9Rbu5VHT1n27M+yGWFp0UCKWRAuWlhQBN+8yZqTgb2fEzCTgb4f5vdUDz5kJ6VF4m1RuJoCxnk17GYU+kL0wrk09IgaHsFGadhcK4PyWwjNUk4YlaBmUMxsQjwtqD4MOGgTHI9k7o4g74iyffJw7IdfXr79j6nPf/jk+5//8OKrG2++e/ri05nXn47Pzh5+4Rs8tafKzENFC3CxTFihBt26srChdU9Z+0hDx566DUfLWg/+LhB21ZXfWS991iycXk940UK7X8of1Aac0OKvh8OOq2GjGsS+CMw5IfYuC3+Pjb/Fxz0Kw9yXo+8oULfVwG01cEeFeqDBPNUTZwygB1bcmAUzqVrgsyEvJtFub0l8eaPyXp1iIh5/PRV5LiZov85vcAny4zLesRj//lhhfgQ8yU63WBiRUnRUKFYlAwtCF1angjw9sLnu4ENt+Kxo6VBrwemRjTX1eblZgkQLIdlAiOQFLYmWXz979IsvPtv7wfGYKI7VwFTICSFiAokAHRrs+f77b3/44T/+8u2r6vJMEQuWn2bOTTbUrC56cPv+1IRz48jmwtriLaNbQ0yhpfUlFa3L6rauuj51Ys/hnqTsyOJlyiwr3HNG+PIofWoo2HcU6x1F/Zp/RTj+Ia0lBfxhKPBQC7pvB0/qA8ZMQVdkiKNyQp8QsksQdEQCvi2FT4aAJiICHmoWTcuCJiMCnqj9H2oWPVAvfKj0fygPuCvxb5BgytjgFi6qj4PvIEPrWOBNIuRuFnpYBBsMA91dzZxpgD9fB35ViX9dR5qpW+RrQPpaAHcbZqoVOdmGnNkIeDcBs5sw3g6MbyN2thPr68J5t+JcW4GZLvRMF3q2mzK7i+zbSXDtANw7gfnfUXj6kO4h1NtR8qENnJJqfEoOMTs1ND6WGK+nxRRSNo4m7j1d37Ejp6E9tKVNHm0CL0nEFRYSqtfKa+t4a9cRU1JA2Vm49o2yc5fSencvsdmABAcqyxGui0CuKCccP19ev9F2IcV/LAXzUOn/xALrigxKsaKzi1hVa6knFeA70diLjvdn0xA7w0ChbCCSLzTTCL+FUMWmqNkMNY1qZwBVYdh9UaQrRvz1ENg5AXITA7W3suDTV3e++euE7+2VP/zp7us/Xn/79XXP8zuelw98b06//fT4rTNbUuW0JB5maThplRHbXJpd3zJcuXGkrm10XeORivbfx836rbWrn3aqvY28mSbC82bqhTTygHLxFQP5nhL/oQo9pETuDsecDyXdDCFdlGIOS6FjEtgDCex+GPK+GnNLhb6ugF9TIW5GAjMGxKSBNKVAfqIHfZ5BPh2PPbSU8fWJ/Il1srtm6JD5/WOp0JvLCGerideywBfMfocTQpYr0SkOutFKU8sx8Xpachw7Pp29aTn8k32wT0cgZ3Ywk03C+nzHpjWrEpJtyZG0ZCU5Xo5zSHBxamHp0ox9x47uOHBkaUasRSs1RQoK86Ntdv7BD9o///rB2OSRsckjFru0Z2RV376SY5d6J97e+ezdy7m/fldaFb21f+3M3N3yqlKVRnnh4tUXL98eP3G6dWt7QVnWhevdlUv5l4fArz9keg+hXYcxvt3o+fybw0cf0huSgz8MRT3UBT9OgE+Z/R8a/a+GQC+GUUZDgQ2cRbs4/rdDgGkx9IHE775p0bQsaDI86Ily8UPVwoeaRY9Vix+F+Y9JFrXLSauYoPVcVA+PuIEAqmYEb5MAB2nIETF8twr2ZC3H2QB9VgN6XUV4XUearl0wtx49uwHjbkP/itC9GfBuAuY24+c2Y2c7sZ5OjHsLxtmFnkf4vJs6t5M6201y/0+Enj6kqw/hHkK9GsTvbaQXrQFyShil+bqYaJxOilyyTnb8Vktlc8zyqpD6ZonViLBosWurKE3NoftGV3duiezcwWppUWjVCyoryMeOxa/fHJOaybbbYBYVV6fELCmC9BzIWdViOpUYeCeZMGFAPrUj18n8UhyI1XUhK+oxx8PBd2LwF2MW+FLhXbIAGRurE4pNNOxvIVQwSWaJWEkgmDBBHTrSxVjyx/LFd5l+dxjgvQLUMjFw9tCmP/75offN0VdfnPr8u9uzL49MeS+6Xz3wvL3gfXn06oedS7X84nBmlVVQYcE3FqTWNw2s7dxT0zJUVXewsuPo7wJhW33DozX8uQbKbAtzqlk6lEjbH7b4lhZ6KYK4Jxw5EAr/SIq5KiKcEmKPCDEnhbibUshpBfKKBH1eTjgTAlzig65oINMauNsIfWB5/4kB4YwmfpYMm8rCb0wmflgc4c1m7U3AfJiC8q6CzNS9/yjf74Vt8Vzke1dMfidkfnsTWM2rjJEadGYUblUseEMOvH+V3/QoYuII/NFQmCPaX6sM1ESB46KQViU3PR6+NB1It3LTTKyCZERVAbu7pnh1MSc+CRefwcsr1qU4+J3rEkuy2FcvrsvKMHV2bPzHj//4yjv16d2rP0xN3/zoyNVbo5fvdj2ZPXLXdfyu66w9Q528RLuju8w1deLoRwfyljga+sqWxr/3fDfx6W7ks4NC1xB8bj8wuw/t24vy7kF6diPmr1P49qJcp8ltxe+PCBY/USKeRAc8ML532wy6KVs4FrLgGA/SyCJUSanbxIjHCuSUZNEjRaBXDp+QBt7h+T0ODxhTLL4tfe+pGjIWEXRUgl/Dg5QLcevErCIW0EFDnOJg9vODermgqymomSqId13gXC1mtpriqULM1Qa6m9CeDRhvK8bTDng2ot2bUZ4ulHcr2rsFmN2Knd2O83Xjvd14z068axfetQs/2UOY3Imf2oWb3glMbUfObId7dyFfDWIndiI+6UIcqmZcvHlvTVtteCjTnsAON+IbGiqPfzhw4czNJ09uDwy1aw38iiZOWRPxyYvxz//yxcmbGw5dSN19KC05ZbHV5LezI2dbX4XNSorRoeMVOIuUsKzIcfnR7oL2qL5iki8O9jDGb0oVsM4EL2u31raF5VQsPKjwu6Rjz5qJd23QJDFEwiFqmTCbmPRfz6bNx8IjSZh0uZBvo4OHDPB7VtDHCvDZMMo+GuFMOKefjegP5/oGev72Yu7FF76n38x4XR88ur/vD8/u/NF996Pmle0qzF61/+142H178IM4+JFVGbWtu1c2H6jccKBm49Ga+r7fBcLWuvrHawWz9eS5DazJOnGfjXhMAbqrhp+PIIyGofrl8JMhuCtiwkcCzFEB+iMR9roU/JECcVGKPhmGPyEHLkugVyIR03qUz4yaToB4HXh3LOltEnQqi9jiQI8kUm8kE3rjkFeL6a+rkM/rFr4oQzyPgc5o/D0m2gUjMKRF9cZKSvWMPDs93Ry4Kh9+rAJ4PkiaGoFP9smW52GX5zDyi2gFSaiyFfzqKtGB3dntDfokW3C0zq84A7UsE7t2RZjVhrEmCJYW2RNsoR1rsteWmnMy+YnLln76J6fX9cGm1oyuHWVHzw4dOTGwtbN26vnUX9798N27L9/8PLd1fytDSqxprJqamti4tSkpPrJpcE1h4qJX+ygTe9HPDvJn96Bm96HnEc5nnqJnN8J5kthRumiIt/BRBOxJdMAj08I7FujNMP+PFIgP+bARNrqeB5TQwdsFqNOcRS+MqOkQ8JQs+C7f76HMfywi4G6Y/xMt9IEi6EQIcR0fsoKDKuOSS1mYDhriOAt1SADq4QRdS0W71sJ8tUGz61DetTjvGviz+kBPM+BtxfrasN4OjHcT4OlEe7eifdsAXxfmXxF6dxHcPQR3D8HZR3b1EFw9BNcu7Mx25HQX1L0d9qwX8A3iX3VCDtcwRw4d29TbpVNLU7IUybmReiu+YUPq7Tvnf/rp28amCgTGr3//8plnH7796u0v7/7D9cm57r1LNvamF65WMwWBqekx9x4fXbXKZtFiM+xCg5wWFxd+8uP+DXuWrc/CTsWiH8S859PD60zovJrIhq221n36vWq/iwbyjA51IwqcLUOFCWh6JhBJg/8WQhMZCKWQQ1lMOzVo2Iy8HQ07pwIfUZCuq9lnZIh9bL8+zuLdZtnlxqqpcwfnpi6NX+l9fG7ntdH1O4rM1WHQEQvqfjbpbqz/Qzv0snZBX4a1fsOe6s4PqzuOrN10dH3r72NE0VJf/6Ra6K0lvmjljVVwuzTIM2rkfRXyrJwwHI7qDUccl+HOi3AfCtBHBegzYvylEMjJCOR5GXZfBO5ABOaKHH1ND0wa0c5IpCsBOheDn4nGv06EuvOZm+OxIw78qRTSVjviainj1WrQ8xV+r1ehx6NRd/WoThG9MhLeFr7gukPUb5OvN0qbIjAddvCBJcCLLVTfANr1P5i7r6im8u5x+FGp6clJJfSeEAIJCb333pugFJHeCb136WABsWMFKyJNURARsNDTC9XenVFnxpl55uG98Pk97+//rjV37/qvWWtfnItzLj9r7+/e55zdYZgSBt4fAEtJVKpM0Ujxgx7ODx6/VF+RZ5aYoBUYQolOZlV12rbXhoaF00Ki7GgMDVND7aqshNErR10ddbgvhc9/HhoY2S+Qnv9j+/WX7Rff//1se/vr11//+vDly92ZMclr/ptvm/Ut5aFhgV1Hjkbu8/fztjl6s6MgXuXFBd3HxyArx1RXz+J/pL7/UhScQvNOILnHEcLrpNYs6FGyzDQTMecm/9RR4b4T8h4TfMoSuKCLPK2Nz9PHJFqS2nwpJ40Vh41lZ2nyCyz4Q5rcQ5rcI1PwrBnkqQ3ikSV0kKFcbYBI0ITFa2FT9Qn1msB5TUSfIfywvsJYMEaQhxEXQYT5CEEuIMpDrJaAhZV4URVBXEsU1RP+N0JxC0HcQhC1EoTtxB8IRYeVBUeUhZ0qgiPKosPKokNEXgvAbUTym5HSdqzoGOFVGzBYyzh16WrnuRMx4aEFRXEFlenWToi+G9WjYycOHTqiQyZ5hpCqWvZ1ney42Hv88s22znMFUVn2pYf3zqyNVx457BEV19qRV12zPzTELDjQysaaEhnnOzp7saIrZb8f7rGvyrSXnMQOOBhm1Hmt/Eh/sQdb75TrjttupDkb2B0XaAwDxdJVcyVruGpi/g6hp5aqA5lsoa/hpwU+6QrccYefNN7RSIUMWBJusOTuWO+8bSl/iQ7vsdE9F2x7ItK+LphZ7KpRbodpc4T3uIJH/WFPw1HLobBlf7W7dpDucO+K6rMFTVczK3pSK3rYZd3/FIQLBTR+vvJGrcFUilY1AzZoQ3xohuk3IXWzsAfNMBdNCDdphMsGmMuG2BEj0rAx4ioTPWCidNAMe8QMe9uMMGaHfWKPWbBALXtChC7oRWdg3R8pjCcfClG7GqDS609qdQGuheFXE6DSvaDlvdCbbshzNggLPS0LltwBc9Bjb91yJrGYqn7Hgnbblnh5n7rogPLyIcjKQb2sWOi+AEh8AqEqg5xdYNHVldtzuiA1TT0/lxzqqe3MwtUX25bnOvj4avpFmNc0FXo4WsYGe2UnheXn75HMXZiaqr8xVsoRDPMe3V8YG9zkPnz1nLMunf/4fuOPX7++efF8dur+2O2r7q5GURE2ZXVZ0Xt82ntbo7wUpSdUls8hBGfU187h/lt/Ck8DwtMA/yTqB8LVG0onSnBdVJkpJvyJo8ITG4UxG9QwHXLeRLZbD1tH0Ys3RDdHqTytZ10OgdaxQLeNdj00R0wyoPeo8tMM2KwZ4rEV/LEt4o6JUgcVnaSuEKOFYhsoN+pgT2vArhsij5DlR/zRPDZWUgQX5EH5bLikALFWCuGXYwUVuP+jHG0EhC1YaTNB3EIQNeOFLXhhO1F08D8IBQeVhAcJ4oNESTtB2IQRHECJGtFrLTjOIcxWI/xqmf7NOxOtxzrDfAPS0veyC7N9fcyPdjelZ0doa5l0nmy6OLZ3bvXS2huRYHPm5I3c88M1o/Nn0xt9e6fObv7+V03PCXs7Smp6WFp2ZOheL10j1b3JIcKX87cenEuMNHjgqznuKrNIVyiyIXbfap99MVk5WNIZoDDkhZlzhM4E4HItMWbqBBeyvr++6t8htFYhWJF1mNr4EF2FC+74+56YM0yFJjqqTg/SY4UYdJS7bbNjzAY2YEk4SUe1UhXzDWTqTGRO2smM+IHnIlGL4egnfvBZL+Qde+yoLepUVEh5VU9u7aWcmrPsA31Fdf+MTFhdXLhQQBMUqKzVGIwna5Uaw69aEu6xsNcYpMNMTIspcJaJv0bD91HRV6jAqBH+ljHyGh19k0GqYaHqWMg7tJM1ZAAAIABJREFU5qQxS+yUJXLZSmnZHSpyQXE8sGsBwFKUdpsPfsiPeMYBfspd7Yw7wInDrO2Vm92D7AlE11qC6Fpa0UzMXVv0fKBGtJX8Xiq031Sr3xx+OAi6fADHPQPnnSIX5RJjIvFhMSpxEVpxweTSLNvDrU6FxdjCMnxdk2VcItXDRykvzSRkt66Vp0ZidjjLRNvXjUWloLILQxN2a84/ufL7X5+2Xqx0d5QF2lsfPtD8/u07ydbK4J3+X7//8v7jh/6BG+W1+e6BFgamuH0pgdGRfpcnr+VEaa2eVH18QmbhKLB2/j9VqOAUmn8S9UPgj4v1K7jeerVOmuwEA/7YTuGRheKgGeqGEeKMgcwhA6Uipk6smfypFPj6YdWZUsjZLMVrNgo3LcHDLPiIIeQuFTrJgE+ZQR/bIsbpuB4aJlMHHK2HLDFSa6MondCGDxgguwwgN1wRc0mAuBAlzIfxc2GSAsRqMYxbjOaVYfjlGH4lwKtG82pRvAMofgNa0oQXN+IEjVhBM+4/O9IOkYSHSD9OjJJW/GorXtwACGtQwhrUaj12uQOzXgc7mgj0j46d7D0T6uOblBxZ31zn7GAtFPBCwz2zcw6cv3ry+mzKlODs2vv1Sd7d0yO1Q0/Pt56rSasNFH1YXn3/aYr3OC01zMLaIDE9tuN4u6Ov/d6ksEfL4+1Hq83IoCkfzblQYIGuWO2md236yubvL0aeTXQmaV/1Qiy6IUQxGsf8VJ218VaaOt7aSn+HkKlBYlG1mDrI/Uaw667EGTd8HxPWwcAl6uDrLJXOuqKu2Mtdt5C7YQG/agtcdkJfcgXuh6vORRIfBSg+9pGf8USMOWAGbYgXzNEXzWGH94SUVJ1l11zIru5hH+grqu35RyCsKypazKeJitRE1QZj6XqFpsAxM8wNU8xVuvJBJrbBFHWCib1sjO2loa7S0HeNcEM01E0aZsBEpcAEXsyCj5mr3mWh77PgC2bKS86Ka64oqZ/SejD2cZhakzPyjjemxw7cH8JosSUMBeCWApGzsSoX40lHAnY66OHarFQk9koL/kqlIZh8R3QfEzFkJt/io7DSgJ87KnuvAV1cpHaw1ffmWN38dM/w/Uvd51M7jrk3tZhXFOodrDKtSjALZ+oGe2K9/dRNndX1WSSWqbavB8vOUSsmzfnmoxOfv/30r9/+Pb88vPF1cuO3tbV3X7582X77r+0P/97+8Ncv7//89G37V+H7jafP16IKCyL3u/l42B7rP5cQoCQ8Slw6p8g7jd+4+P+2ZP4r8Ed7Zu0Cor9Np9NYbpwOn7FWmGUp9pug+owwTQbYJj1MBRVa5Ai6WoBaOADjNMgKulEXg7HdljJnmZAbRohBMvSOIXTCWGHGCnqfhrpqiCmgwGMoyBKqSrsB6RgFMUhGdFOR5yzA98Jh/ByMqADJz4WJ8hDifCSnCMUtRvPKAF4FmlOJ5FQjOHUIbj1S1IAV1APcejSv8T/rmX6s7OU3okSNaGkTdq0RK65B88sQvFK4uAL1uA75rl3paCK6urnh4Kn2pOiIvNyYpo56f1+7uvpC/0A3gejl2y8fpZ8mN7+J+S/eP90Q3F2513vn8tn+nvSS/QN3rv3y+x9//vXHg4fX6SY6Pv4ex88et3Q0iU4K6R+54Opp7a4PEu2mTnrI3iSBzqX7bv669cv2r8//3LpwMOySD/DIUV4SiRsMI4QZ4lnqOp46yn+H0IqsY2msa0tBFVvjh5zwD61Ql2jQVhp6v4FmChnW6YQZ8iP1mYP7LKCDXoTLrpDbXuh7XqgJT9hDb/SEO+66Nea8GanPjtJprdRuAq4I9smr6clr6EsvP55Sfian7Ng/AmFDcfFyHk1aos2r1L/DNsy3V6o3hp0xw1yhq7aZ4GpYqKNMbB8D12eEvkFD3TXEDtNQQ1TcMEM9mw7JM4VNWmhNmmCnmMhZY/yig+KmK1LiSxT5ox8Gq7S6Ih/64fq8YX3BjAw6tt0eP+GMvR+qfGkfYioHlepF6HQCFmzRy9bwW86IGx7ArCNqwwk44obilOKXOmTnWkiH6o3bqjwbm6Kai2M6CtPig4yiA1U7aoNPHd4XHa7h7oANdDPxcVIzNSNoM0hRKVFW1kx9XWJZTfLSxtj6L8//3P5z+99/rEmn1z48/Lj9bOPr661P3z58+fL9r9+ka8vrG0vb219/+v7xt+1t6buPLFs1U4beudGbRXF06QmVp6d3LB1HSnrg/+3E/Dd+1KVrPeDbnYZdJor3GPBpc/mHRoqXaYjzVEyJEb5WC6hWl+/whE43asxVyYgrZJ41Apey9CusQE1GOy/Q0Vf1ocP64DGqzKSJ7AMKZIiKLjdC7aXCC3SxbQaE4zT0oB78uCHhCGXXNVe55TScuADDZ8P52Qhe1v+BkFuF4tYgeXUI3gGUoA7NrUGu1CK59WheC07QRuC14ldasJxqRV4NTFyPlNajRVVIXjGUVwATFiNnqlHPG7AX89RT89KDYryjQj1iYpyj4wKtLQ1s7MiHj3T9ub392/b21uef3m9/E777+fW3Z1+3f3n2cfUJZ7yzu73nXGdTc0lHR8PNoRO+/o4uzo5ne066ulompoS0tJfrUdQKnWB8D8KUB2jJAbheEXXzYf/AQC+XP3n2QsFJL8ys/S5BgNyDEHCyKZ6hpetOUftbhKqaFppKLjrQdjeNO46EB2bIy0yg1ZSQY0zII8t2mcn3OyCvsSCDNtg7vkrX3MG3nYE7rsRbDviLZpgzpsQzNtpHrfWamRoFDFQxXSEvzCerrofddJld28Ou7y2p/WcM61uKSpbZhmtluksV+neKGPmu6oWGcp1mwFWGRosJtsIE0cnE9DFwfXTgBg11lwbcpmFGKbhRhkYmHZpripi21p1hEqeZ6Gkj4ooz9Lk7mu8JLHtCJgOUO9zQTwMIFwIg7U4aobrIKluNMSeNYU/MMW/QZhW+cw+xwwy06Eb44qz2jAXjuqNWfBAisx2dFhhuJnGtAylq06pOIwZYyjiYI4LMNJyNQREe2Bhf5bggzYps+8Q9uun7DcIDCU6mOk7OTPcgr9S8fEcnN1MW/f2Xzc/bz768e/3LbxvllUlh3p5ZEXtunGv68gf35fba1+f3S5O9Erws/enUE+XFq4/HeY+G7o2cdPSmGFO1jly+kBGuJzxKXL4gyz2NFpwE/8h+/z0Z/jcxbvZA7p9iHDOFjpsgpkxlHxgonNeDnSKji40VGyialapqRz1VOc0aghLQVgFYwtburWZmWoJKKKAzDOCKPnxQH3KHLHOPBnqgr3Cbgq5iABEGsGxVeAsZd5yOGdSBHaeSWjRAZy1B84lYSQGRl4PgZMBX0pDcYjSvBPjf5Si/HslvQPNqkJxqBKcawa1HC5px/FY8pxm73AgsluxaKVcQVEElNUhxBYpfCBcWwiXFALddfT4bNNpg3H3umKU7LSnWNzHJNTkj3JRh4uxsfvzY1Xefv2y+/7y8+m3plWB0cfrO5JFDnZXHT5dcHzxw/sKh/ltHiyqCJqeub72ea22v0tXU6GxtTowNSU4M3B3hbmisczJMVewEF0ejuR5KCVZEO38bJkXDw5rc0MVud4QveUCfhcovRcrl2SgZamg56JL+tjGjQXbSJAXqI874k+/a40eNFE8YQUqNkXVMxV4vwqA78iZzxx0WYtQCuGIqe84cdN0MdYGO7mGQTjC12hlaNYbK+froVA2FNCZQ66JUnxWf3Xwhta4nu/o0u743t+yf8VFvRUXVdLbOu3yNpyVqMw2GRyPwWSagKqb2YUtCOQOeawKrs8CfMle+TsUN6sHvkOFXTBSvmqAuMYmFVHCJKWKSSRLowsctFO5bAIsWqCUHBM8B9sKXNBqOO+gLfhRGrnfG7PbSLnPBnPME9YVCr+xWuB4H2ioAjngq3raWW3dELDvLPfCReRqEeOwCm3NB17gSH2cR37UQOKfphWkEf29oXLhmepRJWhxhXxiIHa2Uu0c1ZfeO/BRcfqZBRrYSnQIPCbJNzAkOTXVk+RiGp+z5bfuj+N2Q5FNzcpJ1blLK5Oxs3dV6qMXOsraU7a/vY8J8q8qKF5+vdt+/FhDjcbq1ZF08e2joZOdgr7KuzoUrfSnhuoLD6s860NwO0voxvLgL82O1reg4IDiB4p9E8E7BeKdgLzuA5fPGB8PlLxvsemKIP6sPazXCNmji6vTls/SJeeY7HxWjV8thy8U7+DWyonLkTLFKJQ10nKpSawztMoX2q8JGKMCMCfguFTpGAwb15RvIgLsKvsQIe8NQ7owa7qo+bsRCp4UEOm+9YyVbaTFNXpAKkyRiOMVwfhlquRjGr0DzylFLxTBhNVZUg+OWIYVVGGkdYe2A0mo9UVKLF9fgxDU4bjacmwkTZMAk6XBxOkSYCRXlIddKcJuN2NUsyGAFufvy0fCMWDsHpn8YLTUjzt6U4mJHb6gvWFy6v7390/u3EqnoyZZ4/tOv26/ef6o5UOTsSmOxSFo6yPaOpp+/fHv/xy8js3dVKMTknL1+wbZx+wP9ve3T4veOBSCf7kHwQqHztrg9NqqZ9flHxq8fvHDQ2dfgmofmhgf4iStoLlK50gznpIVx09F10lO2JWvbGBra6GvZaeDcdPFOFC2mrq6ztpG5GimDIjvgiu62BhrsoK02oCPOwKwd6J4N+r61+pS58nFdWLmRJltPqZ2KLWNgC0yUsxnqRVaauSZAJg2eZaYVrq/aHyg7GbKrJ8U9s/J0Wt2NouozeTU9Of+XX1v7O4RlZWWzbL03uRpL5TpPm2l9iVpF1rLlDM1j5oRGU0ypKbrOFHuMSbhmTBiiokeoyBsM6HU6opelVGwMY5vAhk1IPH3kAzOFcRZi0QIlcsdJ3IAtL8JoMHDUB/ogULs9UHePs+Y5L/X13TjRHtzjaOhUwU5JJfykv/Jh8x1jNvJrjlCpm+JKCILrh3jpArRHaE+lo583ohaPkYvTMEF+CiFeyDAP5bxEyygfDS8zmb3ugLcZOHG3flgANiZG093O3MqUkZwS4e5LtbHRiAlznbjePnYpuXfimqk5qzA7pLHdQ/zT2MzqM2u3yPz8FCdn5vSjvsGHh0aWz7adrfP0sRwY6fppe1H8y2uWrU1DW0v6XorwiAa/Rnb1qKa4AyHqBMRdmB8IhSfRglNI/mk47xTsWRd08YLByf2oC5RdDw1wlwzRTfqIZm1sgwE0i4yvcYUtVxFWy2GcUlletay4DDlbSmqxlu+iKpfREC1GsOuq8CEK8i515wMjXL+WQj9Nvs1czUdbPVMXOKe1c8BI47ouesBY6ZwB5Lz5zvFwBU4GcjUXy09GLRdCeaVITjFcUAnwK9DLxTBBFUZQhRFUAqJqrKQW/4OfsArzQykvB8HNhPHToeI02A+EwlyEtAgjrIQKUuT7S3Qk78XHb553cDIN3WOaxU4yM9TeE+yRnRlz+Eh1a0dZckqEl5uVmbFueWPJ9+1fauoqLS3Mzp85feXKuezcuLOXOoSv1159fevs75iQGbU/KSwwyInJ0DrZ3XLXF/YoFDzvDpoxhTaneGx9efZy+9fhqYHwBKcWY8iWD+JZBHQ+QrnMDOuog7XX1HTSU7bT17QxIFvradpr4l11iU4ULQs9HQdtsiEBKLLCjQaon3Yhtbmgj7konvVRm3LBDllB+8xgPRaEVgZwxlF90JU8ZKJ6zgx/yEql1kalw1m7y4LQaowqMiUFkoHBUMWH4XLn0jyzqs788xCWFj/OI7/K1hBUU5abqeNFxg2eiGK6+jkWocuC0GCJq2UCR+iYKwylWwx8vxF62BhxnQa7bEqsYKGT6dDzRrgVQ8wjU/CkKWrBHCl2w627Y9e88VOhhIsBwC0P4qVweoIFYcJT42uA4gvvHcLIXauNKEGZ/LlIw8NOyBE39KYr5pmdgshNQeAOFtkqFHpDhlNkX7QgV47rVucAafH4uHCCtzUkyIVib0zcH6ZeksVwM1O3MkZH7VWOi9d1MKE4mNNrq7JS0zz3x7lZGar7mKvE+2EzjgWaeWgk7/OL8LO6er3zy/ZrdnWcIg5U27rv1nino7t21/GCiyMtBq7Ek9cO/PVd+vSF0DPIv7apITVSf64BP1cAWu/UFjVBRYcxok5AchQrPoYVn8D8x+FJhPTMrqXL2r2ZhDPkXfd0sVdphEYt8EF9bBMVmaGD6QxTEjQQxSWKvDJFXpW8pAxYqFXp9kU0UTCFNGydAeqKMnKAAhumgO5p4y6ryV42gTTYqPvraaXqkI5qyF4no69rKV7Xg982J/WZyPdZgZaSMRvFqtxM1Eo+jF+M4hQjRZU4YQV2uQjBL8fwyzHiKqyoEiOsAATlaH4Z6gfU5UIon43mZMC5qWBRKlScBhNmQgVsuCgfJa5GvC4hjDeavPrtdc/IZV9/p/hUl+zcVF0SvrIgY3ZmkC+esnGghO52nZ4aWXg8RTFVP3qqPTEx/uqla9t/bW9uSI6eaIpO8tn8tPHy5+fh+8LCooMDgj2sbYzMzXTG7/VNBwLLwWCB965xg52tKZ4Do5fzm8o3Xgl6Bg52OJL4rmCRJ2g2mFBpr+JioGyjo+Wsr2JP1rKh6NrqaTjoKLnqEp31Vez0Na20NGzp+tGGCufdcM2miCZb2BFL2VMOyg1uKre9VYZclIqZ6HxjaJ+J/LQdps+GNEZHnDdDdlihz9jhrzOx5w2BCibWjwa7swfxeC/kYqZPTs3Z9Pr+wqrTudVnsqv+735F8XcIK0uL5gpoz9LVhVUUToPeYp15d7hSHl35Ch13xpTQZo5vZGKPGOPOG+Eu03GXGZh7RsANKvQaC1tngY+lw9qp2Cc0wpwJeN6aOGcK51hBRY4IkRd2eY/GaJjKWQf4RBi1wll5LlzjhTdI4AkSxMi9aFHlpModccX2O+MWPZUEnliRI2zdETXvCtz0RjWkqjw9oPyyA7V4WKU0YVdSlHx+oma4O9ZUH+JmjYiJBOdlqUWHU2wswDl52tmFBHcmys9BNybG1juM6hLM0qRpd55uXZRck/zr5qW7h8IjAwP8rWua/Z8Kmh48PaGkgjl+gr0guecX6nrz8rGhoW7fZHveq/mNleUj105b2NkUlJXEh2svNCuJqhUXKwFhFVjYgREeAsRHsD8c/ihKBSdQwgsg3nXtK2n402S5YV1cHxnXoQs/TME2UYFkddiZfWqCRqygUE5cgeBXKkrLMcIm1fNRQBUFmm1ErCbj+5SgNw2gd+jyIyrYmxRUN10hiwb11kAl6Cp3GmDPqoKuqckM6EAnTJUH6NBeI9CDEJiQTRIUEjh5MEERiluIEJdjhaXAUgGMXwbwywBxOSAsRfGK4NxC2I/gFEBX8iHCPAw3E8FNhYpSoZJ0uCgLIWDDBbmIudwdm7mopRMuGz9t1p/s8PS2C9trlpGdZKyp0VZXvr39WSiddnA1KipPaWiquNl/pffGJaqRvqu7zfb2twf3Bz287EurC6MT91S0FDcdrd+bGJVVkJWakejlY2/MUOk+Xj3hA1nyluE6gR5Zwo7kBxcVpNLMjV6/lXaca2j10+d6o4XOoKkgUjoLbaWNsacauFLUnA207clatnoaDroqjtpEFx2CB1nZjqxK1SXEWuHabODlRgpH3IhnXdBHzZW6WZqlmqBEKijaXbkpx7ndR6WbqjDrwRphYi4xkceZ8B4T9CUattMAm0vHBTGxE7GY+VhEX44/u/bcPw5hXXnhXAFtPUWNX6a7UqUqOsC6FK/FZigPGGLO0YFDLEy7KeEonXCaijlLAy6YYCdouJs0+A0TdJuFUhQdWUwB7hkT5xlQjo3yvBlimSXPswYvuyEFYeqPdmufdEHcDsXX+mDmY1W2AkH8INDj3eDpbOwtH9AVix0cD+yaJ07gheH6K0+4KHXZoQu8ifWFagtHtNYaocJu7bZsSNrenVVZlBh/FXs6JshbxtsTlJKkYm4OioxUGxhMKapG2FN2eFopBfpTgqLpNt6GekyDRfGTL9u87e3Pv/97+9mX1z23i5vPhP/+56v3Wx+YBtTs/cGCF5NNPdk+7pT8pL1Doze+bn94/W7p8cYSw5wZl5yYspc810h83oSZzpB/UY8RtACCdkB0EPvDoagbIzyGFnSjuOd3CC9oX9wNO2cAGdInntVEnKThD5ExB/RQCaoK55OUObUKvLwd4gqUoAq2VoZbbVIeYSu3WCETDYAyXeCmJnzEGHbHGHpbS3nAWKlKb2c6Q2GfMWS3mnwjjXRRB3xZZecoBXHbAHHXGDHKVLhpDZqJQkjK1Pl5CFEhmpuPEBYDgiL0ci5MWIIRlWJFRQh+PpTDVuSwFXl5EEEB7EeI8rH8bBQ/HS5OQ0gzEKIsBD8bwWcj+eWQ1yWEuaNOC+uLFZ2N+xMikzLc9ydGaWHROcn7uCtTFbUZDh6Mwor06obSg0ea/7393dqGFRbmw+c+ys1NMjTSdvF23pcWt/pa8PzT+tHTXfuT42Li9ljZ0XXJmJtDJx6EYMXBiDVf8IQVIiOMVVtRVFlXMXL76unr3QciTB55o6Ru8vfCVcIpcrb6SubaWs76Kq4GmvZ66ja66g76Gg46Sh462Eg6yYVCpJIJN49k3spw6HDXbLRDd1vD2oyIx0w1igJZLXlBFR56Ze66kd4GLoZADgVz0lrrlJnqWRbpJEO5la5cQCPFGBLCmar/aIT1ZflP8w03UrR5hTrcUqyk1nAgm8w2Uxk2BC7QkEdMgIOm+KN0wikD4IwB+jwdd9cQP0hH3DKGd5sSYxmEFDJw3YgwZwJdMcUvWaL5ZmC+DeSJM4TrhV8J1j7ji7sZiy70g42HYl4E7OL7QkdcFM8Hy59zlZU4yK/5IAXOiute+Lkw3RoPfJAN3McKv3s3aKKFJG2Aizq1z1cqtRQotZaYhDjjzDUh6fvUY3cTggOUfP1gxQWOM/dbDzQY2NEw3nbUsEDWnijTsFBzU6r68Sa2aPbI6JUDr9/xn/3xYv13wcD4xfnZ2ck7g7q6MiE+5NO9pQ2diaXFwTNjJ8W8kY3XU+vvpgYeDmqTdfanJFTlOUyUQtdrkHOZ0DfVGN4BFK8JJWzF/HAo6gQEXWh+J0pwGrbUrHzWcedlQ9SQAalHDXqRodamh6nWQKZrQi6nkZZrdvHzdwpK0PwK+Gopdq0GO1endT5MJUpXtkQLMklFTzBhwxTYgA7utA4yV0uuKVDtTIJGHA2UoQW/SCVdVFUYNUCO6Mo8NIbPmKGuGoKG3XcJ8jWFeUhxAZqXCxcVogX5yKUciLAYEJVgBHlQHhvMyVbgZCtwcxQFeVBRAVxciBDl4QU5GGEmUpqBkmaghJlwXhacz0ZySyEbbNRINW1xfYXdWObkYhkRYx2fFMvUVYkO8eIsT0/N3p58fCezOCUxK3pg7PKrdyvJKRFMOrWusv7O6D0Ob+XK8MXF1ZlXn7a+b38923squyCdXZTu5GauTcaWVqXy803vmIPmHUDnDHd0tab9/v3bh59+Hr43tCh4UhxhctNOlucs3+uLcdMB+ZpSLNS17LRJrhQ1R12SrY6qHUXHXkfZj4zLsNaIstIpyImuSnFvCdCrd9Uss4C2m0O67Qyb9YFLSZHvOCMTt2uTEliutmRnsvpehhqboV5BV+lgqjXQVQqZGvvo6kEUXDRL7W4U6mk0rDfb7wfCouoz/ySEpexHbIPnGWR+vrawBCOp0B4voefZaI4YoftM0F0sTIcJ5qgR7pwhsZdGvEjDjVLxwyz0kIFiD4OYzFKLIWN7aLhHLPgyHeBYAkKmosgW+tQdzncBOD7qx/2w04naJR6Ym96E1UDUtAtyyAE9GIKdDiBJXOW4jrtWrHfyvLAX/Ymx3oCnj7qjtfKehF3jhzSeHSTN1xGP5cCasrFF8eqhLkreTHSoM+5Qfejl8+zJ8aYHd5snButcrXa5Wyh5OegH+NNNrZG2Dprujqa7fc0z4+gt1QGCtcGv2++f/bz68T1nS3onIsrJ1tdJmQrKTPb78oy/IZyaeNA1PFo3v9grWJ3yjfYzZFBjkvc3lnk8rALWK+G8fJwwbeePaTi/GS1oB4SHAMFhFP8QknsYIe1SmUyC9xiDBoywozTlXm3kOSPlZh1cuQqskIYdyFPhHgBJSuQ5eXB+GUJSjFkvRSzWKw0mq8dRQAeosBkj8H1jubsGQK8evI0kl62N7ghRWWyjdESjY7URR7RUzmqirusqTtIUHxnJPaJDhw13XbcAPd1H4rORonyAz0aKCzDCAmAlGyYqxIgKMQI2RMCG8HPAvGxFbpYCPwcsyoNJChDCXJwgByPKBKQZKEk6kp8O52bC+GzkSrGiOB2yfNL92/Zvha21VJqWuy+lobnW2kjVUAs/M3X3+x+/fP3rlw/fP9wYu3Rh4Ohvf7zMy08wZ9EOtrb8+68/X394NTX/YPWd9P1P7168fZbOToxLiUhIj3TxtvQPc/ENcRlPpNxz3MX1Qx01lu06XtR1/ERZbVNpc/3hQ63+5ugbngieJ/SEH2ClDfIy1vMg0+x1lD0M1J3/B6GtllIQGShx0pw5VvnLR0l5qtc+mlyeDeGAG6nTmdhkppflrhOhtCPbWvnG6dSHN6pOJ/lHGBIsLPCxeqREA4DNBLIZqEwTUqKx8m4KMtlWeWQ3dDZS8UKGd3Z1zw+EeTU9/xSEdSXZ01n6r7KpggKd1VKsuFTtYRWryFF71Bh93Rx/zBzfYoTsNAAuM1Svm6heouEGqYQRM8wwWeG8ESHDTGsPGddFxUybwjl0DMcS4BjJiGyhy35YqRue46bc7gGb91bJZ6LOORJmgvAXrSC3nAjz4WpbrkrzYah1J/BLZ+RUAJZtDwq0kw/20zE2RScUoK7WoF8eUVvvpF4sIRbs2RFsA4oPMmhhW3qzAB87eGKsVlm+e0djUG4qxY2FCPdAezphYxPNjJzgxp56F+/duvzrW6JYAAAgAElEQVRggOmn29EaIVnjvf/2589fXtw42bbHNTB0T5J0+1vB4QM6aGi6s+3iRP/v29++/fHh15/XD9QnVR6sam1v2hMfkx5He1xPWC2FSotJa+nyy5Uwbg2SdwD1oy4VHETzDiJ4BxEbh/Rv+e48rw8aMcbfMVa5QcadoRAbdXDlSpBqc5XbZVqill0b5YqLWVBuCUJcBGyVIKZLwCMZSmnMHUetcLOGu+7qg2YY6lfo6DY1SJomNosJ4h4kjrfTk1kqDSTVHh3ceXWZp+aIJ7SdU/o7p5jQGwzQZCDAy4KL8wA+GyktwokLMCvZMGEBIMhHi/JgojyYMBfKzwFzsxS4WQoCNkScDxewsYIcjDgLI81AidMQ3FToSjqMl4NYKpQXp0MeHbbruXneebd/XHxETIJjfFKsPVPV0YLi4mjz62+/f/nzj433W4IXC4trExtrm94ezv5+Vr6+zO7j1YePNd9/8vT1t7/ef/704u0z70DniH0++9NCPAKs88vSXb3tK4xBi+GkO1agHifCrckzqez8e7NL77f/TNu/z5UJvxVEfOwoe2mflo81yl6L5K5FcdJX8zHS9iAr2+qo2lB0LdSJQbqISmf1VAvVicGzm0sDeS4qcUbgbKb8QWdCthauxNZg4nhSdQotQA+0j6pQFaha4KMSZ6KcYayTwMIn2KMSzCBsJjbfiBhvCM31UL4VovCjO/q/Ef7f7o7+3bC+rCxbkKG3kaoqKCJLSjSkpZTFYu3aKOCMIfYRU72Xhawzh54xU71JUx02QM3pKozoI4fI4CEGvN8Q6KQSo0yAeCPImAFpjol9xEIu2WBE9nipHU7ipTHtr3baCd7gpVZqDa83lb1hh+K4E9fcMAJ38IKP3Lqd7DNrBb4LcNoHF+4Os3RGuLso7XVSdw4GzhwgSk5C1no0GjPUHBxgSUmqbZXY8kQ8O1nT0RFqaQo4MdTtdYlGBDlva609+1mmdpigKFMnXxrVSrWus0T6kXtqoCuDHRKX7MMuio5L9HWw0fay0mhI9+cNdAqec072HbF1o9o56x48xD57qjZ+j1d1Ydpvf32t6CyPTrRtjtPlVFLXqon8YsRqMX6xDL3eqMYrAdaqicIKlKQR4LfB+Z2o2d2qt5jQewz4bfrOazS5C8ZaVdrKqXrIUivQYCKKV6okzYc+KwRvFMF4BUhhhYq0HD9fgmj1UDqpAxungh5Y4aapso8t0eM0+Fl9gK2DaqVClsvUXlaCT+zeFa2L7tJA9Kgq3GNg7zEgD/RBXLLstMHOEVsoNxXKz0BI8jHSIgy/ECksRYkq0fwyBCdFfi0PvZqLEmUhVrMBQSqMmwhdzcLyc0BreZjNDB1xnIogGiFOUBSnKgpS5BdTd22V7bhWjkjPc+461ZmYGrgnwTnQy8XSTr/6QLatIz0nL+XVm+cvX7968/bj+saLjPio/KKcy7cv7kn1xGBAqTF7NoXLz189ud5anRzpn5adUlBTU1bbkpldVlbfeuXeRKw3MOqJumaNzw61GpvtmXl46mRLaoy7clx44KnbdSf2as7boC7HGaen2Ruow80NtIJoqiwNBQYVY0FV9jWAHIlS7woBSizkqyPM9jLQ41eqT98sd43QC3XXCqLAI+jYYy749zeqP3Cv9PXVunlR9AigJCvlZneDdis1tpXSPhvAT29XNEsvgmnipy7TGYAc8sbOOMleTPPLaOpJr7pUVHM6o+5C4T9kU29FRR4vQ3c1VYVfqC8qUpMU63KKtToSlDoN0dN0lesMZDVLsYtJ7DdUuU1Bz+rJ39ZHDuuDbxlD+w2Bk0akBCYQbwgeNlRZZGEfM+FL1iiRA07igBV5Ks94KfXaga+YIsa91efDySueJKEdfMsBtu6iuOS8Y91TRuS582awfMoewCWSErLfaX++a3ilWXKA4eUM9Y9dWpJWrboY5aT9zLY294vHTLrayE2HjJKrtfdU6Owu1kio009u1C84YdZyglnSpFPfxaw5Yn7ghOOFsfj5Fx3Tqw0Lv108v1Byapp9eb54mFM+tJBzuj+g/ZT13Oss8c9Vt6ZjW07YHzhofvi4Zc8ly9XnmcJXF48Opx4669tbrbdcpSyuQAhKkOulJE4JerWGtMyGCvIRK3kKwmq4qBEpakONeyBv0cEPWOhxply/Cey4kVqBBibNAHErCbVSqbNarSEpQG3kw0TZ4OU0MD8XKy7FzBXDG5yxPfrIB8YyE+boGUO5GTPEPUNYryGuQBfVTAHP5hBeVyOvJqGSqOh2NdQJZVi/HmKUBp2iyi/py0xTd43aQJeTFIWZSEkuWpyPEhWihMVIYSmKX4bgpSmu5qIkOQhBBkySifqBUJqJkRbBJbloQQqSF6+4mgF9UQiIc7CP98EFSaTXRfiRCu3zF0p5grmYWDsaSzEnNZzFUnkweXVi/HJQgKObi0VBbnphXtbukMCO5va3Xz5+3f7tieRpTUM1OzMrPS0xOSuGnRBSVppU1Z6fVBiVlr83Mto1uzhyYe12c5bV7XBStysuPdmZXb87I80lcb9TXKrl5N3DvQ+qT8cYPbEhDmWYHD0ayaRiTbT1XNSVPIw0rWkaptpKYfrwbi9sbxihzY/YXhV480RGlAPxdHnYW+6V1qqwME91byayTQfZ7WswcSrpw8erc/y2vHSjKHPFUnvlFivVPFu1JEdSoJ5MOFUt1NgoQAPc5o285YmddpT5hyKsqirgputIU5S5hXrCQlVRnia3QP1cjm6bKXqKoTRCR1bS5eqMUVeppDEK+p6e3G195B0yfMAI1k9F9tFV8piYBAPFy3R1jjnuKQu2YAkXOKIlzmihG/aJK3rYRmHNDrnhTRT74pcdFIXWMi+coM88YHw3eZ7FjrshQGEUKr3JcnC1Vfj7uUc/18xslz29f/Z8Pms2j/gwFXPQE3dsr8VQhuWjXN25w8qLfYYSjter32O5v3sv/uEw991m7her1V8shJ9Z3I9M3k9W6396LLy3WfrguLkd8mw7WfJ7zLN/xW99j177ErL1a8Dmrx5bf7g9fW+9+W9fyW8u4i92wk/Waz/Z8V+ZL6+bbP3K5v6WKf05abHfmHsAJq4EcwqgAjaWk4uUFOOW0hU4mYrLmXL8IqiwAsUtg94x23XbGPzIDPOAKd/PQrbSlJPUoLmmKH4ZSVKpxi/AcrIQomw0Nwm8GCsnTEEIC5DzxfBqW8QFKjDLUhxnIR4ZyU0xoXep0BsMpWJ9dJMeeDgO9bwcfb9QvcAUWauCOaqM6SFBb+jDpmjIJ7qy01TZEUv5xVg5URpKmInkZ8IkBWhRIYqbDxWVoERZMCkbKcqCCdOgonSEIBXGS4JJ0tFbGbskGYrcLPR8DuppNmQxTV6QpLgWD19NwQjjQLwuo8fTJfcnD/ReDesfi5i4l9nX537pkuv9idjRkd19vZ5ne5xPnbSfnUkWcbref7rK3Ti6+b5Xut775uUtPu/IwnIFh1szu1g4PJ14oT9gcjph9mHC6EjE08WsPnbANSdom5PizWH2Q04Zb4G9LChd/lI7M1t4aSKnM5x6VUPmVqLuxnpbcaGfBUWPRSZ7USkeOmQbFdUIPXSbjcIlX0SZOai71PNfX8cudsYG6YJSrbDnOvY9vN9eke2cYYjPoGPjDcENIfrTR+LOZtvvNQRlOwAN1sp59upZ7toRVEiQFt5fnxyohap1Qfe7YabsZS6k+mc0nftfCC//QxAWraToSNNUuIV6wkJlUY6qIFdlqNi41Zk4bkqYZAKNDPliGvQClXRHHxjSl7lLRk5QkIM0RD8VOWyi0mCCS6Yodpmocyzwc6bweTMo1x4mdEYKXJBLTvDH9tC3vnCB2645951cX0WJJ4RvJ7NoDVp0luN7Qdmuu/Jb3bjvOz9sNyz+Ecn9FvnlU9bsw+M1Marnd8s8SSI93K3zKMR40Y2w5iQ7YwuacActlap/fuL96WvA5m/Oaz/bv/7qJfrA4r2hSz6bb3yzWf1qL/nZYe2b5+pXr9ef/DdfeEgEditPTPlzrE2p3eYzO/Gm+cp7e8mvjpyPxuKvxqLPBry31M2f7bc+O0t+dpNuB7/4M2hlQHW5Zpe0EsYpgAvYWG4aTJSD5KYrirKhwmyomI0QslGP4mXGjXdOMuBzZsCUkcw1JrrCkBCtKVfthF8rhPOyIfMpisvpaGGOEiceubxHdnU/TJCPWChBVFpALhpinphCxhjQJ3SFKRPIOA3az8CV6sIadWAXA6Gr+ej5Ku1WZ1QeCX1EQ/k4HtGrjRwzRE9py0/RFG4yQHO7d4iSkfwkGCdRUcpGi/KQnGzwaglGkoOQ5CBE6RB+CliQChOmwIQpCFEqci0Px0tFLCUprqQqcpPkuHE7VuPk3qQAwnhZcRxIeowsWExemk9fW01af5308nnu9w+lL8XJm/x97zZS364nvVlLfLUaJ1oMebbkvHjX8cm406u1iOlR56Ezjs8WI7f4JpsbQWsb/q/fhm9uBGyKg9c54ZyZkOWHkX0RTqNMhfM2UP7DqhfP6z+v5m+IC3hvCjbWq199vzBRGzxqjO4NwLzebBCID41drzFwYDJUCH7quu7a2nuYSm3eyIF9age9UfVOuJtHo7aenzvc5OdBAfnTd9Wk2vy6MTh6t7GE7RtkruWjgYvWVcmz0qv21GvdTal3UMq2U8310EtmYsO1sN6aWv6aQLEd9poTZtJW5nxywA+EhdUnMurPFVb2/iMQVpYVLiVprWaocYt1xcXKqzmqogzCVDnrYJDmDXP0NAs4zoAUGkGP00kjBpgRQ8X7FPQDA2DYCH2LinhAJ55i4jMNYeV0lccW+KfmwJwpdNkaynOC85zgPEeE0AUj8Nix7L1jOVBB4AcT2ssvM3csWSsIfQkl9qCWVptHbw9/3j7+4lPq1k+xHwVp77uie/YYnvWGPtwNWU0mCmKVOREqwiC0xHvnlh1qjik74gSaadF4+cpn9S9f/k9er79GC9/Y81/brH122PjZSfjW5vX3wE//jl7/GCj66vjsu8/aBzfOqt2SyIbzzFnwwYPz0V30yWHtiw/nudv6h7APf8RL33qLX9nxn5uK3jss/GTLf2O7fIO4WL5LUo7i5COkRThhKlKSiRJlwaS5iNVc1Go2IEnDTgaAZgxlppmIeXPkLE32GgubRyNE6sq0+xJeFkGlOYqcDLgoV1mSq86LB3hR8htxMEE+YrEUXmUFvkAFHjEVxhjgOYbiQyZ4ko7opyEqdCDN2qhuVyg3Fb1Uod4bjE5VhXfoqBwnYc5qAjf0UON68BkG8roh6GkQSBgH5+0DL8fKSzNQoiwEN11xrQBYy0GKM6CCVEV+CpiXCBYkQ0WpSGEKYjKVNJeKFyTCt2LlXscqvElAbiaghHHI5X2Q1QS4tNP040b555c1H5/nclb2vpYWPH+SJJ2KWhoJWJveuzodsXLHSzodzLnrxR2jvnmUsDWd9HwxrKUQ62kIun7I6oOYKRWErovD1qWh65uRW8/3S1cTl57uW+Wwu/0p94x29lLBT3srXr44//PW+a8v7nz7PPPt3cGt1+2XUo1G6fDr7uinI3uXBBn/+tp2eerEvgQnBzNVfaxMvCXhRorhnSL64AH35mDl2gCl+X721rOey5dTI5xQHpqgi5WhX38fl74Z7L13MLEknMbCMdR2pNupHgmmN3iSMu2Iue46RbaqCQZEXw1Vb3Ugy5LQZ4eesJI9nxyU0Xgho7q3sPpERn3PPwVheXHBYrLOWo72SomupERlI0dFnIJ6Wm5yIpp8zEJxkonqZ6DLTOAtFqTrRrhxOvKBAfoBGXObgR+mIR8ZYAZNlYpNsAnGhCEWesoC+9QUuWgGXbGBrTjAuA7INVc811NO6AMVukP5VoqrplCxFWbaBtlnLpdY5rcg7P7+70uvP9VuSHKenPG4EaF8yxX7JBQv3aciiIQLI8DccPBikBw/BLzkCdqyBm3Z7npgBbqVAuLyjBd+NZ9+ayb94P/sV5dXf7qufTWXfDbmvzOUfjbnvjRb2bJ48pnC/Y01/854/g2T99lW+M1e+oez4Lud6I3H298inv8cKn7t/fKnUPEL97W3Hq+++L/5LZjzxWXtk+uL+wxBNVxShuUWIlbLgNUMvDgdLc6Gi9nw1VxAmolfS1a957LjEU32IQu2ZI2aYyheM1XKpCvtNZA7E0J4WYhYz0GIstEiNomXQeTEI/mx4NV4iCAPulKKaHBEXaSiZhhyE0zYU7r8NAsyZYK6bqBYpwdp1cJ2WMMWk3ALRfj7+4EUQ/gBXeC4OvaUJnBBC37XAJhl4QZoMguBO4VRMEE0hButIEyCC1Ng/BSwNAu5mo0QpCryUxQEyWBOvAI/CSJJR4uSEa8LsPw05ECATLcVqNcFsxBH3kgkCsJAK5mYpVjo2gmb39+XSxYitlbC1zh7Fu76rU14CG7b80fteCPWojHb1fsOa5OOLx65caf9hPcLPnK75sZSkvbq+NoYVGWbSpcdnz/P44sSeavxknfpj7eiOa8TNt+mvX+V1RVlNMyS6dIGjZ7JfvWl5+3b9rfvTr98f/YFP2t6IqYtAH1TT3Yl0uAXHntm3n2T67b9xy3uh2PXFw+kxJnlm6MOO8kd2oOZv5U3cDnmbBK9zQF40L3/++eh+ftN7GB9EySoLsLoF/6F7b+mpNwjF09EZYVqRTMUcy2IbaGkbBdcrrNylZNqnplqiK6yuwY6nom5YIm8ay5zLikws+ni/0L4z/jlYXlxwXKq3kau7kKRlqiItMVWXk1ALJYyLqexDljuvGMCe2hCrGOhS6zwZ2jIh0bAAzJqUgc1xiSNGKHmdeHT5ir11mqhNOwJI8htC8JTM+wCHbJgDpu3gi5YwwTOWK4nZskBwbNBr9sqia1Jd6ywXa5AVbjSo7ejbzZOv3qQ3N+o3xq045qrwkIA8HQ3bDMZL9mHWQyBCncjNiIQUm85ibPiEmvXGkvujRmOZwo8iMVurXhK/xWy9lfUr9tFqz+HP/s1TPTRVfLJgffGSvrBXfDSe/VdmOBt4Jt/Jb76I/HNv5Jffo8VvPQUPHMUbNnwNlz4W3bSt5bLm/prH1nSdxail/aCZ86b792evDSXvLN7/cB4uRS8VoYTlyGlZRBpOo6bAufnwHhsqDgPK0lXWkvSum2z86kxeNIMtmiPXmSALxnjEo0IcUzwUIy6KB0iSocJM9D8DPRSEpSbCBMkw/kJYB4bvFKKOOxFumSInjaSmbYEHhvJzpiAJ+mIfop8Bw3VooltNkdyUtUX8lDcbFyZp0qVPvi4Juq0DuakGmSEjJ1i4IdoitwQBVEkRBwFF0RD+LFgwX4IPwEsSIZKMmHcJDlhqqIwBbKyX56XCF5NB0TJiE8ZO14UYx7kaRwIwEbqgeI0QafdEYIsXV6l7lqRAb/b7ufXGe9WwzbmXAWPXAXjrpv3vDfveb+ZDpaOuvEHHJ7f93v5IODVVOAWN+HJcPCbpbIzLQH+rlqZCS69Z3xfSkNebKQIlqP4gtjnn/L5b1Lffyv4aTNRcMO6yVXtBn3XYWO525cTBNK4lUeMpwvMe3yj1ccO4scxp3dr3lBXmHaA/TQbusxzFE6ZSB4Gcd+mi7+03DwU3OIKNHjL5TqB2oLIy7Pl1+vcS8wUilmQ7kRr/p2mF5wLVbluoaqgIjvivbLAxbaY6xlWh8N0mkK0WiMpR/apFAeQcl2I1Q74Sju1GLqGpxY6koY6Z44cM5U9lxSc2dT7PwhPF1Ze+IcgLFpJJW/k6T3NVxcWEZ+zVdbi4ZxS+nC+fbktaJgJXmaqNDGBDEv0ITLkIRkxqY+8r4m4y1IeNUYvaIGXrDTanHS9aZhmstyAOfGpKWHeCD7PhDyygMxaQJZsUVN2wC0KaIIG4dio9VMgJXqgQ+V2/J8vSDcSb3Zq9+wB3QsHSfcCz0IJG0E4aQhOEApaCVUQ7CXwwjALziCOLWjVAVizVV2x3jlP2TVjqPA4Te3DyzDRdvDj39wWXvlwP3iuvHfkvDcXfjabkmgK31s/++q3+Tl49aeUZ9+zVz7ECr7tW/89iv/ObfWd3fP3Nq++2aysU7c+OgifW0leWYtfmUnfMlbfG2+8sXn0nCp+w3o2rvcoB7RaihWVw5fZIEEyZiFBkZsN5bKhkkK8NENZGq8zaApaZMInLKAL9uh5mvwpPVisAZBqiZpOJa+kwPgZKGkOTpiB5qRABBkIURaKk6jIyVZYLoEfD9TspQHTxjsf2+JnDXdNMxTHadCbVLmjprhmNWwjCxBlkRfzEGtFxLY4ahlZplsbdkYf062qeEsPfY+KHqJBRLuhogiYJBohjoHxouS5sQq8eEVOnLw4A8pJlBWmKopSoctxcvyE/yBcYus+TIPMlUAF7TpDBXoZtkhXdUU3inK9GeiiI6E1AHuilTp03mhj2u/LatrL2T3PJ7y5N6wX+kylw66SITfxoOvmmN/8JSvuaNDGA7fHF20OxJuxd7sXpZi84qevTbssDbt+E2e947JfiyvfrTe9eVw2UWZ1wQXSyUTd1AO1GIDGLyZKZgI/TRq95Zs+WiU/XyGLp/zrrVB39AiTLNDsMSUO3/b5rOsbsTtX6v5GlCjpCju2W/naYbvBeqcTVGKtD0Y6XdV3ODjfAlaoJdcYQJufOLj1duRgpoe3voKbBthbA77bAFXuo9MQTOqOVe9OUamJVM9zwVbaIGudVBLNtb31MMH6kB5TxB2WzNmE/18R/s/M/f8bf/fA391fVVhyP0ddmoPjlaitsUlbiUqCFMRyqsqLSv28CGylnuwTZ/xVa9lmYyxbH3vcEDdMBY9RFB4YgB/R4A8ZwC0T9HEjWIOBYrKe7CEL/IAD6Z41dtoKP26mfMmIdIiqUuWIb6ABJ831iyzU/dwIHSf3CB5WTNa6DnjtuOcjNxcI4wcjRWEAPxK9FIOaj0OLdmNEu9GCMCQnELLoJr9gozBnpjhvAr5jDufpy7wyl5uNAL2YdX77Mfyx2ET4zVH0yoyzSZe+tnn2yfX/Ye6unuPK9jzRZ9mCpA1JyhSnUsqUkpnFDLZkLlOZSbLFlhlldtlltiRLFrNkGWQQM1Myp9B2ufic06cn7kzP9Jx5cM/EfZmHG923oyK+D3v9AZ/4rb1/a/+W80vM4pf4T7+uXfwx2fqj0vlL2Pyv4bYvoZbPKvtPYc5fIpw/R9n+tt7y1zXmvyaY/xpn/CNG/1uM4bdE8x+pKx8j9cuhi0ux1lb6zFk3/RnQVAAtHidO5aO12bj5fF/7CYr5DMF0ijL8LfhSjBhXQeNqt+kwzAeJx22u3zbqqusxCF0GYD+Ks2XAtgzYmg7Zj8DWQ6DlIGA+gNUUEJfy/V7v9bmmgrulXiYxdi4M7AgB3gpXd/Mxd4MpOVzCg1CELd/feopmKgBnMqHrKrccGrZa6F8XgK0NJjTwgS75N/YjsGE30rDD1bzN3bIdad8LO4+QLAdwxiOA5ShsPYYzZ0D6QxjtAZThMNZyFDbmYp2niZZc7EIesJRP7NpNORNKDqdg5HRvka+X0j9E6OEvo1C+VTMen16zNHbrL7rd9h6FtpltexH94/uEpfc80wumoSHc+dJv5bWg9gI7QuiRmiCtur/178sXTZrdC7q90/1x89r4xTmVZZC/OByqa1N1PmS/ukitPE66sctF27rp56mT9sHcz5qrn/Q3f56LWprb8OIu61Y8omGb2+fXKYsTWz/qDzmnDtjsBz8uXmi8uyV3Q+DfP5fbhk/mRiLvKqDi3RTL5K7rFwinYxCXfBGP1vAWjFX/+Bdt9/v7hae3bogKTOZiLm4KbsiR1x4IqtyNaUtnPNtAvagAC+M8joUDB2O9Nym9L4Z5T6Subj2cmFn4Mutq+6nzpcev1h//d448/I9CeP38pZGT9IUCT9M5qiPXc/EgxXAYO3PY03k+8O5e2lmu+0A0vl3tfkPikc32eML3eCfAdXLAfhZ6hI0Z5oGdInyLBF8tJebxMOe5yCop1CMCe5juXUp8R3xAS4T3fTXxaUzAORV5jxSTsyXw2Sl141FOVRJ6ZBN2chOo2QQaN0KmzaDhW8iwA9Lsgk2b8KZNsGkDqFuDmo1xnVa6TUtQ00LMHBNY4qCsInR9+DejjeJf/jl+/rPgn37dYPtL6sp//fYv/9j78//cYfktyfQlxvZrguFzlHlFYfustn1WWz4qzSsqy0e1aVmpX5BZF2MsC5GWxVDrktqyqDIvqC0LkfbluN+WQk1W8YJJYa/31552M54EzMdxywVexjzAlolfyfGaz8KbczDmPPz0NrhLjRyUAQMKlyEV8rXQ4ybHd1eg6/0kd2s2wZ4NOXJgRw789YSK9ShoyYCs6ZD+BDSfQ/qw3+t2OPBOQtSI3CfkyF4e3CEHuvjg7SDSkWBMUSzCmufrOEebv0w0niQ/SQHzGcgSDqmaiq5lwC+EUJ9slf0IrN+FMu5Azu8BF/ZCjn04x2GiM93DkgHZjuEcWQTbMZzpCGA8jDWng/ZM/NIJvCYL6tsHTGf5afNYL7cGXoug7+cER4RQlAHkSEZwGJWu8PFW+uMjQ7A7Y/36apIXR9YvDycY26Lsr2Id7cpPfTGOtymmNuVP/VFvnnAjlasiFH6FR6M+T539bM794ty1qE+zTocbRoUrurCfDPGOgbCP48l/zH37cSRtuEH5afbgL5ZTy4Yzn2w3nMYry9rURfs+8+h3UyUqwzP+cn/s7FC0ZjxlUZdjnTnx++LjlblbBWm4plOR/1isuJRDuxjme0ZFLDoiMnXnvipJqTgh+dYf8fbMpv/nj0e/L9/Vdxc8yZUfD0V9HwE0pXp2bfZtTieXb/MoWuvzQ5zXzWTPS6m+V3dL98TQT6s8R1JWtRxKOna5LfPqq1Pnn+VfqfuzILx69sLwiaCFAk/jWX97nufyYS/LUVh3zE9/2vdNph6ptdcAACAASURBVOy4HNMehulVo88rPTJ4HndFpFcCwjse3M8GRlmYCS44KoIH5KSeUM8b0d57GYi7aoJmk3gg0vuZ0q0kFlMZ5tagJFZtYuQm4ncoENeT8C2ppN4UwLbbx/AtzrgZNmzEGtahdalIfRrKsBFt2ozVr4H0yaA+ET0X7T6jdpuUuo+L0BN8YEbkMcpAjDPQ7zhenfl+Nivd9CXg0+c1uk9rzT+vt/2yTrMUPelQmr9EOX+PM3xWW76E236OtP0cafs5yvpTpPWnSOPHcO2iat4Z43RGzs+HLSyq5xdUTmfo/HzU0mL8706ZUR/i1Ajt1d76k67mAtCYAy9ke9hz0AuZuJUMwvwRjOnIanM6WrsTNxAD9EqBD3K39zJUA5d0neV9kOFath5czPGw5gG2fNB+HLLlQ5ZsrCkTbcrEWjMBy0mUIws1ku7xKBrTKMKOSVyHRIhhCf6dBPjAAb4PJmcwMa3bYdsJT8MJsvU8xnye3LSXfEbo9gMbWx4ENDDgDyJcn/Qb035gbrurfpvbwl5oaT/Ouhtr3gc40gmGQxhzOmjJgMzpoOEQRn8QbTyMtWRA8zmY+bO0tu24SwLEVSGifhOvdkfyKYUiiekVSSUlhASuEXDjOWwF1YdDgSQ0j43h7q3FER9ntjt602wd603tic6etNG68OHmdUvDaxdmUp+XRZ/LT9wk8rh3SPTyYbx1dr1pKtU4lmIaT/5k2rKoTZsbUNum4xemEpZm1+qHkpya3Yvm3E/zhSvzt8yGQqchQ6M/atFnObo3zXfEWMaiLfoNS5Z9S9OnPo/eGWvNnZ8+PVqy7nYE+cu7wsmZ/Nw1yAKp+125z8ujsf/jl0bd/KOjW7nbyVDVXnVLZmLlgeiriYzriYGPNzHupuDuJqCaDpEb9wa07uGXbaBfjYZPREGXtvAyk3m5Mkp/yqqmQ0nHLrdmXWk7ea4k92pd/p8E4eVTZwdPBDoLKIYzfvY8z5UMH0c20ZRDmz7hqTkdnx0BNqpXj6uwZ0JJB/mk62JcMxfXzoUH+PC0AKcRgnNCcEaMm5QRG9KYe/mIdCWmai37YbhXptrtUiqhPs2rb21AdZr3zXWE++vw7zdSLBs8F9bB9nVIaxrGlIo2rEFqU5BzSW66BDdDors5ETkXDcxFYebCkNMKlymx26gAOcwDBrlQKxts5bmOqPza6Z6PVYiZUc7Cfw+fnhcv/7pm8edk23KkxiIxOGQrv8Z++SN+8cdw8+9x1r8k2P+W5PinNfa/pdj+mmz5Pdn8W9LKz6nLPyUv/5y48kvc0k8xCz/GLXxOWP5p7fKCUOfgztsU1np/zSl383FIfxSy7IetWUhnFmQ/AtmOoM3pq4zp7jN7CW/jUR9k0Cs5ulGELuMQL4dQ0oNdG7/1WM70MOaizPmALR+05gGmbIzxGMp4DGXKRNuPuy1ku5hyPUvj0MU8lx6Fe78QMa4kvBXB79ngPRYlk4vuP+ZnPU6czYaMJ1wNZ/A9OT43Ilyu89ClbFJzCL5LCHXzEPrdWNNe0LobXNgLLR/AO/YD1gOAMwNvOgRYjkC2DJw1HTYfBr8u7UfxtiNIbQZpJo+hOSt9vcPvHA+xnw5uZ9OT6f7xgb7RAV4qf4qS5qMKDpQyAqV0Og1GHNriPdGx9dPc3l81R3+by/pna8GnyX0Lmgsr03v/9unAL7+fs87dOBzhs5uFyY31XtSmm8cOzc/kLGoLLBPp9tmDC6Y9TuNWS3+ctT/JNrzRPrHTMXdkxXp6wXjWaTrvmD0+PHRIP3d0fnTH54l183PrlzT7da931uaJr6zzzIxxb74d9pfR81cSSD/s4P1hLOquWXtrG/meHPdUQh4vSv/7PwYdv3Uc3CAJ90BHkDGJPrgNNOIxReCFuOAzEeRLUaSLakTxWkJJiu+DWI+iTdRra732ScFkGipd5t2z1q05PSXr6ovsa22nzxfnXav/995P+B+FsPDchZHTjMVT3rozvtYc8tIRL2s2wZAdMFdANl5IyY7F1Sq/mVBhL4SRD/EIV8TwCw70no8bFuNmxTitADvHQ8/ysVMCcDSc+iianKPG5XKADBa4L4J0MZnWEBHUnkhsicG+XUsY2+ilX+extIG4kIaZjkKYE5HmRKQxEa1PROnjUbpoN02461zo6nElZkKOnJS6Twndx/nIIS62hwt9YMMved5PmK4lErcKFfhgLfi2MXTGFrX0UWL8UeT8VeH8VWX7orB9Uc3/HDH/c9T8z1HG35Msf11j/3ua/e/rLX9NNf2xxvxHqu1v6+2/b7T9vs7+R6rjr2vtf1lj+TXF8muq/feNti8q7a/hSz8lmFroUyfcLAVEy1GCZRdkzEJZc/GGDMiWBdvyMIZccOQwuSrR7aUYqpMCxQLMIxbpQrBHNtP17Xbv5cNEyzGsLQu0ZYHWTMiSAZiOYExHMKYjgCXdfTkTuZTjUxML3uAg2lWYAdGqURVuUE3p40NPOORstst4DtWeh9NlwfNnQfsZ4uwp72frUBcEqIdsSgOD8IEDvGWtntjsYt6Ls+2BTFuR1h0o6x60aR/KtB+t34M07kOb9mNM+zGGvSjDXtTX5cdciiObpDmE0aaj547Cr/d75keTGQAiIZizQSSNZQRJvQgKGjmMSY3gMCJ5LCUrWET7pvxO9Cfd0V/1R3+cSl8ZO7gwvP2z9dyPc8d+MR9ctB8wTWRcWOefIw7IUfHm+vfZp/J+sl75yXZ1yXByyZLzeSFj3rLjb5pNi/2xy8NJCyMpi5Pr56fWO2c2/uLc95s53abZ9dG679P0ms+T0UvTKdb3mxoygp9EwJfUiCsJiNKD9F8nbpbfjlsThGg/uvm/2as66vbkrwNPixEP1tBWhu/+41/bZ6dP3MmWHk7Ef6fGHIogpkeQM8LJR8PJBYkBpd96NezhPE3yvyhB34wl3N8Skh8XtEcatF/q15WGaT22Luf6y7xrL85cKMq73pD975y29h+F8NKZc8On6AsnvTSnvI3ZpOV0b3suyZwXZDnuOXA2+ng0rkm1eliJ/kHtnckl3hDjOgVwnwg3KgYnhehpPmqChxznYSf4kINNGIr2rwj3vi/yuKekXo8IuCf2esXxfxnqOp7kYUwkGSIBUzTWmIgxrsU4N+OMiRhzAmCOw5piAWMUoA1DTyncx6UuAyL0sBA5KkBO8JDjPLCPC7ezca0s/C0a9APHvSkWO7WH0bmDfinBpTAT4XTE6H7kW36Tm3+WG39U2H6Nsv8ca/4cbf4cO/8paeFz8uKPKUs/ps5/TLEtJtiXkuc/rjXPp5kXUqxLa+wfk+0fk61La2zLqY6VTc6lOOOn+JWVdebqkOksd0sW3n6YOL8LZ0xHWbM8NAch+zHCfA7OnE0YPer7LBlTy8WUiIHbXPAWi3KOQSpgre7d5be4C7Dvx9n342z7YNs+2LYHZ90NW3ZB5p2QbhvGvg/j3ENpjiKeZq2ulmMGRC4jSnBMgR8VAlVir0tSjK6AtpznYczALxUQPp32tJ0iv9iFOyFEXqZTyqm4l3RUKws9uBZhO0By7ifqN7uat7na9qJN+9xNB5CG3UjTXrR5H8a8D2PaizbuQRn3oEx70drtq/W73Ux7ELaDCGs6YjrPo/RI8CY1PoToIQ8MEvl6RYRQk0Uh4YGUHRGSorM5e1KTAwFE3naOqWePYyBt7mXMQIViuEai6Vrr6Px2cWCLZWL94Ivk0wkeGRzf/aKgN40JS8a8j5bcBcPhnxcynPotsyNR2rHIXybDTe9Z5i62fYC/PCk1DrBNI5xPBvVPczFOXcyCMco2wjb0UJ3jCnNDxLME1zoZpv+A7/t9njfV7u23N1j1V68e5u7CIt59n/bf/0tV7+ThIzuwJ6IJtxLoFRmK1usR/Zc33E2jno+Ar6/xubmJVvgt9dQmr5PbfG8medxN9Hu6lnU3xuesAnN9LS0zPCjRl7hV5Ps2FduStT7/elv+tZazl57m3GjI/JMgvHDqzMCpIMdJz7mTXoYs4nK6tzOfbD3OWMrxqjguOBsGtqvd+9Tu5Qr/kxzyXTFuRASMibATYsyEGDUuQo+IMEMiuF+MNwowYxKgXYR+q8B3xvi+DKO8V1H0CSHaWJwz1cccizNEYpfSKAtp5OlI1EQEUpeM18VD+gisQQUa5OCsFDsmwQyKMR08VC8XPcLDTPChUQG+i0do5RCqmLibXK8aGdCjXD2tAufXhnTHgDdjEOf2u69Y435bSfvsSHTqolbM8R8tCbaZCOO4amFY5hyUOQdlS6Oq5TH1wpDK0S939MutXeHW7jB7r9o5oHYOqO29akdf5Hx/zFJ/uLZXtTgQs/AgWL8fZdmLNm5DObagrNvdHPsIs5tR1u2A4zukaRd28gC1Igl+zkY9EOMus+GrbO9zDNIp5qqB73ysG90sm2DTBtCYBhrTQNM6yJwKG1IAXRJmPAmaTkPNxoMtYT45TNR9nnsvz2VYAYyJkdN891aZ171wnCHH9+NRomYXaD6A/ZxNtmVi+jM8C6RQAc2rxJ/YSEU3sHHDaavmj3ivpHs5d0PLB+ClIzj7YexiFjx/CL9wmLB4hLh4hLhwmDB/CO88iHMexP1yjLRwCDLscTXvQ9gOIhzHycMF7O/XUaRixprEUBmHJg4gx4T4h3rh9qlEbYWnD22MlXpSNkl8h6rWmd+rbe9Uzg+xn/qTTW+jrA2R9pcRn2c291elnIigHhX5n04L1oxm/fHjVafxoGFy7aIpzTwRpRsId04mrUyHmfuFpgGheUSyrIs0jEiNEwrdqFTfI9ZOhulmwpzaUNOUZEmfoquMeiRDvFC7t0ej+9Z71ibhCxMwjr4zf7UWXz8oOBGL+G3s7D/+R8v06Nn9azw2BiD2hADJvoj0MNpRlc/pcL8rUX4PkqmPU/zuJ5NLtwbeWEM7ISOcEOLPKUhnQ3H3t0tyY/lrg6hpHM8XKejGzLTca815VxvPXHySc6Ph2LU/R4vi6oVLo+eZC2d8Zk566Y7hnYcp5my8Pov6JdvzZlbQRQW2IxTZoXZtVQRc4JAfSYgTPOSkwH1agpqWYcYV4JAc7pXgOyWkDqVLn8J1QOE2oHIdVLsNqFf3hbn0xSDtErQ5EtSm4GeS4dkorDYUa4jAGWM8ppLwU1HAtBw1y0fO8FATfGBIBPVKobds924OeoiLHRfgRoWkDoFHI5tUFkyoCvLr4rgYo4BhMW5SDFsjVo8m464KKG2nIUOFaPlFhKVGbK7iWmq4+nKGtoxmKPOeK/KYK6KYK6jOOoa9hm587q8t8bY+4VifhtiKGI5nDHsJ3fIkyPIk2PaUu1QmnHrKsFdKPhcGOb5DmTe7zCQjjMkI+5pVCxvB6dhVxgSEJRGhTf5mdodvQxyxjI25JyWc5xILOb6nGcTTwYiBrZ66JIQ+DtBEo2ci3Gcj0boorC4KOxeOnla6DYURByJcB8WubaqATBZ0hf5NJ2vVkBKYkyO1ItdWCf6OAjWyC2v/DjW9AWXYiV3YCxh3I8Zz/U6pSLmB/sUBntW+6Go26X00Ym4b1rQDNG1FOndjTLtcZrcjLIfcjN+hjN+hTLvQpl1o43cow06kfoe7brvb4jaE5Tu08SDRdszTtB9jPADOHvSpT8aU1t8cm3lz6XyGJNAzMtB3MydkB4uxl0WPYhPCfKlJgV59xWudH6SOd7zFd6H2VwpttWilUfXjG4W1I+LqbspagvutDeG2rpPL1qKfFu8vWXI+2Xd/NG50jCd/nNw6P7hlSbfOPrtWP5Iw3R/n0G2163Z+mk+3aHf9bktfsmfotDtXnPuclm8/2Q/PPl//SAy8TcB2K8kDUX7TR3nXQhHH5d+0P9tq/uXGky2se3J/3cWMfzhfTwxcvHFOdet0/K4twmwV8u7GgLtpfmfk6MJoj0tx3pkKOD/GN09FKlB45/CIx0X40+EeZ+ODUgPxa+mMhGBKQyKy/ujanKtNOVdqT194mHOj4ej1P0ez/tKZcxN5wZoTXhN5vnPpZEO678IxoiEvwFDg92h34DkOrk7m3SEjvhThy5T4DzzslBg5LUbPSrEzEsykBD0uQk+IMZMSbL8QNSTBjingcSVuTAGPyqGvz9pIjC4Kq4sCtJFYTQRmLhyriQA0EYBGhZ9RwBMyaEgE9AuBbj7YyQM6edCAAu5noTRC4giP9EpAqJSQ73GAYimlmk98KSIOCHEzPJRe6G5SojThqLEwt5YjiKVq6Xy90FAV5GzlOFvY881cSxXdUBVkrQtZqGfP14Q4qhjWaoa1nmlpZptrgw3PA0zPaY4qhrM6eL6B7WzmmutDnM/8jS84pnapuZg9m0MY34aeS0NbY1BT8cjpBNRsAno2AT0dh5yOcZ+Mcp2Mcn0oBJuElFss8AKTlCXx2S9w7UshGWIR07HYiTC3SaWrJgyti8BOq91HlW7Davf3avwQa/WEGqyToO8z0df5hOtMZIeUPBTm0q9GvxO4v+Ehe0OJ/VFQf5zbRBpycI3HjOqbobhVZeHIU77Ik9ygfAaxkef5TozrlELTsWR9MmUyGjMeh5lJJUyk4OwKvFkCmiWgRU4wy/A6IaATAkYZwSjF/Kgkz0d5TsVgFyMwv4qh90rPrPV00/Ld3//ppdn08OgeEZeAjw0O2CTz2iDyFQUFhgZR44K+ab+rcr5OtDfHW5rj5t9EWaqk82WKH5+lPkyi7md5buaAjwo4zsHU+bbQ+bZQ58vQ+Vdhi28iFt9GLb2LXn4f88eH7V9ebfzYkvq5OfWXF+t+bU37sS5psTz6xxe7fmnf87l959Lrb3/r2v+lfU/nJXFhDGJQ7j0dSe5TICY2u07n0W5Ersphozuz9y2t1Ny6EpemRhSs8xx/sueX9vNDtzbcSCUfYVIuxvlfTaFeSmAVrhGciPU/JCUfEbOzxWCWNOggl5ol9zybyN4v562l+24XEpJpqNa4VXVH1mQXvjh+ve3CheK8K1W5hf+5w3//rydmCk6NZ9N1J7znCgKMWT6mo/4LGQRttp/ppP+jvbTzPLhO5tUtxbeL4WoFrkcATIlQ02L0tAw7JcVMSrDjYsy4GDMhAQfFmCEJdkQGjsqh/3fmwtGaCIw2EtREALNhmGkVZkaNnQsDp+W4KRk8JoGGRFCfANvNx3bxwS4+OCYAxlmYSTbYzYKaOGAFDy5mgpUcUj2H+IqP7+NDk3yUToQ0KpA6NXJa7daZh/5YKZ2v5mnLA0x1dHNTyNIrkaOJY6ymW+tC5utYC7VMayXdXBlkqQuxv+A5mjjGcpr+mb+5LMBeSV9o5Cy+ENibOYvPabbXPFO71PqMbT7nozmMn9uEMsW5zcUjNQkoTQJqLh6piXPXxLlr45G6BFSJHF/Px93lYAs5pAwu7ojIbWKzvy4WMRsLTEeiptXuc2qkNgyticBMhWNGQ5HtSniA4zYSBjcoMM/E+LsyyuUQtxYePKBy7Vcg34tRb0SYD6H43hh4MB49luI+s85nMsp1LMm9Lgo4FYQ9xQs8QYUeU1FvZMR3Ung4nDAbR5iMRM/EAfq1xNkU3IwUPS1BzUgws1LsnBQ7I8LOigGNFJqSuZnEwKwCHI1GG5SummBEncqj+M7Of/6fk7/8Nu4w1ZTc2ZoqDlH7+sazvZIF/soQXigtcC3D9fVl/sxTjr5YYqsNN9UIPtZELJdFtRwIyhXgd7P9Uumo0gLWl/5Uc4PU3CC1NMoszXJri8LWqrS0Ki2tSk0pT1vG15XydSUczROm5mGw9kGw7hFDU8TSPefOljHGiqnTZQx9OW/4dkBLDvqdCnwbg3qf6j6yBWXc5aHbH1S5jnRAgJh4delfFl5O1JzMjfXNUpHORAfkyjzORlLvxoTciSddULic5LtfVuJuRAGXVKhzInIen3SMGXCUE5inCshQB2zmBq7hBGxUeG9i4dvXoBqPpmYXtuZfe3HuQlFeYU3elT/HrUyXjp+azAwyHPfSHA8wZ/pYjlIXjxJ1Of6Wc/6PDlAvCqB6KalHAnaK4QY5NCqAvta9SSkwKQUmJOCYBBiTAONScFgKDEmwQxLssBT4PxRHZOCUEv1V3YwanFRgxmWoSQV2WgWOS78KBAYEQB8f6BEAPQKoRwBNCsAJMb6TBzQLMGUCbBEfWy0g1bGJrSziaybUwwXGRWitFKWTuurkrgale08WarGYt1jNt9UzLc1Mcwtz4Z3U1Mwy1zItNUxnLXu+mmUupxueB5rrWQuvJaYahq7U31gWsFDL/NTM//xSPN/C01UFLlcEOd8KDa8ElmfBi3cY5tNeMzuR2kSENh6pi0Pq4pDaWHdNjJsu2s0YhzInYCrCCfU8zAM++o7QIzMEky1Bzm4P0iSt0sQCmmisJgytCUXpwjGGKHAmHDuqdHsThhsQobtUmGo5qk7lURTmfYHl9owN9Mnde6TILhn0Rg6+VIEdsbiRJHAs1m04AuwKR0ytgV7GEE+wwTNC2nWGx4NgoEkEt4qAbhU8EYWbiQH0CbApmaCNA8fV6Mkw7FQoOKXETknRMxLMrAQzI0aPq5GGUNxsKDwZBejUyCkhsija+33n7f/2j5/++OXLJ/uH7qbD+xNZSm/fyBCGNMgriieJ8KftYKH7C0WGH4KtD0U/NSStNIbNPw0duSjJFbntYFDW0nySA1Y3neZ+bFFZ68W2Bom1SWprltmaZZZmqblJYm6SmGpCrPVsez3HXhtiqQiyVQQ5K4OWakNsFTR7TZCtIcjaSLM10p31Ic4qpq2MWbcfKItHtCe6TK3DjSSjpncTp7LIjVsRp5WIsZspi7UZzflh5xMoBaG4PAU+V4o7I+edUvickBPzhN4FYu9zoZRTCtLREHJOJGcn3W+zH3krHd5Aw24M8NoWEriZ5blf6tu/CW7L2pB19UXu1daz55/mFdYcv/LnuJXp1qkL05l0Qy5lNtfPkOFpSvdbPEo05tOsl/wfHfC7LIbqpYQeEaZXAjfKgQkRNC7GjEvB/x14RAJ9zbAUGhQDAyLsoBgYlkKjctyoHDcig0dl6AklMKmCxxXgiBQzJMYMS7BjcmhAAPQLgT4Btk+A7eMDfXygVwj2CsEBIdSrJleL0I8l6O8lqDsCTLXMs4aNf8UkvQ4GutiYMRF6TorSSlz0EhezAtmd7mq/H7xQwV1u4TvauOaXnKVOha6VZa5nWWqYjjq2o4ZlLqdrSgPM9ayVd4pPb6TWaoamyMdQ4merCFpu4a+8EtubOUuVQfNvBNqmEGNJ4KdnXMcd+sRB96k1CG2Uqy7aTRftpo1y1Ua6aCNd9NFuphhkdRjUIkQ+Fro/kRDPsIECkfvQOh/teqwmHtJEY7XhGF04xhAJaMMxEyrkgHz1h1hynxJ+KXMvE61qVhErI70uClB3OdguKbJLhO6Rwe0KqF6OehMLjaQQx6PR2nhSdwJ6eh35TRQpn489yfP+PohUSF1dzEJV8TFvlfB4DEGbQDDE4/TRwEyo+2QYWhMF6aPhORV2To42KLAmBWSQYMdDXXVh0LQMM6tG66SuA0LUrTDPybm6//Kvn//ln//rX5d6pt7vPrmNHubvH87kCUMC+F4kFQk6wAWnb4T/VBrluBNh/SHO9Chi5ATnyTrPAzzibpkgxoeUriYPXpc5njBs9UJ7g8jZIp1vlTlbpNYmsblBaKoXWOpCjNV0fQXVWE61VNIcVYGOSpq9IsBexjWVBBtLgx213Pl6obWMY3zMMj/kjj5nv8yE6uO+eRUNdG/wHN1N1h8CFzLc277zuRO56v46wq3NPnuF3+wSIvOiqHsF+F1cnx1czHdCcCubkkrHfSvGbZeTE4OIoWxcXBBhDd1jPZvyHcc3nxlyIoBxyIOUpaaOb8W9ztuYda0t+1rr6fNP8wr/XS+E/5EIb5++OJ1J1+aSZ3L99Me8dBm+9qN4TT7VejHg/l7vSxJ8rRjXIcJ2y3HVUvTY/yb3Vd2wFDcsxQ1J4H4xNCQBB0TYPgG6X4gZkoBfEY7KccNicFQKj8lwIxJoUAj287EDAmBIBHXxgC4epouH6eZj+/hAvwAcEIEDIvADG26XeRRxkN/zkbe4yPtMdK2AXE3HtbFIL4OBDg5mTIKZUaBnpS46qYtZheo7hrTfD7aXMh11THNTiKmN/ak31NouNNUxLXWs/4NQW0azNLCX3ym+vFPYa0N0JX76Yl/Lc9rX7aitib1SxV54LdE2sA3PGF/qpEvlvNkT0My3CG20iy7GVR/rpo91M8S46aNddVEu+kiXShX6tQJ4KlxdJiXeEZHP8JFtanB6M8mwhjgTg50OR82Fo2fDUGNKl0GFy6DStSOW1KWEGiSupULEaznYFEG+KgUvscG3MuCDENMnxb2VgdUy95YooD+ZNBaNc6T5dScBffG4eiV8RgJfEHndZ3pcDHD9PtDtGRfbpoAHooizCcS5OGg6EjUV5j4pW60JRRnCMFqFu06GNCuxNjVoU2Bnw900asykyF0vRRtEyC4eulBOmRmu/cc/bP/417/981LbdPv6S/sYEhKeSSKLmNSNqqDvFIwDfKjkW683hwMrNwQ8SPR9tM67bL1XNh9zWM7cKedvYpNqcpRzd8XzDwJNVWxrLc/eIHQ0imz1AnMdz1TLNdZw5psltnqBpYZrrWI5ajgLNdyFKo6zMuRjtcr2TGAq5TpqRM5aqbVUaCuWLJeFLT6jWytkTSdpl6O+eRaBnt4aYN3tNbvNxXwW7s9AtGesbs3ElhxA3tnqemOD26XkVZVbyE82uDzZjLm3wftKKuXObp8rOz33qdwT2Zjjccz8ON4GccA2Hv1ECOOcn3+BPzVf5T/5Lfw6b33mjdasmy9OXXiae7km/9J/7rS1/xvCKyfPjh+lzeV4TBdQdbm+s8d8DcfgsTwf0xn/73d4XpIQK8XEt2LsOyWpSILukkBDEnBIAg+KoQEJPCDBDUhwfRK4VwwNlmsa/AAAIABJREFUiLD9QszXfC2GIzJ4RAYPif4tgwJcPw/q44K9HKCPC3/gAB84QAcX280H+/hAvxAYFIJDIqid49ks8CzmwI/YcBETXx5MqGd7VweTGznEFxyogw+MitEzCrRG6T6ndteGoTqPujmfsB3lbFs909bKdrziLXcoLK0cYw3LWs+dr+c7ajjmihBjZYi1WbDwRu5o4pgrgywVQQu1zMU61kIjx1rPnCunrtSIll4qjQ0CSzn7c6tyuVVluOWnO+BqSEIbElCGBJQxEW1OxlqTsaYElD7WrUqBea/GFQm/qRTji8Tel7hABdulew1xbi1hKhEcj0SNhroNKVcPKFcNhLkPR2Paw6D3UqBehqyTu3VJ0e1hpDsqYj4D3SAD24VAnwjXKQbrZcjaCMy7OMJIvMdMDNQbC3QmkCpUcKEEPsOC7gkpj2VeN4PQT/lwgxzXEYEfT/KYSoLH4zBTieCM2kUbgdZHYTXhqBm126waqQlDa8MxY2rEbCw4pkCP8VfpZcBApG8Bl3ghfdNk7/eLk69n35yvuSEp2MhIYPir6V6JalbOZvmpzVG7BJRtQYgM/urDweB3fti9TGSuELOTAW4XBK0Ngk8lUrRP4iavUeefMC2VTHsNx9komG8SOhsFtgbe15iq+ZZaobWGb6nkGJ4FG4qDTMV0a2mI/XmI9TndWs2w1Qebqum6EpqpiLFQLtDfwDvLeNpydU2+/9VExLMk975vSSPrYV0iwr4FdGz3sO70se2l67fTZzbRdFuZU+uxE5tXze6Chrf4vkkldOzEvdyG/UGJeBTr+3679G4cJzKQFBpAOcDwzKdTcgRBJ+U+U1uA17mpx643Hbv54tTFkrzC+oKLf45pa5cKTg+m+09kE8ZO+M/m+05l+2my4KECX0OB380tnhdElDKxR5sEeqEm3xYjX4jBAQncJwL7RFCvGOqX4volhB4xrksIDYjAQTH0NV9r2qAYGpLA/QJ8Hx/Xw4V6uFAPB9fNhjuZYEcI8JYFvGODHVywmw/2CIABETgkAoZEwGOJzw0B6brI4ybP4wGL/JTtfY9F+V7gXSEgNgvxnWJ4VIyelaG0YejZSPREFOpDDvJjpXSpTmipC1l8yZ9/xV96JTJW07XVIfZG/kKzyF7DsVQybQ08xwux46VkqU1orw0xPaeZSqmGEj9zZZC9kW1rYi9XKhyNamOt1FIhmm9SLrwOtz4NMWUD5jRIn4LRJqH0KRhrKmRfh7OsBQ1J6IZQ/AclrkSwupqPf8wk3eKTngUja5TuPVGuY8ngVBI8HIkcCHMdjcUMx4N9Meg3CtQbIapZCbwOww4JXbtV+CdRPlkM4JkE2yaCB7nQoAh+qQKrQpHN4cBgovdsAn4mkfwhifI0DHdPRiyguVxgA0/EXtfo2CcCfLUMfhNNHN/gM73JaywVN76eoFsL6dII+g0k7QbS9Hr8aBpudANhcgt5MMFleD2hNxHfp0JNROGbIynbqK5SKrRBAu8JYx6I8t7IW5VIpcTR/KJDcClS31QeaZMoZE2w31ombqfEexuXtpXlu4OP3xYMbuX6bmZ77xcDdcf8F8skc7e9jY9Z5kqGrYa50MhbbOLPN/Gdjbz5Jv5ii9DRxHM2852NPEcd21bFsJYHWstotueB1iqas4G+0BbibKPbmgLNNYHWSrqzgmUtCtTdpiyWsJabVJ2PGOXH4fKdyOo4hH6Lx3C821ismy4Z1iQAczHYqSj0kHLVuwhyRxz0LgZXK4LLOcj3SfDIDs/OVMrrSORAPOGeihQVTJEzqekiv4ti7xyZ3xm5z+wmzMvslCPXGjJutp64VJJ/peHEn+V/wlNn+tP9hjLhgXzvyVyvsRzfuVz86FmaLsf/2gbP80LPZyLPZjGuMZRyWYSqFQFf616PCOwVQ70SfK8E3y2CvyIcksD/tjsVAn0CbL8QGBCBfXxcDwfXyQQ7mWAXC+piwR+CgXd0zBs22M4BP/DALj7YKwQHheCQCBgVg+lyj+0c9AEx/hgHPsHCn+F4HA7GHpCRSkSERhmxS4r/ilAXgZ2OxQ7FogbOE39ri1poEM2V+Vsagp0t7OU2oaOOOVfJcDQJFlvE9hqOtYrlbBY62yTWVqGtgWWpolsqgqzlgaZSqqki0FrPtDQw58sU5iqloVJqKhMaa6WWV2pbKc+UD5vWw5oU9EyC21wS0rQOsm8kWNbB+hRMSwTlrQwuFbhVc+Af/MH7Qt8KDu5BCKJRhBhMwmo2UEYTgKFY9EwaaTyV9D7C9b0c3c5HtajAt+HgMOebfjlUlkDLZsL3xehWITTIhkdFuA/hhAolslqJ6knymV1DmlCDz8Wrr0vdGuLpd6TkC2LCAzbxSiDmkYBQIce/i6fM7WRodweObiYNbiLMbfOY2eah3eujPxw4lx44eSRgOivEcEpoygwa2OcztI9uPsyf2hp0jffNukC3NSrOdr5fBB67JgDexqNvZKiSA4Ni6W6b5J7rub4R3r5qn4AETkASnxZB9V7L9v8u1HOryH+PirtPGfxoN3fqFnexmLZSwZp7zNQU+RlKaZaqYFsN01odYqlh2urYzkbe0kuOvYlhqvGz1vg762kLdVRbhZe+mGCtDrHUBuuraTOVvprqAHsjd75e6KwU/Pgg2PzAa+oJTl/ttdTGdjSKu38IfnbCozCNci4GezUc8ziWUJ5Iqk4kPosB76tdzgqJ5yWoc0L3M0zsDyrS2z3U4Uxa+07PyW/BiVRMcTw5XkxjB1D2BeJ+kHhdV9HOK7xnN6PaspIPXak7cr254GLx8SvNpwrr/3MRFlblF1blXf63z0FfO/UFV2vycy92Hw6eyPSbyKLNHvaZO+JryyRoz9CNObR76ewfRJ51HOCx2O2xlHyPS+yQevZL4T4Z3C2FOsXAByGmQ4DuFmJ7hcC0GDsuBQdkUJcS/0FBeislveET3rDwvRK3PimmT4rrEpPecUmvWLjWEKiVCXT4uvdwMd0Slw98RK9gdb/Kuyk05HtpyMl13+yT+HwroZxPCNgk80tj4ovp+FIF/T2b2MHC97DBQR52RIQaU7hNRqJmEtFDt30/toWa6zjT5b72NvZ8G2exlat95mer5tmqeSstspUWmaWSba/hrbTIFhpEzmKm7p6f6THV8ZxhKQ20V7CdNSJTKd9exnU85zmeCxxlYmuJyPxUYnoiMT2RzH8frTvOM2UwFo8xP+dzf7osW7giGi3wq1Kg2lSEFgn+Htv9LGf1dSG6ngv30sA2lss7tvuwAJpVUCbDvDrCSXURUHEUti8U0xGKbJMiesKxvaHE1yrK80j/Y8Fu91jYZzxcq4zSyMW+VXi8lBNfhXtWy+BH4aQnUuA5H/1CDHYocO8VUIvUtUaIuB0CPOXDdVLorRLoD8NMRgEzMcBMDDAux4/I4CE5PKzED6nwfSpCXxhpONqrO8ZvOBKrjXWbTgFrYzyy+R5r6d4JrKAollcEDU7jUHZIqVsEvht41HV8RlxIkChIKmdCmdsYWWup6WrylfV+d7d7vr0cOXRT0n6CMf19jPlRmq1orb0sbrEuyljGHfs+bPwuy1gWuFAXZHlOMz3nOJtkjhdS62uR9aXQ2six13MWm/iOGpalguGsZX8pCnI88jUV+dlq6I5mlrmObqwKsFUHGkuD9UWB2kdU/aMA65MgxxO6/WGg5R514I5/51WvtlPE+ixcTTqp+rDn872ez3Z4XEym5EXAudEex9Rwvty1eQfVXCCY3U18t8n/9Xpy2Tr/bRwo1md1rox4WUHK5RHOSigf1rg93ZecV9h++kLj+UsP0gsrcwrr/78eevn/BeGFU1dHMkNmcrwnc/w0GRRtpo8tHzd3kWbPpT7c65+rBjrDfd+oyJfl+LsSj3axR78YHpDg+qW4XinULQa6xUCPBOyXwhNi/LAY7hVDHWL4nRj6IMJ18vGdPNw7tvsHLqqTB3Tx4Q8CfLsQ1yaCm0VQv4rcHuTyzhsxzIF6FeRyOfaGGnUlEf5wjXduHXOvhFAQhd8ugY/w8aUs7HM+8W0I9J4J9rDBIT4wKkGOK90nIpDTccj+a55LLUpjDWu20t/5irv4irf0gmcsC1hsFNtreM46ga2aqy0JMj4PcdQKLJWcz2Vs+6MAe1GQs4JlreBZa+X2phhjbbS+ab2pdZP91fbFd7s/dR36sSfja355Emc+zdEd9LXu8rZ852XY5zO8m9i8blWLYtUHBea9FKwRYu+J0Y/kcKMY38WCh9hwJwd8JcI2yLC1UmSDyO2NGN0rBT5EuvUkY9/Hu78Kc3kVinoRS74fRthNRdzjYB9zsZUiqCLErVUItfGx72SENhF4V+RaJMM0qIntEV7tao9WCVQvwtRJsPcExCIxoUoMtoqRHTLXYTVqKgqYi4a0ImhOCM6KoRk5NK2Ex1XQeChuOpo4Ge8zGYYeVyO6ItyK1MSjQu/1bL9kDi2J5xsfTFrP8/qKcD3XP4UbGBscGO0H/nBUPF6VOvY4pe9KVM95Xt9lhqUowlosMxWHTd2LaszjXNuAO5vsXpXH0tVvfV+oHPqepy+hO8r9LSVUSynTXid2tkhNrTx7m9DUyDZUMay1LHsty1IVbKkKXimi2R76GB95m59RbdVBthq6vZYx38A0P2eaS4NNxXTT0yDrkyD74yDbA5rlHtX02Mfw0E/7g9/crYCJQurgGb/ufL+ubJ/W4wE1WdT6PGbpIeoPaejabwnDB6jD2ymPxIjHYsQ1BXa/2GePlHYpinpVRcrnAeeE+HfJq57sS8grbD91seli4aPMG9Unrjf/KRBePXtpMjtQk0eaLfDW55P1J33sF3CzN6n2HJ/WY0G7Ela3hZHG1dQCFXxegqsXe/QL4EERfkBC+EqxT4rrkcE9CtywiDQgJHQLoE4B2CkAu/lgLxfTz8G0iwhv+fAHDtDNwfZwMZ084A0X3cpBNfPduniEIb7/a57PfQH6aszqisP4oZvBpseyy1sCjvKBHBXmsAT1UOnZJMe/FuFe09EdIUA/GxgVAhNS9JQKORnuPhHl3n/Nc7lJYaxmGmoCF1/xll7ylpo5pue0lRaZs05gr+FZKtnG50x7DX+hQWyrEiwXMy33qMaHNEsp11ajXHy59sfOXZ+7D37sPb7Sk7vSk7vSm73ck+X8cNj8eq+2ZbvtGnv8MG5wncv0GndDGqTb6DG2kfg+GdUZ7jqgRA3IoNdyfKkSf1+GKxJA1SyoIgRdxULXC7AvxOBrMaZTghlVQdoockfYqt4EdG8K0B7p/j4WfrfGtyiScF7iXiwFi4SYZyKghO1WL8C+4KK7hFCvEGwKA+uUmBoZplYO18hIlRJyuZRSLvN+rPQpVXnWKQltcqBbgR6PgLQxJGM8RScGtRKsRgbMKoBpFWZM5T4aihyPRE0psTNqt4kwt1dh4C2F1wEhdR3HL4XlvVkSsJ7nvVngu01M3cT3T+VQE1m0SLrfHr7LbPmaz28S7BVRC8+TtA9Ecw+CJ+7SHcV8/VNJ3w+qrASX6wf5B+MpcQzE5b2K6uOKnttSbRHD8pRif+xte8KwPec7G+SmZpbztdDUzJp67qerCnQ0cax1IcZymvUJ1fzIz/zAx/TI21ZMdVTQHbUMe0OIpZxlr2Dbn7OsJcGWx4GWBwGWe1TLPerSI9z8fdh+B7bcxOsuQlMngZnTBP0F76lbpLHrlMnvgwav015l45p3Y99s93q3mVYSgXkg+yaHhthGJx+UMi+FUR/E+NyO9rmuwPetW/3scHL+tXcnLzWdvfwg42rF8auNfwqEhadOjh/z1uTDmrOetvNe1kJ/5zXc9F0fYzZp8govf5vrVR7ig9T7cpjHETHmkcSjk4frFhD6RcQBCaFfQuiWwt1yuEMJd/OJXXx8t4DQw8f1C8BBHrafheoLcX0jJ70RQe/Z6B4mcpAFDLLhbib8lgG3iz3ehgZUqL0vStDn4lyr0j2mLvkuXvXUXWVd2eB1UuCVF+pxnI+s53nU8eC3dPc3dPcuJnqYB4wLsVNS9LQSORnqNhq2evy2/+dWtbEyxFLPmG9lzzez7DV0Uyl1qUm00CBw1PJt1TxrFddZK56vk9mrxZofQjT3g80l/KWG8M+vkr+82bTy6tvF1m0rjZsW69Yv1KUu1K1ZqE+yV8cYy9SaYsn8D8Ez2fDQBsR0IsKYiNEl4iYS4P4YoD0S9VaOeiOCGiSkBzLyeRHhFBs4z4QKxdh7QqBOAH0Q4IcF0LAQPSRFDqkxE3Hk3gioN9rjfQTpTZRnlQx/k7H6sYpSL4Gf89ElPPQTLrKUi6xiurxmu3Vz3QdDoXaJeyUb8Thk1fchyBtM4AqbcJXreYsHPRbiqiVQmxTdJUeNqLBTamg6FJ5QA5Oh4GQYdjIMPRaGGlG7jqhdRtQuo2KXuXDsRBy5Ltz7uNBvM9s/leu3WeC7VxH0nYS6Q0T9VuC/nuufwqbGBvuHB/ocFrtMlsQaaxXmiuhfXu/5+GKzoylx7IlCc184WxQxXbv5/AHag/PJa5RQxgbBtlC/kix59221rohpfkh23Pe2PaCbnrDtlRJzE2v5vczWxpuo8NfW0RdeixZa+YbKQP0TqvlJgO0h1XrPx/7Az1EcaHseaHpOs1awnVVcZwXHWhJsehhguOtruutnvR+w9Ijg+AG03gYtN0D9ZezMGbThAs55w0dXiJq9hJ24CE5exo9dJLzPwFek4R+EkivTqHVp1JMcYBvd65CQeUnp+ziGcjOC+CASN7Z1deXRlIIbHwout5y+9DD9Snn+5do/BcKLJ48PZ3rNFeC0F7ytFz2Nl71NlzCD1whzJ0gjF3xqMzxOhX3zQES8H0rdrYILePhmLvSKj/8gIPQIiT1CfKcYfCcD3sqA93z8By7cyYF7eXA/HxjkYQd52AEeqouN6QxBdQdjethwD8/jvcj7hcCrjkMuF5Gui9wKwhFXN7s3HiNOnvCyHic6c4DhLN9ra71yOIGZMlphCPA6yKshxLODiulgug/ysONC7JQINS1xn1G6TalcR1XfzNwN/Kk11FBGt9Yx7A3B9jq65TnVUhrgrOfM1/OtVRxDWYihlGUu51sqRNZK8VLLWkd9vLky1FyhsFepbOUqa4nKVhw6/1jmeCi2PxQ4HwuWS8Sfnos/PReulPJ/qhY5b/hqD6B0aavNiWhdFHYiFDMcii1XIcv4bsVMzEOex2UhJYtHOsQhZvA8bimJ96T4UjH8QorvkROHlfhRFTQeBrWHeVZz0ZUi3DMx8Z6QdDbALZeMeKQM+CDzeCEhVYpwpRJCiQgqF6IbBG5vxMghruugGNOtIjSrSI9EuIsszAk2eEpAfsgDn4vAZhn0ToEdUKLHVdipUHBSBU6EYqbCgZlwcC4MnAsFNGpArwb1ang4nDQc69ke43tT4rUj2CuB4b9OELBbSUuXUw/JA3eJaZv4/qkcWnyIX1SQT0SQ75PNwVN3VXOP2OM3+HN3ok3FCZ/bNn1p/85Svl5fvdXRmZe/y/dagWpnImlXPGWjBFl9XDF0L9RUwrY89LTe87H+QDfeC7aV8B1NnM8dyoV30tlGhqGNs9yhWHwjNtcGG4qDTE+DbA9olu+9Lbe8bPf9rU+o5uIAawX7ayU0F9H19/x033sb7/ha7lGNd8n670mGOxTrPT/zXT/NNYqm0EN7xdNwDm84S546jpsowMxcwHVm4e5GI49Sv7kd71+zVXBe5bsxgLIzxPeigvI0jnJZgXkWB05vR1QeS8i78fb45ZazV59k3qg+ee3PUQnPnj4zkOk7lY+fPO2lOekxdcJjMn/Vh5OYqXOUliOI6ZMBj3cG5svIVxQBeyK9djPwz/hQJR/Xwie84ePe86H3QvCtFPtGDnwQwB18qIOD6WJjejlAvwDuFUO9EnggBNfDIrRzKI18n1KRzz0J+aoEOi/BXJGvLoxb9WQ36v1xguEkcT4Ht3CCvFRIG833f7Y1aAeTuosTeDcYfM/wfscJGgjB9fPR42JgRgJMi5DTYpc5hdtsqPuEevXMHdqXJpWmiOqoC7bVBlmraMZiH1spzVrNcNSxTeXB2hK6uZzrqJHN1ypXmiJX3m5xtiZrSqXTD4P1j5jGByGW+yGLTwWLFeHOMrW1WGYpktpKpI5S+Xy5fL5cbq0Osd4P0OVAc5tdTMnuxjiMNgbUJXhUhYKlEsxTLnCXh7/EJ+ZzCdk8fK6AeFaCvspHFnNRL0X4PiWlJ5T0JhxqDgceizD3uOhbfOACH87lQ0dZ6OMs4I6a+lZMfCEhlwtIxRKvhwJCqQRXLkQ2SNwHedgBIdSrIL0L86pXez6UEq6IwYtSuFXl0a726AnDD4YB42HYmUhAE4PXxOB1MrRBDpqUOL0Cr5OT9Eovo8pPp/Kvj6ZVR/jfU/hk8X3XswLjOMFr+AFbBeQMAeWoPGCvOHADJyCFFRDDoEYE+UYx/N8d4BpvsD8XhXx8wLPdEBuusHS3grW32Y6KLQvNey0vDr64E3f+QMDRDfjvs0Tpybjuy4rZhwprGcdaFGB6QDPdDTb9wLA8YtgbQj6+ly52SA1vuJb3wsWu/8XcXQXHmWWLgs6ypeQfkhmV4hSklClmBktmKjPKtphSzGhZZEuy2DKUqcqucpXtsi1mJTNLMlQ1nNP3RNyYh4l5vQ8+t+PEvdMx0xPTHR2xHv6n/+2Ltdfee60dtvNzkOOpt33cx3HXyzYoMPewTJ10axfT1c/9NORhm/Z1TPvaJ7wtIx5fEZp6WKYelqFXoOvhabo52k62rouj7WSr2hjKZppWTjHV8IzlbG050dhIXqlmDB8gXPdBn/XBtybxysNZ2TziEU9KRzxnNJPVFAF+f4Bgu/DNo6K0kq7Xpa0va1tH8jvuy9se/0sgLKuq+/UGbz4f/lBAXr0Ord4gKArcP1RAK1Xk7wsR6lru02PeV8M5h0LJp8JYJz2ZN4PBoWD4fhDhRRDhTRD8LgT6NQx6GwV/CAXmQoEFCbgsISyGEN5LCD8Hwy+CweFgep+E3RzELgtkFQRSimVAXTymPQPz6jphroisqCCbK0mfami/NbK3G1iGWpplwG+5JvJopOhMEH/cH/3SE/fOm/3Oe89GKFYdBmpleHWwm0ayVx+JNMahdfEozU3+Hx+H64Y4O0987A+Fjnt84xDdNS6w3RdtP/a3zfhY7/l9fhb5hx8SPj+N++15kvqu2DgZZJ7wdd0T/+Gx9NNkoLXXw3JLZL8ns07JTOMhxtFQ05jUOhnhnInZfhCnf+rvehBgb2FrTiP12Xv1yUhtEsaYQZxNIb6NJ7yMhB/J4PEQaDgEGAnFj8rAjnBMnwQ9GYR5KgGeS8DpYFRfIKI1CPE0BnwaQ5wMJ/VHUJrCCfXhcF8keTAQN+6DHg8g9HpBvb7kDiFuKBAeEyOnAvb8GEp4JsY+9UF974/9Phj3MAQ7GoK8HeL2LgxaiIBWI7Ab4e6KiL2qWJQmAadOwlvC8eYoWBNFWgojvpFRXoQxn4bzHoXxasIF8hBWYRDzdKAgM8A3wd8n1Zu93wu+4QcVSbkXQz0O+PHSfQWJXrw4D3aqn2C1LPzjnZAvw9zPA16/D8g+DwZ8GRXvDIlVbd66PsnHx/v++PbCf1fV/77eUn1WUHFWZBsItw8FuqZ9nPd8TEO++n4/y4C3rZ9nuy/cfRngeiuxfgixz0ltb4NN33tbH3vujPk7R3zsQyL7baH5JtvQSrG1UHc72dYpH9ukt23cy3pXZBsSmvs4+i66qpXkHPBy9Huab3LVLVRNE8nYTjd10g2tlK0avK6KbqrgWKpojjaqpp376DKvJp6RzESf9cFfk9GPBDLOS1k9mbyBVLo8BPhwmvbpxt7HJWnFXa9LWl5UtQ5fb7tX2nj/XwLhtdLa7y+wf76AfXkB+HAWt3SZpC3ArdewPxQCa52E2RrKAynpYgjXS4I64AWf9/VqDAF7JNB4MPwsCP45GP5VCn+IJL6PJc3K0EvhwEYUaSuavhrJeBtCfuSHmxAhswPxqQGEWF9CtCec7QsUx0ATx2jvb/AMxW72QtRuAeiS080tHH0nz9zMdFSTlb0MTWt4bgr/fLjgSRjyRcCelUDmguwbhQyrjQB1MpwqaK86eI8xEmVJxJmTcOpu3h++C9PeYX965ud4ILRNcTX9JNsIxzoj2H7sa7/v63gQ8MeXcb89jzONh2iHgranfHZnfKyjXNsI5+O0r+Ouj7FXZB30d075OiZ9bGPelru+lhF/22igcyJ0Zypi65mv63mos1ekvoBR7UOoU/aok1HGLFibAqiTobVEaC4WeBeF/xADLsRDywnQXBTzRRRlPI7Qkwh2J4ED8eBMHOlFHGNe5j4bgn4ZgP4+hjYTT5uJp7xJYb8MQA4G4UfC6H2B9IFAbq8X7WEE/3E49XkEPBFGfCAjvJAS34YS3kpwryToH2XIH2OwCyG4dRlOFYnVRCN1sW7GJLQuDa9JBXRJBFUy+UMC6WEE3CODa6XEAinpsoR4OtjjdADrpB99nw87UiSQ8nmJnoyjYnqeCFMcyrooEe735af5esR58mM82Olij6EjXHW/RDPA1vV4uoZjLHckttEATb/3H4b4jh6W47av7rbU/uzE7PixQ7FuHZVJfx4N2xn2ct3zcj4M0I2ItQNi66CPtZdlnGBbH3vafg6wzUvtCzLdKz/1I77poXD3rp9zxGd73H930t9+W6htIumrAHsVbJ3ysU54Wcc87WNerlEv2yBf005ZrwcsLbTtbu5OD9fWQjY3QbZW2NIIqOV7jD14bT2sr6TYaimuTqK2k/ndNV5VEv1sTMhJf9KZYEKWD3AkAOxIYw6mMzuS+fNnqZ+uIR4VJRV2/lTc+qK2Y7Sg84G8+dE/BOHf+9O6qqKnV/GLeegfi8gvzqPXLlF11ZTNMrqiCr+V76ZuEV9No4T5cDJ8QhO5wmjv5GLiAAAgAElEQVRvdkow/VAQdFYCH/UnHfdmFIvZfcHcZ9FeM6G+XYHcsmBmvoxzMYh52IuU5klMDmSc5vOyPemJwV6h3t7xIkJDBnKtHLaVA8oLeJucZ2rg65q5zlveO92ejlr6xyq6dijoz30BFel783zhRyHkl+I9W/7kWQlBEY7VyXBKKXZegtySonfiCOY0cDYXaZ8MsI572yc9nJN85zjHNsyw3KHbbjPVDyT278N3noV8eRK4PS2yDLHs40L7mMg2InCOiRyjHtsTXp/u+TnHRJYhnm1E4JqUbE+EmPv8zT3ij2ORnyYjHOPBzplQy91Q23eh+ns+m3KSKhdtT8BZk9GqdIQy1U2djlSno5SpqI0E99VYt9VY97U45FoqbikBMxfjPh+LXIxHLyXg5mPRH6Lcf5GhXoeh30bgf40E3kQCv4QDr2S4n6TYV2GEH0PAnyS4nyX4X4LxrwNxvwbjZiXAfCi0IAGXgoDlAPxyAH4xED8fDMxKgLUw9EYkWhGDUcdj9SmAKR2vT0WpE/da0/C6TPQPGdDlEOBAGCc/J/R0rH+Cv0+4BzvKixPnw4kR0XOlnjkhglg+eFDGvyIN+DaYeTpclOElimDQMgPomX6UdC9Oug/+eXPcH18k/scD8V/uSk2dwb8/z1DNBG13+n4cCHGMiB0Pw950hJ+RYGuPBL0fO2WZijeOhFpGxLuT/tY7Al0Pxzbkr+8TW0bFzplQ15MwxxOZ7Wmo81mI/WGgadL7t8chrklf15j39pi3447QcoutayWvytHKFuKXcT/zLbahh7494uG4w7cP84z9jPUGnLadZL/FsnWzjM1kbR1kaCDZW+mGNpa+gaatJOjKIFMNxdHKMbQw12oJ3132bkyC82TwSX/CpVB2a7rvzRTmnRSSM59o/BbxKC+5vO27gq5fKxtnKhtnqv9BL/X+vQiba+ufXyEvXEa/KSa+u4pVXifpasDVMkhfT9UUo7XNotJsfKgQHcMTJHt6xvpzZN7sRD9mqg81TkhNErH3i1gnWfjLDORRT0aGiBzvBSf5kjJ9GJke9HQvXqrYMzfAJ9GXE+nNiWCRyhJYc1VCQx3BVAHr8kF9GdHSzHHe8rLfFNlaefY6urWcaLgd8nunb1MuLs8b/1hK/SXIfUsMz4eAmzK0JhSrlOLnJcjNUJQjGtSn4OYPYuyT/tYJL9uE0DHBc45z7CNM6xDDMcQ2PA11vpC5ngR+euy3c8/DPsp2TXnYx4X2u0LnmMh+V+gY9diZ9HaOiazDfOeYaPee9OO0zDoQYO0N+DwR9WU6yjUZsvMwzHY3xPk0zPY4SNvE0h4BLEkYaypGl71XnY78inAr2X093m011m0tDrmRgF5NwS4lYBbiUAtxqMV49GI8dj4WPRuN/DUc+zYM8yYc9zYC/zYC/zoC/0qG+zEU85MMfikBfgzGfkX4Jgj/azBuLgT8K8KVQOB/QbgZhVHGYtXxWF0y3piGM6Shtcnuyhjo41HBYo6gxI9wwpdxOoCRwsHHewkOx4uOJHjuC2dmhVAzggiJXph0P/xBKfWgH+NQEOFEJCcnyDvJk5cjYeUG09NErBxPz2zO3qHzPNNo7Mf7sX96vu+3F4f+8v7cf4znmProu089lBMJ8n3MA0GIx71RlpVTf3l70jod45oO3Z30dw2LLH0CVStbf9PbPOxnnQyyPZDYvgu1Pw5xPA623xdbJn30g9ztKb+PU/7Ou56uOx7WXo6hnWruYph7mboukrGH6rjNMfbSbLeZX6Y8LQN0ZTOkbSdZuunWLqa1nW5qJpsaSKYGkq6eqqujaOQETQWsqyYZGmj6BpqynqzqlL0q8Zk859GaRauOgzvSyWOH6c/O8szn8KYjiKd5KZXtj/O735Q2z5S0zBS3/mNamf5ehPUVTS8u07eugUuV1OUbKOVVjErutl4FrRVDG3l7lVWE3tOo3DB0gg83PdA3LoAh82bGBnnF+omifQRJUv+EUL84H1aaJ1nqLwwO4AaJGaH+1FgfWrI3O8mbH+srDBaiw31I8d6cgwLKg29FX3qFilKEupJoqgSUpShbB/PzXX/zTb6hkW6tYxrKiNZbYdv1wjsn6Fc8Md/JaHMh6E1//GooZiUEqQjGKEJxc8Hum6EoayRmK9Ft4STgnPa3TXrbJviOSe5XhPYRjmuE73gV7vpRZnnouf3AY/e+wDnF2ZkR2ia4zjGRa9zTNiKwjQhc4572u0LbiGBn0nt3JuTjPal10N/S6/dpPPzzVLhrUrLzUGq9G+B6Erb9TGa5KdKdgfTJ7oYUpC7XXZOB0mSgVGnIrWT3tbi9XxFuJmJWkjHLidilBMxiPHohDrUQh1mIw8zHomejgF/DsW9k6Dcy7H86DMO+CsG8DAVfBON/DMa+Csa9lgBvg4H3IcCCFJ4LAf+KcCUQWAoCviJcD8dsRWNVcTh1PFaTiNWnYAxpaH0qSpVM2j3AVGbS70jg1nBmTxqvJJ58LIZ1Js3r6v6g/WG0b+OF55O8TkTwzkQLY5lu+4PZ2cHEJD8wRsCM4tFTfIjHw/lHg7wuhHke9xcGuyPOhAgbj/q+aA2zfp9kfSZxPY0xP0p82RB7PYp7KYxyr9rT9jpU95z5x1+/1U5GOe+H20d9t0c8nQOirXra52GpZdjPfNffPCm2PpDYHgVb74utU772Sd+NTrJxgOsa9XIOeZhvsW09bOctrqOH47rDVjRjDd2wtY+i64asA5Sdu+ztEZalm27soOhbiKYWirWNZmuhmhvJhhpYLydq5ARVFUFVTdyqJiirCJoakqmepmigq1v4yiavlWrfF5fp00dx0yeAscNI7XHAdHjPi+v75B1Prnf+UtQ6Xdgxk9/5/13g/68IK+t/vEJV5GFW5eSNQpziMn65aM+HYvDt+b3Ll7/ZKEb8LAdbLgpzI73i/HgJ/uD+EGRGMD2CT04SklKDmEE+dB8RPUrMS/DmZwQKDkjYh4JIxwKgE0Gkw0GUfWLSxSTUqXhasiczl00aTCdq5ChlKcLZwjPWovQ1aEc3bfe2h7mTbWikWxvY5hqGtVVqqWR9d0V42Rv9UEZdk0FrAVhlOHo5BLsuRm0EYecC3LekGHMEeiX+m8ULpO37Yse0t31SYJ/gOMbYtmGmbYjrGhbuvo3e/inEMMOzzrC2H7C3Zzi79wWWcZZr3GN7QmS/y7eN8JxjQtsIzzrM3Zn03J4O3J4MMvZ6GrpF23cluxMhtjF/x0ygZdjL9VDieiyz9Xnr84jqbDd12jfqbDdNOlKbgdKkoZTJyI04t7UYt/VY5GY8ejURvZqIXUvCrSRgluJQizHopVjMchx2PgZ6H4F7I0W9kaJ+Dce/iwDeyLA/h6BehAA/BOFeBmH+ivBDKLgoI8yFAgsSYDn4Pw97loLwCxJgLhRYD8coYnDqeLwqDqOKR2uT/rPZ33AYNqYiLFl75jOAlzmwrtp/pV1Sdwo8leB/IzcyioPL9udeiJcdDfa5FBOeJeCl+/ukBLCiRNRYkXear3+yiHg0mLNPxH5UL5mujzwah432dov1xOWKSacCCY0ZXmUHWWfDmdlCZGUWUj0pc86EatrY/zEt/fz2pGoqRjUkVt/i7I54fR7y1jezPg8G2Yf9TUO+pjE/+0yw7UGQecrHOu7tnPQz9HNWm0BtF83Wz9O0kS2djN1evr6R6Oqn2nqIxi5Q0ehu6YHsg2RNB+bLBHf3tsDaRdc1QuoawFAHWxvJ1kaKtZ5sKAPVZXhlNaRqICnqCBtyQFUBGKuJuhq8qY6gLsMbq2iKEtq7K4Rf8qhTR1ErJ4naE5jvCw9UtD/Ja31Z2jxd1vmg+OY/5gL334uws0H+Np+4dmXvhxLCciFh7SLp9SW352dx89fQ2gpYVY7YaidNVARkyYQyLngqEv99BbPhCPdUELEikiZPYqUGkKQ+7NQg4UkxoyRC0JvsMZHKfpTBepbDfbbf41G2x/w1ePK8KMePlsTlloYT5ovwOy14ayVkqkPvdlF3uunmFoq1lWltYprrmI5GrrkmwFBO/rXMP0+Cm5RSNmSkxUCMLhy9JAMXfdxXxZhZ/73KMJwxGjMbj1gpYOw+FDvvedknefYJjn2UZR1iWe/wnEMenz7EuX4O1d/jmqcZzhmmc5rlmuGZRhmucY+dSU/nmNAxKnCNe1iHuZYhjmvcwzXl75oQG3tFhm6hayRwZzzYOupjv+dvHxE5ZsTOmVBbv4+xjKo7idHkuimz3NVp7pp0pDYdrU5FKxJR67Hu67HI9VjkSgLqf0e4Eo9bjgZnwzG/hqJ+DUW9C8e+Dwd+leF+kfw/I1wNAlaDgOVg4L8iVMXhlLFoZRxKk4j8inBrH8acjvhyyE1/GFg6iPzcwNsdDhzNx6cHUOvPZ+8L4qR7049J/WJo0D5P/lGxX4ooKNnbI1rIjRMG7g+OSBHRDgUws3iM6Srxu7HU3ipRe2l4y/WD1zJir8R6fBuMuCgltRz0eCIXbQ5xPz4Qf7obZWj2373l8+e5y7ZnWcs3RRsdjE+jvr/f9bN0cNV1dOew2DbkZx31s08H2e8FWMe9LXc9HeM+zrueum76ZiOkbaeYuxhfyzx9A8HeTXD2kGxd8EbNN/o2jLOPpGvHfBxmfBrg27vo+gZIU4XXyvHGGshSR7LXkY0VgKYcp6oCNE0kTRNJWQ0oyzC6Mpy1nmquJCiu7jUVEmwVHF25SCEX/3CW+uww/P4IeqZgf2n74xttL6oaJ6ta7/+/3ID5hyNsq7o+X05RlEAviqnPzoMvD+G//3bvywskRSXO3s411OM3m+GbF9iRXrR4Pn74tMA2wLh5jHzeBzWUQJ3OYZ4JISZ6M1MFlH0eqNJg+F4saTYB2kpAaxPQ5kTQkkB0HEXMXRYcD6FFe3me8Ce/LeD8xy2+6TrCVAX+3s3baWbo5bCtgeGoZ5jlVFcDR18mMjWQ1puDChJI/RJ4VUJ9E4jTRGAXw+A5L+SqGDfr564Kx+tjMO8SEIo6j50Hvs4ZkX2K+18QCpxDos8fEnZfR5kfedpm+M57XNsky3mPbxpjOUYF2xMi17iHc0z4FaH5Dts5Jty+578zLTYPiMy9ot2x4I+TwbYxb/s9P+cY3zXl75gMNvd7WxpZ1gKC6Vu8JgetSnXTpCN1GRhtOlaZhN6IQ67FuK/FuC/HI1cSMKuJ2P8F4VIUMBeGeR+KfB+K/hCGnQ3HvZdhfg39m8vR2RD8fDB+ORhYCwbXgsEVCfgV4UYE9q8I/5oJdSnI91Ho7RxoZz9WkQsoz1A+VrBdbV6vy7gpAbgnA4WtNzIyA+FDMtr+YPKBQNI+P0Ian5Ptx0jzZYVRGenefulelOMhvEPegtK00M7TIS0n2Q+qk6pyvKsOeSp+PH6nze1Ds69p3Mc5JrT0+qzU8hebWct9ItVUnPP5UcfjLOWAWNsncA17ugY9nANe+nau47av7bavdcTXNiG2TfhZR71swyL7kMg2yP/jdKCmjbxRg/t0W6RvICxcQ+x2c2wdRF0D1tFFNLcCipq9lg5wt59m7ybYu+jWNoqliWishfVVgFEOGCtBsxwyySGtHNBWg7o6gq6BqKmBVJU4ZRlGXU7UlRKNxWRnJWe72tNS5aso8frxNOl2Fva7TMTtK1nFbd8Vd/5U2zRV3TRV1jD9L4GwuThvrpy7XMQcv8K4cwx4cAB8edF9rpihqnEztNDNrbSVWrg4FSflM44F0D4UCpXtUHkacJSLvZfIe5HLuhZG2R8iyuSR9nlBlVL603jmZhJRE7tXFYHQR3xjj8a64tznj/O+lcIhfGoyY+/TE9Tf6zl/khMNxQRrBcVeQbVXUJ1yulNOt8spzmqatphuu0nR9kjK97NaAnBzfpQfxHiFDDsng+e80IogeFGMUobhtFHIN0kIY0+gc0Zkn+bbJjn2CY59lG0b4tqGhM47Xl9mU397n7D9vWTniZ/rvod1nOO6J7JOCO13ua5xgXOM7xzju8YFthGOdZi9M+nhnPLenvIzDwjNvaKP45KPU4HWMU/rtJd9hOmc8LGNBup7RYYWprOaZr9M0h4ANKnuunSUPh2jTcUoE1GbsciNGORmLGolDrkaj1mJQ6/EoZdjUUsx6OVYzEocdjEcuxCGmZOi5qSoWRl2Vob9IMW8k6L/1sbMbAh2XoJdDsatSfBrEvyKBL8Yip8LxW1F4ZWx+K81oTYJZ0jFGtLQuhTkShzs2Acac/Yqz5CNRZztCtqnRr661vfbdO/7fYVNN7JjPN1zZdRruQEXUz0vpAjz4uD6E9ymc4FZ3oQcMeewhH48lJPBYyVxyN83HFYPJWx1ea61Bj4sCZUf933zuP797WO257lzrYStdtK/PQn77x/2ff5w9rfVLst0jmYoxjQUYr3ja+nnWQf4lj6Bud/L3ONh7fey3vE2j/iYR7ysdz2tt4WWfp7xJvMPk2JzF2OrBu+6yTE1kzdK3F1tDHMjwVCPt7USd28ytHU4TR16u4dmbSdYWsnWZpK5kfAVob4Cpy/D6ctwuhpQXwvpq0GdHK+vAvTVoLoG2JJjFRWEzWJQU05TFlE2b1B0ZTxlEWs5jzSyj/IwbW/v2bTi1kel3T/XtkyWt0wVtfxjBj39vQh7KuRvbvCengBajsCDp2ivrgg+lAILpQRFNWK9FrJ281frmZcjkTEi0SUZd/4C+KoMOB9Ly+VyJxN9HySRzwYA+0I8U9jwPg6t3Jf9NJK/mkhbjke+i0bMJbivpRMc4axfcgTnouCkAPoxL+jJAcrWqW8+FuHVeYTVs2jTDdLnat52Bd1VTt2pZdgryZoisusOwzgYUn1SWOuHeuNJfuQHbITiP4TC894YdQhpORCjkGGVEXtfJyOcw+H2aaFlgmOdYNsnOI4xjn2YZx8SuYZ8v3zI+ONs+pdXkV9+kOw89LaO85z3vBzT3rYRjnOM7xjl2e9ynWN82wjHfpf76Z6XbVzkGPc29vGNPfztUfH2uL9xWGCa8DAOEu0jItOQn6KLp26h2uuojmtk7QFAl47SpaN0aWh1MkqRgNyIcd+MRW3FoVfikF/5/c/AfI1FGWYhDDMvQ8/L0PPS/0T4QYr5W0cU/xXhegjwV4TKGFAVB6jj8ZoE3NcjCmM6RpeCNB+kWPYhbGcQzlr2ZglOmYf40kQ21XEPxYWezow+EhecHsy/kB52IU1yOFxQdSr1XV+46knG/GTWcRkq3Qt1VEo6EynY7yX8Np6ovnfF0J2wcBmeu0q1jZ0bKT/RVFr0849PbetTc2Nxjvuh/+fP5//0sFQ1fnzrefRffrq02S3T9QUZ+kTmAb5zxGu5Ef5QA+jaOOYeD/Ogp2FQZLjjYRkRWW8LjbfYph6WvpNm7mLomknqGsDZztjtZCvL0LoqYLeTbWogujrou92szQqkqhrt6KTaWymWJqKxDtTJ8bpyrK4Uoy/DGUtxqhrAUAcbayBdKUZbgtZXAdp6WFEPrpRh5guRSjl1rYiwlk8w1XC0ZRR1KeHZCc8XWbiBM2mFzQ+Kb/5Y2T5Z3DVT0PvPfan3b+FsrO4cKeCMXsZM51NnCzmKQtFyBXm9jGtvgPS1sKYOWm5inYvEhrJYZ8Wk92fRW9V7LuVCZ7yBx5nM2mi/8z6+13yRyQI+n88vCRe/jGFvxAKmeLwlElBEYd8lIDfikIqj1NpoKEpEO+HFmktkG2X4uQDKbBpuPhOtOAG7Clm75SxbMclVxvi9UeRoF/x7s+hjZ8Av8sArYdieUP6YmPg0HHovQq4GYhf8EBsRew3Z8JvEPe8OQv9tYN/HPtFvd7muQdynuxRnP0vTwtq57f95TPzbd7GfnsR+ehn3+XWc86VUP+OhH2fZprgf7zA/DbHsvZTdu/wvk76qbtqn+0G700HbkxL7aIBtyM866OO47e267eMa9HYOeKnaWL9NBG7fFunbKNZ2+nY339LImr34jSEbq01DahPd9HHu+hi0OhKpiEIrY/Gb8e6b8e6KRJQiGa1IRm8loTYTkWuJ7itx2MVo1Hyk+1w4cj4CtRCJngtHzoYh34bh3obhfpXh3stwH6S42RDsnAQ7J8EuS1CroZg1KXZNil6VIlelyI1wlCIKq4jHaFNAYwZBnw5oU3HaVIwuDatLQxuzEMpMofJbirMYsVuM+FhP0/YHTFQH74tkZUvgkfrIgcYDlcVHvz0acSU3ruaIz26/r6OVYBsJKswGoznfXJEwimW8HB6cGh7+Vn54pVQ8fY39sCJM23/pza3CIvnZXyb7TM9LNQPS/+N5qrHf81kFwvwg+C9vDv35YfRqDbzVCNlu0qzdVG07RdVCd40EOge8DJ0c802+vU9k6uZZbwmdA17mm3xHF8vQRLK00WztdHUNoKuHrW00Qx2sakbp2nHmTtjeRbZ3UMwtBFMDbKgDPw8KTM1EVTXWUAeb64n6KkBXhjPJIVM9Q1tFVFfCumqCvhbWVOF1NaC5kaCvhVWVuI0i1Fo+arMApyqB9WUUQzl17WLAm6OEkWsH5a0vClpelXbcq7z1UN70z507+rcQNlW0PqjweFlGflXD26oS6is8lPVkTQ1HVYox1FKMzZTlesaZcGS0h6AgireWT/zYyy85CudJGPezva6IGYd43PwQWrK3KEdA7Yng/5RAfJmA+CkWMRvhpkgk6A6yFlIoH44yC+PI/gH8mEBBRxKlP3JPVSTx1xTk6kHIeInuLGZtlzOdFXSnnLVdzTHXs1z17N/6QlfqI8sj4FYJ+04g+V6A+2wAYU6MnfdHbIa5KZOwbyMQz8IRb7IJmirO9k2PT3e4n0f4jkGh4SbPcptvHWHs3pdZpwMtDwK3X4R9eR396aXU/sDbNMqz97NcQzzXEO/jmJdzSLDSCDjvejqGPXcmQ51jwY4Rsf2On2vIf/uO71eE2nbO5zGxo1+gayVbu5ifekWOVt7SNZQuB6fNQGmS3LRxbuoo9y3ZnlXpntUw9814960E5FeEyhTMV4cbyajVeNxKHHYpBr0YjVqMwixEoucjUHPhyNdSzBsZ9q0U+16Gm5XhF2TAohRYkoErIeg1KXYjDL8uw6zJUOth6M0ItDIap07CG9IJpkyiMRPSpeF1adivCA0HUOaDPOMpgr4InssXDx0RyJOxZXHUDH/vnGBuwzXPqquBN85Enc4NvZqbeyTce6naS9nEt46lVp/wTvQELkhYZZGex32ZUVLu0OW0O4eC+k6FfS+PUTSFzHVkjvWXPx2o/LfVFsWgZKGBvdXrY5wJ/u2npC/P9+0MB6pa6KtytKGVZOtmaJqJ2naWfcDX0e+p72AbOjmOfk97n8h8k2++ybfeEppbqZY2mqGJpKuH9Q0EXT2sqwENdbC2GatrwRnaAEs7wdZONrcQjPWQthpn76JbWsmmZqK5kWSshbWVOHUxWlmI1FYSNBWwpgLWVcH6akhXBeqrQWMtbGog6WogZRluLR+1eg21fgOrLiLoyyhrl7xmz8DjhQcqW54Wtv5U0j5d1n2/svEfUxP+vQgbSuu+l3vMV9PeVzE2SkjqEspWDVZbRdbJKboqpqaGtFhNPRfuFi3k3IhkrBRAhhp650VyYZigKZR1xAt/3M/zeoS3TMiWiYHrocBwFHImfu/zFPiXRNrLWMp3KURFPG8tld0WREoVeBwSeffKGGORQHuS8HXyN+snYMsNtq2E5ahk7tZzPzbwbFUsRyPX0Mj8dEsyXxBQH4CvEJOHZIz7YvdXAYSffdALQShNDNaQDKpT4cUE8Kcw1HQk4vVhlKKIqq3lWtr9HYOBhgGWfgiyT3gb7wp1o0LrA//fXkb++VXMl8ehjglfx10f+4i3a8zv44S//bZwown6POb7acxrZzrMNS5xjAY57wa6RgK2h8Wu2372fm99J+/jiNh6i6trJdtvsn+77bPT46WoIOsOQ9pcnC4DY0zDmZNBfTxOHYtTx4NfESqT0KpUrDoNp0rFqlKxW6mYtUTga6zE45ZicQvRmPko9HwU+msmfBeGnw0H5sKAxTBwOQxaDoNWQzEbYfitCHArAr8Zgd2MwCqisMponDYNMmaRzPvIxixYnwHqMnC6DJw2Ha3IgndPs74Ucd5cEsqzAk4lsltPcLdaco4cTzrox/rugrQ0gXbulKzm1qWTOTkHefyubMroKfazqvjCA4HxIsJhT8q1UMExb1pGkjg/N7jjdMa9imuDB4TqMvL/9fOpl4PXOq4nbT04sdwftDkQ8vmnQ3/8kGt5INX0BWo6OJYewVKpu6IKZ+9kaptIhk6O6ZaHvU+k72Br25jWW0LXoLexi6trZ9n7RPpGoq2DoakFtyoxpmayoQ5WlKMNdbChGdA14rQNWEMzYGklWttIxiZIW4fblKP0DZCllWxpIhtrYUM1qCvDKQuRihK8qgzUVILqCkBTCeqrIX01pJUDliaKsY6sqQQ3CjHLV92XrrhvXserCuGVS4y1PHimcn958/3C1pcl7dNFbfcq6v+5c0f/5nK0tPbHCv5KOTRXCm4WYnSlBHUdWi8naipYs5eBd5cQ8xXEq9HoCB79QihxqQBcvU65l0/P8ycdpyCO+LmdDOSeCuZFikUJHqwiMXskhj2YRK6PJRSEYQ8HIZLCEV1hiOFERLEMFS9i5XoKboYSxyKQLTHEhYMY9QWKuZBhLqFYK6jb9dzteq5Zzthu5Om7+bYW78f7iZ1eQFEgaSiK/SgI/X0g9VUQtBSGV8VgDQk4bSK4EUf4EAG/ioReRiJfxu95EI14dYCkLheb273//X6QbYxjHeeZR3mmUYF90vfTg5Dfvgv/8iD8y6M425jENhroGBGb+gWqdsrvk+IvY96uSaljPMR+N9g5Erx9N2hnONB529/e76Pv5O0O+1t6uboOqq2X9+mOz6fbYlOrQHEM2jqIU2aitelYfQqgTcCpY3GqGPzXNKhKxqjTcJp0vDYD0PZWMusAACAASURBVKTjVRn4jRRgMxXcSiVsJEMr8bjFGOxCNGYxBvshCvoQBc1GQnMR4Hw4uBgGLkqBRSmwKsNuRACKaFgZAymiga0o/NdmJV06bMomW3IopmyCIRMyZAGGLECXgbFkMeynSJtX6Ldy6TeyBD0lngs9gj8PB57fLzgSSsyLwRziIS7HCG9V5jYWnU2PYRfGc4sS+fLDsksZoen+nFxfxjmJ4LgPfX9kdPnpqJNJ9IKM4InDvo5qwX+byfyp/9R3LSc3Jg/an2T++7uzn98eNz2LWutnKjuYa7UExy3BZiV+uXCvpYVmaWMa2hjGbp71Fv/rrWtdO8M5ILLe4mvb6JYenrGJZG6hqGsAhRxrrCcY6mBVJVZXA5qaYW0dTlmF0tRizS0EewfF3kGxtBLXyt00tfivmdBURzDVwsZKUFeGU5ZgtRWgtgJUlmBVpTi9HDZUETTlgKmBZKwj6+RERQm4dh2zfAW9egW9ehm7dAncKsQ/rMkpa54san9Z2nGvsHWmsuGfO/LwbyIsr/mlgqcuh5RVJEs1yVbP1jaAmiLyz6eQzw4hXp9BrFSRixLw8SLOJSl1oYDw61ny9LeYWimxNopanUE77YfJ8dwT7s/L5AnOsKBSsXteJKJwH2bgkmimwP9JrWTwMm7mBrbyKFYiBmN9SF0p8I+nidMX6OY8tuk63ZxPNRUSLKUkawXFVE4xlFIslQxTn5e+nDsYt2cogFoWxh4OY94Xo77zI72RURbDsco4lCUD2IpDvwtx/xBJfBcCvZWh30ShnoTsfR4FvUynvczFa0q5O1P8nSm+c5RnHuQY+7j2IZ+d8eBPU9LP3yXZJyOdkxHmO2Jtj3CtiWwfFDkGRfbxMOtoiHVEYr8b4rorcY0EOwbF1j5ffSf/44jYPuBh6mFb+3jOQe+PI0HOAbExj6M9S1UdhrTZgC4VVMdjFVHorUiMIhGlTEJrUnHaDECXCX4NdSagSIeVGQRlBmEzBV5NwC/HYZdiMctx+NloeDYanouC5yOhhQhoMQxckoGLUmBZhl2LADajYUUcvBULbsWCijhAlQBp0yBDJtGUTTJmwcYs2LQPMmaD+kzsbjZsvcIaP0i9EUkYuuSp7PcxdZAM1WBeBvH6Pn71SWprDmM4l/O0IGSq/fzJvLCCtKATkd4n4oLOpYTmhHDS/egHxexv/VkZfF/58YgcKeJyDO7lVS9VGWOlMfzdSO0vHWd3vr/0l9cndp7sWxkKVU54qQYIxnZwtRowt7OMjfSl6266apKrS6Broppvci09HFsvT91C3qyHzDfZzgGhqZul76Db2umaWlBbBxnqYE0V/mulp6nE2ZuphjpQLceoqtGGRtDaQXR0U+xdZFMrSd8A6epBY/3/3CAtxxsqAG0FXi8HtRXgVhF6qwirKYd0FSR1KaytgjVySFtJ0FQQVSXwxg1g5RJm/qzb/AX0ZiHmQXVWWfNEUfvL0o77RW0Pq5r+uYOe/uZytKLmdTnbUAbra6hmOVVRQntz1e2ng6jHhxFvL+DU5ZC2iVUSh4v34J8OpD49iXx2BJzKQjw+LHhx1WfkCLkpdm9VNjbSl+HtDZwOB767xJutYG9WsX6v9tq9TDGfQdpq2B/rGc8v0FK9cWke8NQ+2na1h6HJY7uAY75K0l3GG28A5mLIVEywlJJtFQx7JdN2y0uTR2lJQNwOopZImZMh7EcS/FNf4ttQ0kIYUp3sbj8ELSe5PwlEPAlFvYlwW0xDzWbseR6DeBT1zXQE4kn6Xl258NO0cGeU6xhkOnrZzj6eo9/D2i8y9XtYRqTOicjfHiY6x8NtIxJlt8gy6L87LrVNhtvGZNZRqe2u1DEa6hwJsd8OsvWLjd3CT3eDXHe8rAN86wDf0ufhGgl0DYc4q/1NBQLdGZruENGQTTSkQNp4QBMHKpPQqmSMNg2vzQD0WdDX0GSBikyiIpO4mQ6vp4IrScBSAu5rvI8E30eCHyLAuQhwIQJaCoe+Lkf/inArFvqKUJUAaZII6jRQl0nQZxG+/tmwDzTsA7WZGEsawlwZ0JApvBrOmq0Issh5709RF4pkJxK4Z2O5o3mcNwX02TzcXC13pDzn6uXsy8mi1GBeZpjPqXjvnGBicgA1yZNyOpCbzSN/K2HJ94leVMp+LSGs1zM/tOf23rj2pCTxy5Njn+5FrTbz51s4hhGevhtrb8Yr6iBdA9nZxt8oxG8U4h2tPGMzzdzJNHYxbb08fQd9sx7StdOcA0JbL0/bRrW101XVeEMdbG4kqSqxhhrI1kTRVOJsDRRzLVFXBWiqsNo6nLEFNHfC1m6io5thaIRV1VhtNfD1QMJYCVqqCeZqyCSHdGU4VRFGUYBRF4HaEoK2hKAsxyvLQXU5pKkgastJyiLC2hXcwjn3uXPYpSvu9yozK1pnCttelLTPlHR896+CsL624edytiYfu1EALlxEvTyOnT6EeJwBvcsDN8vo1kaKoYVdHI2J5QkOi8gj6Yin31Jf5oIfTjNenN9zLxvx02n8T02c3AgPifCb5hTil4agP1aTNKcQ1m8RutMITb6b8hjCegnx/BQp2YcUL2L1pZIMhcSN6262S0TTRdB0CWu9hrPewJtvgLZikrOC6azlmps4pkvk7pOEm0GUPF/4SSDnWQTxbSD9fQi0Gu2mztizmY14k4J4GIMYDXf7YT9CVQLpqnHaOsjYxF4uJS9VQOYelnOUZ+1n2m7Stm+xd/u4jh6OqYdt6OXoev3tI9KPUzH20bA/PE7bnop1TMb9/iRzeybWOR3tGI9wjIU7R8Ncd2WOOyHWgQDLLc/Po8HOO16OOx7W2yJjn9A25G8fCrY3BuqLBIrTZOV+UJkOqBJx6licOhZQJWPUKVhtGl6XCf5XhKp9REUWvJEGrSbjV5JwK0nAciJ+ORH/LgL4K8Kvy9ElGbgkAxdlmJUI/FoUuB4NbMQCm3GgKgnWppJUqYA2A9Zlwl8zrT4b0GbiVGlIw3H0++veVyJYDTnehvbgxfP07kj6jSjqAR/+oRCPosy9s0X03Xys+Qb4tvlsfvHZgixOVgT/SLLkSrrnt1GEoyk+Cf7M44Hs/f6kHCFUn8RZqZdo2z2XWqS3L0fdSJeoBnL+9DDR0kVR1cCrVQR1K8HcBGzXUNUNsKoGtjVz9BW0xUtIVQXB3snRt5B1HVTTTablFlvfSdO0kc09LFsfV9dBNTeSDHWwvhbS10JaOV5XBRhqIH01qC3F68tBvRzU1eA1tVhdI87QBpi6IXMb+StCRTlaVY7RVwHmKtgkh6zVsLECryvFaotx6kJAlQ+oC2BtEVFRhlOWg6oyWFUGq4qJikJ46zq0fhWcP0d8d8ptoiRL3va4oOXH4rZ7pZ2Pq5r+uXNH/xbCtraON3KB8hpm/gL61RHEo/2Yx6fIC+dlm1XMpSLieuFeRQ2xLA6fIPA66s2c3IeZPAS8yoRmj6LeXkYor1MslbS3Lbj0AGqiAF0dhtzMp6vK96gLEf8mp3y6COpPuNkv7t3JQz05RY/1ZERwBQOxtC83mL8XAtbzsOsqYecGwXEdMF9FGS5jDHl483WSqZymKAJ3r7FmGiW3ojiXPYBnvsyZENw7MeVXMVqVjDMeRC7vQyyfxKuK/BcLQjQ3uX964mcaw+hH3LcfMEyjFP0obJrEmftYxm6avYv+qYez282ytFPMPQzXsNDSL7beDtT3iVU3/f/9+5zfn+2zTiVtP8z8/F3K7oP47alo10SkayxiezTMPhRiGwx2DPh+Hg123Pa0D4nsQ16GPqFx0M90O+D33hhHXYDhCkdzlKTJgtVJ+K8I1SlYTSpOlw78FaEuE9RkgeockiILXksBVpJwK0m41WT8V4ez0fBfa8K5MGBeil8Ixc+H4BZlmOVw3GoksBaFX4/Bf0WoSyOr00BtBqzNgDTpeE06XpuJU6djFClulkKfmRP8i6GU4Uu+q42kJyeQzVmihCCEnxCIIoFTuT6ugvCdQpamitl3PDQ/N67hW+GJDO/zB8IL93lcTiFdPiqN9KEmc7AHZMJUNrI1GTS1+q/L/fv2+xQnc+9WhmgGYtRtZG014rduqrIMp6rE7jaxdJcImkaCqgoy1TJsdfzZc26LV913e4SqekjTRta2U+z9PMcA/+u35Rbb2M3QVgPWZoquBlSUo421sFaOV5SiTHWE1ct7FAUobQXeUANp63DaBqy+FW++CZtaSbZ2qqER3ixFbhS5aSqw+nK8osDdLMfrSjGaYrSuBK8thpQ38IrrgKaQpCwHVRWQqgzeKgY3bgAbNyBlPkFTRF04x/jl2N6xwuzqjmf5zT8VNt8r63ryT68J2+9VtN2vaPtrK/F3Fa2PK1ofD9R0vrrAfnMSO3wcNX1079I50lY+UlkAbZbjFOVIRQFCWcEsiSZFCdj7fcl96fjJXPTEccRiyV5TPUVdRbFXIRVV3IOB9Ei+x9Fg6vJ1husCwnoVv32dZDmN0F5Bbl5GWAqRv17BH/Vix3oQC6Og7Q6+9dpey0mMI5+qK6GqCojmfLLtEmy5DO+UsXdLGcpLjLUS4acioUUeWJ0OdPrjfwymvRQDK1KMJR5lSnFTHsaZyzl/GPD897tcRyvnDwOiL4MsRw+4M0T6MsF1DjF1XaTtFsKnDsp2G8XeQrR3UOxdVEcP6/Mdj08jUlObyN7uY2kSGRuF2/0hX6Zif3uY+PFZ2u7T1O3nadvP03aepTofJNjHIi13pJ/7/Rw3RfZeL3OPh6aNbe0Sfu732+n2dHRLrPV+huts/TGCLgNjSMGYU/CWFEiTDBkzyJZ9dHM2zZxNs+YwzDl0fSZZnUPUZBPUaeBmPHo9FrmRgF5JwMzHIt9FAL+G4z9EgPOR0GIYuBCKXwzFr8mgJRm8JAMXw/CLkfiVeGA9FVblUHQHadpsgiodUqaTNFkMbTZTmUVRZhM0uaR/Ow39ctEjLwnxIB9jaKX+cAWuSMMdD0eHRtJOZ3i0HfEbziVu5cHb9dyus34ROYeeXBEsNAqW2tlzbV63zwIbM8fqTgeGs6Bsf26GmFySKe49ElkWyy1KgJ5e5G1X+BorQX0FTidHb7cTdDXuW6V7LE1kZQXW0AxoG/DaetjWwd4ow3+4itDVkTQ1BGUDYGqn7PRwdzs5xlqSohLSNjJcvT76W2xNK8XURDHXEtXFaHUZ1lBH0NRAplbCSvHezWK0sZqsKYc0laCpmWxohhw3SdoGrKkZNtcTV6+7r+ehjWVUSxljMw9nKqfpikmK64C+hKzKh5bOu61eQhlrKMYaikZOUJQBijJIXUncKofXivHLF4DFC26TpZkVLY8KW38uaZ8p7nog/wfdmPl7EXaV1z8+Drw8hJg6i3lxEdjMo61e/2b1Gnq50H2rBKkq3LtexCqOpMV7ijJFhO5k9JMT4NOL7htVaGszRV1DctTsVVczDweTwzj8bE/w3XmS4wLCehXvvEGwnUWoL7sr8/ZYi1BvL2OOerHjRKQrIShDLcV23c1yHrAVUPWFZHUeZL5KsF6ErHnE3UruThFNeYG+WsBzXeeYKwNqMsDuIOiHAPIzb9SiBGmMRuqS3NZz0ep82nY751MPxVRH/tIr+O0213ETtt0CbQMk2yDNNsDYboI/tpNdrWR7C9HRSbV3UW3djJ1+3u7tIEMr39bmYW7iGRp49lv+ruEQ55jUcT/e+Shx+2nK7vO0j8/Sdh4mOseibLelhh4f84DYOhxsHBQrO4TqFr6p1cPUJNho8tY2+ZnlPsYrHNMJmuUQ1byPrE0BdKmQKZNkyaaYssnmfRRLDtWUQ9FlErayIWU2rEqHVMl4VTJekQqspQCLiZjFBNr7KMJrKe6XQNTP/u6v/d3fBaAXJMBiKHZRhluKwC3H4NaTwM10WJ1D0h6gGrIAUzbBsp9m2sdQpxLXEzHKdJxxP8F5HP/mvORMENB1hKVs8lsqZT+44pufwEkRAUek7g+L+do6+tZl1OuLgsYj4qwEz5U6T2U7Z76G8K7Cc/RbxnzP/tZjkn0i9iFvSTgDPBgA3Ernz+xjfv8tab0Etpa4KQuR+gqcpgJprseZG/DaKrShDrY0UXSNOFMrwdBMMLfSdHWk5UL31WKMUg4qGwB9I9HeSnO00M31FF01Sd/AMHfw1V108022oYmsqcQbK0FNOU5VjjU0kEytJLUct1bgrijAGCoI+mqCvhYytZKMLaCjm2JohDWVeL2cqMjHrV5CmUpo6gJYU0jQl5C1RUTlDVCVD6nyoY2rWG0lwVBNNlST1ZVERRm0VQquFOIWrqO+Ipwqy/pXRNhUVPHgCPLnY4hn18B3BZDqBnm9ALFVhN0qxSrLMMrre386Dlz0IyR6+ad5wIPZ8JtLxNeFOF0TxtJEVNXAjlqEpppyIgSU8QSJHNTzw1jbBYT+IsqWBzguItR5GNX1PdYi9zeX0Ee92PGe5HPibzZLAFcB1nKVYM2nGK4RdBfw5vOA9SJku052ybmOGyTVRcbyDY79KtNY7l+bCXWHEJ74wS/8sMuhaFM8Rp+KXN+PVV+j2RoY9gactgLcbmd+usVydhOtNyHrLaL5FskxSHc1QjutREcz0d5C3O6iOW/SrV10Rw9rd8DP2MqxtHKNDUx9A9PSKTR2C403PXbuJzhn4qzTMZapaNtUtGsy5uN4zKexGMt49PajlI9P0l0Pkx3T8ZahcH13oKFdrLsltfWEmav81k+SVjMw2gzIkkEyJIO6dMCQCRkyIWMWbMohWg9QzLkkfRakOUjRHqTocsjqDFiRCqwnY+fjUW+jvvlBgv4hGPWTBPNWBs6GwbNS6D87emXuS+GolWj0eiJuKw34mu40B4jGEyTtYVi5H1bmErf2EzdzIcVBQHUEtF+D3p7zOu9DaD4cttoW9+Ey6pfLjOY07uRp78ZMyuhRnK4c+7GLM32Zcy2ROXI5xdLFMnRRN+o5S1Uxnam8i37uKRREroC9z4uTFUpoPeepkoc5LvDUh1Ga80jjdbSyEG2qAg3VeK3c3d4CmxvgzVKkuYGqbQatHWRzG1lTB5laqEo5OH99r6aGpGkkqGtBXQ1kriVa66mmepq2jqKup6jaKY5+gaGJrCjHWOpIukpgo8jd0kQxNRNNDcSVa3sWziEMZURTDUlThTe3kAzNkL2DYqgDNZV4Uw1FXQisnN+juIrTFxIVV3GGIpKhlLJ+BaPIB02VdEU+uHoDrSgBtZUkTQVRUQpvFoPrhfjVfPz/LcLK5nv/EgjrC0uencGuXHb/pQSaLUCrrgHKsm+MtSRVGaguw29ddX+c5XZKCCb6BCbzoNsHqPPX4LkKvK4JaWzAKapw9mqErgo8JwMiRF6xDMx0Ftp6AbFxGqG75G6/itAXEBR5CEcZ8sM1/BFPVrwn+azfntV87KdS2JBPMt0gma/ApnN4y3nAehGy5lMcFWzzJUB3ibVWwHPksfSlvvIM4GYo8YEP8FMAsCLFGBMwujT01iFIe51lldNN5Sh9Od7aQLK3EJ0dpJ0+mqufaukhWHoIzgbQ1QhZ6wBzA+jqpLq66fYuuv0m8+OAl7mdZW1nGRrp+gaaqY2taaJpGhmu8Wj7WKTpbphhWGoeltmGwz6ORH4ZjrLcjd99kOl6lOl4nPXlx8OfnuVaxhJMw7GmLqmzO3y7IdSU56E/QrfkUJ2ZNGcqxXSAaNxPMO4nWA6R7cfpzpNMxwmG5QhlPRfeyIG3suCtTGgzA1xPBxZScB+S0HMpzNcxxB+luB+CUT8Gon4OxrwLBeYjiCvRyNUY1FoCejMVr8iCVLlE9UGi+iDRdpRg2A+osnCKdECVCalyAHUuTr0f46xCbxaR6+PRBWmCp6Wy5et4RTFl+AA0c4r4riT41TnO82PIpZbAu8WBRSnEXyozt/uZrtv8l1fJcinhKAfOFoKZftQUH1FiADkjDN15jGrI9/hyhmg4ttd4CXQWMHVlgLYUa6oFdXK0rZngaKWsF7urK0FTO0XfQjR1kFS1GG0DqG8krRZjDPUMYzNFUwOpK3CGCshaQ7Y0ULW1RGU1pO+gO3v5xjaauho0NZA0lXhFMep/MHdf322d16LoFwGs3gEQbBLVLcmWZdnqhRJFSqS6xF4AEL2DBHuXKFHNsRNnO8k+iXccO3Ycd1tWZ0VbwMIq6CCpZvvsnHPv/3EfmHhknHvycB/Ovh5jvuAP+K35zTm/iS8/xi5NaQuTmpgbXDQAons1GdKFK5qVWyXSKJEeo3LjGrEbk/xE0kcGjYDkIhJ2NOVjUj1q3oULPio9oJMC6pADjHpRvocUemkhwPIBZjUiVipkBd/vPzM0/cnPDuF4T+8dOyv68Ed9xJxbkfIS0oBCGmE5DyL4YdkDfddCOXcW17zyetUa8vZpJuohQ0NY+gqYmkQTY8TTMSA3Rvqr2H0vbT2yhv5DHbbigONdgGwDlh1AyqeWPMD3w0ikV9uytbxqk9q8A4x48R8CTMrDZhz0spV+aqFXrPSyS73sK17yF2e7kLyzkg9s/MFTmerbFqiBb+9mP3gJv/MyHtyFyIch6QQcb2Sz3vVPB9cs9WD5IfzJJLt8mV25qnn+ZumLX+pW3lI/eZt9PkE+nSTzo1h2FHtyXfPsdsnTN8tevL3mv7+z5dmb657cWpue0uWmygrXKpJjmux4cfr2K/lf7Vr53b5nfzj07PcHn/5699LtVwvT2zPTu5799uiz92qeflj3379u+PGrS0//eub7T899/x91P/6+/odfn3h69WDGsz3RXMGf0cqnS9KN6lQDm2pgMy3aQkdpoaM0065Ltmik9jKxtURsKBYvaBLnWO4svXiamj9NztWXP6wpvnuE+e4gdW8/eW8P/mAv8Wg/lagj4/VkrJ7kzzLCJa3UrJNbSoQW3dIp/PkFzfcN5StnSlLHKek4VjhLf9+sWxrAnk/pvnAwxjeAybrysO+V5bGdX9kq3u1Y/7WJ5gcrv+zec63lUN+JLW93rMn/+ez372yMjmvfPFXUvhFp2L6hblfFxRPbWi9W1R3cdukN3a1jbKJF99SMyd6iZAB+6iPS/XTUWZQdpQoT9NIV9odba1IjTKwHXb5dLk2SK78ozkwT4hiUndJIo2pxRJufKsmOa1KDVKaPzA8yuVEmPUZLI+TS7Yr8zbKlW+WF6RJ5lJIH8dQgkerDCpPq5AAp+YmYRRXUA6IPL4xrM6PU8nRpYhCThvDUIMV7YbmbzPTQnFkZNSolBy44MMGJyz1swk9zXkLq0yT8dNxLRl1Y1INzXirmo2PdTMyv/n8j7Ln1558Lwone4W9t6rgLftQNB33KfA+TCBTNe0DeQ/BulexVLtrV3Qd0R7dvO7KGvFHPin46OoSnLqvSk5Q8qXkxBqyM0eP1pbs2bK5aV/y7WuqJmxIdYNqtzNkB3s3m+op+HEXFsfLOHesOb2BMr6iCLuyph0y66LQZX7HSz52aZZd6yat94i0u2Oi8Hl52rkt0b/jRu04OvOStUtx8g/lgG/HgVTqyG08fReU6nG8uznm3/DCy6YdezcoI/sNV3fMpXW6Mzk3SS9eZZ29p/vM3umfjxMo4nh1GVr/cT24WP7ld+uLtNT/c3vjs1vqV2+szV8sK19YWptYkB9VLIyXp69vyv3h1+Z03nr679+mvdxdu7chOvZQZ25gZ3/ri7X1/+3319+9VL/3+SO53B3O/O/j0D0f/9mXbD39tfP7hxSf/flq6ejDo2bbQtSFm3pI3rc8YK7Nd6wqWjUv2zTnLhnRXZdKwJu/YnDWvT3WsSbWVJ1vLEk26WFMJ11J6/6T68Wld+FKl0LpZbNrEnakIniherFZLjTqhsVhs0okt5cnOypRhvWTYIOjXB5t1XMda3rg5btjCdW7iTVtSru053ys/BDYv91VIk9t/r193pbri2l7Nu9Wau87XfuPc+mmX+oFj40TtevOeij/ZdvO3D0V/vS/cTS+99cr8xO7eAxr966XO0+t6Dds9rTsuG156R//STNf2H+1bnni0kQDK9TJ5jy47oIm5lZlhauWKOjdBPb1WmpvQhjxQZlonX6ZevFP67FfF4iSUvkInx7XhbjI7Xpwd1WYH2Wwvke3FsoNkeoRMjhBL10tTU5r8zbLCrXJxlBQHscwAIfvAzDAldiPpbkpy4AttQMymyg+zcj8mDJG5CW2iF424Vel+OtNDCg445SUiHUDSjscsUMwKp/u0CT+94IASvSzvYyJOfNEKh+xoxE1xXibuV/Pdmv8twsGp/+K7o//qONo/8bVZHbeDM90I5wezPprrBhY8qOhRJ1xK2QOkhkuGa7UHtlRWraeu1xenfAzXj4qjivQEm7xc+mQIWB4mrp1du2P9xqMbKn5xEMlYMNmD5ANw1gFwLvWTEfhpv1IcKze/seXwBrVhm3LOBq24yLSdShqQZQv1zFOc82vzPbqn3uIlPbZkRJftlWFn+XNnhdi92X4IuLGH/XAH/XiXmj/AZGtJoQ6bP0vEuyqe+Cu/97IrI/h/Xit5flmX7ifTI9TKtPrpbfbZ2+STUezpGJ4fRjMj6PIU8+S6Zvl68ZPbpUuT5cvXKpdvbkxfXZOfXrd0uVLuYVcGy5Zv7li6/erSL3bm3tyRubE9O/VSbmLz0vjmzOT6petbX/z69efv7EpPb5bG1kpD5UKgWJ7ak7t95MVvT//tvYYff33uyVR1rm9/zr9nxb9zxb/zWeD1Hwf3/TC071nfGys9ry0HXpMs60RDhdxRkTWsK5g2Fiyb8vateffLaccrKdv2pOkloWNDrKkick7HXyiTmyrlzkpRXykbN6Yt27LOHVnXzqTjFcm2felGfX66Pjt1Knft3LNfNP/nux3f/1vz8i/O/g/7dqlrfX7k9WdvHfvavTWwH7JvB/7YsvnDwNZfXdTdOMxMHyQ+s6wRrm1f6C+bD2z4261XC1Nr5antX9q2fGTa8pGttAHynQAAIABJREFU9FNP6cLE/uQwHQ2wMbM600Lk9bjcrZGGK3N9W1K9TG5InRmmChNsbpzJjNKZMW2sB+fH6KU3S1/8uuTZO2zmOipMoPJYcaSHEfvo1IA6289kAni6B8n0Y6khXBqEpREyeUWdvlacnC5OXlFLQ7jYDSW9oNSDSn4s5SVFOxY1KjmzUvAicgALd8PpUY3YR8b9SG6AzQYowQmm/bjQBSVMUNwMCU5c6mbifirswcJ+ImhD5s3wggUJ2fGIi464aM7D8n5t1Eb/M8LA9Q9+RginBqe/sRQLLjTUR0Z9KtmGcX5FYrg8ZqGiViDdDfyPX2652bzmwEulR9aRY0fotI8J9yCxAUAaY8SJklwPkA0g06crd27aWr1p3eXXimKtRQknuDyI5j1Awqd7NoZkvEB8SGvft/3IRk3HFmDWAj9x0zkble6Ely3UU58u063NBXTPPMUrbchTE1Gwrpk3aZctuoRvo/UAcHOv+qOd7L1XyNg+KlWNLVYBXxwAvq0HuXYs1aF4MoL+cEW7NMLIAWxpQvPDL8pWbtLJSWBlBH06hi+N4rkxfOUqu3yNzV9VL90oTg5qcpfXLt3YlL5aWbi+sTC5TvKxK31luatbl268svzmzuW3XsvffCVzZUt2dEN2cF3+1ubM9Q3P3t7+t3d2/nhz639e3vhDX1nSAKXNG5bcLxe6X026XxatW1NdW7Od23LNm3nT5rhli+x6Jdf9ei7wRsq3U/bsSPl2PunZseTeWrBtLlg25Uwbkoa1Cf1a3lDJGdfGDGvj+rXxjgquURe5qBGayzL69aJpk2TenLRtz3l3LQX2F3r3p317BNeuJ/6jT7prl30ncs6ajL06aa8SLPuihh25c3jO+ors2fb91PrUL9bMvnvw3/07btTi73e+/N/Mr39g23CnDcj5meXJHdHu8qeTJS/G1id70R9ublie3JYb3ZwdpAUH8OPgmv/LADxxE1lv6XIHvdIKZOxAoh+IDyijDujpZJncjyUHscKkOjlEZMeL8xPloX7kh3c3rPxSU3gTz98i+DFYGtWKw+VRLyp1k+leKtuDZ7qRdB+a6ocTfapIjyo7pZUus/EJKnu9RBwmIg4g7YdjbmW6l5LduGCGk3Y8ZlEFzYAcwKJ+NOyF08Pq/Fix5MfS3UShj+HtyryT4jqK4mYo5WPibjzmI+N97LwbCZqRBQsSdhCci4k66QUrtmDFQg46aqPDNuhPA2d/jghvTEx+59ZKHjw0oAk7wRUvszwEB60A3wkkR0szV/AnV6BfXSg6tk13dH3l+P61UadSHITjg0h2VFfoxXK9QHKA/rgRfa2ypHpbZc/u4lCn7qkDy/hQqV/1dBIQPHTBA/z3kdLpA2z12opTW0s/uFD2N2txykbm7PSSS73i0S67i5ccmryNzVmZgl0jWcmsnij4t799UTOyB37/dfKzN+C724siu0lxv3pxD3Znr+rOIXDmEBLcB717gnqoX5d0rH/St/Z/Tm8uDOp4C7rk0EUdJbnhisKkunAFfn6bzl9l5BHt0tTmpbE1KxOVhbGy3EjJ8kRFYaw0NaBOD2pyUxXy5Yr09Zfka9tS11/O39wuT5SLI5rstc3Lv9j+5O1XCjc35a+uLUyU5Xppwa7KOcicR5vxl0me0riVjbbBsYtA/CzA1QBSHZSpR/P1xJNzmmeXynLntHwtnjhGC9VMpr4kXaeLH6G4Q0TiKJM4ygQPaEIHteFD2tjRUqG2XDpZLp0sFWp1iVNrxTPrkufXZxo2ZBvXZxoqU5fKkxfLsqfV2bOa1DmNdE7NX1AnGrSJlhKpsyLVWZbUF6es2qWespWRtdmh8qiXeWxF4hZdRM/G9axgYJe8a572r091l+QH17wYLX8xXrEyWvp0oiLbr5ZcaMFP5514vlOV0avyTiIfYFMBOtXLpHqZhA9JBmipBxd7sewYk7+qzU9rstfZ/E1WGkdTE2RmUpsdL0kPa5P9bLqfTPfjvAeNu5GYC467EdGHpwJ0tl+dG9DIY2Rqgs5MqtMTrDzKCEP0aqT8pOzFE044bod4Byy6sYQD4yyQ7CVkL5ENMEkfEbYqeDeS7qUEL5JwIpxVFbUo4zZE9lBpP5v0soKTXDSiYTMRsVJBKzlrRB7qwcdGeMaMzhmZuS74/f5zIzc+Cdy403fzg75bH438Fz+X/a+PowMPvSWSG17oIWIuOGPBeAewaAIlU5E8UpKeJJ5dRX7TpKrZVnJ0feXI3rVhm1IexvkhVOpn0j6w0F+UHmI/uAC/vr7syKY1zleZ2VZNwapK++HUEPxkAsj0ap90Az+OlE7tp4+trah7qeS9c6U/dmnSdiLvpApOtuBk8w6mYFcX7Oolh2bZrpXs9IpNsxLY8dY5dnQP/Oc9zBd70N+8AXx2mHhUrX50mL53AJ05hPEHqfQeSjhW8dVh9L1jwCcXiZn2NffOVfz+EHttN/lRFXC/AZJ76KVJKjOmSI4o8pP0k2vlueGywmhFdliXHdYtjZfnR0uS/Wyyn81OliUnK5bf3FF489XszZeXbr+SmapMTZRkrm568ub2J29vX7q1OX91zdJkeX5QLXugrJ3IujUpb4noLeVt6lgHyjcpxIsAf1Ip10PpOiR7Els+wz69WJo9q4nXYIljq1fP1HKtJl5Fxg6TfBXNHSIWdtOLe+ngPiZykI0d0carNLEjau4IvXCQXjzEhI4wkaMMd5yJ17L8CYY/waTrmfRpNnVOI53XCJe0fGOx0FoqdpRnDBWZrtKcs3Q5UP50eG1uuELs1XE+ddK9JmHRSWZt0qJ54l/zbGBdxl+S769Y7tc+Gy1bGtY9GS9fHilJ+8i8jyq4iKUuOGeCl9xUoVed7mVWEYo+NPUPhJlROjelyV1TZ6+zuRuMPIElx4nkGJsa0SYH1cl+NtVHpPqwVYFRB8g5oYQHlbvJVIDO9LHiCJ4cp1YRSiO0MESLw4w8qs700OluSvbiggtNOJGEE+EsUMioSDgR0Y2l/FTSR8ScEO9GRB+a8MC8A47ZQM4C8XZUcpNJLy256YSDCJnwkAlf7MJmDPCjTnAV4awFe9xJzhjA/+g9MzT98eoq088I4eWevjl/mehQLnQjyR4i1UUstAMLeiLpVIgj2tQE/uIq/n4nceKVkiPr1w68UbloViZHSH4I43sIyVW0NKDIDBX/oR7cu3ntgXXlXduIu41MygJkeqHcBPZkAlgeLXsxoHoxUjK5n6qqrKjdpP1Nnfq5QZ11EXknlXdSOQeZtVF5O73kZFfcmmW7VnYwz33lTwdee7OenNyNfLJP89U+/M39wH8cw76p1dw9yn63n3i0F4/uoeQ3mBe7S1Ovkvwecv4Q8/ke/OPXNZ/urPx409r3dgJ/PgCEOrHCAJnsAzKDwNIELPUCmf7i/FBppl+T7lPnh3TZAY3cQ6V6mfSITh4ue/6LV5++/Vr2+tblW9vz05vSk2WZqfUrt7c9e3t74eaG/NU1S1fKlkeKcwEiaycyLnXSoxM8JXG7Jm4ihXZIbgaks0jyFJw8AaVrkcIpeuW8LnNGHT2OJI6RsSMYf5RKHKNjR4jYESJ2mAzvRxf2UAt7iMW9ZGg/HT7AhA9Qof3k4l48uI8K7iOC+4jQATxyCI9VkYnjlFjLyHVk6hSdPMvKFzVSY7HQopPay6TO8pShPGMuy7vKlnrKlgfK84PlmcGKZH/5UmBD2lWaseuyVs1z/9oX/esyPl2hrzzbTT8fK88PapdHS59Prsn1MGkXlnfiS2Y0a0EKXnoVYbqPzfSxkh/7CWFqmMxfVmevsplpJjNNpS4TyXFCGqHlIbU8wP6EkPegqwijDpB3I6IPl7vJZA8lDCCpUTI3qc6MM/IQJfST8hCTHtWIblT24rIXF92Y4EIFF8rbUc4CRU2K1cSY9JEpP8m7kahdFXfBvAOO25C4DeHtaMKBCU6St+NxGxbqIhcN+Gwn8liPzBjQxwb0sQF9aEAetuOPOpXvBU4PXvvIf+3r3ht/6r355+ErP49razeHRud9upRLGenHkwE6bWKCnYpZvSbbo+RH1Mlx4serxCcWpm6n7uD6Nf7X1s7qVUI/yfWjqwjzvUVSQPu7GujgtvX7KsvbN1NfN7FJZ1FhDH0yTT6dLFoaL3sxrHoxprt8gDq6bu3RDZpfVlMrneqME887iZwDzznwrJ3I28klJ73iZpetatFBv+itLPTuuH4cnt6Nfb6/+Kt9+B/3gp8dJu9Vqe8dYL/dhX29A767A320i4y8gjzZw/7fh0tWDuDhNxShA2j6WMnTw2u+Oox/VwPHOql8D5PvBQsDysIAKHoB2c9k+4rTAVb2U6keRu4mJT+R7Vene3VCQPNkeuvK7ZdTVzYUbmxdurYpPbYmM1m5fPOlp29ty99Yn7lasTxVvjJenBug804q41KLnmLeW8K7ihNWRjSgcocycwlPnkXFWpVcDebqyMI5bfIMs4qQO4zyR4nEMTp6COMO47EjRHg/Gj5AhQ9QkYP0aoQPMMF91MIegj+s5Q+r44do/giVqKLEY1Syhk2dYKSTmHSKkM9S8kVWbtLK7SVJQ3m6a43YUZI06tK24oxHm+/R5QfKsv3lcqD0aaAy59Tl7OqshXnmLXseWJt2a/M9Zbke9ofJyly/Nj+kezFZme1mJBuctWN5M5I2w1kPmQ0wyR4q1ctk+tiUH5e7ScmPST2oPIhnxunsFSZ7lU5fI3PXmPQkJY3Q0iCbHFSnBtSZASrdj4t+IuH9ez5cRSj5CbmbTPRCySE8N85mRmmxH+d7MLGPTA+reQe06nAVoejGBCeecGBBPRC3ggk7nPSR+T6N6EaDZiDugnkbkrCjqxG3oDEzshoLemyuA5ntROa68EULNW8mH+mR79qUjzqIx3rVKsKfMuHPBeGt4ZHHTm2+hxLGS4M2iGvHOAcZslcUhpT8GJuaoH+8Qn7hUJ/apTu4YZ395TUPWsCIFw0HILGPTnlVaT8Qc7P/VgUffnnjvg3rmzczX7Rqc73w0+vEs1vUs8uKzIjm6RDwbEwzcZg+tmn9oUr1zSp8RV+cdsI5B5Z34nknnnPgeTtecBBLTrLQRScc1HKgQnBtnD6s/MUe8os9mi/2oJ/vwb/eR93fr3n8BvtgO3FnM3xnG353J3NvFzBzCL6/BwjuBlaOEvlj+EyV4qtT4NwZLGnUFTzFBT+51IOmfWDGDz8fLZbcZLZHk+lhZC8hujHBhchefHmwOO0vFrzqwnhl7sr65OTawvXN+alN6bHK9Nia5emNK7e2ZKcr01Plhavly5O63BC15Gaybo3oKY57S+LeEt6pFsy40KnMN1Gpc4hQqxCqFek6LHeGkU/TsVqUP4rFq3ChmhKqqeghJHoIi1eR3GGcO0JzR+hYFcMdZqOHmFWEi3vJ6H4qup+KHaTih0n+CJmoIoRjuHAMl+tw6RQhnCHFi4zUrE3qyzKmtRnrOqFdJxqLZYsm5VLne3TLA+XZ3jLJq132lWSsdLqLSOuxZYfmmbc0bWNzvpJ8QP3DZGWmV53p1zwbX5P2UZINzjnwjBmWTaDsxFJ+UvQTyR4q18um/bjsxUUfKnYjUh+aGiVXEWamiKUbmtwUmxxjk8Oa1JAmM6TNDTHZQTLdx8o9lODDE15M8GKrAuVuMhEAk4NYdoRODRJ8N8x5Ib4blfuppI9Id1NJHyG40LgdituhuA2JWeHFToAzgzELJLvxQr9W8uARc1HCCfM2ZNUhb8U4ExwxghEjHDHC/wvCBQv12IB+16acNdCrNeHw9b/0XP/251UTTgQCd+3qQp8uOlz5ZTPw4IIy3kPGhypzY0BinMlNqr+fwL52sqdeV+/fuM64ueLbC4oFBxLqhqV+JuVVyR4gbKffOYwe3r7uwOYtFzeo/9KsLozhz98il29iL66A8hC1NAgUhumxg+TxLRsPrddMH8KWDSUpB5RzIgU3VnBjeSeed2A5O5qzowU9GXdQKW/xrL74xkHFbw9qv3xd/fle9KP95Mf7yc/2Mvff0My9rH68mXmwVfNgV9nX+1Qzh/GZ3Qh3gE7XrvnuDfS9XUVfXFybsjIv+iqe9KgzHrjQi6c8sOiCng6Vik4842fTPkp247Ibl1xo0oMv9WnSDnXKo8kOladHdJnL5cvTm9MT67ITG5JDuvyVyqXpdZmrFZmrZSvXK1amSrMj9E8IeV8p312WcGvjFjzWqci10KsIxePK1Ek0e5pOnmHi9YRQTSSO4VINI9Uw3GGUO4wmjtHxKjJ2hIgfoeJHqNhhOnqQDu2lgnvoxd3U4h5sdZvpH6tMBH8U449i0ilMOoUJZ3HxIiW1qOVOXaqrLGkqj7cXryJMOtl8d/FKf3m+t0xyqZfcTMqEpPSg3KZaMpMrTm3KTGVd2lwP+2y0PB1gM/2a5eHSlJdMObGCi0xZYMECik5U9OEJLyZ3k9kAk/bjohsVvIjgh4UAnBzCM5fp7FU6fQVfuqHJX1WnJzSpEW1qSJMe1OSGmNwQlR3QpPtYqZsUfLjgxUQf/vfoAZN9SGaASPaivBfkXCreC0s9eNJHJH2E5MFWiz3eAfN2NGaFw/qiSJeSM4OCA8v46aSP5B1wwonELFDc8vccGO2Cwoa/R9BILeiJmQ70YTvyqAN9pMce6bEHenTOyMybkD8NnP85NmZGe3vuussSbu03Tt1fGovutcDRIVyaXpMZB/hJtnBF+3wY/tpOn97FHti0vnVD2Wd1wIIdiwTwRIAUHIDkBiJ27S8PYAdeWnPopW2nKtXvXSDzk/izX2LZq8rvp6DUKJXtB+QeaGAPcnzb5kMbdVcP4sv60rQTzLvgghspuJG8C83Z4awNytqQgp7k3UzMSX9zEb19SPVR9dqvX1d/sQ/7aD/9xz34B3vIr/Zo775W8tl29R93sP9tb/G/72a+2Fc2c2Dto6rKL46V/McB+Ltq5lnHjmf9umf9xfkeItuN5HrRdDckepSiRyk58JSbSrrwpAvPd7O5bjrlwbN+Kt6Jpd3abF+x2EdnJ8uyl9fGe3WZsY1SnyYzWpa9UpG6Upabrnj25rqn18uyY0zBRSedbMKtjftL+d6KhE/H28mIQZFtppJnYeGEUqpRpeuw1T0m4Qwt19JCNSEeJ6UaJl6F80cJoZqKV/2jUDzK8FUsd4gJ76NDe5ngHiZ0iA4fpqJHqVg1w9fSfC3N15J8LS6dwqQzuHiOkBsYuVUjtmvj7RqulQ01M/FOtWhiBSuZdNH57uJcd4nsUj/x0lkLnO5UJluKloz4ik0tG7C0jc0HtCuDZdm+4sJwWa5fJ7mIjIvK2omME5ftiOTBJT/Be1DJT2S76YwPTzhhwQUlPCDfDcqDWG6Szk3R6St47hqTm2LTE5rksEYeYOU+JjNAZQfJ7IAm1cuIfoL3oLwb+SlEvyoZgFO9qNwDJzxg3AUmPLDkx0Q3KrrRn7qjggtd7Y5GjcpVh3ErnLDDKS+Z8lMJJxIzwTETzHVBXBcUNcARPRTuBEMdqrkObK4Dm+lA77dCd5tV37Wo7rVB9zuRGT01a4T+2Hd2NRP+vBozkyMD93vWP9IT77UQn3fSQUdxZBxJvKlLTwCJy8zSlZKng+BXNur06/T+zeub15V9fBwIOkmuj4x6Ec4MyB4g5ip7ex+5b3P54a3bT5Qx79Yj2Ulk5ZewfAX44SqcmVRn+oC4t6h7l7J62+Yjm0uvHMLz+pKsG/yHQDjrALM2KGuDcnZ4yUAJXnXIRvz1lOKtKvjzuk3f7FJ/dYD4+nX6LzvxD3aRn+wr/mhPya92UkO7UNcBYuSVtZ5XNebdmGuv4noV8LCZLli1+Q4o7aFTbuLZUPHzMbXoBQQPkO5Xit2A5MBlJyHakZSbeNKvezJQnPYSkhNZuFCUsrPZHk28G0+N6aSRkgUXmRzeIPawySFdaqI0daWscGPt929vfHFrTX5CXXBQKQfDuzRxf2mib43QUxp3UJEuZaYJl8/B4kmVfEKVrsPSZ4jkOVo+r07XqVeToXicTBwjxeO0eJyOHcFWNYrHWeGYJn5EzR3URvZroge0XLWaq1Zzx5lYDROroWK1RKyWiNVi0mlEOoPKF4hkIy23solWJtSEL1xCZs6j4RYyric5IxI3I7KTSrs1Saf6+252yYrmDap0K7BkxFcsrNiJpC30Up9ueaC0MFj6ZHxtOqBJ2NG0k5RNcN5HJ1140kdK3WTCi/2EkHdAggvi3aq4XyUNoD8hTF8hM5fp1LhaHlKLfbQYWF3PJVaPowkvxjkhzgGuRtSuEv0qqRuUe2CpGxK8UMIDiz5U7saTPkL24qIbXU10CScSNYMLnUDMBIc6gYhBETWpIl3KpIfI9ap5x98FRo1g1AhGDXDUAK8ivN+ofNwKz3SgD9rg75qUXzcA3zQW3WlV/XNjZrUm/P+jMfMvlnqnp958z7b2/QvKB/5ycUgT8UHcBCgPlmTH1Iu9UHaKeDJBfGukDK8x+7dU7FpX/G/HkTkblHbSklkbcxeFA9CsrfwvdeSJnesPlwPuvcB3/pL0VW3uCpSfBjM3wEwvJHYBEQM1fog6+cqaoxu1V1/HXrTpVszlWTOWchZl/HDaq+a6iHAnKNkgPqC+r1fd78DvNlKfHC768oDiwSH4i+3At68Rn+2iPtyv/d3hssv7i+07UMNO0rq/pHs/O7obfXc/+G01GDsNFZrJp13skokR+wFpAEgPqtL9YLJbKXkUorNIcABpB8obi7hOQDApZSskWUDRrJKt0EwjHLfSgpeR+lmxj0n2lS52USn3erlfmxouSY4Wy5Oa9E1d4Z2y3Lu65K/VmQFG9BIxBy462bS3OO3WpByEZIP5FjjeDMWaYK4RijaA0Utw9BIcuQjxJxDuOCjUEfIphq8l4zWUcJIVTmhCdTR/WiOfLpZrWfEYxR8luCosdASRqmD5KCJXo3INLtXiQi0Wr0VjNYhYj4r1aKwe5s/hcktxolUbvkSFm5i5djJm1vJWHWdieZs66yvL+ksEO/3CV/zUyeSMiNSqFNqhpImQHazoZNO9ZYXeiuVARd6jS9lZwUpxZnzRhCTd6my3OtNDy15U8iByNyl6qbiD4u2o4EITHjThQ+R+LD/BLk2p85cZcagoM4FmJyhpCEv0EdIgKw8Wi/3FyQAdd6Nhmypsg0IWOGhGgmY0bMWTPYTkxxIeNO6CV6eIgo+QuqlUgEy4sagNjViwiAULmaGIVRVzqiJdRWGDarFDGWyHOCMu2ijRgkX1wHwrMt8MBxvhaDMcb8Oi7dhCG/iwpWiugZ69RDy+hD+8hNxrhO42Q9+1QHdbwTvN5MwF4D8cJ/un/9J969vRqT+OXHt/cPrn8ZeH/YHRX3ewHzYqHvWUS8O6WA+6MAiEPVhmlA32oclxLDcE3emiu15n9m+p2Lt5zfQ+xUOzMm5WcR1k2Al92wX89aLis3Og/3xJd53yXSO8eFmTnEZz11TLN7HcNSTpByUTEDXSIweI4y+XH9tUfPV17GmzNmfQCe2KtEtR6MUTNpzrIiQ7LdvhlJcO6pGZNua7xuI/VzN/rtJ+dmzNh3u07x/Q/fZ16p03yHcPan51uPjGXurWAfad2opbh0rfPVL812P0XB0pN1AFo6bg1OZ8JdkxJDeO5kexTD8i+1SCs0hwAKJDKVthwaTijQrBpBLNoGgGJQskW+H5Fkx0auRujTyg5nvIhF8z04EKtorcaHl6uFgYZKUJdeGtiue/Xbf0m3LpLTo7yEo+Mu4kBAeTdGtkB5MwQTFj0T8j5BohrgGJNaKxRjRxEuWOg/wJTKyjYsdxrpqI11CxanqhloiepBMnWaGaSlQR8So8dhQPV6HiEUg8Cq8ilE8Q0kkicRJPnMRjNVCiHuNP4cIFOtmm5VvYUCMZbWEWOmnOpImZtasIU25d2lssOdknLnbFTuWMSLIdTHYgSRMhWKm4lUx1l+R6yvL+0oxTI1mohIXkzHjIhCbd6pSPSflJ2YvKXlT04YKH5J30KkLejfBeWOrDc+NM4Qqbv8xkJuDsJJYZJ6UhnO/F4z1kvIeOdTPJAM17sKgDitjhsBUJmpFFExKyYIIXEX2o6MMTHjTmgmMuJO5GeQ8meDHODkWsSNSKR6142AJHrCrOAUZNiogRDHWAi21guBOJm/CECeEMwGI7Nt8ML1wCQw2qSBMUaUODHfC8Hn50Hn10Hn10CXnUgN5vgu82Q3eawTvN4Let1MwF4I/O+t7rf+m+dWfs6vvD0+8PXP95IBwZvPw7k+ZrM/Gop0wY1KZGtJExpTSgTg3T4X6SH0QEP3DPwlj2Mvs2lx7avmHiDfihA4rZgYiBirjYv7YAH54HZh3Kj3rZTwewmWtY4k1YugEsv4k8u0HKg0rRo0haAM7EDu5Fj24tqd6su/oGXrhIJ9tYrgXI+6BCHxE0KKNGPOfTSTYoY4ZiHfDDS9hHdfSvD7G3dhdP7yqf2ll2dS91fS/11n7690eYj49rv6rRfHmU/Owg9FFV2Z3aNY9rtdwputChK9iLZY86OVC2coVZvkwvjVGZfkzyqhIOhegAJSeU6FKu2kt0KeOGIsGkWkU42wgn7KzcrZH62Zgfj3vZmTZEsFXkRkpSAxqhn5ZHmcLN0me/Wlv4ZWnyJp3pVwsePGpD41ZSsNMJCxEzgJFO4H9BGG/CEi2E0EpKp7BYDRSvhYU6InYcjR5DuWoiXIXOHcdCNQR3nIxX4fHDWLwKjx8josfwxBFQPAqL1ah8gpDrSOkUJZ6ixFNUuFoZr8eEc5TYoBZbNVwzHWwguHZ1uEsTMbIRI7uKULSrZZdadqkLDipvJXImNKNH0nosaSISXXjEiKS8xRmfLuPUyGZKMOKJLjxmxjkzLnvUkpuWPHjSh4k+NOHGeBeZcDG8HU04kVWEQgBNj1D5CTY3SadH4eQwKA8h8iAu9pHxbiJm3ON3AAAgAElEQVTupxI96mQPJXjwuBOJOdCoDQ2ZkGAXEuxCYv+Y3Ut+Iu5Gow4oYgcjdjBqV4XMipAZiljwqJWIWJGIVRWxKTkzyHVBoQ5wvhlcaIGiHVDMAHJ6xWI7FmxGFi6BixcVwUvKUAsc1qORLvzeGeWDc+DDi/CjRvhBM3K3Gb7TDH7TqPy2lX58Sfmes77vxic9t78bufb+8LU/DUz/Fy/1/guEY8OX/2DT3HeT93xs2E8kh3TBIYU0yEoDWGSAjvRAnBN45NA4DtF7NmoPv7xx6HXqjh2OuYtCXeyMhf1rm+KOWZmeQrirNHcNjd1UxG8C0i3g6VvEyhQVswMxF5C2FcUtxQN70KqXdMe3ll/bTabO4XwDLupVhW4k7YeDBmXEgCWdrGyHZSPAG6C7DeB7J1RvVxGX9+BDr5HjuzU3DuG/rdH8sVbzwRH86+Pk4tnimRP4Z7uAb4+p5+tL56rJyEl0qau04NDFnYTYqy5MsIUJNj9MpwK44IJ4GyjYYMmBxjoVkhmRLWhcr4y2A7xBJZpg0QQ/vgTyNkbu1ki9TNSLRpzkw2aQt5TJPXQyQMv9lDRIyqNU+jKbndbkb2qSATrmQBeNUMgAc11ErAuLGyFOr/hnhLEmmG/GxTZK7mBSZ0n+BMSfQIQ6Il6DcdUYV00ED8MLtVjkBMHV4PEqlK9CE8fwxHEidhznqyDhGCLWYNJJQjpFSadp4QwtnKGD1RB/hpIuasQmDd/CBhuxxUYsZlTHrCVhAxPS05yJjVtZ3kILdjrp1uSdVN5O5s1YxoBmjUSqixCMeEQPJ92atFubsjKSEU90IgkDlrCQCRsluhjejieciOQnJD8RdyKcA+fdDL86GXfAcRcs+OHkAJ4ZpXITVHIYFAdU4gCUGiaTgwzfQ3JeKu5nRB8ueHDehcadGGfHwmZ0FWHUrlpFKPup1fNq0KIIWcGgqWjBWLRgAINdSNiMRSxYxApFrKqYCY4a4GA7NNekmm9QLjYrIx0qTq9aaEGCzUioAQpdVAYvKUPNUKgDDhuxB+eUjy6Ajxvgx03Iwxb0bjN8pwn6pkH1dQvz8JLiPefp3ht/9d++N3ztT4PTf+qb/i9eZfrXCD/0lYSHNQvDungfmx4pXxws4nvRRC8c6qMXPXDYBsz7tJ5j9Bsb6IPbNvh3MH/uVMw7gIft2KfNwGcGIDRI5W8qU+OMOInFrqhiV4vEaSh/jcgMolEzwDmBlEMl2EsH9qBHXiqt2VZxbTcpn8YXz6pyNiLng+I2IGZFoyYi2oUk3VjMCsRd8EMj9Ekj9Ocm8g/nqN+dIv7UUPL5Webrc+pv6+gvq8BvjsKP6pn7p+mvapC7J/DZU9TDo6r5WtVSV+mys1iwobKXSA1SyQFSDhCCF4vbIc4Mxkxw3IxwHUrRhIomlOtQRtqK4nowYYR5A7TQgslObTpQLPUyYScUsqDfngdCHWyyh0r2UHKAEHsxsReTB/HsBLN8tTgZoKM2eKa9aLZVGeyAowYkboT4LvB/i1BqpzPnaaEOEetx+TSdOEHEa4h4DRE5ikVO0fFTDH+SEqoJsZqQaiixluJryUQ1IhxHxRO4WE+Kp6jEaYo/Q8VPk6EajD/LJC6q440s10wvNmLBNkKwFcdtpWEDE+ykol0MZ6a5LiJuISQnm3czeSeVNWNpPZIx4OkuQu4i4gZUdrApO5u20JIeEzoQyYhLFkq00byN4iwIZ4dW5wqcE47asbiLiZmRmAXirCrOAfJecHVQkR2j8xNYaghODmLZETY9qIl7yaANWbSicRfMu1Deha5mwogFC5nQYBcSsSl5NyL5SMlHxlxIyAoGLaqQFVzsAhaMyrlO1WwHOK+HQyZ0NRlyXVBEDy+2wguN0Nwl1dwlRahZwXUoZxvBhUYo0oREG6FoIxRsAhdaVXNtqtlGcK4JmmtGZ1vQfyBEvm2Ev2yiHlxQ/t5xpvfGZ7437w1f+3Bw+sO+/0PPZf9/RTh99eZXo2vjk5rIZEm8VyP1l3HjcHqM5gPgvJ+etcNhK7Dg1/hryT2b6H1bKl2vFv+hDb5ngb5phT9tA+52A/J1bWpaIQzRiTEycYUUr+HiFVQcAgWfUnQpVhHyjtKBfdgqwiu7CbEenT+tyDuppLMoZAJ4F8mZycUOZcqDR50A54MfW8Fv9OB3RvLbdvzbZuSxnrl/Dr1Tq7h/XDlfT83W0V8fRz+rJ7+6VPLwHDJ7Dn14QrF4Bs6ZdCuekrQLT3pRMUDxfpxzwmELGO4CwwYo3AmFOsC4Ho7r4VgnFGlTRtqUsU4oroe5DnC+ARZsrORjhR4q7ITCVuzeBSDcqS70syk/LngRyY9k+sjsIJ0bovLDdLpPHXOgM+1FMy2KhTYw3AnFDHDcqEq0InwL/NNxNNaI8s14ooXIXCDFelQ6haXO0mI9mThBCCfpeA0RO6tOnFEL9Yx4nJSOk3ItLdZS8RqCP44katDESTxRR/CnyPhpkjtFROvxYA3BnWFjF9hoAx1tYYJtRMRAye6SuK00YmSDnVTYQEW6yIgB40xYwkZl3XTGQaZMSLIDSnYgKSOeNBK8HhXNpGymkkZCbEeENljSY5KJlCxU2IyFzWjUBvNuJO5GOCcatROcg4oYwbBRETYVRWxKzqWK+UCpD82MUrkxPDUEywNoapBK9rMJPx12YAsWJGZT/X2gZ4WjZjhqRiNdaMgAh8yKmAMWPLjgwWMuLGyDQlYwZAWDJuVil2q2Q/moRTXTBi0a4bAFDlvAiB4Kt6kWm8CFRmS+AZ6/pAg2FUXbVTMNqoVLYLgRjjZCXBMcaobmmhWPG4GFFmixFV5oQ+dasYct6N0m9NtG+OtL8KcN1N3zit85Tnff+NT35oPB6Q8Hpj8KTP88uqOXJ65+MVw+16+cHSQWXNiCnYyMgqlRkg+Aj1zYQzMUsgDzfqbnJHlgG7tv83r7Tt3v29kv9cQ37chMH8DdUKbeZJPXsOgYxF9BElOwNIWkriDSICj4ipI+VcQByDZF3FY6uI+s2lp29KXyiddwvg6OXkJTFlS0AVErEHcSURMR7FQlbCDvUcTc4LwZfNAB3W/D7jeh987Djy7AH58APjsO3DsBhs4ywTPsvVr8qxPYV2fpSBMUvAQuXoC5ZlIya9NerdRN8d1w3IeH7PCcQTHboVjoUIX1aLgTCbWjghGPtoGLjUCoWcG1Q1w7FG0Dwy3Kh2eLIgYs7iQSXjzqRuIueqYZ4s2l2QC12idMdxO5PjLbS6R7sEwAX0U416mabVUutiPhTiTaCXJ6ldCGJlqReDPy9wbpJTh6CeYaEPkMmqgDVxEKdUTiBCHVs8JJmjvD8qfZRB29ilCqoRLHiegxlDsOx2qQWC0aq8Njp4hVgaF6LFyvjp3VRi+w0UZ1rIMNd9JhI8E71TFrSbRLHdLTIT0ZNhKrCGNmXHYSsgUV9SqhRSG2gskORNJjiU4kpkdEAyZ1oFIbLLZCYjsiGjDeiC0YoJAJidrgqAPinHDMhXEOMmQjwnrlYkdRUA9EzEVRuyLmVgoBODNC5kbQ9AAiBSDBD4t+QupmeDcTtmJRi4J3wLwDjprBkFEV7oJDBnixE1wwAmGLMuaAE24s7sYjdjhoUS2alSEzFOyC5zqhRy2qx63gggEJdsGLXapIh2qxWbnQCC02ocFGdLEBCjYpI23K+QZw/qJq8bwydEERvqQKN4LzLcqZpqK5ZsV8i3KhDZ5vQx+1Yneb0K8vwV+cV31ykbhzFviN7bTv+mfu2/cHr33Uf/1ng3Cwf+Tz4ZL5QUVsqoTv0y7YSW4cloYQPgDes8H3DGDQDMz56N5T5JEdxfu3bGh/ifxNi/bPjdjnLbAwjaTfVcavo9IVirsOxK4BkQmAnwDyU3B+ApEDCsEDRByAZC2KWUtWEVZtKRt7FeXr4GSnRjSCCTuQcBWFLfCiEQ3pwZAeyHohyYlETdiCnpptVc80ah+dYx6fYn5/Svn5RfLBBebBcWTmGBI6xSyeY+7Xo2IzGG+AYs0Y38nGTGzMw8R6yVAfGHVhcybV/RbgfhMw16aIGLCYkeIMpGQiQ82K2QtAsKko1gFz7VC4RRlqVjw+r+SMeMyB/4TwcRMY69Lx9iLJDWa6sXwvnfJhCYdKcIIpH5YMMJwdm+tUzbeDoU4sasA4PfQTQr4FjTXB0QYwchEKXwDDF0ChHoqfUP6EkK/FpXpWqmcjp8lYPRk/gSeqUeEYKtbg/HE0XAVGjoHRaoirQbiTGFePR+vx8Ck8VI/Fz5XwF0til4pjzVper4kYqPlONGwmOIuOM2nCBibYSQT1WNSIcyYs2oUmrEjCBCU6FHwTIDQppTZIaIPjrWCkVcV3wEIbLLSAiWZVohXiO2CuHZrrVK0iDNtUETsYd+NRF7VowYIdRfNtwGInEDYVha1A1FmU6IEyI+STy3RhlJR7Yc6l4JwQ7yE4BzlvBH9CGDGpFvWKoAFc7ATn25UzHcBiFxC1gbwL5z1E1IEELao5gyJkhkImZF4PP24FH7eC83p4wQDO6YvCbaqFJsV8AxhsxsLNeLARDjYpwy3KYDMyd0E5exqYOw0sni8KN4KhVnChDXzcAMw2Fc23QvNt6OM2/LtG5MsL4KenlR9dIL46DbxrPeWd/tR9++HA9Ef91z/q+T/0XPa/RHjjg4HpD/+pHfSXgWufDE7/dXx07I8edXhUtzBSHh8sFYcq7vmA2GBx0AHctwEftyIfdyLfdrPT59YeXlOyc1vp+a3M1VNlXxjpBa9KvkrmfqmRboPCVUCchuITCm4YEEfB7DiZH6HSPYjgVsT8QHZE81Ez1LENOLyppH7HloH9FZ+dL5u1AAt2ZcQFx50YZ4EiBkW4vSjYCgQd+IINnrcpZi3AI2PRbBf+qJP+4hz8l/OKe5fQmVPQw1Pgwybsmyb4y3OKxw3ovBmMWXFRTwiNSKIRFA1YwkFwHjTpoTgzONcKzDQDc61FC21gqBOLGIi4oSjUAd8/r5xphuY7gGAHIJmJxQvwo4aiqBGPmbGIEYxbUN5KhPXofCskupi0X5Pv0+R6WdmLJ5xIwkEITjrphzgHOGdQPWqD51qxYBsSa1PFmgHRgEpGLN4OSkYs0QkHG4BQI7B4CeAuoHwDETuPx87g/BkqXk/GajGhnlmsZuaryIVDaPggylVhseN4rJYI16KPauCZ4/BsLbR4Eo3U4ZGTKHcSi9cTc3Wo0FoSaWZDbUywk77XAs8YCc6ri9gq5rqKHxvZ+wbygR5f7KJiFibcgcU6Ka4Dj7ahsVY40Q5LnYish1Od8GopyLdB0RZluEUZaVVFOyCuEw5b2KiNjViZkJkIW3HO8fe3HGbN0KxZNWdSLZrAkFnFWSDehggOLNeH5fvxTAAV3CreoUo44ZgNDHUBCw4k5MTCLjJkI+ZN2Gwn8qgFetgMPzyNhNqoqAHjTHDCjUXs8LwRXLQQCx3QYic8r4dnO6FHneAjAzRjRueseKwDD7fA85cUsxeAuQvK+YuqhUvgwiU41IQsNkDzF6GZ8/Cj8+jDc9j9c9i9M/j9RvJeI/K4FZ3vxB+3wt9dVNw5o7h/AfvqBPr5cejfLBdHr38YuPV5z/WPu29+Njj9X/w+4b9AODYy/r5Xs9DPzg2VRnq1XKDkrhcIdrN3jcBdq/JrE/uNhbznJ6/VlxyqKN35cuXJzexwbeknJna+RxUZU3JTqsS0MnWjSLyGcGNAdAhIjmPZcTLZh0heleSFIh4g5oPvmDXdB6hjG7XVlVrHS8ovLmrmrEUhBxhzYTEHGjWDIUNRsKMo0qEI2fF5M7hgUc2blTNG1eNO7H4L+cUZ6NNL8P0LyMwp6HE9eO8S/G0jfLcBnm1C581gtAsROnGhGU00IYlOhLdiUTeSsKORLuVCO7DQrljsUC22Qwtt8EIbzHUUBduQBxeguVZkobMo1AkIRnz+HHj/AhDWozEzHjGCMTMStxChTmS+FeFtVNLL5nrV2QCzipC34wk7nfRDUbtqVq962II8bsEWW1GuVRVrBhKdsGhAVxEKeiTcBERbFKFGgLuA8A147DwaO4MmzpLxeoKrQeMn8IVj7HwVuXgYix4m+GoyXkPFaolQDfLwOPToGDhzHF44gYRPYuFaNFKLciex2ZNYrFG7eIkOtrAL7eS3DcoHHUjYVRyyVMwatasI73Wg8wYi2sWEO7BoOxFuxcItMNcC8W2Q2AGvIuSalfFWMNEOC3qU16OxDjjcpgq2KBa7qKCJDprIxS4sZMGidiJsRRa6VPNWZNYMzXaBcwbFYpcqYoLiVjhhR0WPMt2DpHsw0Q0LLiTpI1N+SnQRj0yKWTO0aMfCdjJkoxa7iNl29FEL9PgcsthCRPRozIzwdjRqQxdNcMiCzbeDCx3QXCc00wH+M8JIKxJsAucuKGfPK2bPK+YvQvMXoYVL8OrPmXPKx+egB2fhB2fRB+fxh+epu5fQuw3ggyZoNaPebwTvnld8dxZcRfiu+WeKcPIDr+6BF58ZKA352Dkn850HeGxDvzPDd+3YnS76rhF84FTcqNMcW1/x+utbDm3UOQ6zH9s0wlU2eYsQb2LpW+TKm0RiCo6OANywIj1JpEfIuEcRdxQl/UjEA0Tcqlj/SzdPrTm7kTq7AQ+8CjzSaxesiqgDibkwzo6Eu5TBTkVYr4wawagVXzAqF7tUIRMy1wk9akHuN2D/D3vv2STHkSZoRmYID5mZJSHYYnq6b3fOdu5upqdJAKVVaq1lKQgS7AYBlNYqs6qgBQGCEKUrtdZalgDA5iizE//nPiSaw5u9Xbs227nmB5g9Hzw8Q6VnPOUe/r4RFRJjAR0Vk4K8EM+LQUQGR7VY1kiVdFRxEK5asbdG/Dsj9d5AnhrR4yHs+Bp+PAhXLeyKmVWzoEfWD3PcOTX72ASV9FhaCQoGsmRh1azQWwueE7PjEqhmJk+HyCMrdmwDJ4NExYiX9OTxMPnd59x/udFQf/Di3VXi7RX63RXOP36Jn4xiWROS1IKUhijoiJoePdGxT0zYOytxbES/G6Te28gjA3JqBkcG5ESJvVXjxzLsWIS+l1JvhWS1FzvuBYVObrGTqbQzp52c9z28t32ckz6q3IMnu7FkN5bpBsU+otJPVnqJai846ifyfLIi4+UkVFnXWDRwAnIobgDlq82lobM5a0vW1pSwcqJ6kDWSVStTMZIVHVnWgooGHGmxUz32nRF8b8H/yYy/NxHvjPhbAzjRY0cG7NgIjs34iYXIm+mClSra6KKNrHtYGcFLQ1jpMlkYwXODSM7CzpvZFRt8MgzeXSa//z32f0xw/6/Jpu+/JI9H4dPL4O0V/HgEJCxQxoYUR4naVe7RNV51hFMw42kdmlNSeTVes1KnI9TxCKhH56vDRMGIFE1o3oz+m4RDeH6UrGhASYXWfcvJ4IICLSiwggIrKD6UM1I0LkKiAjQiAFEhHlEgMRWSULNTOihrhDN6LKlEQkLoxxKObfhu2Q9v/nQknJ9Z3v39mfBlNHPrTPELbmqYjl9nxWxI/Gpj5DIdsXIzg3DpS/ix/Az/N7/827/9q4v/6bzpH8ALG3q6Rv/TXeK7dfC9nfyXJfJkAT2dQ97P4/84R72/DY6uQadX2N9/iR9/AR1fx49v/OqRsNX2P2HX/476RsJUr/COLmMnV/G3n5Onl0HFBpfNrJoNOR3BTy9TRTO7aIIrVjKnw5MKLKkgEzIypGMiIiwvxItSIiaFYzpQtHJKerJkgYtG9pEB/87EeWcgqzqkYmHXx7dVC7tqRmoWrGoGRR2aU7NzauTEDBe0WEZJ5nREwcSqWVnHRpATI3ExVDPTJ4NU2QiXjXDFhBV1oKglK1b8dJT+xy95//wH3h+/oN9eIU9H6beXud9/QR6PEBk9FlPiMSWZURNlLajqkKoOOTUTRwbsvY1+b6NPTPg7K3Viwo9V4ESJVcRwic86EePHArzSg1Z60Fw7k29jym30cTt92smc9NBHPUSpGyQ6QbwDS3dhhV6y3EuVukGpG1S68fwAJ8enUwKiom8uGhoDMnbCQJSvtOTMLRlzc9bWEjdzQxosqQVFI1XSkyU1UVSDkgpU1dixBnunB98ZwfdG8L2F895InWhBVY2UNUhND45N5Fsrk9YTORNVtHIKVipvwfMWrDiIlYfx4iiVHwZZK5I1s3MmdskC12zY8RBetkHff4n/603u26tY2QodDWNvr9Bvr9ApG5qxYflhonKZqV3lVkc4eRNIqKGCjs6osLKJPBmiq1bsaBh/f41zNIyXjGjRhP47D7ODoKBA83IkJ4OzUjgnQ+rkZaCggItKrKgEGSkaFSDBPlagDw4NoCEZO65G0jo0pYPSelbWAFIqJCiAggOEv+enKuHy7Pqba2f8g2ji962ZUU7SRse/QEImtttE+q1EauTMyRe892PkS8050a8/+U+/buZ/+ovLXeTrUeR0BXtrh2qLrO+WyH+ap6vT8HdL5PeLzOk4VvkCql1lvb2Knl5BqpfZpSHEr4S/4dPzn6EbPURipLUygp2MYqeXwellcDSMla3sspl1NAjejlJHo2TOxM7okayBiCnQsASLK6ikivGrOCEBlhcSZTmVVGBJA16y0gUtUjKxCzqoosNOjPSRnixp2SUD62gIPh5Ea1a4akYqJqRkQPIaOKdGClrs1ILk1EhGSabVWFYH1axwTQ/yYpCRoscmzomZKmpYBTVUVMMFFVZQEnkDWhskv/v8w9sTTi9TJyPM6Sjvj1fpIxuZ0oCwDA9JiLiCzGnwshYU1WjNQFZ0+ImZObVwjozUWyu3ZiCPlHhNgRf4UK4XqvKxaj8odSHlbjRziclepAoXiMoFvHaJqHbglQ682IXFOkGsHUt04rkeqtBLF7rIQicoduHZPibVSyX6qYqutahvCinwjKWhcvVs2tCcMjanLc1RI9evQGMqLKcj8mq8pKaKKryoBGUFdqQGp1rwVod9pwNv9dRbPfXOQL810scGqqYjylpQ0mBJLZE1UkUrt2BhMkaQ0sM5M1oZpuqPqGcsaM6M5s1oyYxULGjVipWs0HdfEP98g/P2Cl6ysEoWuDaIHw+TuWEqY8XTFpAfJMujnOoIXbBgSS2U1xNpJVLQEVULXTRgR4P4d1eokyGkbMLLJrxoAnkTyJlB2owlTWjCiPwgXlaC/gmQlYC0GMrJ4LwczUhBTIhG+EhEAGIiKiiB6/eEaR2a1MBJDZqQo2ERO9RP+Huw5yPKOfu/STj9k5Fw8xtbg9eMhK81JaxUapAXuQoHdYhTjXpNRObyz6qfNxY+h5+KGzR/87NL/+tZye+oaSWdnOL97w+4/7yJnywh7xeof13iVqaQ75c53y9yK39g5Uag2hX47VWsNsw6vsqkDeydPihkYDyGhgMlWvuiqToEnQwhx0PY0SBasbBLJqhkgWtD4GSUrI4SWROS0oG4ivCLEL8Qi8rphJrxyJgwH8/z8ZKEymhAykjkTaCoYZX1UEnLLmvR+jVUUENlPXRsgU9t6IkVOzIj9em1vJJVUCEVHX5iRtMKOKOkkwosrYFqVriiRfNikJPixwbOkZ7MK6CcHCoo4JwMyUpARoOULcTpKP3+GuftFfp4mDwZ4Z6ONH4/yqlZmYSKCIgIr5AMS8m0iizoyLQCLunJvAaUDVTFSJf0ZM3MKWjxsoQoS4hcH5LpYpd68VI3kWsDpU4yfZHOXCDzn5Hlz4jKBbx8CS+3g2IXHm3Ho+14ohPP9dCFHqbQRRY6iEIHkeqiYx1EtIcoac7mNI0RJZWzthRHziW0TTFNY8LQFNIxXhkakWMZNZFRgJKaKSiJghwvK0BNhZ+o8bc6/L0Wf2/kvjNwTnX0kYYsq/GyGi9p8JIGT6jJlI7MGpmskUrpQEILZ4xoaZBKW4iUGUubsawJy5tAyYxVzKBiBu+ugX/8kvMvN5q++5xbsWI5PTunZ5fMeG6YmzSBqA5OGpHiMH10mVMZInMmdl4P0mo0owF5LVHUgZoF/26EeD+CVMzEjyVMmdCEAY7qWBkxkpWgOSmWk+JZCUiL0LQITYtA3cC8DGSkIC7CIgNYmI+H+XhABKIKIqWhkmospoAjMjQqwcJC8GMJx9d9Y2uHt9d/MhIuTm3cUwOXAfYMcoI6ND3YFBhhBbRIxEj6DXjQ1BrU4249dL+fGv77X2m6fm24BD0cpI6WGv/PTfKf7OB4AVSmkLdT2Mk88d0i5+0MVbwOZYeh8gjreAStDrKrwy1pPR5QQNVr3JMvG3LD6MlV/GiIdWpDa1a4PvFdMrHLVqQ2BGojRH4UpAexhIkMqsgDPuIUYn456VfgHgkVE1HZfjwnAHktkTKClJZd1LDKGqisgwtaJKNkpxWsnAaqGFhHRtaxBT62oCcWcGIBFR2WV7LySrikwWsGdkLCyqqYpALLaKFjGyip0JwIT4vQmpZT1ZI5GSsvZxcUaEaMJAVwSoUUDPjREHU6Sh8Pk0dD1PEQ7+1oyx9HuFUTE1dQPgHhGsADIiqhpHNaKillFzREVonl1XhBQ+RUoKglUzI4M4Dn+WSmj0h34vluOtdOZS7iuUt06gKVuUAXL9LVi1TtEllpI+oSxjqoWAeR7KTyvdxCD7fQReU7yUIHGb1EhC6CcBeRlTUn5dyQnMpaWpKmhpiqKaxsiGgaAmrGI0XDMpBWkSkpKCo5eQX5g4T15IE/6snvLY3vDJyaCi9I4ayUXVCgZS1RM9AJNR1VgKgSTWiwlA6k9GjagOXMIGXGkyaQNGBpA5Y1oCUzXp9trg6yq4PIySj57grneJgumkDJjJ8MN+SGeHEDCKpYMS1cGKKOr3BrI2TRiqZ1aFYLEgo4KUeLWvLISLy1ot+PYhUjXjKCogGre5gxonE9O6KB0iI0KwF5GZGXEVkJkRJiSQGaFKD1sWhBjmekIC4CkQEs0If6exG/gPIL8ZAYi0hBRCuAWuwAACAASURBVAoCQiTIB8EBMtRPBH6yEs5POOxi9qGO7TRSXhWcGWr22SC/Bk4aSY8K3lMwe3L4UAs9ETVe+92vDZ2/WBtuiS7+6p/WW/5xAXq/AJ8skkezxOkM+n6Z+26ero1jhS+g3AhUHIKqg+zaEBpXcpJaomAF1cvwyTXW6RV2bRAqW6ATK1IzsYoGqKCHSiZ2xYZWhkB1GE+PoOlhMmnj+pTUTj+yLwAeOeGUIm4RlRBz071Yuh+pS5jQQCUtVFJDFT1S0GIJGSsmhbIqVtXIrhmgqpF9ZEbe2oh3g/SRkSiokJyCnVeiFS0rJoKyKk5KSWR1rJNBvKCAs0KQ4CNlFVVW4zkZq6hEikosLYJj/eykEsnrQW2QPB4mj4aI2iB5PMR7O9r6xyFe1chJyGg3n3D2E14hFVdQOS2TkMB5NZmWY1klnlXiaTmWUxFxMTveBbJ9dKaXznYz+W5eto2T+pTMXOAkPyOzF5lyG+ekg3vSwdQ6qEoHXugEsQ4q1kElO5l8L7fYyyt0MnUJQ5/h/k+RQDuWFPEiQjogpdKmlrCGjigaQgpeSMX1Kam6hCkllZRgeTmdl9N5GVFWEEcq8q2Wfq+nvzcwx2rqWE0dqciqiiiriZIKL6rwogpPapigBPUJoYgCSeuJrJFMG7CUHk1bqKSJSOjRpA7J6LGiCRzZ6JMhzullomKDq4PY6ShdGyRTaiipZBUMeG6IF9fjASUU1bB/kDBvZqe07Iwej0nhqAiuS3hsYv/zKFY2gKIBKxqwghHLm0DWhMX17Kj2xxJSdQkTA2hiAM1K4YyEnREjaQmWEONxIREREKEB4ONznD2oq4cdEGIhMe7nA18vCPQxPwkJ64yvfUiWq0fqp9adSxOLDxQtTi3kNPPCJhAbRna05IGs6fUA49TSHgvisaH7RvLRAPSAD7lHGmtz6LsV6ngOP5oC381z3k8zR7eI95Ocf55uqX1BFC8jxRE0Y2UXbGjRCuJqKKuDCkZ22YLWBvF6zkTRBBeM7LokFRNS0MMZPZK3kHkbJzfIyRjItIlK6Ei/HHGJ2U4p4pKhTgnm4UMBIRyTomklmteAohotqtglBVTTgIIKy6iwmAKNyFg5PXJkBUdm9qkNPTaxT8zosREtqVkVFXykxapqLKtsjIpBRAantFhBD2oG8khNFPhQlA8SYjwlBSkFlpSjCSkWFYOomMgYiJyJKg/yTq60nl49UxtpKtm4RSunNsyr2BpCYmy3DXL3wkERGpGhOQOVkZBJISgquSUVLyXCs1KqqOQmhSDbTaU68EQbmmzHUh14so2J/I4J/B0Vam+IdfJSXZx8N53rojJddLydCbcxvkucQDsT7qQi3WSkm4x0kOE2JnyJ52/HPRdhTzscHiDjCiampIJy4JOiHj7HJ6KjKl5cw/NLcI8Q+ES0e4BJieGcHBRVZFGF5xVYQQmqeurEzD01cY8N1JEWKyvZeTk7pUBiSjKq4iTUTEgKPHyWh88KSUFcRSc1nISayRs5BQOV0xEZDZbXYWUTXjZhBT18fJUsDSH5IbQ8SpYu02kLiOhZYR07Y+OkLJywhghriIyNVxhtyI0QhctE2gJieiRpwFJaLCKB0kpQ0TcUlNSxlS5okYwaLhmJkolMatC4Cs7o8ZSKHZdBeQ1a1hJpMZQXsctSNCeAynIqK0TzMqKgpKIiOCZFk2oyKIGd3Yi3Bwv0E4E+KtBH+XsIfw/h76bCA2S8A3s5qBy7s/fFXe/4ysHUmnfC8VOS8FAN7Ru4Pi0cMEMv5ci2kPNKwNlTkn4b7Rukd7T4lpbyDDeEvmyszcFvl8m3i9TbOerdLH06QZ7cxt9NMO9ucaqf44VROD8E5waR4iBWtIK0npXVQUUTXLFitUG8YsVKZqRogosm+AcJ8wY4a0DzFjJnZdIWKm2iMmY6oSMDCtQtgT1S1C3H3DLcL4JDYjQuw9JKNKfGimq0rEEqKlZZjRVUWFqJRuVIVM7OG9CaDRyZ2W8HsSMz+9SC1SWsqpFjHahpwH9bQiIuAknZBwnjEjQqBhERmdRiGQNRsnFPrrSeXGmtDDXkzXTWSJbNTMXckFSQQT6IS5mUgk7IQVaLZyRkQoBlJGRGQsb5aFpM5OVMQoDlBbxkDxlpR2LtaKaLzHbwYr/j+P8XItDOi3Zwk51MpovMdpKpDjLaTofbGO9Fyt9GBzvJcBcR7iJCHWSwnQm3cfztpPcS5u3AIkImqWyKKzlBGe6TYu4BxiMgwwpORMl4RZhbgHmFlHuASQhZWRlWUlMlNVVQgoISlDXkkYFT1VNVLV7ToFU1UlKhGRWWUNMRNSciJwJi1C9CfjAwpqTCMjxnYLJ6Oq3F02o0q0ULRqxkRAt6uHYZLw7CWRtcGAKly3RukIwZ0aAGihuJuJEKqkBQBRImOjPIpAex/CietRFxA5oygrQej0qhpBwtajh1CYs6kNUgeR2W02EJNRJXwSktltFgGRVa0OJlLZGXI0UZWpGDshQtSPA0H85KQF5BxiVoUoFndExcibt7UW8P6u3BfL0g0E+E+ulQPx3s+yDhtzbF7c3dn6KE9+WtBypoV8tzqhCvHvpGxn4tZF6JqC0Z4bM0us2c10rMP9JQmDqfvEUeL6Ani/h3K/Qfl5jjSXB0Gz25jR/fApUv8Mo1kBv+8HsUbXjejBbMeE4PlcxI1QaqNlAyIwUju2BkF01wzQRXTHDRyM4b4LwJFKxUxkwljHjGTKdNVFxPBhSoV4L4pJhPDvxyMiTFIlKQkIN6T1jWgqoOO9ahJRWaU2NJJVIPEOWMWNWKHdmQd0Pg2AKf2sCpGVS0cEWLnujxIy2eUTRERFhYiiQ1aF6HVfVUTUnkB1iRATwqwhJSPClHEzIkKsEiIiwsJGIqJKkFeTNTG2mujTQXLJyUDk9osIKGKOmYjJxKiMisnJtTctIyMiMnUhI6ygeRASzcjwZ74bjwQ01O3hLjM6FONNqBZrupQmdD6nfc8H8hfB2cYDsT66ASnXiqA4+3E+F2ItBGuy6SnjbK10kEu7BQNwh2ksF2JnCJCbRzPG2Ut5OKCBqSita4sjEoo71iwjVAugbwoIwOySmPEP0gIZ+K8VlpCVZU0WUNXVSReQVeUlNVHV3S4PXg4ZEWq2hAVg3iKiqkpMMyPCjBAmI0IicSaiap4UQVZFCCpXVMWsekNERChSY1aE6H5Q1oTo+UhrCCDclY4KwVKwzThWFOwgwCalZEh8UMZEiNB1UgbqSSFjJlQwuXidwwlTShaROeM1FJJRKTsDNyIq+iqyaqbCDyOiyrQdJqNKlBE2okoUZSKjSnI3IaPK/ASiq8rAAlKVpT4AUxyAiQuoRpGZ5WkVk9J6Wh4nJuRET6+4CvFwv048E+wteNuTvgUD8Ra0d/ohLO3567J2vZVyO7mlanEnj18As5uiXmvpKQb2Tkvoa3o6K3VWjoGlOY4qXH2PWx6NtF6t08XbrJLt+Aj28Rletw/jJc/RzPDcNpC6swBPIWLK2DC2Y8b2CVzEjFipUtaMHIzumhes2RGSkb2QUDq2BE8hY8Z6WSJiKmx1ImKmEgIhrglyNeCeKVoAEpCMrIsAxEZXhKSWTVoKgjKjq8pgfHOrSgQrJqLCpnB+VwXAeyJqxsQY8G0XdD4MSKvB3ET614VYdUddixkahq8T/1hGhSjeW1eEVHVhV4tg8KDYCIAMQlICHFYlI0IkbDQhAS4FElGleDjIEuWhuK1oaMgY6rQVSJFlV0QUmlxXhsAEkKQUZCpsVESgTiYjoiIIL9mL8XCfZjUSEZE1GhAZBStURFnEAPFupEk11Erp2b+i0n9l9ITzvjbSfD7SDagcXa0WgHFmwnAh2U8xLhasO9HZi/Cwt0g1AXEeig/G10oJ3nucTxtDPBfl5E2hxRNAdkXI+IdPYTdQkjSsonRr0i3Cei3XwqwoeTEjynZPIquv7UeU5FlHRMRUfWdMSxDhzrQFkLMiosqiACcjKhZuqdYd3DuIqOKamogoxp6KSGSajJmAqLqZC0DmT0WFqHZkysgg3N2UDGAjJWMj/ETVrIoBoOa9G4kYrp6YiWTJjopIVMD2Lla3RumEqZsYyZKFo5aS0ek7CTUqSgZkp6vGIkS0Yiq8ZSKiSlxZJqLCpnhyRwWkUmZSApRcoqqiTHckJWWYaVZWRRghelRF5BZuREWkGkVWRCReT0zSkFJywEQT4IC4nQAPB2IQcXobqEL6zyn6KEUzenNyXNuwp0S3VmT0IcqtnPxMhrIfNKTmyrOS9l1GsZ7rVR0c9B4g+s4hT6x5XGyiSojuPV20T+C7j4BVq9DnKj7MIVpPo5mRuGU2YoZ0MzRjihhnJGrN7v1fvAnB7K6qC8gVU0wTULWjayi0Z20YQWrETWQiaMeESPxgx4WIsGlYhPBvskiE+MBiVYSEIEJWhUhtfDAGUDVdUTNT040iI5NZLVgrCc5ZezEwYiYwE5E7s2hJ4OgyPbBwkr+n+TMKdsiYqJuoQ5DShribIMy/RCwX4sIgAxMRaXfZAwIMQCAjymxGNKPKEmM3pOWsck1GRUAaIKUNTwsgo6KcGjAiTCh+MikBCRUT4IC6iwgAr0475eLMQnoyKmvhiR8kIiJtiHh7qxWCdIXqST/8CJ/2+Mu4PxdJCBDhDpRCOdaKgT83eR3k7K1U65OoC7C/F1o4FeEOjFfZ2Ep43ydzR427juNtrbTQeEvJCsMSDjusWka4B08/Gwgk5ouWEFGZSRQSnHI6CjAjQpITJyOiOnkhI8KcGzCrqo4ZT0ZL0NqzqspMHSaiyiIoMKKqXlRhVkQIz6hHBQgkUVZExJxVV0SElG1HRERYYUWPiHuVMdiGugvAUrDFFZC5k0EUkjGTcSYS0IquG4kYobmKiOihupuAlP2dDyNTo3QqRteMaK52103kTF5ey4FC5oqLwGrRjJionJa/GMBsvoiJQGRGQs7wArISPjEpCUYGUNp6wgsgKoKEHKMrIip0oyMi8jMnIiJccTchBX4ik1JyEjo2IQk+AJGR0Xk6EB1NMF/aR7wqmb0xvilm0ZeCk992oA3xJDD/jQCz75Wg12dNyXMmJHiye/5KVvYIkvodoM72ial79JZK4j6WtI+jKSvQzyo3jKBhevgvJVPDuEpEystBlJ6eGEGkppP9wB/mBgTg8VjOySGTm2gbIZLprgggUrWIm0CY8bQNSAhQ0gqIYDCtgvR0JSLCjBgiI0IsIDYiQiBSklkdcSdQkrWrSqZue0aEaPB+SQT8FOWei0BaSNUGUYPRnCalb42AbqEpa16JEBr2hARt4UEeFhCZZQoVk1VtaQZRme6YGCfXhYCKJiEJOiUQkSEmMBIRYQkHEVFVUQMSWZ1DBJDRNTkvXFgqYpo2QySjolx2NiJCElEhIq0Au8/XhIxPgGCE8fCImYetnbjwcEVHCADPSCUDcW6cCil6jYZ9zY73iHXbSniwp0E5FuEO3Bwz24v4fwdtOubsrVTXi6UV8fEhjAgn2Er4t0txO+Do6ng3Z1EK5uIiDkhOW8oJzxSAiPgPQKyaiKk9Txoio6rKBDMq5XSMUEeEpCZ2SclJSMi0BMiKWkRF7FyWtASYNVtGhVh5W1IKvFYxo6pGKiCrI+Ig1KsLAMjyrIqIKMyAmfjAgp6ZCSDMhBUInFNHjSQCQNRFQFZU1YcYiTszJxPR7RgLAWRHWUX8mK6omojgpriIgOj+jRuJmdH8XTw3huhMjaiJyVKlk5aTUWk7AzKrweWS0b6YKOyGhAWounNCCmgH0DWEhExiRkWkaV1ExJSRakSFGClMR4RU4VJHhGjOUVZEqOx6RoUoGntXRGzaRVdFpFp5RUQkpEhGignxXhU4lOUJ+YuX7P99OScG58/q7s7JaMeC44+7wLvBZCj4TsLSnvjR7f0lLbOto7TGVu0oUxvHCLLN9uTnyOp67h0REkOoSmRsjUEJUwE0kLWbqGZ4fYaRs7ZWLF9VBKD2cNIKVFKlasaIL/nYFlC3oyiFetaNmClmx43oInjFjUgMWMIGwAfg0cUCERFR5TkhEpHhWDuJgMiJGwBEvIQVYNClq8rAVlDVJVs7NaNGMg/HLIK2clbUzKCuJ6qDyMHg+iVQv7yIodWUFZB5c0SEWHFdVoUsIL8tGgCIkrkZwGVLRUVUHm++FAPx4WElExiMuwiAwNibGAAA8IyPpVGFNSSQ2nPktRX8xqWxJKTkpDJdV4WMqOyvCYjOPuxVzdICjgePtIZxcW4DP+AdrVDXz9VKAX9/cAfzca6sYivUS0mxtpawhdbDjoYTy9TLCPiPWTsX483E8E+ihvH+3ppz29hKcP8w1gAQEeHCB8PYSrA/g6KF8X6e3GfQNERMaNaXlhDe2VYX4x4xNRESUT1zJhJRGSU2E5zyeio0IyIWHSck5KxsRERESIxiV4Sk5lVWhRjVZ12JEBLxuInI6Iqqngn+4JgxIsJAUROVE3MCQFHgnhl5MBBeVX4EEFHtWSSSOdMlEJLStjBDkrlbdxEgYiqEQCSiyipYNqOGYg6xJG9UREj8ZMrOwwlhkhytc4+SEqayFLNm5OR0TFUFwKF7R4UUcUdEROg6fVWFKNpTQgpSH8fNLbD8JCIiGhMpIPWQd5CVwQYlUFnReDlBDJyYmUFESE7IQcZPV0Qc8t6Lk5LZNU4HEJiImxmBiLCuhkF/5qSDV+d/8HCcftWz8JCRenlu4rfrYlI58Lzj/vwrfF8AsF7TF8sm0kXqjQQwsnep2X+ANcmsSPplrSVxs9Zig6jIWtaMiCpYc4cQsV1oKUiSldw5MWKGmBUiZWVAulDUjRQqW0SG0QL5mRrO7DQLRsQStWrGLFToeImg2rWLGSDc9YQNyARg1YwkxEjHhAiwTVaExDJjVMUk7FJXhCQgXESEiMxqRoSoHUL6CyBqlp4JwOyxpJnwxyK1ipQU7KCqJaqDyMHtmQevZ2zYKVtOy6hAUVEhMy/n7UL2DHFGhOg1d19JGKLvLR4AARFhIxCR6X4REpCImxoJAICMiInKjfGqW03LSOF1fRdS3T+rNhBR1WgpCS7RZCARkWVnCc/cRBFxoQctx9xH4n4ukn3X3EQRfqHaBC3SDQifra2cEuNNZPxfsbI93N3raGgx7G3UcFB8iYgI4JyAifCvbTnn7ax+d4ByjPAPDzQf1M6hJ6O3B/DxHoJ0IiOqbmpoyNUR3jk2NBKdcvpkNyKqIiAzIsKCPDcp5fzIT5eELCZBQNaTkvLibrWc5xCZ5VoSUNdmTAT0xk1UTldERIgXskoC6hX4T4RUi9M6y3gFOCe+RUXcKA8oOEaTOnHkXMmKm8jZs00gEF6pNjITUZ0WFJM5Mwcn4YjiYscH4Uz46StesNhWE6YybKg7ycgYpIoLAQKuqIghbPqrGMCksqkZgCTqrxrJ728emDTravF4sIQKSPlRbBZQXIiqCiCBwpmIIYJAVwTk4kxGhwAIpJ0YQK5LRUQc9kNXRSgSdlIKOki7qGuIiT6iZeD6sn7h389CT8w9Rj4y93RODrrtaHgsbXauJQgQcMzFMJva1HQ5ehwnV29TqofEGWP0fL16Hk6JmwhRMwEhErFRui44MgOQxyV+mKBS0a2TkdlNVBWSNUsMDFQbQ4iCYsUMIMJcxQygwVBqHqKOv0CvvtVbgyQmRMrKQRKo4ShctE1AKFTVBiCElpoIQSSqqgtIaVUrHjclZUCsVkrF01640UcmrgoB4PKtkJDZY30mk1FtOQUQ0a0UIxI5SyQplhKDvCyo7AWQM3Z+TljLy8kVOfXi8YqIKBChmIsAGEjUjMCKfMWMoIokrYJ4AO+lGXAPNJ0YCM7ZNAPgnkl6JhGR6SwCExGhQhfwINibGwBHilUEiF+mSsgAIOKGCvFAoqEbcYetXO3etp3utp3G7n7LTTzi6eq4uz30bud5CeXiIuJfJaqqRjisqGjKA50XvGewnxdyDBblaoBwr3QeE+KNQDBbshZw962I0cdiMHvaizH7gG8IN+bK8X8fagoX4iwadTfCbFZ+JCJsQnPQPA1YPUu836oDouw5MykJLjCRknKqaiYiou4cYl3LCACvGpiJCJSUFaRRYNnJKRm9ZxfUpmT8q8kTABOc8v5XhElEtAuIVEQMJElY0JTcueinWoRdwG4DcRPiPu0WNuDeJSw/V+NaXmxFV0UIbXQ0peJR7Uk2EjGTXTcRudHGJSw3RqhEyNkOlRoniFPvmi8fgyJ2+Ac1pWTsuKK6BUL5QeYKfEaEIOQgrMLYddatSrJzxieqeb7eJTYUWzV8Tx8DkBcaNXwM1IWBkZO6NEMiosrcYSKjSmgCMKJCRGIzI0pQQ5HV40oRULUrXCVRurKGZXZOj+VdHC0jdja87bdt8fNuM31/x/rkE/fiD+f5iE4zPzKyN/9UJLPJb9bFPV/MxIfatlnmupB7qGl8Ok7/do7Ct2/Es0fp3I3MQL00TQirn1kEcHRQbZiVE0OcJODEOpy1BqBIuPoPERNH4ZTV3DU9fJ5Jd44jqIfYFHPwfxL7DUdSz3e6x4A1RuYJUb2NFoc85EpU1kcaSheLkxbiFjVjIzyovYGgMmjldPuzW0U0UfKOhDBcel4m0rWa8l0KEKCeiAXwlHVFhKh8cUcEjBCauomI5IW4j8KFm+xqlca6hca/DZMK8V9VlhnxX225CglR20sgMWVkpLp/VURo/nDWjJCMoGKicHMT7rcIDnETUG5byQghOUMwEpFZRyQ7LGoJgOiTlhCTck5gRFTFDEDYq4YUmDR8wJKpq8Em5A3hhUNPmkvKCiySWkX7Vzt7ub9nqat9s5ux2Mq7vB3cs77KAjXXSinypIyJqSOFISNQlT7OfmOpteXvr5645PtrrP7/Se3elr2e5t2epufd3Z+upT+uXvqG8/pV5dYN5c4r5p4726yHl5gfnms8Y3F1u2L7buXmjdvdC6dan124vNzy80vulitro5O72cfT7PLWzwSRuDiqaQsjky0Bjq4wV7ueH+hnB/k7+b6+viBHp4SRmZUdIFNVPQclJqJihnnFJ6R8yEFA1BOS8o5fjFtF9MR+WclKYpZzgT0ZJ1YjrqAxoyqiZcasqt57iNXJeRu6ujtrTEKy3+SkeEjZyIiRs1c2IWJjHIJIeY5BCVHKI8V+jgNW78Dy2x602BESo4SEYGqYAJK/C5BSEvL2vKKVsSqqagkudXNwT0zVEN1yVEPELULyGdA4irDw6K6aCYjvUx0QFOXNCYEDXHxc1hUXNA0OjnN7wWMtsSjlPJ9embQuamiKUhYmXCFvo7E+87E8/zlWbZ8Xpq3TnpOJzY8M+s/tnvHf0PkXDy+u+XZcyWEDoQtmxLybAJj+k5Bwp8V3QuqG3KDzGVIbxkJMpG5u1o079+1VoPJCSMWGmEOf68oXqFrkeKcnI0r8AKGqJqYo6svJqNV7UyZTNVtTI1K3NkYU4t9Hsb/Ucr/Z2VeG8Cx1ZOXoNm1HDRSBTMZFKHpPRo3kaX9E0ZJRMTEaEBUJ8VDA8wcVGDS0K7RVRI0ZBUNycUjVlFc0HVnJVwwwI4KmYllaycnl2ywEUrWrBgORNST+/IavG8Fi/qyZKBKunxog5ElU0xVVNSzUtruHltQ17dmBRzQ73EYSfh66HCAioqJiIiLMzHgn14sI/wdrICPUioDw/2Al8X4mmHvR2Ivwvz9pEhIdfbRwYFnIi4ISTkhkU8VzfYuQT2O/DDTuKwDXW1I/4uPNAN/B2I/1MkcIEVaYOiHVCsDQp/BgX+juX9W/bebxsOPuU6L9LudsrdTrjayMMLxP6nxNed3KcdnKcdnGddvGc9Dc97G5/1NHzdzXt5CXvThm9dwrcuYG8+Q19dxF5cwp5dRL65SLy4RH7bRrzpIHa6qf0+2sXneoTcoIgJCOmAkA6KmICQ4+PT3gHKx6fzQlZeCJVEUFkM5cVQQsgK8FmuPlaEz4oK2HEBOzoAhfugWD+UESMFOe6Vcz1i2ikgnALCLSQ9IsojotxCMihmByVwWIYG5ahfjnik7AMxtCeEwko0rIIjajiiZkW1UEwHxfVQXA+FlFBIy4paQMiC+TRQSAmllKyUCMq3wfkOJNeNpftBtB/19bA8/WyfAA324IcXoMPfQe4L7IN/gFyfQsF2ItJFx7qheA+U6IPiA6zYABweYAf7IH8fdHARd3eSwV4mJuQkpZy0lElJyZSUqKqxqgrfuS6eXXk2trY1tfZ6en1vafX5T0LC1fF7a5q/2ZW3uuX/866sOWKiIsbml1JmW8jxa/HcMFwZZZUG4ZINP7pCvf+KCQzCXgvkt0HxayB7nUpeRUODkNcExdVQSgdlzazSEFa+TJSugOJlLD+CFGzsgpWVt0BFM1QyQ2UTVNZDJR2UtbXE9JywnknYmuKDzUEzN2ThRUdaImrYL4NcQuhwADrohw76IRef5ROj30qgVxJoRwE71ahLjbqViEeBuKWQW0r7VXTExE0OcdIj3PgQJ2JlgiY6rGEFVVBAAYVUUFQLJXVQXANFVVBMgtfTYjJKJK9E8zKQESCxLuhld8P2QOOhtMWraPYqGl3SBqeo4VDY6BE1BmStYeW5kOKsT9LqFjZ5RM0+SesOHzoQs7YHoAMxyy1HXTLEJUNe90KPLjHP2nnPO7jP2zgvO7jbPQ17PY27XZznHb963vGLZx3nvu5oedLW8uhC66N/OPvwt+ef/7bhxafcVxc5Wx30Vif5pp16dYn69gL1pgN60wG9/hMvO6GXndC3HdC3fN4Wv3F7oHGnv2Gnv2GL3/hS0PC8n/O4rfXRpebHlxofX+I97eB908n7trvxZW9juBP6MaEOKNgOBduhhLQhIeYmxUxKQqflnJiM5xVx9vmcw37Cxac8AtrZD/a64YMu2DMAgmI6paFiChCSwBExHJOiCTlISLGYGNkZILf45I6Q3pVwMjD74wAAEYVJREFU9qTcbQnnlYB80Q+2xMyWhNqSUFsSYltK7MjxXQXYU+KHInpXQu9oGt5oG76VUdsi0iOg/T1EnA/F+FBEBIUkkFcCHQihXTG0K4XcQrDfx97vZR32oYd9qKsP9QmIoIhx9wF3H3D2g4N+bL8f3+MTe3xil0+8vAi9bod2uln7fWznANvFZ7kEkEsAFdWgrCV2/yCbd3wzsb47YX89Zt+eWnz8k5Bw/auZNfknryT0jvRnryVQyARFLNC3WuhZF3tHAkWMUMYG5a1w2owlzXDSBmXN3LSRSRuZvLWhMtRYtHLTeiKhQiM6KGaAUhZ2ZgjNjILsZZC9imev4uWrePEylh9C81a4YIFLFrhkYpdM7IIeSqmglArKG6G8BUrqoZgeSpogv7TFI2p0C5vcwmYXv+Wwv+Ww/4xz4KxLyPJKkIAMi8ixmBKPKUBUwo5K2GEJlFBBOQNUGoIqI1BpEMpZoYwJCunogIb0qfCQmozqqLiBiemoiIYIKcmImopp8LgaSWrQtApPSPGwANnthA57Ib8QCkmhsAwKSaGQCAoKoCAfioqhpBxOyNhhIRQYgIJ8KCKCwl1Nsd7WUGdjvO9MWvBJcuBccuCcv4378iL7zSVkpw3eaWMdtsGuTtjbhXo74ZcXyW8vEN98ij77Hevpb6HHv4Uf/z36+O+xpxeoZ230iy7iVR/xuh9/3Y+/7MW/7SZc3U2u7iZnV+N+V8NeJ2+vk7fTwd3t5G3/Fjr4jO35DPF+Cns+Q9wXkIML8NZnkKcDd3egrnbE3cZ2t7O8naz6fWbkYmPkYmP0UkvkYnPkYnPkQkv4s+bQp03JfiTVB2f7oAIfKorhrAiO9LE8XVCwjxXhwwkBGhuAw71QpBdK8NlZCQgqMZ8MdoshtxjyS2G/FPaKWW4h9FLMeilmvZKwt+TorgrfVeGvZci3YtZhP3zYzzrsZx32Qy4B5BZCXjHkk0D7cuKNHLzW069MnBdaYkuBe+RUQETEPmsIf8oLX2gItjX6LvIOLzD7n9F7F5lIPzfUy/jbSe8l3HMRuD8F7k+B/xIV7W4IdXL9bbSnjXK30e4OxtPD8/U1vmg/96L93Mu2sy/bzr7qOPOm68x2d+tOz5mtXtjJR59ckUyufTO+eTBx5/DWXe/Yn5/A/R8ioePqpF3xn5/Jf/ON6tK3ur8OXjkTuf7r3S/+8yNJ0wsNdTCEBq/ikc8bA5dbnUO8vUGwY2raNjbuGBt3TU375jOHpjP7hpZdXZN7iOMZ5nouN3iv8LzXGryfN/q/bAz+odk5QuzbwJ4Z2TUgezr4QIcd6LBDLR6wfOI2nnGZz/qGfu4b/aVz6JMD27nD4U9eKBuey7nfKBpfKJufy5qfiBof8hse8hueK/HXes4rHfNaS+2aeFt65rWa2NISTuM5r+1cYPRnoavnQ1fPe0fPuYfPuwZ/vm1sfaNvfq1r2tI17hiad40te4bGXX3DgZxxqjguFemSYx4F8MtJr5hyCYgXsnMvFee2tGd3jWcOjGcPjGf39Z/s6T55o2jcUbfsac/tas5uKVtey5rfyFu2lWde8bnb4qaXA5wtUeOutGVb3LQjaf6ml7rTfe5uz/n7PZ886Dn3uOfc132ffNN3/pu+86/5ra8GWr7ta/qmr+l5X9PzvqZnA63PBlrvdJ+723vmwUDrI2HTY3HjY1HzI2HzI2Gre6ChjrOfd9DL2e9h9nqZ/T7Oi96mN/2tu/xz+/xz+/xzu8Lzr4VnXwy0vOg586LnzIvelpc9Ta/6mt4MNO3wW3YFzYHO1lD32VD32UBna6DjTLDzbLDzrL/9rFP1Ny7Vb3yqvw5rfh0x/MZv+M2h+q+35L982tv6YuDcK+HPXgnPvxSce8U/ty35ZE/+C7eG41YxLiXtVjEeNcen5niUtEtOborO3RGeuyf+5IH0548Vf/VU/lePJD9/IPrkwcD5BwPnH/LPPRKcfSw680Tc+rX0zDPZ2TvCc3Z+q0N6fkP1i3XJ+bui88/Ev3gh+PmO4NzWwJk3grNvROe+FZ19Jmh5wm9+ImzZUZ3fU55/KWz+upfzzUDDi/6GbweatyXnX/X/4kXvz552nXvcceZB55lH3Z886f/lU8Gv7gvP3+WfvdPfutnXtNnXdK+v+aGg5ZGwdb7/N3eFv1y6bL6x9Pqm43B8w3njbvirdc9PQsL59fz8zLJj9u7ClHNu5tHdxcXNOcfC4uOZ228Wpp6szdvvLm3cW3y0Pv9sZf7x4vyducUH80uP55ceLyw+XVh8urj0bGXp+fLiM/vUPcfMA8fMg7XZByuzd1fn7q0uPrAvP1pfe7i+/NC+eN8+d3999uHGzOPN6acbU09WFu4vzt5ZmLuztHh/cfnB3NK96cW7s8v3N5fvrS/eWV+8t7H00DH/YHXm/sr0g9WZhzNzj5dWvplf/Hpu8cmK/cXiyrOZ+QcLy0+WFu8vL99fWbmzvLI+v2SfmXdMz25Mz911zH39gfknG3N1Hm3MPVpwvFpwfLtgfza/+nhx5fHK6rOV1RfLi99MTj+YnLk7Nbcxs7A+t+iYX9qcW7gzt3B3YeHO4uLdpaV7S4v3F+bvLszfXVx4sLT4cHHx7trao8XFuysrD1ZXHy4v319bezQ3tzG9+M3Uwtczi8/mF79eWHy6tPB0ZfHJ6tJTx5zdMbe+OruxMndnae7O4vydpYXNpaU7a7MP1ubu2uc3HEtr68ur68v29aX19aWN+kEXlu7NLdyZnd+cnt+YXbwzt3R3em51ft6+NO9YnrUvztkXFxyzC/aJ+dX5haeL808X558sLT5eXnq0svRgdfnB6vKDhfm7S4v3l5ceLC7cW5i/v7T4cGnx4fzcg9n5rxfmHi/NP7Av3ncs3VtdfjC/+GB67v7M7KO5+ScLi18vLH69tPB0efHrlaVnq8vPZ1eezK48mVl+PLv8eG7lydzKkw+XwdzjxfknywtPVxa/Xlt85lh4Zp//enX2yfT885nFZ7NLX88tfz2/+nR+9fH86uP51YfTcw/HJu9MzzxYnH8yP/NwcfLB2swTx8yTpflHC7MP5uceLCw+nl96PLXwYGL+/uTCg9m5x4tLz6amHo2N3ZuffTo/82x+5tnq0qvVpc3lhfWFefvcnGNm3jGzsD6zvDm3en915cny0qOl+QeL83cX5+8uz99bXXywtvRwaWr14e0ba0sPbt+LTzjckys7N1bdNxb/7Nfg/4dIeGPDNWafn9188tVG+qs7vvk7L6dWt29uhm5vFMbuhMbvbI9vfDtm371pd3+16b55/3DC/npqfWt6Y3vSvj21uj29tjdj3591OCfWXJPrnqkNz/iG+9a689b6wc3Nw9t3XV/d2b+xuffVxsGtdefYunvc7hlf9d5edi/ZA3PLnqkl1/SKZ2rNO7HmGbd7pjb8E3cObzsObq7t3bIf3rI7b666btt9ExvBiRX3/J3AlN09vuqcuxOY3vDcXtmf3vDMrHhm1tyzDueMfX9y7WByzTVtD8yuR26vb49t7Ixtbk1sbI2vvxlzvBxffzWx/mrSEZhe90/ZXZMre1PLe3MrzvkV7/ySb9oRnnIEJu3uKfvh9PrBzLprzuGZc3hnV10zK84/4ZpZcc2uuufWPDfXDiY2Pbfsh2PrrtsO5821g/EN942VvbF117jdOe44mHQcTjn2p9d2ZlZ3Ztd2p9cPph3OqXX35LpnfN03vukdu+u9fc87vhodXw2Pr/nG7a5xu3Pc7hy3u8btnslVz9Sad9rum7R7J9Y8E2ueKYdvejNwezM6sRmbWo9OrIbG10LjjsitjciNjfDtdf/tde/tdfftDddtx8Etx+4tx+5N+9Ztx8HEpmti03XbcXDb4ZzY9IxvuG/ZD8fW3RMO15Rjd86xPb+xNbexM725N765N+XwTDk80xue6Q3PtMM9ZT+cXDuYXDuYXHNOrjmnV51TK4eTywfTy4czK865NfeNzb2vNvZubu7f3tgf29i/vb43Zt8ds+9OONz162H6jnv6jnP6zsHUnb3Jzd1bT1y/v7d7697+9EPX+ObexPru9J2DiTv7cw7vlN09ZXfPbPhm7vgnNr1jG56xDc+4/fX8/YPpzb0Jx/bCPefs5sHYypvp9b25lYO5lYPplf2plcOJ1cPxtcN60311b+/G3d0bd3dvbO7c2Nz56s7urTsHt+4cfLUZXV78esqxf/1udnzVObv8atrhnv2TDv+/SviRj3zkfxQfJfzIR/7CfJTwIx/5C/NRwo985C/MRwk/8pG/MB8l/MhH/sJ8lPAjH/kL81HCj3zkLww0vrY//v8MNdZr/lv/DLT+6fh/FZ2cdBzWtx1b3bu9sju2uldf7YfCj3c+trr3555o/eg/7OHHNX8mez9mfG23zg/lsdWdsdWdHyr/P+72h2b5cfv88GXHVvf+1ID7dSYcO+P27XH79oTjzYRje8K+N2F3TtidE/a9cfvWuP31pH170r7zI/bqTKxtTdq3pxw70+u7U44PTK/XP9r9d4yv7kyu/xsTju0fmHLs/7tNJu17U4796VXnf4eplcOplcN6eWbNNbPmml7fnV7fHVt5fXv5Vb08ad+eXt+dWXPNOTyzdnd9k1m7e87hmVlzza97Z+3u6VXnjP1wxn44vXYw63DObzjnll2zS87pZef0snNmzT2z5p6yuyfXXBPLu5Mre9NrBz+sP7W6P7myN73qmrV7Zu2e6VXXD6c0uXwwseaaWHNN2J0ffmvHh289Zt8fs+/f+hE3Hfs3Hfu317bG7Nu3HLv1JITbDtcth+um3V1f/79mfM03tuq9veIZ+xMTK97JVd+NzZc3Nra+2tj7auPgq42Drzb2bmxs3dh8Ob7hnnTsT61tTa++nll7M+PYmbDv3XY4/8MlrPNRwv8ICcdX39QlnHLsTDl2J+07/30JfyxenXH71rh9q77bibXt8dWt8dWtibUPh5te2/t/ZdZxMOs4mLHv16kvzq0f1v8cjK28vrX0sl6eWNuaXt+dWz+c33DOrR/W1/9hcdZxML22N7myM7W6O7W6PbmyNb22M+vYW1hzzq8ezq4dzq4dzjqcc+uuaYdz2uGsp1L9cMQfncPhrMM5Yz+cWt2fXPlw2lOru7MO56zD+X9Xa2bNbcJAAP7FBnSsBBKSkETOxgbHB5cdO2kmzbR/sg8cSVO302bykpnvYRFid5nhY18U+/vYH7jfc99x33HfsPzA8gOcDdAJ30Le0XwPZwfI7+nZV+If+zNAJ+nzsPwQ+xcSdwB/BPfA/BNzz8w9M/8E7gH8Mbz4EZ4/ofyR+iPk9+T8Kbr4Fpx/5+5u4tNL+PvXf7K9d0v4j/n/S8L+D/13CYntiN29YvAKmWYahpOi4O/+JGGv3GuQbZFtie2I7XDWItMg0+BsWAHbnIRm9RuGdbcDv490Haqqj3HWgt+DbZhrwTbEVMRU0yVzLTEV1ltiKmI2WK+J2TBXx6bjuqW6AdOC7WBsj5qOmo7otoeaDrL+nOOeuzuwHdY1UlXfD83qRO8S3cW65mrD1YqpEtIC0kWcVcy+ACNML6lZQraGbAumpmNFpjenyW64ncdukfhCuCKxizibc3MjZCFkKeVGykrKSsqNkKWQBdY1TjdUlCDmPC24WlFdEdOwdD3x8RK+8fDTSDhagWyHbDcasv8oCce3OA51x1rvkLAfhtQNtyYVf92/G6bcaN1romyQqvehV2Kwy65PEqnyDUgvkV6C7ZjbIVVF6baPiWmY200bArkI5KKPI1VSu8bmNlILpAuki0jNsSmoXRJZEllGskDp8GCol4Eq+8yBWM+SVSDWodwgVWFd02xLsy1Sq5mYz8Q8UiU2JTZlLFaxWPKkZPGc8mvCLjDkGHKSXE3gESSuqLik4hrkFxBzKhdUlFTcErGG+MtJUKxxYpi0sfKx8lxYiA3lOmFhwpBgIBgXjAsGCUMJC9OQqYBks9AFMx8GOSIWc4MTyi8nfgLFZLP6RhAUSwAAAABJRU5ErkJggg==" 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<tr><td class="tr-caption" style="text-align: center;">El disc clau . La cançó 6 es el nom i cognom de la meva germana!!!</td></tr>
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<span style="font-size: large;">«Déu té la iniciativa sempre. La pregària és entrar en l'àmbit d'una crida d'amor. Amb el temps, la certesa es transforma en un anar vers la veu. Creix la responsabilitat. La iniciativa de Déu crea la llibertat de la resposta amorosa»</span></div>
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<span style="font-size: small;">Ell interpela l'impedit : vols curar-te?</span></div>
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<span style="font-size: small;">Li diu : pren la llitera i camina....no tan sols camina i veste'n. La llitera és la seva creu, el camí és seguir-lo</span>. </div>
Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0tag:blogger.com,1999:blog-570637155786617718.post-18297421502515275332011-03-14T22:23:00.001+01:002013-09-14T18:14:11.075+02:00Tan sols la Roca ens salva<a href="http://www.nytimes.com/interactive/2011/03/13/world/asia/satellite-photos-japan-before-and-after-tsunami.html?hp"></a><br />
<a href="http://www.nytimes.com/interactive/2011/03/13/world/asia/satellite-photos-japan-before-and-after-tsunami.html?hp">http://www.nytimes.com/interactive/2011/03/13/world/asia/satellite-photos-japan-before-and-after-tsunami.html?hp</a><br />
Tot plegat és molt fort. Cal recordar-nos de que som cendra, i abandonar la nostra prepotent autoseguretat: Tot pot donar un volc en un moment....Tot alló que crèiem ferm, esdevé talhora efímer, i l'esser esdevé nu davant les seves veritats.<br />
Molt fàcil és aleshores sentir-se interiorment sacsejat per un tsunami interior. La nostra casa feta runes, esmicolada....Volem escapar i no podem. Estem lligats, desbordats..tots els camins semblent haber-se esborrat davant nostre.<br />
Ay de qui se sent instal.lat en aquest món perque en els moments de la proba veuran la seva nau perduda per un oceà que els resultarà molt probablement extrany, desconegut, vertiginós...<br />
Com pregar per tanta gent? Tan sols puc oferirme en la meva pregària. Oferir la meva sort com a intercanvi dels dissortats? Per què no? i donar gràcies doncs res és veritablement nostre,Manel S.V.http://www.blogger.com/profile/15444353202380105221noreply@blogger.com0