tag:blogger.com,1999:blog-28553071197618869852024-03-19T04:53:45.444+01:00El bloc de les pilesEl blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.comBlogger190125tag:blogger.com,1999:blog-2855307119761886985.post-283401139132566022018-09-17T12:45:00.002+02:002018-09-17T13:19:52.330+02:00PELS ANTICS CAMINS DE LES PILES<div style="text-align: justify;">
Fa molts mil•lenis es formà aquí i allà tot un tirarany (1) de camins on hi circulava tot el coneixement, tota la saviesa que l’home, havia acumulat des de l’antiguitat. Els camins eren, doncs, els transmissors de la informació i representaven tot un cúmul de coneixements que no se’n magatzemava no, sinó que corria lliurement per aquesta xarxa infinita. Podriem dir que aquella antiga xarxa de camins era i representava l’actual xarxa de comunicacions que avuidia manté connectat tot el món: Internet.<br />
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Pels antics camins hi passava tot tipus d’informació: Noves idees, noves religions, noves innovacions, nous pensaments… Aquests camins posaven en connexió i fins unien pobles situats a grans distàncies. I els camins també eren lògicament, els mitjans de transport de mercaderies i de matèries bàsiques…de primera necessitat. Pensem en la sal de Cardona ja al Neolític o abans, o eines i destrals d’importació. O la variscita aquest material verdós usat pels antics com element simbòlic i fins i tot preciós, dipositat a algunes tombes del Neolític perquè acompanyés el difunt en el seu pelegrinatge cap el més enllà. Molt aviat, els camins van servir per desplaçar els ramats de bestiar pel territori, tot i cercant les tendres pastures del nord del país. Era un moviment pendular, doncs quan arribava l’hivern feien el viatge de tornada.<br />
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Molts camins, també van ser responsables de la formació de nous pobles, viles i ciutats. Posem un exemple, i agafem la ciutat d’Igualada de model. Per l’antiga Agualata hi havia un encreuament de camins força transitats i la gent d’aleshores va aprofitar aquest fet per intercanviar productes just en aquesta cruïlla. Amb el pas del temps aquest aplec de gent va donar peu per crear un mercat, i al seu entorn es començà a formar un poblet…desprès es construí un castell i una església…el poble anà creixent…es construïren les muralles…etc.. Molts pobles es fundaren d’aquesta forma.<br />
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El camí va ser el primer element que transformà fins a cert punt el paisatge. Actualment encara hi ha historiadors i/o antropòlegs que mantenen dues opinions contraposades; els uns diuen que van ser els animals en el seu desplaçament transhumant els que van crear els camins o senders. D’altres, però s’aferren a dir que els camins són una invenció humana. No ho sabem i segurament no ho sabrem mai, per tan serà millor que ho deixem aquí. Sigui com sigui, els humans primitius seguien els ramats d’ungulats per caçar-los, i per tant, tan els humans com els animals usaven o anaven pels mateixos camins.<br />
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Potser ja a la prehistòria, per les Piles hi passaven força camins. Camins que anaven cap el nord, cap el sud…cap a la costa, cap els Pirineus…com que sabem que la nostra zona ja estava poblada cap el Neolític mitjà, ara fa uns 5000 anys, doncs per força hem de pensar que els poblats que estaven escampats per la Segarra havien d’estar comunicats per tota una xarxa de camins.<br />
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<tr><td class="tr-caption" style="text-align: center;">Les Piles</td></tr>
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A les Piles hem comptat almenys nou camins que s’adreçaven a nou pobles veïns. Situem-nos en el mapa de la nostra comarca i imaginem-nos al seu damunt una esfera d’un rellotge amb només una agulla. Començarem per les “12” al capdamunt, i donarem la volta cap a la dreta fins a completar tot el recorregut.<br />
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Tenim doncs, els Camins de RAURIC, GUIMONS, PONTILS, BIURE, VALLVERD, ROCAFORT, TURLANDA, CONESA i SAVALLÀ.<br />
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El CAMÍ DE RAURIC. Anava cap a la part nord del terme. Aquest camí, tenia un ramal que s’adreçava (bé, s’adreça), cap el MAS D’EN BOU, i des d’aquí, enllaça cap a diverses masies del CODONY.<br />
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CAMÍ DE GUIMONS. Aquest camí rep diferents noms, doncs és el mateix que mena cap a Santa Coloma de Queralt, i des d’allí va cap a Igualada i Barcelona. És més conegut com a CAMÍ DE SANTA COLOMA. També era anomenat com a CAMÍ RAL o CAMÍ REAL i CARRERADA.<br />
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CAMÍ DE PONTILS. És el que anava a aquest poble i més enllà, és clar. També era el CAMÍ EL MOLÍ o CAMÍ DEL MOLÍ DEL PROUS.<br />
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<tr><td class="tr-caption" style="text-align: center;">Camí de Pontils - Font Freda</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;">Camí de Pontils - Rasa de Biure</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><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;">Camí de Pontils</td></tr>
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CAMÍ DE BIURE. Va cap aquest poble, actualment pedania de les Piles. Des de Biure, com és lògic, hi havia camins que anaven a Pontils, Vallespinosa, Vallverd…<br />
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CAMÍ DE VALLVERD. Era un caminet que anava més o menys paral.lel al Camí de Rocafort, i que continuaba cap a Montbrió, Rocafort, Sarral…<br />
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CAMÍ DE ROCAFORT. De fet, és el mateix camí que el de Santa Coloma, però aquest anava en direcció a Tarragona. Per això n’hi dèien CAMÍ DEL CAMP DE TARRAGONA. Però és molt més conegut com a CAMÍ DE MONTBLANC.També era conegut amb el nom de LA CARRETERA o LA CARRETERA VELLA.<br />
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CAMÍ DE TURLANDA. Anava a aquest poblet, que havia pertangut a la parròquia de les Piles. Sovint se’l cita com LES CASES DE TURLANDA. A les Piles, Turlanda era conegut com “Santa Llúcia”, perquè cada 13 de desembre s’hi celebrava un aplec on hi acudien els pobles de les Piles, Conesa, Rocafort…Sí diguem-ho tot, en aquest poble hi havia una capella dedicada a aquesta santa…al final va fer cap a les Piles…era una imatge de fusta que es cremà durant la guerra civil… Però això és una altra història que ara no ens entretindrem a explicar.<br />
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<tr><td class="tr-caption" style="text-align: center;">Camí de Turlanda</td></tr>
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CAMÍ DE CONESA. L’inici d’aquest camí, era el mateIx que el camí de Turlanda i anava fins aquest poble. Aquest camí tenia un brancal que anava cap el MAS DE L’HUGUET. El començament del camí, en dèiem el CAMÍ FONDO, perquè era un camí enclotat.<br />
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<tr><td class="tr-caption" style="text-align: center;">Trencall Camí de Turlanda i Conesa</td></tr>
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CAMÍ DE SAVALLÀ. Anava fins aquest poble. El primer tram del camí l’anomenem també CAMÍ DE LA FONT DE LLORAC.<br />
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<tr><td class="tr-caption" style="text-align: center;">Senderó Font de Llorac - Les Piles</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">Camí de Savallà</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">Camí de Savallà</td></tr>
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Encara hi ha uns pocs camins més, però que cito a part perquè no van a cap poble en concret. Tenim el CAMÍ DE L’HORT o DE L’HORTA, que és on hi ha els hots del poble . Està situat a l’esquerra de la Rasa de les Piles i va seguint aquesta rasa, fins a trobar un camí que venia de Biure i anava a Santa Coloma. Antigament n’havien dit el CAMÍ DE LA GUÀRDIA, perquè en aquest indret segurament s’havia fet vigilància en temps de pesta o del còlera.<br />
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Hi ha un camí que va a les partides de la FONT DE LA MARTINA i LA FONT, que travessava el camí de Montblanc i es comunicava amb el camí de Turlanda.Aquest camí no el trobem citat al cadastre.<br />
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Hi havia un altre camí que també sortia de les Piles i anava cap el PLA SERÈ, i d’allí estant es comunicava amb diferents masies del PLA DE CONESA i del CODONY. Aquest camí tampoc no consta al cadastre.<br />
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El CAMÍ DE VINYOLES. És un caminet mig perdut situat entre l’actual carretera de Conesa i el camí de Rauric. Anava a un tros del Castell on hi havia hagut una vinya.<br />
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I ja per acabar, encara hi havia un altre camí que anava cap a la partida de COMA GIRONA, però que es comunicava amb un camí transversal que anava de Biure a Guimons. Està situat entre el camí de Guimons i el camí de l’hort. Aquest camí tampoc no consta al cadastre.<br />
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Desprès de citar tots els camins que passaven per les Piles, potser caldria fixar una jerarquia entre ells. Ben mirat tots els camins són importants, però de tots els camins al•ludits el més important amb diferència, és el CAMÍ DE MONTBLANC, que com ja hem vist rep d’altres noms. <br />
Es conserva un únic pont d’aquest antic camí: És el PONT DELS MIQUELETS,(2) amb una amplada de gairebé 9 metres.<br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBdVvoHI_4ZH2QOWOnxc45Qt68kHBs3XuYN_U4s0R_xzjD2l5JPjAxu6DIakx1OeBziJQ23w-1BdPZTlcnK_VzVdOB5Z5lEMQQENhBDea4oIxFQZuI8ZRRT_9C8RNJKqjiiS0-bmwaWb_l/s1600/pontdelsmiquelets_500_pag_55208_1.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="375" data-original-width="500" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBdVvoHI_4ZH2QOWOnxc45Qt68kHBs3XuYN_U4s0R_xzjD2l5JPjAxu6DIakx1OeBziJQ23w-1BdPZTlcnK_VzVdOB5Z5lEMQQENhBDea4oIxFQZuI8ZRRT_9C8RNJKqjiiS0-bmwaWb_l/s320/pontdelsmiquelets_500_pag_55208_1.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pont dels Miquelets</td></tr>
</tbody></table>
<br />
El seguien en importància, els camins de Pontils, Conesa i Savellà. Desprès vindrien el de Rouric, Biure, Vallverd i Turlanda, que eren més estrets.</div>
<div style="text-align: justify;">
<br />
De les Piles també sortien tres CAMINS DE PELEGRINATGE que anaven a tres llocs concrets de culte. Eren antics llocs sagrats on s’hi acudia almenys un cop l’any. La data assenyalada corresponia a la data de naixement o de martiri del sant patró del lloc. Ens referim per orde d’importància al santuari de SANT MAGÍ DE LA BRUFAGANYA, SANT MIQUEL I TURLANDA. Per anar a aquests llocs, calia agafar els camins de Pontils, Biure i Turlanda, lògicament.Encara que aquests tres camins tampoc són citats al cadastre.<br />
<br />
Hi ha unes curioses coincidències entre aquests tres centres de culte, que un dia d’aquests us comentaré.<br />
<br />
Les dades sobre aquests camins les he tret del Cadastre i dels “Apéndices de Amirallamiento” i del “Libro de Amillaramiento”. Allí hi ha recollides les diferents finques i els seus llindants, amb el nom de les partides de terme, l’extensió i els propietaris.(Quan a un llindà hi ha un camí per exemple, en moltes ocasions no posa el nom del mateix, senzillament només diu “un camí”.<br />
</div>
<div style="text-align: right;">
Josep Ballabriga Clarasó<br />
<div style="text-align: right;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://desdelespiles.blogspot.com.es/">http://desdelespiles.blogspot.com.es/</a></span></div>
</div>
<div style="text-align: justify;">
<br />
1) Vol dir teranyina.<br />
<br />
2) En aquest pont hi hagué una batalla on hi morirem més de 200 persones. Si en voleu saber la història ho trobareu en aquest mateis Bloc a “La batalla de les Piles”.<br />
<br />
Nota: Per tal de no fer-me pesat, no faig constar l’estat de cada camí en l’actualitat. Dels camins de què parlem, n’hi ha que el seu traç es manté actiu i cal considerar dos factors que han determinat l’estat de conservació del mateix. 1- Hi ha uns camins que s’han conservat perquè sempre s’han fet servir, tan per anar al poble veí, com per anar a alguna finca agrícola. Aquest seria el cas del camí de Pontils, per exemple. 2- Però hi ha hagut camins que han mig desaparegut o gairebé, perquè s’hi ha deixat de passar. És el cas del camí de Montblanc, que al construir-se l’actual carretera, l’antic camí quedà obsolet. En altres casos com els camins de Vallverd, Turlanda o Rauric, doncs senzillament, deixà de passar-s’hi i s’abandonaren.<br />
<br />
El camí de Biure també s’ha mantingut, però quan es construí la carretera (que és un brancal que connecta a la carretera de Montblanc), doncs es preferí aquest accés per anar a aquest poble, tot i que el trajecte és més llarg.<br />
<br />
Resumint doncs: Hi hagut camins que s’han conservat des de l’antiguitat perquè sempre han estat útils, o dit d’una altra manera, sempre s’hi ha passat. D’altres camins van esdevenir inútils perquè deixà de passar-s’hi, i actualment o bé estan plens de brossa i bardisses o s’han convertit en terres de conreu.</div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-21511702805207939522018-05-23T11:19:00.002+02:002018-05-23T11:27:10.422+02:00DOS-CENTS ANYS DE VIDA FAMILIAR A LES PILES. ENTRE EL 1700 I EL 1900<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Pels volts del 1700 a les Piles hi vivien
unes dinou famílies, almenys <span style="mso-spacerun: yes;"> </span>això és el
que anota el rector del poble en una llista que comptabilitza a tots els veïns <span style="mso-spacerun: yes;"> </span>que havien “complert”. Complir volia dir haver
confessat i combregat pels volts de Pasqua, per això també en dèien el
Compliment Pasqual. Un cop l’any, doncs, els rectors feien una llista de
confessants i/o combregants, hi ho assenyalaven amb una creu al costat del
“complidor”. </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">El Compliment Pasqual que us exposarem tot
seguit és de l’any 1696, però el rector modificà desprès la xifra i la convertí
en 1699. Tot seguit, doncs, us passo la relació de famílies de les Piles
seguint l’orde alfabètic dels cognoms.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">El rector del poble comença sempre per
Casa de …, i desprès torna a repetir el nom i cognom del cap de casa i a
continuació anota la resta dels membres familiars, nosaltres ens saltarem el
primer<span style="mso-spacerun: yes;"> </span>preàmbul.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b><span lang="ES" style="mso-ansi-language: ES;">Cases de les Piles.</span></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Joan Balcel, sa
muller Catarina i els fills Antoni i Coloma. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Joan Borras, el
fill Ramon i sa muller Maria. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Isidro Brianso i
la seva dona Magina.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Jaume Conte, la
muller Maria i el fill Ramon.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Francesch Genoves
i Francesca la muller. i els fills Francesh, Jaume i Madalena.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Isidro
Huguet i sa muller Ignes, el fill Andreu i sa muller Madrona. </span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Joseph
Jover<span style="mso-spacerun: yes;"> </span>i la seva dona Francescha. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Joan Jover i la
seva dona Coloma, i la mare Maria. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Joseph Portella i
la muller Eugenia. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Joseph Piche i
Jheronima la muller. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Antoni Prous i la
muller Maria Ignes, i el fill Francischo.<span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Joan Riba, Jaume
Cabesa i la muller Madalena.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Joan Rodes i la
seva dona Taresa.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Joan Talavera i
la seva dona Madalena, i els fills Joan, Anna Maria, Joseph i Diego.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Francischo
Vallbona i els fills Joseph i Coloma.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Magi Vallbona i
la muller Magina, i el fill Manuel.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">March Vallbona i
la seva dona Sisilia, i el fill Antoni amb sa muller Maria.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Ramon Vallbona i
Margarida sa muller, el gendre en Jaume i sa muller Francescha.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Ramon i Raimunda
(no posa els cognoms) que viuen a “lo Castell”. (potser n’eren masovers).</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Al final de la llista el rector compta un
total de seixanta combregants. Cal advertir que en aquest llistat no hi ha la
totalitat del poble, doncs hi falten els menors de set anys, i els que eren
absents en aquell moment. També cal dir, que si algú no hagués rebut els sagraments
de la confessió i la comunió, el rector hagués anotat “no ha complert”,
com<span style="mso-spacerun: yes;"> </span>trobem en alguna ocasió).<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Ara farem un salt d’uns cent anys en el
temps i us passarem la relació dels<span style="mso-spacerun: yes;">
</span>“Combregants de la Parroquia de les Piles y Casas de Turlanda” de l’any
1790.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Igual que la llista anterior, també
seguirem l’orde alfabètic dels cognoms de cada casa.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">En aquest llistat de famílies no queda
gaire clara la filiació entre els membres familiars, doncs no s’explica <span style="mso-spacerun: yes;"> </span>la relació de parentiu que hi ha entre uns i
altres. </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b><span lang="ES" style="mso-ansi-language: ES;">Cases de les Piles a finals del segle
XVIII.</span></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Pere Balcell,
Miquel, Anna Maria Balcell vda., Antonia donzella, Marc I Magi. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Anton Borras i
Antonia.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Joseph
Brianso major, Joseph menor, Jaume i Ramon fadrins, Rosa donzella, Maria i
Ramon fadrí. </span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Juan
Brianso, Magdalena i Maria donz. </span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Juan
Brianso i Josepha.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Pau
Brianso, Francischa i Magi. </span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Ramon
Cadens, Juan, Dominga, Isabel i Maria donz. </span><span lang="ES" style="mso-ansi-language: ES;">Casa Barrete.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Lo rector, Magi
Civit, Francescha Civit Badias i Antonia Recasens. Casa la Rectoria.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Esteve Conte,
Maria i Magdalena donz. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Joseph Gener i
Manuela. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Salvado Gual,
Anton i Antonia.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Ramon
Huguet, Anton i Maria. Moso i mosa.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Pere Jover
vdo., Jaume, Pau, Marti, Ramon i Rosa.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Joseph
Malet, Ramon, Geroni i Maria. Casa Castell masovers. </span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Isabel
Marimon vda., Miquel Camins i Antonia Marimon.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">Ramon Prous
major, Ramon menor, Magi i Joan fads. i Taresa. </span><span lang="ES" style="mso-ansi-language: ES;">Pastor i criada. Casa Prous de la Plasa.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Ramon Prous i
Josepha.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Francischo Prous,
Joseph, Francescha, Maria, Raymunda i Rosa donzs., i Ramon. Casa Prous Ramon.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Juan Puiggener,
Francischo, Paula, Maria, i Isabel. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Ramon Puiggener i
Maria.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Miquel Ramon,
Pere, Pere i Juan fads., Antonia I Teresa donzs. Casa Taixidor.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Llorens Recasens,
Isidro, Maria donz. i Antonia. Casa Marquet. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Marti Recasens,
Gabriel, Antonia Recasens vda. i Francischa.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Macia Sole,
Joseph Recasens fad. i Maria Recasens donz.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Gabriel Talavera
i Coloma.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Joseph Vallbona,
Josepha, Anton, Magina i Rosa donz.. Casa Maginet.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Sebastia Vilanova
i Josepha Vilanova i Badias. Casa Biel, masovers.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Bé, després de contrastar els dos
compliments pasquals, ens adonem que hi ha una significativa diferència entre
el nombre de famílies i per tant també en el nombre de “complidors” en cent
anys. Si el 1700 habitaven les Piles unes dinou famílies, i havien complert
seixanta persones, el 1800 n’eren vint-i-set les famílies i cent-vuit els que
havien combregat.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Ah!, de les cases de Turlanda només va
venir a fer el compliment pasqual, el Juan Moncosi, fadrí. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Aquest any elrector del poble, cita
algunes cases pel renom, algunes surten citades per primer cop, com Casa
Barrete i Casa Maginet, d’altres com Casa Taixidor, Casa Marquet i Casa Biel ja
són anomenades així en anys anteriors.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b><span lang="ES" style="mso-ansi-language: ES;">Les famílies de les Piles l’any 1900.</span></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Bé, fins ara hem fet servir les llistes de
Compliment Pasqual per saber el nombre de famílies que vivíen al poble; així
mateix , també hem pogut veure l’evolució dels cognoms al llarg del temps. Alguns
són força freqüents el 1696 com els Vallbona i d’altres ho són el 1790 com els
Briansó. En canvi n’hi ha alguns que en sec desapareixen i ja no en sabem res
més.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Des de l’últim quart del segle XIX, que
els registres civils de cada municipi són una font imprescindible per cercar
qualsevol família o genealogia que hagi tingut alguna vinculació amb algun dels
pobles que formen l’actual municipi de les Piles. Des de l’any 1876, doncs, es
van recollint moltíssimes dades<span style="mso-spacerun: yes;"> </span>de cada
persona que ha nascut, s’ha casat i ha mort al terme espilenc. A manera
d’exemple direm, que quan naixia un infant es feia constar el dia i l’hora del
seu naixement i el nom i cognoms dels pares i dels avis respectius. També se’ns
diun la procedència geogràfica i l’estat civil de cadascú. </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Pel que fa al registre parroquial de les
Piles, només s’ha conservat el de naixements que abasta de 1867 a 1915.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Basant-nos en aquests llibres civils i
parroquial, farem un llistat per orde alfabètic dels cognoms que hi havia al
poble el 1900. Així mateix, també farem constar el nom o renom de cada casa,
sempre que el coneguem, és clar. Som-hi doncs.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">BALCELLS. Hi havia quatre <span style="mso-spacerun: yes;"> </span>famílies amb aquest cognom que estaven
emparentades. Ca la VÍUDA la més antiga, cal RIÓN cal TABERNER i ca la
MARCELINA, que també n’havien dit cal ROSO.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">BONELL. En principi era una única família,
després<span style="mso-spacerun: yes;"> </span>al casar-se dos germans en
formaren dues: cal CALVET i ca la MARGARIDA.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">BRIANSÓ. Hi havia tres famílies que
portaven aquest cognom: cal TÒFOL, cal FUSTER i cal BOLA.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">BORIA. Aquest cognom<span style="mso-spacerun: yes;"> </span>procedent de Pallerols va substituir a una
familia del poble que es dèia Briansó. El renom de la casa és cal FUSTER, doncs
es dedicaven a aquest ofici.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">CADENS. Hi havia tres case amb aquest nom
de família: cal BARRATER que era la casa mare, ca l’ANTÒNIA i ca la LOLA.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">CAMINS. Hi havia hagut dues famílies que
portaven aquest cognom, possiblement estaven emparentades. El nom de la casa és
cal MAS o cal MASET.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="EN-US" style="mso-ansi-language: EN-US;">CIVIT. Almenys dues famílies portaven
aquest cognom: cal BORRELL i CA l’ISABEL.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">CLARASÓ. Cal BIEL era la família que
portava aquest cognom. Eren masovers de cal Domenjó de Santa Coloma.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">COMPTE. Ja fa segles que aquesta família
manté aquest cognom. A la casa n’hi diem cal COMPTESSO.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">FARRÉ. Hi havia una casa amb aquest nom de
família, però en desconec l’ubicació i el renom.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">GENER. A aquesta família n’hi dèien cal
JANILLO. Aquest cognom el trobem escrit de diverses formes Janer, Giner, Giné o
Jané.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">GRAELLS. Aquesta família era anomenada amb
diversos renoms: cal PALETA, doncs ejercien aquesta professió, cal COSTA i cal
PAPET.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">LLOPART. D’aquesta casa n’havien dit cal
SELVET i ara en diuen ca la CONSUELO.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">MALET. Dues famílies portaven aquest
cognom: cal MALET a la Plaça de Dalt i cal VADOR al carrer Major; aquests
últims procedents de Guimons.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">MARIMÓN. Ara en diem ca la VICTÒRIA, però
també n’haviem dit cal JOAN DE L’OLI, doncs eren oliaires.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">MIQUEL. Eren els de cal MIQUELITO. </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">NAVARRO. N’havien dit cal MAGDALENO, ara
és ca la Crescència.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">PALAU. Aquesta família descendia de
Figuerola. No confonguem aquesta família amb cal PALAU procedents de l’Espluga
de Francolí i mossos de cal Joan de l’Oli, per això també els dèien cal MOSSO.
Aquesta segona família va arribar a les Piles pels volts de 1918.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">PROUS. Hi havia dues famílies que portaven
aquest cognom, que estaven emparentades. Cal PROUS al Carrer Major i el
CASTELL al carrer de Dalt.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">PUIGGENER. Dues cases del poble porten
aquest nom de família: cal JOANO i ca la CRESCÈNCIA.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">RAMON. Tres famílies<span style="mso-spacerun: yes;"> </span>portaven aquest cognom: cal TEIXIDOR la més
antiga, cal COLOMO i cal GILI.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">RECASENS. Dues eren les famílies que
portaven aquest cognom: cal PIQUER i cal MARQUET.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">SEGURA. Cognom procedent de la Pobla de
Carivenys. El Domingo Segura es casà amb una povilla de cal HUGUET la qual va
ser l’ última descendent d’aquesta família que portà aquest cognom.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">TALAVERA. Moltes generacions han portat
aquest cognom. De la casa en dèiem cal MAGINO o ca la MAGINA.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">VALLBONA. Dues famílies portaven aquest
cognom: cal MAGINET i ca la CONSUELO.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">VALLÉS.Eren procedents de Pallerols i
se’ls anomena cal ROMÀ, del nom propi Romàn.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">VIVES. D’aquesta família en dèien cal
DIOSO.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Hem d’advertir que mollts renoms de les
cases del poble, els hem citat tal i com les coneixem actualment, però en
realitat desconeixem com eren anomenades el 1900.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Abans d’acabar aquesta relació de cases
hem d’esmentar la RECTORIA o ABADIA que lògicament estava habitada almenys pel
rector i la majordoma.També vivia al poble el mestre de cognom PUIGBONET, i el
secretari de l’ajuntament de cognom SAGRERA, tots dos acompanyats de les seve
respectives famílies, és clar. A la “Casilla el Coll”, tot i ser parròquia de
Biure, els seus estadants, els PRADES, es venien a batejar a les Piles. Eren
“peones camineros”. </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">També trobem els TORRES<span style="mso-spacerun: yes;"> </span>que feien de pastors i els VERGE que feien de
paletes. D’altres com els VENCESLAO<span style="mso-spacerun: yes;"> </span>i
els VIDIELLA <span style="mso-spacerun: yes;"> </span>feien de jornalers. No
sabem on vivien, alguns potser vivien <span style="mso-spacerun: yes;"> </span>al
Mas d’en Bou, o potser eren moliners<span style="mso-spacerun: yes;"> </span>al
Molí del Prous.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Encara tenim reservats més renoms de cases
de les Piles, però només us en cito de passada<span style="mso-spacerun: yes;">
</span>alguns, doncs n’hi ha que són força més moderns, d’altres que no en
coneixem el cognom, i encara d’altres que desconeixem <span style="mso-spacerun: yes;"> </span>l’ubicació de les respectives cases. Tenim cal
MELITÓN, cal MIRET, ca l’ENCARNACIÓN o cal EDUARDO, cal TRUITES, cal TRESO…</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<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="http://lespilesbloc.blogspot.com.es/2018/05/espilencs-sant-magi-cap-el-1946.html" style="margin-left: auto; margin-right: auto;" target="_blank"><img alt="Espilencs a Sant Magí cap el 1946" border="0" data-original-height="956" data-original-width="847" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH-4IUTJ0dptZ1jcxfFPMfoocGlX30msC_v4DL3LM0q1dAnwsHz15FHbxh00lNsyouOq-50oWeT2z_iTN8oqi-ndMF2zCmeI4uk2jrwkLvlTc53pqCjWXt9bfa4UPwkvhgbMZFqy6rU0yL/s640/Espilencs+a+Sant+Mag%25C3%25AD+pels+volts+del+1946+definitiu%25281%2529.jpg" title="Espilencs a Sant Magí cap el 1946" width="564" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://lespilesbloc.blogspot.com.es/2018/05/espilencs-sant-magi-cap-el-1946.html" target="_blank"><span style="font-size: small;"><b>Espilencs a Sant Magí cap el 1946, <span style="font-size: x-small;"> </span></b></span></a><br />
<span style="font-size: small;"><b><span style="font-size: x-small;">clicant la imatge descobrireu les relacions familiars i els noms de les cases dels espilencs de la imatge</span></b></span></td></tr>
</tbody></table>
<br /></div>
<br />
<div class="MsoNormal" style="text-align: right;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Josep Ballabriga Clarasó</span></div>
<div style="text-align: right;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://desdelespiles.blogspot.com.es/">http://desdelespiles.blogspot.com.es/</a></span></div>
<br />
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span lang="ES" style="mso-ansi-language: ES;">Nota. Les Piles al cens del 1718 comptava
amb 74 habitants. Cap el 1760 tenia uns 100 habitants. En el cens de
Floridablanca del 1787 ens consta que hi havia uns 114 habitants al poble.A
principis del segle XIX, el 1804-05 els combregants són 140, distribuïts en 40
cases. I el 1900, quant habitants hi havia?. Jo calculo que hi devia haver
entre 45 i 50 cases amb un total d’uns 225 a 230 veïns. Aquest any el municipi
espilenc comptava amb 476 habitants.</span></div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com1tag:blogger.com,1999:blog-2855307119761886985.post-49104813030197839582018-05-23T11:18:00.000+02:002018-05-23T11:24:03.694+02:00ESPILENCS A SANT MAGÍ CAP EL 1946<!--[if gte mso 9]><xml>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW66YhHAzNqZ9j7pxHlHv_m1lB2VyyL9z1BdHKeR24PJAs76eoBnKL-7IoeZ5Z8DfsxC2cyJhrcARGslpVp4HuH7I1LGAelHJDTCt55Krcitfzkf1D2XFAypSvxW_6WmImZae_Q9zQPMiG/s1600/Espilencs+a+Sant+Mag%25C3%25AD+pels+volts+del+1946+definitiu%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="956" data-original-width="847" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW66YhHAzNqZ9j7pxHlHv_m1lB2VyyL9z1BdHKeR24PJAs76eoBnKL-7IoeZ5Z8DfsxC2cyJhrcARGslpVp4HuH7I1LGAelHJDTCt55Krcitfzkf1D2XFAypSvxW_6WmImZae_Q9zQPMiG/s640/Espilencs+a+Sant+Mag%25C3%25AD+pels+volts+del+1946+definitiu%25281%2529.jpg" width="564" /></a></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;"><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Per tal de
conèixer una mica més els “espilencs” (1) que surten a la foto, us passaré unes
breus notes biogràfiques de cadascun d’ells.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">1-Nascut el 1901.
Casat el 1929 amb la núm. 7. Cal Joano.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">2-N. el 1904.
Casà amb el n.8 el 1928. La n. 12 era germana seva. Fills: els ns. 27 i 28. CalBorrell</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">3-N.a Blancafort
el 1903. Casà amb el n. 10. </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Fills els ns. 4, 19 23 i 26.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">4-N. el
1931. Filla dels ns.10 i 3. G. dels ns. 19, 23 I 26. </span><span lang="ES" style="mso-ansi-language: ES;">C. Vador o Badó.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">5-N. el 1877. Casà
l’any 1921 en segones núpcies. (els dos eren vidus) amb la n. 6.Pare del n. 20.
Era de Vandellòs i visqué a l’Habana.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">6- N. el 1886.Muller
del n. 5, i mare del n. 10. Cal Badó.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">7-N. el 1912.Muller
del n. 1. Cal Taberner.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">8-N. el 1906. Casà
amb el n. 2. </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Els ns. 27
i 28 eren fills seus.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">9-Els pares eren
el Salvador Trull Carol de Civit i Rosa Boria Bonell<span style="mso-spacerun: yes;"> </span>de les Piles. Casà amb Rosa Sans Malet de ca
la Victòria. Cal Trull.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">10-N. el 1904.
Casà amb la n. 3.La n. 6 era sa mare. </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Eren fills seus els ns. 4, 19, 23 i 26. </span><span lang="ES" style="mso-ansi-language: ES;">CalBadó</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">11-N. l’any 1927.
Fill de Ramon Talavera Farré de les Piles i Carme Farré Saltó de Talavera. Cal Magino
o Magina.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">12-N. el 1918.
Germana del n. 2. Cal Borrell.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">13-N. el 1929.
Germana dels ns. 15 i 29. Cal Berto el Bola.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">14- N. l’any
1926. Filla de Magí Clarasó Ametller de les Piles i Teresa Tomàs Genovès de
Fiol. Cal Biel.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">15-N. l’any
1933. Germana dels ns. 13 i 29. </span><span lang="ES" style="mso-ansi-language: ES;">Cal Berto el Bola.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">16-N. l’any 1922.
Casà amb el n. 22. La n. 21 era filla seva. Ca la Margarida.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">17-N. el 1922.
Casà amb el n. 18. Cal Mas o Maset.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">18-N. el 1906 a
Santa Coloma de Queralt. Casà amb la n. 17 l’any 1948.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">19-N. el
1929. Fill dels ns. 3 i 10. Germà dels ns. 4, 23 i 26. Cal Badó.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">20-Fill del n. 5
i de la primera muller Francesca Malet Prous de cal Badó. N’hi dèien “el
cubano” perquè va viure a l’illa de Cuba, o potser fins i tot hi va nèixer.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">21-Filla dels
ns. 16 i 22. Cal Huguet.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">22-N. el 1915. Casà
amb la n. 16 l’any 1942. Pare de la n. 21. Germà del ns. 25 i 31. </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Cal Huguet.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">23-Filla<span style="mso-spacerun: yes;"> </span>dels ns. 3 i 10. Germana dels ns. 4, 19 I 26.
</span><span lang="ES" style="mso-ansi-language: ES;">Cal Badó.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">24-N. el 1924 a
Arbeca. Casà amb Teresa Cadens Vidal de les Piles, de ca l’Àntonia l’any 1949. </span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">25-N. el 1922. Germà
del ns. 22 i 31. </span><span lang="EN-US" style="mso-ansi-language: EN-US;">Cal
Huguet.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">26-Fill
dels ns.10 i 3. Germà dels ns. 4, 19 i 23. Cal Badó.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">27-N. el
1929. Fill dels ns.2 i 8. </span><span lang="ES" style="mso-ansi-language: ES;">Germà
del n. 28. Casà l’any 1954amb la n. 13. Cal Borrell.</span></div>
<div class="MsoNormal">
<span lang="EN-US" style="mso-ansi-language: EN-US;">28-N. el
1931. Fill dels ns. 2 i 8. </span><span lang="ES" style="mso-ansi-language: ES;">Germà
del n. 27.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">29-N. el 1921. Germà
dels ns. 13 i 15. Cal Berto el Bola. D’ell pren el renom la casa. D’“Alberto”</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">30-N. el 1916. Fill
de Josep Sendra Inglés i Matilde Armeijach Pontnou tots dos del terme de Santa
Perpètua. Ca la Matilde o cal Melitón.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">31-Germà dels ns.
22 i 25.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">N.- Nascut.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: right;">
<span lang="ES" style="mso-ansi-language: ES;">Josep Ballabriga
Clarasó</span><br />
<span lang="ES" style="mso-ansi-language: ES;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://desdelespiles.blogspot.com.es/">http://desdelespiles.blogspot.com.es/</a></span> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Notes: Poso
espilencs entre cometes perquè com podreu comprovar no tots van nèixer a les
Piles, encara que tots hi tenen una estreta relació.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Per determinar
l’any de la fotografia ens hem fixat amb el n.21. Hem atribuït a aquesta nena
una edat de dos anys.</span></div>
<div class="MsoNormal">
<span lang="ES" style="mso-ansi-language: ES;">Després de més de
setanta anys, la majoria de persones que surten a la foto ja han mort. Només
queden tres persones amb vida.</span></div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-47390050938690749812018-01-23T10:25:00.004+01:002018-01-23T10:28:39.098+01:00LA NEU FOSA CONTRIBUEIX A L'ABSORCIÓ DE DIÒXID DE CARBONI<div style="text-align: center;">
Fa unes setmanes que l’Agència Espacial Europea (ESA) va publicar aquest article científic, que he avui he recuperat i us el faig arribar en català, per si pot ser d’interés a quelcom.<br />
<b>Eduard Garcia-Luengo</b></div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: justify;">
<div style="text-align: center;">
<b>LA NEU FOSA CONTRIBUEIX A L'ABSORCIÓ DE DIÒXID DE CARBONI</b></div>
<br />
<b>Condicions d'absència de neu </b><br />
<br />
Sembla que no hi ha mal que per bé no vingui. Encara que l'augment global de les temperatures està provocant a la primavera que la capa de neu estacional es fongui abans; això permet que els boscos boreals, un cop desproveïts de neu, absorbeixin més diòxid de carboni de la nostra atmosfera. <br />
Els científics creuen que l'escalfament global es deu principalment a emissions de diòxid de carboni derivades d'activitats humanes com la crema de carbó, la indústria del gas i el petroli, els transports i les calefaccions domèstiques. A mesura que augmenten globalment les temperatures, s'aprecien canvis en el clima terrestre, com una acceleració en el desglaç de les glaceres, un augment en el nivell dels mar, o una major freqüència de fenòmens meteorològics extrems. </div>
<div style="text-align: center;">
<img alt="http://www.esa.int/var/esa/storage/images/esa_multimedia/images/2017/10/snow-free_conditions/17226820-5-eng-GB/Snow-free_conditions_medium.gif" height="233" id="docs-internal-guid-e6f503db-2255-1697-f571-16b2021ed698" src="https://lh5.googleusercontent.com/sZ3pp1B86k0mAuo6NiIqFlGb2HMc3uMrIbnaIQqPsKfzixeu4BufbrbhfojUjPr8YY0TAOkZ2HDe1yGpD3QCC32QX8nbgUwe04nlYBteJOBfIZF0EJqj97X-WSH4fLUwwoHH1e5ucbEm-8WyvA" style="border: medium none; transform: rotate(0rad);" width="233" /></div>
<div style="text-align: justify;">
Per predir amb exactitud l'augment del diòxid de carboni a l'atmosfera, els científics han de considerar tant les fonts de les emissions com l'absorció del diòxid de carboni en terra ferma i en els oceans. Els boscos boreals són ben coneguts per constituir un important embornal de carboni, però la quantitat de carboni que aquests boscos de les latituds altes del planeta poden absorbir depèn de la quantitat de neu que els cobreix. </div>
<div style="text-align: justify;">
<br />
<b>Recuperació primaveral entre 1979 i 2015 </b><br />
<br />
Per contribuir a quantificar els canvis en l'absorció del carboni, el projecte GlobSnow de l'ESA va emprar dades satelitales per generar mapes diaris de la cobertura de neu a tot l'hemisferi nord entre 1979 i 2015. Un equip de científics especialitzats en clima i detecció remota (teledetecció), liderats per l'Institut Meteorològic Finlandès, va analitzar recentment la informació i va descobrir que el començament del creixement vegetal a la primavera s'ha avançat una mitjana de vuit dies al llarg dels últims 36 anys. </div>
<div style="text-align: justify;">
<div style="text-align: center;">
<img alt="http://www.esa.int/var/esa/storage/images/esa_multimedia/images/2017/10/spring_recovery_1979_2015/17226748-1-eng-GB/Spring_recovery_1979_2015_medium.jpg" height="215" id="docs-internal-guid-e6f503db-2255-80f4-20ed-7e25ec9b6a2b" src="https://lh4.googleusercontent.com/A7i5OW5j2BesupeexsVrwZCzh3HdYsBAZgjzj8cPhcXcZSx4dUp6yhJDl_Q--at39ppQipvHPPThyjGSlg2dIDvaTDt1_wVAHMmDcUxeqZVmg4wTF81RHw3iNmbFYyoMiLF3USddzKxx-EwrIw" style="border: medium none; transform: rotate(0rad);" width="257" /></div>
En combinar aquesta informació amb observacions terrestres de l'intercanvi de diòxid de carboni entre els ecosistemes i l'atmosfera en boscos de Finlàndia, Suècia, Rússia i el Canadà, l'equip va descobrir que el començament anticipat del creixement primaveral ha incrementat l'absorció de diòxid de carboni de l'atmosfera un 3,7% per dècada. Així, frena l'augment del CO2 de l'atmosfera, el que contribueix a mitigar el seu ràpid increment per les emissions d'origen humà. <br />
Els científics també van descobrir que el desfasament en la recuperació primaveral és molt més gran en els boscos d'Euràsia, de manera que el seu augment en l'absorció de carboni duplica al dels boscos nord-americans. <br />
<div style="text-align: center;">
<img alt="http://www.esa.int/var/esa/storage/images/esa_multimedia/images/2017/10/snow-covered_boreal_forest/17226785-1-eng-GB/Snow-covered_boreal_forest_small.jpg" height="200" id="docs-internal-guid-e6f503db-2254-1a9c-b536-5e7f49eaeb26" src="https://lh4.googleusercontent.com/QPI_TXO3tFsbtelc_vCIdL7UBPvxMbJ-0MpWOzn6uCDADzEnbDnCtKKAlgEGL3UFEXsJRxGyA8gtEwOGPOcA4ux6rLydwMcedJ1SGuLOa_YB4qQgI-y6EmVCWzNe70pd5da7ljwbXx_Qx1gmTg" style="border: medium none; transform: rotate(0rad);" width="149" /></div>
</div>
<div style="text-align: justify;">
<div style="text-align: center;">
Bosc boreal cobert de neu </div>
<div style="text-align: center;">
<br /></div>
"Les dades satel·litals han tingut un paper essencial a l'hora de proporcionar informació sobre la variabilitat del cicle de carboni", assenyala el professor Jouni Pulliainen, que va dirigir l'equip d'investigadors de l'Institut Meteorològic Finlandès. <br />
"En combinar informació satel·lital i terrestre, hem pogut convertir les observacions sobre la fusió de la neu, a informació d'ordre superior sobre l'activitat fotosintètica primaveral i l'absorció de carboni". <br />
Aquests nous resultats s'empraran per millorar els models climàtics i la precisió de les prediccions sobre l'escalfament global. <br />
L'any que ve, l'ESA (Agènca Espacial Europea) té previst perfeccionar el registre basat en dades satel·litals de la cobertura de la neu global, amb el projecte “Snow_cci”, de la Iniciativa sobre el Canvi Climàtic de l'Agència. </div>
<div style="text-align: justify;">
<br />
<b>Informació original</b><br />
<b>Related links</b><br />
@esa_es <br />
<a href="http://twitter.com/#!/esa_es" target="_blank"> http://twitter.com/#!/esa_es</a><br />
<br />
Early snowmelt significantly enhances boreal Springtime carbó uptake <br />
<a href="http://www.pnas.org/content/114/42/11081.short">http://www.pnas.org/content/114/42/11081.short</a><br />
<br />
GlobSnow <br />
<a href="http://www.globsnow.info/">http://www.globsnow.info/</a><br />
<br />
Finnish Meteorological Institute<br />
<a href="http://en.ilmatieteenlaitos.fi/">http://en.ilmatieteenlaitos.fi/</a><br />
<br />
AQUESTA s Climate Change Initiative (CCI) <br />
<a href="http://cci.esa.int/" target="_blank">http://cci.esa.int/ </a><br />
<br />
Copyright 2000 - 2017 © European Space Agency. All rights reserved.<br />
<a href="http://www.esa.int/esl/ESA_in_your_country/Spain/La_nieve_fundida_contribuye_a_la_absorcion_de_dioxido_de_carbono">http://www.esa.int/esl/ESA_in_your_country/Spain/La_nieve_fundida_contribuye_a_la_absorcion_de_dioxido_de_carbono</a><br />
<br /></div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-78849347918767745532017-10-20T11:49:00.002+02:002017-11-29T14:07:55.319+01:00L’INCERT ORIGEN DEL TOPÒNIM LES PILES<!--[if gte mso 9]><xml>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En moltes ocasions m’han
preguntat, com a espilenc que sóc, d’on ve o pot venir el nom de LES PILES i jo
els he hagut de respondre que la cosa no estava gaire clara, que potser venia
d’unes piles de pedres que hi havia, o d’unes piques d’aigua…o de…ves a saber
què. En definitiva, em fa tot l’efecte que els interlocutors no marxaven gaire
convençuts de les meves explicacions.. En aquest escrit hem aplegat fins a vuit
propostes diferents sobre l’origen del nostre topònim, esperem que us serveixin
per aclarir una mica més aquest tema.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Degut principalment a la polisèmia del nom,
els filòlegs s’han decantat per diverses opcions, la qual cosa no ha ajudat
gaire a aclarir la procedència del nom. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Entrem doncs en matèria.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Les Piles és el plural de Pila, i
aquest nom té diversos significats, els tres més probables que podríem escollir
com per ser l’origen del nostre topònim, serien el de pila, que significa
pilar, pilastra o columna. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">L’altra accepció de Pila, fa
referència a una pica gran i profunda de pedra o d’un altre material de forma
còncava usada per a contenir aigua per rentar, abeurar els animals, etc. Fem
esment aquí que a cada temple parroquial, hi ha la pica o pila baptismal, on
s’administra el sagrament del baptisme. A l’Edat Mitjana en un primer moment el
baptisme era per submersió, i aleshores la pila havia de ser prou gran com
perquè s’hi pogués banyar un adult.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Pila, també vol dir apilament de
coses ordenadament i en vertical, o dit d’una altra manera, munt de coses
ordenades en capes superposades. (aquesta definició podria referir-se a una
pila de pedres amuntegades, o a ruïnes d’alguna antiga construcció que
conservés algunes parets en peu; al cap i a la fi un mur és això, un munt de
pedres ordenades i superposades en vertical).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">La majoria de filòlegs s’han
decidit per alguna d’aquestes tres accepcions, però d’això ja en parlarem una
mica més endavant.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">El primer cop que es fa al·lusió
a les Piles documentalment parlant, és a la Carta de Població de Conesa de
l’any 1043, on en un llindar del terme conesí figura l’afrontació de “ipsas
Pilas”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Molt aviat trobem el<span style="mso-spacerun: yes;"> </span>topònim escrit de diverses formes: de Pilis,
Piles, Peles, Spillis (1), (gardiam de ) Piles, Cespiles, Ses Piles, Cespilis,
Sespiles, Zespiles, Les Piles. Així mateix, el primer cognom del lloc (o dels
primers), fou Piles, escrit de diverses formes.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Tornem ara a reprendre el fil
sobre l’origen etimològic de les Piles, lamentant-nos de seguida de l’oblit que
alguns grans filòlegs catalans van fer del nostre topònim. Es tracta dels
creadors del Diccionari català-valencià-balear, d’A. M. Alcover i F. de B.
Moll, i de Joan Coromines autor del Diccionari Etimològic i Complementari de la
Llengua Catalana i de l’Onomàsticon Cataloniae. A aquests senyors<span style="mso-spacerun: yes;"> </span>els va passar per alt el nom del nostre
poble, i no van relacionar els diferents significats de pila amb les Piles. A
més, Coromines diu que pila, referint-se a pila=pilar i pila=pica d’aigua,
començà a usar-se al segle XV, quan ja hem vist més amunt, que les Piles té un
origen molt més antic.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">D’ON VE EL NOM DE LES PILES ?</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">A partir d’ara desgranarem les
diverses hipòtesis sobre l’origen etimològic de les Piles, i les numerarem de
forma arbitrària.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">1-Potser la opinió més generalitzada
d’alguns investigadors, és que les Piles estava situada en un lloc fronterer, i
que marcava uns límits territorials mitjançant unes piles o fites de pedra que
es podien veure des de lluny. Amb el temps, però aquestes piles foren destruïdes
i/o aprofitades en alguna nova edificació. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Però què és el que marcaven
aquestes fites!.(2). Des que l’home del Neolític s’assentà en el territori,
començà a senyalitzar el seu entorn. Marcà els llocs<span style="mso-spacerun: yes;"> </span>sagrat o d’enterrament amb fites, menhirs<span style="mso-spacerun: yes;"> </span>o esteles<span style="mso-spacerun: yes;">
</span>funeràries, i escollia precisament el límit amb la tribu veïna per
fer-ho, doncs així els esperits dels difunts protegirien l’indret.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Mitjançant aquestes piles, fites
(3), o menhirs que es situaven en llocs enlairats on es poguessin fitar (veure)
des de la llunyania, es limitaven els llocs on la tribu tenia dret a caçar,
pasturar, aprofitar la llenya o recollir els fruits silvestres. Dins d’aquest
terme senyalitzat es conreaven els camps de cereals i llegums, i a la vora del
riu s’hi feien les hortalisses. Aquests mollons, doncs marcaven els drets, i
la<span style="mso-spacerun: yes;"> </span>propietat tribal.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Una altra manera de termenar un
territori, era<span style="mso-spacerun: yes;"> </span>mitjançant els antics
camins o carrerades, que també eren fitades, col·locant de tant en tant unes
pedres altes a banda i banda del camí. (cal esmentar aquí, que els termes o
parròquies de les Piles i Biure eren limitats en la seva major part per l’antic
camí ral o carrerada).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Altre formes de dividir un terme,
era fixant els límits a les serres o carenes de les muntanyes, d’aquesta manera
manava “l’antigó” o aiguavessant. A vegades la partió era reforçada per un
marge de pedra que resseguia el carener.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">I encara cal que parlem dels
rius, rases i barrancs com a punts de frontera o terme. ( com a exemple, posarem
la Rasa del Terme, que divideix el terme de Guimons del de les Piles).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">2-En temps dels romans, els camins
que ja existien en època ibera, s’arranjaren i s’hi col·locaren els mil·liaris
que eren unes columnes que podien ser cilíndriques, ovals o paral·lelepípedes
que es posaven a les vores de les calçades romanes cada mil “passus” (pas doble
romà), que representaven 1480 metres. Generalment eren de granit i podien tenir
una alçada d’entre 2 i 4 metres i un diàmetre de 50 a 80 cm. El mil·liari es
situava al damunt d’una base cúbica o quadrada. I ara em pregunto, no podria
ser que pel camí ral que passava per les Piles, desprès de diversos segles,
encara es conservessin els mil·liaris de l’època romana?. Si fos així, potser
aquests pilars haguessin pogut donar nom al nostre poble?. Qui ho sap?.
Basant-nos en aquesta mateixa teoria, podria ser que Santa Coloma vingués de
columna, fent al·lusió a un mil·liari força alt que hi hauria en aquest lloc, i
que marcaria un encreuament de camins romans. (des de molt antic, a Santa
Coloma de Queralt hi confluïen diversos camins, que amb el temps esdevingueren
camins rals, com el de Montblanc, Igualada, Vilafranca del Penedès, Cervera i
Calaf; així mateix aquesta vila era punt de trobada o de pas de diversos camins
ramaders, que unien diferents indrets situats a la costa mediterrània amb
l’interior de Catalunya i de la Península Ibèrica).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">3-Una altra teoria: A la part més
alta del poble, on actualment hi ha el castell, el poble iber construí una
petita fortalesa emmurallada. Des d’aquesta talaia protegida es dominaria i
controlaria la zona i el camí que passava a la vora. Amb el pas del temps,
aquesta construcció s’abandonà o s’arrasà, quedant solament unes piles de pedra
que destacaven des de lluny. Aquestes antigues restes donarien nom a les Piles.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">4-Diuen que els romans construïren
un pont a la rasa de les Piles, però que una forta rovinada se l’emportà,
deixant solament els pilars que el sostenien. Aquests pilars van donar el nom
al poble.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEDrTy6bHi4exnAvVUN4yjVz7AJiWsGlkNeo9RrFwgZl1dTJQNYy_rPTJZ7mgJrsIDXMYJJfPaBCfQPcNZ2OIljGqnwx61pSYMT_TR7eFyWBef6Z7en1aS9reJESm7E7TzZ5071bzaiQBf/s1600/Les+Piles+-+pont+001-001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1497" data-original-width="1498" height="319" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEDrTy6bHi4exnAvVUN4yjVz7AJiWsGlkNeo9RrFwgZl1dTJQNYy_rPTJZ7mgJrsIDXMYJJfPaBCfQPcNZ2OIljGqnwx61pSYMT_TR7eFyWBef6Z7en1aS9reJESm7E7TzZ5071bzaiQBf/s320/Les+Piles+-+pont+001-001.jpg" width="320" /></a></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">5-Més propostes. Pels volts de
l’any 1000, la zona de les Piles estava afectada d’una intensa activitat
repobladora, doncs els boscos s’arrabassaven i es creaven nous camps de conreu.
Aquí i allà, prop de les Piles i del camí es veien multitud de piles de
formiguers i carboneres fumejants, que van servir per batejar les Piles.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Fins aquí ens hem basat amb la
pila = pilar, ara parlarem de la<span style="mso-spacerun: yes;"> </span>pila =
pica d’aigua.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">6-Hi ha qui diu que en temps
antics a les Piles hi hauria unes piques d’aigua que s’alimentaven de l’aigua
d’una font. Servirien per al consum d’aigua de boca i per abeurar els animals.
Algú també a comentat que aquestes piques podrien ser piscines, tot i que
sembla molt improbable i també força exagerat.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">7-També s’ha comentat que el nom
de les Piles vindria de “pilum”, o sigui pèl, i que potser tindria relació amb
alguna activitat de tractament i adob de les pells d’animals. (si em permeteu
la redundància, aquesta teoria sembla un pèl arriscada).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">8-I ja per acabar les hipòtesis
sobre l’origen de les Piles us direm que aquest nom és d’origen àrab, i que vol
dir “riu de pas”, perquè el nostre riu que és afluent del Gaià, feia de
frontera entre les terres cristianes i l’al-Andalus. Dit d’una altra manera,
pel nostre poble hi passava una franja imaginària que en deien la Marca
Hispànica.</span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">9-</span><span style="font-family: "arial" , "helvetica" , sans-serif;">LES PILES podria venir del verb ESPIAR, que segons el diccionari vol dir "observar cautelosament i d'amagat algú..."<br />En aquest cas compartiria l'origen etimològic amb ESPILLS al municipi de Tremp, al Pallars Jussà, situat a 1.077 metres d'alt.<br />ESPIELLS al municipi de Sant Sadurní d'Anoia, a l'Alt Penedès, amb una alçada de 205 metres.<br />ESPITLLES al municipi de Santa Margarida i els Monjos, també a l'Alt Penedès, a una alçada de 225 metres.<br />El
trobem nomenat amb diferents grafies: Espiells, Spinles, Spinlis,
Spinllis, Spinulis, Espitlles, Espilles, Espilias, Despitlles, Espill.<br />El
castell de LES PILES està situat a uns 676 metres d'alçada, i al primer
quart del segle XX, era més alt, doncs aleshores van escapçar la torre
per fer l'aiguavessant de la teulada. En definitiva doncs, tots aquests
castells estaven situats en llocs fronterers i s'utilitzaven per ESPIAR i
controlar l'enemic. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: right;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Josep Ballabriga Clarasó</span></div>
<div class="MsoNormal" style="text-align: right;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://desdelespiles.blogspot.com.es/">http://desdelespiles.blogspot.com.es/</a></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<br />
<div style="text-align: justify;">
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(1) Aquesta grafia Spills,
Spillis, Spiles, Despills, sovint fa referència als castells dels pobles
d’Espills i/o d’Espiells. Així trobem Espills, Despills, Spilles, Spiles,
Spillis que alguns historiadors han confós amb el nostre topònim.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(2) Mossèn Joan Segura i Valls
explica que “en temps antics tindria unes piles de pedres que devien servir com
a fites, sigui per separar un terme veí, sigui per marcar els límits de la
Hispània mora”.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Les Piles entre l’any 1000 i
1050,devia ser el límit territorial del comtat d’Osona pel sud-oest. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">I si reculem molt més en el temps
i ens situem abans de l’arribada dels romans, les Piles era una zona frontera
entre les tribus iberes dels ilergets i els cossetans. I ara caldria
preguntar-se si aquests límits estaven senyalitzats d’alguna forma.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">(3) Fita ve de l’antic adjectiu
“fit”, que vol dir clavat, fix. Per plantar una fita antigament feien un ritual
especial que consistia en sacrificar un infant, o un jove, noi o noia, per tal
de sacralitzar el lloc. La víctima primer era immolada damunt la pedra a manera
d’ara i desprès era dipositada en els fons del clot i tot seguit, al damunt
s’hi fixava la pedra o terme. Se suposava que l’esperit del difunt habitaria la
pedra i protegiria l’entorn, fecundaria els camps i faria fèrtils les dones. És
per això que a un nen menut se li deia fitó. La fita en qüestió era encarada en
una determinada direcció i al seu voltant s’hi posaven les filloles que la
fixaven; dues d’aquestes pedres eren planes, i es posaven una a cada costat,
n’hi deien els testimonis. Aquests testimonis representaven els testicles de la
fita que possiblement representava un fal·lus. (Caldria recordar aquí que les
paraules testimoni, testificar i altres<span style="mso-spacerun: yes;">
</span>derivats, venen de testicle. Els romans quan juraven s’agafaven els
testicles amb la mà dreta i juraven “pels testicles”.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Una manera molt fàcil de
senyalitzar un territori era escollint un gran arbre com a punt de referència
que estès situat en el lloc adequat, generalment s’escollia un punt elevat que
fes d’aiguavessant o trencaaigües. Aquest arbre fiter faria de límit
territorial i seria intocable mentre visqués, i també ho seria un cop mort,
donat que continuava marcant el territori. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Fins ara ens hem imaginat que
alhora de plantar les fites-estela o les fites-territorials s’usava més que res
la pedra, i potser era així, doncs era un material que es podia conservar in
situ durant mil·lennis, sense sofrir gaires canvis. Però la fusta també fou
molt usada per termenar el territori, s’usaren grans estaques o pals segurament
de roure o alzina, fustes prou resistents com per aguantar molts anys les
inclemències del temps. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="line-height: 115%;">Nota:
En aquest escrit hem al.ludit en diverses ocasions a la Marca Hispànica, i ara
potser és el moment d’aprofundir una mica sobre aquest concepte històric: Marca
és un terme que ve del germànic i significà en un principi “frontera” o
“territori fronterer”. Delimitava el territori politico-militar de l’Imperi
Carolingi, i estava situat al sud dels Pirineus. Al sud d’aquesta zona
imprecisa començava el domini musulmà de l’Àndalus. Aquesta terra de ningú,
consistia en una franja molt irregular que tenia una longitud aproximada d’uns
dos-cents quilòmetres, i una amplada variable que anava dels cinquanta als cent
quilòmetres. Podriem descriure aquesta franja mòbil, com d’elàstica doncs tant
podia avançar cap al sud com recular cap el nord, a vegades s’estirava per una
banda i s’encongia per l’altra, doncs tot depenia de les circunstàncies
político-militars del moment. En vista de les característiques d’aquesta zona
canviant, no creiem de cap manera que aquesta “marca” estes senyalitzada. Es necessitaren
tres-cents cinquanta anys en conquerir el territori que va de Barcelona
(ocupada pels francs l’any 801) fins Ciurana, guanyada el 1153. A la zona de l’Alt Gaià alguns topònims ens parlaven d’aquesta marca o
frontera. Santa Coloma de Queralt s’havia dit Santa Coloma de Çamarca, perquè
estava als límits amb Espanya. “In finibus Hispanie”. A les Piles hi havia
hagut una guàrdia “gardiam de Piles” (un possible punt de vigilància i control
de l’avançament sarraí). També tenim dues Rocamores, la Rocamora d’Argençola i
la Rocamora de Sant Magí, que devien ser dos castells que afrontaven amb el
domini moro, o que estaven sota el seu poder. Hi ha dos castells amb el mateix
nom, que estaven situats tan sols uns 4 km de distància. Eren el lloc de
Turlanda, prop de Conesa i el poble de Segura vora Savallà del Comtat. Turlanda
antigament fou anomenada Segura “quod<span style="mso-spacerun: yes;"> </span>ab
antiquis temporibus vocabatur Segura”, però l’any 1178 se li canvià el nom. Aquest
topònim expressa seguretat, sigui perquè aquests llocs ja estaven fortificats
davant l’enemic, sigui perquè el perill sarraí ja havia passat. I ja per
acabar, a les afrontacions del castell de Turlanda, s’esmenta el puig de
Malaguait al terme de Biure...”ab oriente in termino de Benviure et in podio de
Malaguait, a meridie in termino de Cugul sicuti incipit a podio ipso de
Malaguait et descendit per ipsam serram recta linea usque ad portellam miianam
de Rocafort...” (Liber Feudorum Maior, I, pàg. 287). Al puig de Malaguait,
doncs hi devia haver una guaita per vigilar i controlar l’enemic; imaginem-nos
ara una gran quantitat de sarrains disposats a atacar el territori cristià,
això sí que era un “mal aguait”.</span></span></span> </div>
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<br /></div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com2tag:blogger.com,1999:blog-2855307119761886985.post-61668832299052147512017-08-27T12:03:00.001+02:002017-08-27T12:29:51.675+02:00Agricultura per a l’era espacial. Eficiència agrícola<div style="text-align: justify;">
Fa us dies l’Agència Espacial Europea (ESA) va publicar aquest article. Us el presento en català, amb la intenció de fer-vos arribar l’estat actual del desenvolupament tècnològic amb l’ajut de satèl.lits, en l’àmbit de l’agricultura.<br />
Eduard Garcia-Luengo<br />
<br />
<img alt="" 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Els humans vam començar a conrear la terra fa uns 10.000 anys, de manera que una mica d'experiència ja tenim. No obstant això, les qüestions mediambientals, la sostenibilitat, les quotes, les subvencions i la burocràcia dificulten més que mai la tasca. Els satèl•lits ofereixen una solució a molts d'aquests problemes, però com pot l'agricultor mitjà aprofitar el seu potencial?.<br />
Satèl•lits com els de les missions “Sentinel” de Copernicus o “SMOS” de l'ESA, per exemple, així com el futur “Fluorescence Explorer” (FLEX), proporcionen nombrosa informació sobre les condicions de creixement i l'estat dels cultius que pot emprar-se per millorar l'eficiència agrícola.<br />
Però les dades satel•litales no són més que el punt de partida: perquè els agricultors realment puguin aprofitar-los, s'han de convertir en aplicacions fàcils d'utilitzar.<br />
Com explica Ger Nieuwpoort, director de l'Oficina Espacial dels Països Baixos (NSO): "L'observació de la Terra presenta un potencial d'explotació molt superior a l'aprofitament actual. Per exemple, hi ha un buit entre les organitzacions que desenvolupen satèl•lits extremadament sofisticats i les persones que reben les subvencions al camp". <br />
Resulta irònic que, en el món de l'agricultura, aquest buit entre les dades brutes i els possibles usuaris finals sigui una àrea 'sense explotar.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkWK20CiRb6kr2ZnqipTpPUe_FPbJFlfpjt1btV4oUtQmhcZa-1RsYJG6g_Z1sHHYTyU3jHnazx2FGAPPP5tdS35C4QkWfmiA-iTmst8dUQuMU6_lqwaQqioAW7-fR-wkropBd3uIYPaOo/s1600/e2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="318" data-original-width="567" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkWK20CiRb6kr2ZnqipTpPUe_FPbJFlfpjt1btV4oUtQmhcZa-1RsYJG6g_Z1sHHYTyU3jHnazx2FGAPPP5tdS35C4QkWfmiA-iTmst8dUQuMU6_lqwaQqioAW7-fR-wkropBd3uIYPaOo/s320/e2.jpg" width="320" /></a></div>
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<b><br />Humitat del sòl</b><br />
Malgrat la seva petita grandària, els Països Baixos és un dels principals exportadors mundials de productes agrícoles i alimentaris, i un país que adopta tècniques cada vegada més sofisticades perquè el negoci continuï sent eficient i sostenible.<br />
Un taller organitzat recentment per la NSO va atreure a representants de la comunitat agrícola, consultors, científics i empreses que converteixen dades en productes d'utilitat.<br />
Maurici Borgeaud, responsable del Departament de Ciència d'Observació de la Terra, Aplicacions i Clima de l'ESA, assenyala que aquest taller "va atreure a una gran varietat d'actors, el que evidencia que les dades d'observació de la Terra no només es fan servir per la ciència o per a desenvolupar aplicacions, sinó també en els mercats descendents comercials, de manera que el seu paper per a l'economia i les empreses és cada vegada més gran".<br />
Les missions “Sentinel” estan revolucionant la forma en què les dades satelitales s'utilitzen amb fins pràctics, com l'agricultura. Les seves observacions són precises i sistemàtiques, a més són gratuïtes i, encara més important, seguiran sent-ho en el futur. Comptar amb aquesta continuïtat és clau per als models de negoci, les inversions i la planificació de cara al futur.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhUMHWpLBovLVMqzeLuzUISeY5N7gsWKKQjkCET2GKQFj6gb2_VEeYn1eQ-u96IMX4QjdfIl9Iv_pVEcP4L6Qo7ig7Kd6mg8AVNemYURjDKP53F26bF0K-E2V3gxLRgbz15eZL_mdOMrbW/s1600/e3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="318" data-original-width="567" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhUMHWpLBovLVMqzeLuzUISeY5N7gsWKKQjkCET2GKQFj6gb2_VEeYn1eQ-u96IMX4QjdfIl9Iv_pVEcP4L6Qo7ig7Kd6mg8AVNemYURjDKP53F26bF0K-E2V3gxLRgbz15eZL_mdOMrbW/s320/e3.jpg" width="320" /></a></div>
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<b>Agricultura guiada</b><br />
Susanne Mecklenburg, de l'ESA, afegeix: "Els satèl•lits d'exploració de la Terra, com SMOS i FLEX, són importants perquè s'han construït específicament per a la ciència, demostrant que es poden desenvolupar noves tecnologies espacials amb fins més 'operacionals'".<br />
Vistes els evidents avantatges que l'observació de la Terra pot aportar a sectors com l'agricultura, cada vegada és més gran el nombre d'empreses de “valor afegit” que s'estan especialitzant en convertir les dades satelitales en productes comercials que els agricultors poden utilitzar.<br />
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Richard de Jeu, de l'empresa holandesa de valor afegit VanderSat, ho explica així: "Els mesuraments d'humitat del sòl com els que obtenim de “SMOS” són imprescindibles per avaluar la disponibilitat de l'aigua".<br />
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"Les empreses de valor afegit poden emprar aquests mesuraments per oferir assessorament als agricultors sobre irrigació, advertint-los de sequeres o escassetat d'aigua, i ajudant-los a millorar les seves prediccions de rendiment de les collites. La contínua provisió d'aquestes dades és essencial tant per a les empreses com per als agricultors".<br />
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<b>SMOS</b><br />
Tamme van der Wal, de l'empresa Aerovisión BV i coorganitzador del taller, afegeix que els satèl•lits "estan convertint-se en part d'un sistema de vigilància integrat del què poden beneficiar agricultors, bancs i administracions".<br />
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L'ESA també està duent a terme considerables esforços per garantir que les dades satel•litals s'explotin en tot el seu potencial mitjançant una sèrie de Plataformes d'Explotació Temàtica. L'objectiu és posar a l'abast dels no experts la informació, les eines i els recursos que necessiten i, una cosa fonamental, tot això a través d'un únic punt d'accés.<br />
Sens dubte, els satèl•lits són cada vegada més importants en la nostra vida diària. I gràcies a un sector creixent en el món de l'empresa i als esforços de les agències espacials i la UE, l'era espacial està aportant cada vegada més beneficis a una de les professions més antigues: l'agricultura.</div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-39470458944752566712017-06-09T11:13:00.001+02:002017-06-26T13:58:19.546+02:00L’ÚLTIM ENTERRAMENT COMTAL A SANTA COLOMA DE QUERALT<!--[if gte mso 9]><xml>
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<span lang="ES"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Era la nit del 6 al 7 d’octubre de 1803, quan
moria a la seva torre d’Alella, el comte de Santa Coloma de Queralt don Joan Baptista
de Queralt Descatllar Desbach i de Pinós (1), “después de haver rebut tots los
Sants Sagraments mana rebrer nostra Mare la Iglesia á tot Christiá posat en lo
ultim article de la vida”.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">El dia 10 del mateix mes i any, entre les 3 i
4 hores de la tarda fou portat el seu cadàver a la vila colomina, on fou rebut
per la Reverent Comunitat de Preveres junt amb la Comunitat de Religiosos del
Convent de la Mercè i altres Reverents individus, per a ser sepultat al seu
vas<span style="mso-spacerun: yes;"> </span>o sepultura<span style="mso-spacerun: yes;"> </span>que els comtes posseïen a Santa Maria de
Bell-lloc (2).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">La comunitat de preveres i els religiosos de
la Mercè, no van saber del </span><span lang="ES">decés del comte fins el dia 8 dels corrents cap el
tard. Se’ls va donar l’avís “per expres ab carta” que envià el Dt. Francisco
Prat que actuava com a notari i procurador del difunt.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES"><span style="mso-spacerun: yes;"></span>Participà
la notícia al pare comanador del convent de la Mercè i a la comunitat de
preveres a través del reverent que actuava com a bosser.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">De seguida que ambdues comunitats saberen de
la mort del comte feren que l’escolà toqués a morts, “y se feren tots los
señals, y tochs de campanas, com se estila en la mort de un Pbre. individuo de
la Rnt. Comt.”.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Mentrestant s’estava a l’aguait observant la
carretera de la Panadella (3) tot i esperant l’arribada del fèretre comtal. A
les 3 hores de la tarda del dia 10, arribà el cadàver fins “ devant de casa de
Borras contigua al torrent, y la ultima de aquella arrebal”.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Prèviament la comunitat de religiosos del
convent, amb creu alta s’encaminaren fins el pati de l’església, i allí
s’uniren <span style="mso-spacerun: yes;"> </span>amb la comunitat de preveres.
Tots junts i a través del carrer dels Marxants enfilaren a rebre el cadàver,
fins la casa de Borras, on hi havia posat “lo ataut sobre la caixa de morts”,
el qual estava il.il·luminat amb dotze atxes i divuit ciris de lliura tot de cera
blanca, allí se li cantà una absolta general “ab lo Psalm De profundis é
immediatament partint ab lo cadáver se canta altra abta. General devant lo St.
Hospital y al arribar al castell, y posat lo atahut ab sa caixa dins la
capella<span style="mso-spacerun: yes;"> </span>del castell se li cantaren las
tres abtas. Generals”…</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Després de deixar el comte a la capella del
castell, la comunitat de preveres se’n anà. Els religiosos de la Mercè abans de
marxar, es quedaren al cap de l’escala per cantar “aquells pios obsequis que
per raó de la germandat acostumant”. Abans d’acomiadar-se ambdues comunitats, el
prevere que exercia de bosser, donà al pare comanador de Bell-lloc, l’hora en
que s’havien de reunir al dia següent. I així fou, el dia 11 a les 8 hores del
matí, es tornaren a reunir les dues comunitats al pati de l’església, i des
d’allí s’encaminaren cap el castell passant pel carrer dels Marxants.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Un cop al castell, es cantaren tres absoltes
generals davant la capella. Seguidament es baixà el cadàver fins l’entrada, i
allí se li cantà “lo prescrit per lo ritual”, i desseguida se’n tornàren tots
plegats fins l’església parroquial seguint el mateix camí per on havien vingut.
El fèretre s’entrà a l’interior del temple parroquial, però tot el seguici que
acompanyava al difunt abans d’entrar al temple, li cantà solemnement “lo que
prescriu lo Ritual en los enterros, no obstant que la Lletania fou Rex eterna
Glorie”</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Després d’això, sortiren tots de l’església
per l’altre portal i s’encarrilaren pel carrer Major amunt , i sortiren pel
portal de Santa Coloma tot i cantant el Miserere i a la fi arribaren a
l’església del Convent; en entrar a l’església s’apagaren tots els ciris de les
ànimes, i es retornaren a la parroquial on quedaren allí guardats i ja no es
feren servir més.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Seguidament es cantà l’ofici de difunts, i
després<span style="mso-spacerun: yes;"> </span>la missa de l’enterrament. Els
següents dies dotze i tretze es cantaren les misses i oficis de la novena, capdany,
nocturnos i laudes…</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Durant tots aquests dies, les processons
anaven encapçalades<span style="mso-spacerun: yes;"> </span>pels dos reverents
pronotaris de “Herencias” seguides per tot l’acompanyament del dol. La
comunitat de preveres en totes les funcions tenia preeminència respecte a la
comunitat de religiosos del convent mercedari, fins que el cadàver era lliurat
i entrat a Bell-lloc , aleshores agafaven les regnes els mercedaris, que eren
els qui celebraven tots els actes fúnebres.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Un cop descrit tot el cerimonial que es portà
a terme els dies 10, 11 i 12, el prevere que fa la inscripció al llibre d’òbits
ens assabenta de les despeses de l’enterrament, i ens enumera a tots els
preveres i religiosos que assistiren als diferents actes funeraris i els
honoraris que cobraren cadascun d’ells.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">La gran majoria cobraren 3 lliures i 4 sous.
Pot ser que us interessi el nombre i el nom dels assistents a les diferents
funcions fúnebres. Veiem-los:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Comunitat de preveres: Joseph Bofurull, Francesc
Febrer, Ramon Sol (aquest no cobrà), Ramon Gassó, que exercia de bosser, Joseph
Serra, Joan Breu, Antoni Miquel, Anton Marimon, Anton Arnavat, Esteva Comella,
Magi Serra, Joseph Esplugues, Magi Novella, escolà, el rector d’Aguiló, el
rector de Bellprat i el rector de Montergull.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Religiosos o frares de la Mercè: Ramon Miquel
Monjó, Joseph Foraster, Joan Pelos (prevere francès), Pau Viladomí, comanador,
Joan Roca, Pau Berangeli (o Barangari), Pere Armengol Sebastiá, Anton Costa,
Francisco Moix, Francisco Geli, Bonaventura Tarrida, Francisco Domenech, Jaume
Serra, Hipolit Fonseca, Francisco Elifant i Soler (aquest cobrà 1 lliura<span style="mso-spacerun: yes;"> </span>i 4 sous), l’escolà del Convent que també era
prevere, cobrà 4 lliures i 4 sous.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">La Confraria de sant Nicolau, el reverent Breu
era el<span style="mso-spacerun: yes;"> </span>prior, 4 sous, La Confraria de la
Santa Creu, el reverent Serra era el prior, 15 sous, la Confraria de santa
Anna, 4 sous.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Altres despeses: Dret de rector, 3 sous, els
coteros, 3 lliures i 4 sous, Dret de les coques, 15 sous, els ciris de les
ànimes, 12 sous, pels portants dels ciris i la caldereta, 1 lliura i 10 sous,
pels portants de les atxes, 1 lliura i 10 sous, l’encens, 3 sous, pel celari de
obiter o bosser 3 lliures i 10 sous, pel diaca i subdiaca del gremial, 4 sous,
i per l’obra de l’església, 11 lliures.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: right;">
<b><span lang="ES">Josep Ballabriga Clarasó</span></b><br />
<div class="MsoNormal" style="text-align: right;">
<b><span style="mso-spacerun: yes;">VISITEU EL SEU BLOC: <a href="http://desdelespiles.blogspot.com.es/" target="_blank">desdelespiles</a></span></b></div>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisUKuEAdL4N5vr10lLnM3OLMEVpn67IiOxgAcZO0H10ETFhJxd00l1QrmrNocXZc4WZs_Ri1HARg2-veTBJ_eCapHtG4t2Vcbp1tywAOtPur-ZE8IvgUJyvvL8SXz1LnbS2RPdtsh_Xe26/s1600/convent01.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="662" data-original-width="694" height="305" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisUKuEAdL4N5vr10lLnM3OLMEVpn67IiOxgAcZO0H10ETFhJxd00l1QrmrNocXZc4WZs_Ri1HARg2-veTBJ_eCapHtG4t2Vcbp1tywAOtPur-ZE8IvgUJyvvL8SXz1LnbS2RPdtsh_Xe26/s320/convent01.jpg" width="320" /></a></div>
<div style="text-align: center;">
<span style="font-size: x-small;"><b><span lang="ES"> </span></b><b><span style="font-family: "verdana";">Santa Maria de Bell-lloc<br />
D'una fotografia estereoscòpica de Josep Salvany (1923)</span></b></span></div>
</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">(1) Joan Baptista de Queralt i de Pinós, era
fill <span style="mso-spacerun: yes;"> </span>d’Ignasi Andreu de Queralt i
Descatllar<span style="mso-spacerun: yes;"> </span>i de Maria Josepa de Pinós i
Sureda. Havia nascut a Barcelona el 1758 i morí a Alella el 1803 amb només 45
anys. L’any 1786 succeïnt el seu pare heretà el títol de comte de Santa Coloma.
El 1793 se li reconegué la dignitat de “Grande de España” de primera classe. Es
casà el 1774 a Madrid amb Maria Luisa de Silva i González de Castejón. <span style="mso-spacerun: yes;">
</span>Fou regidor degà de l’Ajuntament de Barcelona de 1789 a 1797.<span style="mso-spacerun: yes;"> </span>El seu hereu fou Joan III de Queralt i de Silva Descatllar, nascut el
1803.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">(2) Als llibres d’òbits colomins trobem citat
el santuari de Bell-lloc de diferents formes. A vegades l’anomenen Santa Maria
o el Convent, o Santa Maria de Bell-lloc, o el Convent de la Mercè, o de Nostra
Senyora de la Mercè, i en ocasions encara parlen del Monestir de Nostra Senyora
de Bell-lloc.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">(3) En aquesta ocasió les dues comunitats, (la
dels preveres de la parroquial, i la dels religiosos de la Mercè), simplifiquen
el cerimonial que executaven quan un comte colomí moria als defores del comtat.
Quan un comte de Santa Coloma moria per exemple a Barcelona, i l’havien de
portar a enterrar a Bell-lloc, les dues comunitats l’anaven a rebre al límit
parroquial i/o comtal. Aquest límit es trobava als defores de la Vila, en dèien
la casa d’en Vilardell, vora Pedrafita, a on hi havia l’Hostal de la Banya,
antigament dit Hostal d’Aguiló (ostal de Guillo) que era a la vora del camí ral
i limitava amb el terme d’Aguiló.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">El ritual, doncs era el següent: Des de
l’església parroquial de Santa Coloma es sortia en processó que era
encapçalada<span style="mso-spacerun: yes;"> </span>per la creu de la confraria
de santa Anna (les creus es portaven alçades, “creu alta” en deien), en segon
lloc hi anava la creu del mercedaris, la tercera creu era la de la confraria de
la Santa Creu,i la seguia en últim lloc la creu de la confraria de sant
Nicolau. Mentrestant les campanes tocaven a morts. Quan s’arribava a la casa
d’en Vilardell, s’esperaven que arribés el difunt. Un cop arribat, se li cantaven
dues<span style="mso-spacerun: yes;"> </span>absoltes <span style="mso-spacerun: yes;"> </span>generals i retornaven tots cap a la Vila
conservant l’orde establert. Ja a Santa Coloma, la comitiva fúnebre entrava pel
portal de Cervera, però abans de creuar-lo s’aturaven devant la Font Major (les
Fonts de les Canelles), per cantar una <span style="mso-spacerun: yes;"> </span>absolta general.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Nota: ALGUNS APUNTS HISTÒRICS SOBRE SANTA
MARIA DE BELL-LLOC. Abans de d’acabar aquest article sobre l’enterrament de Joan Baptista de
Queralt, crec que pot ser d’interès fer unes breus pinzellades històriques
sobre el Convent de Santa Coloma. <span style="mso-spacerun: yes;"></span>Aquest santuari
està situat extramurs i a la banda meridional de la vila de Santa Coloma de
Queralt. La primera menció la trobem l’any 1221 en el testament d’Arnau de
Timor, quan aquest deixà a Santa Maria mil sous barcelonesos, i sembla ser que
en aquestes dates ja degué iniciar-se la construcció de l’església. <span style="mso-spacerun: yes;"></span>A partir de 1260 es té noticia de
l’existència d’una reduïda comunitat de donats i donades, que formaven una
comunitat mixta.<span style="mso-spacerun: yes;"> </span></span><br />
<br />
<span lang="ES">El 1307 l’església va passar als mercedaris gràcies a la intervenció de
Pere V de Queralt, aquests van aixecar unes dependències conventuals gòtiques.
L’any 1313 van sorgir unes desavinences amb els senyors de Santa Coloma, que
van obligar els religiosos a abandonar el santuari.Amb tot però, el 1335 hi
retornaren per quedar-s’hi definitivament fins l’exclaustració. El conjunt del
santuari estava integrat per l’església, el claustre (de dos piso) i les
dependències conventuals situats al costat de migdia, que el 1835 foren cremats
i destruïts. Aquest mateix any, el Convent fou clausurat de forma definitiva,
doncs també va patir diversos assalts que van provocar la mort de’alguns
mercedaris. L’església no va quedar tant afectada i a mitjan del segle XIX va
recuperar el culte. Les dependències<span style="mso-spacerun: yes;">
</span>conventuals foren enderrocades el 1870 a causa del seu abandó. DE PRIMER VA SER EL MONESTIR DE SANTES CREUS.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Els nobles Ponç, Berenguer i Sanxa de Queralt,
cap el 1171 elegiren sepultura a Santes Creus. A l’ala nord del claustre del monestir,
en el tercer arcosoli es conserva la tomba dels Queralt, construïda avançat el
segle XIII. DESPRÉS VA SER SANTA MARIA DE BELL-LLOC.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">A l’interior del santuari es troba el sepulcre
dels Queralt, encarregat per Dalmau I de Queralt , baró de Santa Coloma, que
fou construït entre 1348 i 1387. Hi és enterrat Per V de Queralt., l’altre
sepulcre que havia de contenir les despulles d’Alamanda de Rocabertí, en
realitat és un cenotafi, donat que no ha contingut mai el seu cos. Alamanda per
desavinences familiars, no va voler ser enterrada a Santa Coloma, i preferí la
catedral de Tarragona per al se repòs.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Els Queralt doncs , des de finals del segle
XIV es van enterrar a Bell-lloc, que va esdevenir des d’aleshores el seu panteó
familiar.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Després de la mort de Joan Baptista de
Queralt, encara s’enterraren dos Queralt més al santuari. Veiem-los:</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Eduardo de Queralt i Bucarelli, morí a
Barcelona el dia 8 de juny del 1829, i el dia 12 del mateix mes i any fou
enterrat al Convent. Tenia tres anys i sis mesos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Bernardino de Queralt i Bucarelli, morí a
Barcelona el 26 de juny del 1830, i el dia 29 del mateix mes i any fou sepultat
al Convent. Tenia sis anys i sis mesos.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Eren fills de Joan Baptista de Queralt i Pilar
Bucarelli, i per tant nets de Joan Baptista de Queralt i de Pinós.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Si voleu consultar les dades<span style="mso-spacerun: yes;"> </span>de l’enterrament d’en Joan Baptista de
Queralt i els seus nets ho podeu fer a través de l’Arxiu Històric Arxidiocesà
de Tarragona. <a href="http://www.ahat.cat/es/">www.ahat.cat/es/</a></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">Podeu consultar el “Llibre dels òbits de la
parroquial yglésia de Santa Coloma de Queralt” (1803 – 1826).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES">I el “Llibre dels òbits de la parroquial
yglésia de Santa Coloma de Queralt. Incipit annus 1827”.<span style="mso-spacerun: yes;"> </span>(1827 – 1851).</span></div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-336784804500157372017-03-23T22:06:00.000+01:002017-03-23T22:06:12.811+01:00Les Piles s’abastirà d’aigua del pantà de Rialb a través del Canal Segarra-Garrigues<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;">Les Piles s’abastirà d’aigua del pantà de Rialb a través del Canal
Segarra-Garrigues</b></div>
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<span style="font-size: 12.0pt; line-height: 150%;">El passat 2 de març de 2017
l’Ajuntament de Les Piles va signar l’acord d’adhesió al projecte de proveïment
d’aigua de boca procedent del pantà de Rialb a través del Canal
Segarra-Garrigues. Aquest projecte d’abastament comptarà amb més de 122
quilòmetres de nova xarxa per garantir aigua a uns 45.000 habitants d’una
trentena de municipis de 4 comarques (Segarra, Conca de Barberà, Anoia i
l’Urgell).</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">Les obres per a la construcció de la
infraestructura necessària que consisteix en construir fins a 122
quilòmetres de nova xarxa d’abastament, set estacions de bombament i tres
dipòsits, així com aprofitar completament la capacitat de la potabilitzadora de
Ratera, es preveu que comencin a finals de 2017 i durin uns tres anys amb un
pressupost d’uns 21 milions d’euros, aportat per les Diputacions de Tarragona
(2 milions), Lleida (2 milions) i Barcelona (1 milió), l’Agència Catalana de l’Aigua
(10 milions) i la resta (6,1 milions) aportats pels municipis beneficiaris que
els retornaran per mitjà de la tarifa durant 15 i 25 anys.</span></div>
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<span style="font-size: 12.0pt; line-height: 150%;">Tot i el petit increment de la tarifa
de l’aigua, aquest acord és molt important per Les Piles, Sant Gallard, Biure i
Guialmons perquè permetrà evitar l’abastament d’aigua a través de camions
cisternes durant l’estiu i millorarà la qualitat de l’aigua de boca a través
d’una planta potabilitzadora. Per tant el benefici serà doble, per una part
l’Ajuntament no haurà de contractar l’abastament d’aigua per mitjà de camions
ni fer restriccions de consum durant les èpoques de manca d’aigua, ni haurà de
fer una inversió important inicial per fer front al cost que suposa la millora
de la qualitat i la quantitat d’aigua d’ús de boca.</span></div>
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El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-70410116974829880552017-01-27T10:31:00.001+01:002017-01-27T10:43:28.916+01:00L’Ordre del Temple<!--[if gte mso 9]><xml>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><span style="font-size: 12.0pt;"><span style="font-family: "trebuchet ms" , sans-serif;">Benvolguts espilencs, avui us parlaré d’un dels temes que apareixen al nou llibre que estic escrivint: L’Ordre del Temple. <br />Ara mateix porto escrites unes 240 pàgines, dividides en 20 capítols. Al ritme que escric, calculo que l’hauré acabat al juny del 2017. Després l’hauré de rellegir, reescriure, relligar els capítols entre si, i corregir-lo per tenir-lo enllestit abans de finals de novembre, data límit per presentar-lo al premi Ramon Llull i veure si afortunadament, sona la flauta. </span></span></span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><span style="font-size: 12.0pt;"><span style="font-family: "trebuchet ms" , sans-serif;"><br />De moment el llibre es titula “El Pèndol de les Tres Corones” i tindrà un pròleg, 30 capítols i un epíleg que explicaran tres trames diferents que s’aniran solapant progressivament gràcies a l’existència del safrà de la Baixa Segarra i a un gat que es diu Pomeriggio i una gossa que es diu Bresca. La història transcorre del 1302 al 1307, data de la dissolució de l’Ordre del Temple. </span></span></span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><span style="font-size: 12.0pt;"><span style="font-family: "trebuchet ms" , sans-serif;"><br />Tres protagonistes desenvoluparan cadascuna de les trames: Guillem de Queralt i Anglesola ens explicarà la referent a l’Ordre del Temple, Arnau de Vilanova ens desvetllarà els secrets de l’alquímia, i el jove Joan, picapedrer de la Catedral de Barcelona, ens explicarà els secrets geomètrics de les catedrals. <br />Feta la presentació, anem al tema; l’Ordre del Temple. D’entre les nombrosíssimes ordres monacals, mendicants i militars de la cristiandat, l’ordre del Temple, era sens dubte, la més poderosa de totes amb diferència. El seu poder militar i econòmic era incomparable: tenia més de nou-mil comandes repartides per Europa, més de cinquanta mil cavallers i sergents, sense contar els serfs, escuders, artesans i camperols, més de cent vint fortaleses, una flota pròpia, i la propietat sobre els ports de Marsella i Cotlliure al mediterrani, i el port de la Rochelle a la costa atlàntica francesa, en aquell temps part del Ducat d’Aquitània, un feu del rei d’Anglaterra.</span></span></span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><span style="font-size: 12.0pt;"><span style="font-family: "trebuchet ms" , sans-serif;"><br />L’Ordre del Temple havia nascut el 1118 com a resposta a la conquesta de Terra Santa pels turcs. Fins al moment, Terra Santa havia estat sota el domini de Bagdad, molt més tolerant amb la presència cristiana que no pas els nous conqueridors. La presència d’aquells islamistes tan radicals contra els cristians, va ser l’excusa perfecte per intervenir sobre Orient (excusa encara en ús actualment) i adquirir definitivament la propietat sobre els sants llocs.</span></span></span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><span style="font-size: 12.0pt;"><span style="font-family: "trebuchet ms" , sans-serif;"><br />El 18 de novembre del 1095, el Papa Urbà II, conscient que l’oportunitat de conquerir Terra Santa era més que possible, va cridar a la Croada, i va prometre remissió de tots els pecats als que hi participessin. La paraules del Pontífex van ser divulgades per tots els regnes d’Occident, recitades de púlpit en púlpit per totes les esglésies de la cristiandat, agitant el ramat i animant-lo a la batalla. </span></span></span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><span style="font-size: 12.0pt;"><span style="font-family: "trebuchet ms" , sans-serif;"><br />El poble ras va acollir el projecte amb fanàtic entusiasme, i una multitud de persones, desenes de milers de camperols i artesans, van malvendre les seves pertinences per adquirir diners i armes amb les que concórrer a la croada, al crit unànime i entusiasta de “Déu ho vol”! Els Prínceps i reis d’Europa, veient el poble embogit, es van unir amb rapidesa a les paraules del sobirà universal, quedant convocada així la primera Croada. <br />Amb la conquesta de Terra Santa per part dels croats, van néixer els regnes llatins d’Orient, i va quedar restituït el tradicional camí seguit pels pelegrins i penitents, la ruta comercial tan rentable pels emporis mercantils europeus, i la possibilitat d’explorar entre els fonaments de la terra on havien nascut totes les religions.</span></span></span></div>
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</o:shapelayout></xml><![endif]--><span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Sota el pretext de guardar als pelegrins de les perilloses sendes del nou regne llatí, un cavaller francès anomenat Hug de Payns i el seu company Jofré de Saint-Omer, van fundar un ordre religiosa i militar per ordre del Papa, consagrada a la custòdia dels pelegrins. El dia de la seva fundació, la van batejar amb el nom de “Pobres Soldats de Crist” i en els seus inicis era tant pobre que Hug i Jofré havien de cavalcar junts en el mateix cavall.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Al cap de pocs mesos, Balduí II, el rei de Jerusalem i cosí d’Hug de Payns, els va fer donació la mesquita de Al-Aqsa, ubicada a l’interior del que havia estat el recinte del Temple de Salomó, convertint-se en la seu de l’ordre, i canviant-li el nom a Ordre del Temple. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">La llegenda és confusa i variada, però totes les versions apunten que en els soterranis del temple van trobar un tresor de valor incalculable. Alguns diuen que es tractava del Sant Greal, altres de l’Arca de l’Aliança, la Taula de Salomó... el cas és que, poc temps després d’ocupar el temple, el seu poder va anar en augment de forma imparable.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9scGFd9hs6KTza6swvYsprGdzKICvDeuVCLxF5zwdv0wt3iIqqskiFOdNX4OScRYtVw0swnnXO5uc7egLUDfEOzr8IhUn_ydSdfOxrdnTMGPEme8wGpvvBSJ10gx1jcl2398y9wCnb51b/s1600/002.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9scGFd9hs6KTza6swvYsprGdzKICvDeuVCLxF5zwdv0wt3iIqqskiFOdNX4OScRYtVw0swnnXO5uc7egLUDfEOzr8IhUn_ydSdfOxrdnTMGPEme8wGpvvBSJ10gx1jcl2398y9wCnb51b/s320/002.jpg" width="320" /></a></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Poc temps després, en un Concili celebrat a Troyes, el Papa va reconèixer l’Ordre oficialment, li va transferir poder, li va donar un blasó (la creu paté vermella), i va posar el projecte en marxa: es va concedir als béns dels templers la protecció perpètua de la Cadira Apostòlica, es va atorgar privilegis i gràcies a les persones que fessin donacions als templers, es va concedir a l’ordre la immunitat d'impostos i contribucions, i es va fer dependre de la Santa Seu totes les esglésies que l'ordre edifiqués. En aquestes condicions, el Temple va créixer de forma imparable, naixent el braç armat més ric i important de la història de l’Església de Roma. </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Després del concili, i dels ingents esforços de l’església per engreixar aquella naixent ordre, 300 cavallers de les més nobles famílies d'Occident, van emprendre el camí cap a Terra Santa per iniciar-se en la germandat.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">A partir d’aquest moment, l’ordre va aconseguir tanta fama i popularitat, que la majoria de la noblesa, volent formar part d’aquella elit de les més distingides famílies de la cristiandat, van començar a fer donacions de patrimoni, honor i privilegis de forma massiva per tal de poder ser-ne membres. Ser cavaller templer significava entrar en el selecte club de les nissagues més poderoses d’Europa. Prínceps, reis i emperadors formaven part de la germandat, i ser admès en el seu sí es va convertir en el desig més preuat de l’aristocràcia.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Amb l’excusa d’expulsar el perill del pròxim orient, durant dos-cents anys, les croades s’havien anat succeint una darrere l’altre, i l’ordre havia acumulat immensos recursos econòmics i humans, recursos que havia destinat a la seva autèntica missió. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Arribat el 1300 i després de nou croades, sorprenentment la cristiandat ja no conservava cap regne en peu a l’orient pròxim, amb la qual cosa, l’objectiu per la que suposadament va ser fundada l’Ordre del Temple, custodiar els pelegrins que anaven a Terra Santa, era impracticable. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Per administrar tant gegantina institució, el govern de l’ordre estava dividit i jerarquitzat. Al capdamunt de tots, hi havia el Gran Mestre de l’Ordre del Temple, per sota seu els Mestres de les Províncies, cadascun dels quals governava l’ordre en una de les 12 províncies; Romania, Gran Bretanya, Alemanya Superior, Alemanya Inferior, Normandia, França, Aquitània-Provença, Àustria-Bohèmia, Llombardia, Sicília-Pulla, Catalunya-Aragó i Portugal-Castella.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Cada província, estava dividida al seu torn, en Comandes. Al capdavant de cada Comanda hi havia un Preceptor, encarregat del govern i administració de la Comanda, que rebia ordres del Mestre de la Província, qui al seu torn rebia ordres del Gran Mestre de l’Ordre del Temple. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Dins l’estratègia de l’ordre del Temple per acomplir amb la seva missió, les Comandes eren fonamentals i molt poderoses. Perquè us en feu una idea, la Comanda templera més propera a les Piles era la de Barberà, a l’actual Barberà de la Conca. Doncs bé, la Comanda de Barberà, una de les més importants del Principat, dominava en feu el castell i el lloc de Barberà, Pira, Ollers, Montbrió de la Marca, l'Espluga de Francolí, Vallfogona de Riucorb, Albió, Montargull, i la Masó del Rourell.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">L’ordre es valia de les Comandes per controlar el patrimoni de prop, gestionar l’explotació agrícola dels feus, servir d’habitatge als membres de la germandat adscrits en diferents graus, i ser el centre de reclutament i instrucció dels iniciats. Però a més a més, mitjançant aquestes, s’establia una vigilància i instrucció fonamental sobre els gremis de construcció de cada territori i tenien també la missió d’aconseguir el capital necessari per alçar les flamants catedrals gòtiques. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Les nou mil comandes repartides per Europa, en ser tant properes les unes de les altres, i al ser habitades per monjos militars, oferien una seguretat tan inaudita en aquells temps, que permetien establir rutes de comerç molt estables. Des del naixement de l’ordre, molts comerciants, havien usat les rutes entre les comandes per assegurar l’èxit dels seus negocis. Un cop establertes i consolidades aquestes rutes comercials, les comandes van fer un pas més en la seva estratègia d’acumular capital: custodiar i assegurar els diners dels comerciants que passaven per allà. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Per evitar haver de transportar diners d’un lloc a l’altre, les Comandes, prèvia entrega del diner, creaven documents acreditatius per poder recollir-lo en qualsevol altra Comanda de l'ordre. Un document signat o segellat per l’ordre del Temple era garantia de cobrament tan segura, que un simple paper, sense ser un metall preciós, es va convertir en sinònim de diner (així van néixer els bitllets i les lletres de canvi). La gent usava els bitllets del Temple com a mitjà de pagament, i acudia a les comandes per cobrar o per enviar diners a algun altre lloc, convertint a l’Ordre del Temple en el més important banc del seu temps. Mitjançant aquest mètode, els templers es van especialitzar en concentrar i gestionar el diner que a ells arribava. La seva solvència va arribar a ser tal que la majoria de nobles europeus i la major part de monarquies feudals, van confiar en ells com a guardians de les seves riqueses. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Amb el temps, i amb tot el diner que circulava entre les seves possessions, es va crear un flux constant de moneda tan gran, que els va fer enormement rics, moment en el qual podien passar a la tercera fase; crear més diner del diner a través de la concessió de préstecs. Tothom qui necessitava diners, acudia a les comandes, i aquestes concedien els préstecs en funció del patrimoni de qui els demanava. Eren sens dubte, els majors prestamistes del seu temps. Molts prínceps i reis d’Europa havien finançat les seves corones a través dels préstecs del Temple, destacant per la seva quantitat, la corona francesa i l’anglesa.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">L’estratègia de l’Ordre del Temple era senzilla; qui controli el diner podrà comprar les nacions, i per construir el major Temple que s’hagi erigit mai sobre els homes era imprescindible tenir les nacions controlades. Només així es podria construir una xarxa de catedrals amb les mateixes característiques arquitectòniques que funcionaria de forma coordinada com un temple gegantí. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Tanmateix, per assolir tal objectiu, es requeria d’una quantitat ingent de diners, raó per la qual l’ordre del temple s’havia especialitzat en el negoci del préstec. Un cop les Comandes havien consolidat xarxes de comerç, i havien acumulat diner, l’estratègia havia estat el préstec per crear més diners dels diners. Les normes templeres establien que cada comanda havia de guardar un percentatge del que tingués prestat en reserves a la pròpia comanda. Per aqueta raó, les comandes eren reticents a concedir diners en metàl•lic, i preferien fer-ho estenent bitllets segellats. Una comanda que tingues 10.000 lliures en reserves, podia concedir fins a 100.000 lliures de préstecs en bitllets, la qual cosa significava que havia creat 90.000 lliures del no res, ja que en realitat aquella comanda només disposava de 10.000 lliures. Malgrat tot, passat el termini de devolució dels préstecs, la comanda disposaria de 100.000 lliures en moneda, que la facultaria a prestar 1.000.000 de lliures més, una jugada magistral.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Totes les comandes funcionaven de la mateixa manera, i quan es produïa una crisi econòmica, el temple mai perdia. Si les persones que els hi devien diners, no els tornaven, se’ls confiscaven els seus béns i propietats fins a un valor igual al deute. El temple sempre guanyava. Estic parlant de fa 700 anys, però sembla que res hagi canviat, eh.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">El sistema havia nascut per finançar les catedrals, però la febre dels diners i la corrupció generalitzada entre alguns preceptors, l’havien conduit fins a situacions altament perilloses, ja que alguns dels préstecs concedits eren tan exagerats que mai podrien ser tornats ni rescabalats. Tal era el cas del rei de França. Els diners que Felip IV de França devia al Temple eren tants que no els podria tornar ni en vuit generacions.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Pel moment, Felip havia anat pagant i re negociant, però a partir del moment en que es posés de manifest que no podria pagar, el sistema faria aigües per tot arreu.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">La història dels templers ha fet córrer rius de tinta. El misteri de la seva dissolució i el fet de no haver trobat mai el seu tresor, sent tan rics suposadament, ha contribuït a engrandir el misteri. A més a més, el fet que l’ordre tingués caràcter ocult i esotèric, han engreixat encara més la llegenda. </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilhBBW8lTLTkXM0r9MSKYqf0DFbWtTE-_PNE2s1tFgldEIwE-Sx3Kf-6ACGX1FMleVbq127XHoBYqmrHQ4UcjmjaPga8ZuOolWXwCuU-Vct6uq7J7nWGIDBXqYWtUePI48u8xnJjFlOFyS/s1600/003.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilhBBW8lTLTkXM0r9MSKYqf0DFbWtTE-_PNE2s1tFgldEIwE-Sx3Kf-6ACGX1FMleVbq127XHoBYqmrHQ4UcjmjaPga8ZuOolWXwCuU-Vct6uq7J7nWGIDBXqYWtUePI48u8xnJjFlOFyS/s320/003.jpg" width="320" /></a></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Un clar exemple del seu caracter tancat i ocult és el seu alfabet. Per encriptar els seus missatges i preservar els secrets de l’Ordre, els templers van crear un alfabet propi partint de la creu que tots els templers portaven penjada d'una cinta, la creu de vuit benaurances. Les lletres d'aquest alfabet sorgien de la geometria present en la creu. Cada combinació de linies i angles representava una lletra.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">A tall d’exemple, un missatge templer podria ser el següent: </span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLBL4LW8VkiNYjH3QwghZ7_1M8KeRhI_7YcDTE7aIaVEzsWJGpnLrza6baPbYdXRmojwUwVHggIEHOApfvFBQd44Wh0Aq2FgjWDl_xH4N621aUqOlW2Nh8VrcnbEq4uMHWxVkXeSErN-iJ/s1600/004.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="27" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLBL4LW8VkiNYjH3QwghZ7_1M8KeRhI_7YcDTE7aIaVEzsWJGpnLrza6baPbYdXRmojwUwVHggIEHOApfvFBQd44Wh0Aq2FgjWDl_xH4N621aUqOlW2Nh8VrcnbEq4uMHWxVkXeSErN-iJ/s640/004.jpg" width="640" /></a></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Un templer, només amb la creu de les vuit benaurances, i tenint en compte els preceptes templers, podia desxifrar el missatge sense més dificultat.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFv_I0MsNaCZd_4vHZW2BIosAs4HWpBjSitSDN_VxXQmkR6p6yD9S4SBWhDlyoXJcpYMkw1qAv99nyik1Skr9DL4HX3L4R7XhRjBdd5pnSlqy_yijFIY1kDEUAoqJkKs5f80WyguZcOkK5/s1600/005.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFv_I0MsNaCZd_4vHZW2BIosAs4HWpBjSitSDN_VxXQmkR6p6yD9S4SBWhDlyoXJcpYMkw1qAv99nyik1Skr9DL4HX3L4R7XhRjBdd5pnSlqy_yijFIY1kDEUAoqJkKs5f80WyguZcOkK5/s320/005.jpg" width="204" /></a></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Però anant més enllà, algunes teories afirmen que la creu de les vuit benaurances que sempre portaven els templers, servia també per determinar les proporcions exactes que havia de tenir una catedral, guardant els angles i prolongant les línies fins a igualar les dimensions del Temple de Salomó.</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Els recintes sagrats eren concebuts com rèpliques a escala del l’univers que havien de servir de seu terrenal a la divinitat. Un temple havia de ser una perfecta representació del cosmos ,i per tant, igual que succeeix en la naturalesa, la relació entre les diferents parts que conformen el recinte, i entre aquestes i el conjunt, havia de respondre a una sèrie de lleis molt concretes; la proporció àurea o divina proporció, aquella proesa inefable, fruit de la matemàtica i el simbolisme pur, que proveeix una infatigable voluntat de creixement infinita, exacta, pulcra, i capaç d'evocar sempre proporcions plenes de bellesa immaterial inesgotable.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Són infinites les teories entorn els templers, però el cert és que el seu extrem poder i el seu caràcter reservat van ser les causes de la seva fi.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Amb la pèrdua dels regnes llatins, suposadament la missió de l’ordre era impracticable, ja que no podia protegir els pelegrins que anaven a Terra Santa, doncs aquesta estava en mans dels mamelucs. A partir d’aquest moment l’església i els monarques europeus comencen a preguntar-se què s’ha de fer amb l’ordre del Temple. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Un dels projectes més ben rebuts va ser el projecte Rex Bellator de Ramon Llull. Llull va desenvolupar un projecte segons el qual, els efectius militars de l’ordre del temple passessin a formar part del patrimoni privatiu d’un rei cristià. Els principals candidats van esdevenir Jaume II de Catalunya i Aragó i Felip IV de França. Malgrat tot, Jacques de Molay, el Gran Mestre de l’Ordre del Temple, s’oposava frontalment a tal projecte, i Felip IV de França arrossegava un llarg conflicte amb el papat des de l’atemptat d’Anagni, on el conseller del rei Francés, Guillem de Nogaret, va segrestar al Papa. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Les teories sobre la fi dels templers són moltes, i cap de contrastada, però sota el meu humil punt de vista, qui més interessat estava en la seva dissolució era el rei de França, ja que els diners que devia a l’ordre eren absolutament desmesurats, tant grans que eren impagables. A més a més, hi havia el fet que jugava amb desavantatge enfront el rei català en el projecte lul•lià de Rex Bellator degut a l’atemptat d’Anagni.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Tot es resoldrà en un conclave per escollir el pròxim Papa. El conclave més llarg de la història (va durar un any), es va celebrar a Perugia, però va concloure,sorprenentment, coronant Papa a un bisbe francès amic de Felip IV. </span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">A partir d’aquí, el rei francès es va sentir autoritzat a anar contra els templers, ja que en cap cas el reprendrien des de la Santa Seu, traslladada ara a Avinyó sota la protecció del rei, deixant a Roma orfe i encetant el període de l’història de l’església conegut com “el segon captiveri de Babilònia” o “Papat d’Avinyó”!</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Així, Felip va enviar correus a tots els racons del seu regne amb ordres estrictes de no obrir-les fins el dia 13 d’Octubre de 1307. El dia assenyalat, mitjançant la missiva reial, es va procedir a detenir tots els templers de França, a requisar tots els seus bens, i a acusar-los de sacrilegi a la creu, heretgia, sodomia, adoració a ídols pagans, d'escopir sobre la creu, renegar de Crist a través de la pràctica de ritus herètics, d'adorar Baphomet i de tenir contacte homosexual, entre altres coses.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">El Gran Mestre va ser capturat i sotmès a tortura fins que, per salvar la vida, es va declarar culpable de totes les acusacions.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">La detenció dels templers sense l'autorització del pontífex, de qui depenia directament l'Orde, va provocar la protesta del Papa Climent V però Felip va presentr-li les confessions obtingudes sota tortura i va aconseguir que el Papa promulgués la bula "Pastoralis praeminen" que decretava la detenció dels templers a tots els territoris cristians i la supressió de l’Ordre.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Malgrat tot, el Papa va reservar per al seu propi arbitri la causa del Gran Mestre i dels tres primers dignataris. Ells havien confessat la seva culpabilitat i només quedava reconciliar-los amb l'Església una vegada que haguessin testificat el seu penediment amb la solemnitat acostumada. Set anys després de la seva detenció, el 18 de març de 1314, el Papa va decidir finalment resoldre el cas del Gran Mestre. Per donar-li més publicitat, davant la catedral de Nôtre-Dame va ser erigida una plataforma per a la lectura de la sentència, però en el moment suprem, el Gran Mestre va recuperar el seu coratge i va proclamar la innocència dels templers i la falsedat de les seves suposades confessions. En reparació d'aquest deplorable instant de debilitat, es va declarar disposat al sacrifici de la seva vida i va ser arrestat immediatament com a herètic i sentenciat a morir a la foguera.</span></div>
<div style="text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><br /></span>
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Davant de la mirada de Felip IV, Climent V, i Guillem de Nogaret, enmig de la plaça de Notre Dame de París, veient onejar les flors de lis (senyal heràldic de la monarquia francesa), les flames van acabar amb la vida de Jacques de Molay, l’últim Gran Mestre de l’Ordre del Temple.</span></div>
<div style="text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><br /></span>
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Diu la llegenda, que quan van encendre el foc, Jacques de Molay va dir el següent:</span></div>
<div style="text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><br /></span>
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><i>Déu sap qui s'equivoca i ha pecat, i la desgràcia s'abatrà aviat sobre aquells que ens han condemnat sense raó. Déu venjarà la nostra mort. Senyor, sapigueu que, en veritat, tots aquells que ens són contraris, per nosaltres patiran. "" Climent, i tu també Felip, traïdors a la paraula donada, us emplaço als dos davant del Tribunal de Déu! .. . A tu, Climent, abans de quaranta dies, i a tu, Felip, durant d'aquest any ...</i></span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><br /></span>
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Fos una maledicció o no, sigui llegenda o no, Climent V va morir el 20 d'abril de 1314, i Felip IV el dia 29 de novembre de 1314. </span></div>
<div style="text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><br /></span>
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Malgrat que totes les propietats dels templers van ser repartides entre l’Ordre de l’Hospital i els reis cristians, el fet és que mai van trobar cap tresor important. La pretesa riquesa de l’Ordre del Temple era una mentida, o els templers l’havien amagat molt bé. Alguns diuen que la van embarcar i es va perdre en els oceans, altres que encara reposa en algún racó enfonsat sota la terra, altres com jo, creiem que el tresor templer està a la vista i consisteix en les més de 200 catedrals gòtiques d’Europa.</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Finalment, aprofundint més en la llegenda i l’esoterisme, hi ha versions que afirmen que els templers que van poder escapar de la condemna, van fundar diverses societats secretes que perduren fins a l’actualitat. Una d’elles seria la branca paral•lela dels templers anomenada la Massenie du Sant Grial, de la que es derivaria la maçoneria. L’altre són els Fideli d’Amore, composta per escriptors, pintors i trobadors que van inundar Europa sencera amb el seu art aparentment banal per a les persona corrents, però amb missatges clars per a l'iniciat, disseminant un missatge intel•ligible només per aquells que ho sabessin entendre. Alguns dels escriptors serien Bocaccio, Petrarca i Dante Alighieri, qui hauria aconseguit tal fi a través de la Divina Comèdia:</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><br /></span>
<br />
<div style="text-align: right;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><b>Perquè menys es vegi el mal futur i passat,<br /> veig a Anagni entrar la flor de lis,<br /> i en el seu vicari quedar Crist empresonat.<br /><br />i el veig ser novament burlat;<br /> veig renovar el vinagre i la fel,<br /> i entre vius lladres ser assassinat.<br />Purgatori, Cant XX, 85-90. </b></span></div>
</div>
<div style="text-align: right;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><b> Dante Alighieri.</b></span></div>
<div style="text-align: justify;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><br /></span>
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Un altre passatge interessant de la Divina Comèdia on s’han fet comparacions es troba en el cant XXXII. Suposadament, Dante ens explica aquí les relacions de l’Església Catòlica amb Felip IV, i com aquest la pressiona per aconseguir la dissolució de l’Ordre del Temple. Per entendre el passatge, allà on Dante diu “mi” hem d’entendre l’Ordre del Temple. Quan parla de la puta, es refereix a la Santa Seu, inspirant-se en la meuca de l’apocalipsi, i quan parla del gegant es refereix a Felip IV:</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><br /></span>
<br />
<div style="text-align: right;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><b>Ferma, com castell sobre una muntanya,</b></span></div>
</div>
<div style="text-align: justify;">
<div style="text-align: right;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><b>asseguda una puta descarada va aparèixer,<br /> que girava els ulls entorn; <br /><br /> i com si estigués protegint-la,<br /> vaig veure un gegant al seu costat;<br /> amb el qui sovint es besava. <br /><br /> Mes, en tornar els ulls llicenciosos<br /> i errants cap a mi, el ferotge amant<br /> la va assotar de cap a peus.<br />Purgatori,CantXXXII, 148-156.</b></span></div>
<div style="text-align: right;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><b>Dante Alighieri</b></span></div>
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><br /></span>
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Finalment, per acabar i engrandir encara més els misteris templers, la llegenda diu que el 21 de gener de 1793, 479 anys després de la mort de Jacques de Molay, i en el mateix lloc on havia mort, just davant de Notre Dame, quan es va fer el silenci mentre el cap de Lluís XVI rodava pel terra just després de ser guillotinat, una veu d’entre l’anonimat, va cridar:</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">El Temple s’ha venjat!</span><br />
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;">Decapitat ja el rei i morta la monarquia francesa, un jove membre de la Guàrdia Nacional va agafar el cap ensagnat i el va mostrar al poble tot passejant-se pel cadafal. Instantàniament, es va sentir un rugit que proclamava «Visca la República!», mentre la majoria dels presents va començar a entonar «La Marsellesa».</span></div>
<div style="text-align: right;">
<span style="font-family: "trebuchet ms" , sans-serif; font-size: small;"><b>Magí Balcells i Balcells</b></span></div>
<div style="text-align: justify;">
<br />
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span>
</div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-4380894665313855122016-11-21T17:52:00.002+01:002017-01-11T14:44:51.462+01:00CA LA BRUIXA<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
Hi
havia una vegada una família d’un poble de l’Alt Gaià que tenia un fill de pocs
mesos, que no estava gaire fi. Els pares patien per ell i no es podien estar
de pensar en el seu primer fill mort, feia una mica més d’un any. Aquesta
vegada anirien a totes, farien servir tots els recursos perquè aquest nou nadó
no tan sols conservés la vida, sinó que la tingués llarga i pròspera.</div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
Sembla
ser que quan nasqué el seu primer fill, els pares prou van pregar a Déu i a la
Verge i<span style="mso-spacerun: yes;"> </span>qui sap si també a algun sant
d’especial devoció perquè el seu nadó recuperés la salut. Però els seus precs
no van ser escoltats. </div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
Ara
que havia arribat una nova vida a la seva família calia conservar-la. Potser tornarien
a pregar a l’Altíssim, per si de cas, però ara, a més a més, buscarien reforços
en una altra banda. Doncs sí, ara buscarien suport a la competència.</div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: center;">
A LA RECERCA D’UNA BRUIXA</div>
<div class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
Els
pares del nou nat, com ja hem apuntat, estaven decebuts i contrariats perquè
ningú havia fet cas de les seves demandes i, per això, es van posar a buscar i
a preguntar per aquí i per allà per alguna persona que pogués curar el seu
fill. A la fi van saber d’una dona tinguda per bruixa, que tenia fama de
guaridora. Van contactar amb ella i la van instal·lar a casa seva. Durant nou
dies conviuria amb la família del nen malalt i li donarien taula i llit i, a
més, també li pagarien, és clar, uns diners ja pactats. Sabem que aquesta dona
feia vida a l’esgolfa de la casa, on s’hostatjava, doncs la gent del poble la
veia pentinar-se a través d’una finestreta que donava al carrer. La canalla li
cantava: “Plou i fa sol, les bruixes es pentinen, plou i fa sol, les bruixes
porten dol”.</div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
Un
cop ja instal·lada la bruixa, el primer que va fer va ser determinar la causa
de la malaltia del nadó i per això va demanar una palangana amb aigua i un
setrill d’oli. Seguidament, va posar la palangana al sol i hi va tirar tres
gotes d’oli. Mentre feia aquesta operació, la bruixa va obligar a la criatura a
mirar fixament l’aigua i, de seguida, va recitar aquesta oració: “Si estàs
ullprès (1) del matí, Déu et curi i sant Martí; (2) si estàs ullprès de part de
migdia, Déu et curi i la Verge Maria; si estàs ullprès de part de vespre, Déu
et curi i Sant Silvestre”. Just acabada l’oració, l’oli de la palangana es dissolgué
en mil petites llunes bellugadisses que, en aturar-se, van formar la cara d’una
dona. Aleshores, van saber que la criatura havia estat embruixada o encortada
(3) per una dona. Tot seguit <span style="mso-spacerun: yes;"> </span>la
curandera va fer una pregunta inevitable adreçada a la mare del nen: -Quina és
la millor amiga que tens?- i ella li respon sense dubtar: -És la Cisqueta (4), la
veïna-. I la bruixa li diu: <span style="mso-spacerun: yes;"> </span>-doncs ja la
tenim, ella és la responsable del que li passa al teu fill!-</div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br /></div>
<div class="MsoNormal" style="text-align: center;">
LA
MALA VEÏNA </div>
<div class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
La
Cisqueta (la mala veïna), la que donava mal al nadó segons, la bruixa, aviat es
va assabentar de què se l’acusava. Un dia, pujant de l’hort, es va creuar amb
la Maria (la mare del nen malalt) i la Cisqueta la va saludar cordialment, com
sempre. Però la Maria, ni se la mirà, i ni tant sols li badà boca.</div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
En arribar
a casa seva, la Cisqueta, li diu al seu home: -No se pas què li passa a la Maria.
Me l’he trobada pujant de l’hort i ni m’ha mirat i no m’ha dit ni ase ni
bèstia. Calla, no fos cas que estigui picada perquè encara l’hi haig de tornar
la dotzena d’ous que em va deixar per posar a la lloca. Saps que, els hi vaig a
tornar-. Dit i fet, va a casa de la veïna, truca a la porta i entra dins la
casa, on es troba la Maria que baixava les escales amb el nen al coll. Només
veure-la, la veïna, de seguida tapa la cara de la criatura i s’hi gira
d’esquena. Hi li diu cridant: -Què hi vens a fer aquí! Ves-te’n, bruixa, més
que bruixa! Ara ja sé que em vols matar el nen!-. La Cisqueta va quedar
glaçada, no sabia què fer, no va poder ni tan sols dir ni una paraula. No sabia
si deixar els ous a terra o tirar-los- hi pel cap. De fet no sé què en va fer
dels ous, el que sí sé és que un cop va poder reaccionar va marxar pitant
d’aquella casa amb la ràbia al cos.Va arribar a casa seva enfurismada, no es podia creure el que li acabava
de passar. Ho va explicar al seu home amb la veu entre-tallada. -Vés aquesta mala
bèstia, acusar-me de bruixa! Diu que li vull mal al seu fill!. Què s’ha cregut,
me’n vaig a buscar un garrot i li donaré quatre garrotades ben donades!-. I es
va posar a l’aguait darrere la porta esperant veure-la. Però tant el seu marit com
el seu sogre, la van convèncer que ho deixés córrer, que mirés de treure-s’ho del
cap. I així ho va fer. La Maria va continuar sent la seva veïna, però mai més va
tornar a ser la seva amiga. </div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: center;">
COMENÇA
LA CURACIÓ DEL NADÓ<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGziZdTu0z8VCbtTtvYzVQfmc8ndaeKDZrGa8XY8ZqavXNwsISyNsq2wG6LkfsHsFcVa3ybnOs2ppGJB3Ggzz-wxIU_UXdn7hbEEnXYdsV9NWi9EaQbm13hWXkMLI1XksTuvF3k0zdbTnr/s1600/La+Bruixa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGziZdTu0z8VCbtTtvYzVQfmc8ndaeKDZrGa8XY8ZqavXNwsISyNsq2wG6LkfsHsFcVa3ybnOs2ppGJB3Ggzz-wxIU_UXdn7hbEEnXYdsV9NWi9EaQbm13hWXkMLI1XksTuvF3k0zdbTnr/s320/La+Bruixa.jpg" width="223" /></a></div>
<span style="font-size: x-small;"> Il·lustració de Joan Ballabriga Clarasó</span> </div>
<div class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
El
mateix dia que va arribar al poble la bruixa, ja va començar el procés curatiu
de l’infant ja que no es podia perdre més temps. Cada dia. i mentre va durar la
novena, calia fer un ritual determinat, que tot seguit explicarem: Al punt de
la mitja nit, la bruixa, acompanyada de la mare i el nen malalt, que portava al
coll (alguns dies, també s’hi afegien altres membres de la família), anaven als
defores del poble on hi havia un toll. La bruixa portava un paraigua (4)
desplegat i, quan arribava al toll, el plegava i feia unes creus dins l’aigua,
mentre recitava una oració (5) dita entre-dents, tot seguit tirava unes herbes
remeieres o màgiques dins l’aigua i hi tornava a fer més creus. Pot ser que
repetís l’oració unes quantes vegades, pot ser que fes més creus, no ho sé.
Desprès d’aquesta operació se’n tornaven tots cap a casa.<span style="mso-spacerun: yes;"> </span>Al cap dels nou dies, la bruixa va considerar que el nen estava curat i
fora de perill. El mal l’havien desencortat i llençat lluny. Tot estava en ordre.
<span lang="EN-US" style="mso-ansi-language: EN-US;">La bruixa havia complert l’objectiu<span style="mso-spacerun: yes;"> </span>que li havien proposat I, per tant, ja havia acabat
la feina, cobrà pels serveis prestats, agafà els seus trastets i se n’anà per
on havia vingut. </span>I ara potser em preguntareu: -Què se’n feu del nen? Va
donar resultat la teràpia de la bruixa?-. I jo us responc que sí, no sé si ja
estava escrit que aquest nen sobreviuria i tampoc sé si la bruixa hi va fer
res, però el que sí sé del cert és que aquest nen va viure i es va fer gran, es
va casar i va tenir descencència i també, com a tot mortal, un dia li va
arribar l’hora de la mort. Ah! Ja me’n oblidava. Després d’aquests fets, de la
casa on havien acollit la bruixa, els veïns la rebatejaren, com és lògic, amb
el nom de Ca la Bruixa.</div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPPYjSJ7ErhHZZQNJ4m4M1J6nwC3zZOp9JR0eWTUreA3linnWvfwnN8NQlbO7YG0vMJjRT0BKs1Jilu3zEzBUa4K2WaqJEcKeaVO4jx3QMQmtqZvHUg1wGc06nImQzcNHhLSshVwoSVuUc/s1600/bruixa+paraigua.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPPYjSJ7ErhHZZQNJ4m4M1J6nwC3zZOp9JR0eWTUreA3linnWvfwnN8NQlbO7YG0vMJjRT0BKs1Jilu3zEzBUa4K2WaqJEcKeaVO4jx3QMQmtqZvHUg1wGc06nImQzcNHhLSshVwoSVuUc/s320/bruixa+paraigua.jpg" width="280" /></a></div>
<span style="font-size: x-small;"> Il·lustració de Joan Ballabriga Clarasó</span><span style="mso-spacerun: yes;"> </span><br />
<div style="text-align: left;">
<span style="mso-spacerun: yes;"><br /></span></div>
<br />
<br />
<div class="MsoNormal" style="text-align: right;">
<b>Josep
Ballabriga Clarasó<span style="mso-spacerun: yes;"> </span></b></div>
<div class="MsoNormal" style="text-align: right;">
<b><span style="mso-spacerun: yes;">VISITEU EL SEU BLOC: <a href="http://desdelespiles.blogspot.com.es/" target="_blank">desdelespiles</a></span></b></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<br />
<br />
(1) Ullprendre
és embruixar o donar mal mitjançant el poder de la mirada. En català tenim una
altra paraula per designar aquest terme que és malmirar. Alguns catalans fan
servir un terme castellà que han catalanitzat, diuen “donar mal d’ull”, que és
una traducció de “echar mal de ojo”. Una terminologia<span style="mso-spacerun: yes;"> </span>doncs, poc recomanable.</div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
(2)
Conten de sant Martí, que dominava l’art d’encortar: Un dia un carro militar,
que anava corrent, va estar a punt d’envestir-lo, però ell amb el seu poder va
fer que el carro parés en sec i s’alcés per damunt seu. Martí va restar sa i
estalvi, però el soldats que anaven dins el carro el van estomacar de mala
manera, aleshores el sant els encortà els cavalls, de manera que aquests es van
quedar amb les potes clavades a terra i no hi havia manera de moure’ls. La
tropa va haver de demanar perdó al sant perquè aquest els desencortés.</div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
(3)
Fer un encortament és encantar i sotmetre a algú, persona o animal, mitjançant
la màgia o la bruixeria. L’encortat queda immobilitzat i, per tant, no es pot
moure ni actuar i, és clar, tampoc pot defensar-se, restant a la mercè de la
bruixa o del bruixot. En aquest estat tan fràgil, se li podia donar tot tipus
de mals, causar molt sofriment i, fins i tot, la mort. També se’n diu
encordament, lligadura, tallament, nuament, ennusament, embirbillament,
encordillament… Per tal que veieu com era el procediment per embirbillar un
infant, us passo un fragment del llibret de Joan Amades, que porta per títol
“El mal donat”:<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>“Mal parit i mal
nat,----de la Mare de Déu abandonat,<span style="mso-spacerun: yes;"> </span><br />
de Jesús despreciat,----de tots els sants oblidat,<br />
et quedis embirbillat,----ben lligat i ben travat<span style="mso-spacerun: yes;"> </span><br />
de pair i de respirar;----ben ofegat,<br />
tan fort i tan apretat,----com aquest nus que jo he lligat. </div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
Mentre
es diu l’oració s’han de fer set nusos a una beta i l’infant es trobarà tant
més embirbillat com més forts es facin els nusos. Es creu que pot augmentar-se
encara molt més el dany si a cada nus s’hi clava una agulla anomenada de les de
picar, les quals es creu que travessen el cor de la persona que hom pretén
danyar i que li causen una tortura terrible.” </div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
Potser
la paraula més popular per designar aquest encanteri és encortament, que segons
El Diccionari català-valencià-balear, d’Alcover-Moll, és una paraula d’origen
llatí “curtare”, que vol dir tallar, fer més curt, escurçar. Joan Coromines,
però, no hi està d’acord i formula una altra proposta, que sembla esgavellada.
Jo en aquest cas em poso de la banda d’Alcover-Moll i crec que en tinc un bon
motiu. L’extrec del “Malleus maleficarum”, el “Martell de les Bruixes”. Aquest
llibre va ser escrit pels frares dominics Heinrich Kramer i Jacob Sprenger.
S’edità a Alemanya l’any 1486. Se’n feren diverses edicions, es va difondre per
tot Europa i va tenir un gran impacte en els judicis contra les bruixes. Es va
convertir en el llibre de capçalera dels inquisidors, jutges, magistrats i
sacerdots, tant catòlics com protestants. En aquest llibre s’acusa a les
bruixes d’impedir l’acte generatriu, fent reduir o escurçar el penis a mides
insignificants i, fins i tot, a fer-lo desaparèixer… També diu que aquests
membres virils amputats, eren col·leccionats per les bruixes en gran nombre
(vint o trenta) i es veu que els guardaven en nius d’ocells o els tancaven en
caixes i allí es continuaven movent doncs tenien vida pròpia i els alimentaven
donant-los-hi civada o alguna altra cosa… Mentrestant els pobres mascles es
veieren convertits en eunucs de la nit al dia i no sabien on dar-la. Havien estat
ferits en la part més profunda del seu ésser… S’havien convertit en esguerros
de la natura. La cosa no podia quedar així i calia posar-hi remei… Però
deixem-ho aquí ja que ara no és el moment de parlar-ne. Si voleu ampliar una
mica més aquesta informació, us remeto a “El poder malèfic de les bruixes a
l’Edat Mitjana” a desdelespiles.blogspot.com</div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
(4)
Els noms de Cisqueta i Maria no són els reals, els he canviat perquè no se les
pugui identificar ja que tot aquest relat no és un conte, és una història real
que va passar farà uns cent anys.</div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
(4)
El paraigua és un estri relativament modern que procedeix dels para-sols
orientals. Va ser introduït a Europa el segle XVII. La simbologia oriental el
vincula amb les forces malèfiques i benèfiques de la natura. La nostra bruixa
el feia servir, com hem vist, de forma ben curiosa. És que potser l’usava per
aixoplugar-se dels esperits malèfics o és que només li servia com a complement
dins de la parafernàlia ritual? Amb tot, fer servir el paraigua fora de context
propiciava la malastrugança.</div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
(5)
Hi ha moltes oracions que guareixen el mal donat, una d’elles és aquesta:</div>
<div class="MsoNormal">
Mal donat, mal ignorat,<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>així quedis mort i escanyat;<span style="mso-spacerun: yes;"></span><span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>torna-te’n
a la casa d’on t’han portat;<span style="mso-spacerun: yes;"> </span></div>
<div class="MsoNormal">
<span style="mso-spacerun: yes;"> </span>rosega el cor del qui t’ha donat.</div>
<div class="MsoNormal">
Que tot això sia tan veritat </div>
<div class="MsoNormal">
com
Jesús en creu va ser clavat,</div>
<div class="MsoNormal">
i com les tres persones<span style="mso-spacerun: yes;"> </span> </div>
<div class="MsoNormal">
de
la Santíssima Trinitat.<br />
<br />
______NOTA:____<br />
<br />
<div style="text-align: justify;">
<b>LA MÀGIA DEL NÚMERO TRES. </b></div>
<div style="text-align: justify;">
Durant tot el procés de curació de
l'infant, el número 3 plana per totes bandes:</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
- Primer el trobem quan la
"bruixa" tira tres gotes d'oli al plat d'aigua. </div>
<div style="text-align: justify;">
- Després quan recita
l'oració, qué per ser efectiva ha de recitar 3 vegades.
Hi havia qui després encara resava 3 parenostres. I a més, a l'oració
també hi havia 3 personatges sants, que en aquest cas són sant Martí, la
Verge Maria i sant Silvestre. A vegades aquests personatges són
substituïts per les 3 "persones" de la Santíssima
Trinitat.</div>
<div style="text-align: justify;">
- L'altra oració que diu la dona, és quan són al toll d'aigua, i l'ha
de repetir 3 vegades. Aleshores hi afegim els 3 parenostres, i les 3
creus que fa a l'aigua amb el paraigua. I no m'estranyaria que les
herbes medicinals que tira al toll, també fossin de
3 plantes diferents.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Potser filariem massa prim si diguéssim que el paraigua, en aquest
cas, fa d'intermediari entre la bruixa-guaridora i el nen-malalt. Per
tant, ja tenim un altre 3.</div>
<div style="text-align: justify;">
I ja per acabar, cal que ens fixem en el número 9, múltiple de 3 (3
vegades 3), que són els 9 dies que dura la novena, o sigui el temps
necessari per curar el nadó.</div>
</div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com1tag:blogger.com,1999:blog-2855307119761886985.post-8378370734781236092016-10-19T12:12:00.001+02:002016-10-19T12:14:07.610+02:00“ELS VILARS, fortalesa Ibérica. Terra, aigua i poder en el món iber”<img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAjcAAADBCAIAAAC8HgbUAAAgAElEQVR4nHS9d3fa2Pq/PS/rxKaqgStdXQJ1bYGd8w6eAO4ljnuNnbgmce/GYGOwHSeTMpMyk5nzfTO/P7YEZM551rqWlwABtpPo4nPf9975ZZyKjpORcSo6TsXGqcQzmnpG0c9IaoyintL0CEXZkPQISY2Q1HCCGk4wwyQzTDFDJDOYoAcS9ECCGUjQgyQ9SFEDFN1HMX0k00vS+TiVi9G5OJ1LMPkEl0+w+QTTk2DyFJOnmB6a6qXJXjrRSyV6KKqHsu/PU2yO5HIknyeFHCXkaCFH8TmKz1N8jmJzNFMjT7N5ms3TXI7mcjSfo4UcLeZoMUuLOVrMM8k8I+YZIc/wOYbLM3ye5XMsn2P4PCPkGSHPijV6WLGHS/bAA1bo4YQ8K+Q5IQ8PWCHPiT2c2MuJvZzQywq9rNDHiZBeVujlhD6O7+OFPk7o54V+jh/g+AFeGOT5QY4b4thhnh3huVGBHeWZpzwzJtBjAv1MoMcFalygJgRqUqCmBGpGIGeExKwQnxPj82J8QYwviLEFMbYoRpeSkefJyHIyvJwKL6ciK6nIi1TkRSryUgqvSuE1Kbwmhdel0JoUWpdCG1LnhtSxIbVvSO0bUseG1LEhd2zKHVtyx5bU/kpue/0zb6S2baltW2rdllq2pZZtuXVHbt1WWneUtl2ldU9p2VNa9pXWfaVlz2FfaTmQgwdy8EAOHCqBQzV4qAYO1cCRFjjSiCOt8SB4pAWP1MCRShyr+IlKnGrEiYaf6tiZjp1r2LmOnevYhY5d6FjB4VLDLjXkUvNfav5L3V80/EUDKRloyUBKBnploGUTKZv+a9N/bfrhwZWJlEykZCJFEy0aaNHALg28YOAXBnFuEGc6fqrjpxp+ouEnKn6i4scqfqziRyp+pOKHEAU/ULAD2WZfRg9k7EAmDmRiXyb2ZWJPDuzJwT05uCv9xE4jcmBHDu5IwV0pYCMHduWWXbllVw7uOcCH9myIPSmwJ9vsy4F9KXAgBw7kwKEcOFICR0rgSCWOVOJYJY5V4kQlTm3wMxU/0yDEuYpfqHhBq4EVdOxSxy8N/NLACzp+oWEFDb2E6A72PUihhopcaMiFhpxr6Jn6P8FqnCr4sYwfydihhB5K6KGENYAeynUOJAf4G67dTKEHErpfB9uXsD0J3Uv9N0jteDeF7tr3IPs2DWdK6K6E7sEXlNE9yWZfxmocKNihgh0q2JGCHSvYsYIeK9iJgp0q2LmKnavYuYZf6ERBJy4NAv4OiwZ2acC/XWjRREsmVjLRkoldmfg1IK5AsARailZr0WorgtYiaCmCliJovTRbC2bLhRksmC0F0FIAwQIIXoLgpRUspoPFdLCYCRTTgZIVuLICV1agZAWKVqCYDlymA8U0UcoQpQxxlSGuM0Q5E7jpCla6AtVM4C5N3Fv4vYU/pPEHC3+w0LcW+pBGHtLIQ9r/zgZ5l/Y/WP4Hywe/vrN87yzvu7TnveV5b3neAfcDcD+Y7gfT82B63gHPA3A/AM8D8LwDngfL887yvrO8D5b3wfI8pD0Pac9by31vue+A+w54bi1v1fJVLX/FQioWcgPQa4BdAfwKYFcmVgJYCeAliyhZgZIVLFrBS9BSAC0XoPUctJ5YbUegfd/o2NU7trX2N1r7G639td7xSu/Y1Do3tY5NrfP9xdEvoww5QpMjFDVK0aMkM0qxoxQ7QjHDFDtMsUMkM0gyQyQzlGCHEuwwyQ4n2GGSG6b4IYobJNn+GNMXY/ribH+CHSCZAZLuJ6k+ku5NMPk4k43RT6JMNsZk43QuzuRibD7O5km2h2Z7aLaXZvpouo+he2g6R9NZms1SbJZisySXJfksJWQpMddAnhbyNJ9j+BzDZRkuy3A5hs8xfJbms7SQpZNZOpWlU1km9YROZZlUjpVybCrLJrOsmGXFLCfmOPsgy6YcJHhajk3lOCnHpXLwfi6V+x/AE5I5Jplnknk2medSeS6VZ5N5VuzhbHob6OOEfg5Kixvk+CGeH+K5YYEbEdhRgX0qsGMCMyYwzwTmmcCMC8wET0NjTfPUjEDOCuSsmJgTE/NifCEZX0zGF8XYYjIKWUpGnyejy8nISjLyImkby5FWaF3qXJc612rInety54bcuVnTldzxSu54VfdW62vJ5o3c+kZueS23vJFbtxWoq9YdpW1Had1RWnaVll1HVD8T3FeCB2rgQAscaMSBRhxogQMteKAFD9TAgUocKPiRQhyrgRMtcKwSJxp+Ci+vOn6m47arDBxS0LGCjhZ0BHKpI5c6UjQQW1cmcg2Qa+C/Br4y8N0A3zXwXQH/FUCuAFoCaMnEiiZWNLFLEysY+IWBnxv2G51qBOREI0404liDl378WMWPFPxIwY4UeIAfKtihgh8qxKFCHCqBAzlwIAX3Jcc0Uh1bRfZXouYbxzrBfTm4LwUOZOJQIQ5l4lAmDmTiUCaOIPA3ozRISHEMpOLnEI24aKCg47bOGyjWMLCSgZZ09MpArwysZOIlEy8aWFFHizpS1NGijpYMm6KBwnuKOnoJf+ea/Wu/0JFz7R+gjrrsS/mZip0o2LGMHsvIsYwcQScp6KGCHsnYkVLnUMYajXXYiIweNGLrCoFAme2nkL06dSHtJpG9FLInIXvSTyfs1kwmYbsOexK+J+F7ErYnwU8h6IGMHirYkYIeKeixip6oWP03r+HnOn6hEwXD5tLAL00MUgQQvAiIIgiWrJaS1VIEwaIVvLRpKVitBautANouQNsFaL0AbQXQVgCtF6BBV1bg0goUAHFpBIpGsGgEi2ZLEQSLIFC0bErpwFU6cJ3GyxnipitQyRDVDHGXJu4s4t7C31rYe4C8B/73wPfegnh/tTwO7veg+T1o+hU0fwDNH62mj+lHnzKPPmeaPmeaP2eaP6ebfgPNvwPX78D1u+X6YjV/sVxf0q6vadfXjOtLxv17xv17xvVbxvVbl+tzl+tTxvUx7fqQdn9Iuz9A1Vned5bvreW/TyO3FlpJ45U0fmMRZSt4ZQVL6WDRailYrRdW25nVdmq1n1odx1bHYbpz3+rYNTu2jY7Xescrrf2V3vlKD23poS09DHl/cfzLEE0NUtQgSQ+RzBDJDpG2mQZJdpBkBmshiaQHSWaIsh8aItlB6KQE1Zeg+kimj2T7SKafZPpIupek8wk6F6ezMeZJjHkSo5/EqCdx+kmMziaYHAmDFNNDM70028uweYbJ0UyWYp+QbJbksgk+S/JZUnBcJeRoIUcLeVrIM3yOFXKMkK0jZhnxCZ18AhVFp7IM1Ixkw0tZPpXlUlkuleVtnnDSE05+wkpPWCnLyTa8nOUl+yFezvJyVpCzArzfAb4mK+U4OcfJOV7O8XKWT+X4ZI5P5R16IFyql0v2smIvK/ZxYj+MWTw/wPODPD8s8KMCN8qzowL3FMJzT3l2jGee8cw4x0zw9CRPw4w1LZCzIjknJmbF+JzDvBifF2MLQnRRiC4KkSUxspSMLCcjK6nISir8IhV6mQq9SIVeSjarUmg11bnmsC51bkidm1LnhtSxKbVvSW02cvsruf2V1PZKanNSV2sDLW/k1m25dUdp2VFad5VW+HXPiVx7SnBPDe4rgX0lsK8G9tXAgQoPiAOFqFkKGuJUI05tV2HnGmonKgO7MJzrr4E2UjTQooE0Wqps+W8s/43lL1v+MkCuAXIF0CuAlUysZGIlA7MTlU5c6IELjTjXiFOVOFHxE5U4UW1RnWgEvOnoijhSiSMnZh0pxJFCHCmBIzlwKBEwWsGg8xNK4EAJHCqBQ6gihTi0n0gcK4ETJXCiECcKfqrWaTAQfq5hFxr2XzEIghYbDaRjJR0rQQ81AIV0ZWBXJlYy0SsTvTaQaxO5NpGr2qd+A4Wf/UsGdmXCM+EvCi0Z0FJOnNLRgo42WupCRy909ELHzjXsTEXPFJtTBT35mWMFPVaRYxU9UtAjFT1S0WMVtW8qyJH8vzmUkUMJOZCQRlcdSGjdUjVS6P7Piep/ge2kcMguRMJ3JXxPwvclfF/G92W8lqUOZexQthPViYKdqfiZSpyrxLlGwDhlJyqdKOjOpygDL5h4wcQvAVG0AqV0sJQJljLBYjpQtAJFELgEgUtgR4eCGbwwA3aWghjBBgKXRqCgBwta8FJtudRaikZL0WgpmS1XoOXKCl6DQBkEbiyiYuFVC7+18DsLu08jDxbyYCEPaeR92v/B8n5Mez6m3R/T7o9pz6e063PG5rdM82/ppt/Tj76km75mmr51NX3vavqju/mP7ubv3c3fu5v+6Hr0Z+bRj0zTj0zTj67mH12uH5nmH13NP7pdP7pcf3a5/uhyfe9yfet2fXvs/vrY/Xu3+7cu96eM51Pa8zHt+TXteZ/xvcv432aQ+wx6m8ErGfw6TZSsYNFqLVit56DtDLSdgPYjs+PQ7DwwQwdmeA+Ed8zwGyP0Wut8pXVuaZ2bWuemHtoywpt6ZEOPQt5dHP8yRJNDNDVEUYMkNUjRgxQ9UIOkBkhqgCQHSHKAIgcocpCiBmh6wPk6SJGDVGKASvTTVC9F91JsH8X20mwvxfaQTA/J5BJ0Ls5kIQk2l2ByJJ0j6TzFwDgFgYW+HMlkE0yOZHMkl0twuQRn1/0oPk/xPTTXQ/M9DN/D8Hmaz1F8jq6lKDFLiVlSzFFinkrmaTHPiHk2aSckm2SOTea4JIxEWVbKMlKWqUUuKcfJOV7K8pIjHumJIGUFKStITwT5CS8/4eUnnJxlpSwUG69keSXLyzlBzglSVkhlhVSOT+V4KcdLeV7q4aUeLtXDpXq4ZA+X7OWTfbzYx4t9gtAnCP0CPyDwQwI/JHBDIj8s8CMCP1LzFs885dkxgR0TmGci80xkxkV6QqQnRWpSJCdFcjJJTiWpaZGaFhIzfGKGj8/y8TkhPifGF8T4YjK+mIwtJqNLychSMryUiiylIs9TkeVUZMUOXuEXyfDLVGg1FVpLhdZSoVWpc03qWE91rKc6Nur26tyQ2jel9q2faHsFI5cdtlreKC3bjqt21dZdpWVXcdKGEthTCNtY8CKuBo5VGKSIEy1wogVONeJMw881/KJ2mdbxgoFfGtil4XxotcFLBl4ynEuwiZZNpAwQaKkbgNwAtAzQa4BeA/TKhNdxvKjjlzpxqQcKeqCgBy60wLlGOCUyJ1epDWj/5EQjYJHQCVv4kYIfK8SJGjiBP4saqFF7nTOVOLMvcwEnAOEXNQNpaEGDVU3sUoMxCP2HdRrcY3PtUDbQMjww0bKJXv8DgF0B7ArAm9BSyJWJ2gCsBBwz6Q3YlnIwsIKBXRhIQfc7IAUoKg09V7FzFW2kXgxUkDMVOVWRUxU9UZETFTmuofwD9GccV/3MgYTAMuCehDnFQGwvhe3WgDkphe0kG0hhOymiThLfTeK7KWIvReylcPg6BzIK/XQoY4c1RSnYuYLbqPiFCv9m4gW9AQO/NG2KAC9Z+FUaQpTSgRIgSiZeMglI0cAdiDo6XtTxkkHU0QMlI1AyAldm4Mokrk2ibBJlQNwAvGJiVQO9NZF7E3lrIg8m+s70vwO+95b3PfD+ank/WJ5Pac/njNvRkvtLl+trt+trt+trl+tbl+tbpvlbpvl7l+uPbtePbvePbvdf3Z6/ut1/dbv+6m7+q7vpr+5Hf3U/+qu76Ud384/u5j+7IK4/ulx/dLu/d7u/dbu/PvZ8+bfn98eez4+9H7t87zO+d2n/Qwa5zyC3XVilC7/JEOVM4CoTvEwHz0HwxAweG61HRtuh3n5gdOwZHbt6564e2tUjO3p024i+1iNbWnhTDW+qkQ01sq5G1rXIuh5d1aMv9Rjk4eL4l2E6McyQw0xiiCaHaGaQ4QYZdpBhBmhmgKb7Kbqfovopqp+m+mi6n6H7Gaaftukj6T6K7qXpHpruoZgeiuuluR6ay1NsnmJyFJ1N0NkE+yTOPkmwWZLNQVEl6BxJ5ygmR9rSypJ0lmSyFJNNMNkEm02w2QSXi3P5BJdPcHmSy1NsnubyNJejuBzNZSkuS3GwWZWl+Cwl5EgxRwp5UshTQg8t9jBiD5vM26U5Mc+IOSZpi4pN5tlUjk1lmVSOSeXYVJ5N5Tkpz8s5TsrChMTJTgiTsrz0pIaTz6DJcryc4ySopRwPFQUTlZTjpTzn5Cou2cMne/lkL5fs5ZK90FU8dJUwIAgDAj/I87AeOMzzwwIsCUJvcaOizVORHROZMZEZE+kxkR5rsNeESE8K9JRIT4n0tEhNi9SMSM6IiVkxPivGZsX4rBifS8YXkrHFZGxRjC2JsaVk9HkqupyKrqSiK6nIciq8UgteqZAtMLvL1bkuda5LoQ0ptCF1bkodW3bwanV0BSuEMGA15Co5uCcH95XAgUocqMShShyqxJEdoQI2euBMJ851/AKiYQUNK+j4pY7DshWk5NSsrkz82sSuAVYG2A3AKiZaMZEKQCrAXwFIBaBQVGUTvTawKwMrGVhRxy91/NIgLutFG3iMXxq4XcmBn5F14kInLox/YJciIWeazbmGQ+uca843r+MX+k/XskvnrYsGXjQw2MyopZbiPzxkotcmdm1i1yZ6DdArh2uzwUwmWjbRGxusRhn8BBTVtYVfW/iVY6xGS12ZmP2mOlLSkJKGlHSkXv0z6qK6NNBLp9xao6AjBQ2FketSRy5h6tLsVtaF6j/X/Oea/0zzn2q+U9V/qvpPVP+J4j9x/HSiIDBd2X6S0WMZPap1sCT0QKrLaR86ScL/wY6E19KSTfJ/s5vEd5PYXhLfS+L7KXxfwg9g26zeM8OOZexEwU6dMmaDgJ2fS0NhvrTTrf2n6aRSgF0B7NoGfjhArw0M/tldGfAYuzbgHzF2ZWDXBlY28Ro3AK9aaNVCYYOnYvmrEOC/Bb4703cPfG+B/x3wvwP+95b/veX/Ne37Ne37AC1luT9b7s9p929p9+9pz+9pz5cMxP014/qacX1JN3/NuL5m3F8z0Fuu712u793N37td37ubv2WavmWav3XbbvvS7f7S7fnS7f292/vbY9+nx76Pj/0fuv3vu5GHLuS+C7ntQqtdWKULL2cCpUywYLVcgJZz0HIGWk9A2zFoPzLbD8yOPaNzV+/c1Tu39dAbPfxaj7zWo6+N2Csj/kqPbWmxDS26rsbWtPiqlljVEy/1xEs9saInlrXEcy2xrCUeLk5+ecqSoyw5ysZHmcQow4wy/CjDjdDMMMUM0cwgRQ9QzCDFDlBMP8UMUMwAyfZTXD/F9VFcH8X2kkwPyfZQXA/J9pJsL8X1UFze0U8uwWYT3JM4+yRe0w+TSzA5koGWypN0nqKzFJ2lmCc084Rk65ZK8LkEnyP5HMnnbC1xOYp7QrGQLM1lae4JxT2B5UFKyFEinJ7I0WKOEXOMmK0dsGKWTcIeVY5LwuaT045K5pxi4BO74ic94aUngvREkP4/5wDGKUdddvCqYwevVFZI5oRUTpBq5PlUD5/sEZK9fLKXT/bwyV4h2SuIvbzQ5xirnxf7eXFAEAYFflDgBwVh6GeGBdtewwI7LLAjAjsisra6kjbPRHZcZMdFBjIh0hMiNSGSkwI5IZCTIjktJuwuVzI+n4zPp+ILqXrwWkxGFmHqsmc0Qiup8MtUeNU2lj2dsZHq3Ex1bKbaN6X2rVTbltT2SrJLgm9kWANs21PaoKj2leCBGjxUA0dq4FgjjjXiRCdOdeIc4pjANodOXOr4pY45bWq8ZOBXBnZloCUTvTKxaxPKCa2YaBWgVYDe1kFuLT9s4d5YSBkg1wC9MuvVLSi5nyGuTOKq4Z5iPbRhl40Y8HqN1/lHN8ix6aVRP64r1vYrdmU2quhn4NXNxMrOzbqlAFY2sbKJ3RiOk+qg5cabACsD/BrgVwC7tg9weADld2Unrfpr1i+dBnZdKwAadqUUmvVSRy51/6XuL2h1LuudQrRoYFBUBXvgAjlXkTPVf6b6T1XfqQL9BBWFHiko/HqooIcKdlCjPtSA7tuTDtheCttL4bspfCeJ7ST/4SRiJ0VsJyH4/z/YThLfTWF7KXQ/hR2ksAMJO4D1PRl+G8iRjBzL6ImMnsromYKcK8i52oj/QvUXVH9B88P+aFGD0RO5MtBrE7M/PQD0BiA3AH5mcjCRium3AUgFoBUTqRjIjeG/MZAbE63YYBUTq1roXdp/n/bfWf5by39r+W6B79b0Qu6A7x5439qzD773ad/7tO99BgYa73vg+dX0fjQ9H4H7I/B8BJ5Pludz2vM57f2c9n5Kuz9Zrk+W63Pa/Tnt+ZR2f8q4PmVcn7pcn7rcn7o9n7rsOuGHLs+HLu+HLu+vXb73Xb53XX7bSRm0msEqabycJkpp4tIiClbgwgqep4OnVusxaD80O/aNjj2jc88M7ZrhXTOybUbfmLHXZuyVEdsyYptGfNMgNwxy3UisGYk1g1zTyTWdXNWplzr9QqdXdGbZYJYN5rnBLBnsos4s6MyizrwtnP4yzsSeMdFnTOQZHR2nE+M0PU7Tzyh6jKSfkvQoSY+QzAjFDpPMMMkMJ+jhODNEskMUN0hxAyTbH2f642x/gu0n2QGKGaBga4rphbN8cSYXZ7IxOhdj8nFYx2PzJJsn2R6K7aGZXobqZcgemsxTdI5icxSbJe0BvywpZkkxS4lZSsxRQo4S7OkJe6LPJktxME5lqWSWsgcontDJLJ3M0cksnbQbV4yQZWtAdSVtnIxlj0jY0xPJHJfMcsksl7RzUuMYRX34AnouleNqWSqZ45P5hh5VnkvmOREmqhq9vNjLi72c0MsJNV318+IAL/yDQUEcFMRBQRjk+RpDPAxe9iAGZJRnnwrsUxF2uey5DDhMCOcJJ0R6UqSnRGpaJKfFxLSYmE0m5pKJuST0Vmw+GVtIRheS0cUk1FV4ORVZkcIvYFtLDq/J4doA4abcsQkTVS1Iya27dpZqOVBaDpSWQzV4DMt6euBMD5zb9X28oGMFA7s08eJPbqgJAysB7AoGJhO7gbEJYBWAVS2saqG3AL0D6L2F3FvIvYXep9H7NHKX9t+l/bdpfxXOGllIGSBl4C8DpGyiP6cNvAzsD7CNqqinDVtvqN3I0bGSgV0ZsICDF028oYaDF40Gz9UDk931qX/Kdixbe2v7G7A/feNlxyhXAL+28GsLc8CvAf5TVAJ2Wa8MZdP4Ib3mJPuAsA+cj/nOK/zXrwLgV8D55RvYzyMV0FL12FTQ0YJRAysYsJuInuvomY6eauiphp6oyIniP1b8xwocqUAO7d5STUjonozV2JXxOhK2W2sm2TbCHSE1gm8nie0UsZ36SVSOz7AG0N0Usm+PF6IHMnooo0cycqQgx4r/WPafyv5TBTlT/Oeq70L1Xag+W0uarahL1X+p+osaUtSQkuq/1vxl3V/W/RUDqRr+qumrmr5bw3treG9N763hvTO9d6b3zvDeGd4703dv+u4gwHdn+m4dqoavqvurur+iIxXDf2v6bk3/rYncmsitgdwa/lvDd2f470wH4LuHWDZ3lu/O8t0D3wPwvQO+d8BrY3nfOzJ7Z3kfLM+7tPdd2vsu7XtI+x7S3oe09yHtecj43mb8b9P+ewu5s5CqDVqx0LKFXQOsBIhLQFyYxLkZODdbTs3WY7PtyGw7NNsOQPs+aN8DnTtmaNuIvDGir43YayP+ykhsGYlNg9wwqHWDWjOpNZNaNemXJvPCZJYNelmHMMs6+9zgnhv8ksEvGfyiwS8YwrwhzjVwXzj7ZYYOTVGdU1TnFBWaoqOTdGKSJieoxDiZeEYmxsj4UzL+lEyMUuQoRY6S5ChJjiSokQQ1RFJDJDWYoIbi1GCcHEyQgyQ1SFEDFNVP0f0k05dgeuJMPk7nY1Q+RvckmB7opwSTJ5keku6hqB460UPFeqh4D0310EwPRedJuodkekg2T/F5SoDA7lQPzdt9LNjQYtgexp5Ez9NcHo5XUGKeEnOUkKfFPG2PoecZPk9zeYbvYfke1hlDZwQ4d25Pq7NiD5vshfewYp4Velghzwo9HKQ+wtfDCrDv9dMUO3xK42k/PQVOutuDfz1weB3COa7ihL7/RT/vwAn9nDDQwCAHx9y5IY4d4tghjhvm+WGBH+H5UZ57yrMOzFOeGeOZMThGKNATAjUhkJNCYlpIzIj2GOFcMj4HXSVCUUWdblZ4JWUPX6xJoXU55AwKtr+S29/Ibdty247ctqe27att+2qrLSfYpNGIM1gHM/BLOxvVU8WVnSEaqlsONxZ2Y2EVC6sCvGp3jLFbC72zEMi9hdynkbdp9G0avU8j92nk3v4cCv+xoVULrYBGsDoWVrHwG4DfNKrLCRm1q7lTusGuTRxyBS/iP3MF8J/BnJ+rrocy+Km20xCh6k+8BnjtjZwn4tfQWAC7tvCyhZethm/Ywm/gT9Hwyg0CxsomUTYI5zUbcxu0IO68Jnx9DJYHSwArmWjRRC8N5FJHLg3kst6asvtS5zp6riMXDvZ4hY6c68i5hpxBYEfKnpWoVfCQXQmtjdvVtLQn43sysSvV2flvUvh2Cn+TrEFsJ/F/KAr6aTeF76awXXseHTaxkL2UH1rqUEIPJeTQFhV6IiMnsv9U9p0p/nPVf6H6CqqvoPkubfyQooaUNORK819p/mvNV9Z8Fc1X0XxV3Xure+8Mz53huTPc94bn3nC/NdxvTQ/kwfQ6eN6anvs63ntbY75b3VfVfRUdGstX1f1VA6nq/oruqxq2tKo2/qrprxq+iuGrGP6K6b8x/Temv2L6q6b/1vRXgb8KkP/CX3EMBD/A3VjIjYXeWEjZQq8t+PeQKJnEpUkUTLxgEhdm4NwMnpktJ2bbsdF2pNu9pX2jc88I7ZrhXRDeAZFtEHkDoq/N2CszvmUmNs3EhkGuG9S6Qa+bzJrJrprsS8C+NJkVk1022OcGuwgxuUWTXwTCAhAXzOSCmVwwkgtGat6QZk15xpRnTHnakGdM+a5w/ssSE7xOxoQAACAASURBVFqkO+apjjmqc5YKT1PRKSo6SUUnyegEGZ0gI+OJyDMy+oyMj1GQxBhFPiVtY42S5EgiMRyPD5HxYTiIQVODNDVA0/0k3Rune+N0b4LuSdC9JAPpIek8RedJKp8g84l4noz2kNE+Kt5PkQ50P8X0UWwfxfXSfC/F9VJcL8310mwPRfdSdC9N9dtNMrqfYfpopo9m+2muj+b7aKGPFnppvpcR+hihj+X7WK6f5fpZtp9l+zm+n+P7WL6fgQj99mlCn+OAflboZ4U+locn93N8H8fDR/t4oZ/j+1muj+X77RFzod9+Ct/H8v9DM+z/cg8r9LHwZfk+R1E2LF+H43u52mk2zpvyjrR46CobJ2ON8NxozVIC+1RgngrMUx6u0KInBHpSoCZ5copPzAiJGSE+K8TnRJilYotJu2u1koq+SEVepsKrqfCaFNqQQ5ty55bU8Upufy23vZFbd5TWPaV1X2k5VFuOtZYTveVED57pgXM94KwywWFX6crAyrU+CkB/BrkxkRsTuQH+G+CvmEgFoFXwTz/dQj8B/y3w3QLfneW/s/w1adW4Bcitid0C/BYQ8OmOnKCW8BuAVyy8YuEwojXUyrCyhZWdCzcUQD1tOFnnv5yEX1tE2SLK6UA5Hbi2COfqjzUapfbWDa9WjzLXZmPoqUE0SA4vA6IM8Nq3V7bwskWU00TZIhq/Q2iya4BdA2e6DyBQ/1cAvQYIzGGwQlUGCPz9l4G/DPxl03djess1DO+17r3SfSXdV9RrV22fU/TzFTTfRf2m31kzUFs8gJ7r6Klmj/YdysiBjOzLyJ6M7kroTgqFUw87tq4wu89kY488bKfw/4FkH+zUp/jszLSbgh0sDC6Tqq3H2k+h+zBLNSzeOpLRYxk9UZBTBTlTkDPFf6Y4Qcr5YYuar6T5Srq/pEM/QUV5bzRvVfdWde+t4XECk+fOdL813XDJEeTBdNeO3wHPA/C8BZ57031vuu+B5x54YOSqGl6Yxqqmr2L4KqYPuqds+Ms6Yk/K6Oi1gVxBdORKQ67sZQZoyYBrBJGigRThYsGG2nXRQC8NrGCXr/ECwC8AUTCJghm4AIFzEDg3g+dmy5nZema2nhqtJ0brsdF2ZLQdGu0HRse+2blndu4aoR0jvGNEto3oGyP22oy/NuOvzMSWSW6Z5KZBbhrkpklumNS6wawZzLrJrpncqsmtAu6lyb8wuWWTe25wSwa/ZPKLprAIxAVLXLCSC1ZqHqTmgTRvSnMmVJQyA9RpoE6Z6jRQ7woXv7zkQy/YzhWmY4nuXGBCc3R4lg7NMOEZJjxDh6ep8BQVmqLCU1RkkopM0pEJKjpBxcap+DMyPk7Gn5HxsURsNBEdoeKjLDXM0MMMPcRQQzQ1QJL9CbKPpPsSTG+C6SOZPorpo5h+iu4lqV6S7CUTfVSsn472U9EBKjpIxgap2CAVH6TJQZoaoGi7hEix/TSE7qepAYYaZMkhhhxiE4NMYpAhBxlqkGEGGXaQ4QYZfpDhBxh+gOEHGX6Q5Z2owQxxTC1zDLHCECsMsjxkiOWHOH6Y44cchnmbIRthmBeHeGGI54c4bpjjhjluqOF8eNogzw/CUQheGOR/yj0DXEMd7+f7+6G6eKG2XhguE/5HxoL67GcdNfJiPy/2269ZrwQO8/yIYym7BiiwT51VWeMCMynA6XZyWiBnhIQz1B5bEKNLot2UepGKvJQia1LEmZjo3JLbX8ttTlkPLpYKwoG9Uy1wBrVkEJcGUSvcwcx07XT7nWYS/HCHVgEKawtVJ+5ULdR5CLeBlgLYrYVWLQQ+5RaSRutYEMQ+ALhtKUDA14FaqkD3WPhNGr9JN9jIwmqU/4v6o6B2gm2sMiAc8BuLuLECDRA3tbez8IpFVCzixiLKFnEDAbjzrAbNmNBeqCMweIxew5EQC72x6uMhN3XTwOERfwVqHvgqwFsF7qrpqpruqumpmt4q8FZhe8O0C1D3wHsPvG9N71vT+9ZeyOmCvLNcD5brAbgeTPe96bk1PVXDc6N7rjXPtea+0j1XurekeUuar6j5LnV/UUeKuv9S918a/oKO1BpXFzp6pqMnGnqkIoeK/0D270v+fRmpLbDdkxqKfgq+91PRD9+V8Pr8njNEvgeVJmN7Mu6sfML3JGy/cU5dtjtPcHnWgTOLATmsgx5J6LGMnMjoiYKeKsiZipypyLmKXKhIQXV+EM1f1PwlzX+lI1c6cq37y7rvBkYfw3dr+OziHvDeAe898LwFXgfPW+B+a3kebLxvLd+95b0HnjvguQX2H4rtJGBTBv5r4L8GyBVASqa/aDi1Vmd2w1khABNt7QA7c5YD2qvXdQJyouMnOnGkE8d64NgIHBnBI6PlyGg9MtqOzPZDs/3Q7DgwOw6MzgOjY1/v2Nc79/TOXT20o4e39fAbI/raiMLe0pYZ3zQTG9BGJkxLzKrJQtZMdtXkVgG/CoSXQHwBhBdAWAHiMkguW8nnILkEkosgtWilFixpAUgLQJq35HlLnrOUWUuZAcq0qUyZyhRQpyxt0tIngT5p6XeFi1/W+M41ruMl27HCdj7nwgtcZIGLznOReT46z0Xn2OgcE5mjI7NUeIYKTVOhaTI0lQhPkZFJMjxJhscT4XEy/IyMjNGxpyw5ylEjHDXCksMMOUiSAyTVT9L9JN1H0n0kDY8HSLKfIvtpcoBODDLxQSY+xMSGmdgwFR2mosNUfIiOD9KJAYocIKlBihqk6CGaHmKZIZYZZulhjh7mqBEuMczGh9n4MJsYZslhlhpi4DnsEMMOs+wIx49wHLxejwjsiMCMCPQIz4zwzAgPH+VHeAg3ynGjPD/K86O8fQAXMI0K3IjIjgr8qCCMCsIIL4zCqz/HjnLsKM/Wzh+FJwvciMiNiHBCTxjmhWHYPeK5RuFBBnl+iBcGeWGQFwcEYUAQ+nmxn3OAc4COwPrsuh/sXYkDvAhrgAP2K9T85CjKaU09s6HHbTlRdolPSMyLMVjZe56MLiejK6nIi1T4ZapzTepYlzo25c5XcudruX1bad+R23bllj2l5UANHqrBI3uC3OkzQTnBgl6t0QLHxE2kbPorJlIxneKD3RlGbi30tpaZAF4FxC3Ab020CrAKIBzwCsCrJl4FWBVgFbPWmrK5TWPVNAbre1ULbXyoCvNTg5Zu0oRNhihD0hAc4pyAN0BAwfzsOeIGEDcgULEc6t8wUQGBCgjUvvkGYA0Tvg5WsezyI0wzNcfcAP8N8FWAr2L6KqatFqd/7r0H3nvomLpdPO+A+z1wv7dsfrXcv6bdH9LNH9PNH63mj1bzJ6v5k3Pw2XJ9tlyfgcs+qJG2+ZR2f0y7PqabP6SbP1jNv1qud8D1FrjuTdet4bo1miuGq6y7rnX3le4t6bBV4y/q/ktnFfCF7qy10tBTFbam/LD9cyQjRwp6pGKHDkcaXgNu/3Gg1Bbb2gPihw07RBzZ96C1RU7OSmH7uLZvyGHj3hYN64XtNcVwWTEMVfbeE/WNJ85U7FxFLzT0QkMKKiz6wVERf8nwXxlwuxPErrYBXxVi+W4t313aa2N568dp713aU017K2lvxfJWgPcG+KCQrgBSAkgJLkUHaBGglwC9NLGCiZ0b2JmOnWoQvJETDT/W8CMNP7YPiEM9cKQHDrUawQMteKC1HGjBfa1lX2vZ11r39LY9vW1Xb9/VO3b0zh29c1vvfGOE3hjhN0akxmsj8sqIbBrRDSO2biTWDHLVBraX6Jcm8wJwLwC/AvhlS1i2xGUrCXmeTj1Pp5bSqSWrJiR5HijzQJmz1Nm0MmMpM2llzlLnLHUurc6mtZm0Nm1pU5Y6CdQJoE4AbQLo48CA3BYuflnnOta4jlW+Y4XveC50LgnhJSGyKIQXxciCEK25apaNzDChaSo0RYWmyPAUFZkkbSbIyDMyNsYkxlhqjKNHOXqUpUZYaogmB0lqkKQHbdlQgxQ1SFODdGKIIYdZcpglR7jECJcY5RKjbGKUTTxlEqM0OcqQIww1TFOwfjjMUMMsOcJRIxw1ylGjPPWUJ8d4coxLjPHkU558ylFPOXqUZUZZZpRjRlnmKceM8ewYz47Z/Rh6TKDGBNoeKODZhvWz7DOBecYz4wI7LrDjAjMuMOM8Mw4v7jzzjKfHeHaM58Z4boxnnwnMuECP8/Q4T48LdO38Zw5jHHxfO8TANU+wJ+TEGm6U50ahPu3R84ZxvprMBGFQsA00aKvIVlrjybXk9M/NLOwZP3pSpKac2XQ43WcX9JLR5VTkhRR+2bCp0qbU8UqCrabWHbllT2nZV1sO1ZYjzRmC0IjaBMSljhcNOP4A5+Xw+nQAwMoAvan/M7ZHnqqWv5r236YdS1nIrYXdWk6BDuBVgFVrl/K0czWv3QMv9xYGV7ZXLbyaxiq2qDBosqqjsYqF3Vh42SJu6pmJqImqbNW8FWiknA7U447lPAqzUV2cxI1JVGpZzcLsaAiQCvDbnQPgrwLYDPc5rW/fHfDVu9/Ae2967+1P3563dpRxQ94B93vgem+5frVcHyzXB8v10XJ9coDTxr+l3b+nnQ0C0q6vGde3TPO3ruZvcPVll+t7l+t7pvl7pumPzKM/Mo++Zx794fA9/eh7pulbpulbuvlruvlruvlLuvlLpvn3jOtzxv0p4/6Ytt/3V8v1znK9tVz3wHVnum5NV9V035jua8NT0r0l3VfU/UXdXzQQOOJoT1Lo2IWGnqvoqeI/lf1ndkkNOVPRUw0907AzDT3TkDMdPW3gRENPdPREQ45V5ERFTjX0VMNOVeykEQUeoCcq3NMIbs6EH0IU4kAh9hW4nZWzgFfC9xrm1/fkOvsy1rD3BOashMNPVfzUXm+AOQPoSAGuKzfRkomU7MXjyBVcWg78ZctftpByGrnJ/G/Kaf9VGilZSMlCSgCBNioArACwCxM7N7FzAz8z8FMdPzXwE5041okjLXCoBQ5UAu49dvBfwMXy+yqxrwb3tOCe1rKrtuyowV21ZUdt2VFbd7S2Ha1tW23bVtu3tY43WucbLfRaC73SwltaZEuLbGqRTT26YUQ3jNiGGd8w4xtGfN2Mr5nxlyb50qRemPSKySwDZgWwKya7AthlwC4DbgkIS5a4aCUX08nFTGoxIy9m5MWMMp+R5zPyXFqeTcuzljxjKdOWMmWpU5Y62cCUjTZpqRNpbdzSxi1tHGjPTO2ZqY+ZxhgwngJjDBi3hcIvq3znKtf5ku9cFjqWhI5FoXNB6FwQQvNieE4Iz/LhaS4yzYan2dAU0zlBd07Q4QkqOkHGxsnEOJ0Yp8lnsFNFU09p+ilNj9L0CEMNM+SQ06YaoshhKjFCk6MsOcKSIxw5ylNPeWpMgJDPePIZRz1j6WcsPcZQYwz9lKFHGcqGpUZZcpQlxzjqGUc946hxjpzgEpMcOclRkxw1yVIT/4CjJuHGDRw1xVGTHDnJkVM8Oc1T0zw1zdFTHAUfmuapGZ6a4alZnp7l6VmemubJaQ5CQaZYaoqjpjh6mqNmeGqOp2Z5cpYnZwVyViCneXKao6bgaSw1xTrfD0dN8tQUfEeBmhLoKYGZFJgJnhnn6HGOfsbRYxwzxtndo1HB5qnIPhVZGM7q8KyT4Tg7zzkWfCb81G2acvaqmBHIWSExJ8QXxPiiGFtKRpeT0RepyGoqvJaytbQlwyZT+xu5fVtu25Fb9+SWA6XlUAkcqfbCJqfJBMevazPimLPIFLs27Hb9jVFbyoPemIizkglW6iCIswQEqQLk1vLfOjdvAVwpglbSaCWN2VEmg99k8EoGv8kQN2niBtbNnKBTSeOVDAFpCD1OO8rCK9bPiceGqNSVQzTeWYHVP2AX927qAxd4FU4YmljVtAff74D/HkDxQNO43wL321rRDLjfme73wP0euOEWNR8gwP3Rcn+y3M5YsOu3dPNvmebfM81fMk1fM81fM81fMs1fM83OMsym75nm75nmPzJNf2aa/sw0/ZFp+rOr6YfDX12PfnQ1/cg0/8g0/+hq+tHd/ONx84/HzT+6m//qav6rq+lH5tGPrn9B/uz615/d//qz+19/dD363tX0rQu+nQtufvM54/6U8XzMeD7A3QTS3vdp74PlvTc9VcNdMdwV3VPRPTeGt2zU+1W2okykaKKXtcE/e9MK/7nmv1D99n6MtbVWOlLQ/Re6r6D7LxzODeTMQM4M9MxAz3T0TMds7CSBnWjYiYYdq/iRih3ZO1fhBwrcYjFQY09u2KqqgR2Z2JGIHZnYbWBPxmG90dnWD4cve6QSxxp+osFVE/i5gZ0b2IWJXZi1Bg9WhDskWRDUAWvkEgJgNwg7B/iZiZ8Z+JlBnBrEiUE4NsIPNUdFiq2fPSWwqwR3leBu/SC4qwR3lJZGtu2vrdtK6xu19bXS9lppfa20vVLaX6ntr7SOLa1zSwttaaFNLbyhwT0dYut6fE2Pr+vxNT2xppOrOvnSIF8aFOSFAeXELpvsMuCeA37J4pcsYQmIS0BcBOKilZy3YL1OmbPkubQ8l1bm0spcWp1NKzNpZTqtTtXkBNRJS52wlAlLmUirE2ltIq2PW/o4MJ5ZxhjQx4AxBvSnpj5qaqOGNmroo7pZo3pR+GWV61jlOl5yHSt8xxLfucCF57nwHB+ZFaKzQmSai0yx4Wk6NEV3TtChcTo0TkXsvhRFPmOoMYYaoxJjZOIpFBVFjlLkCJ2AjNr2Ip8y5BhLPuOoZ7y9ueqEQE+K1ESSmhTJKSExySUmWWqSoyY4aoKlJxhqgqEnWHqcpZ+x9DOWGufoCR42/KlpnpzhE7N8YpYjZ/nEHB+f52NzfHyOj8/DLRiExBwsavGJeS4+x8XmuNgcH5vnYgtcbIGNLXLRRT66JMSWhNhzIf5ciD8X48/F+HMhvsjHFjgHPrbAx+ZZ+JT4Eh9/LsSXhdhzhyU+vsDH57n4PBef4+BBYp6Lz7GxOS6+wMcXhcSikFgU4gtCYl4g53hy1rZgYoojofzsn5qnJgRqUqQnk/SkSE+K9ITATIjMhEiPizC3URM8PcHTzpAeNSnAkJSYqS2EatydVowui5GVZORFKryaCq2lOjekzi2p47XUvi3DIl7bnty6L7ccyMFDBe4GGzhWiVN7Vxi8oNuzD87KU+Taxt71oL7aA2DOKF1tmQgMT7afnORUA721kFuYq9L+2/r8a60mBuMUYW8Ilq4V7up5qLEVVG7IPT/V30w7AFUBUQVEBS4EhstWHKpw8Bf4b2ujGcB/B/x2/8b0vYUA34PpfWd63gPPe8vzq+Wuuedj2vUp3fw53fy5ppy060va/TXt/ppxf8244fp/GG7+sGn6s8t2CVztX1//3/Xor+6mvxvpevR316O/u/71dxfcIODR392P/n786O/Hj/6G52ea/upq+tFt82d305/dTX90w11wmv7obvre3fStq+lr16Nv3U3fupu+djV/6XL9lnF9TjsbslluuBvbg+W5t9z3lgdOOVeB70b3ljVPWfOWNW9Z813rvmvdd6X7rwx/yYC7APuLhv/ShCCQgokUDHtEsOTsawW3Ybw0/NBSF7rvQvdf6Mi5jp4Z2KmBn+rEiW5fu+ECO7jH7qGKHyj4vkLsK8SeAu2C78oE3LG3cavf7VTARqpRf6g+MSg3GgvflbFdJ13ZutKIQ4041mB3Bz/ViTODODOgY/BziGnjuAeDYejMIM4M4lTHnR8kcKQRhxph1+LUwIEaPFCD+2pwTw3uqsEdNbCtBLbl4LYc3JZbtuGWLnLwtRSEO7w4tL6WWl/Jra/k1i25bUtur7Ept2/KHZtKx4bSsaF2rKud62poXQ2tq+F1LbquRde06KoeW9Xjq3p81Ui8NMgXUEgm/cJkXpjsislBlk1uGXDLlvAcCEs24iJILsDynSXNW9KcJdslO0udtVRYxJtJKzNpeFOddtLSNJyDAOqkqUya8qSpjANtwtLHLcMWFTCemeaYaYyZxlNDHzW0p7r2VNefajbVi4tf1oWOdaFjTex8KYaei5EFITbPx+a52DwfmxOis1xkhonM0FBUkUk6OklFJ6jYBB2foMkJhpxgqAmaHLePE5N0fIKOjTOxcSY+wcQnmfgUa0eTGZ6cEchZkZpNkrNJclYkZ2ubIwjRWT42xyfm+MQMdA9HznLkDEdO8zYzXGKGi83y0XkhtiDEFsXYohhbFGJLQnQlGXqR7HyRDK0kQy+SoZWUs2t4MrKSjKyIkWUh/FwIP+fDy1x4mQuv8J0vhY5VMbQqhlbFzlWxYy3ZuZYMrSVDa8nwSzH8Qgiv8OEVPrzMhSAv+NBLIfxSCK+KoVWh86VN6KUQfiFEVvjwMoQLP+fs4xUhsiJEXoiRFSG8IoSXhfBzIfKcjywJ0UUhtiBE5/nYPB+bgwgQZ48+IT4nxGeFxJyQmBMSsw5ztoNj80J8QYAJKfY8GYUjDytw36Nk+GUytJoMrac6N1IdW1L7K6ntjdS2Lbfuyq17cuuB3HKkBO2d5dTAqUrAXTUv7O0SsNpU3rWBluH0nemvGH7YKamYsGViF7XsyVc7JNWiUu3+RkvVwG7tyT04FlFrJuFVi6iCQNUK3FqBKgQW1mC5zxlDqDeKGro+9oKqBm4BemeidyZyZ/qdr747E5baPPcw/cB9oOFcluV5b7nfW55f094Pae8Hy/MJuD9Znk+W+5Pl/mx57CJbps7XLvfXLve3Lvf3btcf3a4/ul1/drt+1MXTDHeg+dum6T/dj/7T/eg/0Drdj/7z+NH/dT/6z+NH/3n86D/dj/7T/S+bxzZ/1+j+1182j/56DGn663Hzj8fNf3Y3/9EF92Rzfet2fe1u/tLV/KW76ffu5t8fu35/7Pq92/VbxvUp7YJtqo9W80fL9avlfm+54QbYb4Hn3vTA7lfF8NyYnjLwlIG3DLzXwHdt2Ga61v3Xuu9K98EgVdJ9RcN7aXiLhg9aqmD6C6b/wkRtDPTCiVYFe8979FxHz+wFVXDvCTsYHTg7ae3JwT07N7TsKi07csuOFKz5Bl7K39SQgm9SwdeNJAMQeP+bVPCN1LIttexILY7JApCGvEXsyvgeLBUq+L6M7yv4gYofqPihCntmjXv8E0dwh2KnJ3SsEY6EnEik1Qp0wT0F/jiBXSWwKwd35OCOraLWN3Lra1s5LZtyy6bUsim1bkptm1LbhtS2KbVupuDNVoe2jZT9Xxys/0Tnuty5LofW5dCaElpVQqtq6KUWfqlFXmqR2lZDL434CyOxYiRWDHLFoJYNetmgn5vMc8A9B9xzwD83heemsGQKS0BcspILILlgJeet1IKVcsykzFnyrCXPWvKMKUFmgTwL5FmgzFrKbN1bDkCZMZVpU5nU5UlNmtSkSQPOR6hTljIJAcqEKU+Y8oQhjevSuCGNG/K4bnNbOP9lU+zYENvWkx2rYnhZiD4X4ktCYomPL/HxRT4+z8Xm2OgcG5ljwrNMdIaJTtPRaSY6w0ZnmOgME5th49NsfJqNz7DxOdY+eZaJzLKRWTYyx0Xn+fiiCIktJePPU/ElKb4kxZZS0aVUdCkVWUqFn4uh50JomQ8vC5HnQnRJiC0KsUUhviDEIItCdJGPLPGhJb5zmQ+tiM7lWAy/FENrqbZ1qWVdal1Lta6lWleltlW5bQ3+4UmdG6nQhhRaT4XWk6F1MbwuhNbF9o1U20ayY0Ns3xRbtpLBrWTLVrL1VartVaptK9m+mezYSHZuiKF1oRNafEPs2Ex2bIodm0LbltCyJbRsCi2bYuuW2L4ltm+KHRtix7rYuS50rgkd60LHOrwpdqwLbZA1oW1daF8TO9bEzrVkeDUZfiFCe4WWhfCKGF4WwytieEUILQuhZaFzWQgti+EVMfIz4RUh/EIMvRTDq2JoTexcFzs3kh2byfbNVNtWqu211PYGOklq3ZVb9uTAvhSAG2+fKPbmcnBfMvjfN8A1myXdnmq9dv47jBvTXzERuAIDFrXugPfO8txZnjsLjjPZywl/Iu2/S8MBcRiP/tdQg4VVLfw2TUCqP5kGr5pwVqIGLLJh1Xr6QeEgBow+dwC5N5F7gNwB/53pvzf9b03fA7B5B3zvgfc98LwHbvifFPxqeT7Y23G64PL7zxn35wzs8bh/z7i/ZNxfMp6vXZ6vXZ5vGff3jOt7xg35I+P+I+P609l8Ex782e36s7v5R7frx2PXX49dfz12QRvZQeexraIa/9f16P+gqCCPH/3n8aO//930979tjUED/XD48/GjP//96M9/N/35uOmP7qbvXfZWod9gva6r+UuX6/cu129d7s9d7k92S8n9Ie3+kHb9mmn+tcv1ocv9IeP+Ne1+B9wPpuvBcD0Y7reG+95035nuW8NdNTwVw3tjeMuGr2z6rgzflekrmb6S6S2ZvpLpL5n+K9N/Zfhhkr4ykBJMUfZQn+9C953rcD8k/6mOnOjoqY6d6viJjh/puH1lr0Ui2EdRAnsKLMQFd+TgthR8LQVfSS2vpJZXUivc6XhLat2S27aktq1U61aqxQaeILe+kltsJHhnjSDkdQNvpOAbJ6Y4kSW4LQd3GquCSp09h301uO+Enj01sKcSDoGfUBqfDutykJZtOfhGDryWg5BXUnBLqgmpdTPVupFq3Ui1rUtta1LbmtReY72RVPt6Ch531P+vA7lGaE0JrSnhNSW8qvw/ts67qa0rWvv5RjFNAqRT1JBAQgJsmlA9vexzVBDVJY4bYCdOYhAC3MCARO9gmnGhd3BNseP0Xu8neP/YR+Dc+878RrN1fCShGc9+tNZe61kFXWRBF1nQSRbeJYvuUkV3qKI79Mk79Kk7TPEdpuQ2XXqbLr3FlN1kym4y5bcY503W2cE6O9iKDraig3V1wNZaztXGuttYT4zzxjhvjPPHOH8r62tlfa2Mt5X1RhlvC+2N0t5WxhdjffCGGEe0cv5WVrkzxvmirC/K+KMsEWX8LbSvlov2HwAAIABJREFUhfFFWX8rT0R5f5T3tfC+Fs7XwnpbOG8z62lmvM2Mr5nxNTPeZsbbTHubGe/K7P33er22Hk9ujyev22W/5yrodBV1uk7edRVB7rgKb1cUwhDklrPgltNx0+noKHfcdDo6nI6bTsfNioKOioKOisKbzoJbzoLbFQW3nQW3nPZbLvttl+O2y3HbU3jHW3QXzpWA+Au7/AWd/oIuf0EX4bhHOO757Pc89nsue7fHcc9T0OUp6PQUKFGIq6DTVdDlKuhyO7pc9q4KW3dFfo/b3uu2xd22uMvW686Ley1xnznut8R9lrjPovyXJax9hC1B2Pr8+f1E/gBhHyDs/T57vze/35fX78/r81n7vHkDPsswYR4hLSNwIAWcq0RYB/zWAV/+gC+/32fr91r7vdYBr3XQax3y5Q3DYQ0+y4g/d5jIGybyhvzWQb91wHdE3oAvr99r7ffkDnotQz7LkNcy6LUM+vIGfdYBn63fZ+vz2RI+W9wLyY/78uNeW9xjjXusca814bEmvNa41xb32eI+WyIJXPcrH5E76Msd8uWO+C2jfktyEFHOJJkzSeZMUaYZyjhDGe6TBlhWq7QlMvolRrfE6h6y+COlNxB/xB5FSNgTDnvCocuwXpnH13h8TUgiYmsCtspjazy+xuvWeN2acMzq0YLXr/KGFR6GSjBCMj4RjMu8UXEzOgqqYBE5D4v9DMucfuU/6FZ43aoCnqw1wNZ4bJ3HNgQY+mBbArYtYlsitiWg2wK2I6C7Iroronsiui+i+wDZB8g+0MLFAUAOJQQGQE9l5KmMPJPR5zLyXIIKhLyUkBcS8lJCXkraV/+Hl9AoWtIcLRSOToMC2a+OjTuzXsnJoCcIdSv7c1nzufzu/ZpXAc3LgPZFQPsioH0e0D4LaJ8GkKcycihpD2XNO2j3Je0eQPaSbjewGG9b1G6JyKaIbiTLndd5bE1A1wR0TUDWRCQ5EOioUwdd5bAVDluG3Tkc9ojFHrH4QxZPDujSLUBYfIHF51l8ntXNs3DEl36BNcyzBljLp4REtGGSNkxQhnHSAL2ORknTGJUzRllGKXiYnztIJlNYhCWpLnkJIi9BWOOENU7a4oS1l8jrJay9hLWXsB1D5sfJ/DhhixO2XsLamwwyEkQSf16CUJJgSXLf/Qh4sZ/I64MZM/IdoF0y+Q6KjCnHPINH5z1k3gCRN0DmwdsGydyB4zdRBgUcSeY7f0BuH5GbUIA5OmucsPYS1h7C2uO39visPb4j4XknNiLyuwlbknxFhxRBgk/tMGzqIR09/0ufiMJOovAuUXSHOHmbOHWbKL5NFt+mSm5RJTepkptU2U2qrIMq66DL2xlnB+PsYCo6mIp2tqKNdb1LjK2IMa4Y7Yox7hjraWO9baw3xnhbaU8r5W6lPVEFb5TxRllfK+dr5XxR1tfC+Fpob5T2RBlvK+uLsr4WloiyRJQjWjh/C+ePcv6oolL+KO+Psv4o62/liCjnj3JElCNbWH8z42um/TcofzPtX5m9/17ca4t78hJea8LjiHuKet0ne9xFPe7CHndhj6ug21XQXeHornDAIot7FfauJJ0ue6cb4uh02zsr7J3O/K5ye5fT3llhv+exd3scXR5Hl8dxzwvbQgu6/Y5uv73Hl4xyIIS9x2fv9th7XPZel6PHZe922e+58uGBGTwzu+fM766w97jtPa78uMuWcFkTFZY+V+6AK3fAbRnwmAe95kGfZdCfO0TkDhF5wzDAV/Zxy5DfMpwcCDTsswz7zMP+nGG/ZcSfOwpHzNGWSSZvkrFO0NZx2jpG5Y0SucP+vCH4cp952GeGY4TGCcsEaZ4gLZOkZZLOnWTyJum8CSp3jMqFA4RGfeZRv/loMe43TxBJSMs4mTtO5o0SeSP+3GF/7tEAvWHCMuyHH2SBKjjqzx3x544QRygu46OEZZwwTxA5E4RpkjBNEaYZ0nifMs1SRuixvUAbFmjDIqN/wOgeMPgSgz9k8Ecs9pjFHrPJphk+WdbMY6s8tsKjsNhslUNhs+Eaj67zcO4ZdmSssiHg6xBe9w56iKJbvG6N069x+lVOv8LrVwTDimBYEfSrgm71WNWS7yDg60cSyONrPL7OYwoCtiFgmyKmJN9EdBso7ABsB2C7ANsF6J6E7kvYgYQeAPQAIIcSeoxyIPQfnknIMxl5foSEvJCQF0pspDmKk2Di7qV8fDEJ8h9k7YsAohDUKgSQl0nJgcMRXsiaF7L2pax5IWufw79BQp5KyGGSAwnZl5B9CdmTkV0J3ZWwXQnbAegOQHYAsgO0OwA5KmrYEtBNHtnk0U0ehVK9Lii/HlZ5TLHM4bFlBRQunvDoMgdRGkihbcFDTrfE4g9Y/AGDP2DxBUY3z+BzDH7kgz7L6GEVg1JxRxumaOMkZRynjWOUaTQZWwyTOUNEjpKXO85oWfsJq3Jq4rf2+q09fut/QgR/frc/v5vI7yZsPYS1l7QpULZeKj9O2uOUI0E5EpQ9QdnjVH6czI+TtjhljVPWBGVNUHBtS0BIa5+iBHkJwpogbXHSliBtfaStj7QlSGsfae2jjkmQef+H3D4yr4/M6yOtfaQV6kry1McWPz4HeudMyK98NQVFbv8P5Dvfjsjvgfjze4ijZJ39GPKdOIl0dBOKAt0jC+4Rx2p0RCdZ1EkW3SWK7hIn75An75CnbpPFt8jim2TJTar0JlV6ky67SZe10+XtlLOddrbTznamop11tXPuds7TznnbOdha62vnfe2ct43ztHGeGOuNsb42zt/OE+08ATuc2lhfjPHEGF+U8bcw/mbW38z5W3giyhNRnmjhiGaGuMH4m1lC6XziqWaebuHpFp5u5ulmnmrhyShPtgpKBWArT0Z5olWBbOWpFo64wfqbWaKZJZtZYnnu/nvKr3J/7qA/b5CwDRH5g8rYVuuAz9rvze1zW/rdlj63JeEyH+O2JDyWhNfSlyTuye312nq99rgnP+7NT/jsfb78Pq+tz2Pr89j6vBBrny+vz5vb78vt9+X2+XITPkvCb+n1Wnrcud0Ved1OW7fTds9p63Jau8ptneW2Lqet02nrKrd2O229SYnqc+X1uSwD7txBT96QN2/IkzvssQx7c4d9SbyWIa952GMe9uSMeIwjXuOIzzjqM435jGPKo3HcnzPhz5nwG8d9xnG/aZx4R06InHF/zpgvZ8RrGvEaR72GMZ9+wq+f8OsnffpJv36S0E+RhmnKCEdOzFCmaco4RRomCf2kXz+loJsidFOEbprUTZM6ZWrc0f2kcYo0ThHGSQIW1BonCSO0vEy6XhpnSNMMabyvYLhPGu9TxlnKMEfp5yn9PKVboHSLFP6AxqGr2CNW94TVLbP4sY1Y0o5l7bjcGdngkQ0B3VDaa+AEM3RDwDbfRcS2RHQLxij/Ad8SsU0B3xR0m0njyw0e3xB064JOMcEUdBuCbgNOBVWmhSp+YvDlWyK2JeBbIr4tYttAeedN5f3RbUWWsB2A7UjYroTtSdiehO7J2J6M7cvYvoTuS+i+hBzI6KGMPoVIyFNJC8MjRZMU+2eFZ0D7DGifJUXimYQ8gxMN4Bpon0na57LCs4D2eQB5HkCeycmbZeSZ8lnYoYxCu+jDwP+HpwH8aQA/DOAHMnYoowcSciAhBwA5gH82wPYAtpcczLMjYgoA2wbYFsA2AaYYiYrYpoBuihBsUzz6uYApMZOArYnYqoCtCPiKoJR+POGwx/BsiUUfsdhDDnvEYdBRYonFl1h8idVBHrD6RVa/wBrmWP0sq5tldPcZ3Qytn6Z008rcDf00ZZiijRN0TjJNpxQvDJHmQdI8SJoHSEs/aeknLX2EJeFPQhxl7WwJv603GR/0EPlKKEBC8rvJ/B4Ild9D5fdS+b2UrZeyxmlbnM6PU/Zeyt5LO3ppR5y2x2lHgrEnGHuCyU9iP4a2K2JG5veStjiZH6fyeyl7nLInqPwEla+IGQ2xJihrnMqDgpckL07mxUlrnLTGSRukl0zGc1R+nMrvheUJ7+hW/Eh7SFsvYeshbD0wVDoKmPzwYn4P/MpE/vFgUr8jib0bZpUUCuA4005/QSdR0EkU3iUK7xKFd4iiO0TRHbLoNll0mzyZ5NRtqviWQslNuuQmXQrpoEs7mLIOprydKW+jnW1MRYyuiDEVMdbVxrnbeG8b71eOlJRTJTKmnCQdGRSRrTwFifFkG0/GeKKV9UcVCSFvcOQNjmrm6BaObuGoZpa8wVI3OKqZY5p5tlngmgXuhsg1i1yzwN0QuBsi3yyyLTwZFfwxwdcq+KO8v+Uo9QfDKZ6MClRUICErc7PvjfkNoz7dqE834sdHCXyMxMcIbIzAx0jdKKkb9eMjPmzUi4148REvNuLDlEcfNurDRn3YmB8bJfARPz7sNw6SeQOkdZDIHfRZBr2WIS+c6WIe9pqHvZZhj2XYYxn2WoZ9liGfedCXM+DN6feZ+rzGXreh22m6V557r9zaBXHaoCNGZ7mtqzy/y5l/z2m/58rvduX3VOT3VtjiFdY+l63Pbet3WwdcuYNuy5A7d8iTO+TJG/TkDnotg17LkM885DUPe3NGfaZRLxQnw5jXMOrVj/kMEz7jhM8w7jWMevQjHv2IWz/q1o+69GNu3bhHP+E1TniNE17DhFc/4cMn/eg0gc78l/sEMksgcyQ6S2DvgM4R6ByBzJHaeVI7R2rmCc08oZkntQskskAhixSyQCILJLJAofMUNk9h8yQ2R2JzJDZPovMkukCiiyS6SGKLJLpEoQ8hNPqQRh/R6CMGhQXBTxh0mUZWGGSV0ULrsHUO2eS0m7x2k9duvdNqoyBqt8X/XlEuItsichSjHP2E3wXo7tEVMQlAj3RlS8TgBrohYBsiviHiWyK2DfAdgG9Lum1JtyXptgC+DXB4Mfn++A7A4b68C/BdCd+R8B3lNmwbYEcb9y7AdwG+B5Eg2L4Cui8h+zK6L6MHR0A9kJADOLBAQp9K2FOAHwIMzi84lNCkwLwLciAjh5LykkMZgTMLDmTsQMYOJGwfYPtA+dw9CduTcBjr7Eq6nf+A70j4rqT7L8lvLcLg7+jr4zsivq3INr4FLUGhDWgyrFzjsVUOXeWxVeEIfFXxhcJXeFzxgOd1j3joq6tf4nQPWHyRxZTSBkYHu1AXYVkdq1dQ2m8N92GQxBimGMMkYxin9WOUYYxU2mmhJywspRv0mwf85gHCDGsW+ojchD834c9Vjv2JvF4iLw4h8+Jk3rs5rh7C1k3m95D2HtLeTdp7SHsPZe+h7D10fi+d30vbe2l7D2PvoR29tKOXfuc65eihC3qYgh7G0cs4epmCOKuQYB0J1tHHFvSxBQnGEacLjqEcccp+BJSuBG1P0PnvkNQqOqlblC1BWRO0FQrYkZ4dB2p0foLOj9OKXMUpGPDZkoKaDz+ul7L3ksf0KKrs6CYLuglHF+noIh1dhKOLcHSSjk4SitB/pOguzNf5T972n7xFFN0iim4RJ28Rp275i28RxbeI4lskpOQmCZN4JR3UkSCVdbBlHWx5B+vsYJ3tTHk764TZPJi4a4Vwnlbe18r7W3mqlaejEIGOinRUYFoEJsozUZ5u4ShFeziqWVnTzRzVzFM3OPoGR99gIUwzzzbzXDPP3eC4Gxx/g+ebBaFFEJsF4YYo3ADiDUm8AcTPJPCpLH0mg2aJb5XoNomOSUyrxLQCOgqoqEhHRaZVZGOAjwG+FXBRwLUCbnV+7r1pEpsi0EkSnSCQSb920q+Z9Gum/NopQjtFIlMkMk0i0wQKmSHRaRKdIpUte5pAp0l0mkKmSHSS1I8rjQuKbcmozzDiMYx4TSPenBGvecRrGfaYh7zmQZ+532NKuI1xtzHuMfa6DN0Vhq7ynM6yvM5y291y612nrdNpu+u03Sm33S23dZbndzrtnUqmMf+e09Zdbutx2uLO/LgzP+G09lVY+l05g27zoEc5ARryWoZ8lmG/ktwb8ZtGfKZRr3HMaxjz6Ec9ujEPPubGx9zYuAef8OjG3fiYCxutwEad6HgFOunBpn26Gb9+xqeb9mLTfvQ+gcyS2nlSs0BpFxU0D8jsB2TmAzJridIs0ZqHtBbyiNY8orMf0pmPaPUjOvMxlfmEynxCqZ9Q6ie0+gmd+YTOekJnPWGynzDaJ4z2Ca15TGueUJontOYJnb1MZ6/Q2StU9iqdvcZkr7PZ62z2BgfJ2uSyIVucZpvT7PCa3SR7ApzImX0AIJoDoNkHmn04NFrS7Ema4xnSQLMHtHtwPrSE7MnovoztyeiehMCLexICGzx3AQrbaHYAug3QraPoB8Df+DiUqE0R3xJ126JuG+h2JP2OrN+W9duSbhvgWwDbAth2EmWnhuol6XYk3TbQ7RyjbOLw6S7Q7QL9DtDDf9pVwHYBllQLbE/G92RFPKCQ7CuShu9Lun0JVwRGxvYCEHwvgO8FdHsyrqxlfE/CdyV8V8Z2ZWz3WG+Uzz3+g5O6m9QY3Zao3xL1W6JuU9RtAd0W0G8C/aYIUSYAbQGFTaDbBLpNUWFd1K2J0JEalpzgy7zu3YzcIw5/dOxJcWS7p3/I66BT3wNO/4A7snFTKrzv07p3Z8DP0PppSg8HEk7REMMkbZigjRO0cYIyTlDGcdo4ShlHSNMIaRomcqD365Af6pOl32fp8ylVCQl/bsKfF/cruaweMq+HtPYQRyEFDDiUp3HS1kPm9yhRUX5vcjeP0/Ze1h5nHXGmIM4UxNmCXqYASlEvvAIlhymMs4UJriDBFSTYggRbmGALE8cqlYRx9DGOPtbRzzr6GXs/Y+9n8gcY++B/yIcMQOj8AdrWT9v6aWs/be2nbX1MvgINR5vb+hhbgoZP8xN0fp8St8HeI3ucccRpR5xxxBmorwW9dEEPXdBNF3RTCvfIgi6yENJJFt6lCu9ShXfJwrtk4R2q6A5VdJs8eYsoukkU3SROQjqIkx3EqZtkcQdZ0k4Wt5Ml7WRJO1naTpa1Hx0p0eUdtLODdnZQ5e1UWRtV3kY522hnO+NsZyraGVc7dBZn3G2sp431xlhfK+tXIiQFMspRMY6OcXQrR7dyTCvPxAQ2JrAxnmsTuJjAtvJslGejAhMVmBaebhEYSLPINAtMM8c2c2wLx7bwXIvARwUxKoAWUWoBUguQmoHUDMANAG5I4DNJ+kyWPwvInwYCnwWDN0KB5qDcGhRjQbEtKMWCUiwotSrIrcFAazAYDQRaAoHmQKAlEFhZWHhvjkJmKeQ+jc5SyByhmfVnz/o1c4R2jtTOU9pFGnnAYLD29AGNLTLoAo3M0+gCBUEg8xQyS+EzpHGKzFEmxxDGcb9x1GsY8RiGPUYYTg15LAMec8Jt6q0wdJfr75Xr7zn195yGLqexs9TUWWq+W2q5W2q5W5bbWZbbWZZ7t8xyt9TSWZbbVW6957R2O63dTmuv0xp35iXKrX3l1r5yW395Xn9FzqDLMOQ2DblNwx7jsMc47DGMeI0jXuOo1zjqM4x59eM+/YRPN+nTTfrwSR826UUnPMiERzvtRe57tfc92hm3Zsatue/W3vdo53zIgh9dINAFv3bBm73gy14kNEtk1iMq8wmTtcxkrTBZq0zWKpu5yqpX2cw1Nmudy9rgsta5rHU2a4PN3GDVG2zGBpuxwao2WdUWo9pmVducwg6n3mHVO1wmZJtTb7PqHVZZ73DqXVa9y6r3OPU+n7nPZx4IWQdC1oGQeSCoD0X1oZD5VMx8KmY9E7Oeg+znIPs5yHoGsp6D7BeSAiwDe5o8eD+QtAeS5kDWHEhaJeCQkaMoZF/G9mV8X8b3ZLjvozsSugOQHQndlfBdGOtI+JaEb0q6DUm/AXQbQLcu6jZE/Yao3xANG6JhQzBsCMYNwbghGjdEwwYwbAD9BoA34xsgOQsHLqTj9RbQbYn6LWDYBoZtUb+d3Nm3Ab4NdNuSflvSbwHdlqiwDXTbQLct6bYlPIkuCb4Ng7P/gO1I+DZQbt46vlm/Lel3ZP2OrN+W9Nv/uW7YlgzbsnFbNm5Jhi1JD9mU9JvKlzJsAP060K+L+nXBuCEaNkT9+rsI+jVBOatbFXSroi5p3K5fFQ1HKPa4vB76Vjzi8Ucc/pDTwUKGB5z+AadbZHWLnH6R1Sen9+oX3ulSSqJ0I83DDllad5S4Sw4ehNPcDROkfpxUKh1GSeMoaYKMkKZhMmeYMid7d8yDhHnAr7Ts9PmV+rqEPzfuy437kjXTx4dJUJzsccpxRIJ29NGOPtreT+f3M/Z+1t7P2AcY+wDj6GegwBT0s4X9bGE/d2TPU3TEIFs4yBUMcQVDfOEQXzjEQQqGuIIhzjHE2Y8Y5uxDnGOIdwzxBcNcwTDnGOIdw7x9hFMYZu1DrGOItQ+x9kHGfiRgA4y9n8lXYO19rP1Y8xh7H+NIMAUJxpFgHHHaARcJpiBOF0L5jDOFcaawly7sgTCF3XTRParoHll0jyzqpIruUifvkvCs6OQd8tQd6ojiW7CiAaoRUdKmUNpGlsZIKDzlMao8RjljVEUbnYRxxRh3jHHHGE8b421j3DGqIka7YrQ7RrvbGIi3jfHFWH8b64+xRIwlWzkqylFRlm7lmFZFWthWjm3n2HaObePZdoFrF/h2gesQuQ6RvQnYDsC1i3ybyLcDrh1w7YBtAxwkBrgY4FoBFwV8FAitQIxJoE2WYrIUk+XWYDAWCraGAtFQIBoKtgSDzcFgcyh0Ixy6EQo2h4PN4WBLONgaDsTCgVg42FoZilaGo5Xhlspwc2W4ubLyRiTyWWXkk8qq6+GqTyqrlhcX31skkUUKWaDRBzS6RGkfENkPSM0ihTyg0CUKppiwRwz2kMUesuhDFlmitQ9oZIlGlijtEqlZIjUPCO0ioZ33Y7OEYcZvmPLpJn26CZ9+3K8f8+lHPbphFz7k0g+5jAMVxoTT2OvUd5frukt190p198p03eX6nnJDd4m+u8TQU2LoLTX0lhl7y4y95cbecmO83Bh3GhMuU587p8+V0+/KGXDlDFaYh5zmoXLzsNM84jSPugzjbnzcjU94oA7ppnz4lA+f9uMzBD7jx2b86H0/et+PzPqRWb+ixPf9mllf9oIva8mnfuhTPfJnPvJnPvJnPSKyHhPZT4jsZSJ7mcha8atXiMwVKmuVUq/Tqi1Gvc2pd3n1Hq/eExT2hcwDIfOAz9zn1fu8+oBXHfIZh7zqkFMd8uqnvPoZr3rGq54L6ucCfFS/4FUv+IznfMZzIf2FmP5CSH8pZrwUVS/EjBdCxgsh46WY/krMeAVUnwP155L6FVC/AupXkupzSfW5pP5cVh91z7ySs17JmS+hB4GsdM8kW2e0h7L2QFaORvYlZB8e8Pw3N5UMaPRbQLcJdBtAp4RHQLcJ9JtAvyHq14F+HejXgGENGCGrwLgmGtdE45pgXBNMa4JpTchJYloTjWuiaU00rYrGNdGwKhrWRPhCw5poWAN6yPrxpm9Q1E4RNt0GVERZvyHrNyT9hqSHwrAhwpfo16XkdUm/IRk2JMOGbNhUREURs61jlBBnCxi2gGEL6BUkw5ZkVFAuGreA6YhNYNoARvj+65JhTTKsScZVYFwVjcd6AwyrQL8K4PQQfFXEV0R8RdQdm2sozWTvdDRDP0MOf8epD13mkGUOecKhj6ElOYs9UIyIMMXlgdEvMLoFGl9g8EUlm6dfZPWLcCZWctju3FFbEqWfogyTlH6CgmV4xjHCMEoYRv8z1SlnmMgZ8ucMEjmDpHmQVPqQ+pXqcNhYmtfnz+sjrP3JkrkB0jpAWgco2wCdfxSmDDL2IdY+xNiHGccIWzDCFoyyjlHWPsrZRznHKO8Y5R1jvGOcd4zx9lHBMSoUjPKQwjGFgjGucJwrHOMKx/mCcd4xoVDwDo4J3jHOO8Z5u4JgHxMcI0LhsFA0IhaNiEXDYtGwWDAsFAzzBYO8Y4ArGOAK+rmCfq6wny3sYxQSTGGcKUwwBQmmoI8p6GMcfXChyCccmFTUxxb1sUUJtjDBFiXYojh7Ms4WxZmiOFPUy0Czu1OQbuZUN33qHn3qHl3cSZfcpUvuUCW3yZI7ZOkdquw2rXCLLrtJl3VQZTASipHlMaI8RjhjpDNGVrRSLgXa1Up7WhlvjPHGWIhPCYxYf4z1x5RaBk8M3qPgh0dHrRwJ46Qoz0R5NsqzrQIXFfkWkW8BQqsotCuIHRKAtEtiuyR2yKBDljpkqV2W22WpIwDaA6BdBu0yaJNBW0BqC0qxoBwNytFgIBoMtoaCsXAoFg7FwuHWyspYpDJWFWmtjrRWRVoilc2RSHNVVXNV5Eak8pjKyhuVlTcilZ9VRT6rqvq0qvqTqprrVbUfR2qvVdU1ReoaI6cbIqcbI6cfLz54bxGeglDYIoUtUugiiSxS6CKNLtHYEoU9OLpOoQs0Ok+j8yQyTyLzBDJHaCGzPs19r+a+F53x4FMubMKJjlWgox581Ksb9eDDLmzQifaXo/3lWF853leOJ8rxRBmeKNMlynSJcn1fmb6vTNdXivWXYUPl2EgFNuLCRtzYiAcf9eKjXmzMh4350XEfNu7Dxj3YhEc34dZPVihMufQzHuy+RzvrReb86DyJLpLoAwpJol2iNA8pzUMq+yGZ9ZDKfEiqHxKqh6R6iVQ/JFTLRPoakbZGpm9Qqg1KtUEqbJLqLVK9Tal3KPUurd5l1Husap/JOGQznvOql4L6FVC/BOqXQPVCVL0UVC/FjFdCxitB9UpQfSGqvgSqr4D6S0H1paD6SlR9BTK+Ahmvgeo1UL8G6tdA9UbMeAPSv5bSv5bSv5bTv5bT3wYyvg5kfB3IeCOnv5bT3shpb+T0N4GMN0H1m6D6taz+SlYnmz2zvgxkfRHI+jyQ/SqQ/TKQ/TKgNHU+l5FnMvJURg4D6EEA3w/gewF8Vz6SInwbqpFo2BQNm0roY1gHhnXJsC4Z14BxVTSuHO+8hlWcDsoiAAAgAElEQVSgXwOGVWA8RjSuiqZV0bQi5qwIphXBuCIYVgXjKjCtAtOqaFoVc1aVf8pREHOWgXkFmFck84pkXgE5K8C0Akwroul4fwe6I+laA7o1Sf9/MCgA45pkXJOMqxJcmNYk07oMydkImDZl4+ZxDGSAgdEWBEZs76oU0G8B/TYwbAP9NtBti3gSbFvAYFovOU3u3foFbF3A1kXlQG5DxDZEdENENkTthqhdFzTrgmZd0K4JSLIoXKl3gJXi6zy6LiAbAnSJVfz6jh43Be2GgKzzyCqPLHPIYxZ9xCAPWeQhiyyx6JIyUANbgrXjSZVaYA0LjH6B0S+wxjnWeJ81TjOGaVo/ReknKN04qRsj9WOkYRSGUNCDHFbokeaRo5agYyee3GEqb4TKG6GtI7TtGMY6wlhHWesYaxtjbWOsdZyzjnPWCd46wVknedskb5vkbJOcbZLPn+Tzp3jbtGCdFm3TYv4MsP8HyT4t2aeAfUq0TwP7NHBMg4Jp4JgWC6bFwimxcAoUTAHHtKhcmRaLpsWiKbFoSiyaFIsmhMJxvmCMLxjjHGOcY5QvGBJODgjFg0kG+JP9XFE/V5TgiqCo9LIne9lTvUlF6WFP9bDFPWxxnD2V4E71cSeP6OdPDQjFA0LJgFAyIBT3C8X9QnGfcKqPL+7jixN8cYI7lWAV4typHq6kmyvpZku62ZJ7TEmXMn+2vJN13mGdtxnnbbriNl1xi6m4qdR/O9uZijamIsZUtNKuqCJL7lbafVTh3UJ7oow3yii12lHuPym7FmgfrhRwH0FEeTLKJ21bBfqGwDYLXLPI34AA4YYk3JDEGzJolqVoQI4GAtFgsFUhFA2GWoKhaDAUDYZaQ+FoKNQSCrWEgkc0h4It4VBzOHwjXPlZOPJpZeTTyqpPK6s+i0CqP6uq/rS6+pPq6k+qqz6prv64uuaj6rqPa+o+rqn7qLruo+raj6prr1XVXo3UXq2qu1pdd7W6rqm6vrH6dEP12Ybqc1eqz12KnPsw8sGHkfPnK89/GDn/cPHhe7M+dM6HzvrRGT8y7UemfMi0D00GH+iMH53yo9N+dNqPTfnRST826UMnveikF5nwaCc92kmPZsKjmXBrJ9zouAsbc6KjZchIOTLswkbcumEXPliB9TvRvnK0rxztd2IDTmywHBty4sMVuiGnbsipGy7HR8rQsTLtRLlmyqWd8WpnfJoZf/Z9QjNLambJ7Dkya47KmiOz54jsOb9m3ofMe9F5Dzrvwebd+IIHW/RmP/BmPvRnPSI1T2jNMpO9wmhW6OxlKmuZzFyl1Gt05hqtXqNVa4xqjVatURnrVPo6lb5Opm1RqTtUyg6Vtsek7zEZ+3Q65IDJOGQynjIZzxjVM1b1nFO94FQv2YzPufSvhPTXQPVGUr2RVK9B+msoNnLGNwHVN7LqW1n9XUDhG1n1rZTxrZT+nZzxnZz+vZTxvZTxA0TO+CGg+jGk+iGU8UNI9UNI9UNY9V0449tw+jfB9LfB9LeB9LeB9Lch1dtQ5ttQ1ptA1utA9lcB2DGq+SKo/TyIvAqgLwLIs0BSmWT0QIaH/Lo9WQdPhuBOvQkU1oFhTTSsCsZVwbgqmFaFpKiAnBWQsyyal4WcZTFnGeSsgJwVMWcFmFaBcQUYV4BhBSSlSzzWqlXRuAqMa5JpTTatyqYVybgimZYl0zKAfbvmJ8D8BFieAMsTCZK7LFmWJfMTyfxEMi9LOStSzopkWoEBypHUAdORLq4BwxowrAHTOshZBzlrIGcNmNeAeRWYV6WcVcm8KpnXpBzIupyzIZs2ZNOmZNyUDJvAuKUokH4H6HZECJ4s0EB3AAotwCG7YvaumLUHMvdB5gHIOgBZ+2L2Pq854DUHguZAyD4Usp8K2Ydi9lMx+ynIfiZpnknZz6SsZyAT8hSonwL1Icg8FDMPQeahmHUoZj0Vs54qdq6afVH7vwwsYGfuHtDuAaXXeFfU7gJkS0TWBWSV0y6zmmU2+wmb/ZjTPGKRhyy6xGCwgnwR5vo4wzxnmGcN88pYB+NMclruFKmfpPSTlH6CNkzQxnHaNA49yNmcSdY8wZonmJwJNmeSzZlgzROMWTFWYMxTrGWay53h82b4vBneOsNZp7m8KS53isud4vOmlet5M3zuDJ87I+TO8Ln3hbwZIW+az5vm8qZ567RgnRHyZsTcGZA3A6zTwDYNbNMgfxrkT0v2adk+LTumJPskyJ+S8qck+5TkmJIck1LBpFQwAQEFE6BwQjw5Dk6Ng+IxUDwGikdB8TAoHhKLB/nifu5UP1vUzxQmmJO9bHEPW9rDlPawpT1saQ9TcmxSRxd3QpgSBRpqSek9trSbK+3hS3v40l6+tFcog8TFsjgoP6JXLOsRy3qEsh6htEco7eFLu6EycSX3+JJOrrSTK+3kS+/yZXf48ltcxS3OfZNz31TqvL1trDfGelshnK+V80Y5b5T3N/P+G6z/BuNvZmANN3GDIW8wJLRduJEsmbvBUp9xCp9y1Kc8/SnPfMoznwrMZ/+B/UzkPxX5T0T+ushfB/x1IH4CwCeSdF2SrkvydSlwXQ5+HAheD4Q+CYY/DVV+Go58Eq76pLLqk8rIJ5GqTyqrPglHrocj1ysVPo5ErldVXa+KfByJXI9Ufhyp/CgSuRapvhqpbYrUNVbVN0bqm6pON1adbqg+3Vh9prHmTEPN2Ss1Zy7XnL5Ue+ZS3bmLdecv1Z+/VH/+Ut35i3UfXKz74ELNBxeqP7hQff5CzYcXaj78sPrC+ZoL56svfFBz4YOai+eqL52tvnSm+vLpqstnqi8vLT56b8KNTrjRcTcy5taOeJBhNzbsxofc2JALG3JhAy6034UMuJFBDzrkxYe8uiEPPuTGBt3IgEsz6NIOuLSDLu2gCxl0Y0MufMiJDZVjQ+XYUAU+5NYNuvEBF95fgfU7sQEnOujEhpzYcAU26sLG3LoxFz7mwscr0CmndtaZPVuRNevOmvdmz/uyFojMRSprkcp6QGUuUZkPqMwHVOYSlbVEZT2kNA9J7UO/9qEPeehFH3m1j7zqx76MZVK1Smeus5nrfOY6l7nBZq7Tqg1atcmotln1FqvaYjK2mYwdJn2HSdthUneZ1D065YBJPWRSD5nUp2zqMzbtOZP6gk19waa95NJecGmvuPTPufQv+IwvhYyv+PQ3fPpbIf1bkP69nPFDUPVjSPV9KP2HcMaPlaqfKjN+jqh+rlT9HFb9FMr4KZjxYzDth2Dqj4HUH+XUn+T0nwJpP8lpP8tpvwTSfw2k/xpM/zWs+qVS9VNY9VNY/WNY9UM447tw+nfh9G9D6d+EoFapvg6pX4eyXoeyvgpmfxnUfhFEXgWQlwH0ZQh7EcSfB/CnMnYoYQew7E3G9iRsV8J335UooN8Ehk3RsCkaN0TjmgijJdMqMMP9fVWyrADLCjAvA/OyaFkWzcsgZ1nKWZZg9JOzAozLwLgMDCuSHkrUGjCuAdMaMMG834pkWpVNK7JpWTY+kQ2PZcNj2fRYUsTpsWR5LFkey7mP5dzHsuWJbHn8Dk9kRbSgLq4Cyxowr4rmVTFnDQJyYOZwXTCvC5Z10bIumteBGSrWBjCtA+MGMG5KSq5vWzJsS/odSQ/TmLuSbg9gSj8vQA4l7aGkfQo0T6Xsp1BdFIFRPQeqF5L6paR+Jas+D2R8EVJ9FVJ/FVR/JatfA9UboP5aznwrZ34DCWR+G8j8Lqj+Nqj+Jqj+JqD6JqD6Jqh6G1QlA+KM11LGGynjjZTxWsp4Lam+ktVfBTK/hNYScraSmIXV8LL2qGkXlqvsAXRHQjcBsiZoV3nNCqdZ5jTLnHaZRx5z6CMWfchiSxwc/WB4IBgXBdMCb5rnjHOs4T5tmKH006R+mtBPE4YZ0nCfMtynjfcZ6D5nvM8aZjnoxm2a5Y2zvHFOMMwJhjneMMfp5zj9PGdY4A0LgnFeTPqlCqZ53jTH58zxObN8zixvnuUts0LurJA3K+TNCtb7SWYE2zRvm+Jtk8IxE2L+hJg/JtjHBPuoYB8VHCNiwSgoHAFFI6BwWIQUDIuFQ2LhoFA0JBQNCoWQAaGoXzjVJxQn+JI4X9rLlcLA5R5XoviiMiWddPFduvQ2XX6Lct6kKm7RFbdp123adZt23qYrbtGum3RFEudNxtlBO2/SzluMCw7lu827bvOuOwruO7znLu+5K3juil7IHdF7R/DcETx3eM9tCOe5zbpvQTj3TcF9U3DfFN0doqdN9CqdQAIR5YkWnmoRmGaBuaEICf2ZyHwmMp8K9KcC84nAXufZ6zz7Mc9BrvP8xzyvPBW4jwX+Y1H4WBQ+EkXINVG4JgofAfEjIH4EwMdA/BiAj0XwkSh/JMofiYFrIHANBK6CQBMINoHQVRC6KoWvypVXA1VXA9VXgzVXQzVXQzXXwjXXKmuuRWquVtVeraptqqptqq67WlV3taquqaquqaqusaquoaq2saausba+saa+qaa+qaa+sbruSnX95ZozF2vPXaw9f6H2wwu1H16ovfBh3UWF+ovn6y9+UH/xXP2Fs6cvnj196ezpS2fPXDl75srZ05fPnL589szls/VXztY1nFNoPFvbdLau8Uxdw+m6K2fqGs7UNZ6ua6yvbYIsPXj83qATG3BiA06034n2VejiLmNvhaHXqesux+6VYV1laFcZ2lWOdFUg3W6826Prcet6XHhPBdbtRHoqkO4KpMeJ9FagcZcu4db3uXR9FXhfBZ6owPtcWJ8L7XNh/RXYQAU6VIGPuHQjFfiICxtViuuwcS8+4UGnPdo5j2bep5n3aRYJ7SKp1NEtkJoFUrNIZi8QWQtk1gMqe4nKfkhlL5HZD4nsh37NQ5/mkS/rsV+9TKpWGdU6q97g1RuCapNXbXFHyqTaYTN2uLQdNm2XTdtnUw+4lAP+xCF/4hl34gWX8irJ51zKF9yJL7gTX3IpX/InvuBOfMWdeMOnvBVTvwVp30upP0qpP8mpPwdTfw2l/R5O/y2S9msk7deq9F+r0n6NpP4WSfstkv5rOP2XUOovwZRfgid+Cbz/s3ziZznlFzntl0DaL3Lqr4HU34NpfwTT/whn/FGp/i2i/qVS/VNY/UNY/V1Q9W1Q9W1I9W1Y9U1Y9Taseh3O/DKc9SqU/TKY/SKoeRFCnofQZ0HsWRB/GtAdyrpDWXcg4ftHJW0ytiej+zK6L6FHcrUr6Xcl/S4w7EqGHcmwCYwbwLQGctYly7psWZOhSplXxCRAiatWYJQjm1aTrMmmNQmGMjCmMa+BnFVgXgWWZcmyLFueyObHcs4jOeeRbH4kmR8D82PJ/Eg2P5bNjwOWx4GkOEnHPJEsStQlmFZE06poWhdMG7xxQzBuikkEw6Zg2BSNG4JpUzBtCsYt0bAt6pMVgPgewPcBdgCwQ4A9BdgzgD0HaNLWSPtSyv5cyvoCmuMFM78MZn4VUMM86tfBjK+DqrdB1TfBjG+Dqu9Cqu9Dqh/D6p/Cqp8rFX4NZ/wWSvs9lP57OP33cPof4fTfw+m/hdJ+D6f9Hk7/LZz+azjj13D6r+H0Xyozfq7M+Cmc/mMo7YdA2vdy2nfBtO+C6d+E0t+GMt6GVF+HM9+Es74MZb6UM5+BrKei5lDUHgLtAZQlpVEM3wG6bUm/CXRrArbCIyucdplFnkA49DGHPuSQJQ55KGAPRd1DUb8kGhZFw7xgmOP091n9DKObofH7tG6eMSzQxkXGuAjHUfIQ/RKvW4JjJuBAcdGwJBqWgOEBMDwQDQ9Ew5JgfCialgTjomCcFwzzvH4+OWZiljPd500zfM40b57mc6cE26SQPyHYxwX7BJ8/LtjHeMcoXzDKO0Z4x6hQMCoUjAgFI2LRsHhySDg5yBf1c4V9bFEfV5TgTsbZY+DpTjd76h5bfBSmdHMl97jSLr6siy+7y5bdZuCJTmmHQlkHU96R9FBoo10x0h0jPTHK20Z522lvO+1poz1tyrmOr431x6DHDwfrsAnYW9omEO0C2S6Q7TzZIVAdAq0g0jdFukOg2wWmQ2A6BLadP4Jp45kYz8R4OiYwMZFpBUwrYKKAaRHZZsA3A/4G4D8T+U9F4RNR+EQUrovCdVH4WBSuA+E6EI+05xoAV6V3kKUmWWqS5SSBpkCwKRBsDIQag6HGYLgxEGoIhBqD4aZguCkQapKCTSDUJFU2SZEjGuVIY6CqIVjdEKxuCEFqG8J1jeG6xsr6hsr6hsr6xsjpxqozDdVnG2rOXqk5e7n63OXqD67UnIc01Jy/XH3+UpLLNR9eqblwpebC5eoPL1ZfuFBz8Xzd5fP1V87XN3xQ33CuvvFcfeO5+qZz9U3nTjedPd10pr5R0ZvaxtO1DadrG+trIA2naxtP1109Xdd0uq7pTN3V03VXz9RdO1N37Uxd0+l3qK+7Wl97tb7u6tKDx+/1lOHdpVh3ifZeCdJZpr9bZrpTqr9dgt8qRm8Wox3FyM0S5GYpcrMMuVWG3i7Dbpdhd8rwzjK8qxSD3CvBukux7jJdd7mupxzvceI9TqynPEkZ1luG9pWhgxX4sEs3XIGPuPBRNz7qxsfc+JgHH/dgkx502ovc9yOzBDpLYbM0Nkuj90lkmtBO+TXT/uwpf9a0P3PGnznrz5z1Zs56M+e8mfPerEVv1pJP/YRQr9KZa0zmOqPeYDM3OfUWq95h1TuMaofJ2KHTd5i0PSZ1n015yqU+51NeCqmvQOrnIPVLMfUrIfW1kPpGSHktnHgtnPhaTHkLUt6CE2/B+1+DE9+IJ74DJ36UU34Opv4aSv09nPJHOOWPypQ/K1P/qkz9K5LyZ3XKH9Upf1Sn/Fmd8md16p9VaX9Vpf0VSf2z8sQf4ff/CJ34LXjit+CJ30MpvwdT/gim/BlM/Suc9lc4/a+w6q/KzD8imb9HMn+JZP5UmfljOPOHUOZ3ocxvQ+pvQuq3oczXoawvQtmvgppXQe3LIPIihD0P4U+D2GEQO5DxAxk/kPB9GYNtQ/sychBAIYcB5DCIHgbRw6DuMGg4CBgOAvqDgH4vYNiRDVvAsCkaN4BpHZjWYVQkJoEKJOWsw0fJtCEbNwLGjYBpI5CzGbBsypb1ZHptFeSsijmronlFMC+LlmVgeSJajvN7ovkJMC8Dy7JkWZEtK3LuimxZkXJgTg/WX6xLpg3JuAGzkaJ+U9TDWvYdEd9VeqR0+5JuX8YPZPwwgB/KGHTYeyorFhIvZO0LWfNS1rySNV/Imi8D2tcB7RtZ+yagfRPUfB3QfC1nvw1kfhtUfx9SfR9WfR9W/RBW/xhW/1wJyfglnP5LZfpvlem/hzN+r8z4ozL9z8r0vyLpf0fSIP9EUv+pTPmnMuXfSOo/kdR/qlL/jqT8HUn5pyrtn6r0v6rS/6pK/7M6/Y/q9N+r0n+tSv+5Kv2nSPqPlek/hNO/q8z4phIGxJlfhTK/CGV9Ecp+Gch+BrIPhOw9XrPHI7s8ssNjWzy2Ae02BHxL1G0C/bqoW+HQZVa7zCLLLPqERR+zyGMOecRpH/LaJV77QNAuCsgDEV0U8AVRNy/o5nn9HK+f5fVznGGeMy7yxgeccYmD8+mhPukfQFM+Xg9nzC/ypkUhZ0EwzwvmOSFnjjff5y33udz7XO4Ma5lizJPQ1Zs1T7LmCc48zlrG2NxRNneUzRthbUOsfZBzDLAF/Yyjn3H0MwV9dEEfXdhHF/bThf1MYT9TmGCKEuzJBDwQYk720Ep9QRd9qpM6dZc6dZc8dZc6dZcqvkOW3KbKbiWjnNuc+w7nvs15bnGeW5znJuvpYDztjKeNTZKsKWhlvTHGF6V9LaQ3SvpaSV8r5Y/R/hjjb2WIVlYxPI1ydJRT2oNaBLpFYKIi0yKyUYFtFdmYyMVEWMDGxwDXqqyVK21AaJNAmwRiEogBsRWIrUCMAjEKhBYgKlXXAMCuoM9k6VNZ/lSWP5Hl67L8sSR9JMsfy/LHsvyRJH0kyR9LgY+kwDUgX5UCjcFgYzjYFA42hYONoWBjKNQYCjWEwg2hcEOosiFU2RCKXIGEq66Eq6+Eq6+EqhvCNQ3hmoZQdUOwuiFQ0xCobQjWNgRrGwK1jcG6xlBdQ7iuobKuIVLfUFXfUFV/JXL6SuR0Q9WZK1Wnr1SdvlJ15krVuSvV5y/XXLhcc+FS9YVL1RcvVV+8VH3pUs2lSzWXLlVfulh1+UJE4WLVlUtVVy5VXb5YdeVCVcOH1Q3naxvP1zZ+UNv0Qe3VD+qOuPZB3bVztdfO1l47V/vR2dqPzlZfO1t99UxV0+lI0+mqptORxvqqxvrqpvpqRbfqahrra5rqa5rqqpvqqo/ErKkuyYMHj9+7XaK/XaK/XYzfPIW3lxjaSo1tJYZYsT52Std6Cm89hcWK8bZSXVuprr0E7yjW3SzW3S7W3SnR3y0xdJYYOov1naf0XcX6zhJdZzHWWYJ0FSNdJUhXCdpVgnaWoJ3FaFcx0l2ijZehfeVYfzk26MQGneigEx2qwIYrsJEKdLQCGa3Qjrm0425k3IOMe7XjHs2YRzPmyR51Z495ssc9WeMe9YRHPenOnHJlTrsyZ9zq++7MOU/mgkf1yKdaJlTLZMYKmb5GZWzQGVu0aptWbVPpO1TaLp26R6cc0inP2BMv+ZQvxbQ3IO1rOe0bOe0bOf0tSP1aOPFWTHkLUr6RTnwbOPF9MOX7YMr3wRM/BFN+DKb8HDjxayjlt8qUPyIpf0ZS/oqkKJtUJOXf6tR/a9L+qU39uyb17+rUv6tT/66CWxvcyE78XXnir/CJP8Mn/kryd2XKP5HUfyNp/1ap/qlS/12t/rNK/VtE/XNY9WNI9UNQ/X1Q/V1Q/V1I/V0o69uQ5uuQ5nVI+zqEfBVCvwxhn4ewlwEUlkg8k9FnEvpURp7KSc8FWfssoH0WRJ6F0Odh7EUYexHCn4d0z4K6Z0H8MIgdBPC9AOwB0m//p3zAsC0ZtyXjlmyE5dfbElwoRQfbknFLMmwB45Zk3JQMG8CwDgzromFNMKwJhnXesC6Y1sWcJOZ1YNkAlg1g2YRI5k0pZ0sybUvGbcmwI+l3gQ726sJmpgMJOziyNZKQZ7L2uYy8CKAvA+irAPZ5EP0yjL6uRF5Xat6EsxVC2W+C2W+CmV8H1G+D6m+C6u9Cmd+Hs34IZ/1YmfVjJOunquyfItk/hbJ+Dql+CWX8Fkr/Pckf4fQ/K9P/jGT8FUn/qzL1z8oTf4VP/B1O+acy5Z/KE/9Wvv9v5P1/I+//W/3+v9Xv/1v1/r+V7/9b+f7/RN7/n6oT/1an/Fud8j/Vqf9Tk/ZvbcbftRl/1Wb8UZvxa03Gz9UZP1RlfFeV8U0k421VxtdVqteRzC9CmS/lrOcg+6mYdQiyD4FGmZchINsCti3gW7xuA/bw8ugKj6zy6FrSVGI16by3wqPLPLrMoU845DGnfcRpl3jNIpc9z2kWeO08j80JujlBPy8Y5njjXDJBN88pw8DmWeMcY5yljTO0aYo2TZHGSdI4QZrGoQ05lTtK5Y2Q1hHSOkzaBsn8Aco+QOVDV6EEkddPWQdo2yCTP8DmD3D5g5x9gHMMcAX9bEGcKexlCnvooh6qsJss6CYKesjCXvpknDkVZ07F6ZM91Ml7RFEXWXSPOnmPPtXFlHTRJZ1UyV2q5DZVcosqvUWX3qLKbpJlN8myDqq8nXa10952xt/B+DtY4iZHdvBkO0e2c2QbR7XB/h6eauWpKE9Hj/pMOaqZo5s5ppllWlimhWGiLBvl2Faei/JclOejIt8i8M1H8EKzwCsNp0C8AcRmSWyRhRZZiAZESMu7yCAakKIBWNIWaAkGWpINPc3BwI1A4FM58Gkg8Gkg8Ekw8Ekw8EkoeD0cvh4OfxwKfRwKfRQKXQuHPwqHr4XDV0Oha6HwtVD4ajB8LRhuClc2RCqvRCINkUhDpKohUtUQqWmoqmmIVF+JVF+prL5cWXO5suZyGFJ7ubL+cuXpI65UnmmInL1Seczl8JnLlWcuR85eipy9FDl7uerc5epzl6rPXar+4FL1B5dqjrlY/cHFmvMXaz+8WPvhhdoPL9ZeuFh74WLtxYu1Fy/UXrxQe+lCzZUPa65cqLn8Yc3lCzVXLtZeuVh7+ULNlQ9rGj6sbThfc+WDmoZztY3nahs/qG06V9sEH8/WNp2ruXqu5urZ2mtnaq+dqb56pvrq6aqm+khjfaSxvqqprqoJyhIMreprG+prG5OPjfU1DfU1DXWQ6oa6moYHDx6/11Fs6igxdZSY2ktMsRJTtMQULTFGi42tJcbWEoNCmTFWZmwrNXaUGG+WmG6XmG6Vmm6V5dwuzblbbOo8abx7ynSn2Hi3WHe3BLtbjN8txu8WY3eK0TunkLunkM5ipKsE6S6FcRUWL8cS5f+Pq/v8buLaGsd//6HnCVaZGTV3Y0hCaMGSG7bqNE3vo94lF3pzl40pAWN6SejFBJLQIUDopuNeud93vxdjc+/vWeuztDYjWS/ZOufss3fR/uqixWIK20C1dcBhPeSwHaouHKyxHaqxHqq2DNZYB2utg7WWwTrLkXrzkXroaJ3pWK35eK3peK3pRB10og46VQedqQPO1RsvNhgvNgCXGo2XGw1XnYYhl/GGx/iH1/CX13DHq7/nK3gIF/yNFjzFdC/8+teE4Q2pH6b0w7ThNVHwEl/yyr/kDbmYnNiC96zuPVvwgS34xBZ8ZpZ8YZeM8LpRQTcmFEwIBRNCwaRYMCXqpkTDpPAf45x+jNWNMgVjzJJx5tv/egUT3EIwyRdMCrppUT8tGqYl47QETorAmGD8whk/MYYPlOE9ZXxHG9/RwHsW+sCa3rOmd6xlmLW+Yayvaesr2vqCtj6nrM9Iyz+k9Rlpe07anlGFz+jCf+jCf+jCp5T1KWV9Qtse04WP6aIndNETuuhvuvARbXtEWR+Slgek9T5pu0cW3SEXWjlobpFFt6niOyLZ+EYAACAASURBVFSJdmvq292p20ThbaJQOya5TRTe9hfe0S7GksUL96iI4r/8Rbfwolv+kttE2R2y/DZRpgV3F5TdJUrvESX3iOJ7RNE9ougeWXifsD0gCrUGen+Ttr9J62PS+oSyPaVs/5DWfyjrP5TlH9ryjLI8pywvKOtL2vqasQ5zlrec+S1nfqdhze9Y03sGes+AHxjgIwN85IBPHPCJBz4LwBcR+CKCX0TwCw+McsZx1jDBGiZZwwSrn2B1k5z2Q8EwJRimeN0kv2SSXzLFL5kWlkzz300L/zst/M+08D/T0v9MSf87JX43xS/RTPIFk3zBOF8wxi0ZYQu+cPqPnOEdZxhmja9Z4wsWeMYA/zDAEwZ4zIKPWegRY3pAme/6zXcw8y3U/Bdq+QOz3sS09uSFv2PFv+Ol1/GyIazsGlZ2BSu+hNouL7BeQa3XsMIhrOg6Vjy02HX+KlZ8BSu+jBVdxArPo7azSOGvaNGvaPEZpPQMUnYaKTuFlJ9CK06jy04hy0/Cy0/Cy0/4lh33VR7zVh7xLDvkXn7AtfwX5/e/NH6/r/GHvY0/7Gn8cU/jiv7Gn/obV/Y7V/U7V+92runTusO5VuVdq3pdq/o8q/q9q/q9q/t9WieI1f2+tf3w2t2+NX2+tb3a1CLv2l732l73z7u99n64uh+p7keqdyPVfbCj12vPe6vyPnsvUt2L1vQgtd1wXRdc1wHXdsB1Hb66dm9du6e+zVu3y1e/C3Zq2agN8e5Cfbsw307MtwPz7cDh7TiyHUe24chWHNmCI5sXwJsweBPu24jDG/3YJj++yY9vwrFNOL7J79/kJzYSGvIbrYiglSBbCbKVpDQbKWojTW6kyU0M9V/oTQy9iWE20exmhtNsYfnNrLiJFTSbFwJ+I8tt5LgNHNfKca0c38LzLYLQzAvNvNAkCE2C2CSIOVHICUJOEHOCkOOFHC9mBSm9QE6LSlqUM1IgLQWTopoU1ZSgJsVgQgglhVCSDyWF0GK+WdyIE2NpKZYWY2khlhbiKSGWFKIJMZoQo3ExFhdjCUkTT0jxuByPK4lF8bgSj6uJeCAeDyTigUQimEwEU/FgMhFMxoOpeDAVD2bioUwimI4H04lgRhMLZKJqJqpmInIyIicjSioia+kqE1ayYSUX0hLVQsZqCkpNATGnUYWcKuRUMReQcyElF1KyISUbUrMhNRdUskE1G1SzQSUbkNOqRkqrcvr8+Uv/6rAv66iq7LBXttsr26qW7axatqNq6c6qil32il2OpbscS3fYy3dUle2yl7c7KjoclZ32yi7H0k7H0g770g770u51S3t+ruhet7TLvrTLUdHlqOi0l3dWlXeuK+1cV9JVVdJdVdxTVZy3F/U5SnZXl+yuLumvKdlTXby3umhfTdH+2qJfagoPOmwHqwoHqooH7CUHHUUHHUUDjqKB6sKBattAjXWgxnyoxjRYazpcazpSaz5SYzpaAx2tAY/XgCdqwFM14Jka4Nda8Gw9dG49dH49cGG98VKjYchlvOkDbiHAPQR4iAKPUeNTTP8M173061/59a/9ulf+gtdEwWt/wSu84DVRMEwXvGM0uneM7h2re8foPjAFn5iCz6xuhDeMCfoJUT8laXSTom6C048xhnHWOMEB45xxjDWM0LoRqmCMLhinFxMVq5vidNOCflrUT0v6GdkwqxpnVGBWBWYDwEwAmFaASRmYkMAxERoToFEBGhWhEUFj+iKYPwuWT7zlI2f5sOg9Z33PWd/ztvec7R1nG2Ztrxnra9rykrK8oCwvSOtzwvqMtD2jbM8o61NKm6Rn0jwhzU9o62Om8G+m8G+m8BFte0hbH1CWh7RVix/RC/25H1GWR7T5EW1+RJv+pk2PGfNjxvyEsTxhLE8Y61Pa+oSxPqatf1PWx5TtMVX4hCp6QhY9Jguf/JenpO0pYXnqNz8lzE8J8xMCekKATwnwGWl6QZpeUqZXtFnzmrG8pi3DtHmYMQ+z5mHGNExDwzT0loLeUtB7CvpAgR8p4CMNfmKgzwz0mYG+MNAIB41w4CgHjHLAwpYdbxwVDKOCflTQj4mGMcEwweunBcO0aJwWjVOCYUrQT4v6GckwLRmnJMOUqNcWRtNSwbS4ZFpYMiV8NyV8NyX+75T0v1PSkglRN8brR1nDCKP/TOs/0fqPtO4drXtL6YYpw0sK+IcwPiGMTwjgMQn8TYKPKNND2vKAsTxkrPcp613CcsdvuY1bb+G2P/HCm3iR1mB3CC0aQouHsBLtWtVlrOwSVnIRK7yI2S6g1guo5SJquYgWXkJLLmMll/GSy3jJJbz0El5yAS/VBpOfxUp/RctOo2Un4cVJGXDFCbjyBPL9cfTHI/CKQ94fD3p+WBhi5Pxhr/OHfuePfc4VvY0rextX5RsXBpLlG7WEtDrvXtvr/jnv/rnHtabbtarbvarHvTrvWZP3run1rtGGFeW9a/LeNXnvWk2P7+ce+OdeeF0vvFh+DdfkkdoeWJuqV9eD1OWRujxal8fq8vj6PN7YjTm7MFcn5urAnB2Yqx11tiPOdsTVhrh2oe6dmHcHDu/AkR04st2PbsORrX5kK4FuJbEtJLaJQDf6tdI1tNWPthJoqx9t9aMtBNpMYM0U0URTTTTVRJNNNNVE0zma0TTRbJN2kEOzTTSXo7ksxWZpNkuxOZLNkWwTxTbRXDPNtWgYrpXhWhm+heFbGKGVlVpZuZWVFjBKC6O0sEoLq7ayaiuntHJyKye18GKLIDYLYpMgNYlyk6TmZDUnB7JyICMFMpKakdSsHMjKwZwSyiqhjKydCQXTcjAlh1JyKCUHk1I4KUXiYjguhuJiOC5F43IsIceSUjQpx5JyPCnHU3IyJSeTcjIlp1JyKiV+k0xJyaSUTEjJhJxMfAvkVEJJxZVUQk3FA6lYIBVTkzE1EQsmY6FEPJRMhJKJcCoRSSci6WQknYhk4uFMLJKJRTLxcDoeSccjGU0slIkE05FAOqwkwlI8IsejSjIqpyJKOqKkI0omLGfC0sJrSMyExExQyATFbFDKBsScKmYDYjYo58JydiGxydmwnA3J2aCcDcqL51hSOiCmg2I6IKYvnL/0ry7H8i77sq6qys6qys6qyvaqyvaqpe1VFe32pe2Ope32iraq8rZ1Ze1V5Z2Oys6a5Z3Vy7qql3VVa7mqoste0VVV0W1f2lVd2VlT2Vld2WGvaK8qb68q77CXdzrKu+zl3VWl+ariXkdxn6O4r1q7yVvc7yjqry7aU124t7pwn6NwX1XR/nUl+6tK99mL99mL9zuK9zuK9jsK91Vb91db9jtMvzhMB6qhg9XQIQc46AAHq4Ej1cDRavCYAzjuAE7UQKfrzL81WBaq0hvBKy7wugf4AwbuoOA9FHqIgY8xw1NU/wzTP8f1L/CC59h3z9HvXmJLtHQ1TBW8pXXvaN17Rv+O0b1ldG+1HT+64BOj+8LqRjjduKCbFPWTon5S0E3wunFON84aJjjDBGec4AzjrH6MLhijlkzQSyaZgkmuYErQTQv6GVE/qxjmVMNcwDinGucCxlnVOBcwzIcM8yHDXNA4GwRmAtC0YpqUTJMSNCGC4wIwLoATIjQmmsZE86hoHhFN33wRoc8i9FmCPgrgex58x0LDNPiGAl9T4CsSekWaXpHmV7TlFWN5xZhfseZXjOkVY3rFQFpR+2vW8pq3vuKtLznLS9bygjG9oE0vaNNLxvSCNb1kTa9Z82vW9JqDXnHgax54wwPDHDDMA8M8+JaH3mk46C0HDbOmt6zpLWt5y1rfstZhxvKGsQwzlmHavJBvGPMwbXpDQW9oaJiGhhngLWN4yxrfccAHDvjIAZ/4BZ8F8BMHfOaALzwwIgCjAjAqGEd54ygPjPLAGAeMscYx1jDGGsd5YJwHxlnjOGecFIyTgnGSN0wKxkneOMEbJnjDhKCfEHQTgrYBq5sUdFOSbkrSTWpE3YSkn5AME5J+XNSNibrxhSe6calgTFwyKiwZ4ZeM8ktG+CUjvO4Lb/jEgR8Z8AMNvKWMbyjDG9r4igJeUsBLGnxGLUxq114fkaaHpPkBZXlAWR/Q1nuU5TZhvu0338JNf+HmP3DLTcz6O2q7ru3jIcVDSPE1pOjKt4awWOEFrPACbruIF17Ai86jJeeQsvNo2QWs7DxWdg4vO4uX/YqVnsHKTmPlp7HyU2jFcbjiqG/pEd+yw95lg57lg57vB70rBrw/7Xev3ONaudu5sq9hRW/Divz6n3oaVnY3rOpqXN3VuKbLubbLubbLuabbuabHtSbvWZ33rO71rNrtWb3bsybvWdvtXdOzYG2Pb20eXptH1uaRtT3o2h7k5zxa1YPau9GqbtTejdq7EHsn4uiEqzvhmna4tg3Rmpmub0Mb2tDGNqyxHXe2+13tfnc74WkjfLv88E4/vMPv2074tvl92/zwNj+8VVsk+ZHNOLrZj20m8E0EvtGPbSDwDaR/A0m0kkQr4W/x+1sIopkgmkmiaYE/R/qzFJGh6TTLLuC4NMemWS7N8poMq53uCBlWzLLfznWkLCNlGSnHSk2c1MxJzZzYzIkt/IJmTmzmpBZOaebUJlZpYuQcIzfRSo5Wmmi1iVGbWLWJDTRxgRwfyAmBnBDMicGsFM7KkYwcSSuRtBpNK7G0EkspsbQSS6vxdCCZCaTSgWRaTaaVREqJp9RYKhBLBeJJNZ5Q4gklkVDicTkWl2JxOa6texJKIqkkk0oqqaRTajqpZpJqJqlkUnI6LWVSUiYpZpJiOimlk/KChEZJJ5RMQs0k1ExcTcfUVCyQXBBMxkPJeDARDy4mqnAqEU4nwul4KB0LpaLBZCyYjAUTsVAyHk7FQ+lYMB0NZKJqKiLHw2IsLMWiUjwqJ6JyMionI1IyIqXCUiokpYJCMsgng3wqKKRDYjokZYNSNijltIq+kJIJK+mInAlL6ZCcCcmZkJwOSemglApKqaCYCorJkJgIiskL5y79q8de0WOv6LEv7bFX9tgru+3LuuyVXfalmk770k57Rae9osu+tLt6WXfN8gXVlV2Oyi7H0i57ZZe9sstR2V1d2VVd0VVd3uko73CUd9jLO+3lXY6Knuql+eqleUd5r6O0t7os7yjN20vyjpK8o6TXXtJrL+qtKuqtKu6rKumrKuuzl/VVlfbZi3fbi3c7inc7ivodtv5qa3+1dW+1dZ/D8ovDfNBhHqg2D9SYDtVYDtdYDlebj9SYjtWZTzZYzzhtvzmt553WC27LZbd5yGu66QNvweAdGLyLAA8QwyNE/zeqe4zpnmAFT9AlT5DvnqHfvcCXvCQKXtP6t4zhPWv4wBo/cMb3rPE9Y3hPGz7Q+o+M7hOj+8zqvnD6EU4/wutHOC1pGaZEYEo0TgrGKcE4wesn2IIJtmCSLZjiCqaFgmlBNyPqZ2XDrGqcVQ2zin5W1s1IBTNiwbRUMKUUTCm6KVk3KRsmJGBchMZ4aIwDxzhgsYrMMMaDYwI0KoCjIjgiAl8E4xfe+EkwfhIMn0TDR8HwQTC+54F3nPEdC7xlgWEGGGbAtyz0jjO9403vePN7wfyeN2necdB7zvSBN3/gzR8403sOes9C7znwAwd+4MCPPPiRBz8JwGcB+CIYv4jGL6Lhi7RgRDKMyoYxyTguAuMiOCaAYwI4xmsWykC0lc0XDhzhwBEOGuHBEX4h/sJDIwI4JgLjEjAuGcckw7hkHJeNk7JhUtJPynotmBB1k6JuStJNy3rNjGKYUQ2zqnEmYJgJGGZU44xinJGN06J+StRNi/oZUb+wVF0MpgT9lKCb4he2WCdF3YSoGxcKxvglo1zBCFswwulGeN0XvuAzV/CZW/KJW/KJL/jIF3zkde853TtW/441vGeNH1jjexZ4z4HvONM7zvyWNQ+zptcs9IoxvaBN/9DQUwp6QpkekeaHhOkBYbrvN90nzPcI813CfIew3CYsf/ktf/gtN3HLTdx8AzffwMy/o9Yh1HYNKbyKFF1GSi75Si/5Si/CpRcWe/H9hpT+hpb8hpb9hpX/p/gbW3oaW3oKqziJVZxAK44hFUfhiiNI5WF42SHvsoPe5Qe93//i+X6f+8d97hX73Sv2ulf1OVf3NK7paVzT41zT7fyvaUOudV2udd2eBT3en/Pen3t9a/t8a3b7Vu7xrez3rerVJubB67rhdd3Ium54XQ+6rgdb142v68HXdeP2br+jE6/uwKrbsZo2tHYXWrsTqdvuq9vuq9sGN2xFXVtR11bMvRX1bMW8W3DvFty7xe/bTPg2k/BmEt2srYoIdAOJbSDxVkLjb/VriFY/2UqQLX6yxU82+8lmgm4hmWaCaSaYJoJdrKvmchSXo9gcxWQpOk0zWn1BiuGTLJ9k+CTLpVg+xYopVkyxUlrDSBlWzrJKllGzTCDLBnNcsIlTm3ilSZBzgpQTpSZRahKl5kUtotwsKE28nOWkLCtmOSnHSTlOznFyEy838XKWV7N8KCNEF4ixtBhPSfGkFE3IsaQaT6nJlJpKqalUIJUKpJOBbDKQS6rZpJJJqelUIJ0KJtPBZDqYTAWSSTWZVFNJNZFQ4glZy1iJuJKMK6m4ko4rmYSa1b4hFcillGxKSqekdFJKJ6VM4v+QMwklE1czCSWbUDIJNZ0IZOKBTEzLVUoqHkglg0mNtuOXCKbigVQ8kIypiaiSiCrxqBKPKrG4mkgEU/FgKqqkInImKqejcjIiJyJSPCLFI3I8IscjSjyiJCJKMiInQ3IyJCaCQiLIJ4NCKihoiScdEjNhKR2WUmElFVGSESkRlhJhORGWk2E5EZLiITEWluJhKR6SYpoL5y/+q9dR0msv6XOU9jnKeh3leXtFvqo8X1Wet39T0eNY2uNYmncs7XEs7bEv7bEvzdsre+yVWm7r1prv2Zf22Eu7HcU9jpIee2m3vbTHUZZ3lPdWV/TWLOutXpp3lOerK/LVFT328m57ebe9osde3mMv7akqzVeV5x0VPY7KvKMy76jorS7r07r8VZfuri7ZXV3cX12yp7p4f3XRgerCgRrboRrbYE3hYE3RYE3R4drCo/XWY+stxxstp522X522867Cix7bVY/lusd80wvd8oG3feAdH3DfZ3wAGx4ihoeI/hGie4QW/I0ueYoteeb/7hm55CWte8Mah1lgmAHe0MY3lPE1Cbwmja8IwxvSMEwZ3tKGd4zxA2v4wBk+coZPvGFEBMYkaEwCx0RgTATHBGBcMI4LxomF3/XGcU4/wekn+cWf/IJhktdPcrpxVjfK6T/z+s+84Qtv/MwbP/PgZ878mTWPsOZR1vSFBT/Txs8MMMKDowI0IoBfBOCzYPgkGD4Lhs+iYUQ0jkjAiASOSOAXEfwsAJ8F4JOgrUvAzwL4WYC+CNCICI2I0KhoGhXNo4JphDd94aEvAjgigCM8OCKAIwIwKhjHRGBMNI6JhnHROC4ZJiT9hKyfVAyTimFKNUwF9FNB/VRIPx3STwf0M4phRjHOKOCMAkzLxmlJY5j6RjZMy8C0Ak0rxmnFOC0D0zI0rUDTKjgTBGeDwGzQOBMwzAaNM0HjbNDwX/QzAf1MQD8bMMwGDXMh41zIOBc2zoWN8xHjXNQ4FwXmw+BcEJgLGGdk/Yykm5F0M2LBjKhbpJ+RDDOSflrUTfMFk/ySCaFgXNCPC8ZRzviFNXxmDJ8Zw2fW+JkzftKqxlnDW8YwzBhfM4ZXtOEFZXxBgS8o8wtKq86wvKQtrxjrS9b6krW+YC3PWMsT2vKIstwnzHf95tu4+U/M8gdmuYlabqCWG7j1hr/wBlF8gyj53V9yDS+9ipdd9pdewksu4cUXsMLzaPE5tPQsUv4rUnEaWXoKrjzpqzzpW3YCXnYcXnbUW3nUV3nUt+yIb/kR3/LDvmWD3soFvmWHfMsGfMsOepcd8C7f7/1+v+/Hvb4Ve7wr9vh+6vf91Odd2acNEfes7vWs6XGt7XL+3OX6udu1rttd1eO193js3R57t8fR7bH3+Bwabax4D+zogR3a1dQepKobtnfD9m7E3o06urHqbqy6G3N0oY5OrLoDq2nHatuw+l3Y+l1oww6kcQfs3I64tiGurbB7i8+9GfFuQn2bMHgTBm/CEM1GDN6AIRtwZIMf3eDXKrCxZj/W7MebCaLZ728m/C0EoR0UbSDpDSSzgWRaSaaVZFpIpoXkWim+heSaSb6JFJpIIUcJOYrP0kKWErIUnyG5DMVnWTHDSWlWSDN8mubTDJ9hhSwrZlkpx8o5Ts6xco6Vmli5mZWbWbmFU1p4tYVXW3mllZdaBKlZEJtFsUWUWkSpVZRaRWmDJG2QtFhsFcQWQWgRhVZRaBXFVlHaIEpab4VmKdQkRZukaE6OZuVYRoqlpWhKiqXkeFpJpJWktkeXUlJJNZ1Uskkll1RyKSW3mKiSKTWRUhdSVEpNptRkUkkklURiQSoup2JyKi6nEko6oaQTajqppFNKOqVkUnImKaUTUjrxLVfJ2aScSSrplJJJqpmEkkl+y1JqJq6k40o6LqcSSiqhpJJKMqEkYgu5MBmTk9rZVUxKxOVk/FsxhZKMKcmYkorK6aiciiipqJKKqMmImoyoif8KEmE1EVYSYTkekhMhKRGSEkEpEZSSISkVklJhKRkWk2ExERYTYTEeFrWcFA+J8ZAQC/KREB8NCbGgEA3y0aAQvXDu4r/6tc03R3G/vbjfXrK7qmR3VcnudSX9Vd+U7raX7baX7raX9tlL+9aV9K0r3a2pKt1dVdZXVd5XVdFrL++1l/Q6insdJX2Okl6NvbTXXtbrKO91lOXtpXlHad5Rnq8uz1eX9zrKe6vL+2rK+2rK+6oremsq8jWVvbVLe2sq+moqdteU99eU99eU76kt21Nbtre2fF9t2f7a0gO1JYfqSgbrSw7XlR6uLz2yvvRIQ/GxhsKjDZbjjZZfXYXn3EUXPUVXvIXXvNbrXvMND/SnF7ztA+96gXs+433Y+AABHmLAQ8z4CNP/jeke4wVP/d89Jb77hyx4TumfU4ZnpOEfwvDUb3iKG57ihieY/h/M8NxvfE4aX1LG17TxDWMc5ozveOA9D37goQ889EGAPgjQRx76pKUH0TQimEZFy6hgHuGgLyw0wkFfOOgLb/rCQZ9o8D1pfEsa39LGYRp4SwFvKeAdDX6gzR9ZyxfWOsJaRjnzCGsaYU2jvLbjB42K0IgEjUjQiAiMiuC4CE2I0IQITojAuEbQgOMCOCGCEyI0KUJTEjQpQVOSaUoyT4mmSR6a5IEJ3jChVXxIxklZSyqGb2uXaVk/o+hnFP2M+i1bGObChjktT0QM82H9fNgwFzbOhQ1zIcNcSD8XNsyFDbNh/VxIPxvSz4YNc2FgLgLMRQxzEcNc2DgXAeYi4FwUmI8Dc3FgLg7Mx8H5/7waFySAuQQwlwA180lwPqGB5hPgXAyYjwHzEeNcyDgXNMwq/8lS00LBjFgwIxYsPtFNC7opXj/J68Y53RhvHOFNnwTzB878njO9403vBfM7wfyONw1zptccpF1jesaanjKmx5R58bKt7Z7fes9vu08UPSCL7pOF9wjbbcL6J2G9iVt/x6xDiPUqbL2sdYKAi87DRefg4nNw8Vmk9De0/Cxa8RtS8Sta+Su27DS2/DS6/BS67CRSeRxZdgz+/ojv+8O+HwbhHwZ8Pw54Vxz0rDjgWXHA89N+90/7PD/t9WrdWn/a41nR7/6x3/1Dv9ZZ3P3TbvdPfZ6VfZ5VvZ7Vvd61ee/PPd6fe3zrun3runxVXb6qTl9Vp3ddl6eqy13V6bJ3ue2dbnuX29Htre72Vnd5q7u9Nd3emm5fbRdc14XUdyEL91I7kfVdaEMX2tiJru9A6jqR6i60pgur68Lru/D1nfj6DrShA21sQ507F6fV7VjoDodsQ+AtMLwFRjbDyCYE2ahB0Y0ouglDN2HoJnQRhi3cWsWxheuoBLGBJDaQ5EaS3EQSGxcCahNJbaSoDRTdSjGtFLOBohdimm2huRaabaGYZmrhwGnhVIkTmngxx/FNDNdEczmGa2K5ZoZvYfhWlm/lhQ08r9nI8xt5frMgbBGFzYKwRSMKW0Txm62iuFUSt0rSNlnaJovbZHGbJG6TxW2KuE0WtsnidlncJolbJXGLLG9WAhvl4EY5uEEJtSqhFjnUIoea5UiTHGmSojkplpViGSmelhNpJZlWUmklnVEzGTWTVtJpJZlS4qmFLcF4Wk1oO4FpJZFSEmklkVbiKTWeUuJJJZaUY9onU3I0pUTTSlz7tpSSSsrJhKSdVGnZK51W02k1kwpkUmo6paZTSiqppJJyKvmfU6tEXEwkpHhCjseleEJKJKREXErEpWRCTiXkVFJJJZVUQkkl5FRCXjjiikvJuJyMKomonIgoyf+mLbDCcjwsxUJSPCjFQmI8JMa15VFYSkS0D4iJsJCICAu5auEzYiIixMNcNMRFQ1wsxMWCbCTExS6cu/iv/TVFWvuifY7CfY6ivfaivfai/RpH0S+Ool+qi3+pLv7FUfiLo3C/o3C/o0g7MdrvKNrvKN7vKNnnKN1bXbanunRPTeme2tI9tWV768r21pbtrSndU12yx1HS7yjZ4yjZ6yjZW1O6V3u3rmxfbem+urJ99eX76sr31pXvWbS3vnxfffn++or99RW/1JcfWF9+YH3FgfryA/VlB9eXHWooPdxQtjjGsOKos/yos+R4o+14o/W0u/Cct/iSr+SKr/gaXDgE2677rL97zTe90J8e8JbHeMcH3EOA+yjwAAMf4uBDzPgINzzy6//Gl2geYQWPcP1DzPAQ0y9ADQ9R/SPE8AgzPPIbHhOGp6TxCQk8pYBnFPicgl5Q0AsaeklDL2nwNQW+YbSjGvM73vxRtH6SbJ9Ey0fB/EEwv+NNbznTMAu9ocHXFPCGNr6lAS1LvaOMHyjgMw19YbS1lHmMM49xljHWPMaZJgTzhGia8VZzmAAAIABJREFUkMzjimVcsYxJpjHJNCFBkxI4JQGTovGbKdE4JWgMU4JhWjDOiMC0CMyIwIwITovAtGCcFo3a5tiMpJ9VDbNB41zIOBcC5kLAXBCYDQCzqnEu8P8zHzTOh4H5KDQXM83Fwa8J49eEcT5h/Jowfk0AX5PAfBKcT4FfU1oMfE0CX5PgfEoDfE2DXzPQ1zT0NQ3+F2g+DWoP51PAfFoD/hfgaxqYTwFz2lclgfmY4WtUPx/RzYV1s4GCGblgWiqYFgum+SUz/JJpoWBaKJgWC6aFgilON8HqJlj9BGcYZ42jHPSBtwxzltes5aVWxc5ZXvLWl5zlOWt+ykKPtavTrPUha71HW++S1tt+219+203MegO1/Y4uVNldRYsuIYUXkMLzSNF5pPgcXHIWLv0NKfsVqTiDLD2FLD3hqzjqKTvsLjvsqTjiW3YM+f4Y8sNR5MfDyIrDyIpBeMUgvGLAt/Kg1hHct3Kfb9Ue76p+z+rdntV9njV9np97Peu0m0M9np973Gu73Wu6PdqIh7VaI+0ez7puX1W3z94FO7rg6k4NUt2JVHcgNZ1obQdS0w7XdPhqOry1HZ66Dk9th6e2w1vX6avv9NV3+uq6fPVdvvWdcEMn4uxEXZ2oqwN1ajpRVxfm7sScHVhDJ1bfidd1EQ3dRGM36ewmXV2kq5N0d5CedsK7y+/b6fftIpBdBLrTj2zHke0Ysh3HtuHYVhzbiqNbMWwrhm/F8K04vhXHt/oX4fhmDNuEYZv8+Kb/zHSgtiwgt1DEFtq/lfZvpf1baP9mmthMk1toajNNbKaIzTS5Wau+o6lNzEJV3kaG2khTmxhmE8dt4vlNPLeRZTcy7AaG2cgwm1h2C8tu4dgtPLt1AbeV57bz3A6R3yFyO0R2p6DhdgrcYszsEtk2id0lcW0S3y7z7TLXLvNtitCmaDHXIfMdstAuCW2StFOSt4vKdlHdKqpbJXWLpG6RApul0EYptEEMtUrhFjncLEealEhOiebUWE6J55REVolnlXhOjefUqCarRHNqLKvGs2rsPwKRTCCSUSNZNZJZEM6o4awayirRjJTISMmMnExLiZSUSMvJzDdKKq2m00o6I6cySjKjJNNKMi0l02IiJSVSUiIpxRNyLCkvlgIuBPGknEgqiZSSSKmaZEpNJtVEUk2ktBWenIhLca2MMC7GYgvicTEeE+IxPhrjo1EhFhGiUT4W5aMxIRYTYlEhFhWjUTEaE2IxMRYX43ExFhNiMSEaE6JxIRYXYjE+GuMjUT4S5cMRNhTlwxfPXfzXYJ31UJ31UK1toMZ2sKbwQG3hgVrbwdrCgdrCQ7W2wTrbYL1tsN52uN46uN42uN42uL5wcH3xYH3RYF3RobqiQ3XFA3UlB+tKD/yXgbqyQ/Vlh+q1bujFA3VFh2qLB+tKDq8vO9xQPthQPthQNthQdrih7HBj+WBD+aGG8kMNFYcaKw41lh9ylg02lh12lmuOuCqOOMuPNJYdaSw96iw95io7rk25dZefcFUcd5Yfd5acdBaectt+8xad9xVfhouvwsXXkMLrcKGWpW74TDe90J9e4JYXuOMD7mp9yjHwHg7c8wMPcONDTP8Q1T1AC+4junuI/h5iuI8a7+PAfRx4gIP3ceA+BtzFjHdw4x3ceBcH7+DQXQy6h0EPMfBvDPwbB5/4wSd+8Kkf+oeEnlHQcwp6QUOvONNr3vxaML3moVc89IoDX7LASxZ4xQGvOWCYB9/x0Hse+sibPvHQF940KpjHBPOoaB4TLOOibVy0jguWUd48wptHeNMX3vRZsHwWLV8ky4hkHpVNYzI0LkNjEjQmgmMiOCYC46JxQtRqB/QTgn5SNExL+hlJPysZZiTDjGyYlg0zin5W1c8F9HNBw3zEOB81zseBr3Hwaxyaj0JzEWguDM6FgbkQMP9NGJiPgl8T0HzSNJ/6lm+gf2egf2dM/86YvmZMXzOQ5t8Z0//Lmv9fzvLvnOXfOfO/c6Z/58wLMtDXNPDvtPHfKeBr+v8Av6bBr0lgPrEobpyPGeeihtmwYTZkmAnqZwK6GbVgNlAwq+pm5IJpYckUv2SaXzLNF0zzumlBNyVoN3D1E6xhjDGOMsYvDPCJAd/R0AsSekqATwjoCQk9oUxPaPMT2vyYMj0kwfuE8R4B3CdN92nLPdpym7L85bfcxCw3MOvvqHUIsV1Fiy9jZZewivNo+Vm49Kyv5De49De47AxccQZZehpZdhJZfhxefhT+ftC7fMCzfMD7/SF4xWFk5RFs1WF85QC68hd45X545T6fNotodb93VZ9nZd69sse1utu9utu9ptvzc6enqsNj7/Q6OjwL2r32dp+9Ha5qh+0dsKMDdnT4HJ1wdSdS04nWdKC1HVhtB17bidV2YrUdWG0HVtuJ13fgde1YXTu6vh1ubIcb22FnO9zYjmhxQ4evodPX2Ak3dsDODtjVgbg7EHcn6u5E3Z2Yqwtzd2GuTryxy9/YTTZ0k+t7qIY83ZinnXnamWecPYyrh/F00Z4Oyt1BujspTxft66R9HZSvnYTbSaSNRNtItI3E2gi8zY+3+XGtx3Ybie8k8Z0kvoPAt+P4dhzf7vdvI4jtJLmdJLeR5HaS2kaR2ylyO+XfTuPbaWw7jW+n8W00vp0idpDENhLfRuDbSXwH5d9B4dtJfDvl3077t9P+hdFEDLWDoXcwzA6a2UEzOxhmB8vsZOldDLOLZdo4dhfPtvFsG8+2c2wHx3bybKfAdAp0J093cXQXR3eyTBfHdPFUN091C1SPQOdFukeku0WmR2LzMpOX2bzE5WWuV2Z7JTYvsXmJy4tcjyh0CmKHILXzchsv7+LlXYKyS1J3SoHtcmCbHNwiBzdJwU1ycIMcbJWDrWq4RY20KJFmJdIsR5rVb6LNSqRFiTarsWY13qTEmpRYkxptCoSbguGmQLgpEGkKRHKBcC4QygVCTYFgTg7npHhOSmgyYjwrxXNSIivFs1I8KycySiIjJ3JSIicnmpRETklkpURGjGfEeEaKZ+RoWomklUhajqSlRfKCjBzNKJpYRtVEM0o0rUTTciQlhlNCKMWHUnwoJYSSfDglRFJCNCXGUkI0JUSTQiQpRpNCNMlHkkIkKUZSQiQlhP9DDKfFcHrxn2k+mOKDST6Y4oMpLpTkgnFGTXLBS+cu/OtUg/lkg/nEesuxesvR9ZYj661HFl+Prjcfa7AcazAfazAfazQfc1qOOW3HnbbjrsLjjYXHGouONRQdbSg+2lB8tKFkUfHRhuJjDSXHG0pONJaccBafcBYfbyxeHKVRojnhKjnp+tZqrPSEU/tw6QlXqfbWKXeZ5rSn/LSn7JSn9LSn9Iyn7LS37Iyv/Iyv/LS37LS3/JSn7LS75Iyn+Fdv0VlvyQVf8RW46BpcdA0uGoILr3utv3vNN2BtYKDpLxi6hUC3Ueg2Ct3BTbf90G0/dM8PPlicpvEAA+/j0H0/dJ+AHpCmB5TlPmW5S5rv+E1/4aa/cNMfuOkPzHJzcQzuLcxyFzPfRc33Mct9v/W+3/pA64lAWR9R1ge09QFteUCbHzDmh4zlIWN5yJgfsuYHnOUhZ3nEWR7ztn+EwudS8Uup+JVU/EYuHtZIxW+lkmGp5LVY/JyzPaUtjynT35T5MVP4hC35hyt9LpS8FAtfibbXi4ZF21vR+lYwvxfNH0TTB9H0UQQ/S8CIZByVjOMyMKUAUyo4pYIzAeNsUD8b1s9FDHMx41wcmEsA80ltV+0b8Gsc/BoHvsaBrzHgaxyY/7b/lgTnU9B82jSfMX/Nmr9mTV/T0NcUNJ8E55LAfBKYT4JfU6avafPXtOVr2jKfNs+noPkkNJ+EFv48Cc0noLk4OBsDZ6PgTBSYjgLTEXAqDEyFgMkgMBUENRMqMCYZR3j9J1b/kdF9YHWfeMNn0fhFMH4RDJ85/RdWN8LpR3nDGG8c0Y6dWOMnFnzPgG9p8A0JviKgl6TpGWF6TJge+U0PceghDj0kTI8o80PKcp8y3yWgWzjwJwb85TfdoWx36aLbdNEfROF1zDqE2q6jRUNY2WW84oK/8rx/+Tn8+7PY8t+QZWeQytNw5Ulf5QnfsmPeZYc9yw55lg14vj/o/XHA99MhZNUhZNWAb+UB70/74ZV7kVX9vlW7fav74FV98OpeeG3eu7bHvabTubrDuabDvbbTu67DZ2/zVe/yVe/y1ezyLQxX3YXU7kIXtGG1bVhtO1rXgdV34Os78PVa17gOf32Hv64Dr2v/L214XTve0IG62hFXO+JqR11tqLMNaWyDG9vhxg5fYwfc2Ik4OxFnF+LsQpzdcGMX0tiFOrtRZzfm7MEb84QzTznzlDNPu3ppVy/l7qXcfbS7j/b00d485ekh3T2ku4fy5BlfnkF6aKSHQnoouJuEu0i4m0K6yW/gLmJBJwF3+JF2P9LuRzsIrJ30t5N4O4m3k/42Ete0k1g7ibaT2Le3Ogi8g8AWoR0E1kmiHSTaSWFdNNbNYD2Mv4chehiyhyF7aLKHInpoIk+TeYbqZahemuqlqT6W7uPo3Ry1m6N3s9RuhuxniD2Mv5/x72GIPSyxhyX6OXIPT+0RyL0iuU+i9knUfpnaL1P7ZC0g98vaQ3qBRO2TyH0iuUek+0Vutyj0CmIPz/fwfLfAd4tCtyR1yXKnrHTIapsc2CUHd0rBHXJguxrcqqhbFXWrGtyihDYr4U1KeKMS3qREN6nRTWp0oxrdoEZb5UiLHGlRwi1KuFUNt6qhFjXUrIaalFBODTapgWY12CSHmqRwkxjR5MRITow0SYuxFMlJ0SYp2ixFm+VoixpvUeNNciwnRrNiJCeFm+RQTg7kpEBOCjRJwSY52CQHc1IgJ6lN2hMp2CSFmuRwkxJuUsLNcrhZDjfJwSYxmBMCWV7NcmqOVxenbASzQigrhLJ8KMuHMkIoI4QzQjgjhDJCKMOHMnwwywWzfDDLBzNcIMurWT6Q5YJZLpjlAlluoV9GjlOb+ECOD2R5JccHLp+78K/zLtN5l+mcy3TWCf3aCJ7+v6DTjabTTtNpp+mMy3zGaTnTaDnjtJ5x2k67CjVnXIVn3EVnXEW/ugp/dRf+5i78zV30za/uwl/dhb95is56i895is95i896is56i876in/zFv/mLf7NszBD/byn6Ly36Ly36IK35KKv9KKv5KKv5CJcqrkAl16AS8/DpReQsvNw2Tm45DxSdh4pOw+XX0DLL2IVF9Hyy2jpNaRkCCkeQoqvI4W/w7YbsO0mVvgnXvgHZr2JmG8i0E0U+gOF/sRNf/rNf/rNt3HTPdT0ADM/9FsfktaHlPUBZblPmx8wlvuM9S5jvU1Z/iQsN/3Wm37b75htCNWGfBdfw4qv40W/40XaFPDf8eLreMl1vPQ6rjXwLr+Gl11GS69gZVew8itYxWWs4hJWcRGtOI9WnEfLL+Lll6mlV5nKa+yy69zy37nlN/hlN7nKm+zSm0zFDbr8d7J8iCi/ipdewkouYaWXsPLL/mWXiR+ukD9cI5dfJypu+Mv+IMr+JMv+ospu0+V3mbJ7TOkDtuQhV/yYK3rKWp+xlhe8+SVvfiOY30uWj7Llo2z5rJhHFXBMNU4EgMkwNBUxTUfNs3GLZi5hmU1YZuKm2bhpNgHNarkkDs4unhXNJaHZlGk2bZ5JWWZTlrm0eS5lmk1AMwlwJg5Mx4zTUeN0FJiOQtNRaCoCToaNE0HDeEA/FtCPBgwjQXAkaP4SNH0OQB9l8IMEvhfBt4JW5g4Mc+AwB77lTG850zBnes2aXtLQcwJ86gee+IEnFPiUgZ6x0HMGfM6Az2nwOQW8oMFXDPiGhV4x0EsaeslAL1jzP7T5MWl+RJofkdZHlO0hZbtH2e6Q1tt+yy2/+TZhuUcV3mOK7jCFf1G2G37LEGYawkw3iMI/qNKbVPl1suwKXnoZK72MlV/CKs9hy37Flp/BfjiNrTiNrTiF/ngC+fE48uNR+Mcjvh8OeX844Pn+gHfFAd+qA8iaA8jaX+A1+72r93pW7nGv3O1drd17zXvX5n1re+F1edje47N3e+2dXnuHx97mdrR5a3Z5a3d663d46xeHCTXuhJ074MYdcMMOZP0OdP12dP0OdP1OtGEX1rALb2zDG3dhjW1YQxu2fvG1rg2rb8fr2/GGdn9DB97YgTo7kMYOuLEDaehA1nci9V3I+i5kfQ/akMcaNb1YQy/W0Ieu342t342u78fq+7H6fryh39+4m3D2k65+ytVPuvYQ7j2EZy/p2Ut691K+vaR3D+ndQ/r2Ur69NLKXRvZS6B4S2UMie0i4n/D1k95+0ruH8u6hPP2UZzfp7iPdu0l3n9/di3t6/d484eklvHkSzpO+POnLk3AP6eshfT0k0kshuyl4N4XsXgg0vt003E/Duym4n4L7aV8/7dvD+PYx8H4W/oVFDrDIAQ45wCEHOXSAQwY4eIBDBnh0kMc0hwXsCI8e4dGjPHqEQ45w8FEOPsYhR1n4GAsf5eCjPHJUQI8K6FERPSoiR0XkmIickLCTCn5SxU+q+EkFO6lgJ2TshIKdVPCTCn5SwU6p+CkVP64SR1X6iMIMKuyATB+UqAMS9YtE/yLRv0jMLxK7X+L2yfxeme+X+d0y36fwvTLXq3C9Mt8jyR1SYJcc2ikFd0nBnVJwhxjYLga2i+o2Ud0qLewfbpaVzbKySZY3SvIGSd4gyRtlaYO0MJCplVNaeXUDr27glVZeaeWVDbzayqutgrpBDGwUgxul0EY5tEkjhTZKgQ2i2ioqrYLcKsqtgtIiKK2iukFSWzULszbUDWJggxTYIAVa5eAGObhB0ZaDgVYp0CoGWgS1RVBaBKWJV3KcnOXkLCtnGTnLyDlWznFqExdo4tQcp2Q5NcsGcoyaY9Qcq+RYOcdITazYxIpNrNTESk2s3MTKWtzMSS281CrIrYLUKshXzp3/1zUvdM0LXvWCV9zgJRdw0f3fwItu8ILLdMG9yGW64DJdcJsvuM3nPZYLHsvi9CbrBY/5osd0yWu67DVd9pm/ueS1XPRaLvmsl2HrFZ/1Cmy97LNc9lkuwxYtuOQ1X/Gar/msQz7rEGwbQmxDqHblvmgI/Y9raNFVtPgqWnIFLb2Mll5CSy9jZZexsstYxVVi2TVi+VV/5VW8fAgtGUKLhhCttYz1OmL9HbX9jtmuY9briGUINg0hpuuo6Tpmuo6bbuDQX5j5DqZNYbfcI233KNtdynqXMt+hzLdI85+k+QZhGcKtVzDbJdR2ASk8BxcvzEVFys+iFWexpb+hS39Flp6Gy0/B5SfhipPwUq1q67jv+6Pe7494vj/s/mHQ9f0h1w8Drh8HXD8ddP100P3TgPenQ8jKQWzVIL7qML7qCLbyCPbTEXTFEfTHI+gPh+HvB73LD3u/P+z9YdD346BvxSC8chBePYisOYyuOYqsOgGvOOX78Qz846/oj2fRH85j31/0L79EVl4mK64SZdeJshtEyR9k0V9U8S2q+A5dfJ8peciWPuTKHnGl/7CFzznrS976SrC9Fm2vJdsbqXBYLnojF72Rba8l2yvR8lqyvJbNbzSKeVg1vw1Y3gWs7wKWt0Hz24DprWp6FzC/D5jfB8xvVdNb1fRWMQ3L0LAMDcumN5LpjQS+EowvOMM/rP4Jo/ub1j+kDQ9p8CFjekCb79OmexR0lwRvE+AtP3gLB275QW11+23m/S3cfAu33MItt3HLHb/lLmG+R5juk6YHpOkBAT0goPsE9MAPPSKgv0nzQ8rygDTfp0z3afN92nqftt2jbffowrt00W2q6E+i8Ka/8Nt0qJv+4htEyXWidIgou0KUXvIXX8KLLuLFF/GSi3j5Bf/Sc/iys/jyX9FlZ5Blp5BlJ5HlJ5AfTiArjsErjsI/HvGtOOxbMehbMehbMaANfoVXH0R/PoBX7cfW7UV+/jbEaDdc1Yc4ehFHHnbk4eo8UpNH6nqQ2m64pguubffV7fLWL46wa9wJN+5EnLsQ9y5kYbjqNti1DW7chjRuRRq3Io3bEOd2tHEH6tyJOneizl2Ysw13tmPONszZhjW2Y40deGMn4eogXJ2Eswtv0Lp396D1ebQ+j9X3YvW78fo9/oa9ZOM+smEf0bDfX7/fX3fAX3eQqB0gag4RNYeImgGi7iBZN0DUDZB1A1TdAFk3QNYfotYfohoO0Y2DC5yHGecRxnWEcR9hPEdo72HKO0h5BinPIOk+RLkOUc4ByjlAOQ+S7oOE6wDZeJBq/IVs3E849xOufYRzn9+51+/c63fu8zv3Ea69GtK1n3L9QjsP0K4DjPsg4xpgXYdY1yHWNch5BjnPIOs+zLqOcBrnMc55XHCeEJwnRNcJ0XVScJ0SXKdF52nReVpynZZdZ2T3GcX9q+z+TXadld3nFfd5xX1edl9Y4Lkouy5KzouS86LsuiS7Lkmui5Lzoth4QWy4KDVeVlxXA96hkG8o7LsW8l4Lea4F3VdDnqtB99Wg51rIez0CX4/A1yLo5Qh2MYydD2Fng+hvAeSMip5WsNMqfibgP6P6T6v+06r/lEqcUIhjCnVUoY7I5BGFPCyTByVmryT0iVIvL+Q5vofjuzmui+O7OL6T5zt5vp3ndvHcLoHbKXA7eGYHR2/X8PQ2nt7GcVtZfisrbGXFray4lRW2svwWlt/CCls5cSsvbuWlbYK0TZQ120V5uyBvE6RtvLiVF7fwwmZB3CzKmi3/eZU2CdJmUd4iKlvEb8ds6iZJ3SSpm0V1k6huFNQNgrJBkFt5qYWTmlmxmRWbGCFHL2LEZlZsZhdasDcxchMjNzNSMyM2M0IzwzezXDPLtbB8C8O3cHwLxzczXAvDtbLcBo7byPEbOW4jx185d+5ffyLAHzBwEwZ+9xmv+4AhH6i57gOv+8AhHzDk1R5CQ17gmtd4zQNc84DXPOBVL3jVC1z1Ate84DUvdNUHXPUZr8HA0ALjdcR4HQG0metDiOk6At2AoRsIdAPRBq6DizF0E4ZuoqY/MPOfuOVPv/VPwvoHYfvDb7uJ225gtt8x23XUeh2zXceLruPF1/0lQ/6Sq3jpVW0WKl52zV855F825F86hJcO4UXXcdsQbruG2a6itmuY7Rpmu/INar2MWa/g1qt+6zXSep0w/4Gb/sJMt3DT/8fWez61lWZrvPMntW1MkIRy2Mo5gQAbpJ1zkIQkwD195n45PXOme7rbYBOMwQGbJISEEiLnjLONs93GoYO72/acb/eDcM+5VbfqV7vevZFUElTxaL9rrefZwkXbuHiLlGyRki1SvEmI1wnJCi5dxOVzmHIaVeVgZQZSTkLqFKRJQboUrE8ihjHYNAKZRiDjMGi4DhqugcZroOk6aL4GWoZCtish2+WgdbDZOnDaMtBsHWixD7TYB1ocAy3OgaBzAHQN/gfnIOgcDDkvgc5LoHMw5BgMlnEOBJ0DIecg6LoEHkW3XQZdV1tc11qcwyHHKGQfh6xJyJxCTGnUmEGBKVSbwzR5XFMkNCVCO0voZklgjjTMU8Z5yrhAGZdI3TKhXiFVq4Ry7SgDV7GKK1Zw+QouLyfkrhDKFVK5SirXSOU6pVynlRuMaoNRbdDyDap2g5RsEJJNUrJF1m4RtZt47SYu2cTLC+kGLlvHpet47SomWUbFC6hkDhXPIpIZpHYGlc6ishlUPoPKZ1BZCaktIZISLCnB4hIsmYElM5BkBq6dRaRziGwOkc2jsnlMvojJV7DaDUy0jdZso39GQNVs4+IdXLJLSHaJ2m1CukXUbhKSTaJ2k6zdoqRbpHSLlG4SsnKK/DqhXMPVK7hmCdMsopp5TDeH6WdxwyxhLBH6aRwo4Lo8DuRwfQ43ZglzhrBMYpYJ2JyCTSnYmIJNKciUBM1jkGUMMo+C5hHQNApZRiHrCGQdhh3XEec1xHUVcV1BnFdg5xXYdRn2DCK+i0h9P1J/oQwa6EUbetBANxI4DwfOwYEuuKETaexEmsocjcEip84izWeRskFqczkB7yjjDm4uR+GdhZo74dP/ATndiTR1oY3nsKbz2KlurLEXDfQi9X1IoB9tuIg2XMQaB/HGy0TjFbLpGn1qhG4aoxuSVH2Krpuk/WnaN0V7s5QnS3mmaE+a8kyS7knKPUm507QnQ3szjC/D+KeYuixTl2XrcmwgzwbybKDANhbYpjzblGMas1RDlgpkqYYpqiFDNWTohgzVkKYa01RTmm5M042TTGOKaUwyjeN04zjVME43jNMN40zjONM4xjSOMoFRun6ErBul6sbowDjTkGQbJriGFNc4yTelhVMZ4dQU3zTFN2WFU1mhKcs35oTGfLipEGksRBoLkaZ85HSZQuRUIXIqH23KtzYVYk3F1qZSa+NcrGk+dmoh1rQYP7UcP7Ucb1qON67EGlZjgdVY/UqZ1vqVaP1ytH45WrccrVtprV+PN262ndrqOLXZ3rTV3rTd3rTd0bTV0bjZ3rjZ3rDZ3rDZ1rDR1rCeaFhra1hta1xua1pINM3FT83GmmcTofk2aKEdXmiH59ug2QRUisPFOFKIo7kYNtWKZaJYMoJdD+NDYeKqgF/hscsceolFB1lsgCUusmQ/S/UyZA9D9DBEN0N0M/h5GjtPo2XOMdg5luziqE6OLtPF0Z0c1clRnSzVydKdLNPJMeWC3LnPZblOnunkmLMs+wPLfc/x3/H8d4LwvRD+XhC+F4Tvw+Hvw8J3gvAvXvhOEL4Twt8J4e+EyHdC5F9C5Fsh+q0Q/Rcf+VaI/pNv/R8++g8+8g8+8j/cEf/gIn9nI18z4a8Z4b9Z4b9Z4WtW+G8u/PX/GZT+mg9/zYW/ZoWvOf7rsqEUy31dliua+5pm/4fh/sn9h4Vi8S/7SMUecmIXqdhGKjaRig2kYgMuc+I/lK8jJ9bhE+twxTpUsQ5VrMN/cnIdrlxFTq4iFavoyVX05Bp6ch2r2kCIA8ziAAAgAElEQVSr1tGqDbRqA6vexGu28JotvPoItHobq97BqnfQ6h20ehur2cZF26R4h5Ts0NIdunabqt0mazeJ2g1csoGL1zDxOi7ZIKQbpHSTlG1Q8nVKvk7K1knZGqFYw9VruGYdV28Qik1StkVJN0jpGiFdxWUruGwJlS4g0gVEfhTvjckXcMUioVihFGukbJ2QbOLiLUK8RUi2CPEmId4gxBuEZJOSbVKKNUq1TGnmSe00rs2h2jSkTYW0yZA2CQLjkGEEMl4HTddA87WyESd05MJ5DbYPwY6rkPMy6Lgcsl8K2geDjoGgYyDovBh09JdN0locF0LO/pDzYtlsBnT1g+5+0H2xHNoGui+EXEe5bSFPf9DdH3JfBN39oLs/5L4YdA+cdl067bzS4hwKOa6HbMMh8xhoGocMSRiYQHQTmC6FA5M4MIUBWUyfxYxZzJzFLTncmsctecyUxwx5VF9EgCKsKyK6IqwrwNojc1JYV0CAPArkUX0BAYoIMI3qplHtNKo7WiCaEqwuQX+iKUHqEqgqgeoSqJ4OqYshTSGkKYTUeVCdBdUZUJMBtWlIOwmqJ0FVBlRlIPUUrJmC1VOwegpWZSFlDlbmYFUOUuUgZR5S5mFVAVUXMc00rp3GtSVMO4cpFzHpElLeca1dQiTLaO0KJlslFGukco34M0lLuYYr1wjFKqFYxeWruGL1c2L9Cq5dwoAFDJhD9bOofgYzzmCmGdwyQ1qnSUuBMOVxY440ZQnTFG5K4+YUbk1itnHUlkRsE7A1CVvGIfMYZBmDbWOwdRS2jMCWEdg6AttGEPsw4riOOK/BriHEPYSW41w9lxHvIOLvh+v64Po+JNCHBnrRQA9aLiPVd6F1XWhdJ1KmvhMJdCL1nXCg86go1dgJn/4BOv0D1PID3HwWOn0Wav4Bav4BOv0DePp78PQP4Omz4KnPNJ2FG8/CDZ1IfRcS6EIaziOBXqiuD/RfgPz9kP8iUjeABi5hgSt4YIgMDNOBcTqQZupyjK/Aeoucp8R5Zjn3LOuaZZ2zrHOGdUyX4ZwlzjnDuWZ59yzvnhM884J3XvDOcd45zjvPeRc43yLnW+B886x3nvbM0545xjvH+Wd5/yzvm+W8c5xvjq+bE+pnhfqZcKAUDhTD9XmhLsf7c7w/J/iz4fpsuG4q7M/wvjTnTbO+NFuX4eqn+MAUVz/F1k2xdVNcYIpryPKBHF+f4+tzQiDP1+fY+hxbn+cCBT5Q5AMFoSkXac5Gg7lISy7cfKRk4cZcpDEfbpiONMxGG+eijfPRhsXWhuVYw0qsYSVWvxarX4/Xr8Xq1mL+1VbfatS/FvWvRX2rYc+K4F4Luzej3t143X5b/Y32+psd9XfOBO5+2XD/rw13/xq41VF/I+Hbj3n2W537rY7dVudOzL0Z963F/SutdUutgaV440ri1Grb6ZW2U0vxxoXWxrlo02z0VKm1uRhtyYVbMkJwQgiO8i3DfMsw33Kda7nOtgzRLVep4GUavETDAzRykUL7KeQIGrlAwX0k1EdBfRTYR0N9NNLHoH0MVuYCg/XRWC+D9bBYD4P3MHgvg/dyZB9PXeCoPo7s5cgejuxmyfMM1cXQZznmB579gWfP8uxZvtziyP0gsD/w3PdHsN/z7Hc89x3PfcsL3/Dhb3nhX5zwLR/+hgv/kw3/k438k4l8w0a+4aLf8NFv+Og/+ehnxQqX+TsX/ocQ/ns4/A8h/A8h8g8h8ncu8nc2/HdW+DvD/53h/17OXWSFf9D8/9DcPxn+G5b/huG/oblvGH6hUPzLbez4HezYHfz4Lfz4DfzYPn7sBvbFDeyLG9ix/fIpUV58sY8f28eO72HH9/ATe9jxPezYHnZsDzu+h53Ywyp28Yod7MQ2VrGNVezgJ3fJyl2ichev2iOq9ojqfbJ6n6rZp0T7lGifqtknqveJ6ptEzU285gYu2idE+6RojxLt06KjjgNKtE+L9yjRLlmzS4l2KPEuJd6nJfu05AZTe4OV3uSkN3npTU66z8j2aPkeLd9n5DdZ2W1OepurvcnV7jO1e7R0l5JtErJ1TLGKqlZRzQqqXkFVK5hyFVetk8oNSrlJybfI2m1Ssk1ItgjJJinZJCWbVO0WLd+iVRu0epXWLlG6OVxXRLVZWJsBtZMhbQoEkqB+HDSMQaZR2DwKm8dgyxhiHUVto6h9BLWPIPbrsP0aZL8OOa5B5XKF8wrovBxyXAraB1tsA0H7xbJNJ+i6CDr7QddF0H0RdA+A7gHQfRF09Yfc/SF32UO6P+TuD7kuhtwXQ56LIfdAi2uw2X652Xa1xXYtZLseso6AllHIPAYbxxHDOKpPYvokpk8iQAoGJsu7VYgljVrTqC2DWjOIOQ2bJmHjJGSYhAxpSD8J6VOQIQXpU6B+IqSfAPUTkD4JGiYgQwoyTELGNGSchIxpyJCGgAykzYC6TEiXCekyQd1UCJgCgamjU206qE0HdZNBXSqomwjpJkAgCeqTIcM4aBgN6kaDuvGgLhkEJkJ/okuB2klINwnr0rAuDesykG4KArKIPofq85gxjxkLmLGI6Yuotohqi6iuiGqmUXUJVc+gmllcO4fr5v/Mqid05VisBUKzgKsXcfUSoV4kNIu4doHQz+KGGdxYwswlzFzCzdO4eRq3TBPWPG7J4sYpTJ/B9JOIfgLRJxHDOGIcg81jsGUUso6ClhHQMgyah0HzMGi9DlmvQdYh2DYEO4YQx1XUeRV1XUE9ZWW6jHgvw55B2DsAey9C/n6obGfX0IcEepC6bqTuPFp3Dq3rQuq6kLpOxH8W9nXC/k7I3wnXnYXqz4J1Z8H6TrDhLNj0A3TqB6j5LNTcCTV3HmnVqbNQ0w9HaUmnOqGmLrixC27sghu64IYuJHAObTiPNnajgV6k7gLiv4D6L6D+fsx/kagfJAKXyfohqn6Yrh9n6jKMr8C4pznXLO+aF1yLgmtRcC7wzgXBuRR2LkWcS2HHUtixFHEuR5zLUddK1LXS6l5r9axF3asR91rYtS641nnnBu/cEFwbgmtTcG2F3ZsR13qrey3mXo25Vluda62u1VbXaqtnpdW71OpdbPUutPrmIt6ZsLskuEth90zUU4p6ShFPUXDneXeB9xf5QIFvLPCNBb6hwAUKXH2eC+S5+jxXn+fq8lxdXqjP83U5zp9j/TnWn+f8ec6f4+qnhKap8Ols+PSU0DTFN2a4hgwfyAr1OaE+Hw4UIg3TkYaZSMNcNDDfGliIBRZjgaVYw1I8sBSrX2mtW4361qO+zah3M+rejDi3wo6diONGq/NOwnWv3f3gjPtBh+thh/Nxh+Nph/PpGdeTDufjNvuThO1xwvIwYbkXt95ute7H7Dsx53bcs5nwbST8mwn/Rty33updibqXI56liGcx4puP1M1G6qfDgbwQmOIDk3zDBNcwwTVNsE3jTNMY3TRCnRqmmq9TLUNUcIgKDdGhq1TwChm8TIUu0cFBqnmQah6kTw9SzZfI4CUSvETCl0jkEolcItEBErlIIv0UeoHG+mmsn0L7GfQihw/w5EWO6OeJfp7o44heluhhiXMs0ckSnSzRxRJdLNnFUV083cnTZ3nmrMCcFZgfePoHnjkSKo77F8v9i+W+ZdlvGPZbhv2WZr+luW8p7luK+5bmv2XKm438Nwz/T4b/huG/YYUjuPA/ufA/ucg3fOQbLvING/6GCX9Lh7+hhW/o8De08C0jfMvw31DctxT7L5r7juG+o9nvKPY7ml0sFP9yj/jiPvHFAXXsgPriAX3sAX3sAXWsvLhPf3Gf/uIBfew+fex++Qp17B517B51/B71xX3yi/vUF/epY/ep4/eo4/fI43fx43fw43eJ43fIE7fJE7eJE7eJk7fxk7fxytvEydtk1W2q+jZVfYusukVW3SarbpPVt4nqW2XI6lt09W266jZddYeuukNX32Fq7jA1t5nq20zNbUZ0lxXdY0UPONEDXnzASw7CtQeR2oOw5D4vvseJ7nE1D/iaA6HmoVD9MFz9UKh5wIvuc+K7rPgWI96jarcJ6RYu28Rkm5h0E6/dImq3SekOJd2handI8Q4h2iXEe4R4j5TsUrW7dO0eI9ul5duUYpNUrhHKFUy1gCpnEGURUeWRz8YBsC6NAGlEn0aMadSURs1pzDKJWlKoJYVYJmDzOGQeh49y4UZh2whkGwFt10HrtZB1KGS7CtqvgvYroP1K6IiroOP/cqX8gJD9ctB2OWi9HLSVHzYUsg8FLdeC5uGQaRg0jUDliRzLOGIaR41JRJ9EDBOIcQIxJiHDBGxIweYUYp2ArUnIUq75j4OGcVA/9pnREDAa0o+F9GMh/WgQGAkBIyFgJAiMhPRH5TGwjH4spEkGVcmgOtmiSQY1E0HtRFAzEdSkgpqJoGaifL1FM96iHguqRoPq0ZBmFNSOgtpREBgO6YeDhpEWw1iLYazFOBY0jgWN4yHjeMgwHjIkQcOfSjkJGTKwcQoxTqGmKdSURU1ZzJTFjFnMmMWNWdyQw4E8DhQwoIDri7h+GtfPkPpZUj9D6GcIYIbQzRDaWVxTZgbXzhC6EmmYJkxFzFLE7EXMVsRsBcyWx2w53DaFWTKYcRI1pBAgCQNJWD8O68dgwyhkGgXNI6BlGLQMQ5ZrkPUaZLsG2oYg21XIdgVyXIFcl2HXJdg9CLsvwe5LsHcQ9h7pE+zrh3wXQP8F0N8H+i9AdX2Qvwfyn4f952B/F+LvQv1diL8T9p2FfWch31nIexbyd4J1Z8uEAp2hxk7o1Fn49Nk/t/WgU51QUyfUdBZs7ATL+tRwDg6cgxvOw4HzSOA8GujGGrqxxm6soRcP9BGBPjLQRzb0UQ0X6MZ+ummQabzMNFxl6ocZf5L2ZmhPnnWXOPcs55rnnUcIrgXBucjbF3j7Au9YFJxLYddK1L3S6l5t9azHPBsx71bMux317ETcO2HXbsS5F3XvR903ou6bMfeNuGs37txJOLbj9q2YfStm32y1bbbaN2KOjZhjo9W5HnWtRlzLYceyUFZBx2LEsRh2LAiOOc4xx7nnON8s658pw/lnOP8M7y9xvhLnK3H+Eu+fFvxFwVfgvXnOU/hMjvNN8fVZoSEnNGT5QJarz/L1Wb4uy9flhPp8uD4fbShGG6YjDaVIYCYSmIkGZqL1s9HAbLR+LlK3KHhXBPd6xL0Zc+/EPXtx937ceStuvxu33U9YD9qtjzosT9pMTxPG5wnDi7j+x4T+VVx/GNcfxoFXCf3LdsOzNuOjhOF+3HQnYbnd7rjZ7txvd+21OXdj9p2IdSti2Qhb1sPW9bBjJexajLjnI96ZsK8o+HK8P8vVZbn6LFefYevTbP0kE5igAxNUQ5JsGKcaxqmGUTIwSgVGqYYRKjBM1g+T9SNU/QgZGCYbrxGnruHN1/CWISI4RASvliHBKxR0hYGvMvBVBhni0Gs8PsTjQwI+JGBXOfQKh1zhkEscMsDCF8swcD+LXODwPp74DNnHE70c0cuRPRzdzdLnGeo8Q3UxZBdDdjFUF0110WQXRXb+CU120tRZmvqBpn+g6R8Y+mg8gGG/Z7jvGe4HhvuB4c8yQicjdNJCJy10MkInw3fSXCfNdtJMJ8V00UwXw5xj6DJLhcJfDugvHtHHnjDHnjBfPGG/eMp+8ZT94hl37Bl37Bn3xWeOPeOOP+ePP+ePPeeOPeePP+ePv+BPvOCPvxCOvxBOvOBPvOBOPGOOP2OOP2WOP2VOPKZPPKKOP6IqHlEnH5ahTz5kKh/SlQ+oyvtU5X2q6j5VeY+svEtW3SUr79FV95iq+0z1f2BrHpRhqg/YmkdczWOu5ilf80yoeS6InodFz4SaZ0L1U67qCVv5hDv5jD/5vIxQ8SJ88kWk+nlE9DRc85CvvseK7tKS25TkFim5RUpuEeLblOgOLSr7fN9hRHfomjtUzV265i4tukOL7tKie6zkPlt7j6m9Q0tvUtJ9SrpDyTZJ2RopXyaOCmNzmHIGV5Uw9XQZXFvEtQVcV8CBAg7kMSCLAlMoMIWUK/DAJAxMQvpJCEiB+iRoGguZx0DzaMg0EjSNBE3DQeNI0DQWMv8fLGMh82jQPBo0jQZNY0HzWMgyBlqSsGUCMU8gpgnEOAEbU4gxhRjLpynEkIINKdgwARvHYeM4ZBwHjUnQlARNY6B5NGQcDepH/jTdCenK65GgdjSoHQ0dMRLSDge1w0HtaFA7EtSOtGhGWjTDzerhZvVIs2q0WTV6WjV6WjXWrC4z3qxOHqEdb9GNt+jGmrUjzZqRZs1wi3Y4qBsJASOgYRQ0joaMo0HjWNA0HjIlQfM4ZJ6AzEnQnARNE5A5BZkmIeMkZEjDhgxiLPNnVPkUZpzCjVOkcYo0ZElDjjTkCEMW1+dwIIcDBdJQJA0FQl8ggAIBFHBdEdcWcE0e1+QwXRbT53BTDrdkMdsU5pjCHFO4I4M7MpgjjTsmMdskap5EjSlEnzy6kTKMw8YxqFx5soxA1hHYNgzbrsOO67BjCHEMIY4h2HUVdpe7JD7jGYA8A5DnIuTth3wXQG9fyNsX8vaGvL0hb0/Q2wv6eiD/ech/rqxVsK8T8p2FfJ2Qvwv2d0H+TtDfBfq7wLpzYP05MNAFNXXCp7vg5nPI6S7kdBf8+Qg1dUKNXXBDFxToAuvPQfXdcH03Ut+N1ndjgW4s0I0GetBALxroxRp68aYe/FQPfroPP91PnBogGgfJhqtkYISsS5K+SdKTpdx5ylWkndO0q8S4phnXNO0oUrY8actT9gLtnGbcM5xnlvfOh72LYe9KxLsW8a6FPRuCe5N3bvOOHcG5Kzj3w64bEdeNqHM/6tiL2vai1t2IdTds3Q1b9iLWvVbbfqt9v9W+F7XvRu27Uft2xLYVtm4Klk3BsslbN3nrJmfdYK3rrG2Nta+xjhXGscw4lljHIutYZJ0LrHOedc1xrlnOVeJc06zzCM41zbmLnKfA+Qqcr3iEt8B5C6y3yPqKnH9a8JfC/pmwvyT4S4KvxPtKgq8k+GYE30zYNyv45nnPMu9eDbvWo66tuHu3zbXfZr+ZsNxOmO4kDPcT+kdt+idtwLME8LINeJXQHSZ0r+PaN3Hdm5juTVx32K79sV37vF33pM3wsN100GG53267226/0267HbPcjBpvRAx7YeOOYNoWLBuCbVWwL4WdC2H3rOCZ5jxF1ltgvQXWm2c8ecaTp7152penfTnqqFiYJT1ZypOj3FnKnSVdOcqZp515xpVn3DnGk6N9OdqXPcKfY+rzbCDPNeS5xjzXWOCaClxTkT9V5E9Pc6eL/Oki31QQmgrC6ZzQnBWaM/zpNH8qxZ6aYE8n2ZZxLjjOhca40BgbGmVDI2xomAWvccgQCw+x8FUWvsJClzn4Modc4pBBBhpgwIsMeJEGL9JgPw3103A/jfTRSC+NlumhymDdFNZNYT0UfoEhLzB0H0P1MdQFhrrAkBcYso/G+2i8l8Z7GbyXxXtZvI/Fe1l8uZD/y1O+4qlQ8Yw/8Zw/9pL/4kf+i1fCF4fCF4fhY4eR468jx99ET7yJnngTrXgbrXgbPfE2cuJttOJNtOJNtOJ15MTryPHXkRNvIhVvw58T1vmKQ+7EK67iR7biJXvyJVtZNkJ9wVe94Kte8NXPuOonXPVjtuYxU/2Irjqgqw6Y6gNOdMCLH/Lih7zoISd6xIkec6InnOgpX/OUq3nGVT8Xal4K5Ukg0euI6HW45rVQfchXlz1SXwlVh+Gqw3DV63DVYfjkYeTkYaTqMFLzMix6ytc8ZsWP2NpHjPQhI33ISA+Y2oes5DEnfiKInwrip4LoCV/9lKt6ylU9YaueclXPuOoXfM0LoeaFIH4u1D7lax/zkgOu9h4nvc1KbzDSfVq6S0m3aNk6rVil5MukbImQLuGyRUK2SMgXSeUiqVogVXOkagZXljDFNKqYRpVFVFVAlAVEmYOVGUg7CRpSoGEiBCSDQDJ0RCqkT4GGzztvhhRomISMk5ApDZsyiCWDWjKIOYMYpxBgCtFlYG2ZNKydhHSTEJACdamQLhXUJYO6sRAwFgLGg/ojQoaxoGGsBRgNasdDR4yF/s8a1I6Dus+nurGgbqxFO9aiHWvRjDarR480STPWrBk7rR4/rUme1iRPayZOa1PNulQzkGoGUs36VIthosWQbDEkWwzjLYaxoHEsZBoHzeOQOQmV1cg0AZlTsDkFmydg0wRsTMHGFGychI1p2JiGjGnIkEEMWdSYLR9RYw41ZVFjFjVkcUOWMOZIY4405ghTjjBmCcMUbpjCDVOEcYowTuGGKdyYKS8wfQYD0hgwiRpSiGkStUyithRqn0AdE4g9idiTqH0CcUyg9gnUOoFYJhBTEjGMw8A4BIxB+jHIOAqaRiDLKGQtMwJZRyDbMGK/jjquI45rsPMq4r4Cu65A7suQ+xLkHoSONmw/a5W7P+S+ECp76Hl6g54+0NcL1fXAdd1w3dFNFezvgv3n4LrzcN25sm0EVNcN13fDgW44cA5u/M9kLnT686LpHHSkT11g3TnQfw70nwf956G6bqiuG67rget7oPpesK4XrOuF6nuhhh64sRtp6oGb+pDGfrTxItY4iDdcxQPDRN0o7k3inhThyZCeKcqbo31Z2pulPBnKnSbdk6R7kvRkKO8U5ZmiPHnWU2Dd06xrhnXNs85F1rHM2ldZ2xprW+fsm7xjS7DvCPY9wb4v2PYF675guSFYboQttyKW21Hr7ajlVsR8K2K+FTHdDBtvhPU3BP0NAbgp6G9FDHeixjtR452w4Y6gv8UbbvLGPdawwxg2GcM6bViljSu0aZk2LzGWRdY2z9jnGPscbZ9l7LOsY5Z1zDLOWdY5yzhnGccs45hl7XOsY45zzHPOed69ILgXBPci71rgXfOcY778U9YxxzpmOccc51zgXEu8a5l3rYadG1HnVsyxHbPutpr2Wg03YsCtmO5eTPsgpj2Iax/FtU/iumdx4HkceBHXv4gZXsaAl3H1y4TqRZvmaZv+UbvxoN10r81yN2G5Hbfcipr2w/o9AdgV9DuccYs1bbCmFda8xFrnOfss55zh3NOsu8i4i4x7mnGXWNcs655jvXOsZ5Z1z9LOOdqxQNsXadsyY1thrKuMdZ2zbAiWTcG8Kxj3eP0eB+zz+n1ef4M33OCNN3jTDcF8U7DcFKw3BdtNwXaTt93ibbcE+23ecUtw3AzbbkbtN6PuvahvO+rbDHvXBc8q71nmvUu8d5H3z/N1c5x/hqub5uqLXH2ea8jyTVN8eR+1Mc01TfKnJvhTSf7UGNc0yjaO0A0jdOMI1ThMN12nT11nmq8xzUN0S5mrVMsVsuUy0XKZbLlMtlwhW65QwStU6DIdukQHL9PBS0e0DNLBQTo4QIcGGHCAgQZoaICBVgvZv7yMVr2MVr2MVL6KnDz80wA7euJda8W7WMVPsYpf4id/iVf8Ej/5c6zi5+iJn6MVv7RW/NJa8XNr+fTEz5ETP0crfg5X/CxU/MyXM7ZP/CRUvAtXvg1XlQ1P30Sq30Zr3kTFb6Liw4jox/CRkdpzrvopV/2EFz3hJU8EyVNB8kwQP+fFZTPvH8PiV2Hxq7DoVVj0OiJ+ExW/bRW/bZW8a61921r7Nlr7Jip5E5W8jYrftkrelIlKDiOiV2HRj2Hxy7D4uSB5yomfcJLHXO1jTvqElz4RpI+F2idC7ZOw5FlY8jwsehGufhmu+jFS/SpS/SpSfRiteXOE6E2r5E2r9DAifRWWvAzXPgvXPhYkD3nJQ05yn5Xc5mtv8LI9TrbDyLbp2i26dpORbrCyDVa2wcrXGPkqLV8m5YuEbIGQzhOyOVw2i8lmMVkJleVhZQbWpCFN5igZSD0JqSdBTRrUZiBdGtKlQV0GBDIgMAUbsogxhxhzmCmHmXKoMQsDOVidg5Q5UJkDlTlImYNUWUg9BWkyoCYDatIhbTqknQxpJ4OayaA6FVRPBjWTIU0qqEkFNcmQOhnSJMttICHdRFA3EdIlQ7rxoC4Z0iWDuolgWeqAVKi80EwGNemjmpM2HdKlg7pMUJcJ6aZCQDYEZEEgC+qnQsBUSJcFgSwITIHAFAhkQH0aMqZhcxq2ZJCyvpoyqCGDfAY2ZGBDBtFnYP2fKeYZGJhCgBwC5FAgh+pziCGHGLKIYQoxZNHyL8Gcw0xZzDSFmaZwcwYzp8vgljRumTzCPImZJlFjCjVOIKYkbJlArBOILYnYxssShdiTiG0CsaVQWwqzTWDWCcw8gZkmUEMS1o/BhrKt0RhsGYetY5+FahSyjsC2Ecw2jFivw7YhxDmEuIdgz5UjvJfLIJ7LiGcQdg9C7gGo3A7j6Qe9FyBfL+Tvhf09iK8b8Z9H/Odg/znIdx46ir3oBuu7wfoeqL4Hqu+GAt1QYzfUdB5sPBdqPB9qPB9qPAc2nAMDXWB9V6iuK1TXFfJ3hXznwTL+z9SdD/m7wTJ13VBdN1RWwfpuuL4XCfSi9b1Y3QXUP4D5L6HeK6hnCPVcxzwjhG+M9I9R/jHKP0r5RinvCOUdIX1jlHec8iRJV4p2pmnnFOPM0Y5pxj7H2hd4+5JgXw7bliP2lYh9LWzd5C07nHmPs9zgLTd4y82w5VbEfDtquh0x3g4bbkcMdyL622HgpqC9KahvCarbYeWdsOpeVH0/pnkQ0xxE1QcR9f2w+q6guc2pbzKqPVq1Tas3ac06pVujdKs0sEwbl2jTImVaoMwLtHmRsSzSlkXasshYFlnLImteYs2LnGmJMy3zpmXevCJYVgXbimBb4a0rnHWZtSwx5kXGvMCYFxjLPGOeY0zztGWBsS4xlhXWssqb1wTTumDYEIAtQbsTVu+F1fsR1c2o6lar+k5UczequRfV3ovq7kWBe2HdA0HzKKx4FFE8iqofxnQP4vq7rYZbUeN+2LDD67dZ3Sat2aDVm7Rmk9auU8AqpV+iDPFb+bUAACAASURBVAuMaY61zrL2WdY5w7lKrKvEumZZ1xzrXGCdi6xzmXWsMPZV2rpOmzZp4w5j2GcNtzjgDgfcDwMPosCjqPZ5WPVSkP3ISw/D8tcR5euI6jCiOoyoXkVVr6Lqw1bdYVx/GNMfxvWvysT0P8aAlzHtizjwIm56Frc+iVsftlruR0x3wsZbYeN+2LwXtuyErVuCZV2wrgj2ZcG5JLgXBc+C4JkX3HOCe1bwlARvQfDlBV+O92Y57xTrnWJ9R3B1GT6QERrSfOMk15hiGybYhiTTMEYfdXWO0Q2jVGCEqh+mA9epwHUqcJ0OXKcD16jGa3TTEN10lTo1RDdfpVqukM1XqZa1wtRfDmM1h7Ga17GaN/Gat7Gat7Hqd/HqnxLVPyWqfk5U/pKo/DVR+b7t5Pu2ivfxE+9bj79vPfFb64nfWsuRCiePkhRaK3+PVv4Wqf4tXPVbpPK36Mn30cr3rdW/xmp+jYt/TUh+SUh+ikvexWvfxmvfxCSvW8WHUdFhRHQYqfkxInoZEb+MSMq8iogPI+LXEdGbqPhtq+Rta1mcJO9itT/FJO9ikjex2jdx2eu44tUR8sO49DAhe5WQ/xiXv4zJn8fkz6Pyp1HFk1bV41blo6jiYVTxMKp8GFU9iqoeRpUPo/KDqOxBVHoQkTwOi5+Ea55FRC9aJS9ba1/GpK9i0sO47DAhf5VQHCaUrxKqH2PKl1HFi1bF86jiSVj+WJA9FmQPeek9QXo7LL0pyG/win1escfJd3j5tqDYFhRbvHyDla/TilVKuUIql0jFIqlYIOTzuHweV8xhymlUmUOUOViZh5Q5WJWDlVlImYVUOViTgzU5WJuDdTlIl4OAPKzPw/o8bCgghgJqKCCGPKzLI+oCrCrAqgKkOlrA6gKszsOqPKz+kxykyoHKLKjMQqopUDEVkmdCihSoSIKqslClQOCIEDAR/CxRQe1kSJsJ6TKQdgpST4FHfh9ZUJ0FtTkIyEG6PKTLw7oCoisg2jxSzi9X5SFlAVLmQWXZQygHaXKwLgfrc7AhhxhyCJDHgAKmK6DaPKrNo7o8BuRRIIfo8og2X46ogHU55D9kUSCL6rNo+abKnEMtecyax2153JrDLVncmsVtU7gtg9kymC2NWdOYdRK3TeLWSdySws0pzJRCTROoaQIxTyBlobJOoNYUapvEbJOYNY1bM3j5WdYJzJJETeOIcQw2jMGGccScRKxJxDqOWMdg2xhsH4XtI7BtBLGOItYR2Hodtl5DHEOIawh2D8GeIdgzhPiuor6rqO8q5h3CvFdQz2XEcwnxDsKeQdgzAHsHIG8/6L0AevogTx/s6YU8PaCnJ+TpAb29oL8XLPvA1vWVb4OOqO8JfSZY1xPy94D+7pC/O+TrBn3nQ77zQf+5kP9cyHcu5Dsf8p0P+bqCvq6g9xzkOwf7zsH+c4i/C/F1wb4u2HcO8Z8vg/q6UV8v6utDvH2I5wLi6Uc8FzHPAOYdwH0DuG8Q8w6inkHUcxnzXiW810jfMOEZJT3jpGeCck/SrinGkWMdRd5REhwzYfts1DYbtS2ELUuccZXRr1P6dVq/wRo2ecMmb9jiDVu8fpvXbfPAbhjYFXQ7gnaH1+xwqh1etcOrdgX1nqDa51U3ynDKfU61xyp3aOU2q9zilJusapNRbzCqdVq1RqlWKfUKrVmhNau0ZpXWrFCaFVqzTOuWGGCJ1S2zuhVWt8LqVo8WwDJrWOHMK6x5hTEt06alzyzSxgVaP08DC5RhiTauUIZV2rBG69dY3Tqr3eQ0W5x6h1Pt8IodQbEryPfCihth1c2w6kYZQbXPqm6wqpuc8ianvMkqj945p95lNTusZpvVbNGqDUq5QSo3KdUmpdqk1Bu0ZoPWrLPaVQ5YYfXLrGGZMS4zxmXGsELr12j9JqPfYYF9VneT093hNPc45QNO8ZCTP+ZkzzjpS156GJG+icp+apX+EpO8j4l+i4t/b6v9vU36W5vst7j8fUz2Pib7NSZ7H1f8llD9llC/T6jft6l+bVP9mlD9HFf+FJO/jSnfxjWvY7rDVuDHVt2LqPZZRP04rD4Iq++FVXcE1S1evS9odgVgWzBsCaYN3rzOW9d46ypvXeatC5xljrPMcZZZ1jLLWWc42wxnn+EcM5yjxLtKgqckeIuCtyB4c7w3y3uzvG+K92U4X4b1p1l/ivWlWN8E659g/BOMf4KtS7J140xgnGkYYxpG6cAoXT9CHZXf1guZv7yNi94lRD8lRD+1iX5uE//SLv61Q/xrh+jXjpr37VXv2yt/a6/8o72ybKf2oa3iQ6LiQ7zMyY+Jyg/xMlUf4tUf4pI/4uIPCdEfiZo/EqLf20S/JSS/tUvfd8h+aZe9a5O+SdT+h3jtm7j0TUL2JiF/HZcdxqWHcdlhXPomLn0br30Xl/wUr/05Lv0pLv0pXvtTQvpTm+xdQvYmLjuMKw7bVD+2qV4kVM/jyucJ5fM25bM25bM25dM21ZM2zZM2zZOE9nFC9zABPEzoHiZ0BwngIKE/SOgPEroHCe39uOpuTHGnVXE3KrsfkT6Iyg5a5Q9jikdx5eO4+nFc/SShedKue9IOPGkHnrQBj+O6RzHtw5jmQavmXkR9V1DdEZR3eOUtXnGDl+/zij1etcerdjjVNqfa5lVbgnqTV6+zqjVatUqrVmj1MqVeotRLpHqBUC/gmgVCO0toSrhqGlOXMPU0qp5GVUVEVYSVRURVRFRFRF1E1EVYU4C1BURX/P9SQLSFPx8GfwZRTyOq6f+8grKIKAuIsgArC7AiDytykDwHybKgLA3KJ0FlClRNgqryGHK5bS8NAWlIPwXrs5A+C5elSJM/Uj5VWVALkLoIa4qIehpRF1FVEVVNo8ppVDGNyqdReRGRFSBpEZIWYXkRVhRgZQFSFWBNEdYWYU0RUU2jimlMMY0pp1HFNKYs4qoiripiyiKmnMZURVRV+Jz1V8Q0BUybx3V5XJfHgTwG5DFDATUWMFMRMxUwYx4z5TFzDjNnMUsWs2Qx6xRmncKsGdyWxm3po9sp4wRqKPeSpFDzJGqZRC2TqDmNWdK4JY2b07g5jVsmMWsKs02gtnHEOgpbRiDzCGQZhSyjcLnnxToCWUch2whkH4Zsw7BtpHwdtQ/jzmHMdR11XUdc1xDXNdQ9hLivIp4h1HsN8w5hvquo7zLqvYR6LyGeQcQ9CJd3Aj0XIfdFqNzV6emHvP2Qtx/290P+fqiuH67rh/wXYP8F2H8B8vXDvv5yIwbk6wO9fSFPX8jTG3T3hNw9IU93yNMDertB3/mQ93zI2w16z4PecyFPF+jpAr3noCNx6oS9Zf6Uq/OIrxvz/wfU14P6ejBfD+rrQf29qP8C4rsAefsh70XYO4B4L2H+K6jvKuYbwr3XcfcI7hwjHEnKPknZMrQty1pznCXHmXKsoUDrS6RuhgBKBDBDArMUMEsBc7R+jgbmyzC6BQZYYIBFGlikdQu0boHWzTO6eUqzQKoXSc0SpVmiNMuUZpnWLNGaJUazxKqXWPUyo1phVKuMaoVWrdDKFVr1f1Av05pFSjtPaRcozQKtWaQ1C4xmntbMU9o5SjtL6eYo/TxpmCf186RhnjLMU4Y5yjBP6ecp7TylWSB1S4R+hTSskfo1Sr9OAxu0bovRbbPaHVazzSq3WOU2q9jhFLuccpdT7HLyXU6+w5ZRbjOKMlu0fIuWbdGybVq2w8h2GPkOI99hFDu0YoeW79CyXVq2S8v3GNkeK91lpbuMdIeW7dLyXUaxx8pvMLLbrOweJ3soyJ5G5C+i8sNW6ZuY5G1M9C4m+jkm+iUmeh+r+S1W83tC9KFd9PFM9acvqz6dqfx4purjmeqPX9Z8PCP60CH62Cb+mBB/iIs/xCUf4tIPcdmHhPRDQvohIfs9Vvs+KvolIvolKv0pqngXVb6NKN5E5K8j8sOI7GVY+jwseSpIHvPSh4L8gaC8J6juCJqbvG6fA/Y4/S6r32L166xhlTWsMIZluiyxpkXWsshaF1jrPGub52xzrHWGtZVY+zTnLHLuAufOc+4868oyriztnqI9GcadYTwZ2puhvWnam6a8Gcp7NJlHezKUK026JglXmnRtFib/8mtb1fv26t86qn87U/P7GdHvX4r/+FL0x5maP85U/fFl5R9nKj+cqfx0pvLTmZOfzpz89GXFpy9PfjxT8fFMxceOyo/t1R/bqz62V31sr/7YIfp4RvrxjPTjl5IPn/mto/b9GemvZ2Q/n5G/OyN/2y572y590y5921b7LiF9l5C9a1e8a1e8a5O/bZO/aZO/bpO9bZO9bZO9a5O+S8jetcnftZWfJX/brnjbpnidUB62qV61q1+2q563qZ7GlU8TqicJ1aM25aM21cM2zcM23Wf0DxL6Bwn9QZvhoN140G46aDcedBgOOgz32/V327R32jR34+r7raoHMdX9mPpBXPMgoT2I6w4SwMM24GG7/qDdcNBmeJAw3E/o78WBuzHdnajuVlh7U9Dc4FX7nGqfU+2z6l1WvcNqdljtNqvZYrVbrHaT065z2lVWs8KoV+jylz7tMq1dprRLlHaJ1C1RukVKu0CqFgj1AqGZx8sRRPIZRDaLyGYQWQmVzaDyEiIvocoSqpwpgyhKqGIGVcwgihIiLyGyGUQ+g8hnEMUMIp9B5bOobAaRziCyGVQ+8/l1Soi0hEhLSG0JkZZQWRGV5RF5DlFkYUUWkmchRRZUZkFVFlLnYHUe0RYx/TRuKGL6aVQ3jWqmMXURUxVRxTSiKCGKWVgxByvmYPkcLJtFZLOodB6VzqOSeVQyj0nmMPEsKppFxbNo7SwqnUWls4hsFpXPoopZTDmHyecw6RwmncVks5h0BpPO4NIZXFrCpCVcWsLlJUw2g8lmcFkJl5cIRYlQTpOqaVI1TaimcfU0rp3GdWWKuK6IAwUcKOD6PG7I48YcbsoR5ixhzhKWDGFN45ZJzJJCTeOwcRQ2JGFjCjGnyu2XqKnMJGpKocYkYkwi5nHEMg5bRo9GoKwjkG0EtI6A5VqUtVydGoNtY4h9FLWNofYx1D6GOUYJ5yjhGMbs11H7ddR+DXVeQ53XMdcw5h7G3Ncx9zXcfRVzX8XcV1HXFdR5GXFeQlyDiHMQcQ4irsuI+wrmu4z5L2H+S7h/EPMPor4B1D+A+AdQ/wDqu4h4LyKeAcR7Efb2w55+yHMBcl+A3H2Qqxdy9UGuPsjdC3l6IU8P5OmBPL2wuxf29ECebsh7HvKeg3znIG8X7O1CfOcQ3znEew72nYN952HfecR3HvWdR33dqL8b9feg/h6kvA/p64F9fbDvAuTtAz0XQPcF0H0B8gwg3kuI9xLsvoy4riLOIcR+HbWN4rYkYU2R1knKkqbMadqYpgwZ0jBFGLKkMUsac4QxT5SPhhxhyBGGPGHIEfococ8Rhjyuz2FADtPlcCBLAFO4Nodpc9jRfXYBA4q4vkgABUJXIHRFQlsktEVSN03qS6S+RAAlEihR+mlKX6L0JcowTRmLlKFAGoqkvtxEkyeAHFEe09bnMCCP6YooUER10ygwjQPTOFDEgWlcV8K1JVw9g2lmUO0cppvHtQu4dpHQLpHaZVK9QqpWSdUqpVqllGuUYoNSbNKKTVq2Scs2KfkRtHyTkW/Rsm2mjHSbqd1mandoyQ5du8vU7jG1e7RkjxLvU6J9WnyDkdxkxLcY0W1GdIcR3WVq7tGiB6zogBM/5sXPBNELQfwqInkbk/wUl/yakPzWJv69XfRHh+jDGfHHM+KPHaKP7aKPHTUfz1R9+mvlv7+q+PTl8U9nTpT/OX/68uSnLyv//WXVv89UfWqv/Nhe+bG9+lOH6NMZ0acvxR+/FH/4UvSho/qP9urf4+LfWqXvo7L3EemvEckvEcnPEfG7iOhtpOZNpOYwLH4VlryM1D6PSJ+GZY8E+UNe8YBX3OMUtxnlDVazyxl2OMM2q99k9JuMYYM1lKVrlTEu04YlSr9IGRZpwwJjWmAs84xljrbM0eYSaZomzUXSVqDsRco+TdqnSXuJdJRIe4m0TZPWEmWdpazzlHWess2T1nnKtlNI/eWPjpMfvqz8+NeqT19Vf/qq6uNfqz6Wg3z+evLjVxWf/nry32W+qvzf/6r83/+n6n//VvXvv5Xtq2s+fVXz6avqT3+t+fSV6NN/ST79Tfbpb9KPf6v9+DfJx/+q/fhftX98Jf3tK+n7v0p//Ur+638pfv1K8cuX8l/OSH89I/21Xfprh+zXDvkvHbJfzkh/OSP/+Yz8pw7ZTx3ydx3Ktx2KN+3yN+2K1x2KwzOK12eUb84o37QrX7cpDtuUh23KH9sULxOKF3H587j8WVzxJKF4lFA+SqgfxjUHce2DuPZBQnc/DtyPAw/i+oOE/qBN/6BNf9BhODhjOOgwHHQADzp0B23aR3HN47j6UVzzKK55GNM8imkexspapXuQAO7Hgftx/d0YcCemvRPV3o5qb0U0N8KqfUG1xyv3eM0+D+xxwC4H7HL6HRbYZnTbDLDJ6DYY7RqjXWW05X2JZUa3TGuXac0yrVmmtMu0bplSLxPylfLcMS5dxGsXMckCIl6AxfOwaAERL6KSBVSygJbtMyRLqGQJFS+ikiWsTO0SVruESpZQySIiWUTEi4hoEREtoqJFRLSAiBZQ0QIqWkBEi4h4EREvIeIlRLyIlbWkdhaTzRwJmGwalk1D8hIkn4Hls4h8DlPO4eo5XDWPKuYx+Twum8elC5hkERUvoeIVpHYNka7CtauwZBUWrSA1q2jNKlq9ilavYjWrWPUKVr2MVq2g1StYzRJas4SKFjHxIiZeLL9hvHaZqF3CpYtY7cLRB5TMo5I5tHYWrZ1FJXNo+e1JZ3HZLC6fwWUlXDaDK2Zw1QymnsG0JUw7jWunCe00UZYroEjoC7ghhxuyuDGDGTOYKY1ZJlFrCrVNINZx2DwKm8Zg8zhsGYctSdichE1J2Jg8itUwjEH6cUifhA3jZRDTGGoeR81J1JxEzeP/WVtSmG0CtyWPsCZx2zhuH8dto5h1FLOO4bYxwjFGOMZIxxjpHCUco4RjhHBex53Xccd1zH4dsw2h1quo7TP2IcxxDXcP4Z6rmPsK7rqMuy5hrkuYaxB1XUKdl1DnIOoaQNwDiPsi7LkIuwdgz0XYM4B4BhDPRcR9EXb3H2nVZ0B3H+juBV29R4lT7m7Q1Q26uyFPD+TuBp3dIVd3qHzd3Q25uyF3N+zugT09sLcX9vbCnl7Y0wu5+yD3BdDdD7n7IXc/6OmHPAOwZxDyDEKuS5DzMuS8CjmGEPt1zDaKW8cJS5IwT5DmCco0QZlShGmSMKUJU5owTRKmSfzzETelcGMKM06ghgm0PClhKv8Jkkj5u4JhAtFPwPoUBKRgYBLRp1FDGtWnUX36cyNMGtNnMGMGM2ZQYwY1pnFTmUnMmC7PEqCGSdT4/wNiSMNABtZnYCAD66cQQxYFsqguhwIFDChg2gKiLiDqaVQzjaqLqKqEqWZw1QyunMOV87hyHlcsEIpFQr6My1cI+Sr5GUK2SsjWSMUardig5Zu0fIuWbtO125Rkm5LsUJKy3douWb1HVO4TlTfJyltU1R26+i5ddY+pesBUPmIqnzInnzMVP7IVh9zJN/zJt0LFT8LJnyOVv0ZPvm89+Xus8o941Yd45ce2kx87Kj91VH3qqPzUUfnvMyf/fabi319W/Pv/5eo+n9s4833B+6/ZMyKBzt1o5MQkUZI9nvNi7+7W3b07IoDOCZk5RyVLtufMqbpz5p6xZ8a2cqAkilSWmKMoMYs5R+TAF/uiQdlnqz6FetAAWEWJ1V88vyfVoclaJFWLpGrRZDWarEKTVUiqCk1VIalqJFmNJKvQZBWWqMIS1ViyFk/WEal6IlWvS9bo4xXGeNgUDxmjIWMkqD8KkAcB3X6A2Avo9gLkXoDcDZA7Qf1WQL/uN6z5jCs+45LXsCAbZhXTjNc647VNea0fZOsH2TYpW99L1gnJOi7aRgXriGAdEayjon1McozJzlHZOSI7hyX7oGgbEB39YnGfeKZfPDMgnh4UTg+Jp4fEkkGxcFAoGBYKRsXCcaloQiyaEAonxKKJrttfJGqxZD2eaiDSqnoi1YCnGohUA55qxNKNWLoRzzTi6UY806zLtOgzzfp0sz7VpE82GVJN+lSTPtVkSDUZU82mVIs53WpOt5pSraZUiynVYkm2WJMt1kSzJd5kjTfZ4s2OeJM91mCLN9jidbZYrS1WY4/WWKN11li9PVpvi9RZj2odh7UF+7XOvVrHbq1ju8a+VWvfqnNs1Tq2qu3bVSeqbdtVtu0q61aVbavasVHtWK+yr1c51iqdqxUFK+WFS+WFi+WFi+GiT+HChXDhQnnBQnnBp4qCT5UFC5XOhQrnp3LHp7BjIZjbknwhYJtXBe1zQcdM0DEddEyHnFOhgg/BgsmAc9LvnPQ7J3z2ca9t1Gsb9drHvAXj3uIxpWRULhlVSkbk4hG5eEQuGVZOD8klA3LxgFzULxX2SQW9ckGvVKAWK94KzreC8x1n66VNfbShjzb00oZ3jP4drX9L6d9S5DuKfOfR9VKkqo8i+2iyj9b1Mbo+RtfPkAMMOcDoBxj9AEMO0OQApRugdIMMOciQQyw5yJAD6pYfOeQArRtkyCFGP8Tq+zlDH2t4xxrfMcZ3jPEtY3xLG99RpreU+a3H9I4yvaNM72jjO9rYRxn7aEM/bRhg9IM0OUjphijdCKUfpQ0jlH6EIkco3TBFDFP4MIUPU9gQjQ0x2BCLDbLYIIsPskQ/Q/QxRC+j62V1vYy+lzb0MsZe1tTLmN/Rpne08S1leEMZ31Cm15Tplcf4ijK8pvSvKMNL2viSNr2gTbncUntmlPU5ZXtG27tpRw/jfMYW9LBF3WzRU6a4iy5+RJd00qcfUKfve07fo0rvec7eVQPJffa2OzfD8K777D136T13qTrf/b77zH3P6Xvukrvu4ruuorvuwnuewntU4T266B5T9IAtfsiWPGRPP2RPP2TPPGTPdLJnHrJnHjKq0w+50ofcuYeceqM8d587f58/fy/ny3vcl/e4r+5yX93hvrzNnr/NnL/FnL/JnL/JnL/BfHmD/vIX+stf6C9/pr/8mf7qJ1oNsC//Tp3/u+f83z3nf/Sc/8Fz7kfPlz94vvqb+6sfPF//4PnDj+4//Oj+w4+eP6hbBf6n6+v/Vfb7v7p+/x+u3//V9fVfXV//Vd3H5MRfyr7+y4Xf/+XC1/9x4eu/lH39Py/8/i8n/ueF3+eeln39Hy5165N//av7X//q/sP/cv3hP11/+Jv7X3/w/OEHd86P7j/83fWHv7u//rvn6394vv6n5+t/Ul/9RJ+/wZy/yZ67xZ69zZ29w529w5Xe5c7eY3PusqV3mNI7zNk7zLk7zNnbdOlt6ow67HfLXXrLfe6W+9xN19kTpTddZ266Tt90ldx0ldz2lNyhztyhztylT99jTt9jVWfus2fus6X3mdJ7TOndXOaV3qVL1VUZqjue0jvus3fc5+6qSx3c5+64S++4Su64iu+4iu+4S+56Tt/zlNz3FD+gSjrp4kd04WO64Ald8IQufEIXPqGcT2lnN+PsZpw9bMEz1vGMVfd4tD+jbc8Z2wvW/pK1v2Ttr1nbG8b2hrW94axveUsvb+njTQOcYZAzDHGGYc4wyunHed0ET0zy+EcemxawWRGfF4lPIv5JwpclbE1CN0VkR4L3FPjAixx64UMvfOSFj3xIxA9HA3AsiMSCaDSIxEJwrBxJVKKpaixVjaWq0VQNmqrFUrVYqgZLVqOJSjRejsTCcDz0q1gQigWgqB+K+qCIH4oG4WgIiZXD8UokWo5Fg0QsQEYDuiM/ceTHj3zYoQ/d9yP7fvQggB4GscPcXDl8L0jsBIntAL7pw9a96KqMrsj4ikwsy8SiRHySiAWJmJeIOZGYFfEZQUXMiro5iZxXDPOKYU42zMnkrETOSPoZ2TwjW6dl64xsnZWts4p1TrHMyaZ5yfBJNCxKxiXZuCQZVB+7bn6RqsfS9Wi6AUs34ulGIqdJl24mVJlmXbZFl2khMq26TBuZbiXTLWS6xZDKMaaajakWY6rVlG43ZTtM2Q5zpsOUaTdm2k3pNnO61ZxqNadazKkWS6rVlmyxJ5qsyUZrssGarLcm6mzxWmu8zhqvtybqrfF6a7zeHmsojDYURBoLjhoLDhqce/WO3Xr7br19r86xX+fYr3Mc1DkOGhyH9fajOttRnf2oznFYaz+stR3W2g+rHftVzr1K525VwU5lwXZFwWaFc6PcsR52rIXta2HbWrl1JWxZDpmWg6algHnea55TzHOKZc5rmfVZZv3WGb91xm+d8lun/LYpv/1DwD7pd0z47OM+27jPNua1jiiWYdkyrFhHZMeoVDAiFQ7nFAzLhcNy4bBSOKQUDqob38mOftneJ9v6ZHufZO8Vbb2itU+09HPGAdowQOkHKHKQJgdo/QCtP0kUYoDBBxlikNENMsQQQwwxxCCLD7H4EIsNs/gIg43R2DiNjTPYBKvC33P4ew6fYPH3HDHB4hMMPsHgE2zOew6f5IlJnhjniTFON8ISI5xuhFWRIww5zOiHaf1Ijm6E1o3S5ChFjFHEBENM0PgEjb2n8Uma+ECTH2jdJE1M0vgkjb1nVMgEC49z8DiPjPHoKI+NCtgwjw1x+BCHD/LEIEcOsvpBVj/IGAYZ/QBN9tO6PlqnxnAvRb7zkG89xFsKf0vp3lKkGthvTrym9K88+peU4SVlekGbX9CW57T1Oa2Glv0p5XhCFzymCx9RudXWD6niB1Txfar4AVX8IDeHsKTTU9LpLn7kKXlCnX6iTiOkih9TJY+ook5PwSOP85HH2Uk5HtGOR7TjMeN8zBQ8YQufsIVPmMIuprCLKehinCcKunJr49Td/0pyhSz+zGP+rFAbfgAAIABJREFU9GPuzGOh9BFf2smdfciee8CcfcCoSfblvdw0jVxH7RZ17qbn3A0q52fP2Z/dZ392n/3JXfpP95mfXKd/cp3+p+v0P91n/uk++0/3uX+6zv3Tff4frvP/cJ3/u+vc311nf1SVnfux7PwPZef/duH838rO/1D25Q9lX/7twvm/XTj/w4XzP1w4/7ff+uP5v/3x3N/+eO6HP57/8Y9f/lj21Y9lX/3o+urv7q/+7vryH2Vf/tP11U+er37yfPWT+8uf3F/+5PnqZ8/vf/Z89ZP7y5/d53/yqM7+Qp29yZy9xZTeYs/e4s7eZkvvsGfusWfusaW5bhNz5i6TS5F7dOld6sxdz+k77tN33OrWLaW3XWdvlZ29WXb2ZtnZG2WlN8rO/FJ2+peykl/Kim+6i295Sm55Sm5TJXfokjts8V22+B5bfJ8pfkCXfO5j3WdO36fP3GdK79Ol96jSe54z99yld92ld1yld1yld8tK7+aWjZ++XVZ8q6zolqvolqvotrvojrvorrvwnrvwvqfwocf5yON4TDke087HlLOLLnhKnyyCZAq7mYJuxtFNOboo5xPK0aWO+HrsTz2OHo/9ucfxnLY/Zy0vWPMr1vyGM/Xyxn7eMMDphzhylCffi+QHSTclETMSPi9hSzK2omBrCrbuxba82I4X2VPgQwU+UuAjBTpSwCMFiihw1ItEfXDUBx7KwL4E7EvafVlzoABHfigagqNhJBqCoyE4EkKiquDJudV+OOqHIz4o6oUjCnQoa48k4FAGD2ToQAYPFehQAQ+9wKEPOPRCRwoSUdAjBT3yohEvEvFCR17wyAcc+YCIH4gEgGgAjATBaBiKhuFoGI6EocMgdBAA97zgrgLtKvCugmzL8JYEbUrQhgRviPCGBK2L0LoIrQvwugBvCMimhG5J2JaIbkropoRtKNimF9v04Rt+YtNPbPmJLT++HSB21JOG/NieH9/z43t+bM+H7fmxmae/fJFRE6iFyLToMq1kpoVMt5CZVjLTRmbayUy7Ptuuz7TrMx36zEVD5qIxc9GY6TjRbsq0m9Ptpky7KdNhzlw0Zy+asxdNmQ5Dpl2fbjek24zpNlO6zZxus6Tbrel2a7rVnmqxpZptqWZbusWWarYnGx3JRluy0ZJstKWabKlme7LZkWh2JpoL4s0F8eaCWHNBpMl51OiINjqijY5YoyPW5Ig12eONtniDNd5gTdTbEvW2eL0lXmuJ11hj1bZotT1S44hU2w+rbIdV1oNK6365da/cshs274TMWyHTZlC/GSDX/YZlv3nRZ/3ks837bHM+26zPNuOzTXktH72WKZ9t2ueY9js/BpyTfvt7v23cZxvz2UYV64hiG1HHTkXbiOQYkZ3Dsn1Isg1JtiHRNihaB0TrgGjpF639gqVPNPWKpl7B0stbejlTH2fs5/QDnH5Q3eiW1g8zvxphyRFON8LpRnlylCfHeN24oBvn8XEBHxfwcRGfEPFJHp3mkGkOmeGRWQGdE7E5AZvl0RkemeFypjlkmlXb8AyvvhOZEeBpHp7mkSkeneKxjyoO+8hiH1n8I4t/VM/IYPEpBp9isI80OkWj0ww6zSLTLDLDorMMNscQcywxyxKzHD7LYTMcPs2hUywyzSFTPPJRQD/wyAce/ShiH0TsvYhNCNiEgE+IuglBP8brx3j9KEeOccQoS4wwxDBDDNH4II0P0EQ/hfdTeD9F5LqAFNFPE3000UvremmyjyF7Gf071vCWNb1hja8Ytb9lVguYzxnbM8bRwzi7mYKndEEX7XxCO5/QBerh7l30r57Shd10UTdd9JQu6mKKunIbLxU+PflgF+3sYgq6mMKnTOFTprCbcXYz9h7W3s3aexhbN2vrZm3dnL2Hc/RwBT1cYQ+Xq0D28MU9fHEPV9TDFz8TS3qEkm6+tIs794Q794Q718Wde8ye62TOdTJnH9JnH9KlD+jS+/TZe/RZtfx1hzp7mzp7iyq95Sm96T5zw1Vyo6zwZlnhTVfBTVfhDXfxDXfJDVfxDXfJDXfJL66SX9wlN9ynf3Gd/sVV8our5GfX6Z9dZ34uO/1zmdoo/enCmZ8unPmp7MxPZWfU9s8X1OulP5epzv7iOveL+/wvnnO/UOduUOdvqmcKe87d8Jy7mRuoO3/Dc/4G9eUN6ssbnvM3POd+cZ+74Tp7w11603PmFn3mtoo5c4c9c5c7fY8tuc8W32eKHjBFD5iih3TRA7r4IV3cyZxWFyE88JTcd5XcLyu57zp9z3XmbtmZOxfO3Llw5taFkptlJTdcJTdcxTddRbdchbdcRbfcRbfdRXeoont00T268AHlfEg5HnqcnZTzEe18RBc8oos66eJOuqSTOt1JnemkznR6Sjs9pQ9cZx64Sh6UFd9XV1OUFd91Fd12F91yF91yFd52FdxxF95xF9x1F9zzOB94HJ1u+yOP7TFle0LbumjbU8b2lLE/ZRxPGWc3U9DDFvSwRT1MUTdd+JQq6PI4n7gdT9z2LpfjqcvR7bH30NZntOUFbX7FmN+ypl7W0M+SA6xumCPHBN2kqPsoEdMSNichixKyLKFrErqhoFsKsqMgezJ8IEEHInggAocScCRDEQWOKvCRDB1KwJ6g2RE0O4JmW8jfFrS7ErCnAHtecFcBdmTtjgzsysCeAh4o0JEC504E9SIRBY4qUESCIjIUVa/74IgXinjBIy9w6NMe+LRHChCRoIgERWUopkAxBYwqQNSniXrzo8qpmPdUzHcq5j8VD5xKBPMTofxEWJMo18TD2lhYGw1qowFt1K8+ApEAEAmAkSAUCULRIBwNQpEAGPGDER8Y8YFRLxj1QlEfFAnAkSASLUeilXC0Eo5UIdEqNFaFxKrgWBUSr0Z/A4tXo+rFuWe/fJHtMGY7DJkOfaZDn71oyF40ZjsM2Yv67CVD9rIhe9mYvWzKXjZlr5iyV83ZbyzZqyeuWLJXLNnLasOcvWLOXjZnL5uyl40nP8eU7TBlcsyZDnOmw5Jpt2baLJk2a6bNnmm3Ztps6TZ7us2abjOnW62ZNmumzZpqtaZabalWe6rFnmqxJVvsiWZ7otmeaLImmsyJZnOy2ZxsNqfURpM52WhONpgTdaZEjSFRbYhXG2PVpmi1KVpljFQaIhX6SIX+qFx/FNYfhfSHIcNB0LAfJPcD+G5QtxUybIZMGyHzWtC8GjCvBsxLftMnn2HeZ1jwGRcDlsWgdSFomfObZ32maa/5o9f8QTF/8Jonveb3imlcNo0rlnHFMiabxyTTiGgaFkxDvHEwxzzImQZ4Qz9v7OdM/aypjzH2MYZ+Rj/AkIM0OUSTwzQ5TOuGGd0Io55boRthiVGOHOPJcZ6cEHSTgm5SwD8I+EcR/yjhUxI+J2FLIrIswssSvCIjKwq6qqBrCrKqwCsyvCxByyK0JEJLArQkQksiuCxCyyK0LIFLkla1LIFLErQowp8EaIEHPwnQAg8v8MiCgH4SsEUBXRTQRQE5AS+K8JIIL4nIsoguSdiSjC/J+KKELUrYJwlbENEFEVkQkU8njUUZXVKwRQX7JKMLkoqYk3TTom5KJD8K5EdB91HQfeB1k5xunNWNscQ4R05w+gmeVPd4HOPIMY4c5cgRjhzm9MOcYYg3DArGQcE0IJj7BXMvb3rHmd5x5nec9R1nf8vZ33DO15zzNed8xTlfso4XrOMF63zBFjznCp5zBc+4gmdswTO1zRY8Z3NPe9QG63zG5fRwzh6uoEf9CFfwjLM/Z63PWctz1vKctT7nbM9523PB9kKwv+Sdv+IKXnIFrzjnK975mne+5gte84Wv+eLXfMkrvuQlX/KCK3nGFnezJd1cSTd3ups7/ZQ73cWefsyefsSe6WTOPMgNopy5R52+5ym56y6643LedTvuuhx3y5x3XQV3XYV33YV3PYX33EV33YV3XYX33EV3TwpZd10ldz5zn77tKr5VVnjbVfQb6tPiW2XFt9wlt90l6oDcHY9aWCu9R5fep0rveUrv5gaKSu9Qpbc9Z3Jvo9TdTM7cym2vVXLLXXzbU3zbU3LHU3KHKrlLl9xjSh6whQ8Z+0Pa+oi2PqItj2nLE9r2hHY8YQqenMyMeOIpfuwpfuQu7nQVPSwrfHCh8MGFwvsXnPcuOO+Wfea4W+a463LcdTnvuZ0PPIUPqYJOyv6YMj+mzU9yLF2MvYtVv1UUdTHFXUxJF13SRRc/8RQ99hQ+dhc+Kit8VFbQ6VIP1nHedznulTnulznuuxwPXI77bscDj+Oh2/7IY3tCmbtocxdjesqYnjKmbsbcw1ieMdZnjP0553zBF77gC5+zBc+Ygh7a2U05uj32brf9qcve7bZ1U5bnHtMLj/Glx/iaMr6lDer3qgGGHGKJUY4Y5/BJDp3ikFkOmWWReQ5eFOBlAV4VkHUB2hDATR7Y4rU7ArAnQfsKfOCFDiTtgaQ5lDWHiuZQ0RwomgNZeyBrDxTtgaLZlzV7kmZP1uzL2n0FOFCAQxk4krVRGVDF1IYCxHxgzAfG/WDMD8b8QDQARENANATG/Ln3xGRtXNHGvZq4Nz/mzYt5T8WU38WU/y3m/ZeY71/i/t/FA7+Lh07Fw3mJ8rxkpSZZqU1WaBMVmkS5JlGRn6jIT1Zqk9VAsgZK1kCpajBVAyargWSVNlGlSajvr9Imq4FkLZiqh9ONcLoFTrdA6VbkBJxuQ9JtaKYdTbehKfViG5Jug9NtyPyLn784vmo5vmrOXjVlr5qOr5qPr1qOvzFnr5my18zH1yzH1yzZz65bs9dtmeu27DVb9pot+40155o1+431+BvL8VXL8VXL8RXL8WXz8WXL8SXL8SVL9kTm4ufEMqQ7TOkOS/rXDDNmOgyZDmO2w5htN6XbTel2c6bdnGk3p9vMqVZzqvXziJd6TrnaSzOm2gypVkOy2ZBo0ifq9IkaIlGNx2vI3DTFSiJagcfKsWg5Fg2jsTAeDRPRMBENEZEQHglhR2H8sEJ3UEkeVJD7FeR+hX6/Qr9bTm6FiI0AsREgNkPkZpjcCJPrIWI1QKz48WW/btFPLvqJTz5iTtHNKOSMop+W9VMy+UEmJyXyvUS+F/UTomGU14+c3GSHWMMQaxhkDYOsYYA1DDD6IVo3TBEjlG6E0Y3Q+AhNjDK6UYYYYfBRBh9n8Ylc+Q77wGEfOXSKR6dzdW3sk4StSsi6BK1L4IYMbSrwlhfe9kHbXmjbB215oS3lt+AtBdryQls+cMsHbHq1G17NpqLdVIBNBdxUwA0ZXJfBNQlaEeFVEVmT0HUFXVeQdQXZ8KKbXmzTi2760C0fuuVHt/zYRgBX/3HW/fi6H1/3Y2s+bM2HrXqxNS+25kPXfOi6H9sM4Bt+fN2HrXnRNQVdVbBlL77kJRZ9uk9e3bxXN+8l5xVyTiZnJN2MpJuVyVmZnFHIGYWclskpmfwokR8k/aSkfy/p30uGcckwJhlHJdOIZBkRLcOiZUglWIcE26Bg6xdsfYKtT7D38Y5e3vGOs7/j7O94+1vB/kawv+FtbzjbG15l/xVne8PZXv/6kvUNb3vNW3/D/JoznTC/5s2vBcsb0fpGsr0V7W9F2xvR9lawveVt73hrL2ft4yx9vLWXt/Vytj7e3i/Y+3h7L2fLRSnveCM434gFr8XCl4LzOed4xjl7uMJuruhJbpJbwSPa2Uk5Oz2OTo+102Pp9Fg63dZOj63TY+v02Ds9jk6P45HH8cjj7PQ4Oz0FnZ6iTk9Rp6f4Nwo7PfZOj/Whx/aQsj3MfTb38YcexwO344HL8dDlfOh2PnQ7H3oKHn7epZ4q7KSKHlKFDz2FDzyFD9yFD3Jnp+XcdxfcdznvlTnulTnuXnDcu+C87yq47y544Cl8SBU9op2PacsTythFG7to41Pa1MOYnzHWHsbWw9ieMfbnjOMZ43zGOLtp51PK0eW2P3HZnrhsj13WR2VW9bHTZVM9dNk6XfZHbsdjT8ETqqCLtj2l1RQxdjOmbsbUw1qec7ZnrP0553jOOZ+zBc/ZgueM8xljf0bZejy2Hret22Xrdtm63banbluXy/KkzPKkzNLlsnS5zF0ua5fb/tTt6PZYe2jTM9r0jDE+Z4wvWONL1viKM73mLK856xvO9lb9U2Ftr1nbK8b6irG8oi0vKcsLj/kFZX5BmV56jK88htce/RuP/q1H/04dVKbJAVo3zBCjrG6cxd/T6Aca/UCjUww6w6FzHDrPIYs8uMSByxy4ymk3eO22AOxI2l1Fs6/kH3rzI768qD8v6j8V8+flBPJjgfyYPy/mz48FNbGgJhrURoOaaEAT8+fH/PnxHE3Mr4n582OB/ERQmwhq4wFNPKiJhTTxCm2iAoiHtfGgNu4H4n5N3J8fD+QngvnxYH48mJcI/i4R+pdE+HfJcH4ynJ8I58XL8xIVecmqvFR1frpGk67VpGo1qTptqk6bqtOk67XpRm26CUw3AelG7cmjJtWkTTVpU81AphXItILpdjDTAWUvQtlLUPYylL0CZ6/C2W+g7DdQ9hqUvQYfX4Oz1+DMNSh7Dcpeh7LXwex1aOH1z18cf2s7/taa/daavW7JXrNmr9uy31oz31kz31mz39mOT2S/tWa/tWW/tWW/tR9ftx9ftx9fs+Vctx2roXXVkr1iy16xZ6/Yslds2cu27GXrb1iyl8zZS+bsJWPmoil90Zy5aMpcNGU7jJmLxsxFQ/qiPt2hV+Mq/WtR0ZhuM6Zbjek2Y6bNmG43/FaqTZ9sJZPNumQTkajHEzVYvBqN1RKxel28jojVYLEqNF6FxiuReCUSr0RjFVisAouVY7EwFivHoxV4tBKPVGLRSjxahUer8EglflSBHYTRvQCyF0D2Q9hBGNsvx/bL0f0QuhdEdoPoVhDbDMAbPmhVgVdkZFlGFyXkk4jMC/CciMyJyJyIzUn4FI9Ncuh7DnvP4ROs2mPQjbHEKEOMMvgYjU9Q+ARNTDC6CYaYYHTvWd0kg0+y2CSLTqr79rLINIfMqN+/eGSOR+YF9JOILYvomgBuCsCWqN2WtDsysKsAe15gTwH2veCBDzrwwfs+eN8HnzSgfR+4HwD3A8BeQLvnB/Z84J4X3POBez5w1wfteKEdL7ytwNsyvC0jO154x4fs+NAdP7brx3b96J4f3QugewF0L4TvhIidEL4TwrdzG2Xh2wFsK4Bv+rFN/8mOWUFsJ0TshPGtILYZwDYD2EYAWw9g6yFiPUSuhXQrAd1KQLfs1y35iEUfvugjFn3Eghdf8OELPmLeS8x7iTmFmFWIGUU3LeumZPKjrP8g69/LhgnZOC4ZxyTTqGQalUwjonlEMA+L5iHBNCiYB0XLoGAZFMwDvHmAN/fz5r4T/bypL8fcz+UMcOYBztT//2fs54x9n/GGPt7Yx5v6eGOvYOwVTX2SqU8y90nmPsnSL1v6JcuAaBkQzYOCeUgwqbuQDIqWAcE8KJgHhZNAlaxDknVQsg5I1j7J8k40vxVMbwTza8H6krc+56zPOGsPa+5hTN2MqZs2dVOGbkrfTRu6aUM3Zeimjd2UsZs2ddPmbtr8lLZ0UdYuyvqUsj2lbF2UrYu2d1G2p5TtKZU7u6ubMndT5qc5pqeU+SlleUpZuzzWLrety23r8lifeKxP3LbHbutjl+WJy/LEbXnitj5xWZ64LI9dlscuyxOX9Ynb+thleVymXrE+LrM8KrN0lpk7L5g7L1gelVkfuayP3bYnHsdTytFNWXJ3fNr8gjG/ZC0vWfNL1vyKNb9mzK9Z8xvW8oa1vGIsL2nzC8r03GN85jGqZ4z1eEzdHlO3x/zUoy68s3R7LN0eaw9le0bZntPWF4zlBWN+wZhfqD+Ts7zmLK8582vO8oazvOUsbznzG9b0hjW+oQ1vaMMbyvDaY3zlMb6iTK8o00uP8aXH+MJtfOExvvAYXnhMLz2Wl5T1FWV5zZjfMJY3rPkta37Hmd5xpl7e3M//l7+TAc7Yzxn6WH0fq+9l9O9o/TuafEuTb2n9O5rspXW9tK6P1vXTun6aGKDxQQYfYfAxVjfO6SY44j2LfWDRKRadZpFZDpnnkAUOWuKBFU67ymnXBM2moNmRtPuK5sCbf+jLPwrkRYP5sVBeLJgXD+XFQ/nxUH48nB8P5ydCeYny/GQVkKwGE1VgohJIVAKJiv8iWQEkK4FEJZCsAk8AiWpNslabUwcma8FkDZCs0SZrtKlabapWm6zNT9bmJetPpRryUg2aVL0mVZefqs9L1eelGk6lGvPSTXnpprx0c166JT/dokm3aDOtQKYNyLSD6XYg3Q5kOsDMRTBzCcxcAjOXoYyaRlfhXOMbOHsNzn4LZ7+Ds3+Cs3+Csn+Csn+Cj/8EH/8Jzv4Jzv4bnP03+PjP8PG/wcd/hhfe/PzF8XfWrJpJ31qz39qOv7Udf2vLfmfLfmvLfmf/1be27HVr9pr1147UVeuv3alvrJmr1kwuohyZK/bMZVvmsj1z+SSrLlmyF02ZE+kOoyr1OW/a9al2farNkGozpNqMqTZjqtWoTrtINJsSTaZEkzHRZEw2G5NNhkSTId6onmVOxOqIWB0er8VjNXi8Bo/X4LE6Itagi9fr4nW6eJ0uXkvEa4hYDRGrxqNVaizpIuW6SDkRqcCPyrFIOfpfhNFIWN1lAzkKIZEQGgkiR0EkEoQjAegwAO35oV0fuOsFdrzgtgJtytCGBK5L4JoIrIrgmgSuKfCagq7IyJIIL4rIJwldELF5AZ/j8Tkem+OxWR6b5fFZjpjliRmemOXxWR6f5fA5Dpvj0TkOmeehTwK8KMBLArQsQCsitCJCqyK8JiHrErIpwdsisCtq92TtgVd76NMc+bVHAW0kAEQCQCQIRoNwJAirNeJIADryg5EAEAlqIyHtUUh7FAKOAsChHzj0Awc+7YEPOPBDB37owA8f+OB9L7zvhfZ98IEf2T8JuQMfdOCHD/zwfhDZC2F7IWw3iO74kZ3ACT+87Yd3AtBOAN4NwntBdD+M7YfRvTCyG1ShOyFsO4xvhYnNMLERxDcC+HoAX/Njq3501Y+t+rCVHHzZiy978SUvvujFP3mJBUU3p/axFP2Uov8g6ydl/YRkGBcN46JhXDKMiYZR0TAiGIZ547BgHBKMQ8LnoqtxIFcqNA7yhhPG3BEtvPE35VnjIG8Y5D6/xzCQYxwQVKZBwTQoGAdF45BoGhJNQ6J5SDQPi+Zh0TIiWkYly6hkGVPXx8iWUXXFjGQakU2jsnFUMY4qxlHZNCIZh2TjoGQYkAwDkr5f0vdJ+neC/g2vf8XrX/HkK458zelfM+QrRvea1r1mdK8Y4hWte0WTryjyFa1/Retf0YaXjPEFbXxBG19QxheU6eTR9MJjeukxvaaMr2l1TYLxlbo4wfOZ8aXH9MJteuE2v3CbnrtNz9zGZy7jszJjT5mxp8zQU6bvKSN7XGRPma67TNft1nd79E/d5FMX+dRFdrv03S59t1v/1K1/6tI/dem73YZut7HHbXpGmV9SlteU5Q1lekOb3jKmd6zpHWvqZY19rKFfLSSw+gFW38+SfQzZx+j6aLyXJt7RxFuKeEMRbyjdG5p8rf6mFPma1r+m9a8o/WtK/4Y29DKmX7GmPtbUz5oGWeMgm/uPG+L1Qzw5yOkGWSKHIQZovJ8h+hmin9H1M7p+huijdb207h2te0eTvbS+lzH0MYYB1jjImQc50xBrGuKMQ5xhhDeMcYZxzjDO6cd5/RivG+OJUQ4fYbFRFhvl0GEWHWLRIQYbYrBhFhtm0WEWVV8d47AxDh3n0EkO/chj0zw+I+CzAjYvYAsi+klEFkVkSURWRHhVBDcEYFMAtiTttqTdU4BDH3joB4782kggPxLMiwZPxYKnYqFTsVDeiVPx8Kl4eV6iSptUy2vVuRBKVgHJKm2iUptQ62xV2kS1NlkDpGrAVB2YqgdS9dp0A5BuBNLNYLoFSjdD6WYw1QSkmoBMszbTok23aNMtmnSbJt2uSbdr0m05mTZNpl2T7dBmL2ozFzWZDk3moiZzUZu5BGQuAZlLYOYymLkMpi8CmUtA9iqU/QbKfgNmr4LZb8DsNSh7DTq+Bh5fA4+vQ9nv4OPv4eM/Icf/hhz/GVZl/4xk/4xk/wxn/wwf/zty/O+I2lh4+/MX2e9s2e9sme9smW9tx987jr+3H3934ls1nD7HkuX4qiV71Zq5alVHpDJXLJkrVlX2ilXtSGUu2zKXLNlL1uwlW/aiLXvJnr1kz1y0pDvM6XZLusOabrck2y2JVlOsxRhrNsSajfFmY7zZEG8yxhpNkQZTpNEcaTAf1ZuP6qyHtdaDGst+tWm/2rRfY96vMe1XG/er9HuV5F6lbreC2K0g9ip1+xXEXrlur1y3V6HbrSD2qnSHNfpIreGoRn9YTR5UkvsV5F65brec2A3rdsPkbli/V67fryB3w8RuCNsNortBdDeI7AWR/RB2WI4fVeBH5dhhCD3wI+rt+8AP7audDy+4qwB7CrirADsKsK0A2wq4pYCbCrAla7cVYNcH7fmQXS+yq8A7CrSjwNsKvCnDG2LOugCticiqhK3K+IqMrUromoSuiciaCK+K0JoIrYvQpgRtSuCWCJz0lsA9L3TSQ4IOfKCaTNGQNlauiVVoYhXaWIU2Vq4CYxUqKFoORsuBWIU2VqH5LFquiZZro+VAJKyNhLWRMBAJg5EQdBSEjkIngvBREDwBREJgJAgeBsH9ILwfgPf90K4P3PNDe35oLwDt+cE9P7DnB/eD0EEAPAwCh0HwMAgdBsGDAHAQAA8D0EEIOQhj+2FsL4zthtDdILoTQLf96JYf3faj2wF8249t+7EtP77lxzf9+IYPW/dhqz58xUcseYkFhZiTdTMyOSXpPkrkB4n8IJGTEvleJickclwkx0RyRNCPiPphUT8sGE7ohwT9kGgYFg3DgmHoV/pBQT8o6IdE/aCoHxR5MsjRAAAgAElEQVT1Q4J+SNAPC/ohgRwUSPXpYK5NDgnkEK8f5g3D6mlnonFUNI2K5lHBNCoYxwTTOG+aEEzvBdOkaJqUTJOi6b1oGhcN45J+XCbHZd2YRIyJxJhIjEnEiEQMS/iIRIxI+IiIDQvYEI8N8tgAj/Xn4P0s3k9j/RTeT2N9NNZP4/003k8TAzTRTxP9tK6PJvsoXR+l66P1fYy+l9Z/XtjQRxv6KbKf0vV7dAMUOUCRA5S6JoEcoMl+muyn9H0efZ9H3+vW97rIdy6y10X2lpHvXORbt+61G3/twV57sFdu9JUbfeXBXnmwlx7spRt96UZferCXHvwVhb+iiJcU/pLCX9HEKzVLaP07Rt9P6wdowyBtGKL1Q4x+mCVHOX1unJXXTfDEOI+Pcugoh46yyBiLjLHIKIuMMMgQAw8xyBCLDrLoAIsNsPggRwxyRD9LDLDEIKsb4cgRTj/CkiMsOcrqxxhygtNP8voPPPlBID+IukmRmBSwSQGb5NH3PPqeQ95zyAQHT/DIOI+M8+g4j47xyBiHjnLoCIuNsNgIj4/w+ChPjPO6CV73nicneXKSJz/wuilBNyPq5kRyTtLNSsSMhE+L6LSITgvItABPC/AUD33koQ88/IGHP/DQBwH6IMAfBOSjAE+L8LQIz0jInAQvSMiijCzL6KqCrCnImgKvK9DGZxK4JWq3Re2OdDIVwgce+MBDH3Dk00T8mohfEw3kxQKnYoFTMf+pWCAvFsyLhfJj4fx4uSZRoYmXa+LlmkS5NlGuTZRrEuW5/la8PD9ekR+ryEtU5icr81PV+ek6TbpBk24EMs1ApkWbaQHSLUC6WZtq0qSbNOmm/HRTfro5L9Ocl2nJV2Mp067JdGgzHdpshzZ7SZu9DGQvg5nLQOYSkFVdBrOXwewVFZS5BGQvaY+/AY+vQ8fXwOw1MPsNmP0GPL4GHl8DVFn1uhpd1+Hj67laX/Yb6Fgt930DZU4svPr5i8z3juz39uz39ux3juy3jux1e/aaLXvddnzddnzdnr1my1yzZr6xZq5aMrm5EmoaWbOXLZlc25a5bM1csmQumTMXLemL5nSHKdNuznRYM+22TLsj0+HIdDhS7Y5UmzPZXpBsK4i3OiPN9qNG22GD9bDBGmm0HjVY9utMO9XGzUrjRqVhvcKwXmFcLzethY1rYeNq2LAaNqyVG1fLDWvl+rWwfjVEroZ0qyHdaohYC+tWg7rVILHsx5b92LIfXQlgayFiPaxbD+vWw8RqkFgJ4Et+fMmPL/nwJR++7CdWAuRqkFwJ4Mt+bNmHLvvRZR+y6kPW/Mh6AN0MYltBdDuAbvuQbR+y7Ye3/NCWD9zyglsKuKWAWzKwpQCbinZT1m4q2i0vsOUDdrzafS9w5AcjAfgoAB/5oSM/eOSHjnzgoQ9UBzkPZGBf0u4p0K5aT/Mhe15k16eC9rxq7Q7c9wL7Pu2BV3Po0xz5tEcBIBICI+VQJAxFy6FoBRSrhGJVULwGTNQA8VptolabqAPitUCiFkjUgvFaKFYHx+rgWC0UrwPjdUC8Xhuv1ybqtYl6IF4PxOrA+K+geC0Ur4FjNXC8FsmpgXNqoVgtFK+F47VwtBqKVMLRSiRaiUQq4KiqEolWwNFyMBKGImEoWgHHqsBYJRSrQGKVSKwSjlXAsQo4VonEqtBoFRatQqNVaKQCOwqjhyH0MIwdhnOPByH0MIwdhPH9ELYXxHaC2FYQU4e+lr34ooIvqGVAGZ+W8WkZn5KJjzLxQcI/iPikiL+XiAmJGBd/QzjJBpEYE4gxgRg7eWlMJMYE/LNxAR8T8TERHxXxUQEbFbFRARsRsGEeG8lRb2f4mECMi8QEr5sQ1NuuboLXved0k5zuA09+FMgpgZwSyI8C+VEkPor4RxH7KKIfBTR37pqATArwex6a5OGPAvxRgD5wJ3c6DppkwfcsOMFB4ww0xsCjDDrKIKMsPJa7oaNjLDrGYmMMNspgoww6RmNjDDGaqyQTYwwxxujGWGKMQcdoZJxGxml0nEHHGWScQccZbIzBxj43aHyUxkcobMSDjbrRUTc24lHP7EYHaXSARgYoZIBCBmhkgEb6KaSfgvsppJ9G31L4Yw9564L+iZt8Rutulen++T/I+y79Y8rYQ5ODjG6c0b1nde858gOnm+KJGYGYkz7D5yRsVkRnRHRGUCHqGXVTPPyRhz/y8AcenhSQSQGdFLFJEXsvYu8FfFIkPorElEBMCcS0QMwKujlRNy/pPsm6RUVFfFKwTzL2ScY+SbmJPAsisiDC8xI8L8HzMjInw3MSPCchsxI6K6KzIjorYao5CZ+XsAUZ/6SoByPoVry6VS+x6iXWvMSqF1/1Yqve3ClFKwqyIiMrMrKcO/MIXFIp8JICLyvwqhde9cJrPnjdB2/4kC0/vO2HdwPwfgDaD4B7fmA/AOwHgD0/sOvT7nk1+778A6/mwKc99AGHfuBIrYv4gYgfjAagWED764BTQBMPaGJBbSykiYc1aiDFQvnxcH4irImHNbnCoKo8P16el6jIT1TmJ6vyU7WadL020wBkGrXpRk26UZtu1KbqNcna/GRN3olTqZpTqdpT6Ya8VGNeqikv05yfadFkWjWZVk26NT/Tpkm3atJt2kybNtumzbYDmXYg06ECMx1A5iKQvQR+Tq/jy2D2Epi9BGYuAtmLQOYimOkAMx1gph3MtIOZNjDTBmZawXQzkGrSppu1anCmm7Xq0/kXP32R+d6ZVX3rzFx3Zq45Mt/YM9/Ysldt2au2jBpCV2zpy9b0JWv6kiV90Zq5ZM1csmQumjMXLdmLVlWmw5zJTXwwpdrMqVZLqtWWarGnWhzJVmeytSDRWphoK0q0FsdbiqLNhYdNBQeNzv0Gx0GDY7/BsVNn26ixrFSYFsOGT0H9QoBcCOgXAob5gH4hqJ8P6ueD+oWQ/lOIXAzpFkO6T0HdYpBYDBKLQXwxiH8KEgsBfN6PzfuxBT8+78fnfeogB77gw+e9xJyCz8rojITOSOiMjM7K6KyCzSnovILMSfCcDM/JyLyMLEjwggx98sJLPmQ5d4wWvOqFVxV4TYHXFGhNgdYVaE2G1mRwTQbXZO26rF1XtJteYNsH7vnBQz8YCcLREBINwZEgGA1C0SAUC0LREBgJgdEwGAtD0TAYKYcjFXikAouWI9EwEilHjirQSDkSLQcj5UCkHIxWQtFKKFYBxivBeCUYqwJj1WCsBoxWg7FaKF6PJBqQRCOSbIKTTVCyCVQlmsBkM5RsQZItaKIVTbZiyRYk0QInW6FkG5hsg5JtcE6rCkm2ock2NNmGJVvxE1iyFUu2YMkWLNWKp9rwZBuebCOSbUSyFU+2EMlmItlMJJrxZBOWbMISTViiEU00IIkGJNGAJpuwVDOWbMKSjUSyEVelGvBUA5ZqxJKNWLIRTTSgiTo0XovGa9BYLRqrQeI1SLwWidUisVo0Wo1GqrCjKuygEt+rwHbC6HYI3Qxi6wFsxY8t+bFPXnQhB1vwYvNebF7B5hRsTsFmZXRWRmdUEjItIdMSMiUhUxI6JSHTIjItITMSMish6htmJHRGRKZFZEqApwT4o6DeJaEPPDTJQZMcPMFBExw4wYETPPSeh97z0CQPfRDgjxw8xaOqaQ6b5tAZDp3h0RkBnRWwOQGbE7AFEV2UkCURWRLhJRFeFtElEVkSoEUBXBRAtZy7LIIrIrAqgisiuCwAi7x2kdd+4rULvHZWAGcEaFaAZgRwVgBnBfDXo0d5eEaAcw0emeXRWR6d5ZFZtS0gswI0y4NzHDDHg3M8OMuDsxw4y0EzHDTLgXM8NCfAszw8yyMzPDLDwTMsNMvCMyw8zSJTLPKRQT8wiGqSgSdZ5D2LDNPYSzfxzEO+YYx33dZ//7+t98oMPR7Dn/5Pfd0f9Nf+L/PfLljvuE29jP6jQMxLxCdZtyTrlhRiRcFXFXzVi6968TUvvqbgazK+KuOrCraqYKsytiJjKzK6IiMrMrwiw7kAkNFlGV1SsCUFV6eVLiv4ikKsKsSaV7fu1W14iXUvse7DN334ph/f9OObPmzTh2968U0vtqmgmwq6pWBbCrblRbd8yJY/Z9OLbH6eGaRSkC0vsu1Dt33Yth/f9uM7AXwngO/4sR0fuuNHd/zobgDZC6D7AXQ/gO75kb0AvBdAdv3Ijg/aDUC7uVo3shdE9oOw6iAIH4aQwzByFIaPwlCkHIqVQ7FyKFoOxiqAWAUQq9BGK7TRSk20Mv+kIgLEKtUveVCsHIqFoFgIjoXAWAiIh7TxsDYWBmJhIFYOxiuAeIXai9IkyrXxck0urkL58bAmEdYkwvnxUF4inJco1/xaA6zWJKs1qWptqlqbVFVpEhV58RMJVWVesiovWX0qWXMqXZuXqs1P1ealak4la36XqvldqvZUujYvXZufrs1P12nSddp0nSatTqOoV7trmnSTNt2oSTVq0g2aVH1+sj4/VZ+frtekG4BUA5CqB1J1QKoOTOUGxoBElSZemZ+o0iSrtbkpgpWaZJV2/tlPX2S/Lzr+U+Hx90XZ74uy3xdnvy3OXi/KXivKflOQueJIX3ZkLjkyFx2ZDnum3ZZu+y1ruk2dSm5Lt1nTrdZ0qyXVakm2mJMt1mSLPdHkSDQVJJoK4k2F0RORpsLPa3V36uzbNdbNavNGtXm1yrxUaf5UYV4oN8+FzLMB04zfOOMzzviNMwHDdNAwEzTMBsm5EDkfIudDuvkgoVoIEQshYj5EzAaJmQA+E8Bn/MSMXzfj0814dbOKblbRzcq6WYmYEbFpEZmR1IhCZ73InBf5JMOfJOiTBC3K8KJ8chSkAi8p8JIML/+WBK1I0IoEr0rwqgSviNCKCKyKmjVJuy4BGzKwpQC7XnDfBx36kUgAPgqAkQAQCWijQW0spBbigFgFEK9QIweKVcHxKihRBcWroHg1FK9RwbFaKFYHxxuQeAMSb4ATDXCyEUk2IokGON4AxxrheBOSaEYSzUiyBUm15PIm0Qon1PhpR1LtaKoDS3Vg6YtY+iKWuoimLiGpS3DqEpK6jKYuo+nLSPqy2sZSV/D0VSJ9lUhfIVJXiNRVInUFT13BU1eI9BUifUWXvqJLX9Wlr5LpKyp96gqZukqm1Jeu6FJXiNRl7LP0ZSx9GU9dIlIXdakOItVBpDp06XZduoNId+DpDizVgSbb0VQ7mmrDUq1oshVNtiDJFiTZiqRa0WQrlmhGE01ovBGNNqCReuSoDj2sQfar0N1KbKcC2y5HN8PIZgjZDCEbQWQjiKwH0fUguh5A1vzImg9e9UGqFS+wogDLMrgsQ8sKtKJAqzKoWpPBVQVcVcBVGVoRwWURXBKAJQFc4sFFHvjEAwscsMCBCxw4x2nnOM0cr5kXtAsisCBoFwVgSQSXRFAdL1wRoFUBWlPx0JoArgngmgCtC/CmCG1L0I4E7UjgjgzuytCuDO3IahvclcA9GdxTwD1ZuydrdmXNrqTZkXO2ZM2GlL8h5W+e2JLyN6XPFzVbsnZT1m7KQI6SsyEDG7JWdXId3JCBDRnYlMENGVQbmwq4KYMbMrQpQxsyvCFBGxK4IUHrErQmQqsCPMehQzTWU4Y9+B/w0z8iYzQ6wWKdF8i//HfTzQumm2Xm//x/Td0e3WtK95//Xd/xv5va/w/rxf9m+e6/Gf7x/xj6OXLVi2/50C0fun1iy4ts+5AdP7LrR3Z98I4P2lUrxn5oLwD/1n4A3vfDe35k34/uqzN3/OiuH9nzo/sB7Fd+dM+PqPYDyEEQPQgiqsMgchiCD0PwYQg5UkOiPCdSDh+FoaMwfBRGImH4c4k7EoYiYTgSRo5CcE4YVssDR+VQpAKKVkKxSiheCccr4VglFKsCY5VwtBKOVkDRSjBaBUVroNhJBSJWDceqoXg1nKhFErVIohaO10KJOjhZByfr4EQdlKyHUw1IqgFO1sPJhpzfPEWTDWiyHk3UqnI/JFGHJOrQZB2arEWTdWiiBkpUA8kqMFkNJqrBRBWQqAQSVcDJfAptvEKTqNQkKoFEJZioAhLq7PAqbaJKm6gCEpXaRKX6Bo06iKVmQ6JKk6zSpKo0qar8ZHVeqjo/WZmfrMhLlJ9KlP8uUfG7ROXvkpW/S1ScSlScSlbkJSvykpX5ycr8ZGVeMhdv+cma/GR1XqIqL1mVn6jMi1ecSpTnJSs0yUptouI3c9nL1UDVxkMadcpiPKSJhbTxkDYe1MRD2rnun744/r44+31R9k/Fx98XH39fkv32dPb66ez109lrxZlvijJXCjOXC9MXC9IdznS7I9XmSLU6Uy056VZHOreqKSfZYks0W5MttmSzI9FUEG8qijcWxRqLog2FRw0FR/XO/XrHXp19u8a2WWXeqDStlxtXy/UrFYalStOnKstClXmh0jIXtkwHzVN+85TfPBUwfQyYpgKmqYBpOhdX+v+Prbt8juvKFkA/f8G7d+7cGNR0sPEwNreYpe5Wt6BbzGgxyxYzM8tsJ4YkA5lMMqFJMpQMJTNzkzixg3bQsSWLGjRV74PkzL31XtWvTq29z+6tqv6gVWtp79KHrYYPW/UftYoftQqHPmwVb7WIHzSLHzTpP2g03GoyfdBofL/R8EGj4VaD4cN6/Yf1wof13IcN7O0G7k4j93ET93Ez+0kz+3kTe1gzfXH4T4eb2LvN7L1m9stm7ssm7stG9l4D82Ujexjcrafv1tF36+m79dTdOurLWuKrWuKrOvLreuLbBvK7BuL7BvJBE7XZRG81k5vN2FazbqtZt9WMPWrFHrXpttux7XZ8ux3b7sC2O4mdLnKni9ztIna7id1uareH2u0hdvuonT5q53E22h1k9obYvWFub5jbHWZ3h9nNIW5zmNsdZXfHmN0xZmeUfjTKbI+xO2Ps7gS7N8nuTrC74+z2OLs9zj6a4B5OCF+PCl8MC9+M8w+n+ftTwrcT/DcT3DcT3LeT/NcT/DeTwv1p8ZtJ/usJ/sGssL0g7izwe4v83oKwNSc8nBW/n9F/MSp+OaHfnjfsL+h9Cwb/ot6/pPcv6QNL+sCSGFgUA4t8YIELLPCBBT6wwAXmOf+84J8T/LO8f1b0z4r+GdE/K/rnBP+84J8XfHO8f473zwj+ad43w/tmON/0/85wnG+S9U2w+2Ps3hi3N8rtDrM7g9yjAeFRP7/Vx232spvd7GY387CLfthJPzjDPDjDPDhDPzhNPzhNPeggH3SQ33eQ37cT37fh91uJ+63k963Ug1byQTPxoPnwSXzfjH/fjN9vwu834vcb8e8aiO8aiO/qD5HfHmogv2kgvmnAvmnEv23Cv23Ev2vA7zcQ9xuJ+42HRyWJQw8a8YeNxMNG4mEj/rCJeNhEbjZTmy3kViu51UZutRFbbeRWG/moldhqJbbaiEdt+KNW/FEr/qgNe9Sm22rTbbZqt9q0W226rTbtVrtus033sFm92aTealJvNau3WjSPWjRbLerNFvVms3qrRf2oVfOoVfuoTbfVqt1q1Wy1abfaDz+u22rTbbZjmx34Vgex1UFsnSa2OojNdnyzg9jsIDbbDw/R4FvtxKHNdnKzjdxsJzY7yM128vtW/NN66s0K/lo+N5/B9CUTEw78iod8Ops672Wm0/mZdH7Zw53LZC56yPPpxEIqt+DVr+UahlP1pxO5jUz+3Xr+uw76QQe52UFsnSa3zlCbj211Uo+6qEed5FYn/qiL2O4itrvJnR5qp4fc7j6y003udJE7XdRuN73bzez20Dvd1E43tdNN73Qzj9E7XfRO9w+vqN0eereX2umldnqp3V5qt4/a7SN3+6m9QwPU3gD1eEg+RhzaHyD3B6j9AXp/kNkfoPcHqMdDen+I3h+m94dp3zDtG6EPr/L4RmjfCL0/TO0PU/tD1P4QtT9M7Y/Qh/O+0X9f9/GPs75x1jfO+sdZ/wQXmOACE7x/gvNP8P4JITAu+Md4/yjvHxP8Y6J/TPSNCr5RzjfK+0cF/4jgGxF8I7zvKBB8o6JvRPSPiP4RvX9E7xvi9wcZ38C/7f+gn97vP3r6Bhjf4XOA3h+gfQO0b4De76f2+8j9XmK/l/D1kv4+0t9H+g6HfcT+v+H7fY/PBHZj+926/R6drxfb78P2e7H9Xvxohz7S10v6eglfL/7D5OPDhMR+N7HXRex1Hp3yODqReIbYPzyO2IHvtRM77fhOG77bTuy2kzvt1G47eej2Kzd+FFiIDSzEBBZigvMxwbmYwFysfzbWPxsTmIkOzEQHpqP8U9H+iSjfeKR/PNI/Fukbi/SNRj0W6RuN9I1E+EYi/KOR/tFI32j4/kjY/kjY/nDE/nDU3lD07lD0zmDUTn/ko77wzd6wB72h3/XYvum2ft1p+fqM+avTpi/PmO51Wb7osnzWZfmk0/zJGfOd0+aP2s0ftVk+bLPearUcabHcajHfajHfajV90Gr+oNV8q9V0q8V0q8X0QYvp/RbTe82m95rM7zWa3280f9Bofr/R/F6j8b0G4wcNxlv1+lv1wof1/IcN3K1G9qMG7nY9d7uR/aiJu93If9zIfdLIftrEfd7Mf9HC323h77XwX7bwX7UcthG4b46wXzczXzdRXzVRXzWSXzaQXzeS3zU+vqXURH3bSH7XRH7bTH/TTH/bTH7bTHzXjH/bRHzTTH7TQnzdin/eTHxQT/5PHfWPOupvdcw/G5gPW+hbzcz7zcw7jcw7DfT7zdQ7zfQ/Wpj3W5m/NzN/baL/2MC+WsO9UMX+toF7p5X9exv7YjX3dDn3Yg33q2ruZ1Xc0xXs9TLmWjH9TDnz82rm59XczyrZn1bQz5YzN8uYJ0vpCyXMSh4zk8ms5NIXi5izhcxqAbOczyznM6uHcS65mk+uFFBLeeTlcua5BvEXddwzVdQzVfTVcuZiKXulnF8r5NdLhGdqxV81Gl5tNfy1R3930vDdrP7zcf1n4/qvpoR7E+Jno/wnw/xnI8KX4/yX4/ydIeGjAf7TYeGzEfH2gPDRgPDxkP7jIf2dYcPtIcNHQ4aPh/Wfj+o/G9bfHjLcGTLeHdV/NSZ+OSLcGxa+HBG/HNXfGxHvDon3hg33hg2fD+g/6NL/uVX/u0bxjUbjGw2mt5uMt04b7/YYvu4VvukVvukVvu7hv+nmv+vhHvRym33sVh+z1cs87GYedNEPu+gH3fTDbvphF/19J/N9J/Owi97sIje7yM1OcusMsXmGenCaftBBb56mtjqprS5mq5PZ7GQ2u+itLmqri9jqIje7iM0ucusM8Rj5qJPaOkNunSEencEfdRLbXcR2F77dRex0kdvd9HY3vd1D7fRRu/3U7gC1O0DvDtC7A9TOALnTT+z047v9xE4/vjOA7Qzgu4Pk7iCxM4hvD2A7A9jOALbdj+306nZ7dbt92E4fttuP7fTrdgZ0OwO6nX5spx/bGdDtDmK7Q/jOIHY0P4jtDOI7g9juEL47Qv4vxO4IsfODYXxnCN8dxneHiR/sDBG7w8TuCLkzQjwaIu71Mu928L9pZK6XkCMpWF+SujdB3RKtGXESz5TR14qI9Uzdqpdoj1KV6uWlRqgxSjtgJ4ec5GAqcy6XfaeZfjDMPBqjdsbI3VFyb4zaHaN3x+i9cXpvnNmdYHbH6b1xcm+C2pug9ibo/Ulmf4I+HO5PUPuT9P4EvX9U/dO+Kco3RfumGN8Uuz/F7E8xvinaN33UGPBNM74pev/QNL03Te8foXz/B+2bpv0ztG+G8s1QvhnSN0v65kj/HOmfpwLzVGCODszTwQUmuMAE5g+xgYXHFrngIhdYZINLbHCJCyyygUUmsMAEFpjAPB2Yo/3zTGCBDSzQ/gUqsEAHF5ngEvsYdyiwxAWX+OCSEFgUAoticFEMzov+OcE/KwRm9YFZQ2DG4J/RHzUwHrcu/FOGwJTBP2XwTxv800b/YTxl9E8a/ROib5z3jfH+Q+O8b5z3j/P+Md4/yvlHj+Z947x/jPtBYJwPjPP+MdY3wviGGd8w7Rum/SO0f+Twvu3j+DDLjhwNfcOUf+TwNi7lH6H8o7R/lA4cvWUCI0zg37d0H3u8uW+I8f9gkPENMr5B1jfA+gZYXz+738/s9TH7/8bu93KPK0j2zms3f+SfS/DPxvtnEnzT8b6pWN9U7P5U3P5U7P5UjG8yan8ycm8iem8sZm8sen8sen88en88em8sZm80em80en802jcavT8SvTcStT8asTcSvjcStjcStjcSuj8ctj8UujcUtjMUtj0Utj0Q+qjftjVg2xywPei33e+3fttn+7bHeuib3tCve2xfdtvudVnudlm+6LR80Wn9vDP0szOhn5623W63ftAaeqs19Har5U6r5Xar9aPW0A/bwm+1hn3QEvbPlrC/NtnearD+rtb62inL4dX0l6tMr1YaX68y/rHG8Jca/dunxLcr+bcr+T9U8W+eEp4rFW8UCC+UCL8oNd4oNL5QIrxazr9Wxr1Syr1Uwr1czL5SwrxazLxWzPymhH21mHq16BD5ahH+UhH2ywL86Wz8qhe/6sWve/HrHuxKOnbOjZ1Pwy+m4+fTiXPp5Pl04lwafi4Nu5CBX8uhfl5IP51PrmUQkyn4mIMYdJDdiWRvAjZqx0btxLCd6EkkuuOJgSS8J4kYsBOjDnwgCe9OwNrjsbpovDYK73VQMx5q3E3URGGFodipSLwygigNJ4tCiUIbVmjRFofqyiOwyiiiMoIotWmLLdoiq67QhuVadV6T1mvU5Jg0eWZtrkmTa9LmmHReg8ZjVOeYNdkGlUevzBCVGYKqwKqtjSFPReBFZk2pTVts1RVYsdJQvDgULwojK6KI6mi6PoYedtPnC5jzBdRCFrOYzaznUas51GI2uZhFrmRTZ/OotRxyJoOYSSeXMqkFLzmVik+nk/NeZs5Lz3roOS89n8ksZFLL2dRqDruSw6/nixeL+Ksl3JUi7lIRd7lYuFQsXL97+p0AACAASURBVCrmLxZyF4uEi0XC+QJhKZsfS2WGXGy/W+xz6SfSDRt5puulpmfLDT8rN/y0XP90qXCjhP9pmfDLCv6FSu6VU9yLFewvSplflNC/LGWeK6WfL2derGBfKOdfrBBeqeZfq2FfreZePcX8ppp5o0Z4tVp49RT/2xr2jw3cHxqF3zcIb9Zyb9ayf2zg/9zE/6mJ/0M997ta5rc11Js15G+ryTdPEb+rpf7ayHzQRn1yhvqii77XQ9/tpj/rpG93MLc62Fsd3Eed3J0e7k4Pe6eXu93D3+7hP+nlP+njP+5h7/Swt7qY985QH3ZTn/Sxdwe5r4e5e4Psp/3sx33MJ730F/3U14Pkt8PkdyPU92P0wwl6c5LamqIeTVOb09SDCfr+OP39BP1ginowST6cIh/N0o9m6e05emee2lmgdxaZnUV6e4HZXmAeLdCbc/TWPLW9QG8v0o/mqa15YmuBfLRAbS8w2wv09gK1s0juLVH7y9T2AvXVJPX5KPnZGH17hPlTF3ujipzO0LTGaWoi1fMe3VuniedrtCuZmpkMXaUJcGiPp1KS1gTlSAZ5xkF2u5mNEu4v3czDBWZvld5fpXyrlH+V8a8yvlXGv8r41zj/KudfZf2rtH+V9q8y/jXWv8751zj/GutfYwPrbHCDC2xwgbNc4CwbOMsGzrHB83zwHB88xwfO8oGzXPAsGzzLBc8eLmMDG+zRyg3Gf5Y5iv+NCWwcTjLBc2zwHBs8zwYvMMGLbPASG7zMHlzmDi6xwYtM8CJzcIk5uMQcXGQPLrIHF7mDi9zBJf4Hwcvcvy7z//ph5iIXvMgFL7DBC2zwAhe8xAcvccGLbPAie3CJO7jCH1zhDy7z/7rE/+tw8QUueIELnueD54TgOfHgrHiwIQTXhOCqcLCqP1g1BFf0weXDFoU+sGg4svADo3/e6J8z+OcMgTl9YM4QmNX7Z8T/1ZYX/TNiYEYMTIuBKSEwJQSmxMC06J8WA9PCkSkhOC0GD2em+MAU559i/VNs4AeTR0FwmgtOs4EfTDGBKTY4dRgwh2v8k4x/kg1McYEpzj/FBf6/Jln/BBs4KiK5wORR4B/nAuNcYPwocfpGHyfRcd4/LvjHBN8o7xvhfKP8nTdu/mhvyr47ad+dcOxMJG+Px21PxD0aT9iaSHg0Ef9oLG5rLHZrNHZrNO6x2K2R2K3huK2h2M2h2M3h2PuDMd/2x9wfiPl+IOL+QOg3fWFfdIXe7bZ91Rt6t8t657Tlg3bLR6etH3daP+603O60vXc69M+toX9osv6p2fr3dtv7Hdb32q1/bbb9ri709Rrrm9Wm10+ZXq40v1Rp/nWV5ZWq0BcrbE8WmddyLOeyrVdzjU/lGq7mGK/kmJ7Kt9wssl7Ntyx6jKNp+n6X2OXg2xK5xji2OY7rSGLbE+i2OKrfwQw56e54ojMG64zVdcTibTFYaTiWZcGqwvCyMKrARp2OJ4fsVEsUVhWqqbRqKq3qKquqyqKqtqpqQ9VVVrTcglZY0AozUmlGyy1ooQn1ioibQ1N5ZaaoytarPDySxiIeQZ0lqjN5pVdQe0R1Bq/KEDR5Rm17HDGZxvY7yHKbNkuvytarMkW1h1els4iHRTN5VRavzOJV2YI6R1TnGzVFZm2xSV1sUBYblMUmVZlV3RKPD6bS/S6yKQ7PNqo8AlpgUhWb1aUWTYlZU27VVto05RZVqVlZYdNUhelKzKp8Ec4VkAKDMltAM1gkS0TzjGieAcnVI3kimieiXg5OZ+FMHsni4XQWcpFAKglkMJCXRTIYOJ0GM1koi0eyRWW+qCzQK4tN6lKLusSoLtKrqy2qaqu6yKAqNqorLJpKi7rMqCwxoqVmVblFU25SlRjRIj1aalCXm9SlBmWJXllqVJebNeVmdZlJVWFWnbKoK8zKMrPylFVdH6ati9A1hGsbw3WNEbqmSLw5Cm+MwBoisPpwXU2ortqmq7Jpy8yH3wlabFSWmTU1obqGSKIpimyMJOvDiWobVm7VlprVlVZtdaimLkzdFKFtjtA0RWhaI7Ud0brTMbrOOKw3gexPpAeTqGEHNeKgRhz0sJ0acdCjKcxICj2aQk25qfl0Zi6dnU5jx1OoMQc15WanU9mJFGbETg8kEX2JWHeirjtO2xOnGUomZtzkcjp+zoNf8GLnvdrzXt1ZD7aWjq+mEyvp5JqH3MiiN7Kp9Wx6PZs9m81cyGUu5jIXcplzOfSKl5xLxVcysEt51M1i7qfl7LUi6lIefSmPvpBLPlNK/75V/FuP+W+95nd7zf8YsPxz0PzPPvGPbcxrDcQrddRLdczL9fSr9fRr9dSbTcwf2rg/drB/Os385TTzp9PsWx3cWx3sWx3cW6f537ezrzRSLzWQv21j/tzJ/6WL+1M38+c+9m/93N/7+Xf7uHd6mXd62Xd62Xd72T91cr+uZ56pJJ8qJ29UEE+W4ivZuv4kVZUVrbIi/YnIRq5q1KXqiFW3RCuzyJMOzXEPI2uJQ0bTseY4XXWkZixN80y17s995KfT3L157qsF7qt5/u4sf3eWuzvH3ZsX7s2L9+aFe/PCl/P8N4v8d8v8gzVh+7x+76J+76J+/5Led1m/f1m/e9G4fd706Lxx+7xp+7z50VnLw3XLgzXLw3Xz1sYh0+a6aXPduLlu3Dpr3D5v3Lmg37to2L9k9F3RB64Kwaf44DU+eI0/uCYcXBcPrgsH14WDG8LBDf7gBn9wQwjeFII3hOANMXBd9F8XAteF4A0heF0IXDsSvH60IHhTDN4UD54W/3VE/6+nxYObwsEN4eCmcHCTP7gpHDwtHDzNH9wUDm4KB0+LB8+IB8+IB0+LBzfFgxvC0U+/LhxcEw6eEg+eFA+uigdXhINLwsFF4V8XxX9d0B+c1x+cMwTP6QNn9cENfXBdH1wTD1aFg1UhuCoEV/XBFX1gRQwsi4FlIbgsBhf1gQW9f0H8QWBeDMwL/8ecEJgTAvPikaOhEJgXgvN8cJ4PzHOBeS64wAUX2OACG5hnA/PsUbzABP+vwyozuMAGF7jgAheYZwMLXHCRDy4edvv5w/ngPPvvYJ4NznOP8YE5LjDLBWb44AwfnOEDM3xghvdPc0fBrBCYFQMzYmBGCEwLgRnhzptP/+j9Huc/u51/70p5tzP5b6dj/9QR/YfWqN+3RPy2JfLVhsgX6yJ+VR32Qk3oi7XhP62w3Sy13SwLvVFsu14U+mSR7cli25Pl4VfKwq6Vhl4pMq9ni+tZ4rJHmEvj5jO4uXRu2Mn2JtH9dnY4hR1OYYacbK+Da0viGuOY9gS2184NOtgBO30mgW6IYWojqYYIsi6CrAojK8OIqjCyPZ7vSzHUxLIZRsotkh4T4dVjaQKWaSLLwumWeK4mikkVtNGkJpLSRhLqSFwVRajiCFUirYwl0QgdEksq42hVFIZEacBoHRCHQ4kEmICD8TiYSECJJJRMwXkGZYlZ5aLheBxMIqBkEk4moWQScpKQm4bcNOSkIAcFOkgwhYJTKCiFglJI0EWCqTScwaIeDklnwSweLjcpG21okw1pCEVLjWg6A6UxcL5e2RCh6UrA2mN15RZ1rqjME9F8vTJXUOYKaIEeLTQoiw9/v1s1VaHa6nBdTbiuNkxTE6qqDVM1RGjqI9QdCVi/i+y2Y82xeKlNU2hSVoRqqsPV1WGaU2Ga2ghtXYS2OlRVaUUrbaqKUHWxWZknwlkc5GWgVFLhxBQphMJNKtyk3E0qUkm5m5A7cbkDBxy4PFknTdJKk3Uyu06arJUlaRWJWkWiVpaklSXp5A5M4cIVaYQigwI9NOSlQC8FemnQQykySMBLg9kslMtBWTToIRUeCvDSoJcCMikgi4ayaCj7CJxNw9kslM1CWQyYxUDZDJRFg1kMmMOAOQyYxQDZDJDLgLkslM/B+RyUw4BZDJjFgJk06CEUabjChSnsWnmiWpKokjh18gxCkUkBmRToIcF0AnRjgEMnd2hlTo0sRStLxWQeXJZFynMZoIBVFHNAmQCUCUC5CFXo4Qo9VGmAKg1wpQGu1MOVBqTSiFQY4UojfMqE1FiUNRa0yoRWGpFKI1plQisNSJkIl4pIEQ/lc0AeB+QxQAkPVhnRKpOyQo+U8VARC+bTQAEDlPJglQjVGuA6M1JrRisNaLEAF/BgiQiX6ZFiASozoOVGtMQAlerhIg4u4MAyA1xtVtVZVfU2ZZ0NrTAhRSLcnYg9U2P5TXfsGz3xb/TEvdEb/0Zv7HN15tEkXY0ZrLWADTa4OQxuCUdbwpTtEeozUeozUarOaNWZSLQzUnUmUtMRoeyMUnVFq09HqprDkDor1Bqu7InT9cVrBxI1Q3bNWIp22qWbcWlnXdo5Nzafii2lYcvp+IIbn3Rgg4na4STVUKKqK0bVFq6sM4NlgrRclFUagTJRUW5QlAnyNPWxdOx4IS8tFeWnTGCVEag0go2hYF8CejYX/1Ud/5sW4Y1W8TfN4isN4qtNwqut+pdaDK+0GV7vML7SbnylzfD7M6Y/95je6Te/N2r9cMLy4bjl/VHL+2PmjyattydDP5wI+2Ak9P1h2/tDtvcGw/7RF/ZOt+2dLuvfu63/7Lb8s9v89y7Tu53GdzuN73YZ/95t+GeP+D994vv9+vcHhQ+H2U8m2Ltz3Ldr/OYFceui+PCCeH9D+GqZ+2KO+2JWvDevv7eg/2pR/82y4dsV47erpu/WzPfXzffXLffXzN+tmr9bM99fN91fN35/1vT9WfODc+bN86aHF0wPL5o2L5s2L5u2rhh2njTsXjNsP6V/9JR++5ph54Z+54a4dU2/9ZR++7ph+4bh4ZP67y/pH17W71wTd6/rt57UP7yif3DZ8P1Fw/cX9ZuXxK1L4uYFcfO8+Oi8YfuCYee8Yfe8YfeCYe+8fu+83ndODJwV/WcF/4bg3xADZ/WBs2JgQwysC4E1wb8i+JYF/zLvWz4MhMCS4F/ifUuCf1kIrAiBFSGw/P9nhQ+scMEfrHLBNTawxgTXmOA6G1xjgmtscI0NrjGPL9sywVXmh+HB4cXbVTZ4aI0NrnE/OFhlD1bZgzUuuMoFV7mDNe5gjf9BcIU7bIQ+7n/ygaNeKBtc4gNLQmCJDy4KwUUhsCgEF4WPf3vzR71uS5fL3JVi7HKIHclCUzxbH0PXR5PVkURJKJ5nwXJMujyzrsCCe/U6N691C5iL06WwOjurtfNat5Fwmwi3AXPwmhhcGU+qkyhVNAZHYnA0joRrYKsKsqphixq2qOFQDRyhQyMwNFwHR+iQSJ0yEkMjMSQKgyMxOFILR2mRaB0SgyFxOJJAoOmCtiiUzDHq7JQqDkcTKGUCicbhSDKj8ug1BRZdnlHjoKBYHRSHI7E6OEYHxmJgnA6Mx8BYDIzRAfEYkIhDCRiYgAFJOOgkQTcNpdKQmwZTGSiVhdwM5OHgTB7ycLCHQ7IEJEePZolIJg9ncXCeABcIcJ4A5QpwjoBkcnAmC+byUJ4A5fFQgQAVCnCBAOcLUK1NNZWoOe9Sn3ep11JUrWGoE1ekkECuiBQZ0BIjWmpCS0zKEhNaYkSKDGiBHs0ToXw9nG+A8/VIoQEtNCgLDWhVqKo9TtOVqOmK17THqEvMiJNQOAnAw8E5IpwjIDkCnC1AOQKcI0I5+iO5ejiLhzJ5KFNAMngolQXdFOgiQRcJOI8SksyOy+y49PDpwKUOQmbHZcmYNFEbkqSV2HVSu06WrJMmYrIEnTxBJ0vSyZK00mSt1K6V2rVSh07m1MlSdLIUTJ6CyV06WYpO5nw86dDJHJjUgUkcmCQFk7oJuZtQuAm5G5O7dDIXJnfp5G5M5sbkbkzuxmRuXObCpC5clorLUjGZC5O6dNJUTJaKy1NxuRuTOXVSh07q1MkcWqldI7FrpA6dLFkrTdJIkjSSJHWIXRNi10jsaoldI7VrZXatLFkrTdZIkzWSZI3EoQ1x6ULcOokbk6Zi0gxC6iWkHkzixWWZpNxLyjNJeSYp95KyTFKWRcqySFkmKcskZFmkLIdW5FDybEqeTSuyaSCbVuTQilwayGGALEqeRciySHk2pchnFUWcopBVFLJAASPPpxU5hDyHlBayslJOVq0Hmq1IW5iyyYrWGKEqg6LaBFaboDJRUWGAKo1wuV5RZYQqDFCxoCgRwXIDVGOCm6xIgxUq1yuKOEVLpHIxi36qQv9MteVntZaf1VmerTOey2M6wpFiXlLCS8pFaYVeVmGQl4vyClFeoVeUifJSvaJElJeLinK9olSQVejl5Xp5qSArF6UlvKSYlZUKinJRXm2Q1xjl1UZFtQFoMMtPh4FdEXBfFDwYAw3HweMJ6GQiOhaPDseiQ/HKvhikPQxuMAMVgrSUCynjpYWsJJ8JycFPutEnPLpjxWxIGScrF2QVgvSUKG8NA/qi4Um7atWLn80mz2ZRG1nUmpfcyCTWs5jlLHY1mzmXy6xls6vZ7Pk87nKBcKVAvFLIXy3kruRz57O5C7ncU0X89VL+ein3VBF3tZB9soC9VshdK2CfymOeymGu59JP59FP59M38qgbedTNfPrpAuaZAubZAvKZfPLZfOrZAuqnheTPi8nny6lXG+jftjG/a2febGV+00y9UEM8U0o8W0L9opz5VRXzag37ZiP3hxbxrTb9Wx2Gt9r1b7WIb7fo324R/9wm/K3T8G6v6R8D5nf7zH/rMf5jwPTesPn9EdP7o6YPxk0fTZk+njF9Omf6dM746bzx80XT3RXTF8uGTxfEj+fET+bFj+fF96fEf4zy/zMufDQj3p4VP5ji35sU/jmh//uY/h/jwnsTwvuT4v+Mi/8zJrw3Ln4wId6aED6aEG9PircnxDsTwp0J4c4E//Gk8PEE/8kE9/k0f2+GuzfNfzHFfT7JfT7JfT7BfT7BfjLOfzzGfzbOfzbGfzLKfzImfDoufjEp3p0U7k7wX0wKn008Ns5/McHfneS+mGS/mGQ/GePujPK3x7jbY8ydMfbOOHdnnPtkkvt0kvt4gr8zwX84xn44wv5zkHmnn741yn82xd+dYe/NMPdmmK9muG/m2PsL7INF9sES/2CJv7/If7/Ib65wj1bZ7TVua1V4uCxsrfJ7Z4W9DX7vrLCzIeyu8/trnG+N3V/jfWu8b03wrQm+Nd6/zvnXef//mRR8a8Kd39/8UQwBxxBILA5FY2AUBkVogQgNEKFS2BCpBZZaIKkVloeiijCVIkIFhiuBcCUQoVREqYEoLRipBaN1UAwGxxGInUKdlNLNqp2cMkwD8ICMU0hMsDxCDUaqwUgNGKWForXwYS6JwoAoHRiNgdEYFIPDMTgci0PxJJxIwck07GAQJ4s6GTSFUaawShejdDFKN4O6WdTNIm4GcTNwGoukcUgai7gZMJUBUxnIRUEuCnRRQAqhcJGQi4JSKMBFAS5S4STkDkLhJIAUXOEmFKkE4CbkLkLuIhUuAkglgTQSSKcADw14GcDLAB5akU7I0wh5Jg1kM0AWLc9kAA8DppKKdEKWSSu8tCKDUmRQgJcGclggnwPrQ1WTDu2KW7Po0kw7VLU22IkrUigwU4BzBDiLh7J4JEtEsgTYy0EeFkqnQRchTyEVLlLhJgEXCdoxhR2TV9iQWS92roBczyEn3Fg2D7LS46zshAUKiVJJYtXSGLUkViOJVknC0ZOhyMlQJMQGn7QhIVb4pBUJCVfJwtWSCLUkUi2JUkliNdK4w4+oJbEaSYxGEqMJideGJOqkiTpZvFYapwmJ04TEakJiNSfj1CExqpAYtSRGI40+XK86GacOiddI47WyJJ3MjskcmNyByV24IgWX2TFpkk6apJMm66SJupBkXJKMSeyYNAWXHX23pNxFyFIwaQomdeEy92OpuCyNVKSR8jRKlkbKU0m5C5elYNJUQpb+Q52HyR06mZuQuTGpUye166QOTGbXSZK10iStNEEdkqyVJGklSVrJUerSSpK00kSNNFEnS9JJ7boQFy5x4RIXLkun5B5G5qGkGYTES8myWUU2q8jlgFweyOMVebwin1fkcopcTp7PKwoFRbGoKBEVpXqgVA+UiECRCBaJYKkeKjVCJXqgVATKDWC5AaowQZUmsNIIVpmgWitUb0NOGaFTRqDJBreFwl0R6ECMciRONRyn6o9GeyKh3mikJ055JgbpjEG6Y9GeGKQnBumMRjoi4TPRaFcs2hur7I9T9sSg3VFwdxTcFQP3xSNjdtWUUzOTop5OUU86VWNJ6GAc3B8LDcRC/bFgdwx8JhrujIa6Y+DuaKgzCjwTBXRFQ30xcE8MfCYSPBMJdUVBZyKBjghFe7iiIxTojQCHY+GpRHgmHhqNBgcigLFoYDIOmoiBJmOAyWjFaJRiMgaYiQWmYhQjUYq+CMVpq7RODClnQ4rpkCpe0mCUlfPSbPyEW/VEAvhjL/ZEOS8tY6XlvLSUlRTTIZWCpMks74mCRhLR8WTVhEMz6dRMONTjdtW4XT2WrBlNUo0lKscSVaNJ6jG7etyuHrdrxu3qCYd6PFkzkqQes6snnepJp2rCrpx0qKec6mmnZsapmU3RzKVo552apVTNcqpmKVWzmKpbSsVW0vG1DGzdg69nYBsZ2nNe7JwHO+vRraVrV9K06xm6s17dWY9uI0N71qtb8+hmXerZFM1CqmYxTb2cpl5KU66kqc5l6q7mk1dz8ctZuitZ2MVM7YVM9dV8/Hoxdb2UeqqYerKYullGP1vJPFtJ/bSS/Pkp8ufV1M9P0b+ooX9ZS79YT7/cSL/azBx6rZn5TQv9egv9WjPzSiP96wb6xQbmxQbmxQbyhXrqhTrmhXrmxQbm143Mr5uYl1u4l1q4XzezLzezr7Vyr7dxr7dxr7cyr7fSrzZTLzXRr7Wyr7XQrzVTb7ZRfzzNvH2Gees08/YZ5k+d7J872bc7md91sG+2Mb8/zf2ug3u9lX6znf3DGf7tM8KfzvBvn+HePsP/8Qz/hzPC708Lv+/gf9/B/b6d+20b+0YL83Ij92KD8Hw998s65vk69rla9rka5vla9vla7hc1/E9rhJtV3I1y5nIxfa6AfrKUfaaK+1k189Nq5tlq9qfV3M9r2F/WsS/Ucy/U88/X88/V879sEF5oFl5q4V9u419qE15o4V9pF37bpX+zS3ijS/xNl/B6l/C7bv4PPfwfe4S3+4Q/9Yt/7hf/MiD+ZVD866D4tyHx3WHx78Pie2P6W5PG98b0/3j96R8l40AyBiRiQKxWEaNRRKtlkSpZGCK1gCEWKMQKS8IQWYwGSNApknEghYRcBOTAQTsBplCwi4LdNJLKIOWhmr4UejSdGfcwXW7SzoCa48d0IcdNiDwBg5NxyEHCKQzqYpSpLJrGo+kCmsajbhZ2MbCLRV0sksajXr0yy6DKNqhyjKpsgypbr8zWK7MNymyDMseozDOpc4zKbD2SpUezDGiOAc3RI9mPf+l7WMjDgF4GzGTBTA7M5KAsDsrhoVwByhXAbBbIYoHDDlI2C+RwQA4HZrNANgfk8FAWA3pJIJMCsw7zEylPw+WpmDwVl2eQgIcCPBSQQSlSSXkKLk8l5OmE3IXJnZjcgSkcmNyJSV24zMsChUa42IQUm5B8A+RhgRRMloTJkzG5A5PZdbIEjSJerYhTyeJU0jiVNAaVRsCScFgaBkuiUGmcWh6vliVj8iIz1JmkGnRqBh3aM3HqDBoQZMdZ6TGD4ngoEhKlDIlRSxK1sniNNEoZEqWUxKikMSpJlDIkUnkyWi2J18oSMelhteQkpCmENIWQOTGZE5M4MakDkzpxqZuQpuFSNy5z41IXLnUTUhchc2ISh05ymAwchNyOy+3YUS2VpJUlaGXJjysnJyZLJRQuQu7E5U5M7jxKS7JUUpZKStNJuZeSeymZl5J7KLmHknkoWQYp81ByDyXPIGUZpDSDlGXSikxakckoPJQ8g5Knk7J0Uuql5V5Gnk7JUkmZm5C7MFkaIU0npG5c5sKlqbg0jZClEUf1VgYhSyOkqYQ0nZCn4tJUUppGStNIWTolTydlXkqWzciyaGkWLcvjFLmsLJuSZFMh+Yy0kJPnsfJcVp7HKQp4RYGgyBcOs5SiQAAKeUWpqCjXA5VGsNIEVpnACiNUqgfLjWCVGa4wghVGoNIEVpnBagtca0XqrHC9DWmJRE9HqxvD0AYb3B6OttqQNityOhxpD4PrzFClqKgSZQ1msCUMbosAO2OgvjikPx7pj4P74uDeOLg/HhlIQPsTlP0Jyv4EdCABGUpEhhKRwURkOEk5kqgcTkBGEtDhBGQ4AR6OR4Yex4PxyEA8MpKEzNiRqURoJAEcT4SmktHxJHQkARmIg/pi4f44pDcO6o4Fe2PB8UR4w4lcTUWupyNX3dB6EriWAG7EAUuxwFy0YiZSNhMhmwyXz0Uq5iJlo+HS/ghZT4SsK0x22iJtM0lPW+W9EcDpMEU5L8nBj6eq/jsJ+UkBf7IlHGwKVdRZpRX6kELmRDFz8pRB1hQGdkRCnTFIdxzSE4v0xCKd0dDpKPBIJHA6UtETAw0mIMOJyHAiMpasnHCoxu2qcbtq0qGaTlFPpagnHaoph2raqZpJUc261LMu9axTNZeiXHCpFlyqOadqzqmec6rnU1QLKcqFFNWCU7WYgi65lStu1bJbuehGF9zKxVTVUppqya1ccqHLbs1KmnYpVb2cql5JUy260TkXMu1Eph3Ioku17tFteHUbXs2GV7OaoVpKU66kq1YzNMsZ6sV09XKGZtWjXfVoVjya1QzVmke14lEvZ2iWPJolj2bFq17zqtezNOvZmrM5ugv5xKUC/EoRdqUQu1SAXcjHzudhG9naVY9mOUOzkqFd8+o2srHzedjlIuxqCXGlhLhcjF8twa+XkTcqyJsV5M0K/Ga59lqp9qlS7EYFcaMcf7oM/1kl8dwp8pfV5PM1xIt11K8P1VPP11LP1VLP1VHP1VA/P4U/78lWcgAAIABJREFUV0u+UE//up7+dT39UgP9cgP9cgP1Uj39Yj37qzrm+Rr6uVPUL6qon1XSz1TQN8vop4rJp4qJ66XktRLqySLyaiF5pYC6XEBdKqAu5lHncsiz2eRGFrmRiW9kEuuZxGomseKlljz0Uga9lEEvZzArGcyih1nwMgsedtHLLnnZ5Sx2KZtdzOZWcvj1fH4tn1vL51bzudUCdr2IOVvEnitmz5ewF8rYC2XsxXLuYjl7qYK9eop7qoa7Vs3erOOebRBu1nFv/frmj1wE6MQUdp08QSOLVUujVNIwRGIBThrkJ/TyExYoJByVRqvkCRq5EwfSadDLwBk0lEqBaRSYSkIuEkqjoKpQdb+LHHQR/U78dDLmZkBOelIEJGEqeYIOSCbAFBpO49AMAc3Uo9lGZY5Rma1XZomol0fSOTiNgz08ki2iuXplnkGVZ1DlG9WFZnWhWV1k1RRZNUVWdYlNU2JVF5tVhWZVgUVVaFYVmVVFRlWBAS00ogUGNE9E8kW4wAD/OxbhAhEqEKEcDsxkgUwWyGTBLBbM4sAsFvTQgIcGszgwgwZScUUaAaaTQCqpSMHldp0sWStL1sntOrlDJ7djigStLFYVEqM8GaeWxKokkUhIOBQSCp60yI8bpMeM8mMm+XGj/LhJERIKhoRCJ8ORkHD4pA08EQqejIBCwsCTZvkJg/SEQXLcLD1ulh03So/rJccN0hMG6QkzEBKBhCSopSm4PIOWZzKKbFZewIMFAuAh5XaNNFkjdeqkaaTMy8izOUUeB+SzQB4HFPBgIQ8W8lAhDxbyQKEAFotQiR4qNcBlBqjcCJUbwTIDWKaHywxgqR4s1YNlBqhcD5aJQKkeLDMcvgVL9WCJCBQLQIkIlopQqR4q1UMlIlQigiUiWCyAxTxYKkClAlgqgOV6qFIPVxiQciNSYYQrjGClEao2w6dM0CkTVG2Cas1QnRmqMUHVJqjaDNWYoWoTdPj2lBGqMoKVBqDSAB7+ZahCD5XrwXI9WGEAKoxguREoNygqjEC5ASgVwVI9UKYHykWwQg9WGsBTJrDaBNSYwFozXGeGa81QrQWqN8P1FqjeCjbYwMZQqNEGNVrBZhvcEgo3W8EWG9gaCrfaoCYr0GwBWq1gmw1ssYEt1iPNVqjJCjZZwUYr2GSDWqxguxVst4HtoVBHONwZgZwOR9pC4fZQ+HQY0hEKt9vgjjD4dDhyJhzpDIc7w6DuCLgvStUfo+6JRLvCkc4wuM0CtlrAjlCoPRRsMAF1BqDFDJwJhbrD4d4IaCgaGYtTjiUoRxPQ0UR0LBEdT0AnEtDxBOV4onI84Wg4FoeMxcNjCchYPDoai4zHwhPxyEQcPBaHjMYhY/HwRAI8EY9MJsAzSfBiMjIbD08mwPPJ8FwyMpqADsWjwwnKoXi0Px7qjwP7YsGBOGjWjlx0wddc4LUU8GKyYjVevhoLLEcpFqJkc9GKqUj5VLhsOkK+ECmfCZeNhMp6w2Q94bLecFl/pHw4RjGVAE0lgn0x8jqTrJA5kY0fy9AeK+ZP1lqltVZpjUVyyiytNEorDNJKs/yUVVFjU9SGKupC5Y2hiuZwoDkMaA5TtIYpOsIVnRGKrghFfzQ4GgePxkFj8dBEIjKegIzHw1OJyHQSOpOETiejM8nKmSR0JgmdSVbOOdRzDtVsMjp3yK6cTVbOJqGzdnQmCZ5JguaTkUU7umBHFuzwkgNediLLKciyC111K5dTkEUHNG+H5u3ovBNdcCJLKciyC1lOgVdc8FqqciNdtZGhWs9QrnmUaxnK1TR0LQ09m46ey1Ce86g2MlTrHtWGR72RoV73qNc96rUM1bpHve7RrHs0a17Nmle96lWtepQrHtVyhnrVq1nP0m5kadczNWtezapXs5qpWfGo513KqWRkIgmdSEKnkpUzTvVCmmbVq13L0i57NYsezaJXs5SpWcnSLWfqljO1K1nqlSzVapZmNVuzlqXZyNaey9Wdz9NdzNddKsQuF2JXC7EnC7GnCrFrxcS1UuJaCXa9WHetWHetGLtWgl8rIa6XEDdLiafLiKdL8ZslxI0S6noxea0Iv1qIXSnErhRgl/Kw8zm6tUztmle7kaXdyNKterRL6ZrFNM1imnohTb2QrllM186namfdmlmXes6tnnOrZ12aGZduOkU37dROpWinXbpZFzbjxiZd2IRDO5WinUvF5tOxhQx8IQNfysCXvMSyF1/NItayydUcYjWXXMsh1nKI9VxiPQ9fz8PX88j1PGKjgDhfTF4soS6WkBeLiQtF+MVi4g8v3PhRrEoeq5RFI5IIRBKBhkQgIaHgSbP8hCg5JkiOmYATodDJcFgSiUjiVLIkrdyJKdJIRTqlyCAUaQSQRgJpFODl4GwB8TJQOgl6aMhNQsk6IFmncOIKNwGk0nAGh3oFNFNAMkXEK0BeAfYKaJaAZouIV4A9HJLBwRkc5OEgDwdnMLCHRbNEVbaoyjEocwzKTAHN4tFsAc3klR4ezeCRDB7JFJRZPJrJI1kC6uXRdAZxk6CbAlMpKIUAU3DAiSucmMKBKRK10niNJEEjTdTIEjXyeLUsRimJgkMi4ZAYlSRaKQmHQ8IhSTh4MgI6GQaetALHLYrjVuCEDTgRChy3ACcEyXH6+E+IY/9FHPsJ/sRPtD/5L/WP/wv9z/+E/+P/gf/jP5Q//k/1j3+s+fGPdT/5CX38v7mQJwyy4ybFcbP8mA04EQFKIsGQKCgkCpZEQ5JYWBIDh0RCIZFQSBQUEguHxCslCaoQh0aSjsuyKUUeAxSwiiIWKOHBUh4o5cFSASgVFOUiUGEAKw1gpQGsEMEKPVAhAhUiUCmCp/TQKRGs0gOn9GCVAa7UQ5V6sMoAVBmBU0awygBXGqFKI1RlAquMYNXRJlCF8dBhhgAqjUCVEagyQKeM8BETfMoI1xihWhNUZ4LrzHCdGa43Qw0WuNGGNtjQRhvcaIObbVBrKNQSCrWEws02uMUGt4bCrTa4xQY32+BmG9Rsg5psULMNbrLBjVaowQzWm8A6E1hngmtNUI0RrDEBtSag1nxIXmdW1FuAeivcYIUbLVCTBWo+3DMMag2D2sOhjgj4dARyJhLpjEK7ItGuSKQ7EumJQrujkZ4ouCcK7o1Ce6OR3ii4Nwrui4b7o5H+aGQgGj40GA0PxyAjsehwLDIcgwzHIiOxyHAMPBQDj8RAo9HgaDQ0GgOPxiJjseih8Vh0IhadiEUnY9HJOHQqXjkZr5yIU07EolNxyql41VS8ajoenY5TTsehU3HIVDwyFY9MxyNTcchUHDodh87EIzPx6Ew8OhOPzMQhM/HITKJyNlk5m6icS0DnE9H5BHQ+STmfiM4novOJytkE5Vyici5ROZuAziSgs4cLEpC5RHQuUTmfhC4koQuJyGPoXIJyPlG5mITOJ8LTCeh0knomWTOTpJpOQmcS0ekEZDoRWUhG1x3IeTt0PhleT4RX4uHlBHg5Hl6OB1cS4cUkaCEBXE6AVuLBhVj5bIx8Mlo2Hi0fjZINR8qHoxVD0cBQlGI4WtEdBjSZZM0mWYtZ1mGTdYbJOyMUXZFATxTYFw31RIPdMWBvLNQfB/XHgQPx8HAiOpKIjCYiYwnoWDw8Hg9PJiAT8chUAjyXjCwkI8sO5YpDtWRHl+3IigNZcSCrTuWaE113ohtO5dkU5YYTXXega07lmlO55kDX7OiaA11zoKsOdNWJLtmhpWRwxQ6v2pEVO7JqR9aSoTU7tG6HNxzIOQe6bodXkqGlZGghGVlIRhaSocVkaCkZXrbDKw541Qmvu5B1N7qagqykIItOZNGBLDuRNRey4UY33Oi6C11zoWtu5bpbuZaqXE1FV1KVK6mqtTT1erp6I0O94VGtZ6jWPap1j2rNo1r3qM56Vee8qrNe1Vmv+mymZiNTte5RraSqFp3KRYdy0alaSlGtuNWr6ZoNj+Zspmbdq17L0KxmqFc96jWvbtWrXfFo1ryadY9mw6PZ8Ko3PKoNr3rDq97I0pzN0Z7L1Z3P0V7M1V3K1V3K0V3JxZ4swK8VYNcKdE/l667m6q7kYpdydRdztJdzdFdydZdztJeztVdydFdydJeyteezNOcyNee8mnMZ6rU01XKqatGlWkhRzjrRyWR4NBEeTURGE+HBeLA/HhpMQAfj0f5YpC8W7o2F+2LR3hikNwbpj0MH4tC+OKQ/XjmUqBpIUPbGId0xcE8s3B+PDCSig0nK4SR0JAkdTkKHk9CRZNWIXTXqUI+mqMed6jGnetihHnaqxtyayXTdjEc359UtZOkWsnRzmbqFTO1ipmYhU/vb56//KBqRxMAhkfDJMPBkKHgiAjwRCZ2MgE9agZMG2Qmj/LhZftwKnAgFT0bAkihUGqOUJqqldp3UpZOn4op0CkynoXQaTCWhw9LKRcApFOQgwWQcsOOggwAdJGg/RIBJOGQnIQcNJ5FHR+ycFOyi4BQKcpKQk4TsBJigA+O0YJwWitOCCTowAYPitUCiDkzUATEaMFoDRmnAaC0YrQGi1YpoDRClBqLUQIRKYYOlVkhqg6WhsDQUkthAiQ0MsQInzfLjJvkJk+yEWXbCIj9hVpwwyo8bZccM8uMG+XGj4rhBfpyXHOdOHhNCjomSJ0TpE3rpMYPsmFH6hFn6hFF6XDh5jD3+38yJn3AnfiKc/G+95AmD5AmD9JhRdswsO2aTHwtTHI8ET0TDJ2LRkwlqabJaaleHODUSNybLIBRZhDyHVORQQC4F5NFgDgV4CXk6JnNppG6t1KWVOtUyLy4rYBTFHFAugBUiUCEAlSJYJYJV+sP0ozhlUFQbwBoDWG0ATxmAU3qgWq+o1itqDECNAaoxgDVGoMYIVRsOgTUGsNYI1pqgagN0ygBWG8FqI1htAE4d7QZUGcAqI1hlBKoMwCkjWG0Ca8xgjRmqMUO1ZrjWDNeZoTozVG+G6i1wowVuMkNNZrDJAjZZ4WYb0mxDmmxwsxU6KllsUGso1GoD22xgRyjYEQa1h0FtYVBbONT2QxAOtYaBraFgqw1stgDNFrDJAjRaFE0WRcthiWMDm21Asw1oCYNaQo82bA2F2sOR0xHo6QjkdCTSGYl0RiJdkUhXJNwTifRGIb1RSF+0sj9a1R+DDsSgA9HwwFFOggaiocFoaCgWGYpFhmKQoRh4OAYajoFHYuGROGT0qC5Bx+OU47HoeAwyHotMxMKTcchUvPL/ZeI9u9u40kXN/gMzp9uWRYRCFUJV7coBBYBZoiJJgMg5gzlniYq2ZVmylZgTCAIgEjMlkcpZsiQH2d3uPumecyZ8mFnzQ+YD6XPvWs+q9WJj18In4MEbau+raJ9JMz5lBlNm/AALNmXBJ81gykJMW4gZC9iXypz1QC2zFmzWsu8VfN4C5i34vAWbb8Lmrfi8FZtvOogX7GDBBhZs+OI+dnzRjiftYMlBJO0gaSeSdiJpB0knkXSRKQeRchBLTmLJSaT+YPkActlJpp3UspNcdoL0wQqx/D/3gLQTTzvwrAtkXSDjxDNOkHaAtBMsO/CME8u4sLQLTbuwjBPP2PGMQ5exa5dt2pRdt2TXLVq180262SbdrEU7a9bOWHSzTei8FV2040kHtujAkk4s6cJTbiLtAmkXvuwGyx4i7SVSPpD0gkU3mHeCGTs+acXHm7BxKz5uA3cs2IQVnXHgcw583oHP2bB5O77gwBcc2KIDX3IRaQ+R9hBZL8j7QMEHCj4i7yfzPjLnJXJukPfgBQ+e9+B5L5b3YnkPVvCCvBfkPCDnwfMerODBit598KIXL3qwggcreEHRB4o+UPSCghffv+UPiLyXyP/xcUUfKPnwkh8v+kHBB/I+kPcRfwByPiLnI/N+Ih8g8gEy7yfzfjIfIPNBMhck8kGiGCSLIbIQJApBohAg80EyHyRzAXLFR654iZyPzPmJfIAsBKlCiCqG6WKEKYbpYpguhplShClF6WKYLIWpUpguRahShC6FqWKYKkWpYpQqxuhijCnFmH0DFaNUIUqVYnQpTpdiVDFKFSNkIUzlQ9RKiMyFyFyIWgmSuSCZD1P5EJULkhk/kfGTWT+Z9RHLHrDkBkk3WHThcw5sxq6btumm7eiUDR1v0t226G5bsHELfseM3WpEbzbqbjaiNxp0N+q1txrR22b0ZoPu+wb0RiN2w4x9b0a/N6PfN6LfNaLXzej1RvS7Rt13jej1BvTbBt039bpv6nVXG9BvG7Frjdg1M3bVjH1rxr634rdd5ISHmvCSkz5ywkvedoPbbvyOB9x24+8fbf7JgiuacIUFlzXisgZcZgEKO6m0M9ApTHFUIzuOyo+jijqtvE6nOIkpT+HKkxh0ElXW45AFqCyEykzCZgoxU+pGEnEwGg+P2lndKUJ9BFPVoqpanapWB9eicI1OVYOqalC4RgefAoiZ0RwHSKVWValFjujgY5jqJAbXA6SBUJ8m1SeA+giKVGpUJlhRoYYqNapKDVSjU1VroUo1VKGGKtRQlRaq0EAValWlBq5UQ+WwwgDLJZXMACtMiLIcVhgguV5ZplccFuVfiPJDouyQXnbIJP+iEjpcDR8+qSvzscq4QRWToKCoqsdk1aovjmrkJ1D5KUzeAOQWoLTgiiZMbgMKG6G0EUonqXTTSi8DBTg4JMBhAQ7zSIRHogISE+C4iCT0cEIPN0tIq1HTYlC36FUtEtxqULcbNZ0mpMOAtElwm4S0SkizHo5wkI9SOnCFFZNbcbmbhOIC3GGAOwxIT7m6r0LTX6E5ME2lZrBKO1SlHq5Sj1RpR6p1w9W64SrNcJVmpEq9z3C1Zrhae0CVdrhaO1KtHa7WjtTohmu0Q9WaoWrNQVCFDFUiQ5XIcNV++qIZqtEMVWtGanXDNZrhWu3wEd1wrW60VnfmiO7sEd3YEd3YUe1YnfbcMd35o7rzRzWX6rRXTqDXT+m+OaXrq0YSelVvufriUc31k9rbDboJs27Oqlty6ias6JcntBeOaS6d0H55QvfVSfTyPid0l0/ovjypu3xCd+mE7tJx7aXjmkvHNZdPaC+f1F0+iV4+pbt8Cr18Cv3yFPr1KfTKSfTKKfTqaezbevxqPXa1HrvWgF+rx6/X49frsev12HcN2HeN+A0zcaORuNGI32wENxvxm43YLTN2y4zdNqO3zft/4fdB7zTq7jSi443ohBmdMGPjFmyiCUw2gX0VTVrwSQs2ZcGnLWDaAqasxFQTmG4CM01g1kzMmMG0GUxb8OkmfLoJn7aCWSs5ayXnrOS8lZy3kfN2ct5OztuIeSv+B/seAvupz4IVW9hPg6zYgg3b19KCHV/cjx0g6QBLDiLlAEt2fMkOluwgaQeLDmLRAZJOsLR/dYKUA/wvBvpvY5FpB5l2EMsOsOwk0k4i7SCW93GCZSeedoK0i0i7iGUXSLvwjBPLOPGME8+6sawby7rQrAvNOrGsE6y48BUXlnVhWSeedeFZF5Z1oVk3lnXhGReecYOMG2QOYjzjxrMeLOvFV/xEbv+33kfkvMSKl8x4ybQHpJz7MsPn7WDOQcw5iVkHMWPFZ2z4jB1MWfHbZt2NRs1Ns+6mGb3dhI43YVM2MO8iF93kkodIe4mMl8x6yKyXynrJrIfMecmCD5QCRClIFvyg6MdLflDyESUfUfKBkg+s+vFVP17y46sBsBbA1wL4qh9f9eFrfmIjQKwHiPUAseYHq35QChClAFEKkMUAWQqQqwFiLQjWg2AtANYDYCNArAWJtSCxFiJWQ+RqcJ/9RfJgJUSsBom1ELUapkphshQiVkPkephaD1NrIXI1RJWCVClElkJkKUiWQmQpRBT3NRYkiyGyGNpXEVOKMKUwUwqzpQhbijDFMF0Kc6UIW4r+8VaEXo0xqzH2QFFRuhSjV6P0aoQqhslihC5GmEKEKYTpQpgqhOhCiM6H6VyIzoWYXIhZCTIrQSYboLN+KuujMl4q4yXTHjLtIZc9xJKbSLpA0oUnndiiA19w4At2bM6KzdnweTuYt4M5Gz6zX321YlNN2KQFnTDr7jRq7zRobzXobtXrbjegtxt142Zs3ILfacLHrfh4Ez5uxsYtYLwJ3G7CbzVht6zYbSt+uwncasJvWfE7NnDHRkzaiSkHOWEnxm34hB1MOIjbdvyWDbtlQ2/ZsPcPN/7USEBNpMpOqxws5GBVLg7xCWq/pG6ioFOYwspALg620apGAmokIQsJWUnIRqpshKoRh07o5Ec0shqNokoDHdFCdlLtYzQWAq5SQyIkFyC5qFSIkJJXKjiFnFcqREipV0FVaqgOg6s1kKiU8wq5oJCLSpmklBkhuUmlNCGQAYZESMHKZZSsjJbLGIWCVshZhUyE5AZYYVDJDSq5EZEbYYUJVparoQq1olwlM6lkFYiiSgPValVHtNARreKIVnZUK6vTyo7pZCd0stOYohFXWoCyCSiaDarrjbpZFzbr1N606GKCol572M3Cfl4V5FURQRUT4diBfuC4HomLSFxEmvVIs4Q0S0iLpG7Ww81/aCkuwjERjutVcT0UF1VxPZLQI816VasEtxuQdglpk+B2g7rToO6QkA4J6ZDUbXqkWYAjLOSjFD5SHuegLiPcV470V6gHypHByn0nqYerkJFK9XCFeqQSHq2CRyvVwxWa4UrNaJV6pEp9plpzpkpztlpztkZzpkZztkZ7plo7Wq0ZrdacqdGOVGuHqzTD1eqhKmSoChmu1gxVq4eq1cNVyHAVPFyFDFepR2s0IzXqkWpk7Ij60jHNhTrNuaPasWO6/lptV4Wmr0o3UKUdrtWerdNdOK776iT6XT02bkZnrLqkDV2woZdPIF3lql4TcrYK+eYoPNWoXrbr1nzowwTYjoJJK/rlcc3YEc2Fo9rvGrApOzFjJ6as4I4Fv2HBrzbgX9bjF05iY8d1Y8d0507oLp5Cv6zHvt6nAfumAf+2Ab/WgF9rwK43YNcb8WuN+LcN2LUG/LtG8H0juNGI32jEv2/Av2/Eb5ixG43YjQbsZgN+ywxumfHbFvxOE7jTBO5Y8PEm/E4TuG3Bb1uwcQs6bkbHzeiEGZuwYOMWfNwKJqxgoglMWMBEE5i0gikrmGzCJ5vAlJWYthIzNmLGSsw0gZkmMN0Epq34rA3M2IkZOzFnI+atxLyNmLMRc3Zi1k7O7YvKDuZtYM4G5ux/YMPnrNicFZtrQudt+IId/MFBvOggkk4y6SSSTmLJSe6TdBKLDiLpIJIOsO+wlAOk7HjKjqccYOkgPpDWH8YCKQd+oDEHkbKDlB0sOcCSA0858WUXSO3nVfulMweWdmBpJ5p2ohknmnGgGSeacWFpF5Zx6zIH0sKyTjTrRLMuLOvCMv+NE027sLQbS7vwjBtf8eA5D5bz4Ln9nMaLr/hAzkfkfWTeS+Q8eN4D8l4i5yWyXiLjwdMudNmFLjmxRQc2Z8OmbdiUDZ1oQies2LgVG7dh0w5yxkFOO8CsCyy4wJITZL1EKURtRKi7cXq3mXnYxj9oE+4mmK0YuREB6yGwFiJKQZD343kvmvNiK14858ULXqzkw0terORFV33oegBf3/dQkFgNgtUQWAsRG2FiI0xtRqitMLUVIbci5EaY2AwTW2FyK0xshonNCLEZITcj1EaYXA+TG2FiK0ptx+iNML0RotfD5NoB1GqIWg2Ra2Fy7Q+rlYJkMUgUg/s63PcTVQxSxRBVDJEHhOliiNmnEKYLIboQZApBthBmC2G2EKKLQboYYophphhm8yE6HyYLIbIQooohuhiiC0G6EKQLISYfonNBOh+kc0EqF6RyQToXYHIBZiXArviZrI/O+KiMj8z4yIyXSLuJZTe57CFSHrDkxlMuPOXCll1YygWSTpB0gkUHWHTiSRdIuoj9lwsOML+f+zrwWTs+Y0VnrdiMDZux/tEvtGIzVmzahk/bwIyVmLESs7Z9wLQdzDjArAOfceDTDnzSDibtxKSNmLQRUzZi0gommrBJKzZpwyes+B0rdtuK3rFi7x9s/KkeQA0E1EgoLUDZREJWWuVgVU4eNpPK05jCQijtjNJKQ2YAmQFkJSAnBTkoVRNQntTJj2rKatWyWrWiVq08olae0CpPaJXViEJUyhm5jJLJqDIZVSYjDpfhXxwmD5cxZXJGpmDkckYup8pk2KHDus8Oa/9ySPuXz3SffY5+fgg7dBiUyUi5nJLLaLmMV8olWFGhgap0UI0OqsOhE4TqJAmfJFWnKVUDg5gZdROntvGInVM5OJWLh92C2qvX+g2aoFEdNiIhCQnpkZAeCUtw1IDEDEhEQiIScuaYdsGDF4KgGNAtOnWtekUjWhYUVGEBCguqsAiHRDgkwkEBDomqkIiEBHWQh4O8KsirArzqj7E0lV+AfRziZlRuFvLwkJeH/DwU5FVRPdxsRNpNSGc50mFE2iS4q1zTW6ntqVB3l6t7KjR9lereSnVPBdJdjrSKqg69sr8SHqxSj9RoRquR0Sr4TLX6bLVmtAo5W6U+V6M+V4OcrYJHK5DhcvhMJTJWBZ+rgi8dUX9Zp/nyqPZ8jeZMteZMjXa0VjtSe5BU7WddQ9XaoSrtQKWmywi3i1CXpOozQkMm1VA5PFwBXzyivnpCe+2k9uop7Vcn1ZeOqb8+of3qlLa3Go6JqlYjMlCp/rJOc70eu9mIfVePXj6OjR3VjB1FrhzXzlh0y05s3oZONGq+P4ncOKGabNRMmnV3GrVJJ1byg7QbHzfrbjXoZqxYPkBtx5ntKL0eJIt+Iu0lZpzglhVcbcQuncLOHEP7j+h6arX9R7QjddoLJ3VXG/GbVmLcSkxYwR0LfscCxq3kuI28bSNuW8G4jRi3gvEmMG4FEzZiwgbGbfiEFZ+wggkrmLQRUw5i2kFM28kpGzltI2cc5IyTnHYQ0w5i1kHO2IlpGzFjJ2Yc+5DTdmLaDmZsYNZOzDnIOQc56yBmHcT+ywU3teCi513knIMLmQsdAAAgAElEQVSctRPzTnzRRS66qOS+Sxxk0kEkHcT+d3jRRSy6iEUHsWgnFpzkgotccJGLbnLRSS4e7MEXXMSim0w6yaSTXHIRSy5yyUUmXeSSm1pykyk3ueyhUm56yUUvuaikm1xykiknlXRRSRe17KLSLjLlJFNuKvVHGXDZSaRdZMZNpd1k2kUuu4h9Gy05ieR/p19OPOXCl90g5cKXXXjaDZb3AxdIu/C0E1t24WkXtp8epV1Y2o1m3Oj/4qSDFlHWjWc8WMaDZtxoxo1lPHjGTWTcZNa1n4HhK258v+yW84K8lyz66IKPzHtBwQuKPrzgxQo+vOADBR9W8GEFL573gpwXrHjxjAdbduFLTmzBgc7adLN2bN4BFlwg5QX5ILEeJnZi5KNW5nkn+66P/6FffNMnvO4TnnXxj9vZh+3MwzbmcQe7185uJ6jNKLEWwgt+LO9DC1501Yut+rA1H7bmx0oBrBgApQCxHiF3mpmHncLzPul1v/S6X3rZK73sEV90C8+6uCed3JMO/nEH/6CN22evldtt4e42s9sJdjvB3G3lNlu4tWZ+q0XYTLDrMXozSu1EyLtR6m6M3onTO3FmO8ZsxejNCLUeITei1EaUXAuTa1F6M87utPB7HeLDLvFRt/igg99pZjai9HqE3oizm83cRoJbj/NrMX4jJmzE+M04uxPnduLcdoLfTvCbcW4jxm7EuLUIuxZh16JsKcyuRbnVGFuK0qsRthjiCiE2H6RXAnQuyBVCbDHE5gPsio/OHliKyPjItIdcdhPLXmLZSy57iGUPsewByx5i2U0sucCSm1hyE0tukPIQKQ+Z8pDLHjLlJpMusOjEF5xgwQXmnfi8A593gnnHQTxnR2ft6Iwdn7aBaSsxYwXTVny66WAEZtp2MBczZcem7Pi0HUzZwJSVmLIR03Zy2k5O24hpK5i2gUkbmLThkzbw4cHmn05hihOovE5zuE59+JhWdhJVmIHCQsjrMfkJjaxOXXZEfbhWLavRKI5o5XVaeZ1GXovIKmCZQVkmQYclqExSykS5jC0rI784TBwuIw6XkYfLyDIZcVgGDsuIwzKyTEaWlTFyGadQiEqFBCtESC5CClGlFFUKCZIbYZkRkZs0imoUOgaQkxTSwKgtHGLn1W69xmfUBsu14QpdqFwXqkAjlVikUhep0MUq0VgVlqjGEtVookqbqNTEK9Txcm28Qhuv1CYqtc2V2niFJmbSxMrV8XIkXonEK+CISRUxwf1H1d+a9zuE2q9OIRFBbiFkXh7yCiqPALlFlZOHXLzSyUFOTuXiVR4R9oqQR1B6BaVHgDwi5BEhtwC5BcjFQ05e6RYgrwj5RVVQrwpLqng53FqFtFchbZXq9gp1RznSXanuqVJ3V6k7K/dB9umuQtqMcJsR6qmGeyqRviq4vwrur1D1V8B9FUhfJTxUoz53THPhuPbMUc3IEc1IreZMreZsjfpcLfLVce23p3Xfm7FbTeCOnbrloK7byCtN1KVG4kI9eamR+crCXbKwI6fZjjo2UkWFTCAs6cKCKs5DbSI0UK66dExz9ZT2+wbdHQt6/bT6xikkZdVkXMhsE3znNDzRCCftSMmjWfPp8h70jll7plbdYVKFBahZQkZrNNdP6RZtaNaNL7uwtBNLu4k5B3HLjN1pwhecRMpNLruJgp9cj9IbcXYjwa3H2NUwvRqhiyEqG6CWvPSsi5p0kN9ZiS8bwcUG4mI9cbkeXLOQky5m0cel/FzKxyy5qUUXueihl7xsysek/EzKzyz5mKSPXfSxi35u0c8t+Jikj17yMakAuxzk0iE+G+YzIS4d4DJBbiXCZ8NcOsimA2wmwKYD7LKfTfvZZT+z5GOWfOyih170UItuMumhF93Uopta8tIpP5Pyscs+JuNn0n52yUcvuumki17yECk3mfbQWS+T8TEZL532UGkPnfGQGQ+R9ZFpH7nsoZbddNrDpH1Mxs9m/GzGz6V97LKXTnnIlJdaPrjrgIyPzgbYlRC3EtyHzQboTIDO+Jm0n8n4mBU/kw0wK0EmF2BzQTYfZPMhNh9i80EmH6ALAboYZEohthhkCgE656eyfirto1I+Kuklkx4i6cGX3HjKA5a9xLIPpH0g4yeyPiLrI7N+Mhsgsn6Q8eNZP1jxEyt+csVP5PxEzk+s+IkVH7HiAzkvnvOCP3oq5Iof5AIgHyRyATIfoAoBqhggin5QCoDVILEWIteCxFoArAWI9SC1HqIOVoLEahBfC4K1ILkaJFaD+GoIrIX2byHWwkQpRBT8ZClIbkSo7QR9r5nZbWP32pnHneyzLvZpB/Oym33dw/0wILwfEN72s28HuNf93Kte7u2A8H5I/DgkvB8W3/QLr3q4l93ssy7mYTv5qI160kY/bKP3WuntBLmdoO61crtt3JNu/mW/+H5Y+vWs4fdzhr+dM/71vPHXMennUf2Po/qPo9KHUen9qOGHEcP7UcP7UeO7YePbIcPrQcPLAcPzAcOzQeNej3ivR7/ba9hqFTYT3E6c2Y2TewlyN0HfT1C7zcxeC3u/hb2boO82M7tt3F4H96BLeNJneDVU/sOZip8uVP58seqXi1U/jZW/GdQ/7REedQmPe6Wng+XPhkzPB03PB8qf95ue9Bqe9BpeDpheD1W8Gip/MWB60iM96hQfdYr3WvntZm4zzq1F2M0Ev9UqrCfYtSi7ERM2E8J6nN9IcFvN/L1W4WE7/7BD2Enwd5u5x+38Xiu718Lda+Y2Y/RqhMqH6FyQygWolQCV9pEpN0i6DhqNOT9VCFL5AJX1EWkvmfaSKTeedIElF0i59+uE+JILJPfTLwe+4MBnHfiMHZ+143M2MG/D52zYrA2bseMzDnzGhs/awawDTNnxSRs+ZcUnrWDCQkw0ERNWYsJKjDfhE3/0wG6bsVuN6Pu9jT/p5YeEss+ZQ38hP/sz+dlf2C8+NygOV0CHDfIv+MOf04c+Yw4dYr44zMjKGNlhVv6FID8syA7zijJOIeOVZXpIZoBkRpWsHJZXapRVGqharazWKKu1UI1WVYuq6jD4GA4fB/AJAjlFIg00YmURG4vYObVT0DpFjVvUeCWdR9K6JY3PoA2adNEKNFGFNVehzZVoogqLVehilbpYJRop10Ur0HgVHq/UxSu0sQpNrEIbqdRGKrXRSm3UpImaNBGjJmRAwiYkYlJHyzURkzpkQP5YQcJGVUCCAnooZoTbq9Sd1ZqOanVrFRwxqrwC5BEgj6jy66GApPKLkF9U+vWQXw8FJVXUhESNcNigihpVMaMqaoBiRihqhCIGKGyAwgYoalDFjXCLCWkxwc0muLkcbjapmk2quOGAmKSKSqqoBEclJCbBzQa41Qi3m1Sd5VBcUEQFeXs51G5QtUnKdoOy16QaroLP1qjH6rQjx3XDx3UjdbreanVbhTpRro4Z1REJiUpIa7m6r0Zz6TQ27qLSET7fLGTj/FKYnQswswFuJijMhPTjQfFrlzBoFttPCs11XKyaSJRrW4zqrkrtmTr08mn0y9PY1QZsvAm7ZdYtmtXP/fBPCeRDTP1jTPNTs+bHVs2HZs37uPZBSHv9FNxTDnVXqjuq0L5atK9G21+tGTuGnj+Oj9Zhl0/h35rJ75uoWzbqloO542Qm3PS0h75lJy6exkfq0DN16Llj2FensO8a8ZtmfNyKzzqIeSc55yBmHMSsk5pz0/NuZs7BLLjolI/JBLiVEJ8NsMs+etlHpQN0xseuBNiVEJsN0pkAnQ2xmRCfDompoLgU4FJBdjnEZcJ8NsTlwkI+KqxE+XyMLySE1RaxlBBK8QOKMb4Q5XMhdiXIZgJs2s+thIViQp+Li8tBfsnPpvxMJsit7KsuyKX9bMrPpgLssp9LepkFN7ngJJJuKuVmUh522cekfPSyn8kGD4ozuQC94mcyPjbtpbN+Nh/icyEuF+ZyYS4XYlYCVC5ArfjpjI9KuckFBzHnALNOYsFLZULcSljIhPhskFsJMtkgkw5wS152wUXPO8lFF7nspXJBthThViPcapRdjbJr+8TYjTi3EefX4/xalCtG2HyEyYbZdIhNBZklP5X0kUkvueQjl/xEKkAsBciUn0oHqEyQyoSobJjKhslshMiGqZUwsxJhc1EmH6PzUToXpfIRqhAhi2GiGCYLEbIYoUsRphihS7H9vghTitKlKL0epTZi1GaM2owzm3FmM05vxqnNGLkZpzbjzFac2YrTWzFqM0ZuxajtBLPdym+3sDut7N1WdqeZ3Wlh7raxd9u4nVb+fof4uFd6NmB4PmB4MSi9GBRfDogv+8UXvfyLPuFlr/Cyj3/dL7wZEN4MCm8GhNf9wpsB8d2g+HaAfzsovB0U3/YL7waFH4aENwPc20H+h0HxzYDwsk940s096+XfDEnvRqT3o9KHUf3HYeGnYe6XEf7TKP/prPBpTPjlrPBpTP/pvPTLef2n89Jv5w1/vWD87aLp1wvG3y4Yfrto/PWC6dNF06eL5T+eM70/a3g3Kr3qF1/2ia/7xVd9wqse/kU396KLfdnDverln3fzjzu5x13Cs179iwHp9bDxh7MVP56v+vli1c+Xqn66WP3jxeqP56venKl4MmR62GvY65LutUv32sSHHeKjLulJj/RiwPhmpOLjuapfLh35+VLtTxerP4xVvxuteDVsetIj7XaI2y3Cdpy/2yLca9dvNXNrUeZuC7/XIe62Cw87hb127kEb96xbeNWnf9TOP27n3vcLr7v51z3cm17uWSf3sJXZbaHuNZPbcaoYplIekHTjUzb02mntvBOsR5iNKLURI9djZD5ErwTJXBBf9uIpD1jygGUPSHnwRTeedOPLbpB2E0suYsG5Xw8E8/tlaidYcIJZB9iflFlwggUXMecABw8SWPHpJnyqCUxbiSkbMW7B7pixmw2666e139Wj109rf9jb+BP47C/E538hP/8L/flf2EOfCWWfGxSHTVCZETpshA6boC8q4MNViKxaLa/RyGt18mOY8jiuPAmU9ZTKTMM2FnYLap9e45P20Xr1WregcQkaJ69xChqnoHXyGpegdfFal6DxiBqfpPEbNH6DOmjUhIzaoOHgGjRqQiZtyKTdt1GkHA2bdCGTLmjQBCRNwKDxS5qAQRMyacMmdXi/oGdSB4yIz4AEjEjQgISMSFCCgwY4Uq6OVmgiJnXEiIQNSEgPhyQ4ZIBDBjgkqcJ6KCypIgY4YoBjRiRmRCJGVcSgChvgsBGOmVQxExIzwlGDKmpQRY1wzAg3lyMt5eqEEW42wQkTFDNAsX3x6KGoqIzpoageiktQi1HVZoJbTXCrUdVugDsMcKuobBYPHiZtkeBmUZUQVHFe2SwoW3llglVEWIUdLWvQHLLjMg9QeEFZgCpr08vP1sKX69Tnj2gGj2g7qzWd5UinQdVhUHWWI10VSHcl0l2l7qvVnDmmvdKA3bETcx4qFaSXA3TKRy75yEUfveClkwFmwU9Pu6nbDvp6E3nFTFxpIL5tANcasO8sxA07dcdJTbqYCSczbie+OY1eP47kLch9F3LfhezYkQ2nuuTWZGxIsl51+5iymZOd1sispKqzQei3Gi42kF+ZcZ8En8ahBqBysrBP0sTL0b468ryZu+6RpkLG+ahxKqi/5uK/sXFXm9ivzOQ3ZnDdTFxtAFcbsZsWdMoO5tzUnItedFPpAJMNcSsBLh/iSlG+FOVXY8I+W636rXapGBNyET4XZleCVC5I50NsPsTlIlw+Jq5EhJUon4uLhZiw3SLudRi22/RrbeJWp3Sv27TTKe10iA+6pb0e6V6ntNsh7rYL91r5e+3ibqfhXrvhYXf588Gq54MVj3tND7uNj3sMj3tNj3tND7tN9zqMmy3SWrNho9W40Wpcb9avxsVSs2G11bDVot9tEXbb+Z0WZiPO7rQKD7v0T7v4J93CXqe01aLfatHf6zDsdhvvdRnudkj3O40Pug0Pu6RHPdKjXsODHuN6s5gJsYWYsNEq3e00POw17XQYNvur13qql/3MkpdcdNPTdup6A/71SfTqKe33jeiUk1wOsoUIW4gw+RBVjNClGFuIssW4sNosriaEUlwoxPhchM2E6OUgvRSgFwP0gp+a95HzfioZpJKBgwdiFn1U0k8lDzaQiwEyGaSXgkwqzKQi9HKYXg4zqRCdDjHZMJ0NU9kwlQmRK2FqJUJlI1Q2TK1EqFyEzoWpXIQqROlinCnG6EKULsbZ1QS72syWEkwpTpcSzFozu9HMbsTpjRi5EaM2WtitTv12l36nU7zbqd/pELbbue0O7l6nuNsp7nWLez363W79brd+r1v/sEf/uFf/pFd80s0/7uKfdPKPu/jHXfzjbuFJj/ikR3jSIzzpFp50i096xKe9+uc94vMe/nkv96KXf9HLv+wTXvULr/qEV33iy17hRb/4YkD/sl98NaB/PSC9HjS8HtC/7hde9/Gv+vhX/cKbQfHtiOH1sOH1kPR6UP9mQHg7KL4b1r8dFN4O8u+GhLdDwptB8fWA+GpAeNUvvOoX3gyIbwelN/8T8d2Q+GFU+nhWej8qvRvRvx2W3owY3541vRszvTtjfDdqeDUsPe7VP+rWP+qW7naIxQSbDtHLAWrZQyYdeNKGph1Y2glWvORGlL3XJj7qkZ4Pml6NlL8ZLX87UvFmpOLlkOlZn+Fxj/SgS3zSpX/aLT3u1j/oEHbb+Icd4uMO4VE7/7hT2G3l7iboey3Mbit7N0Fvxem9Fmavmd1rYx+0UXcT1HqIWA1hq0G0FAQZPzHvxOad2LhF9+1J9YIdXQsTxRCxESV2mqm1KLMSJJf9+LwTHbfqbjehCy485cPn3WDOiS64sZSXSPmIdABf8uJTdnzSjs878UUPMe8mZuxg2g5uWdBJKza/Ly07PmvHZuz4rJ2YsoIpGzFhBbca0ZsN6Hf1um/r0W9Po9/Wo+/2Nv50VCM7hspOoGUnMVk9Lm8AikagbKKUVhqy0rCNVjk4lUuAXbzKLajcosqjRzx6tUdUewW1T9QEDNqgURs0avxGjVdSe/Qat17jEdUeUe0W1W5R7eLVLl7tFtRuQe0U1C5B7dGrvZLaq0d8ktovaQKSOmBQByR1QFIHjZqQSRMwaf1Grd+wj8ZvUHv1sFdCfJLao0e8ktorwV4J9kqIT494RNijh70S7NMjfr3KKyi9IhQwIAED4hdVXgHyCpBPgPwi5NdDflEVEFV+AfKJkFeAPLzCK0BeXuET5AFR4eeVHk7h5hQubv9wHYWXV/p4lZdX+gVlVA81S1CzQRXVqyKCMixAMRFq1ivb9FCnAWrXQx0S1GVQdRvgdr2qVVB2S3CXpEpwygijCDHKEAMFKCgAlF5C7qXkEUYZZ5QRRhlhoRCrCnFQXFR1mpC+SmSgCjlzVP31ae3V09ovj2ku1KnP1anP12kuH9NcOaG5dlp3qwGdsKJ37NiVRuzSCfTKKe3Xp7SXj2uunNRcO4V+dwq7dgr9+gT6fQM+56QW3dSsnZi24fNOkPRQSTc97yRm7GDSTozbyXEbcccKbpjBN6d0F2vVY1XIhRrkci3yZZ3666PqKyfQSyfxs0d1o9WaAROc4JQhRtkqIRdtwtce44KPLcWZS2bQU4P1H0EH67CR4+D8KeKalZkM6FPNlfm2irWOyp2eqq2uitU201qbcavTtNVpXG0zLEf4BT+bifJrbfrtLuNGu7TVbtjtq9jtLX/QU/Ggt2Kvr/Jhf+Xj/oon/aYn/RUvhqpejlY/HjA96DU87JYed+mfdOsfdUu7XdLdTvFBj+FBt2G3S7/bZXzab/pprOrT+ZoPZypfDpe/Gql8f6bq/RnT+1HDx7Om3W5xo0V42iO96JNeDRheDxl/OFvxcazyp7OVn85V/nbpyJvR6se9xncjpk8Xqv52uea3C9U/nat+f6bq3XDl+9HKj2O1L4drHvSUvxiu/nCh7ufztb9dqPztfPkvo4afRw2fzpU/75PWIvRWM/ui3/BhuPz9UPm70YoPY1U/nq34YaT8w9nqT5dqf7tU+7dLNX+9XPPb5dr3o1VPe6V3w8bfL1X/+9e1/3nlyF8vVP/4Vd3bS8f2OvSPOviH7cJWnMuHmHyIWYsx63Fmq5l70Ck869U/69E/7tE/6RGf9gjPesSnfYan/cbHvYa9Lv3dDnGzhV+Ls6UYU4jS+RiTj7MrMTYdobMxJhdns1E6E6HSESoVpFJhJhli5gPkjBfcceGTbmLaA2a9xIKfXDw4cIHOBKlMkEyHiHQAZINEJkwuh8h0iDxQV5DMBIlsiFwJk9kQmQ2RuQhdjDOlGF2IUvkIWYjSpQSzlmDWE/R6nF6N0aUYs97CbbTyGy3cZgu32cpttbLbrezdNna3ld1rZ/Y62N129n47e7eNvd/OPejgHnawjzvZRx3sow72USf3sIN90ME+6uQedfGPuvhHXcI+j7vEp13C0y7uaRf7pJN52sk+7RKe9QjPevhn3fyTLu5JN/+4m3/SxT/pFp52CU/2hdfBPmpjHrQyD9q5x13C427xQaew28HvdvC77exeB/egg9ttY3Zb2N1WdreVvdfC3m3h7jYzdxP0ToK528rdbxfut/O7HcKDTvFhJ/+wk3vSw78c0L8dkX44Y/jhjOHtGePbsfJ3Y+VvR42vBsW9DrYYpoohciNK50JUygcW3diiC1/aL6a58JQLLDlAykmk3WTGR+WCTDHCrcb59biwkeA3E8JmnN+Kc9sJbqeZ32nh77bwO83cVpzZijHb+32sBLfTzGwl2I0osxYhN6L0dpzZjNFbcepuM3uvldtuptejdD5EZgMg4wcZP5H1Eyt+Ihcgsj6Q9YDVALEWAvkgXgqBtQhRCIJ5BzppQ8ctuu/r1bcatTMO3YILXXLjS2406UJnHbpbFu2MU7fsw2cd2KRVd9usvWPBJm34bTM6YcWv1WtvNGjnnOiUHZuxY0k3WPJQCy5yzknMu4k5F7hjxb5rQK836G434RM24nYT/m5v408OWmmjFTZaYaMUVkphPTgeTWEhFQ2Esp5QNpCQmYIstNLOqZwC7OBhp6B2cGo7i9hZ2Ckgbr3aLcIuQeXiYSe/vwF2CbBbRLx6jVuEnTzsFBC3qHbrD9Tl0as9IuIRYZ9e7ZM0PoPWb9B6JbXXoPFKGpeodokat17rFrUevdqrR9wC7BZht4i4eNjJq1wC5BJULkHlOQDyiiqfCPt5yMMpXbzioGPEKZ2s0s4o7bTcySicrNJBK2yUsomUWyi5mZQ1EWV2SuZmZBFBGROhICf3MXI3K/Mw8gCjCLGKCKeM8tB+6tMiKtpEebOgiLAKLyFz4mVuUuanZSFaEWYUflLmJWQeIHPi8iZdWaO2zILKzKi8USczozIrJncSigANJQS4zaDurtIMHdGdPYaeP4l+eQq92oh/1wRuOYhJDz3jpac91LSHnHaDOTex4Cbm3GDKCe7Y8HEbtuAlF3zknIuY85BTbuKaFf/qNHq1XnfltO7rk5qbjbopGz5jB9M2cMeKTzuIRTc166TvWPBvTmi/Pqb+/pTuZj169aTuy+Par47pLh7RjlYiZ6vhc7Xq0Wpk0AQNl6tGquDBStVgNXzhqOZaPX7DAuY8VD7MFUJs0ksv+pg5DzPvpnNhbjMhPGwX7nUa1luNGy3CZlzYaxGe94jPevUbbVKhxbAS41NBthBhS1E2F6TXIvSTTvHNgOHdiPHViOlhj/Ful2GjTdxsFe+284+6xaf9huf90o+jFT+dq3oxXLndVV5qlbbaxPvtwtMe6Ych04+jxl9GDb+M6j8NC78OC/84Z/jH5cr3YxXPByt2ewwbrcJqgt/r1L8fKf/tfMXfL5T/Omb6YVj/44j0acz4w5D4vE8/4ybHrdhWjN5J0OsxZj3BPOsTfz5j+O2M9Pfzxn/++ujeYM1VO33pND7pJAtR5kEn/2ZA/3FQ/2lY/JcLpn//5uhef+W1JvJ7G5lPiM/6DB9Gjb+MSr+P6v/jgvG/rtZsdUgD1UiHSXW9EbvbzL8fMnwYNv40avrHhYq/jZl+O2f6l0vl//ZV7S+XjtzrMmzE2Ocd/Ic+/tMg969n+P9xVvjPy6Z/v1LzYsCw08o97xZ+GzX8faz812HDr0PS76PSv10w/scFw3+cl/7rgvRfF4z/es749zHT72PGfz5v+B8XDf9xwfBv58v/dtb007Dhbb/+WbfwtFt42s0/7uIedXGPe8QnveLjXv5hL3+/m19vpYsJKh0hFgMgGSCTQXIhQEx50FsO7W07NunEpt1g3k8kA1g6DLJhMhMEST8+78WW/XghTJZiVDFOleL0WjNdipPFKFEM46tRsBYl1qNgPQo2Y+R2gtxOkNvN5HYzudNC3Gujdtvp3Tb6fhtzv5XZbWMedrJPe4RnfeKzXuFpD/+0h3veyz3rYZ/3MC/72Ff97Jt+7s0A/7qff93Hve3jPgwKP43ofxrV/zwqfTpr+OWM9NOI+OOw+HFI+DgkfBzif9xnWPhxWPhpmPt5mP9xiPtxiP84JP44ov9xVHw/yL/p5173c6/7uFc93Mse/kU3+7yLedLJ7bbSd5vJvVb6YSvzsI152M7utXP32/kHXfqHXfqHnfyDdna3lb6fYO4m6O04vRWndxLsdpzZjNAbEWojRm3FqJ04dbeZPiBB3W+hHnWwz3r4lwPi6yH960HxZb/+WZ/4qJu/18qshokVP14MgvUIWYrQxTCTD+2P5NG5/Zqwj1rx0jkfveKjsz4y66P2WfHRuQCzEmBW/Ew+wBSCdDHIFINsIcDk/GTWC7JekPMSBT9ZDJCFILHiJ7N+asVPFoL0apRdi7GlKF2M0MUIVYzQpQhbCrP5ML0SpjNBKuOnsgF6JUjngmQ+SBbDdCFErgTwlQBYCRLZIFjy4kteIuUjl7wg4wdpP57yg0wA5IPESgAkXehti3bapkt70QWX7nUyWSAAACAASURBVPsGzZUTyHf12hsN2u9Pq282am+bdd/Va2+ZtbMObM6OLrrwJS+Z8hBpLzHjwK+c0p6vQ67W6+5Y0DkHlnQTc479GT9CUQ9kjaTcQiktlNJMKc2UwkzK6wn5KSA/ictP4orTQN5IKawsZOdVTl7lFFV2XmXjVTYetvOwQ0AOtCQgTgF2CoiDR2w8bOcRl6B2CoiNRawsbONVNk7VxMBNLGzjYCunamIgK4s0sbCVQ+w8YuVhK6+y8YiVQ5pYxMpqbKzGziF2Dt6/OjjYycFODnLxShcHuTjII0B+URXWq6ISHNHDIR7ys0ofqwzwUJBX+VlFgFMGOcjPKAKsMsApvZTcQ8q9lNzHyP20IsQoo5wiysqaeWULD0UYhY+SOwiZi5QFKHmAkHlBmRsvc+GHXeALO/5Fk+6LRu0XJ5FDNfI/l5f9uVz2WaX8syrFoWrlF1XKQ9XQoVrVoTr48Al12SmtrF4ns2ByN6WMCFCnER6qVo8d0Xx5HP32NH6tAbtar/vWAq5biGv16G0bng6Tm+3cTo9+p0/a7BHXO4SVOJsM0ot+ctlP5MNkIUIVItR6C5uLs3M+atJFTjqIKSc+6wFzHmLKCZIesBFj7rVw91u5+23cdgtXirP5CLMcoBc8xC0LevWE5uYpzYRZd6Ne++0JzZVjmnM18EiFaqhCNVypOlONjNUg54+oLxzVnD+qOXdUe6lOe+M0uhqhP50z/PuV8n+5YPjHBemfL5t+Omt4PiDd7dJnY0LSx0x5mNsOZsJBzDvwrTD5aZj/98uGX88bPpw3PRs2lBJsOkAuuIlpO5i2Y3MOLO3BHrTRv54z/X7B9HFUetwjbrfy6wmmGKUyQWrOjWf8xG4b/6SHv9/J73SI2+1iLsbNepnvm8C1BvSWGR1v0s40qdMu3YNm6pdh/d8vlP92ofL9WMXTQdNGm5SJcNkwU4qzWy3cdgu7HqPut3G7HfpcmF7wEl+d0l05qVl0YQsubMKO37JiM06Q9YFiCNxvoT6NmT5cqJmJ6AdPkkPHsG8a0KSXvN/Kvu3m/zYs/usF6V8uVz7uke7YwPdmLBOkcxFmzkOmvGAzQjzv4H48V5NpL/fpkSM6mY2Dh0/iC1Gx1GZYb9Pf7TbudEpbLdz9BPlmwPBs7MgVOx3h5YOV0PV69YxNt+rD7oaxl33Cr1eO59pMo8e0Z+vUd+x4NkRtJ+hnHfzLDu5VN/9hUP/zkPDzgPBTv/iuh3/Tw7/vE3/oEz70c38/I/5+xvC+V3jVxT9q4+61MHvt/G4bd6+V3Wpmtprpe23Mw07maS/3pIfbaaUKMTITxLNhfDWK7yTwuy1gpxXstJGbzeRWC7XeQhUTxEoUpELEXADM+rB5P1gIgnyM2GilS21sMkbPhajlGJNvpkvN9HozfbeNud/B7XbyD7r4B13M4x7mcS/7tI972sc/6+Ve9AvP+/invfyTPuFpv/i8X3w5KL4ZNrw9Y3wzYng9rH89pH8zon8zLL4ZFt+O6t+Nih/OSB/HDB/OSh9GxY+j4s9j0qfzxt8umv56sfz3i6bfLxr/dsHw1/OGT+ekX85Jv4zpP42Jv50Tfzuv//Wc+Ndzwt/Oi389J/52Tv/rOf1v56Tfzkm/nBV/HOV+HOU/Dgs/DPJv+/m3/dybfu5FD7vXSjxoo552sk876Cft9NNO5kUv/7SHf9bLv+oTX/XyL7q5F93ss07mcTv9oJV61E4/7eT2WuidGLkVIddC+HoIbIbBZoRYD4ONCNiJkfeb6b1WereVftjJPevTP+sVHrSz99rZnRa2ECSTTjTtxopBohQEeR+x4iWzXjLrI1f8VD5A5gNkzk8UAmQhQOf89IqXzHqIrJvIeoicF+T9RDFIFYN0Pkjng1QpRK9GmP2R9HyAWvESGRfIuEDWA7JesOwBKS+Z9lJZL5Xx0ekAveQjFw5OPsQX3OSih1rwUAseatFLL/roeS817yEXvNS8h5zzkvNect5LzHmIOTex4CEXfeSCl1jwEEkftegl5t3YvBubd2ELbnzRC5JesOQBGR9YCYCkB5+04TNOPOkFC25iwQXmnHjSTc44wLhNN+/E5+z4RBM6aUOTbmzBgV4/rR2tgYeroCsnNbfNmjmrNuXE5qza93vrfzqOyU7isnpS3kjKGyl5IyVvoORmWmGhFRZaaaaVFkbZxEI2DrKxkJ1TOXjYxqksDNRAQ40MbGZgM6MyM1ATq2riYAuramLhJgZuZCDzH7GZhpsYVROraqSg04SqgVJZWNjMwI20qpFSNVGQnVVZWZWZVtaTipOEopGGrBxsZWALDdeTqpMAOkVAjSRkZ1QuDvbwKh+v8nNQkFNGeGVCD3WZ1L3lmg4JjnGKEKPw04oIC8U5KEDLfKTMT8r9pMJHKoK0IkDJ/YQ8QMp9pMKFK+yY3IqVNWgOHYc/r1MdqlV+Vi77i/7wZ/qyzwyyz6Qv/iwc+ifu0F/YQ//EfPG/0V/8E33on+hDf6Y+/zP1l/+d/fyfTPLP61RfmHWHPaQizCrjgrJFD3Ua4W4T0m2Ee03wQAVypkZz6Tj61XHdl8c1l+o052s0F2u1F2rVo1Xw2Trt2FH0XK36thV9OsD/8zflv39T8es3lT9dqXxzzrjezt1wEhdPo9frdSkPuhanCjE2GaRuOcCXjfjYMc2VE5qbDdrbjbrvG9Cvj2u/Oa65fko3ZcFXvGQhSGW95JKHWvYQRT9ZDJArXpB24ikHmnFhWReWsurmm3Q363VjRzWd5XCHQTVQrj5Xo7l8VPt1ne6bOt3Vo9rrddqZBuxpjPnPMf3/eUH8tyH2/zjL/n9fif/vl/r/6yvpn78yfDwjvuhmHnRwm83cWoJei4PtOHjZTX8c5j6OcB/H9C+GxHtt7HYLsx6lV8PUeowqRMlMEM+HwU4r87CTfdzN73XrN9uEYpwtxZn1BFOI0tkwtRal73VwD3vFR72G+z3GYps07ecG61A7rWxAZae1X5jRw1G98uxR9bQVv9fMfhrV/99fV/w/3x35x1dHnvSXryfYzTiz1SoUouxmq3C/x5CP86kAvRymlsNcPi7e65Lud0l3O/Q7XcZis5gJc8thdtZHp8PMox7Dm9GqJ2dqNvsrb3vo0eO6sRO6q/XorB3sdvD/uFT113MV7wb0n0YMv48ZH3aK8wE2HWY3EtyjbunjpaObg7XxarQGVZzm1N5ydKiRuh2SpiL68YAwGRBvuambFl0xxrw4WzMVFG2EolL52RHk80ZQ1ixBZ4+oVqLMT18eX+8/0lKtq0IOHcPKHJyyrQL5sh4ftxOzbiob16+2SsW4sJYQ1pqF1QS/lhBLMX4zzr7o1T/tlVaCRNKNp3xkNkgXY1w+Qq+EyHSAzIToQoxbT3D32rhHnfz9NnYzwWwn6Adt1Kse5sd+5pdB+pcR+pdR7uMw92aQe9bP3e2g8nFyMUTc8eC3HNi0B///qXrL57aydHF3Pk5skcXaYmnz3tKWNgjNzMxsS7bQzBg7ThzGDqNjx7Ed27HjMFN30jjN3dMw3T3QA2fOubd+/8H94J7fqVv11Kp3wfen3lXvetfZWuxKMzHvI883EYer0N0lyK5iZLIAHsoBh3Og8TxoXyl2tt56tdW24LPeaLduhm23o/bbUeZW2L4esq+G7Ksh22rIvhaib4aZW2FmK8zcjtJbEfudKH23g7nbwTzoYh51s0+6mcfd9KNu5mE386SHedrLPulhnnTTz7ZLHvrZ1/3M6wHmvQH2vUHuvW2T9dOv++1vBun3h5j3B5n3B+m3g/TbQebtEPN2kHnTT78dYN4MMu8O0u8N0u8O0K/66Zd99Is++4s++9Me25Mu6mmP/Wm3/UmX7UmX/WmX/WUv/aLH/rSLer5NJ/W8y/ask3rWYXkaJZ93WJ932B6GLHfayM1W4mYLseGz3GwlVpvx1WZivZncaCFv+SwbPvJmK3GrnbodtG36LatN+EoLsdRkuViOHM0xHss1nSkGz5WYzxWDF0qRyxXolcrtCzdsrhq7Wo1drcbnKvErlcSVSvxKJTZXhV+tJhZq8MUa4no9ea2OnK8h52uI/9ufYrGenK8hLlVi50qRsyXIudLfahzOlMLnSuDzxcjpIvhkMXS80Hwkz3y0wHy0EDxaBB8rho+XoCdK0ZNl2Dvl6PES+FgJcrwUO1qCHSlGDxcjh4rgg4XwgXzwQD50sADZnw/vzwP350O7s41T6fqpTMP0dkOsXPOePHBfPngg33ywEDxcDB8pgo8WI8dKsWMl2PFi7EQxeqoUe6cEOV4MniiG3ilGjhfCJ4rA8xXwmVLkeBFyogg5UQQfLYSOFYKniuGzpfCpYvj11vLvMlEgCwOycCATVWWgynRElY6oszB1NqHOwtWZmDqb0GYR2kxMk4Wrs3FNFq7JRDXpqCYFUaci6gxUnYlps3FtDqnLJrXZhCYH1+Zi2mxUk4VqMxFNOqzNQPV5hK6A1GXj2ixMl03ocghtDqHNJbR5uLaE1NbY9ZWUphAHcjEgGwVKSG09o6+1aUtJTSGhycXVuZi6GNdUk7o6q7ae0tRZ1bWkupZQV2FABaqsJVX1pLoCURVDykKzItekyDMp843ydJ0sQS3zAFK3SupSSNyAxKOWulRSh1LCKKSUVEKI43CxCI0TgkKBWSgw8nlGHs8oEJiEApNIYBbyzUIBHCdCxSJcJiLlYrsyzq2VpBrleZCynFQ30tqQQzvg1Y0lGiZTTDtTTROpxrFk03CCccCrH/DqB73GoXjjUIJpKN40kmAcTTZOpJp3ZYIzWfB0Djqeg/WlQH3JprEs8HgVNtdqPVNnOVSO7S5GxnLMkUR9pU2djwLFmLraqmqk1du1ghVWbTYCZJjkJYiiiQJ8dk0rpW2xahot6ipC3WjV9Ln1k8nGkXh9v0e3M1F/OMN0PAe8VAgtlkAn80xHs81ncsEzueaL+dCFIvRYAXIgD9qbCR7MMB/PNh9MN80kGifc+mm39lSGabEYuVOFvm4m3m3EnlbCz6vg9xrQD5vxz9rIrzqs33aR33cSf+qhvu+z/XGI+m7M9tWg5bN+8uMBywcDlg9GbB+M2N8OUB+NMJ+Msp8O0Z+P0B+PMi/6mPU263w9cb2FvNVhX4swV5uphSZqzW970klvhujztcTVevJ2hL3X7VoLcqvt7K2QYyvCLTTbD5bgY9lwi9uQTwCFhDrkMhzMg89V4vfaqW+GnX+Z8fxpl/ujIcetdmquFj9TQxyvxM83UGcbqZM15NVGarXdfqOdvhVxPBtwP+1xvO7lPp3wfDzmeW/A9azXc72NPVlJzNVaHkXYP4x7/rAzfslHTWWCI+ngcBY8kIYcKSVvhdmbQfutNurzUfcvu71fjbs+GfF8OeH9asL79U7vn/Ynf7or6Xy9bTgH68m1+pKQtmRootgyW2ndU4odqSQPlOMz+eDpSuRJr+PlkOdSrWV3tnkq27Q7DzxchJwqQ24H7Z/sTHwzkTTvo/uyoCKrxq2Tp4FAi8t4ooq4GaBvR7h7Xa47nc4H3c7Hva4Hnc47YfZWkH7Ywb7bx70acF5vtR4tgs6UoVdrifl68modca0Bv9FMbAVsGwH7Db99yWe73mK93mxdabaut5B3/cTTsOVxyHrHT262YVvtxMMQ+ajTejdK3QpZ1tqJhRb0XBV4qhw8XQmeq0HP1eNn6vBztejleuRsDTJbAo3mgqEkQxWnKbYBFbSm0W1sSwLDKebhbPBgGXamlrjYSF5uslxuslxstl5qpi43UZcarVearNd8tuU2+41220obdaPdts1awL4RYrbCzFbYvhllNqPMnQ7uXrfrTpfzbqfjfif7qIt92ss97eOe9Dqf9bleDrheDThe9bKve5nXvczrPvq9PuZNH/NmgHs75Phg2PnhiPPjEddHQ9xHI9zHI873h7m3Q9x7g9zrAe71APfqt5F9NcC+HOReDjhfDDhfDDhfDjpfDbreHXS9HnC+HnC8HuBe93OvBxyv+rmXvcyrXvplL/Osm37aaX8UtT2IUI+i9sed9MMO270odTdsuxey3Q1Sd4PW2wHLnYD1boi6HbBs+vANH7Hht6y1WhbrsSvVyKVKZK4KvVqNXK1GFuuwlSZ8uRFfasSXm8ilRmKhDr9aQ1ysxM6VwWdL4XNl8PkK9FwZfL4MuVCOnStDz5QhZ8vgS5XI5UrkQilysRy7XIFcqkDOlsKni6HTxdCpIvOZEvOZEvB0sflMoelMIfhOvvlonulQrvFAjvFwnvloAXS0ADqcZz6Uaz6YZzqYZzyQa9ifY9iXa9yfZ96fD+7Ph2ZzzTNZxpks055s02yOeU8OuCcbms2BZrJM46m60RTdaKphNM00mm4cTjMMpRqH00zDacbhNONwumkkzTiabh7NMI9lmCcytr+YAaeyzNNZpt054J5caE8ONJsD7ssHDxbAh4rQw0XIkSL4SDF8tBg+UgQdLgSPFEGvby//LgNVpyFAGgKkI0AaokpFgFRYkwZrUhEgBVKlwkA6qtk+kIVrt38eykQ1qTCQAgHpsCoTAdJhIB1WZ6CaTEybjWmyUU0eqs5F1dmwJhNSZ0KaHERbgGuLSd12l/FSi67Uoi0mNcWEuggHKiyaRruujtJWkJoyUlNu0dRQujqbrpzQFKDqPFSdCanSTMoMkzLbrMoGldmQMtMkTzfI0w2KJK3CA8jiNVIvIHMqZQ6llFNIaLmYkokpqZgQi5G4OFAoMAkEJr7AyBcY+AIDX6jnbSPQ8wV6Pt/AF+h5fD2Pr+fxDLE8I19gFghAoZCQCL16SS4BlNh0dU6Dz2MKJpg6U81DmcieInJ/BbmnBN9fgh+vwI+W4UdK8SNlxOES/GAxPpuH7cqC9+YgsznIeBo4kGjemQGfKsdPl+PvFMNHCqGhFLPfZaphDcUWTSGpzkWBXFRdatUVWbSpoJJTS2wKiV0pcahl8Xp5glHp1sutCjEuibPJJJRchknEiEiEiUSUVMQqJA6FxK2SxGukXq3Mq5Gl6WUFoDLPrMgD5fUEEKY1A27D0Uzwailytgg+WQifL8HOl2IXy9BrVfh6PX6zAV+oQE7mm2fTjT1ObYtVXUcCQUazNxOcL0ceNOPvhalXAcvzZvxFPfqkFr1fjT+oxB9UIA/LoUel0KtK+L065FUd/KYJ+8SHfRVCv+/C/jxI/H2n7R/T9l932n6eZH6YYr+bsH8zRr3tsdxoIvZmmw/mml8M0L+eSvj+gPdRF7vYQp+toS7WWSey4WpKPZlmfhSiPxlzvzvoet7FPonSj8L0iyjzpp972uuYLcYr7JpcTN3A6kcz4b352O026o8j7E8T3BejzA0fOZ0DdSYa27z6QLxxKBMZy8FmSywnaqlDZcTOHPhgKXms0jqeBe4vgObrsfVWcsNnXWqi5huphUbrQiM132C96bO96mLe9DLPIvTTCPO027nS7pwptHQkQV3J5oOFyHt93D/2ef864/l+3PP9uPvHnZ4fp+J/mfH8NOX4coj9aMj1csC7EnIerrX3ZGONXnOTxzicgxyrJs/WEVeb8Bc9zB+nXd+Mc1+McJ8Nc58NOT4dcr7p5d70OT4d9Xw95f103Puk33220TaQCQcT4IFM7Fob+3bY8+mo68tx99eT7m92ur6ZcH427Px4gP1kkPly1PHthOO7Xd6Ph10PA9ZHQeuzqO1phHoasT0LWV5FLW967c+7qHshy3qb5VojvtSIb7QSt33Ywzb8XitypRo+WYGcr0XnG7HVVmKtnVxtJ2+2kRsBcsmHzdWA8zXm5WZk1YffaCOX/eSSn1z2EQtN6Lka+HwNcqwMGssyDKbrfV5NMix36ORekzwDk5fZ1fVOjc+r7U0zTeXDu4ugfUXQ0RL0eBl6vBw7WYWdrMLeqUBPVqKnq7DT1fipavxEBXqiHD1dhZ2rwS41WBZa7df99KLffs1nW/RRiz5qqc22GrRvRphbUW6rw7kZYW8GbRvttltB++2w7XaIuhOkHoSpp130myHXR2PeTybiv5hO+GLa+8mY46Ph7RdR3IfDzg9H3e8POd8OcG/6ubcD3NtB7v1h1wfDnjfD3neHE94djn9vJP7NiOftsOf9Ec8Hw+73h91vhj2vh7wvBzwvB9wv+l3Peh3PerinXdyTLu5ZF/uih33Wyz7sZh52sY+6uEdd3KMO5kkX86Tb8aiTfdhBP+5iHncyDzroB1H7vYhtK2y7FaS22Wy33mq3bgWstwLWzYB1M0BttFvWfOSNFsv1JstCPX61Br1ag16txS5Xoxer0IvV2NkK9HQZfKYUOl8OXSiHzhRDZ4qR0yXg6RLwWL75eL7pWJ7xUJbuRJ7+bLHpXBF4Kt90PM94JMewP8swm6Hfm6k7lGvc7iV/NN90OMd4INuwN0u/J1M3na6dztDtyTLsyTLOZhtnsgxTabrJVN1Uun4qQz+eqhtJ0g4naocTtYMJmv54zWC8ZjhJP5JiHEzW9yfq+pMMfYmGrnhdZ7y2M17TFa/tidf2Jmj7kvS9yYa+FGN/qqkvxdCfYhhINQ2kmAaSjQMpxsFU41CaaTjdOJJuGss0j2WYxzJM4+nGsQzTs83l32XAqnRYmQErsxBVFqLMQFRpkCoVVKWCyjRQmQ4pM2BVJqLKgFWZMJCFqHJRoABT56GqfERdiKkLMFUuosqBgRxYnY+oS3FNOaGuIIByQl2MqUswoBxXVxCaclxTRmjLCF0Zoa0gtaW4Jh9RF2DqQkyVj6pzECATVuYg6nQQSIOAbFSbbAYcGgWjlnNaJQ3ICZkYk4oxqQSViXGFFJdLMEkcJonDJGJEIoHFYkgsBkVik0BkFAgNAqGeLzQIRHq+UM/j63g8bSxPF8vXxm4HAl2sQBcj0MXydTyejs/T8/n6WJ6exzPy+WYBHxLwUZHAIhEVY8rD1ehKL70+6Lwz4no44Hg0yN4bZDd7uDuDrttDruUObinqWOt0LEe4lYhjs5PbinJrQXbeR19stl1psV9utp2osY7kYP2Z6EQBOpAGRtz6VlaTCSoouRiXxGGSOEQsQsRxdoUs3qBMhVTxRgUNSC0KyfbbAFopcWulXoOCAqSQOA6VSCxyKaOSOgGpC5B41JIEnTxRJ0/Xy/NBRS4ozzbJc0FFMaysxFStdnW3WzeSaJxOA4/lQRfL0KtV+LUabK4Sv1SGXiqDL5fDZ4uh8RS93w6UoKo0kyJeJ3VrJIl6eRGuDrj1+3PMK3XYXT95r43YaiXutpKbTeRSDbFRR9ytx+7UY5s12P1a9Fkzfq8Wv1uLP2rEHtbA96vgh9XIk1r0RT3yqgF+2YR+0E583kF82Ym/34aulMN7UowHMo2v+mx/O+j6827mdSd1oYoczYA6441tTn25FehJMF6rwe8HLButlitV6Nli8GIxtFaDvu6gXnaxU5lQIaKssar7kk3T+chUDnquCr/RRG76LOtt1oMlSHeSsT8FHMtBt58J92eg3eloVxoYTjTVsbp6ztjoNOVhyjKLMurVD6eaRtJNvUnG3iTjrhz4QBG2Oxc+WYzdbqMedTBbIeZRhH7b73rS59lfQbV54aAXnM5Bbrfbvhh2fDPs+KKf+7yP/bSX/ayf/WaI/eOA7ftB24+j7Pej7PdT8e+OJk4W4rWcIZwMdadDh8uIm37rw5D1g277t0P096P096PMdyPMd6Psd+OOr0e5L0e4b8e4H3a6vp1wfTPu+nrS/cGw+16HYzPMPO52vN/PfTXE/TTO/XWK+8u048cJxxeD7Mc99k/77d8MM9+Psj+Osz9NsD+NMz9Psr/sdPw0wf44Sn87YP2sz/JJv+2jfuqDHvJVB3GvHd/0E5s+8nYb8TBA3mlFlxqQq43IQhNypQE6VwOeq4au1kE3mpA1P7Hablnz47fasLsh4m6EXGgjDlYhe4qh/SXQxVr4eoN5rs58phI8WGTeX2SezDflW+WYmI+J+YScTyqEFqWQ1oiTQEUuoayglEG3ZiTFMJ1pms4y78w0TaQbxtMNY+mGwWTdUIpuJE0/kKTp9aoHEtVDyerxDP1Mrnk2H5zNN+3PNx8qNB8tAU9VohdqsUv12MU67FI9caEOO1UNv1OJnKnFz9biF2rxVb/1ftj6pMP+ut/x0Yjrq0nP97sTvp9N/GLC9ckQ88W464tx99cTnu+n47/f6f523PHVqOPrEec3Y45vJpzfTri+3ZXwzUzilzvjP5vw/GHU9cWo+8sx9+cjzo8H2dd97Ite5+t+9+sB9/N+9+Nez5M+75Ne7+M+7+Ne9+Me98Ne791u950u171uz90u990u1/0e94Mez70u170u56Me570oeyfCPOhgHnUyDzro+xHbvYj9Tth+L2S/H7Y/iNIPOum7UXorQm+F6dsh2+0QvRVhtiL07bBtK0TdCto3AvR6u3213X7Db19uoa43WxabyYUmcqGRvNpAXqnDL9fgFyqwCxXouXL4dAl4vhy6VAGdKwaPF5gOZBt2p+l2p2n3Zur2Z+kP5egP5xgPZ+sPZuv2pWunUzQjCZo+j2rIqxpLVO9M1k2n6HamaHamarctNZ6s7fVqejzq4QT1SKJ6JEE9kqAZTlAPeYGheM1ggrY/Xt3rUffHa/ri1VGXKuRQBjlliFOGWHnEoYi6gLALiLjVHR5d1KOJujWd8bquBENXgqEzXt8Rr+9MMHYnmXqSzT3J5p4kU0+SqTfJ1JNkeryx9LsMWJUJqzIhZTaiyoCUySZ5okEWr5cnmZTpZmUWqMiBlLmQMsOkTDMpcyBlKQbUWtVNNnW9VVtJqMswVSmqKkZVhQhQjABlmLoE1xQiqlxQkWVW5UJAIQzkQUCmSZVuAtKM6hQjkKhXubUKBlAwagWnVdCAglRICaXEppZblDJCKbcAclQuAcVis1gMSySQRGIQiXQCoVYg0vKFOmGcTiDS8AQa/jZCh28qZgAAIABJREFUDV+gFYp0ApGWJ9Dx+HqeQMcX6PlCHU+g4/G30f8Wb+uKr43l63h8PZ9vFPBNAj4o4MMiISIW4RKRVSZ0qOJS9NKRdOOHM85/Xk359WraL2cTfzji/eGo96uD7o/3eN/MeJ+Nu+/0OJaC9tN15P5y4nClZb7Fut5uW/HT19rsl1rpk3XUbCnenY6U0fpUVOM2q2m1glIprIAcl0sRiXhbriah0BwXh8mklErq0MpdepVLo+AAmVUhIaRxpCzOppSwGjmjldvVUlar8OgVSUZFBqjMhpS5iKoA1ZQRulabrsdl6PXq++KNQ4mmiVRwTyZ0rAA5U4KcLEHfKcZPlqCni+ErpfBiBXws3zyTZpxNNx7MNO7LMEUdmhZK1WzTNNq1rTTQQAG1FiDIaYeSjTNZ5hMF8Kki5GgBtC/btD8bPJgDH8tH5irxG/XEWiNxo55Yb8Q3WsilOnKlybrus2y2kDebyJVaYqmGWKrGV+uwpWpssxp9VI88rYdfNCD367Eb1fhCObJaj95tw58F8Wch8mYzeaIE3pUDzuTDw1lwRzI4mgkdLEQOFMCjaaZur77Xa5hINZ8rwy5X4xNpYJdHN5tlXq4nb7fbFhosp8qw2VxsVxZyqBA5UoTsyYN25cIHS7DDpcRgmrmB0ZRZgBq7utWpKyIBj17q1UnjdZIUozQXUeajqgJMVUfruhMM4+mmnVnQbC60UEc+idhvB+2LPvtGiH3c67nX553zO07X0pca7HPN9GqAu9/hetzhfNzheBh13A1y94LMwwj7rNP5osv5pJN7FGWedbse9nrfqbPvLyXnWuynai1HS/GrdeRyI3mlCr1Sha414Xd95KM28lGAeBwin4etLyLWpyHiVcTyfjf1US/1YQ/1IkLda7c+DFtfddg+7qG/HmC+H7L/NGr7aZz+aYL7cYL7apj5qJf5oIf+fJD5doT9YZz7cafjp53cLzu5P40xPw7Zvuu3fttv+aaX/LqH+Krf8mk/9arLej9kvROw3o9Qz7t/q4h7FMWXfei5WvBclWmpHr7ng5+G4Psh/EHU8rLH+qrb+rzH8riHmvOTU8XISA64qwA6W4Oer4UOFRt35xsns419afqhbHNnminFLIGFO0z835t4MUZejFnIg8QCRMznlKISTOFn1R1udYdHHXICYQcQdgFBp7qVVrTYZH5a7rfLWym5zy7z07J2ThFyKSMuZcSl7HQD/YnqsTTt7hzDgXzT3jzjrmzD7mzjbK5xOscwmaXfXwgeLgZPlkEbfvJZp/Vx1Pogarsftj6NWN/0sp+Nur8ed3094fxmp/urSc8fd7p/2uX5adr947TrhynXz9Oev+5J+GXG89Mu1y+z3r/u9f55t+unadePk86fJ51/nnL9edL5p1H262H68yH2yxHHNxOubyY9X03Ff7Uz/qvJ+C8m4z8Z83w47H47HP+oL2GjI369I36tI369M369M369w7Pe4b7Z4d7ocK6FHWsh7laUvd3JbUa4jQB9J8zcDjG3Q8yjTvpFL/uin3vexz3s4u5F2bsR+laY2QgzmxF6M2zfDNGbIWYzxGwE6Y0QsxFkbgbp9aD9ZtC+HrTfDNI3g/R6wL4esK+106tt9tU22w0/dcNvXW4hrzXicw3YxRr0TAVyrgK6WAVfqETOV8Bny+EzZdDJEvPRfNNspn40Ud3rUgy6lUNu5YBLOeBS9juUPQ5ljwvodKoinNJHK9tYVV+Cpj9e0+cGBr2qAY+q26HodaoGPMCAF+hzKwc8quEEVb9X1e1SdjqVHU5lxCEPcfIwp4xyqginCjvUYQcQ5JRBhyrkVIec6gAHtHPqoFMXculDLn3QqQs4tdvToFP3cP3679JBZSaozDIrskBFulGRopenGxWZZmUeBBQhqmJEVYIAxYgqF1Smm5SZJkUhrKrEVdWEshBRZZuVOSZ5llmebJAn6BSpBmW6SZliVHq0CqdaxgIyRiXjAIVdpSDkMlwmJaRSTCKFxRIoTgKKJEah2CAUGwVivSBOJ/xftEKRViDU8oUavkDDE2h4QoAvUPH4QKwAiBGoY7cXBWreb4GOL9DxhTq+QM8T6HgCXSxfy+PreAIdn6/j8XWxPD1v+6JPoOfxDXy+UcA3CwVQnBARCwmpiFVJkvWybLO8EFNWWtVNtDrk1AwkGc7XYJ/scvx8Ounr40lvZzwvxpwPh52bvdzNLse1IHO0mthbhE1lg73xxr4kcLYQP1VjPVtPnWugDpSTkSSohtHlYGpOqyDkUkQmQWQyRCJDpDJULsXkUkwuRWUSME5sEAj1ApFBKDLFiSCpBJFKcHGcRRJnkUlIudiikFAqGaOWObQyp07m1StSzap0WJVkViYbFemQqgDXNDL6Do9hJMU0kW7emQnPZCN7crHdOdiuHHQyEx5JhcZTockM80SaYSLFMJCgb6LVFRZ1vU0b4HRdbv2gV38ww3iqADqUBx3LMx3LNR3NMZ7JB4/lw7syzTszwIk0aDjZNJZinEo1zWSYZ7PBmWxwJgeazoJHU8HJdPOuLGg8AxpJAyczoNk89GAReqwYOVKEHiqAjpfCR4qQk4XwXBk0XwZeKYFOFUKHcqCJZONgknEi3TybbT5cAB8tQo4UI8fL8VNV5P5iojMF8ntNHSlwfwbSlw51p4DdyVBvCjKYBo+mm/flIZeq8eVm8mo9ebqCOFWGnyjFDuVjezKgfVnmixXIYiNxrhJ5pxi8XI2fqUQn0o1hh6bTo/M7tYkGCSrmo3E8Uiqk5CKbMo4BxIl6adSjv1SFXa5BzlagS/Xkk7Dt3R76Waf9foR+0ME96HSsB9m1AHcz5LgVdt7tcD3ocm1FnasBbqWdvdbmnG/3Xmx1nWl2XG7zLIYTroXi54Px88GE+VDCfMi7EHCvhhybUcdSG7fQyl5utE9mI6F4Y8CjD7j1fYmGyTTDTKZpT5Z5d5ZpKsMwm2U8kGvan2OYzTZMpmqHEjSjybqDuabFBuJ2G3W/zfIkaHkRIt/vpL4etH83Qn85yH7Wb/92hP1uwvX1pOfjYeeTiP1um/Wej3zQit9thG5UGa+V6ZYqdU8C6OeD9k8G6bf99Js+28dD9s+G7Z8P2z8fop5HsQ0/eqMJ3vIhzyP4607seQS90wbfbkPuh/Hb7ehWAN8IW6/5rJcarZeaqYvN1IVm6/FqbKYAGso0RZJ0NayqhlGHk0zVnIYGBCDv9xB/h5m3wxjze2Ps742xOzBBrFclKgSldYS8ySZrtslaKHmLTdZqk7fa5G2MIuhQhp2qkEMRdMiDDmXQqYw4lEFW7qPlfkYRcasGkzU703SzWcbdWcbZXOO+POO+PMNsnmEm23CwwHyyHL5Ujdz2k8+ilicRy+2gdbmFXG7Gb/mtTyO2jweY78a57yYcf5xw/jDl+mVP/C97En7YFf/tlOeH3Qk/7Uv5096kH/ck/jAT/9O05+cp15+nnH/b5fzrFPeXndyvU9zfp9h/THN/n2b/Pu345x7Xf+91/88+1793c/81w/5zF/fXSebPE/Y/TXKvB9zrUc+NiPdG1Lva4V3r8KxFXKsR11rUtRZx3Yi4boScayHHeoRbDrArbczNILsR5m6G2Dsd3INO7lEX96zP+aTH8aCDuRNhb4bYtSC7HmTWA/bVdnq5jbnmty+12TfC7K0otx5k1oP2WyHbzSC11k6ttVNrAdtq0LYasK8FmLUAvdZOrbZZV/2WG37rjTbLjTbrjTbrjTbLip9c8Vlu+C0rfuuK37rUSi40kZfr8DMV8PFi85FC86E804Fc42yOYU+mfiZNN5miHYxXdziU7YyyjVYGWKXPLm+zydttsharrB6XVsPiZlLWySl7XcpeLzCYoB6OB3qcyg6HstcN9HiAXq+6163qcqo6nECHE4g6gAinDDuUEYcq7FCFHUCIAwIcEGCBdgbwMyo/rfLTQBsD+Gngweri7zJNilxQmWNSZOqlGQZZqk6WrJenGRRZRkWmQZ5ukGUY5JlGRbpJmahXJGjlSXp5qlGeZpC5NTJOLXeoZXaVBJNJEImUlMusCqlVISNkUkwqhSUSU1ycOU5sipMY4iQ6oVjLj9Pw4tR8kYYXp+XFaXhxal4cECsCYoWqWKEyVqCKFQA8oZonVMXyVTF8VQx/W0sATwDwBGqeQB3L1/AEWr5Qyxdq+YLf4Am0PIGeLzQItlUk0PP5eoFAL+Ab+AKjQGgUCA0CgZ4vMAgEZqEQFgkxcZxdJs42yZvtqt547XSGYX+O4XCB6XgxeKYcmquC11qIh73M2ynP2ynv3QHnjajjaht7rI6aKcGH06GQ29DC6oJOfX+8YTYbvlhvW404liOuy+2Og9XWBofBpVMQCgkskZhFYqNQZBCKDEKRSRgHxolRmYRUySi13KZWUICcUMowuRRTSHGFFJVJYKkEFschkjhEGofKxLhcalVKHBppolGRBqkyYVUeBhSR6jKrpo7WtbmMPSnQzlxsNh+bzkUmsuDJbGRvAXqsBN2Xj3YnmVsd+hbO2MgaqmhdsUWdDsndGgmnkjjVsnitLAtUleDqagsQYLS9XkNfgn4ixXgwx3yqCDpbghwugGdyoJF0sDfJ3Ok1ht2GdqfOx+raHbo2p9bv0LU5DI2soZLS19D6RoehyaFvcxlCXnNnoqkjwdjE6iut6lJclY+oijCgxqJqodUBhz7sMgQduha7xsfpO7ym7kRT2GNsZPVVtL7RYexMBgfS4YDX1OIy9qQho7nkVD5xpMJ6us52uoY6UmHZlYecqySeRm3Pu2yb7baFRmqunjxVhR8tI09XUqfLyYt11vlW+4kqclcOtDcPPlNDHq8kJzLB7mRTCQVYFQJQGAsJYhBRLC7hW2QiFpBWWtRHCqC7bZbHQfJp0PJ+j/2zIfqTQfrDfvqjfvptH/teL/u8k3nRyT6MMDfb6Nsh9l6HczPiuBl23ghya2HHVpf3SqvzTAOzGHAtBj2X/a7L7fFXgklXQilXw8nzkeT5UMJi2Lsajd+MujcijtO1tt2F5FA2Xsvqy0iV36EdSjHuzYMOF8EHC8AjhdDRYuidCvR0NXG8Aj1ahh4ogI8WQVcayKUW6kYLte6z3fJT9wLUs5DtbdT2aQ/13ZDtlzHmh2Hm8372vU77gxB1y0fdbKGWG8nTxeaheFU7Iws6ZEcKjU+jto+HHB8OOT4aYr4aob8dtX8/Qf84SX/Sb3kSRu+1wbfb0Bs+9EodeKEaPFcFXayF5hrgqw3IfDMx10KeqMZOVhKX68mrTeSFRsupWvJsLXmsEh/MNldzqkxUloWqsgmVUx8HC3eA/B0gbwcYuwMV7CBEMZgoBhPG0lJ+ll5cjUtbbPIAq2pn5X5GFnYoe+LVg8nagWTtQJJmOFU/nKYbzjAMp+p7E9Rd8Zpur2YoWbsry3CowPxOCXyiGDxdBp2pgM+Wg5eq4QtV6Oly9J0S6HQJNF+Lrzfjd/3Yeiu2UI/daCG3/MS9NvxlmPxm0PancebnCfZvuxz/mPX8fY/n52nXjzPen/Yl/rQv8ZcDyX8+kPLX/cl/2Zvw6x7Pv/a4/znN/WXU+vOQ5S8j1K/jtn9O2P+1k/73NPPvXcx/TTP/nKL/MWH7x4Tt7+O2Xyfs/5phf5nmnvc6VoLOlZBrNexaDXEbUfZup+NW1Lkeca6GnMtBx0rAcSPArQXZ1SCzFmTXQ471MLce4dZCzvWg42aQ24w6bnU4NiLcWtixEnIuB10rIeeNkGO53THvY8832S+32FcC7HqIW25jVtvtmyF6td2+5LMt+ajrPmrRR133Ucs+27Lftuy3LPvIJZ9l2Wdd9lmu+8hlv2XFb132WZZ9lhW/dcVnXfFRKz7rUotlsZm81kxcaya3WWgirzYSV+qxy3XYpVrsXCV6tBDcm2PanWWcyjSMp2sn07QjSZpuDxDkVPWktNEijXLyHqciyimDdnnIJmvCJQ2ENESrohzQ51F3OZVtjDzIKQcT1JMp+rEkzWC8uset7nIB3W4g6lRFHKpOJxB1qEKcKsSq2mllG61sp5UP1xZ/51bL4zVyDyB1yOMcCjGnELMKsUMhdirFjFxskYq2OydRCqlFLrHIJaRMbJFLKKUUl0lgqcQskeiFcVqBSMMXaXgiNU+k5sWpY7djIcATArHC7UWAF6eKFSljRKrfzvymKFWsUBUrUsWKlLFCVawQiBUCsQLljm1LCYBYoZr3v2h4Ai1foBMI9UKhQbQ9igwikV4o1AtFprg4c5wIihPB4jhEGodKRZgkjpSKLTIxKRVZ5GJaJfFopMl6aaZJXoGqelzafdnG08XmuSpovga6WgNfrYGv1UHXqqHbQcuLCdezifj7A+7lMH3VzxyrtvZmIg0uYzGhLkZVzaxuINm0JxO6XGe51eHY6naudjjmA+yuIjILUaMSsUkUp+UJNTyhhifQ8Pg6nsAoFIFxcbBUTCikFKCgtUpOr3SaAJcJcJsBrxlwGhSMVkFrFHaN3K6W2QE5Dci9OlkOApRZtY2cIeAxdiUYxtLMMznwwSLscAmxuwAbyUZHM7GBVLjda2p1G4fToOOFyNkSfE8O3Ok2jiSBw2lgk8OYhaqdWqlLI3GqpR6NNNWoSAOVKSZlBqQqs+haHYZovKE/2TSZCe7OhXflIoOp5oBbX0drS0lVEa4qIdQ5qCoHVtXZtEGPPppg7Iw3tjoNZZS+wm5ochpa3cYmpyHg1g+kGDuTjLWMroAAUswKTi23KqS0Spqkl9dQWp/TUE9rGmltwG0Ix5vaPYZIgrnFZSyltM1O03AGcqQYO1aCna0mbgaZlRB3ooq6WGO7G2HvBOmVVtuREmxPLnS2CrvWRNwO2O6E6PV26nQ1sasAP1xBnW5k9tcyndlYk9dc5zQ1OE2RFLgvA42kgPUeYw4JJBkkHo2IVQqcgNCjiXNrJKkmRZNDP5ZpPloKL9RiW63k8w7qgz7640H240H2VQ97L2J/3sk87+S22ulVP32jzb4ZZq+3sWcamTmfY7ndcTvqfNjjWWxzLLQyW1H3esS9FHRdD3mXIolL0eTljpSVzpSlaNJiOGE5mnCzw3u3270RcawGnDeC7neqrWNZ5rEscHc+tCcfmswyjaUbz1cgzzpsH404Pxpxvuln3/ZxrzroVx3WD/rsH/XRH/Qxb3uYt122N53Uux3U+z32T/psnw/YPuun30SpVxHqvQ77u1H76xD1Xqf93S76YdC63ICdLwdPlpoXGtD7YeplN/N+r/0PfbYvB21/HGO/m+S+G6M/77e+jmIPAshNPzLXjL5TCZ6tghdbyPWQdbWdXGrGbjRjG35ioRE+XwmeLTdfrobmGrC5JnK1zbbUarlQi84UmBqdmmxUlYspszC5QyNG4wQmXowh5vcIf4c1LtYq5uGiWEwY41YKCkBJLSkPsKoOj6rTo+iJBwaTNWNp+ontyuZs0+588/5ybFch3JumD8TrIvG64XT93gLziXLkdCV2rgK+UImcrUTOVcFztdiVWuJsFXa8BD5UAO3Nh44VgQs10LUacKEGWm/Gt3zY/Xb8aYj8vN/+8yT7yyT912nm1xnu77scf53mfp31/vNQ4r8OJ/37WOp/HUn57yNp/3Ms9f85mvJ/jqb+a7f7p0Hrn/qIPw9afh21/W2U+nXM/o8J+m/jtr+OUX8b216h/j5u++c08z/7HT/ucjzuYlfbmbUgeyvM3grZ70bph93c7Y5t5biWQ67lsGs56FgLOtZCjpWgYyXkXAk5l8LO5ZBzJeS8EXKthFwrYc9yyHM94FwMuK4H3Uthz3LYsxT0LLQ5L7dyl1qZq63sgo+b97ELbcxiO7vg56762LlW5lIzfaHReqXReq2FWmyhlv3UjXbrasC6FrCvtFFLfstv38+3kkut5PWWbSzXW8nFFuJaM36thbjeQl5vJhab8cVm4loTsdBILDQR15ot221E5urxKw34lQb8Uj12sQ45VwOfqoCOlpgPFhgP5BsP5hv25+pnMrXjyerheKDLqYpwygirbKeV7TZFAyGtRqXVmMxvk3c51VFWFWaVYYeqP14zlKDpcAKdbm2XR9vpVnd7NN1udbcb6PNqut3A4/XrvyMkUlIqISRxqEiECOPQuDgiLo4Ux+FxIkQsMomE28mKhi9Q8/hALA+I5QOxAk2sUMMTbntIFStUxQpUMUJVjFC5Q6DcIVD8/v9qhq+KEQAxIiBW9J9doSomThUTp4oRAbEiNU8ExIpU27sxQmWMQBUj/C27ihGoYvjbktMKRDphnE4UpxeJDXFxJrEYkklQpRRVSjGlDFfJcJWUVEk4ndxrUnkNylSzKgcBCjBVCaEsw4EqUl1jVTXSGj+ni7j1XR59t0fX79X1enV98brpDNORAvB4kflIgflIvvlEAXg0x7jcir8Yczwfcb230/N81DHXZBlOM/nd+ha3sdWlD3v0I+nm/YXIpWpizWffinJbHexWB3O9nR7LwZJNKpNAoI3lq2P46hiBJpav5fH1fKE5TgxKxIhMQqrklFpB65ScQeU2A/GQOh5Sx5sBj1HpNqhcRqVTr3DplF4DkGRW5aFAnU3X5jAMpoD78tGTpdilavxyDX6qAt+Vh7Z7jfmEOgtW5yHqDFiVCgOVNkPAZepPhobTkd4kcG82cqoEncmBOxJM7U591GsIu3Rhp7bdYyyi9FkIUMvoupLByRx4Jh+ZyYd35UKDaWCTQ58FK10amV0ptSklTq08E1EXW7T1rKEzCexIBtu8xiZOV0lpKiltm9PYlWjqTDb5XIYmRtsdbxhJB4fSwd5UUzjBUEPrMmDAqVU41PIUozIXAQpxoNKq6Yg3daWYfU7dYKJ5Mt08lQmeKMHn6yybrdZ77dYnEfu7vY57Ue58jeVSFfkkTD8O2dZbyHfK0IBbX2rVVFNA2KPrSzHvzkWOFqMnSvFLDdT1EHfBz00V4wMZ0EAOPlZETeQTA5moPxmq85p9CeBwOjiTY57KMR8ox49WkfsLkUPFyDvVxLFq8mQ1tlCHrzaTt9qsTzrYV/2Op33OmyHueit1N8JuRRwrfmYz5LgddT7qctwJ0Yut9HUfsxVinne7nnS6NoLO9XbuTph72uN+0et53uN+0uV+EHU96nK97PO+6PE8jLBPOrmXvc6XPY4nnezDMPOs0/koymz6yM0W4lYrMVeDHCkE9+QYz5cjj0PWxxHbVht1y2fZbCE2mrC7rdizIPFBl/WTPttHPbaPOq1/6LR8M0D9OMF+N85+M8J8PsS96Wbe7bJ90G17FbQ+8xNvo5Y/9No+7aM/G6A/6KEeha13g9T9gGXLh9/1kU+Dljc99k+GHO/3M+93Wd8N44/8yN1W+H479riLetZrezNo/3CMe2+EvRWyLDXAtxvBV0H0bSfxNIxttmFrbZatEPWwi37Yzay3W1ZasLkmbG8p2u7VV1pVFTZVDqZyaaWETGDm74B4MbiIZxHzKQnfIo7l5LxUnagIktTiMp9d3s7JQ05VT6J2MEU3kqbbmWnYmWnYU4TsqyQHcsB6p6qQVJTb1I0ObVeifle2cV++6UgReLQI2l9g3ptvOlQEHypB9hfDs4XwzhxoMNWwM1N/osh8ushwvkS/WA1uNqN3/Nj9APH5EPPPfa6/zzr+sYv51y7mXzPs36a5v+1y/Gu369+z7n/v8/xzr+df+7z/fSDh/z2c9H+OpPzXrPeHIftnUfyzKPZFF/lZJ/55J/FFl+XzLvKLbsvXfdTXfdav+qxf9lNfD9m/GaXf9tpvtdPLfno719kIsxsR7mbYuRpyLgUc837uUgt9xc8sBrgbAedy0LkYdC6F3ItB1zbXAo5r7Y5rAee1oHuh3XPV7573OxcDzsWQ61rIvRj0Xgu459tdV9udV/yOKz7HnN851+aYa3Nc9rEXW5jzTczZJuZcE325iZ5rtl9ppOZb7Is+aqWNWgvRayF6M2TfCtvvdTBbIduyn1z0kdd9lsUWy0ITsdhMXm+xLLaQ15rwa034YjN+rZlYaCLmG8n5RstCk3WhkbzaSMw14lebiPkm4mojPteIzjVicw34XAN2pR69XI9drscu1aEX65CLtej5auRUBXKkGNqXZ5zKNIyl6gcSND0eTZAFmqyyekJajUrrcGmzVRZlFZ2swkfKmi3KZkrZalNEnOpOt6bXoxlK0PV6NI/Wr//OJBSbRGKTUGTgCw08gY4v0PL4ap4AiBUAPIGKJ1TGCJQxfEUMX7GDp9jBU+zgy3fwFTsEyh0C5W9q+V/+4yqhcodAFSPY1pJyh+j/vyVS7hApY7azKKE6VqTmxal5QoAnAHhCrSBOJxLrhHFagUgrEGoFQp1QZBSLQZkUUshhhRxRyFGV3KpVsEaVw6RKQjWFdkONy9jgMTZ7TMEkqCMN6s9EBjKQkQx0PAeeyIJn8uDpPGhnDrwrFzlQgh0rRY8UIfsK4LEMqD/ZOJZp2pMH7cmDJjLNExnQrmzoQD54qQGf95ELrdRmF7sath8shIeTDVM54MFi5GgpeqIce6cCu1RvXQvQm2FmPchsRJm1MH24kqhidFaF2Mjn62L5Op5QHys0CkSgWAzLpLhSTgJyq1ph0yrtOgVnBDyQNgHWpKDaZEQbb1bHm4EkWJOCaDJRdRGpbWD0kQTTQCo4mg5NZ8OHivGTldZTlZbTteS+EiyaaKqgdDkokAKqks2qVBDIQDVFNn2t01zjNDe4zIFEeDAT3V+EHynFDxajBwuR02XouQr0WCG0P9t0MB+ezkUGM8DhbHAsG5rJg/fmw3tywZ0Z5p54Y71NnQcpsk2KTJMySa9I1CvSQSAf05RbtPWMvpo2lFL6WrvO5zAG3KbBFHBnBjiWCQ6lmbsTTGGXMeoxDqeZ9xcie/Lg3lRzLWtIMqs4tdwBSD0aebJJmW5U1FKaJoeuhVbvTTVeKwW3GtEHrcT9VuJkFBBnAAAgAElEQVSBn3jcbn0QoO6029da6eVW+1a7/b0e9uNB5t1eej1g31uMdaaAVXZNDqLMw9XVdn3UY9iZYT5Wip2tsczVW28H7I872Xudzq2IY72dvuZnjtdY9pRghyrIq03WW0Hb3Yjt+QD3csDxKGp/3s2+6HPcDNKX67Ar1chcFbrSRD7tdr4YStjqjj9WaRtINk1kg3uL0BNl2PUm6lGH470B13s9zJse9mUH/aLT/tGA8/1ex9MO7k6YvR1iH0bZrQB9o8lyoRw7mg+dKYMX68nFOnyhAnrgI78YYr8dZj/ppT/qsX/Sy3zYTb/soJ6FqVcR6nmYet1Bv99jfxW1PQ5a7wRsWwHmdrtttYmcr0av16FrTcTlauxAITybDx8tRi9X4c/Dlj+N0d+NMF8PMt8MsV8MsJ/02j7usb6Nkq9C5KuQ5WXQ8jJkedtlfdNNPQpZN3zkWgu+1ETMN1ivt9hvhZh7IfpWO3XLT240oWsNyEYz+jRq/cMY+92M46ud9HsD1LNOy4Ow5W7Q8jxMvO22vO2l3vbaXvbRD7vpB130sz7ucQ+7FaLW/MR1HznXYjlYCkfjNZVWRRYs9xqkrDrOIhdYxLGsQhivFbvVAlYey8l58QA/Qy/KM8UVgnFFUFwlIWlhVK2sspWVh91AX6JuZwEyU06EUw1lVnkxLq+g1cUUUGmRh12qbi/Q7dV0ebVRjybsVvcm6cezoKl8eDoPGs82j2QYprINBwrMe3L0k+nA3iztlXLjUi281oh9OkD/Y4/jHzPc36eYXyeZv06xP02yP48zf59i/zXj+NsU+9Mk+5dp56+7nP+cdf9rb/xfZjzvdtmWa5Dr1ciNemytAdtoJm61WrZaLXf81vsB6n7Qdi9ouxOy3wnT96LMRpC57ucW2pwL7a5rAfe1gHvxP8y3OS820+/UWg9U4oeryTNN9PkW+lwzfbmVmfdzC23cUsCxEuCW25hFP3Otnbnm5y63Mheb6ast7JyPPd9iP9dEn2+0X25mrrQ6LrVwF5vpiy3MxRb2fKP9bB11upY6WWN5p8Zypp4632A/U2c7XUOdrqVO11jO11vmmm2LbfRqu/1OhH7Wwz3sYJZ91JVGy3W/baXddr3VuuK3rbbbl/zW6//JsRaayMsN+MV6/FI9eaXRcrXJMtdEzjURVxuJ+UZsrh69Uo9d+c1M2KU67FI9frEBv9iAXarfrsDEz9fhZ2vwM9XImRr0bA12pho9WYkeK4MPFBhnsvU7M3WT6dqJVO1osqbfC0RZZZtN4aMULVZZs1XeaJW3UvI2m7KVkt+7ce13qhiBMoavjOEpY3iqGJ4yJlaxg6eI4StieIoYnmIHX7FDoNjBV8Twt12ljBEoYgTKGIEyRqDYIfhNVzsEih185X/i/yBU7RAqdwgVO4SKGJEyRqSK2U65RECsEOAJAZ5QzRdpBHHa7TwpLk4fF2eSis0yiVkmMUmlRrHYJBaDMhkil6MqBQYoCUBp1QBOsybfZmxJhCOZWH8ePl1m3V1unSrBdxXj+8uIA5WW/RXk3nLL3jLb7nJqd5llbxkxVYSN5aHTBdjBcvxYFXGimnyn1rq/lBzNhHpTTYNp5uE0cDgDmshBdm6Xh5Wh07nQrjxkbzE6kw/vzIL3F8AnytHTldi5SnS+kVxpty0F6dUItxpll0P0Wgd3qsHa4DQ4NDI4TmTgC4x8gUkoBEVCRBKHK2SkWkFplXadktGrWKOKNSqdJpUH0iQh2nRcn47p0lBNJq7NJnUldoPfYxpKBffmIYeLkL35yEQOMpQBDWVAfWlwZzI0mIV2pkPVjL6E1FTZtH63KZIIhhPBQCLUkYL0ZaBdaUh/GrynAH+n0nq+1nKu1nK8kjxZgS3WExeq8akccCLVeKEUudVCbrRZ5hvxk2XQmTL4ahVysQI+VADuyjTNZJlmc8GZLGgiDeyKN3TH60fSzf2p5o4EY2eCoSfJ1JMC9iSbB1LBkXR4Vy68vwDZn4+cKEFPlGK7csCBRONQivloMXq6nDhSik9kgG2szkfrg6zGZwdqLaoKVFFLKBqsygCj3p2qv1gELtfAa/XoUg261YS/32n7cpj+Yoz9aJDbaLPPVZPPQ9Qfx5k/TjCfjbJvBtgHnfapPKSA1KYj6gxEU80Ye9PQ3UWW2WJyJh+/Uku+101/Ncq+6bFdbybPVJOX6i0rfmojYLsXph932J912Z932e6GqJvttrud7HqImS3CWl26OjvQZFcPJumvN1kedzvuRJ178vBsszJRJ82DFfU2dX+S+Voj9f6A66MB7pN+5qNu+4fd9o976fd76bf93Ot+x/0os+azzteTF2rI0Qy43q7xOTT/H1nv9RRntuZr7ruSwXtI7z5vM7+0gPDepyO9d3grkEFeQhIIhIeEhEy8AAl5L5VMSVUqb3ftvXt395mOOT0Xp+1xfWLO1VyoamIiJuKJL7431h/wi+dd71qrNY8f1PBalOwFLfRVn+yHfvpDB/l9H/3n48yvx+TfDsjf9cg/bWeetNCvOmTfDMq/6Weet5C3vfgtL3Hbg93zYi9aiQ990s96ZUsW9EQlcKYWnjASy3bqSQv586Ds2wHZ+y7qfRvxTQ/13VHpNz3kd93E153E+1b8rhNe1IlvOaEvuokve8m3ncTDEHbLj9/wEhtuYs1FrDuJDRe+7sQ2bMiWHb7lRZ910l8eV/xwTvnhhPRVF/G6k3jXS7/tk73qoV72UE/ayYct5N0QeduP3Qng91qoO0Fiz4tuOZE1O7zmQJas8OU6YUiV04BkFItSc3kpebzUfG5KiTC1Ac1sQNKqRSnF3KR8VsIRdkIRJ6Gcl1DJS6gVJjaBKQ1AahOQ4qAyWzSs/jLBqQawo5hvkWbZpNlOFcciz7FSGV4myyvNdNIZTjrLRmdZyCwXk9Oay+svFgyWigbLhCfKBeeqhSP1kiv14tNV/FPlnCuVnNFq3kKj6IUf+a4L+7EH+6EH+64b+6mf/NMg/TfHpX85Tv/lBP3LAPV1D/mhm/6uT/bHY/I/n5D/ckx2x49ONgGTWni2GVu0klEHFXNRq25qzUOve6TrXtmmn1n3y9f98o2gYiOoWA+q1kOatYBmNaBZC/5GLKBZ8akW3cyklTpbDxyvEl3SwtfN+KSZmLfTMS+z7pVu+Zj9FvntkHw3KN0O0FseacxJLNrxZQe17JQu2MkFG7HkwKMucslOLliJsIOat1MzZnLCiI1qkZEmeFQLjengMT183YiOG7AJIzplwsZ1yGgTfK0JnjCgsyZkxYbd8OB7fnLdQy/biW0ftd9C3wxSt0KyGz56zUlsecldH3nDg687sRUbsmSBIzb0Y0qtOrFVJxqzI1EbvGyBI1Z4yQqHLVDYDEYs0LINWvldqj5eRhz+iBlassLLNmTZjiw70BUHGnUgUQey4oCXrNCCGZpthiZ14LUGyeVa8YUq0ZkywbEibl8+uy+P1Z/H6stjvdjf+kPGwfj0A4fSPzmUfuBQ+oFD6QcPpR84nHEwLuPg4cyDh7MOxmUdjM86+DGc4jMOxmV+LD9yID7rYELWgY9lQuaB+MwD8ZkHPnb8ErN+S6aP2pScE5f8eywlcRKSOQlJnMRkXlIKLzmFn5IiSEkRpqaK0lLF6amS9DRJRrokI0OSngakp4GZGUhWNs3Ozhfl1OA8swoIFEPH67HrdmbWLb9up6edzIiJPtOIXjGgUxZsrBm72ABd1aEjJuqMjjxZjw7VwserwWPVwNla8EoTMqLHrjXjExZiqAYK5QpaNPyuI/xjpaLztcCIFhxuhC43wpfrwUu1wEgTNKaFJ3TwpA6ZNiIzzciUDp7Rg5tObC9Erwfp7Tb5RojZalPsdCmP1cD5wiwoNUmUmChISBQmJopTkqD0ZCw7jWBlUJxMGT9bLshRiHI0YlaemJUnZuWLWUUAqwzmVCDcWoJnlAvdueKuImCoAjhXCZ4uB3oLRUEVz6/iBdR8v5pvk/P0FNfC8AO5wvYCUW+x+Hi5ZLgOvtaEjmjRy43wlQbkcgN6pRGe0CNhMzFnIq7rkGkjOmfCF8zYihmd1sPDtZLRWknMAD9woS+D+CMvsmUFt8zgtgUcr5ccKxIeLRScqxBFreh+gNp14atGaMMA7tvhXTuyZ0XvePB9L3HDic/o4Gv1QNgILZqQa43QcDU41QBFDVDUCC/Ug5M1kogO2HVgey5swwSFGyVz9cBsvWi6VjheLbxSLhgu412uEF6pFl+tFo/WADNaMGpBbniJRx3SLwfkfz6t+OsZ+bcD9JRW0qFgR5vEX3fgfxwg/nqC/vvTzPcnmetGzJ0LtJYgfZX4uSb6mlk+rKePViIOlcivFo00wBELMqYFW/MFdoY72gC+aKc+75F+2y/95bj01+Oyn47L3x1TP+7L2+9Sz7tkLcVgOcLOF2fli7MbCHZ/qThmx1530I/85HQjMFwlHqsH5vRo2ELdalO9GTzyoEO57SbueMjnrdLPu6U/HZP9zTnldyeUUStypkJwqlJ0oQHpLYd7S4AJIzrnoC8bqJ5S4HwNMG2EL9WKL1SJ9lz4rydUfzmp+vUE85ch+S/HmO/66B+Pyr87rn53LO9eu2qqmRysAHqLROeqJDfdxFe90g+99LNW8oEff91Gfn+U+fmY7Jej1M/HmPcD8ift0n0fectLPQiSz1vId+3kt93kz0fpLRvcn8+d14rftKHvu/DPuvBP27HHIfRBALnjx3a92A0PseMnN3xEzIkv2/Gok9jyUbdaZfe6mHud9IM26mEbdS+E3w6ge350z4fc9GI7LnTLCW87kS0nvO3GdvzkhodYsqHTRuhqg+RcrXioUtxdJLQxrFoorUSQUi1Oq4MzyyRplWBaLZSmR9L1SHqlOLWYn1zMTSrhJlbwE6uFyXWipFpRsglNDyqy2/M4R0uFp+rBYzVAeyG/o5AfyuOFNJzuI5yOXHabOqczj91TwOvI5wXUbL+aHcrltORyWjScjnxufxHvRJngTKXoXJXobJVwqJx/rITbX8g5UcQZqxEsaMULOvFck3BRL4oYxOtm4KYL2bSCWzbwpgtZt4KzWknYAK9b0C0bsm5HwmZ4QgdN6pF5Kxlx0isuetlJrbioqFe64mWiXibmla945VGvPOZVRP3KWFC9FsqNBXOjAU0sqFkN5kaDuSuBvGV/7pJXNe+ST5jpUSMxZiKnbdI5BxN2K1YDqnWffNMvv9mqvhlS3gjQ235qxyfd9tGrTmzTQ277pFEXteKSrnql6z7psoNYtBMRF73kpMJ2as5KXtOjww3QiA65bsTGDOiYEbtuIiZM+EQzOqZHRrTISBM8rkemjdi8GY/YiQ03seund3z0rpfYdqNbLux2iL7fSm+68VUnfreFftRK3/ST2x5iy4Wv2dGoDYla4Y+sWJGIBVkyI0sWZMmCLFqQRQsUscErdiTqQKJ2eMUKL1uhJSu0aIXDZiRsRpasSOQjdjRiR1fs6IoDW3ZgERu6aEXCFiRsRsNmbMGMzZuxeTM2a0ZmTNCUAZzQAVMG8N3DnT+kHYhL++RQ+ieHMw4cyvjkUOaBw5kHDmcePJx58HDGgY9lXOaBuN/bfXGZh+IzD/7OgfjfdOpQQtbvm1JZH9t6h5KyDidlH076/wlTCj8lhZ+cwk9OFiQnC1JSRGkp4rQUYWqKIDlZmJIsTEkRp6UC6WloVibNzc4DWGUop4HiW+T8zhLgnI64bJJetcrG7cyMmxm3Uhf0+GUzPWKRndeSwzps0oxNW/FhLXyxAbqoRU/WIUcrgN4yyfFq8HwTcsVAjBiJCQs965CG3dILTfBAufh0leRMtfhKEzRjwaIeaslNTVmJq3r0VDVwslpysR662ghdbUQmDOi8GZ3Sw5NaaM2O7QWo3TZmq1UeC8hu9mhu9qpPN6I1KIvKTgZSEsVJCZKURDAtGc1MIVnpFDuT5mbJBdlqMTsP4BwB2AUAu0CcUyjOKYVYlQinhuA3yQT2XHFnMXisDBwsFXcXCFs1Ar+S71PwWtT8rjxhZ76oNU8YyuX7NfzWfNGxcuBiPTSiRSYN2EIzEW7Gl0xYxILPm/EFM75iJ8I2YlyPXa6Hr2uReRN+TYueqQCOl4pPV4gu10hmGsANE7Rnhfcs0I4VjDZD1+pEp0sEV6rF0zrwap1krAGMWrFdF3rDDK3pJLet0C0rvGNG9pzEph3bdaALemS0HowYoVkddKJM0qYR9uUKLxQLR8vFkxWi2QphrFGyZwJ2TZKbJmDDIIloxYtN4uUm0apWvKYTrelFm83gng2+5QD37MiuE9/3Ey/75Z+fVLwfYJ53Stds6LlKgR7LLOen96o4y42SXSv4NIh/O8h8c0qzEVJesyquuzRn9UxHOWZVSypgtoabIc1KUXEySmF2BcI6Is5UctOLhBkDRYK7buRdC/x1J/LjAPntgPSzAeW9/iML/twTjYQ9V1wKs5S8DJUwKw/IKUE49RT/XA38uo36qZ/6oZf8oY/80zH6L2c0354ufH6scK/ryJkm3MqwA0ruQLFouAaImJHbAXLTQ3QWihoJjitX1F0Bn6zDVx30N0N5P18pez1UvOJT9ldATRSrDMquQbJ7ikRRK7bnRB754K+68e+7sW/b4D/1En89pfrhXNG706XbHXkn6nGLUmCUcbsKhMNVopkm0ZoFvGkDn3vAr9qQ7zvhHzqQn3rJb47Sb3qY++2K3aAiaiPHGsDzFaIr1aKwATxbLuzScKYaJbc96JMQ9rwFexpCHwWQRwH0cQvxqAV/1II/aiPuthI3g+Sml1j3kus+KualYx5q3UfG3PiiFQmbwZgN3PNju378hhfb9WF7fuyGF98NEPc6pI975A965PudzGaQijjReSs8Y8EuG7C2YqGOytZiWSYyS0dkVULpZUB6oTC1WJhSKUkrEaUVClKK+CmFvNQiQWq5JE0Lp5qx1KA8uzOX1a5hnSwVnK8HTtVKjpaLBiok3UXC3nzeyTLh0WJ+fyH3fJV4tAm+WCc5Uc4fLOUfLxedKBedKBOerhSdqxGfrhIPlgqPFvEHivkDxbyBYm7vEXarhtWizuk5wj1ZIT5TJTxfLRqqEJyuEIzp4KtN4GgjNGVAxpokl2slV+uBWQM0Z0RGtchUMz5vwefMeMRBr7qpdS+17qE3fNLNILMRlG8EFOt++UZAvulXbH7UqZBqM6RaD6piQdVqUBULqFb86pWAJhrIjQY1sYAm+lupiQbUKwF1LJi7HsrdCql3W9W7repNn3zDQ++FmBshJuaiNlz4nSB9K0ivOLAFGx5x0TGPbNUj3fAx634m5pPFfLJll3TOSo4b8QkzOWujpq3EtJVasEsX7PS8jZq3Uwt2KmynFh3UkoNeslMrDuKmF3/SQtzzYZs2ONIMzDWJFvSS/QBx048vW5GbPuyOH9v1Ert+atdH7XjILQcas0LLZmDFDESt0IoFjligZQsUMcNLH7HAEQsSsaAfo2vJioStyIIFmTMjc2Zk3oLMm+F5EzxngufN8IIFDluQsAUNW5BFK7JoRcNmdMGEzpmReTM6b0HnLdi8GZ1t/o33D3f/kP5JXPonhzMOHM74mE8H4jIPxGceiPv/lHG/rR48/HtQxWUdis8+/HE6PJEVn8iKT8yJT8qJT2TFJbLjk1jxvztTYjIvOUWQmipMSxOmpglT04Rpv5OaKkpNFaamitNSgYw0SXqaOC0NyEiDszMobvYRiFtHCawqUagYaC0GukuAY+WSGRu+262MBplFH7Paql4OKScc9DUbPeORz3kVkw7Zkk+67KUX7OSYDh5phK/pkat65GwDfLwaHtFji27ZvIeZtNPzDnrBKZ2xU9NWbN6KTRjQMT0yZ8XDdmLJQS06yIibnrHTF5vQU7XQYAXQWSRpLwKGauHrzdi0CRvXI3PN6LqbvNkmu93JPOxXPDmRd2cgfzmguKDFu8sldjW/Cs7OE2YwvAyKlUaz06WcDBk3U87PVAmz8yTsAohTAHI+bkGVwpxKjFdNCqtJfj3NN8oEZpnALOPZ5HyPUuBXCUK5wo4CcVu+qFUj7CuUnKkELtZBFxvQK43opA6da8YXTHjYiIaN2FIztmzBJvXo5VpkuBa+XAddqoZOV0CjDdB4E3K2CjpWIu4uEHUdER4vEY/WQYtGZLkZ3jRDe05k0YRd1yFLZuROgHzaId30EtcN6JQOmdXD1xuhqzWS0RrgfIVkoER8shw6VwWNNyIjDcjlBnRKj403wRdrwHMVkqFSyfFC0YUyyXQ9MFcrWWoEY1rJulZy0wRtGoFFrWRJB67ogJhesmoQrxkl2yZw3wY9cIOPvch9L7HvI24GqHUHHjYj56slLhmnEclqgDKaoGyfgnu1Fl62Sm8EFHc7VZstqqtGaV8V4T4C1ZD8XFE2xUqF05KApAQgMQFKTUQzU7DMFCg1EUpNZHJSdHjOiSJ+RC+54yMedyhvd2hmXYr+WtKklhTDLIabhmcmoxlJFDuN4aWrhFlHJCwLwz9XIQrrJRtm4J4Tft9Nf30q992pov2uvIs6qoHiMOwUFTstj5deIs5qwFguJd+fKzDQ3CaSGzoivliPRqzUgwD19XHlL5dKPpwpud9beLaJrkY5+cLMQkl2FcoyyzgeBbsrj3exSjRWK56pFz1wQr8O0n86k/v9+eLXQ0XLflVnGVSDs8vAnEooW0fkeFXczjzeySL+1UrhbINwXS956oG/7kK/P0p9e1z51VDek271goUcKAfNMp4Oz9ETbIuMG1LzjhYKLlaKZprEa2Zgxw7ecSP3/Ni9API4hD5rJ553Es87ySdtxOM2/HEHcbeVut1K322ndkLkihuLufB77bIXA8oH3cz9DunLXubTPtmjTvJZN/VuQPr5AP3lMdmXJ5nPj8k+DNAfBsjXvfS9VjLmRoa1wIU6yagOvNAgvlgvvqwDh2rEfcX8jgKuUZpTDqUXS9LzBOkl4nSLNKe7gNdfzBso4R8vFw5Viq40gBMGZKQRHGmCp6zUpIW4bsSu6dDheuBynWTagEZsxIIZmTHC0wZkzoSFLdiCBV2y4xEHsWDFJo3IhB6eMsITBuhqg/h8Je9EKe9YieBSjWTWiK3Y8ZgLiziwRRsWcZJhOxmxUxEHvWwnonY85sR3/eTNgHTVTW96ZLdbFbfblDsh5U5IsdOq2A4yWwFmKyTfDCk3/cqtoGInpLgRlN8IKrZDis2gfCMgX/fLV/3yVb885pev+ORRnyLqV64GVGtB9WpQsxrSrLZoVls0sZBmrSV3oyV/syVvK6TeCChjHvmaV74dUsf88gU7ue6i90Py7YAs7CCmLficg5p3Uksues2vWA8oV3yKZY884mSWHMycXTpnp+ed0lkbPW+jF23SiF264pItu6XLbmnULY266IiDCpvxVSv6wIe+akMfB5FNKxBrFq8axYt68Z4bfRAgtmzwqg1esUBRG7rpJnd91IMQ/ShE7riRmAWKmqB1G7zpgFetUMQMhZuhsAkJm5FFM7JkRpZMyKIZXvxNsJCwGfmYTHNmZM6MzpnROQs2b8EWLNiiFV20ImErEraiCxZ03oTMNcOzJnjWjMxZ0FkzNtOMThmRKSM8ZUTePdz9Q8aBuPQDh9M/OZT+yaGMTw5nfBKX/klc+sG4jANxGZ8cyvhdrbIOHc4+fDgnLp4Vn8BOSGQnJHISE7lJSdykRF5yEi8lmZucxElK4iYm8pOT+MnJH1VJmJIqSkuVpKcBmRmSjAxJRro4PV2ckS7JzICyM1FWFsbOxtnZJI8lFXCkQo4K4FWRAotG4i2E/AVgIF/syxOZFbxmmmOTsq8ZwZcnVC8GmecnZC+HFPe75TcC9K0W6cMu5l679Ekv88Vp1esBxd2Q9JafeNhGPu6gbofImINYMuNbTuKmn95yk7fb6DdnFE8GmTUfGbZjyx5q2kZNWMhlj3TFK521EfNWPOqmwnZy2kTMmIlRPXaqDhmohgdr4PNN2LABu6xHxwzEtIlYchLbQfpOB/OgV/lwIPdev2a/R7XTpVz0Si9p0YFqsKsC8OaLmhleHcEpQzkFIDtfws6TsI4A7AKQXQCwC0FOMcQphTmlCK8I4hRDnDKYWw5zKmFODcatJ7hNJNcg5TnUArdGEMoVHi0GLlRDV+rh87Xw+Wrwah00Wg+dqwSGSkWnKyUXa6CRBuhkBdBdIB4sEZ+rkFyqAkbqoBk9PNaEDNejFxuQM7XQqUrwUg08bcAjFnLJhMbM6KoNi1jxZTu55iD2/fRNvzRiwyf1yJV66HiJ8GiB8GSxeKhYcLJEOFgsGiwWD5WB52uQcR0etpArdipswsNGZNWGLViJ4Xroci0w0wTNNUJzTeCKAYgaoG0LsmXDVkzoihmNmNB5PTyjBed18KIRWWpGomZkwQifrxAdLeD1HRG2aQRtufz2PEFnvnCwRHyuGrhYh15sIiatzJw7d8yuPF5P2DXiSoSbJ8hiWGlkdiqSngwkJ4gSDgviDosS4uG0JDwzBc9MIbKSGXZqNZzdWywe1xNhOxMNqCadysFawqISFQE5MnY6kZWCZSShGYl4VoqUnS7nZaoF2fminGKAVYWyjDSnLV8wY8Ce9ua9Oll0u/fIsJFuorkKbrqck6HmZ2kEWXnC7EJJdgnIKoNYFQi7BueYZLzBUiBsQHft6KtO6sfTuV+eKX5xvHQtlNdVipRDv43JlMLsMoRViXLqCK6O4loY/vFi4Z4d+bZX9uuQ5ttTBc8G8pe8yv4qTEvzC8XZRZKcMoRdhbHrcbaWYDfTHK+ce6KAO9fAv+8Cvuwhfjgm++6E6t2x3JvtmhEd3pLLb8LY5RC7DMwpB7KqwaxmMieoZB8r5E7UiaImaNMK7TrgO37iQSv1pI182oo/bUOftKFPWvFnndSzXvpBF3WzjXrQIfvipOqr08o3R2Xvj8q+G1J8c1zIqtwAACAASURBVFz6rhd714O/70G/6EW/GqQ+76c+6ybfduOvu9BXHdjrTvxNH/W0m37QSjxpI192UJ/3y94PSF90Uc/byYdt+LwV6irmasnMaijdIs0ZLBUMN4DDTfBlLXJFj40a8UkTMW+lFmxU2EGt+uXrAXnUJ190Suet2KwZnbMQCxZyphmbNiCzzXDYgkQd+LqbvBGQ7oSYDb8s4iRnzOisCY5YkbAZmtaJz1cJzlYKZwzwghldsqJRB7rqxta95IqbXHHR6z5m06/YDii2g8xmULYdlG6HmI2AfMuvuN2uvtOl3mlTb7dqNlvVUZ98yS2L+uSbLer1oGo9oNxuUW63KHfa1Ntt6o0W1VpQtRpQRf9fgspYQBkLqFaDmlgwNxrMjQXUsaA6GtREg5pYULMa0MT8mqhXteJRrLjlUbc85lWs+OTLXlnMy6z5FFGvfMHFzNiZKZss7JKt+uVRvzLiVYXdimWvctWnWnErl9yKRbd8wcXMO2RLDlnEKVtyypac0kUntWSnog5q3UFsO7BdJ3rPgzz3Iy+D0DMfeM8puW0X3XUCDzzwpy3I2xbonlO8YwVv2KBdB3zfiz0N4m/biS+6yRftxJ4HX/t4ebEH2bLDMQscsyLLFmTJgkYs6LIVWbYiESu8ZIOXbL81AxdMyLwJnjfDv0sVumD57SXoRRuyaEMWrNi8BZszo7NmdMaETpuQGRMyY0Knm9FpE/aRdw93/5B+4HD6wUPpBw6mf3Iw88ChrN9HJ7IOx2Ufjsv+bfQ8nhUXx06I5yYm8pIS+clJ/KSkjz+8jyQlcZMSuUlJ/KQkYUqKKDVVmJosSkkRp37kY1Clg1kZUHYWws5ixOx8TFBCictpcQUtrpKKK2lJjUxiygVai6H2YsChEtZinHxRlpKXqeBm5PEzSoQZQ9Xil4Py9yflX55hPpySve6jnrcSL1qJz7rIdx34V/3kz0PSH49LX7eTb7rJD/3kuy7yw6D0TSe5Y4K3DeBdK7xvAt+2o/8wrvg/pzU/n1e8HZA9GlTuDeQuheTzTmrJJ414pREXueTEp5rRkQZwXI+MN2MTFmLCSg7rsUt67IqRGGkmrpvI6yZy3ESONRMTZmLFTe+0MTsdihsdyu02xVYrsxmUbgRlN9rl6yFmzk6OGPCzWryvBvUXQbZcsVUjblYKG2leHcmrJbk1BK8S45ch3HKEW4Hyqgh+Nc6vxPjlKLcC41ZjnEaKq6W5RhnXquB7lHyvkudS8DxKfjBX2Jov8Cj5dobrlPO8SoFfI3CrBYFc0akK8HIDPNIALxngeT00VAH2l4KnasALtdDlenhKj4TN6KwRWzKhmw5sw4bFLOj1RvBsqfBSlfhMhXiwQHCuVDhUIgqoeAEl92ih4FK1eLIRnKoHr1QB5yrBC9XQtXpoQQdFm+HZJnC0SjzVAF7XIeergbPlopFq8VQ9OK8FYyZo2QAv6qBFIzyjhaYawXkdNKcFRmtEw5XiM2WSrjx+u4bfmsu3SlnNeJZfwRsohy41YfNW6YZfsepjZqz0RR19tIYIlSBWDVAv5ReIs6nsNCwzFU5LBpITJMmJkuREcVI8mBIPpSagGUlSdrpKkFkgydLSnM4S8IKWmHfKVwOaKbtisBY1K/mFokxZTgqWngSnJiCpCWh6EpmTxvCyVMIcjZh9RMIukLCLAHYJlNOAc3pKoKhP+XSg8HZX/gUd2URz1bw0JTdDI8jOF7PyxTlHJKxikFUKsUshTjnMrsK4Bhmvt1Qy1oTOaZEbduR9j+zrU/lvThY/PVoUdsltSqGan6URZudLcgpBVinMqcS4H19Z05Kc7iPC1WbwTSv+3SDzzZD61Ykjez0Fo2bGkysqkWRpBJn5ouxCSXa+KEPDT1Nz0vLYKTWi5BZ51mQdf98BPWslX/XI3x5VP+9TRz3MiRrMqhSVwex8UaZGkJHHT8/npZVLMixkTruGO1jAO1HMP1UuuloPRizopgvddKMbHnTHh99vpx73yu51UPda8eed1Ls+8n0f/qaHfNdHfRhkPgzIPushXnYSj1uwxy3Yo3byTpDc9xG3/NieF911I7se5JYPv+UnbvnQPRdyy4Xe9eF3fOhdL/wwiN4LIstWSX8JT0dmN2KZXhX7VIXoSgM0okVGdOhVPX7VQFwzEtdNxKSVnrJJZ+3SBTsddtARNx1zk8tOImwn5yzEuB662iAZrhNfrBWdqxKfr5ZcaYCuNsGXm5AL9eBQueB0OX+0QTSpk1ytE56q4J2vFYw2Sq40SM7WiI6XC05XC0d0wIINX/fSK25qzkqG7VTYRU/ZyOtmPOykY35F1KeI+RQxv2LFp4h4ZGGXdMEpi3jk6y3q7fa89ZA65lNuhNTbraqtFuV6SLXVlrvZookFVCt+VcSnWvarVwKqFb8qGtREg3nLobyVUN5KMHcloIkG82LBvKg/d9mrWnQpwg552MEsOmQRJ7Pilq94mahPFvMyUQ8TcTERN7Pokoed8nW/8kaLajWgWPLIF93MsoeJeeXLTmbRwSy6mGWPbMXDRN3MslMWdctWXfSGg9x24Hsu/IEPfxFEPw2hL4LIMx/02C2+axPesYlu20U3LaJ9q+SZB3jtF33q4T+z85/Y+S884jd+4K0ffBeCvurEPu8iHwSJbSe+5cI2HMjHMxv7LmzdBCzpxUvN4GIzFDbDYQsStiJLVmTJDC+ZoUUzFDZD883glB6Y0Eqm9cCcEfpNm37TLHTOjM6bsTkzNmtGZ0zIrBmZNWMzZmz6dz661KGMg4cyDx7KOnQ4Jy6OFZ/ATkxkJyZykhI5iYnshAROQgI7PoGdEM9JiGcnxHPi47nx8dz4eF58Ai8hgZeYwEtM5CUmcpOSeEnJguRkUUqKKDVVlJIiTk6G0lPxnEwZN1spYueB3HyYn48KyyixLhe2FOG2YtxWiFryYdsR0F0AeAsl7nyxWc6vRll5giw5OwPPSsWyUhl2WoEgvQHOvKoD3gwp3p2UvxuUvu2n3vbTz9vJp0HsVRt+3w4/dUKft2Gfd2CP3MhjD/YygD52IW/biLdBbLFKHK4S7+mASLXgnln81xPEv03I/31K9S8T6n+cyfvb1dJvpo486aX2WsitAL3qJees2LgeGdVC103YuJmYsBBzTnLBTS96pPNOesYpnXHSkzZqwkpN2OhJu3TBLV1w0WMWatxKh93SJQ8VdpERN7UWkK4HZDEPHfPQGwHpRkg276auW8lJOz1qJs42oQNVUG+Z5GgVPFiD9lfCXWWQtwAwqoQNNL8S5ZVA7GKYXQqzyyFWKcgqBHIKJDlFkpwiSU4JyKqAOZUIpxZl16DsKohVDbIqQVY5lFOFsnQUz6UQ+HOFLXmivkJx5xGRSyVsOSI+VQmcKZecKRVP1ktmtcCFCtGZIsFIlXi0UnK1QnSykBdgWAE5q13D7c7lHTvCHyoWDhQKBwr4g4WCo0eER/ME/Rpur4bff0TcXyDuP8I/XSwYqRRdqhCeKhScLRacrxBeqBRdrZLMNgCzjfB4HTBRJ7leC07VA8sGcF4LDFeKzpaJzpaJTpQIWzU8C8lqgjMtFCug4nYd4Z+rBqYt1JJPtehVL7iUc07moo4IFUkaaW4hyFLxs2hWGpaVCqYki5MSgZQkICVRnBQvTowHUxLhtCQ8M5lmpSl4GfmSbK2M31IMnm8iVnyqZb/qslHaXgrrZfxCIEuak4ynJ6KpCVBKApSaiKUnS3NSFbwstZiVB7CKIHYpzC4CcgolOeUQy5crnrXJbnbk7XfmjZtpvZSbx08vEmeWgaxyiFMOckpAVhXKqcE5dTjXLBc61WK7WuzOFfeUQadqkFOVwIUqyaIJvxViHvXkPukv2GlTHa+GtRS3FmdVYaxqjFNLcPUyvitX5MoTWzVim0p4tFR0rQmMWLEbPvpmp+b2QMnto6URf25PGWyT8zwqvlvJdyi5DiVPR3BqYVYNkl2PZvrVnKEK8eVGeMqIxpzkTot8PaSYcSnO6uiOctSTL3HmCq1Kvl3Bay8Q9RaL+kvFZ6qBc7XgUI1krBGM2bFVF77pwXeC1O0Q9aSdeNlDvuzEX3RgL7qp513Ukw7ydhu1GyTuhMj77dL9VvqGl1h3oGt2dNWGRK3oihVdsSERC7zYDC0YgbARXDCC80ZwvhmaNkAT2o/vGEmm9cCUHhgq55mZnHI4qwzMMFDZHfn8kxWS8zXQWBMy1YxNWfAZKzFnJeet5IKdCtvJRRsRdVExL73sopYd1KKdnLXg0yZkTA9eaQTPVIn7C7l9hbyjJYKjJdyhCv7ZKtFQOf9EOf9kheBUlXCwjHeign+pUXy5ERhuAM/USgYrxadqgas6ZN5GbfhlEbd00krNOehZp2zETF3UoddNeNjFhN3yBZd83imfcchm7OSCQ7rokK165dut6q1WzXpQuRlU77Tn7nbm3WjPvdGWu9+Vf7M9bz2ojgY0y351xK9Z9qkjXtWSTx32quc9qgWPat6lWHAqltzKqFcV86mjXuWKRx5xyZecTMTJrLiYqJuJemRrPtlmQL4ZVKz5mJibjrnoVZc05pKuOKXLLtmSk541E1MGfMqITRvxWTO1YKVXHNSqi1xzkhsOYtdN7rnw2y70gR97EkRftWGfdeCftmKPfMg9N7Rnl6yaxCtGyYYZ2LEA+3bJUx/4Pgh8HRR98AleO7ifOrhv3PwXNt4Lp+BdCHwdgvZd4LoFXrfjEQu62Ixs2pA7LmTXAkSahGGdeEEPLBigcDO8YILCZmjRDC5ZwIgFWrTACyZ4xgBO6iRTOmBKB05qwSkDNNMMTzfD0yZ4xoTMmdBZEzptgqeaoSkTPG1CJ5vhCSM8aYQnjPBnD3f+kHkgLvPA4ayDh7MOHs46HJcdF58TF89OSOAkJnASErgJCdyEeE5CPCc+jh0fx46LY8cdZh8+zImL48XH8+LjefFx3Pg4bkIiPymZn5TMT0oUJCcBqSlkTppGmF2KsLUKkSUPsuRD1kLElI/oNaDpCGwvxKxHEMsRxFmEeUtgXzHsLgAMCkEJzFYKsuTczFx+VgXIKpZk5QkySiVZ1WCmlcyaNgGfDspeD0hf9ZJPWrHn7fjzNvxpEHvmx+5Y4XsmyXMH9DoIP/WCTz3whw7yfQv2ygPd1otmSnixOtFGo2i+gnfTKPqpG/6/zpP/dE3+X2dV/yOi+Z87Rf9tu/C/zKn/Msx8N0R/fVL6aR/xuBN/0id90C+/2SVfDUqX/fRqSBYNyMJe2YJHtuCRzbpksy5ZxMfEAvKtNsVqgJmykXNe6WqrYs5DX9Kjwzpk1IiNNWNjevSaDpluRpccxJydmLYSYRe57KWXXPSMGQ878DU/vR6UrXil807qWjM+VAcNVoE9pZKOIlFLgTCUJ2jN5wePCEOFomCxyJknMjD8epJTT7JrMHYlzKqAWOVgTgmQUyjJKQKyi0FWEcTOF2cdEWeXwZxyiF0GZFfALD3Ncyr5zSS7Cc604VlOKtuEZxvQHAvOcpGsNobdpmR7pDltKs5QqXCoTNibyz1ZyB+rFl8p5584wgkxOXo4qx7INEDZPprbo+F3aXhtGn5fgehYsfBksXi4UrSgBzcc2KYT3XGguzZ0UQ+O1Ihm6iW3nOjbLvpll2zVQV5rhK81wtMG9EoDOFQuGa4D583oog2fbcbW3NIbbepljzzskE9ZZSN6fLAK9hQABoWghuCUwTnlMKsYZOUKso6IMtWCDAU3QyPMKoFyyhF2FcZuoDhammtRCgNHgHONxLSdmXMqFjyKUSNxtBxwqPjVaE45mN2A5ugJll3OdSp5Opqno/neXEl7EdhXDhyrBE7WwOcasYEqqLsUOFmDXLdKb7WpHnaqNgPyMSNxuho4XwNc04JXG8DLOuy8ljxXh43psCtN6IiWWLTJok7psoNcspFLdnrZJVuy4WETMmNAYg7yZa/y82OaZ12Km0FZzEPPWfFJIzJnwibNxKSFXPdJ173SZSe1aCNWbHjUTkQs2Kod329TPDtW8PJE4fvTRY971bt+6k6IvuUlt134moecMWMjBmTMiF7RwZd1yFUdeq0ZmzLjYTsRcZLLLnLdJ90MyjeCipibWnbgYTu27iHutcketNEP2uknnfSLLvpJJ/Wqk3jbTT5pJx+1E087yKdt+ItW9FUH9qoDe9VDvRpQvBxQPuuT3+uR3eqQPeyWP+xT3GyTbXjJqJOIuvANN77lpzf80nUfveGj1z3kqgtfcxPrHnLVTURd+IqbXHKS8zbiuhG90gRdboIGKyXOPEEdzS5HsqqQ7CaSZVbw3BpBT7HoYj04ZUIWrfiiBV+0YCs2LGJFpw3wlAGaMEKXGsDhOnBUB48bkBkTfk0PX2oAzteIT5bzTlcKz9ZILtRJRpqAUR04rEXONMDHq4GhWvB0PXy6AbqgRa4asXETPmHGJ63ktF0652AW3cpln3LZp4r4VcsBVcSvWvAoph2yGYc07JKHPcoFr2rGrRi3y6bs0iWPIuKWf9zYjniYiFu64pGtBVSrody1UO56UL3uVy67mHm7bNbGzNjls07FnEM+Z2OmLNIJE33dSE2ZyXEjMWEkYk56yyffDqi2AoqtgHzTz6x7pJs+6ZZftu2X3vBLd4KyvRb5rXbVXptyN8TsBqj9AHXTR244iTUHseogJprAy9WiSS28ZMZidmLDSdxw43tu9KYL3ndDd73IPS98z4vc92H3vOg9D3LXg952ozddyLYDiZmheQM4bwDWTOC+HXrsBV+3Im9C8Au3+JlT9MDM39Ozd/WcHR37tpn33CN55JJsmsWRZmjBhM7ooTk9EDVDd73YkwC2ZQbnmyQLOvGKQbJmAmJmMGIC55sl883AogX+ON23ZEXmzfCM8aNUAeNN4LgWnDBAE83wlAmZaUZmmuGZZmiqGZw0QpMG+Loeuq4DP34/e7Dzh6xD8VkH4zIPHM745Ld59MwDh3MOx7Hj4tnx8Zz4eN5HeUqI58bHcePjPsYVJyGen5TIT0zgJcRzE+L4yYmi1GRxarIkPQXOStOIWQalyFcMB8rg9mq8pRJ3FcGOQsScB2mVkgaFpFomqqYEWrk4UAIfrYFCJWAjI8yVsBheppyXUSDJbqK4Jhm/gWBXwDnVcE4VmK3FMo+V8BbM4KYbvu1H7/ngxyHkWRt6z4vcc6MvQ9hTL3zfBr4KIe+7kDdt8Oed+Ks27JYLWWwQzVfwN5vEa03CLb3wrlX0LgT+eRD7y0nyH4Zl/zqt+PcZxX8Na/579Mi/zan+ZUr+72H1vy2o/iWs/ueVI/+4mP+3M/nfX1W/P698dUb14JjyVp96p0Ox3sIs+ZhIgIkGmWU/s9Gm2G5jogHpeqt8t0sZDcrGrcSombhsxEfNxJSNmjRjU2ZsvBkb1qEXdegVA3bdTMxa6VkLGfGSMR+55CRnbNSMnZy3EbNWat5Bz9mIWQs+oYdHGoCr9ZIxHTxrw6at2IgeGW6ErmihC43gYKWkuwzoLQO7SiTefLFDxQ/mCToLJe0lgCdfaFHwmmVcPcmpg7PrkRwjyTaQbB2RY5KyLFK2Vcr25fJtKn4TxTZLOR4V36vkeRWcFg2vr0gwVCE6XwNcqgXOlAo71ZyAPMcuza4CsspEmU1wjk/GPVcinG4Ex/TwpUZ4tBGa1yMxI/w8gH3fR73sJD7ton8Zkn4+gG97oIhevGuDnwSxp63kw1bpgyD1NEi8aifedJCv2qlPO+jPuuk3/czdEH03QD1ol98J0E9aZM865c86ZU+6ZLfaVGteZsVOhs3oohUfN2BXGpDpZnzUgFxqRK7o0CkzMW0lJ0z4nAlbsWHbXvpmSPG4S/W8R/WgXbEXoNacWNSORe3YrB6YbASmG4BlE3K/VXa/VbbqJGNO8kGb7GWP/G2f/G237F2f4psTuW/7lQ/bZC+7FZ8dVX7RJ//Qxzxpp560Uu+76C976R+PUt/3ET+clH91Uv2hV/5dv+zLXtl3g8o/nVL/ekr16wn5zwOyHwaYbwcVX/VQ33Rhn7Wjn3eRfzck/4dTsh96iB/76T+fVnx3TPZdP/3XU8wfh+TfDsr/eFLxx2PMzwPSPw5KfzlKf9dDfejAv+rE/nic+esZ1ffHZL8Myf/+guqvZxR/OsH8eFT6eTf1qpt81kk8aMMet5P3W8m7QeJukNwP4g9b8Bcd5OMW/H4AfdqKv+ggn7STj0LIowD0OIi86cA/66Xe9klf99LPOvDn7fjTDuJxG/6oFb8bIvZ86A0PsulCNhzwlhPZcSN3gvizbumnfbKXPfTLftnLAeWrE+rnJ/Pu9aludTA7bYqdVuZ+l+LFUc2zgdxHfaq7Xcqb7cqdVvlem3y/XX6rldltke61MbutzGaICbuZGTsddtHTNvKaiRjWwydrxF3FQrua1yDlVOE5dXhOe4FwuAm6qkNHdei4AZsxY9Mm5GojdKEWGKoWDpQKhsqFl+qBcSMyYyJGDcjFRvBiA3ixHhxugq/qsesmctpCTVrI6xZ6zEyPNpPXzNS4hZ6w0dMO2ayTmXPK5h3SBScTdsnDLvmiW7HkVi55lEsexaJXseRVLHrlix5m0SMPu+ULbvmUQ37VKr1ml0Y8zE6rctXHjDcTY834ooNa81BRFzlrxsf0+KgeHzEQI3p8XIdN6tEJHTZlJOas1IyFnLeQiw46bKXCZmzdRay6yDUHfj9EP2yV3Q4xe0HZhle645fdaZXtt0j3W2S3W2S3gsxekHnYqXjco9pvV+y3Kx52yJ50yh620vsBctdLbDrxhWZo0QzvB6VP2qVP28gX7cTLdvxpEL3nBm45gBs2cMsGrlvBDSu0ZYNWzcCSQbxkBCPN0LIJipqgVTO46wAfuqGXfuhtC/QiANywiCNNgohWsNTIn6njzdTxF5uEa82SGzY4ZgInGyXXddCMEVoxSW46gWch9LMO/E0bes8NrRglczrxil5ywwzuOeAdJ7JqBeb0olm95GOLb8aETDfDkwbwug64rgWuNUquNohHGyXjOnDSCE8aoUkDOKkHr+uAMa3kWhN4tQEcaQSvNYEjjeCb+zt/yDoU/zGiPo6hZx2KY8UlcBITuImJ3MQEbmICPyGRl5DATUjgJcTzEuI58XGc+DhuQsJHbRIkJ4nTkpDsNJydibMzVOLsalrgLkZ66qmuOjJYjrqLUEs+ZMgFtEpJDS2qJEXVUlEtI9SrxG2l0Kl6ZKgB6aiE3IWAWSUyMnyjjGdW8p0akZbmlYA5R4CcIiCnGGQViTNqoAybjNWSxztaLLxcI1owAisWaLIRuFYrCRska2ZowwzfdEJPQshDH/zIB91yw+P14OkCwYV8/kK1cFMv2jIKt43C3WbJXQf4wAG+CcJ/Oob940XyX68r/nlC+U/jzD9Nyv9tSfPfVvP/40bR/75d9r/2Sv7Xfun/uFn8b9uF/2Wz+D+vlv7tYunPY/lfnFO+OKl6clJzq08dDcmXg0w0wET8TMQri/pkUR8dC8hWW+TRoHy9TbHVJt9skW63M6tB2Zybum6nLxmIc1p02IgP6/HLOnTEgI0Y8GEtcbEJu6TFLunwYR1+VYeOapHRRmi4DjhfJb5cC442QaON0FgTPG1EwhZ0zoJMGOFJAzptxMd1+HAjdqURntQjSyZ82UHNWsixJni0AbpQC56vBSb18IQWOl8uulotWrMjcybkSj0QseHjRuxCLTjWjF7WI1fqoelmZMwIX6oHxxvBiBWbNiDny4XnK0Vna4BTFeKhEuHxYsGFGvG8AdiyQU+C+Jsu6kEr8bCFfNRK3/IQjwP461Zs14Xc9mNve/BbAeiaVtyTzwsqOG0KVq+GfaZCdK0OWGgCNi3gPQ/yJIA9CmD3fcjdALFhQ1YMkm0HetdHPQ5Sz1qotx30573SZ230k5D0baf8y27Z51304xB530c+DpFP26g33dLP+pj3/fI3PcyjEHXThd7xoJ91Ul/0MR/6ZF/2y953Uu9a0Pdt6OsW7MtO4qde/NsO9JkbfO6Dvuwm33eQ7zrIr3upXwaov55kfj0m/76X+rmf+stx6a+D9Ffd5Bed5A+95E+95Hdd5DfdxFfd+Id27MsO7Pse/Kdu9E8D5N+ckP6xn/i5F/uln/jLMfrvh6R/d5r5+Sj9bSfxSy/5Yy/+RSvyZSv8Uw/6cy/+x17iz334jx3oD53oz/34j/3ET0fJPx+j/niU/LGX+K6H/K6b+LYb/6YL/6oD/9CBf9GBf+jAfu4jfj5Kve/AP+8kfjkm/WWQ+qYL/6ITf9tJvO7CX3Zgz1rRx634Az/yNIg8ayUetWDPW9DX7cTLduxhELrjhW570V0PcsMJ7zrhXRe860Zu+oi9AL3po1Y9ZMxDRT10xCNddEsXXLI5Bz1np2as5KQZn7Hgc1YibMWiDnzbi+/5idsh6kG79FGX7GGP4n6fZr8nd7tDvdmiuN2pfH5U/XJA9bRPea9Lud+pvtWlutWpvNWuuNUmv90hv9Mpv9cpv9ul2m7TxIKKtaB8q039YKDw7amCtyfUzwfU6y3MRSMaKBJq5XyrWhQsFPZXgucb0Mta7Ioev6zFLjUg5xuQ0/XwmVrwQj14qRG+qkNH9OhwE3ypCbmsRUcN+LiJnLTSM3bprIOZsjHXLfS4mR43U9dM1LiJmrJKZ+yyGbtsxiadsUlnbLIZm3TWLpt3yBYcsgUHs+Bk5l3yBbd8wS0Lu6Rhl3TBIZ13SCfN1KyV2vIz+y3y223yLZ80bMbXHNidIPW0U/ayR3EnSC9bkLAVX3bLVlzSmINYd+BrDmLdTW/76A0Pteunn3YpHrYxN73knaD0fqvsXoh+1CZ72Cq9HaR2A9QNn/RxO/O6V3G/jdkNynaDsht+Zscnv9equNsm3wrItgLMfgtzu1W+F5LtBKTrHnLRiq7Y8f2Q7Fm34tMe2etu6rMu6nUr9sQH33VDew5w3QQudCMBkwAAIABJREFUGyVhvSRmgbbs8KoVWrGAMQu4ZgG3bNA9D/QsCL1rh7/sQD5vhV74JHsWwWIjf7KWP1kvGK8TXKsTTjRKppqAaS00roUu10tG6kVLzcC+G/40BH/ehnzThX3dhb4NQc+9wLYZmG2SLGiBmAHcsYK3nPANBxzWiycbRZNa8LoOHNdD4zromhYaaQKvNQKTWmBKB0xoJR9PRE0aoOt6cFwHjDRKrjSILzcAF+uAS7WSy3XApVrJ63s3/vDxaFTmwUOZBw5lHzrMio/jJiXyU5N4KUnc5EReUiLv93ziJyTwEuK5ifEf04uXmCBISRSlJuOsdLUkJw9gV9MCdwncWUv0NdLtdaS9CDXmggY1oFVI6uWiCkpQTgjqpWKDWuIsAI/WYmNm4rIOaS8FvAUSzxFRoEB8tAo+WY/1ViGhIsiuljTSwnwJi+FlKXjZck4Gw07V8NJLgJwalNtM8f0qfkcuP6QWeBX8FhW3P59/tkwy3gQuNEMLBmjNDq87obF6yVCh4NQR/lSNaEkrnqoRTFYLJ6vEMzWiSL1wQyu+b5F8aIN/PYb/Ooj9ZYj8u3P0356n/9Nl2T8vqP9jp+h/3iz97zeK/20t/983i/5jv/x/36/6v2+X/8duyb+uFfznhfz/Y67w12t5X55Tvjqlenxcvd+nWm+VL/ukMb9sNchstjI3OlRb7Yqtdvlul/xWj+pmt/pGlzoaUk04pGNWctxGj5qosWZywkpMWslxEzVmooZ1+HkdckmPXtJiw03ISBN8rQkeaYSuNkDD9dD5WuhCLXSpBjxdIe4rFvUXiU6UiE9XSC5UgeMN8LwBWWxGlwzIsgldtOBjjciFKnCoArhcD67a8Q07HjFCm1b0UYjYcmGRZuR+gL7pozftxJoDu9Yoma4HbtjRWz5iz4XecsKP/MgjL3LHCd32oqsObN2CPPYgt1zIvhd73028aUXfBNHvevBfBsm/npZ9fUx2y4PvOLEdDzJtBM9UivsL+R1HBC0FIoOUUyzKKBFmlgM5tRjbJOO1HxGdrYauNSHX9dhUMzHdjE3qsbFG9Go9ck2LzZj+H6Le6jvuxFwWzfuxZY9nMpmxZUF3/5ipQWhbsmVxc7fUzN1Si1tsMTMzy5JlmWVbZpCZacY0mEySyc4+++67k42v98E5565V/0Otqu+rKmrKRM3kkgsWas5CjhvwaSN11M6vu5h1J3XURi9aqPlcYslCnHDTZ33sWT9/0sMuW8lRPT6iwxZNxIqNPGojVx3kihU/YcVOO/DlHHjdgl72kRfd5EkrtmpClk3IohFet2AbLmrTQ13PY6/lMZs+atNHXfZTmz5yw0udddMbbnLTQ190M5t+9ryPPuMkz7qZ0x7mpIM856QueKnzHuqil7rko674qat59LUge95HbXioqwHmSh571k2fcdGbfuailz7npjc8zEUfc9FPn/fRm/nclULhcpC7lM9dzOPO+z+BPetlTnvZcwF+I8CdC7AX8/nNfH4jwJ3zcxt+/qyPPedlLgSYjQB7zk+f8ZCn3dRJL33CTZ72ECc91AkPdcJDHneTi3ZiPBcbz8XGc/ERIzZkwIeMxHAOOWKiR8zMsJkdMLP9Jm7QzA1Z+CGrMGiTDthk/RZh0CoMWYUBCz9o5Ycs/LCFG7XyY1ZuzMpM2Oh5J7PiYo97mBMBYT1fvuoXjgX404Xy08XyY3n8US93zC8cy5ev5MtX8mTH8uXHCxQnC2NOFsrPFCnOFcecLo47lq+Y9UinfXHT+YlzgbjTJfE36w9cqU08midtNVCBVFwbA6SS4Ra5uPQgXJ2ONGQTjUqySUk0q4g2DdGuxts1eLuG6NAQHRq8XY11qPF2NdGhITq0RIeW6NKT3Qa6S8906ugOLdWpozp1VLeO6jXQ/UZ6wEgPGKmhHHo4lxkx0WNmZtLKTtvYGRs3Y+dmHNycg593cotOdtHJLbi4eSc3bWEWbOy6h1v3csd87DEPd9onnA8wCxZsyoSdD/D3y2TXC9gLeezlIumVQumFPG7Dz5z1MecC3PkAe9bPnM9jrhVwmwH6pItaczLHnMwxB3XcSZ/0MCc89IqDWnUyZ33MeT+75maX7MySg1l0cEtOYcnFLzv5RRc/72AXHOyyiz/mFdY93KIFnzAgKzbivJfa9FMX/dSmj7waIC960JVcaEYHzBuhVRNy3AKvmqB1G7puQ9ds2GkXcd6FXXRh133owyDypAh9GERveaDzFsmqQTyjEU+ogXENMKYBBrMlPZni7kxJS6q4IVXckikZUIOrFviqD3lYgD8pxO/nwY/y0cdB9KYHOp0rmVZJhrIko0pgSg0u68DjOeBaDjivEY8pRUNqYEADD2jhfjXcp0H7tGivGhlQg2M6aNIITeQg4wZkVAcPqKGubEmnEuhRQz0auFuNdCvBrmygWwl+0lLbdm8L27M9LHx7WMTOHZGf74z+/DPxF59Ff/5Z5Gc7InaEfWofj9oZFv1ZWNRnYZGf7Yj8bGfEzrDInWHgl7vQr3dJo79KISM0MnF+KlGuYvyHcUcyZkvGDHGwUgqoZYBWDmYLQBYPaGSAJR5074fKUtE+IzljJ/oNcPkhsSs2WkOHK8k9Fnm0dx/gPwDmJcF5SUj+QcSkkKSge5Ph8CQoPBHYfRDZo+GinPGQLRbSstFGNlLPRmbhe9X4HhMT4VOIKg5CdWlQQzrUq4YHdUhnNtySDrQcFvdnA4NKsOWguClJ1JMqGc8GJjPFQ6ni8QzJska8bpCcNwH385BvKshXJfjrEPaHdvavI/K/jin+eUTx5y7+z93C32fj/2dl338uxv/7QsLfV/f/x+r+/1yI//tkzL/Nxf3L0cR/mk34aSLhm6kDzyb2bXXEnKuSrhRwsy52zMaMO7lJtzDtEubc/GJAthRQTHmEOa+wHJDP+2RzHmHByy562QUvvxSQjtvZUSs57aSHjHi/HhnJQaZysWkzPpqL9emxpkyobH90flyUUxaVw0aa+ChnjCg/QVx7SNKVCQ6o4D4l1J4GtKaBHZlw1SEoPwEo3gfWpSLdSmxYS4wbifEcYiKXmMghFs30xTzutI+ZMODNaWBlsqQpFZrQoSfs5OUAdbuQulvK3iykLweIMx5iWAvN6cCrPuyMAz/twK4FqUs+4qoXv5pHbLiR8x7ktAud0ULTWnjNiU2ZkfpUsCBeVLxPXJ2G+PdJNPRek1QUOIDmJSN5B5HSFPRIOtauplp1TLueHbBIu3PYeiXRoKKaNXSnnhkxs2MWttvANKvINhXZq2OGc7hRMzth5SdtwoSFm7JwU1Zm0sqOm5gJEzthZkdzmeEcbszEjZuYoRy6z0D3GqgBIzmYywwYmUEDOagnOzRkczbRpaH69FSrCm/Kxnu01KCRHsplR83chJWdsPITFmHKyk/Z+Sm7MGmTTliESaswY5fOOmULTmHRyS04hCm7MGrmJs3MlJmeMNNDuUyXlurREr16ctTEzNrZaRs7Zub6jexQLjtl5WcdwqyNHzWxg2Zh2CobsvBDZn7CIZ20C2MWbtTCD5uFcYswYeHHzNyElZuw8eNWYcwmHbXzEzZ+ziGdc/KTNn7MIkxYpdN22ZJHuuyTLbiEeTs76+BmXPysg11w0nMOesZGT9roERPdayA79GSHjurQkZ06skNHteupLiPTb+IGLeyglRu0CYNW6aBVOmSVDttkQ3bZkF06aBOGbcKIXTpsl444ZKNO+ahTNuaQjTqkI3Zh2MGP2oVxmzBhYadt9JyDmrYQEyZiysEu+GULftmcm1/xCat5ssWAfMEvXy2IPVaSeLQwcSk/djkvZjUgXw8qzpTEnyxNOFYU123hCpOhLhWxXiDbKJGfCsqWvdyMi2lQo7mK6FwhKi9Rkp8M5h+Ei1KQ0sNIRTpWk4nVZmJ12XiDkmhSkS1qslVDtqqJTyZEu4bo0OKdOqLHQPb94xGXHsqhRnKpMRM1bqKmLOSMhZyzkPNWat5GzdmoWSs1Z6eXnOyyiz3q5o56uGMebt3LHnMzxzzsCb+wHhBW3NySk1twsCd87LVS4VZIdrtMfrVUOmOnBgz4Rr7wtinhm/qYy0H2uItZd7On/Oy5PPacn93wMxsB9oyPO+VlT3wayHDRRx30oo1atJFH7eSai1lz0Ys2as5KLtioBTszY2Nmrey8nZ2zsjM2btrGTtuYaTszaWMmrcysg59z8KMmqiUTqk+VDBuQY07inI8562OXrcSiGV+y4mN6eEgLL1qwCz7yZj51I0BuuPCTdnzDS9wqoO4Hyft5+JMg+rQAvuWFzlmAFb1kRi2Z1EDjGmhYDY/okFE9MqAC29LEdYdENclR7Rmi2Vz4rAu9mYffy8ceFeD3g9gNL3jZAZy2AHNa8bBS1J8lHsoWj6slMxrJsk6yZpCs5wCrevGUMnogK7pXBfap4T410qtGejRIhwruVEJ9amhYC47o4RE9MqJF+lVQe4akLVPSo4Z6NVCX+v/HnQvrv9mzfUfEzs+idu2K2vVZ9Be7RL/9XPT5Z9Gf7YzcuSNyR1jkjrDInWGfKCp6146oXTuidu2Q/HYXseeLWODrw3RUthCtkYly4gH3Iawgk/IeJvWxoDYGzN2HaGLATF6iFCTGONAUD5viYWs8WHwYadMSA0Z83IJPmrHxXLhPC9VnQP5EsUkelSsXWWOBYBJUkgIFk6FgMujdB+TKxAap2CiTGGUSswKwx4OBZMQaB2RSkSo6Ss1EKqm9Gio8VxptUQBWBeCKkxQdBFuVSF0qWLQPKE2ShJIktSlgQxpUmwLUpUjaM8BhFdSfAdQmRlXGR9UdiG4/JBrLBE7ZkasB/KobuR2AH5fgryuoNxXUhzr2hwbm9w30r53sX/u4fxkS/trP/+/JmL8vJfxtUv6vQ8LfZmL/e33f/6zH//dG0n/fyvifm2n/sr7/h9mE15OJj/viHnTFXa9XrOTxI1Z6MIccyKHG7fy4g59yckcDwpKPH7PRYxZq2cet5gnTLr7HSPWbyCkHPWLEupRQrw6eteOLLmrMTLarkOpUSeGBaGdctDVG7IkX+feJfYmSkv3AkRSwOR1qzYAb08DaFKDyIFB7EDxyGK7PwNqVeK8G79Xig3piSId3q7EuDd6lIQZ15JyFmrVRfTqsVYV16alBEz1loWYs5FEHdT6Pvl7IbgaZMx5yw0uuWrF1K3rOhZ+yY7cLyAfV3I1y/kqZcMzP1meC7thIT5zIHRsdiBdVp0It2XCXCm3JgiuSgfpUqCkTKTwABg+ArTp60Mr3mbhuI9drYAZzub4cvtvIjtrlAxZpnZqoU5GVWURFFtFlZPtzmAYlWZKCFCaBVWlou47u0NNNKqJFRbap8DYV1q2jBo3siImdcfAzTqHPSA0Y6FETO2ikJi30kJluVhGdanzASA0YyBEjMWbAe3V4TQZak4526akOLdGmJnoMbKee7jWww2Zh0Mz1mYR2ndCbw085ZBMO2ZhdWPAolgOx0y75oEU6ZOaHTcyUlZ13CdN2bt7BLrq4VTc3Y6Y61VhDBlKXgQya2JWAfM4pHcxhe/X0cA4zZqInzPSchZky0bNO6bI/ZtYtnbBx0w5hxiUdMjPtOqpNSw7lUGMmts9ADebS42Zm3MRM2IVxhzDtFBbdwoKTXXBys3ZuJIcdNXHzHumCVz5h4/p0xJCRmrTz41Zm2s7OuIRROzds44dtwpCVH7YKwxZ+2MKN2Pgxl2zALnRbuJ5cbiCXHbHyY3bpmEM67pBOOqWTLumEUxh3CBNO6aRDOumUjjulk27pjFc24xamnPy4gx+xcUNWtt/C9JqY3lxmxMZMu7hpBzdqogZN5ISLW/RLF3zSBZ90ISCb9krH3dK5QOxSQfxCMG4+L2bBK13182cLhcshxaVyxUaJdMHDtWTD42rwch55q4S5E+LulrFbZfS6j2hWQmXJorpUqDYdrkiDatKRugy0SYm1qLEWNdaqxts1RKeO7NYRfQZyKIcaziFHc8gJEzVlpqYt1KyVmreRCzZq3kbNWMkZGz1rYxbs9JKTmrdRc1ZqwUYeddLrPvZcgXA5FHO9Ku5qRdzFEsXFQtlmULiUz18q4DfzuUsF0s0i2YUC2bmg7GyB7Eqx9EGF7H6lcK2UuxaSXymPuV4qfVgp/dAc/7Yx9rSPGTfRE1Zu0SOsBaTHvdy6h1n3MsfdzDEXs+KkVl3UqotZtNMLNnrRQR910itO6qiDWrAQCxZy0U7PWsnxHGzciA3q0B4l1KdBerVotwru1aJDOfikiViwMRNmskuDdKqxkRx8xUVeKeLvV8julQmbAeq8j9j0Exe8+BU/ea+IflbOfFPFva5gHxSRd4PEoyLyeTHxLIje80HXXMCGHVo2gOMq8YgKGNXCYzp4UAV1Z0FdWWCPCurMkrSmS9ozJaMa4LgFvuCAr7iAW374fhC7l49e88AnzJJ5nWhCLRpWiUc1kgmNZFojmdGI5zWiFZ14VS9ZM0hW9eLJ7KjOtMi2LEl7NtiZDXWp4C4V0qWEulVgvwYc1EJDOnhQBw/pkSEd0quG27LA9mywPRtoygKasqFmJdKUDd0+f/w3n2peoz/fFbVr5ydE7tzxf49SEWHbI8K2Re7YHrkzLHrXDuDLz7Ddv5WKdmeyIm8yWpBGBNPJYDrhTsHsBzFHMmZLIgxxsDYG0MeBGoVEFwPqFaAxFjDFA8ZYwHcA6jKQs0560oyNmdDRXGzciEzlwoM6pCkLLk0B/YlA/j6o+jDSkA43ZiDVh6HgPsCdADoTAN9+KHAAdSeiuQogmxMdxCP2w+HJ6N40IjyTjlDSkVpOZBAkBl5ilUtKDgJNWWDFAXF+rCgQJ3LHiD2xkkAiUJwMlxwEi5PE1YeBULLELdvrYMM90oiapOhhDbxgxebN6KgSGMoUTalFy0ZgzQRfdCEPS/D39czPLezPrezPLcwf2tm/jEh/6eH/0sP/65Dwr0PC36cUf5+P+Y9jiX87mvj3pYT/Wkn8r7V9/3XqwH+dSfrPUwf+dT7++175wwbhdq30WhW/WS4cD3BTVmrSQo2ZqV4D3qFC25XouJkeN1H16UhzNtKuRI6kQlUpYE0a2G/Ax8xUtxZvyESaVWiTEqk4jJSkIIVJQHGSpGi/uPyApDkV7MpCOrORbiXao8F7NMSAjhzQkz0avEeNDqqRIQ0yqkeHNWh3NtyZjXQqsU4l2qPG+vXUUA41aqL7DFSvDh8xEkM6bFyPzOcgyxZ8yUYtWIgTTvq4izpux0/ZsMse7H0d932H9Fkdv1XGXg4y47lYbRrUoCLqtWRpJu4/hPqT4FAqWnoY9SYAR9LR4Ry6JRurTkW6Dey0Szbtkk275LPu2Fm3YsGrmPPHTXnjx5yKIasw5VZ05wq1KrpewxzJoiozyMJUvDAFa9YwY3ZZdw6XfxDy7ofKUuDKVLBFTfXm8AMWYcolm3YLA2Z2wMT1GOkWFTFq4QYtXE0mVp+OdGuJXgPZo8cHtci0CR8wkG1qfMjEjJiYNhXWqaV6jWy/kR0ycd0GtieH6zFyQ2b+U9hl3M7Pe+SL/thRm6zHyHfqmRYV2W+kpu3ctJ0dM9PjZnbZxS862GkbO2CgBvT0kldxujh+xaeYsvKzNmHJKZ2zszN2dtJMD+mJJRd3Jihf8QkLTm7eKV0JxK4EFFNO2aiVm3Ewyx5hzsFPWrlZO7/o5JY8wrGA7HSB4nSB4mSe9GxQeiogLNrZdS93Lihd8fKzDnrERI2b2EUnO2+nJs30uJWbcAjjTvm4K2bMJR+2yyYc8hm3fNanWMyPnfbJBhx8dy7XZxKG7bJRu3TUzo85uAknP+niJxzc/7nKCJNO2ahDPuyQjTmlU07prFs65RSGbFyfhe0yMa1Gps3ADFi4GY9sKSBfyZMu+fkFv3TOy896pXN+xZxfPueTLeQpVgvjjhfGnCyUnSuSXizirhSzl4uYK4XsZgGzEaROBblJGzWXi1z0YJcDxNV88nqQvBokLwbwYw50IgcZz8EmcvEJEzFppqct9IyNnrVTnzBvp+fs9JydWnTQy0562UkfddIrLmrVRa06qVUns+rmV7zSZa+w5JUt+WPmPIoZJz9jI5et1LqTWneT617ueJ7sbEns9Zp9t2v33axK2CyNuVgce6FAcSEo2yyUbQS48/nc9ZBiqzrhZnXCrer4u1WxT6vkd8v5U/nshSL5w5rYrWLmpAW+4iWv55GnnfjlQvZqmfRmSHE7JD/nZ9Zc9LqXnbeRY7nEtI0+6uHXA9I5GzWkR4d06JgBHdYhvWqwNUPUeDi6KxvsVAJVyRH5sbud0q+DMburk/Y2pkb3KyUjOnAiB161YRf99KUAfdFH3S7knoTYVxX0d0e43zfwP9Wx39UwH2qY91XUu3L8YwX+sYL4tpz8JkS8LsEe5yNbXviqEzpvlZw2SdZygFmteFgp6ckE2tIkzWlAZxbUlQW2ZQDdmcC4Flw2QasmcMUEnLAClz3wVQ96wQ6et4gu2cTXPdAVN7RqFI+rRBNayYIRWsoFl3LARSM4p5PMakQLmuglreioXryiE81kR/WlRbamR7dkSdqywQ4l1KlCulRIjwrq1wDDOmj0U3DK8OnHDx3SIV1KsD1L0p4NNmeBrdlQmwpu/cRSkZ99FrFzZ+Rnn33y8SJ2hO0N2x6xMyxy547InTsidoTt3bF9b9iOiJ07xV98hu35QgHuyZaK81LxGi0bUtL+NMKXRjqTMet+xJWM2/YjxjhQFwPoFGJzPGRNhG2JsC0BssQB9gSoOhMbNpFjJnzYgAwbsSEjNpGLzFvhCSPco0YqD0p8iqjCRPGRw2B7Ftyvwfo1eI8aa1dhrUq0VYk3ZGKlhzB7LJhFRx0mItKJiEwqMoPcm4zu2Q+Hp6ARSjJSR0flctGBBEnJAUlxgqh8P5AfL7bKxfZYwB4rtsaB1ljAHiMKJIh9cdFW6d4cZo9N2Ft6QFSXCrZkAO0Z4sr9UUHF3sp9kbUHoqsSopqSokaU4jUbfC2IbxURdwvwFxXku0bmbTX1Yz39azf/l27+1y7uL93c/zMi/Wsv98+90n+bUPzHtOI/p2P/ayHuvxdj/3NK9u+T8r8MKX4ciHnXo7hTK5130A2ZcHM22qvHu9RYVbLYr4isOwwNatH6VLAuDapLA0PJwJF0uD4daEoD2zLh5kywQ4N264j6dKToIGhWRGeT4TlClDtOHNwH1KXBXSqsR4MN6ImRXGbMzE5amBkLPZZLDRvwiRxiykRMmYkxA96vxQe0RJ+W6FWjIwZ80kKPmZkBPdmcDjcfBkZ06JKdXrRT47nESA45kktNmaijTmbRQa7YsQUjsuFAv6vnPjQyz8qwJ/not+Xkt83SZw3yFw2K+3UxJ4PClJmctZKTZqJXh/cZiCEzM2Cgx83svEs254lZ8scsB2LW8uNOFiWcKkk4G9p3oix5pThptXj/UkHCckHiuDu238yPWPkRq7TTwHfq2VmH7Exh/GZJ3Kl8eYcGq0xHe41sfw4zbOIn7dJJu7Dgkc+6hWk7v+QSZmzUhJmat7MzNmZQjw0bsGk7N+sWxu38tJ0/5pPNO/kxE73s4k8XKObd/IxTWM2LW/HGzLukwyZm2squeWQX8uV3KxUPKhVb5fLNYtmcnRvNoU76+QvFitP5srNB6UY+v5HHbQS5y2WKK6G4Y375kls44RUuBGWbxTFng9Kzfu58gD/n48966DNuesPPnXRTcyb0qJ0+6+OOu5lVF3Pcyx/zSc8VxlwuS7xUlnilIv5qRfxGcey8nVvzcJdL5CcDwppfOO4XjvuFk/myNS+35mY28qW3ymQ3ivkzXvqMlz6Xz6972DNu4qIPP2bBFk3YCQ9zOihfyYuZ8co7rbJ6ndCVKxtxxoy5Y0ed8mGnbMAm67PJ++yKfpt8wCbrswrdZq7fzA/b+AmXbNIlm3HLF4MJ04HEUXfcmDtuwh0745FPO/lJJz/tkk27ZeMu6bCNH7Vxcy5+LU84VcCfymfOBPkzQe5ckLtSKrsRkl8vk96ukD88EvekPu5lY8zrBvmretmTGv5GMXWtiLtcLJwLsmcD9IqTXLBga3Z8zYGtOdB1J3bChR+1ISN6qEOFDBrQOQu+YCXnbdT8p45XB73opJeczJKTWXQyS07mqJs95mGOeZg1D7PuZda9zLqHPullzgeFS6Ux50tiThYojgVj5nyxE07ppIWet1ArdnzNiZ/wsafyhLOF0mMB6ZpPOB3g1/OkZwpiNktir1XEXSuPvVIsvVUiPK1SvGtK+Nia+K4x9nW1cCdIXg6Q10uEV/VxP3Um3ClhZzXAWi68YYcvudAX5eyHBv7nFvkPTfJbhdSaHTvnpU448XkTsmonTvvZdQ87bkC6siTdWZLubElzurjhcFTtoYjQgfAjKZFNGaLKQ5HFieEV+/f2Zopm9eI1s+SSG77qRS77kKs+9GYe9qCIfF3OvKugvw0Rb0PYj9XUL/XsHxu5PzcJP9Wyr0qw+3nIJSewkiOe0YoX9eKjBsmcRjyWHT2mEo+qJCMqyaBS0pUhbk0VN6SIag6KKpNE9YckPZnAjAE+YYUvu+DbfuROANnyw3cC0N185IYPueiCTpmij2mj1gziZaNkXCUaVoqmdMC8AVowgos54HIOtKCTzGvF81rxvCZ6Xh01pYrqTY9oSY1syRS3ZoHt2XCHEulQoR1KtCMb7lFBgzp4xICNGrExIzZqwEb06JAO7ckG2zMlLVlgYybYnAW2ZoHNWeDt88d/E7XrH5MZETt37v2kn3b8Iyz1CeFhYXu2hYVv3yH6fBcZ+VUqL/GnEtU6pkpDF2aSvlTCeRCz7Ued+xHPQcS+HzInQOZ4xJwAWRJgSzzs2geVHoJKU0BfoqRgv6Q1CxzSI8MGdNiIDRrwsVxs3orMmpBhHdKYDlYki2tSgPrDQF0q2JAOtWan8uaDAAAgAElEQVSAg1p0RE90K9H2TLg1Ez6ShpYkw/ZYsUEabZFHu+PFvniRRRqpZSMz8IgUJDwZ2nMA3JNJRSqZKBUdYVeInfGAIw4oOAgHk0BbnNgWJwnsh0pT0NBhKLhf7IiJ9u+TlKYgRQehon3i0AFx4T6xLyayKF5UEBPtYPY6mD0B2d6q/dEdaeLBTPGYMnpMFT2qij5uBu4UYS+rqLfV1Hf11B87uX8alP7Swf7QyP7UQv9TH/cfUzH/NSX/tzH5H3vlrxqFGyH+QjF/OsjNO+k2FR46BLWoiYFcpjET8cdEOmR7y5LFLRngkRSg/CBQmw63qvAOFV5zGAglS5qzkB490anHj6TDVYfh8nTYEi/KosJzZFH+A2BhClp0CC5LgavT0LpMrFlFtGvIbi0xoCfHzcyMnZm2MkM5ZK8Wn84ljrvpBQfdq8M6M6FRHTplJsdziK5suOGQuC8TWLYR6172uJc75uPmXHR/DtGchfSqkREjOqCBS+MjQzHh02rJSQtwxQHe9SBvyqlvGoVntfx3dez3TdyzcvpRAf66nHpQQl32EveK2YtBetmMXAow9ytkt0ul1wv5q0XClQLhfkj6qj7meV38VkX8rYq425Vxl0tiLhQpTuRJlxzMGR93o0R2xs8ftVE3ioTXTQmvGmKfV8s3/fS6g7wc5K8VCVeC/MUAf87LXS2SnfBxqxbiio+66CMueIlLfvyyl7gaIO6UMg8rZU+q5Y+q5A8qY+6F5DeKhLvl8mdHYt80xr1piH1aE/uoKvZxeexWsfSij77sp6/lcc9Csp+aFX9okv7SJPtQr7iSz52yEw9LuJeV8qel/KsQ96qMe1bGfVvN/9go/9gYs1XMnXMRl13EHT/5sJB+UEQ/LqKflTD3C6lbXmTLgz4pol6W0o8LqDsB8mkB9bSIelBI3i+krvjIm0HmeZX8Y1Pijx37PrQkvjwSf72Qf1TOfWyUvzkif1gpvRJkrwTom0Hmgpe86CHuFzGPS5i7QeK2H9vyo3eDxFYeejcPvpeHbNqgDQuwlYc+LmdvhmRnCmVjbqFBxzTq2G6rvN8eN+iKG/HEDTpjemzyHpuizyobtEl7zXyLgW3Rsy16tiOH6TPxU075cl7sSn7sWmHcamHsUp58yc8vuJlVD3O+QLhUIrtYLJzJZ075qM18equYuVtK3yml74SYO6X03WLyUQnxLEQ/qmCeVvLfNsg/tMb+0Bn3Y0fs9+1xrxtj7lXwd6vk16tjzxRIz3rJy0F6s5A/7WOOOfAlK7pkQefNaJcaDCaJrbGiihRgzIjNmPFZCzn7qSzVRs/amFkbO2tj52zsnI1esP+DrlbdzLqHOeFjT/uYDT99JUjfLma3yvgbxez5ADNnZ8Ys7KxLOuuWTjv5FQ9/NsBdDrJXCthzAfpaAX2/jL1Txm2VsFtFzMMy/l4Jf7uQuVNE387H7+YTj4rp2/nUhgOd0UgWDODdEvZNrfC8RnohQM8Y4QkDNK6HRjXgUi58OUDeK+W2SrgzXmrRgq7bsTUrOqmVjKnF41rJoErSeji66VBUV4a4M0PckipqTxP1K8FhIzaag0+b8EUrvubAN/3knQLqdgDbCqB3AsidPOxhIfEgiN0Poi9KiA+V5PeV5Hfl5I+V5O9rqe+qyTch8n4BdcGBHDNKptXi7vTo2oPRtcnRranR3ZnifiXYp4Z61HCPGulUQi0ZkqY0SVOapPGwpCFF0pEumdJDZxzo3Tz8YRC/5oIu2KDrXvRuPvagALuTh970wdc88DGjeCwzajRbPK6RTOmBKT0wqZVMaiTTWvGsTjyvFS9oRYta8ZxaMqMWTamiB7Kj2zNFrZni1kygLQvsyIY7suF2JdyuhDuUcLcKGtDCn1hgyIAN6/FBHdarRTqUUHMm3JCBNGRAjZlgYybQmAnePr/+Dy0VEfaPDO8/aGn79j3btu3Ztm33//pfu7dv/3rb9r1hYdjXv91HRBn24XkZdImS9qXirkOY6yBmToBM8ZA5XmJJAJwHEEcSakmErfsQ2z7Eloh490F1GVCrEio5ILLLIsoPiibN6JQJH8vBR3LwCTM+Y8JG9ciwHu3XIo3pYHmSpDBB7IsR+WNERYmi8n3i6iSwbJ+4MC6qZJ+kIF4SiBObZeIMIiIN3ZPDRVQkixtTgZrDQOF+Sa5UlElGHsYishhxOhN9ENubQUVo+Sh7rLjoEFSWChenQGWpSE0W3qanWnV4+WEomAwWH4ZDGXh5Bll0CC1IgksPI0VJYF68xCOLtrDhFm6vQxrpi40sjI+sSIgqiQl30F/Zma8q94WPqCVrNviiB90qJF8d4d43sa+rqRch4mM98Zce/p8HpL92MX/pl/7YrXhWL71dKd0ols072T4j2a3He3X4gIEcMrHtGqroAFiWLB4z42t53IqXmjITPWq0S4k2ZaB5iaB/P1SeCjeq8OosNJAgCSUB1WlQ/j5xIDaq/ICkPh1uVqINmUh9BtyUjYXSUXcCULAPaMjAjqRjHdnYjIXs1WJHUsDODHg+F1+xEQM69EgaXHcY7shCh/XkeC7emQV2ZYBHbfi6n56zkWsu5mKR9KiXq82E9WyEBt+TS+/V4rsTIz5P2LNLh/yuODaiLUU0rhSftEDLOeCKHrjnR16V4c9LqZdl9JsK5lkZ8yBIvixhHpXQN/34VRd624++KKFelTAvQ8zzEP2+lvtTZ8wvPQnfdyY+rZFfcuPXnMjTAuJRIXHdh93y4i9L6adl7DkXftlNPCtjX4TYNyH2dSn9tAB/VoR/qGR+f4T5vor+ppR8WURediKXbfCjPOyuH7ntR657oHte9H05/Ydm4Q8tsndVzMsy8kMD//YI/7KM/qlR9ufO2N83CT/UsN+W0c8K8ccFxC0PetMJP8nHXpVQ7yv4byuYb8uojxXst5XCvULupod6UUg/K6Qf+fFXQfxJHv4wgL8sJD6WUz8f4d9UMFt5+BUbfM8Ff1dO/ljLvavkXpVzz8u5J0HiTSH+Qw37sZp7U0w+DSAfS7Bfqpn3IeqeF73nQT9WUH9u5P61K+avnTG/NMt+bVV8rJO+qWJ/apT+81Dcr30xP9QyP1YS34Xwl4Xo0yDyPIg88MF33eAzP/RNAfKmEHlVhDwrQO744Gt24I4LeF0Ef1uGPi0jt8rYC8XcakCYdLNjLn7crRjzxoy6Y0ZdMeNuxawvZjkv5nhAejLAnQywJ/zssoeZd5LLTnqjgL9UKlwo4K8U85dLpZeK+dul3J0Qv1XGPapgn4boZ2XU41LqcTn7qkb6olq4V0TczsfuFjP3yrh7pexWIXm/hHlSK3/ZoHjbGvu+PeFD1/6P3Qfedx541hh/v0L6tFbxsD72SpnsUj71sFL6pCHxWonsjIdadeArNvyUEz8boOddZFU6UH4IGDNikyZi0kzO2eg5GzNnZ+bszKyVnrXRszZ62kL16IgjmXBNBtyYjQwZ8QU7veyglx3Usp1cseHHHORJJ7Fmw4a0cLsSGbVyJ4OK6+Wxd6tirhYJmwHmaj51LYDfycfuFRBbReT1AvK0HV4zQUdzoTkjtGLH15zEUQs6o4f7MiTd6ZLuDMmgElgyw8dtyLIJnjEiMznYVC46oIU6M4G+bMmUAVowITM5yLAW7skGmw6LqpMiQ/v3FsSFF8TtrUqKqkuJakyJ7M2SjGvBpVz4hA3dcOPXCrhbxfztAvpOAfmwiH5Vzr4oo+/k4/eD5KNC8nER9aSYelKEvQkR70PEqyL0UQF2N4Df8GIbDnjNJFkyAiNKSXdadG+GqC9LMqiBh3XokAYZ0kBDWmjMiI3osT412qOCO7OBPjU0oEV6lFCvEprQwafs6K08/EEQfxjEt/LR8y7onAO65kNuBZDrXmTTAZ21Qqet8LIRHFdLhlWScbVkWiee1YtndeI5nXhOK5rTiBb+4fVFz2vF02rJmFo8oJL0KIEeFdijgruVcI8K6VZCndlgjwrqV8MDWnhQhwzqkAEd0q/D+nV4rxbr0iDtSrgtG23NRluz4cYMsDZV0pgBbl1Y/83esLC9O3bs3R4Wvn17+LZtu7dt2xO2PXxHWPj27Z9YKnz7dvEXuwTx7lQ2ypgI2Q9ijoOY8xBuSUIdhzDHQSw3ATIlQMZYQK+QWBJg+wHElCAxJUC2/ajzAFpwCG3I/LT3DDVkQNWHJT1aaNqCTpmJCRM5a6OmLXifBhrUIeO5aK8GakwFy5PAQJw4P1Zctk8SjI/2SCPt3F4TvccuRFkFkZaKOgTtFcJ/R375xSHx11VJ0aNacMIAjRmQThVSmwZXpSCVqVjhIdiVCFpjJBaF2BUP+PaD/iTQdwAKJMHFKXBdNl6XhRYlAfnJYHEqUpqGFacS/iTElQAUJkN5iZJcdm8Os8fK77XLIq2yKBMfbhPCPdJwJ7/bIezJj9tbnRzVnCoeUIMzuciyFT/poc4HiA0PtunF75SQTyrox6Xk8xD5Yyv3+w7+l07+lx75t23yq2X8US+35GVnbNSgkRg1URMWpt9IDZrI9SB3rVqxUSqddpJH0sCqZHFVkiQQJyk8BBcdAksPArXpcMl+ceW+6OqkqPKEyNZD0QNZwKgGntAhozq0T40MG4kOI1V0EKxLAQaNRG0GUncImM3BerPAnnRg3UGf9DGzVqJdhdVkELWZRH0G1qUh+/VkezYyqKOOuri1ALfoFqbtfJeOKEoCDGzEvujfSb/+XL77c9nXu4gvduBf7IzZ+9vD0G4lscfChxfFRxYlRNUnRR/Vgdfc6MMg+aKMflnBPitnHxQxdwvoB8X03QLqrA1dywXO2+ELNvSGF38ZYt7X8j+3yn/ujv+mOeZ2CbvhxK64kVtueMuL3A1gN7zILT+2FSCu+vFLLvSiFb7pRp8VEa/LiNelxIsi/G0Z9VMN9Ws983MV+aoAvecGH/mg10XE0wL8uh87awFvuZDvaoVfO+P+0K54WsE8LqF+aOLe1wkP/NizfOx9OfWhnHhbQjwvwJ/ko/cD+AUHcs0GvgmiH0PE+3LqTTH5TTH+toR6UUjf8uK3nNiHEPNLo+ynBtnHOuFOHnHbDb8uIn6qZX9tkf1YL3tRztwNEC+LiD83Mn9tE35tk/3UJP9YJ38boj6EqN/XCX9oFN6EqHse6H0J9pdG5m05cd4E3HRAf27h/tav+Fuv4o8Nwk+1zK8t3Ltq5mkx+bGW+1OX9A9tws819M+VxPdl2LsS5Jti+GUQeeyHH3nBN0H4+1LsuxLk20LwSQC86ZLcckke+8CX+dA3JeibCvJ5Bf2wgr1fKdwoY68UM1dKhM1iYbNYulkqv1wmu14Rc7s6/nalYiskPAixz0P0i0r2QYi5X0x9c0R41yJ/WM3dLiDvFVGvKtkfG4WfmoV39fzrGvZxMf6slPqmTva6IeZNc/zzxph7IeZ+MfW4jH1UIdwvF+6U8Xer427VxF+vkD+ui3vdtu91W+KrtsQnTQn3auQPKmWPqxUPqmU3Q8LVIHW3jLtbKb9ayK47iZlcbMWC3S1i/ql/319GDhz1U0fSgDkjcsJNLtjIaRM+ayZmzOSshZoxk9NmctpCjOWQLWo8lIZWZKD1KqxTjw0Z8VEjPmrEhw3YsAEb0GEDWrRfg9SngQUHxKEUSb8OXXcTl/LIS/nsjSL+rI9YtmInneRxO7FiwY7ZsEk9PJAFDCslQ2rJUQt2OUif85NjWrA1VTSgBGYM0LQBnDNBR63Img074SROuYjTbnLdSRy1EosmdMGEzJuxcQPcqwJbM4CGw+LuTPGMAZzNgWdz4GUTsm5Hz7mx6z78XpB4WUa9q2TeVTDvq+gP1dSHCuKTg/eneu77SuptOfm+gnofIt+GqPv56KYDOG+HzlqhY7nglBac1kILRmTKAE8bkBkdOJItmtCBs0ZkXAONaZFRLdKvhDozwc4sqFsJ96mgASU4qgUXcuATNvSkHTlug0+58Ct+/GEh9rQQuxtAbvqQqz5o0wuetkrWckTHcsQrOcDRXGjRCM7rwTk9NKuDpjTApFo8oYqeUEVNq0RzWvGcVrSgFS3qoue10XNa0bROMq4FhtTAoBocUEMDGrhfC/eq/5HP7VaCAxp4WAsP6ZBBPTqoQwa0SJ8W7dFgXWq0U4V86iVpzoRrUiSVydGVB6Mqk6Nvbhz/zZ7t2/ds3/5puz182/Y927aFb9++9/9Kq+3bI8J2IF//Lg6LypBJjAmQ+xCel44HM4j8DCKQTrhTcFsSYtsP58RCailgjIVM8XBuHGBJhM0JiCUB9iSCoQOi+kNRHRmSQT1SlSIu3R81oAGnTOhYLjlhJsfN+IAOHtHDY0akTw33KuEuJVR7GKxMguoOQ1UpkuJEkU8eZeMijHREBh6ZIN7D7v4C+e0u+PPP9kV+mR8T2Z0lGddJZnPgBQu+aMUXrPi8FZ8wYT0atDUbaclGWlRoXSZclARY5SItG6lkIvVSwBoHOxPAvGSoKAUtOAjnJYGeRIk9JtqTALhixZ9Yyi6P9CZIHIposxBhk0bYpOE2Wbg3Pqpov7giWXzksKQlE+5W4/06fNiAjxmxMQM6ZcRmjehiLrJghGY04Fkn+qiU/FBH/7FT+KVb+kOH9F274lVXzL1m2dVK/mo5f9JHnMpjNitkG6XSjRLpsXx+2Eo0q5C6DLT2EFSdArVpiVYN1pQBDRjQNiXUkSoZU0kWDOBxM7KQiy6a8GUzOWnE+1XIiB4bMpF9OmzdTV0KycfM9KAKWbHgR3Ox8176XqV0KyS9Usyv5XGjDr5JS9ZloCO57KxDGMulxi1cbw5Tl4WVpiA2hegw/LUifBf7u8/wz3fin+/kvtrFfbUL2hkmCgvDP/9MseeLZPHv0pHd2fgeNRlu5iI6DgNX3fiLUvp1JfOymn1eyT+rFG4Xsxs+/Goeca+A2srDtvzILS9y24c8KcRflhAfqqgf69hvK6k7AfRWHv64lHpcTDwLMU9D3I0gcc6Nnrajm27sihe74MDuFzBvj8he1/DPQvSzEvxhPvwogL4to94UEw998H03+LoA+X0t966S2/TgJ3PALS/y4Yj0z11xf+qOfduoeF3JfVtGPi/E73qRhz70eQH+TQn+bTH5qph6UUQ+yCc3PehVF/Iin/iunP6xlvuhmn1VSj4qYp4Uc7d9+HU7/LGC/n974/5tIPHPnbFPipk7HuSRD30fov7UyP+pSfr7Bv59JfNDFfXXRvpv3cJ/DMj/uVPxS73w+yry+0r65zr+z038u0rqoQ/+tgj9uYZ6XYzesoOP/NDPdcyvrdI/1jPfhfCPZdj3Ffi7EuxtEfZdGfGxFP1Qgn5Xir0rRF/lQ6+D0OsC5FUQeZkPvcgDXwbhN0XoqwL0gRc4bYycVkaed0CPg9iWG3qYj70sp5+FqOeV9Osj/Js6/m2j9G2j8LKGeVbBPK2kX9ayr+tkL+oVj2uE+5XcnXLmQSnzoIS7V0LfKyafVdDvGoXnddIbhfRWkHhby/7YpvjYLH9dx72oZh9X0E9rpS+bYh8fkd0McdeKmQcVwtMa+aNK/l6IvREk7pcwL5sTHzYmXq+MvVoee7lMfqOUvxtibxRQ98u5b5oTHtfGbJVzFwroY07ihAM770KuBbBzPnLWhM3noDeC1D8N7fv3xcNXKqUtWcCMBryWT5300sM6pE8NdWWD3dlgRxbUmgnWp4pqDkYN69ETebJTBfIzhbJZO9WqhJoz4eZMuD4NrE0FalKBunSwJRupz4BDKZLyFElTJtivgyeMyJKVPOakJozIvBnfCPDH7HRXurj5YGR7qrgtVdyRFt2VGb1gAC+60Q0ncswMr1jgs070ig+7nodfy8MuutGLbvyyl7roJjY95GUfccVPXvET1wLE1QC54cZO2pHTTvySj7hXQL0MMW+r2HdV9Lty6kMl90Mt94da7pca9scq6rsK8kM5+S5EvC3Ffqii/tIq/bVN9vMR/n05/bQA3/IhV13IaSu6ZIRXLcQZL3fazx91MKNabEwDLZqQo1Z0zUaumtFpLTCbg8yY8H4V3JUFtaUDbeniriygVwmNGbBFK75qQc640OsB8oYPveWDHxZiz8uopyXEwyB8PwDdcAGX7MA5q2TVKJ7MjhrOiBxXi6e1wJwemDcACwZgwQAu6ME5HTCrFc+oRZPK6PHsqLHs6FFV9IhKPKwUDSnF/Upxr1Lco5L0qsBeNdSrhnvUULcK7MwGupVgnwoc0EDDOmRYhwzrkWE9MqRD+zRotwrpVCLtSqQjG27JBKsOiUsPRIX2R1UfFNUfFlcfFN04u/ab8O3bw7eH/R/sCN8etjcsbO/27Xu3b/9kAEbt3Al99SUZtVsKhB8gIjUKMC+NqNOzjTlscRbhTEbtB2BrPKCVilW8JDcOMsSAGimgV4BqqeQwFZ0EhxuZ8JK4vS0pUb1qsCZFVBgf1ZgiGdXDY0akXwP1qqB+DTxigEb1cL8a7lPDE0ZkUIe0ZSGt2UhZksQuRNiFKAsXmYWFx0TvJr76Ev3tLuzLz5mvPk+VfOnk9xbGRVUfiOpKF49qwNkcaNEMrVjhVRu8ZEIWzfBRJ7rsxKZy4a5soDZFUp4szouPdsdJggeQyjS0LgspOQha5FEaLiKbiciiI7OZSA0XbeCicvlIe0y0N1HiTZD4EgFfgtgdG+2MjXbERLtjRQX7gfLDUE0aUpeONGQizdlImxLtVKHdarRXhQ5p0d4soH5/9LQWupmHPSrCX1dR7+ro71rYnzuEH7qEn3qlf+yX/aFX/uII/fwI82NPzLs22ctG4WWz7FmjcKeSW3EQk2Z0PY/ZKOZXPPSclTiTR50JEmfyiOtF9J0g8TgffRDEbwfwax78kgu76sauuLDTFuS0Bblfyr5ulN8vYe8XUrfzyatu4nkp/W0t86iMvldAPwmxD6u4iwX0hp96WMU/aVDcCnHXC+lhPWpgIxKiv5Tt2cX9bif12x3IZ2GSsDBJ2A74sx3wZ2Gi7duitm0Dd+4gf7tLvvfLfZKv90u+TgZ2K4mI+oPAeRu6lYfdysO3guTjQuZlCXM9nxwzohM65LqbeFVAfFuIvStG35fi78rxb0qxtyXYd2XYx1L0ge9T7yLxrpL+UMu9reJehqjHJdTdAmrDhS/lYusW4nEx+/sGxc8Nso9VzLch4mE+/DCAfltKvi/DXxcil62SU0bJsyLiRRl90owc1UHX3ejrEPNDPf9Tk/RlBXvTj950wfd9yPMC7FkQv+1Gbrrg2y74gQ95XoDf86OXXcgtL/6ylH1Wyr0sYV6W0usOYt7MXApwV73kJSvyogD/tYn/a4v0+2r2UT52zQ6u68XnzODrYvKnKvqnGvJdOfEkiD3Jxz5UUL8cYX+uYX+sIH8KYR/LiQ8VxIcQ/qYYe54PP8+D7nvhc2ZgUS0+ppNcd0CPAujDAHrXj9z2Ibe86F0P/MAL3/Mht9zQFRuwkSs5oROv60VnjOIzRtFpvei4Ono0NXJZBzwtoe8E8FV1VMv+3aWxe1ZMyKMiatMOb7rg827kjB2+W0y9rOHfN8l+7Iz9qTv2dYv8Toh6VEa8ree+a5Z916r4vk3+Q5v8+3b5xxbF6yPyN0eEV0f4B+X0kwrmaZX0bpnwoFx4WiN9ekT2sFq4WkhdL6AfVQhPahV3q+S3QtLNYuG4hzwXYG+VCVul3FYxfdWPbAWxF3UxW/WJZ0LxF8vjr5TJTvmpY05sUidZNCEX87lzPuKkBx8ygK0ZkhEVNKsHVk3wqg2fyUVH9fBRE/qsSvqXwcS7NdJuDdx6WDyqBroyxbXJkY2p0eUHIt2yr12y3XbpHiPzpZn6YjBTdDbArHiYJSfVpYKCiRFORYRFiMjhws3ScE9sZHGyOHRIVJIUVZkibsiEO9XIgB7t12EDWmzcgC+bsYte4kaQ3nCTU1pwOFs8bwAXc6GFXOioBT5pgzbs8IYDvuhGb+Tht4PEjQBxzY+fd8DrJuicgzjvpk5YsOMm7Kwdv+EnbubhNwP47Tzith/dCqD38/FnxcS35dTbCuabMuKbUvR9Gf59Jf1jLffLEf4Ptdy7EPU4H7vjRba8yE03csuH3SkkbgSIS070nB05boIX9OC0BhzIBAaygCUzcdbHnwkIK052JoeY1MITGnBcDY6p4QEl1JEBtGeC3dnQgAoa00ITOnDBBK3b0ZMO7IKXvBmk7wbJJ8Xk81LyXj56Jw99Uoi/KCEeBdHrHmDDKlrVRi6qo+e14kmVZEIlmdYAM1pwTgfO6cA5PThvABcM4KIRWNCLZ1SRIxkR/elRPWmRnamRnWlRHemi9kxJexbQmgm0ZUraMoG2TKAtC2zNBFozgLYMoD1D0pENdKnAXg3cq0V7dWivFu3RoB0qpDkbasoCm7Kg5my4IQ0s3S/Ki4so3rf3SEpUUxrQlAY2pQG3NtZ+8+kzInz7jj3bwnZvC9u9fcee7WF7tm0L37YtckeYaNdO4MvPsT1fEnu/JCO+ZKO+ioXClVIg7zBRo2ErVZT3IKKRijLoyMNExCEs8iAesQ/dm4hEJGERiUg4L9pNR3yZhn5VGBvemhLdp4LalEBVirjuMNinBkd1QL9K0pUpGVCDI3q4Xw33q6ExPTxnQucs6EQO1q/BK5NBExeRhe1JQ/bsk+zm9n6F/e5z6usvZHt/lyT+SkfsyaXDVdjXSvRrB7enJimqLxsY1YIzBnAhB1gygas25KQHXXcjRy3QpB4cUIHDamhQBfRmSYZ14IwV//94eo/vtrIs3bNmXRkhhcmQRAvg2uPuvQDoRO8Jd+FBgARJ0IAASRha0TvQgN7Ki6JMyHsTkkKiPJ1MREZmZZbLeuXWe6/NoEfdf0IPVK/X+gZneEbnt/be3/7OhXpx0ckfK2cC+bQzTWEgKQZJYZAUslppT6McacrKDGVdDt2YxzbkMA3ZjD+PacplmvPYaBnsNeIhM1u+qIAAACAASURBVBoxw0EDGDDAYRmNW/GEBcVMcEqGcybuTCV4HpF2e9Rv2sj7Nvxrn/j3E2l/HtX+2k3+MqT+z4XMf53O+LshzR+H1X+dzvwfS0f/j9Ws/76Q+R/xtP+YTv/TsPq3ce2/zGT9+/zRv85n/2ks/V8m0/+v1ax/X8j8x7H0f+5X/0ef8J+9wl97yN+143/qxv8xQP4YIZ8C+LcQ/lOf+Oc+8V/7xP8c0fzWLXwM4X/pEf5lUHjTAl/6wD93if9jTP3vI+r/Nqz+t1Hp32LaX/vVb1rxFQ/fmq0oUP6gTfhe/OE7+N03zMED1MGD9MGD7MEDzIED7MGD6IfvyOHfaxIP5VKJBWxiAZ1UyiRbUGowi5quYK96uKtV4JQdnnagE1YwZWA6ipjBUu6sA93xwgde8LQOvA4IPzfjx/XgaQP4uR489fHX3PRJK3utCu5Epd0O9esgfhvEb4L4aSM+4wKTJrBow3d9eD8kfAgL263C40Zy3Qu3/PhzWPjQij62okc1/EoFtayjZnWqY/nKgULVaRt3r4785BeeBsT7DeRGDbzpRQ/q4Ism9MJP7tWi61Xwjhc+rkeP6+FlF3/KBu7UkZ3OjHt+9eVKftPF95Sw4QJuxQpvePGtKvjEh/7YLv7zMfF1AF11s+syNVSsGi+nrrj510HxZSu5Xg3mDcxoseq4mblbA5824OeNaKsJvmzGz5vJz014v1395/70FwG8bKB6CpThXMVwsfKUjblaBS574AUPvFQFL3ngdS+4U4NuVINzTn7WwIyU0iOldLyCWjFSK0ZqrkzVl6Ool5KXzOAfRnOeBqT+3KQmzeFmbcKqUfmiiX8dhI+b8aqVWZep5wG80yF+6tP+cST9L7HMX8aztns1H3vVfzea8ctw5sf+jD+NZv1jLPM/prL+52z2f48f/beJzL+MpO/2aN51SDs92v2+zI9DOe/7s190pf8U0d5ulh40SS+jGc86sra6ju4N5G0P5j0MaX9qlbbatc/aNC+j2hch4UUret+T9qArc9mn3WzKfBTJPFOD1yrBohMO6ZgxPb1g489UkSUnHDPycTOcsYJZC5izwXkrnLPAJSu47RN/7Unf6VTP2/lgXmpLdpI/IyGUnTRcQXUVKRsykpqyU/zZKY1ZyS3ZybMm9mw1XnDBMQvoqmAjxaquYuVYBR030UtW6qybu1SLlp3siIGatfPrHnS2Bl+qxVfr0O0m4edW6U1Yeh8VdqLCTkTcjojvQngnjPfbyYd24VOH9KFd2A2j7TB5GxZeh8SnQfFaDfqxGl2rhTdr4M8B9aMmfKcWPG0SnrdIL4PizwHyNCD8HBB/9qNXQbwbFv/Yrf7SXv5rr/gvfeJf+6R/OCb9uUf6U7f0KSq+CpC7NfwND3+3Fl7z8psu7ryLPefizzr4L5a8Ezb2uI1bMrOzRnpBphdkdtLAjlQwQ2XsUBkzYeDmrWDFDlftcM3GnXXDi9XwShV/1weeBvD7qPixU9pvFz9EyKcO4XOH+Icu6dduYa8d74TRXgjttqG3Ae5JPXvZqTphUpy2UptO7pIbXHSDDRd32saccbDnXPw5F79RyZ9zcedc7FknddKmXDIpZ0zUlEk1aVBNyUzcws5YubiFnbZwcQs3a+Xmbdy8nZu1cnNWfsEOFu38ogMsudCiCy+4yLwLzznRjANPO9CEHcZscNyGYhYwqGe7SqmBcmrCyEya2JjMjZu4mMxtP7nzN1+CJxTffJt68Jvkrw8mff1N0lcHk746kPL1AdU3B+nvvuEPfU+SfhCTD4kph0jSD2rF4UKsdBwFTWWkw6xuqcDOLMakVelERRFMzaST0qnEPJCiVyv0alURVBbBFFe68lgJNSdza5Vwyc3PO8GEzI8Z6DUXe8YDVu38upNfd/GzZm7Jxm9U4x995LIPb3jJugMv2dC0he+t4FqL+JpcTi8qM1UJ2cojOi7JglNknFLGJxXQCXnUER2f2JSl7C9jJkzstImdNTHHndxmDbzWiK83kKs+vOmFJ5z8qo1btbKnHPylGni1AV2pR5fr4MU6dMZL5hxg2MD2G/hIGdtcyPgL2IY8timfbSuF/nyuOpOqzqKcGSqTqDAJClcaVZvD+gu5cCnfUcb3VKABEx6S4aABDOjAqAHEjfz5KvyoVfw5JL0MSW/ahN1O8Zch7W639CIA946p/zKe/rFL/LkJPvfDzz3SP4ym/fts5j+Oav7Qjf9hSPqXmPbfJtP+dVzzrzHt/5xO/z+n1f93XPP/LmX87/H0P3WSP0bJnzvV+y3oYyv8GCZ/aif/fEz4JULeBfB2AP4hAv8QRb9F8G8d4n5EeNeK99vQ5yjeagLPavkdP3zfxL9v5Lb9/E4zt+PnHni5H13gZg0e1zEl9CHh0Lfw+2/5b7+hDx5UHThIHTjAHDgIvvkm/cjvcxRHMlMOF1JJFTC1lEsuZpMNMLVSrWrIYo6V8OdcYMXMtuTQgRy2NY9py2eihcyQDsTNeM6CFq3wpANvVkvzFjBSRsUq6Fg5M6lnY3p6uIJbtoLn0fQHbWlzMh+rYIdK6cESesYEztdIi048UMqOllDzBuZClXChTpq3gRUzd8bKn5CZdTMzq2c7c6k6TUq1lNSUoQznUgMl1IyRX5T5FQtYs+FTTrzpJmt2EDcwCybukle41iBdrhVXrCCanepPSwnlqmIG7myVMGOBkVxVKEfRlKVoL2Qm9Py8kV0w0ssm7okPfgzBNTMTylaEc5Xt+fRoBbNiZm/Ukhs+cV7mw7l0Q7qiI181oedWrei0C25Woc0q4WwlPmmHZ6vIlQb1tJH1aZMbMxT9Zcy8FcRlbrCc6y/nxw38pJGf0HEnHPCiBy0YmY48ZVchE7eSGTualcGimZvQ0e05Sq+UHMhMvd0k/mUs54SLuElCnfpId07qdKnigl31PIiu1KLevNSZMsXNavpRI/cqQt51kPcd5H2n8LZTetclveqQNurgggNcrCVPWoT9LvVvA9rf+jQfusWtMHoaBC9a0VYI7Xep/3Es6x9jWb8NpL1p19xuFO/58NvuzAvB9AUn2fQKZ6vQcQd/3gMu1uJTHnTKjU5V4h+r0buw8L5bfbwax2Q8bydTMr9kh+seccwMB3TclBUfd4snPcKsnUyY0agJ9paz3aVMTyndU0x1FqmGyuhZEztjUHUVpvqzUwI5ipZcRVuuoiVP2ZijaMxOjRQyPWXMsVK6p4wZ07PLFv5EJTpeRZYr0bIDnHSCG7XwaYC8DQn7UWGvXXzWgu81kyet4vM28Xmb8KKVbLWiVyG8EyH7EbwXxTthtB3C2yH8vg3utOGPEfI5in9pJ587xN0wfhmEz5rxT03kRi067wZXfcKDoPa+X3rQSG7XsPdquNdBcatFeNyI79fjh03keYv0LqTei0q/dmv+fEzzl27htw70KYx3W9ArP3hUx9+q5q+4+Q0nf9oBTju4807usgecc4PjDn7dAdbsYNnKL1rYWRMzpWfGKpjeErq/hBnTMYNlqo78lM58xWg5M2tkTji4S15w3Yfv+4WfmvFWC9kK4qdN4GULeh8iu1HpQ6e4GxV2InivnXzoED51ivsdZC+KP7XjTx34fZD72ae66aGOy8p1s2rDSV+o5C56+I1K5qSdOmGnTzrY007uhJ05bqNXzdSSrFqwKOcsqriZnpKZCZmJmehxmR430RMmZkJmJs1s3MrN2fkFJ1h0ggUHWHTCJSdacsJlF16uJAsuPO8i804y58AzdhR3wCkbislwXObHZW7UxI6a2AmZnZC5cSM3YmSHjOyIkX3/5M7ffOnypR78JvnrA0m/O5D4uwOJv/s64W+/SvzdV6kHDtDffQsOfY8TD4kpCZIiQa1MyIUpjlzg14nNFYK/TKgvgrUFoCqHs2XQ5jRap1aVEIVerarO5735wJ7O2tKYunyuvZQb07NLdn7RyS/a+ZiBGTHQkyZ23QEu1JGzdeS4h191gRNueLwSnHaDizXoUh0570VnqvDpKnS6Gp+olmZc4jE99Ocz3izKoVbqUGo+l5RNJWRTSTl0UiGXbMCpDknhTVfWZiibslQdhfSYkV9woHUXOVGJTlbyJyvBmp1fsjDHHdz5KvBjLbjmA9ca4FUf/JL792M9vOwjp6vQvBXM2+GKR1ipEper1ONW0lMBggW0XZtqklL1Qmoxn1yBFTYN5c1igoVctAx26+CQDIeMsKsUhAqYjkJusIybM3Mb1eRGo3SvWXjgJ4+bydOgcL8BvQiLH/vSPhzTvO0QX7TgdxFxJyJ+aBf2Q3AnyH2OoM8h/LkN/7FL+BDCnwPw7yPwnzvJf/RKfx2QtlvRkyrwcy18G8B7EeGZHz+vAzvN8E0zelIPn/ngH0L4Lz3kc5Rst+DnTehpA3ruJ68D5EUTeVwH7nnYm3bmYSX3vI5/XMPedFIXrdQZC33OyXUVqrJTDuEfvkO//xZ8/w3/3Tf8N9/Abw+kHf5WTx2SuYRsxeH0pENFdIoRKy2iojJNVZ/NtBaArlISk8VFO4kZQLSI7yqFIzIeMeF+HRw24imbFLdLMzZx1SGcdIsDFVxLjrKziD5Wwg3pwISMps1kwUqu+dOWK8X6TKo+i2rNZ3rL2E2v+Ko987hHCOYwoRzqtFv4ZaTg1/GCkzViuID1ZzH1Gcqmo6rGLLo+iw7k0V3F7LgBTMpwzABjRjRuhDETmraQs9XS5Tp1zAS6ipkJI7zdpLnflrbsFrpLGJeQaMNJtZnK5mxlbxnbVco2Zqna8qhhHXemWr3sFDsK6dZcZXsBfdYJHtXDyQq2LY8e0IFpC1524FU7OuvCFzz4sleYN8PWXCpaxIwZ4bnatJutRzcbtHGH0FvOh3Kp2gxF/VFlMFcVLqAHytklO7pYJ8VkEMihesv5mAmM6Nj+EnrNwp+1c5GsFLeQNFDG3fFrH7ZqjleSUR3fmqOsVqf4MxXLMvs6on7apukpUtVqkrvzVUPFVF++Yrpc9aMXHLcx/bnJCzrVlSrubgN81ia8bJdedkhb7dJWh/S6W32pEXZWMH1mcdGjPlcFH/uFqw14ycGu2bmzbn7DxV10sbe83HYb+aehtF961U9byO1GfL4Kna+EL8LaTb+mp5ztK6a7iqiuIlV/GTNs4LrK6M4SZkjHzcn8j150p0k47sYxGU7IcNIM4zY8Y8NxG56y4UkrnrKgSRnETCAmwyEDFy6imnKpxhwqmKMK5yk7C1QdeYpIdnI0N7W/mBopZ8f03JSJm5LZMQM9UK4armAmjHzczM9auBUbc97F3fOhFy3ik4B4tx7dqoN36uFPAfIqLL6LCNsRYTdC9tvJh05xv0PcbSfvo/htmLwOCW9CZDuE3rfBd63gfSvcD6PPUeGXduFzu/ipnXyIot0o2Qrix43wQSO834Bu+/C9JvFZW9qzSOaD1ow7Teq7DfhhI37SRJ758YuA8LJFfN0qbIeFTx3ifpi8DeInDfBaFXvOyZy0MKtGetnIzOmpyXLVVAU9pWMndNyMiVuycnMyE6tgRsvpmI6eMDATeiamo0fKVMMlqqFS1XCZalFmTzq44w5u3caec3H3fPCZH28FyZuQ8DYkbkek7Yj4tg2/bYHv2vB+u/CpU/zQqdntkLYj4nZU3OuUPnZJHzuEj+1kL0L2ImQ3Qn5u5O54qIsO1bpZdcLGnHGx5zxgsxpsVnPnq/nzXnCuCpx0sqtWasmsmjdRMyZqWqYmzfSEzE6YuXETO2qkx4x0zERPm9m4lZ+x8fN2ftEOFhxw3gHnnWjBhRZceMGBFhx43oFnHWjWgWfteMYG41YQt/LTFn7CxE3I3KSFmzBz4zI3LvNjMjcm86MyP2LiR2X+C6W+Sfn6YMrXB5O+OpD45f/4v/064XdfJX31dcqBg6pvv+F++B4m/CApkrKhqkjLWfNIqzm915PVbU8LGaUWHfGXoboC4M3j3dmcJYMpE5V6taoyl3cd5axptC2Dqcrj6/LYtgJm1PClDGQX7WDeAcJ5qpEKdrNe2qiXLjSQ0zX4dDVeq4RrLnC2Cl6ogZd8eLNO2PDizRq0UUOOe/CqC81ZwYTMDxr4cDHrPaqSJUUpTMnjknPY5Bw6KZdKzGeSi/mUCpRsJCl2jbImU9WcQ0ULmWMlzEApM1zGjFfQczJ7wslveMDlWnipFmx4+DNO/ryHu1jDXawBm1Vgw81fqkFX68mFGnTaA09WoZNVeMbKDenpmJnv0/M1R1XONGVNFt2Sz/VUwGA+U5WuasxjWgrY5lymJZ8J5LD+o3RnCT9mRDMWtOJEpzz4rAdfqcM369F9P3keEj8Opv0xlvmuS/2qQ73drXnejO7XcA9q2Lse5paNfuRiXjVwz2uZt7Xs5yDYbgKvffz7Zv5tM3hczd1xMg+94LEPXa0Et53cKx//cwN8XAe2GuFuG9kOi+/C0qtW8V4tvF8LnjYJPzUJd3z4Rzd/2c5cdXL3q8GzevTIB25Wcdfc7CUXc9JG+zOStAnf40O/Rz98B7//VnPku4LUH2T2cJ2U2JOXGshM0YMkA0qpTKMac9hwMejRoVGz0K8nbUUoVILby0mfQRgwiSMWKe5Sj1mlPoMwbJYmbNKUQz1tVy+5pBPVmhEzCRWxXaV8dzloLwOhEtBWDDpKwbiZ9OtRSwHbVQZiZjLvkE5WS+dq1FMWfKwcLdnIfnfm/3O8bLcvO1JIGXGyjFMcUqo/h+0ohr3laNiEJ2QyacazFrziICMG1JLPRkrAgAGtuKV1jzRs4I+V8lNG9LhZ/SKsnZRhfSblUae6NUrfUSaQy/SU8kMGNGyAMRM84SJ3/NpZO/JoFVXpqlAhmDTjNReZsQrTVnLcIy66hH4dPFYORw1o0Yqu1wobbtJbyh4r49YrxTd9+Z9jpadqNU25lJmkGEGSN13RWcwN6GFPOWgv4UYM8FSVNGsjgzp+xorjFjxYwUfzqWP5yq7sFAdIsMGEtuyUJQv7KCD+6BPChbSJJNvE1M4iet3GbVSCOSMbyU2N6fl5MwhkJfszk+ZketnG9uSnRI8mxXX0RQ86UQlWHHCzhlzzC3eD0tM28iwqjNsYZ1pql46MmfFQsfKCnT3hZAM5KYHMlI48ZWN6coMmoTs3edlI3a3Hmz7cXkxF8lW9ZUxnITVUwY3KoLOM664AQ0bUb+D6ytm4DIeNbHsJM6jnR018zAymLXDKCsdk2FfBd5WyPWX8sB6OG8G4iR81gWEDP1zBDJUz4zpm0UyvOfllF1p0kWWXsGwHp1xw04OWrey0kVu2cKec3EYVuuYT7vmF+03oXgO85YO3ffhBI/rJD18E4dsQ3ouQ/Sh5FxK2WsjrVvI+Kmy3C9ud4k6HuNdOPrbjTx3ocwf51CnstePtKHofIdthYTsibEeEdyH8vg29b0U7bXgvLOxHvrzjeCeM3ofwyyB+0YxfBNDzIH4Z0rwOpW0FpRct0stQ2ptQ2ss2aatV3GpVv2qTtoLiT03kTi2+Xg2ueLhzTvaElV0w0SOlyv4i5VAJNVRKD5XSY+XUSBkVq2Cm9OxQOdNXQo1U0IOlqmOFqWNlyjkTvWKmj1uZMw72rJ0572CuVPM36+CDevisGW21im/a1Dsh9YeIuBfG22HhfUR400betArvQtJuRNiPkv0I2Y/gDx3ix271Xoe4EyU7EbQTJu9b0Zaf/6ke3Knhb1SzN6rZi27mjIM57eDOuPhTlfxZD9ishuer+Y0q/lw1POUBa05uycbMW+hZMzMjM3GZiZuZKTMbMzExEzMusxNmZtrCztm4RSdYdIJ5B5i3g3kbmLPzs3Z+1gHmXHDeieb/F6XmHWjOgWYdcMYOZmz8nI2bs3GzNn7GxsetfNzMxmU2buamzNy4iYmZmAmZi5mY909u/xelkn73ddJXB5K+Ppj01TeJXx1M+N3XCX/7VcL/9lXS775SffMNf/j3GmVSDqKKtZycQ6pL1M0GTcikicpSu1kK6XCgFDSVoKpc3qChC6CiECv1WkZOZ22ZrCcXePNAXQFoLADBQr69mB3SswsOtOhEXaVsvx7NOsS4DZ30kuPVeNkJV11orRId96D1SnDKDTa88EIt3KjFyw64ZAfHK9G6A5yo5M9U49PVeNEJBwxcsICRRWU2lZihOJKuPJJJJWRRCVlU4lEq6SiVmE0l5NEJZSDFSBRmkuIUU6s0Cv9R5bFiJqZj52Vuzc6druRPOfjTTu58FXu+mj1TyZ1z81dqwdUacKGK2/DwF2v4H+vAhpc/5wWX6tD5GjTnQP1GeEwHR8xo0il0VsDabNabzdblsP4CtrMCRkpAMJ9tL4OdZbCrDPTp0KhMJi14yYVP14hnqsVTLnSpDl9rFM9X40s+dDso3PaTmw3kajW8UgUuu/kfbcxDN7NVx+74wecwfhtAz3z8q0Z+uwXdq+HXdaqT5aqLJtXtSu6nWvDMB5834adN+J4PXauCV93oSaO41aa+4UUXHdxdL3jSRO43kqtV8FoluO0Fd+vAvVp4pwbe8vL3fPBRE9nwgODRZB2fUM4nljBH9HyiU0xqzFRG8+neUmZYx/WVc12lfE8F6DOibj0OlaDmQthcCH25fNVRrrEQhcuFHoPYa5IGzOK4XRqzq0esmjG7ZtymHrepx6zSjEO6UJ9+sSlt2Ai9GSqbRulKpz1ZTH0+Fy4DvQY0aCJDMhmzilMOTdyZFndo4nYpbhfjDum4W/2gWbvXnX2pVh3Kp5pzqEgh21MGhgxkTJbGzeK4mUxYyJRVWLKRM25h0gQjBWxvORoz4UkLjluEGQsZN6JpI7xRIzxoEMYr+MYMOpDNdhTDAT0ZM4sTVnHSIk5aSNwmrDrFNQfuKqVrM5WRIjhilCZtUtwpzbjUC5XqC7XSKTfpLYddZWjEJMxYxXWXuOoU5mxk3gJv1Et/nS78ZSR3VM+6peQabUpLtnKsgluxouFyviWXjhZzIya86BCWXGLMjHsqQFsR7ztK20RFBZtYqPghO+n73JTvS1TfW+DhaJ5yTM/U5yhKUVI5SLRLSd70ZI862UES7UJSJJ/qyldWSwkxI3XaA1pzUjxCQmcBNWVBwzq2JUcRyadGdMyUgTnv5l+0oketqFentEuJTVmqtlxl8GjKSIliykCNVLDDRlCdpSigDhXRhyv4w9Xq5IEyts/I1x5VNmSr/PmMO0Mla5SeDFVjDh0ugcf0qKOc6yqmZmV+1gYGDdyoDIdM4JiO7yrn+nT8MR0fLmbqs1VN2dSxUr6/nOktZ/p0fG8F11PG9ZaxE3rmtIO7Vgtv1OM7TeL9ZulmA7rbSB4FpGt18EYd+ilAXrTgrRZhq4VsBdHrVvT+y+goTD6E0Ycw+NyOfunAn6P4UwTttIF3LWA3jPYj+EMUfewgHzqE3SjeDaO9MNoPo/0I3g6hd23wfRvaC+OPUbIbEd6FyNtW9LoFvgygrQB6HsQ/B/GzIH4WJC9ahLdh9U5EvReR9iLSbrvmfVj9MkB+bibPA+LPAfW9RuFWvXC7XrpeJ2xWkUUz31uo6itmYnpuVM+MG7iYkR2pUA2UqobK6YFyeqicmdDRMwZ61UwftzIrZmbJQK3L1GkrveFgfnRz16r4e7XgkQ/8VA+eN4JXAbgTIvsRcSck7EXE/XbxQ1T8Q4fmlw5pL4z3ImQ3KrwLkzdtwvuwuB0R3ofJ21a0F0KfO8W9qPAmCJ82sLerlZccyjNmxXGTcsVELRpVK2bquI055WTPuMFZDzpbjc5WwTNu/qSTXbXTSzZqwcrMWZi4mZ22sNMWNm5hp83stJmdMjGTJnrSRE/L9KyFnbdzi3ZuycEvOeCSAy46wYIDLjjggp2ft3Pzdn7eDhbsYNEOF+xw/r+E5u1ozgbnbWDBBhZs/LyNX7Dx8zZu1sLNmLm4zE2a2HEDFTPSk2Y2ZqS/UOrblIPfJB84mHLgYOqBb1MOfJv09TdJX3+TfOBg8tcHU74+oPr2W+7Q9yjxBzH1iJZOyuIU+UhZLqos6awnh68vAE0FXHMR11aBgxWCJx+Z0rkKDVuhZQ1pjCWTd+ei6jzkyQWuTN6iYcyS0puuOlYO5ivFpWpp3qOec0njZjxhgbN2OG+HC3Y4omdGjOyIAYxUsAtW7nwt3vThZSe/5IArTnTcBc950ZoLrDjA2Wq0UYOWXDBczDi1SgNJKQGJeWziUSohn00q4VPKQEoBk5SlSshQJqQrE9OVCVnKIzmqhAImwYCSXWqFL10VylUNllLTBnbexK5Y6BNO+oSTPefmrvng9TpwpZa/WMNfrAUXvfw5D3uumr/o5a74wMU6cqoKn3DjE1V4rRqv+7RzNRmdRslfhMLlqNNA6vI5u0blTqdrs9m6HK4hlwuXoFGrtFKrPefPPNuYPiGjjkImkk+35VAd+dSIjltwoHUXWrPyZ93orAeumNgzFvZKJX/dw1/3cDeqwC0vuuWFN6u542ZmtEA5VaRaM9Bn7dxmJThp49etYNkCZkzcjIFbNXEXXfBaDTlpB0smdsMFL3vxeTc+7YBnHfC8G52uBCfs/Ekbf8oOznnQppfM2kC0iAkVMKEitrWA7Sjme8r43grYqwN9etCvR5NmfKqanPcJC26huZCTJYVFQzkzmNo8PlCCOvXCgCwOW9VDVs2QVRq1SaM29ahNGrVJI1b1iFU9ZBanrMI5r3ilQZqxoqYcujabaSkCnTrcLwujVnHEKgyY8JAsxOzqSadm0qmNO9SzDvWMQx13SjN2ac4iLDukeac0bROmLGTSTGJmYUwWRmVhzCyOmYUxMxk3kykzmbPiGQuekPGURYhbhbhZmLWKM1ZpyiLELWTZRhZtuLcMtOXzPaVoSC+MyuKkTT1pkyYs4qRVmLIJ0xZh1IB69WjYTCZt0oxDO+9KW6jUzro085Wak1Xqkx5x3iHNOdWLLs2iS7vo0i641LN2ac5GrtRJO93Z94Pp6+stSQAAIABJREFUo3q+p4wfN8FZK1qykhUbmjTCeZtwsT7tcmPaRZ9mwyudcpMVF5m0oR4d35THOLSqcpKayyRkKQ7lq46U8knlMNmAk/QksQQk5lGHslJ/yFT8kJH6e23St+rEb4+mfFeU+n1zZtIpDxgqp2zocFNG0oITxRzIm5lcKSX6MhL9R5MCWcnjZcorXu5yHZwws50l9LEyrreC69Xxxyq4Y6XMhBHMudUdBtyQSzfkMc4MVU2mqqeEG65gR/XMvA0suYQJKw4V8/U5XGMeV5/P+/K5xnyuo5QfMPCDRjAswykrWXSJs07Sp2PjMn++RjhXK4zLfEcxPW4CUzI/Z+FPudHFOrxZh09XobNV6GodueXDN33wtg8+agDPm8GrFvyqBb9rwx/ahV+7pT90CX/oIL9E8ccQ+BhBH6P4QwR9iuLPUfQpgj5H0ecw3G/ld1u4nSC328rvh+FeGO6GwIcw+tROdqLkXRt+G0Rvg3ArgO7Xw5s+eKcBPmpCzwLkWTN50oQeNsKHTfhRM3kcEJ62iD+3iE+D0qNm6aFfehyQHjer79SLl6rgpgdc8qJNDzrjQiedaMEMpk1o2UFWnWTeiqZMsK+EiuYrRvXcvBXGzVzMyE4Y2EkDM2til6z8ooVdsfKnXWDTA2740KMm8qQRPa2HT+vBzw3wZYC8CpDXAfyuVXgTFF4F8JsW8q4N74TwLx3irx3qD1Fxv13ai0ofo9KHqLgbFvbCZC9MPrSTD+1kL0LetKDnzeB+HXe7mrlfw97xstfc9Dm7csWomC1PnSpNndGpFoyqZVm1ZqXX7cwJO3PSyZ1wcWtOZtnGzFvoGTMVt1BxMz0t01MyPWWkpmU6bmGmzUz8i0z0jEzPWtgFG79oBws2ft7Kzdv4BRtYsP8XohYdYMkJlhz8op1btPMLNn7Bys9b+XkbmLeBWQuYtcAZC4xb4JQZTJrBtAXOWEDcwk9buEkzO2HmJszchJkdN3FjJm7cxG0/vfM37JHD7JHDzKHfq77/TvXd96ov4bOHf2AOH2IO/fBF7KHv+YTfo5QjODWBfBlQpR5JUyXm8Sk6QelIp3yFfFSW+lwZvZWZnfbMVlNafZnoKYDGNE6vYa0ZnD0L2LOgLRPYszjPUS5QBMec2pONGRv+9PNN2nWves6JVt3odI2w6iZTVhgzg2PlfDCXCuYoe0voJSc87cUnPHjFCZYd4H9tTqAzXuFyg3jGiybN3JARdJXxTdkqT7rSKqbaxBSXWlGdpqxKU9rUSj1JLeSScqikDMURbcohbeqhDOWRo1RiHpNUzCeZcLJHo2jKUIZylF0Fqv5iKm5iT7vRphdd8oIL1dz5Kv6Uiztu5067+fNV/EUvuFIHr9SB6w3oeiO51iQ87Mp62Ju77tOOymilSjzrT+uToTuNcmnp2mzGX8BFK1CPUewziaN2adKlmXCI7SVcXQZVk6as0SoaM5XhArqrhOssZLoL6Z5iprtA1V2g6iumB0vpoVJ6uIweq2Biei6m56Z0zLyJmzTwXQVUNE8VLVCFc1WdhUxPCRcpZFtz6Z4SbsqM4zYyZSExGY0Y4YgRjZvQmBGOGeG4CY8Z0ZABDhvBlJnMOaSYhRyr4DsrQKcO9ehxn4H0GoSuChwthdEy2F4OuypAvxFN28gZr3C5Qb3qESMlXO1RKlDIdVSgflkYsooj/0UmacQqDluFEYswZCaDZtJrxB3lqL2CdOmFXj0eNuGYhYybyZBMhszCsFUasalHbNKYXRpzSKM29ZhVE7NLMbsUs6un7Opph3raro471KMy7i4F3eVw0CTELGLMgscsaMxCBo14QI+GjWRUFkZNeMSER01kzIRjMp6Q8aSFTFnFSYs4bZXiNmnCIg0Z8ZABj5hQdxmIFoH+cjxsEkfM4oRVmrRKY2ZxwEA6y2FPBRrQ40GjMGQiQyYyZpEWXJq4VRo04lGzMGER4jZxzqledGuXKrVxm3rIJHXrxI5y3G8gU2Zh2SmtuaWlSmneJU1byZQZr7jEzTrNGa90szHtZTTrfjDtUq10zk02q/G9oOZxJP1aMH3OJbYVccFS1FwKK9OVdrXKk8U2FcGGIujIpMtJcgF7JJc6kpl6KD35e23Sd5qk77TJ32Wmfu/WJHUUKZuyUqs0iS3ZSf06VSA/pVI6XKdNrEtPrM9IasxKai9QxAzstBlOWPGIjHr1fEc56K6A4zKesOJjOr69HHbphfZy0FrEeY9SdVmqY8VcTMctW/hL1fhmg3S9QbPiEgcMuNdAOvUkXE7aK0i/EY9b8KSNTNmFOQdZc4tLTjSiY9bs4ElQ/TKque4XT1WRC3XCtUbxfpP4qlXYaxf3O6X3UfFVSHwTkt6HxDch/LIVvGsDu2GwG0a7YfwxSn7pEH/pEH7twL914M8RtNcK9trAXhvca4MfwvhDGO+F8G4b2m4Bb4P8Sz/70s+9auZfBsHzAHjSxD9rBC8DaKsFPQ3g+35yv4k8aMD3GtDtZnGjBq06+XNV6EYdvlULb3jBjVp83Udu1pO7DcLdBnK3QbjVIP1YK573krPV0oqDzJjBrAUu2MmMGU0a+DE921dCDZTxcSuZseGYAYyUc32lTMzIrzjRCSc86QTHnfxJF7zoJbfqxYd+6UlAet4qbbVKPwelrbD6Xbt2NyLthoTtNrLdSnZCwn5E+hAW99qEnZCwExZ3o+p3beKbFrIbEXfD0rtW4X1IfNMmbAXwVjN+GyRvW+BumPzSJe1EyL1a/rydOmunj1voRQO9KtPrNvqEjV63UstmasVCrVnpVSu9bKGWzaoVK7VspRfN1KxMxWVqWqamTfSkkRrVq4Z1yjG9atJITxqpSb1y2kh9afTNWJgZCztrZmet3KyFn7HyM1YQt/DTVm7ayk/bwLQNTtvgjA3M2sCcDcxa+RkLN2Ph4mZuysRMmpiYiR0zsMM6ZkjHDurYYT0/YgBDBn7YyA8buBE9O2rgR43cqJH9YqMYMbLDhv/lnkCpyTg1SaRSBCpFUKWIlEKkUgU6hVApRJksqFJEVaqgShbpFDWjkBiFRKWoqWRRlUQUiWpVcjqdnMun6DR0VSEOWdKGa3LijQWTdXlDVVnt9rTqImLUMLKarjzK1xaSuhKxsUJqMWpaDVLUKE17Mjb8GZebtecbhPM+cqmRnPfhNTc+4RVOevGiE/XqOJuYbIGJx0qZFSdcdfLrlXDRAScM3IzMnXSjzTrxok88W41WXXzcAoZ13FAFO1DBtebT1enKqnSlP4cK5lFNOVRTNu1NV1lFpZGklPBJ2VRihiohTZmgVR7RKg9nqI7k0IlFbJIeplhIqp2k1KendhbSw+XMpJ6JG+k5mZ4zMQsmds3GnankL1SDyzXgaj287Se3m8VrTcK9kPpZV/q9Vs2VBuF2s/QgpLnQIMzb0ZQM521wzUNO+9RrNeoxCx40wn496C7jI0V8Sx7XnE01ZimbjlKBXDqQyzZnM4EcKphLN2erAjlUWwEbLmTDhXRHEd1ezLTkUYE8uruMnzCBnjKuMYeuP0pVpSsr1YqWXKqzhAsWsP4cprOEHzOTKbs0Yhb7jaRbR6IlsKsc9erxoImMmMVhWRwwCQMmYdAkDpiEzgoUKuZ69HDUJh0ziYEiWJfL1eSwdbmcvwi2lZL2CnJMj/tNwqhZmLAJ4zZxxCIMmYUBmQyZhRGrNGIVRyzCqJWMW9GoDDvLueY82ndUGSnh+gwoXAb8hbAul/dkMdVHmUAh6CjHneUwWgbCZShUhiLlqMdIhqzSmE09blWPWoVhszAki6OyELOI0zZx1iEOGFG4mOss5/uNeMIqTtvwtANPOcRRWRiTyZRVmLZL01ZhyoLjVmHSjGMymragWbs471TP2IU5h7TsVM871BNmMmkh01YSM+Mpi7jk0qxWpU05tH1GsbMCt5WipgJQl8cHi0FXOegpA9ESLlrMdZXyx8pBaz5dk6Hw51BtBXR3KbfsID/61Bfr1CMmVJ3FODNoZ5rSnaaoSkutzVS05FOhQqotnw7mUIFsZWeRatYKTnnQdZ9w168+WYn6SphwnmpYz133qz/0Ze0dy7zbLK3auM1qcrNROleFl+xw0gzP1Khvt2VuNKbNOHCkmK7LUjmllBL2SA51+Cj1QzF/RI+Ty/gEA0pwa1O8acnVmgSXdNgCf++RjvizUoLZKeG81HBualexakjHDuphjw60FbMNeXRtDhMuYmZkftWFlivRCa/mlC9jwSOFipm6jNTmHDqYxwTz6O4SdsoElp34eJW05JZmndJipWbFnbZepT1Voz3jVV+oFX9skC41SBd8ZKMGn6oEJ13c5Vp8v1l80iI8a5NehDWvourXUelNRHofEndCwm5E3IuQnTDaDeG9EHrXCt+2wu0Q2mmD71rhuza0GyJf9DFCfomSDyH0PgjfBsGbAHjlBy/9YKsZvGiGPzeBnxr4B/XgZi1/vQbcqAU3auHtenyvWXrUonnSKj0J4Id+fLuR3G0gT/3kTYi8iqov1OJZM7diA2cq0UYl3HSDC25+o5I/5QTrdrBiA8sWMCuDmIGftsA5B5mx4jkbWnSQRTuJm8GkkZs08dMyPyPDWTOas6IFK1y2wRMudMFLrtSJV7z4eg28U4+fBoR3Ec27iOZ9VL3bof3YnfaxS7MTFvfa1R86NXsRcasZbQXQdpuw2ybshoTtNmEnRD61S5/bpf2I8LYVvw6i1wG05UcvmtBWM9ryw2c+/lYlfdlOXXbSN2rAvQZyycMvmZgpHT2lp+MmbsEK1hxozQnWHNyKlV2Q6TmZmjdTs2YqLlPTJipuoqdN9KRRNWGkJozUhJGeMDDjenpUpxzVKSb0yriJmpGpGZmeMbNxMztt5ibN7ITMxmQ2JnMx+YvNgRs3/dchZuYmzPyEzE+ZuWkzN23mJk3shIkZNzJjBmZETw/rmSE9PaRnB3RsXwXTV8H0V9BDBnbYwA7rmSE9O2Jgx4zcuImNmZgJE/1l7jVmYsdl9v2T239DqFSBSkkDVAZi0hGTgdl0zGogpQYqNadUs0oNo9RwSi1QaQGl5SmJVYh0qsSkSnSqllFqmVQtk5IJVaVpfFWppsOVM+4rmG7In6jLHqrKipokXx5bmaZyaJSeDKomh/MVwuYS0lyCa3NBUz7o18M5O1yr5M9Uw00fOVeL1z3oRDU+X4cvN5B1D+ospVvyVV2lXGcR3V2kHNExIzp2Qs+edMMrjcKPDcJFH9msIyc9cMbMTRrZBStYcsBRI9dVxnaUc8ECxpup8h2lQoVs41HaIqTYpFRPusqmVuqJohik5jBJmVRCuuJwujIhQ5WQRSVm04k51JFCNkEPk6wk2SUkV6mTmzNT+otVk3pm2sAsWbmNanChBmxUg81q+GMdvFgLL9fhm35y0y9cbxCvNwg3/cKNJuFKPbnqw9d96FaTeMMvXmoUzteJ52uF83XkrJccd5MlJ561oZgMRoywXwe7SthoERMuZCKFbKSQaS+ke8q4QT0/bOAH9Fx3GduWr4oWUn06vqOUbcihfblMfS5Td5RqzqHaCuhgAdOQy3iP0r5sKlLEDRpwrw726FCPXoiUwO5yvl8Ph0x4WCZDJjJgEvoMpKscdVXAASOasZFTXvVytbrbiGtyWHcGVZ/LtZSgTr3QL6sHzNKgWTxmFLr0uE8mA2Zx0CwMmsU+Ex6QybBVHLYIIzIZM6NZK7ds4frL6LqM1EopsTVXOSnDKTMe1MFAPmPXKNzpqq4yMKSHoQKmKYduKeSDhXygkG8vgz161GfEwzIet+BpG5mwkH4dGNTBJTtZdgn9ethfzk+Y4aABDhjgpAXNOPCkjcQsZMJMRo143ITHZRwzoSkznpLRuJEf0cNBHRiT8YxTmnOp513aGYdmwixOmMUJC1msFK80pt0Lpt8JpC9XSj0VsKMcNubz7kym+ijtL+BaCrmGbKbuKN2Wz0TzmVA+VZ+lcGuTvWkpdRmpzdmKoVJq1cwuyUxbdqpdSKzOSKnLUlSlp9jFBAs54pQS3OoktybJKSZUSgkedULgaMqKnX/YLD4MiOer0KSenjUzNxrFDz3p/zSY9iW6basZ7bTiT1FhPyLthITnfvQuLPxdv/ZTj/ZVSLruQ2c88LiD7ylSOTUpFTjBQBIqtSlWklDG/qAHh20kwS0lWtERA/eDW0qoTU+uUh9x4EMy+/tIdvKGm79ah89VwQUr31lE+7NV/aXUkpk97ULXfMLLaPpef87zrqwzNcKSDZysJMcryZoLr7vxySpyvla60qi56tdebky77NP8WKe+2aB5GFA/DKgfB8QXbeKrsPQqLL6KSK8i6tcR6U1UeheV3kXITpR86BT3O6WdKNkOk92wsB8VP0SF/QjeCcG9ENoPoXet+GWQPA+SJ834cTP+KSD8FBCeNJOnzcKLoPCqTXgeRD81wp/q0ZMG+MgHHtRyD33cfR+4W8PfqmZv1fA36/CNWnSrHt/ywTv15GFA86Al7X5AfbeB3K7H12vxjRp424dv+9AVLzrjBKsWfsnML8jcvMzNyPyUkZ8wcSN6rq+M6SmhuouojgKqs4DuL2WHytmhMmZEx8S+bAsYuGkTP2eFS3ay5hTPuIXNGnKtUbofUP8UIE+b8Var+CwgPG5Cz1uE9+3Sfqf6fVR81Sq8ahHfhzX7nZq9DvWnLu3nLu1OWHzdQt61kc9R6VNE/BAV96PibpjstJH3LfhdELz2cz/72Me13IMa/p6HvuOmr7rY8zZuXWYWjMy8kVkys0sWfsbIxo3snJmbM7NzZm7WwsctIG4G0zI3aWJjJmbcyMRMzLiJGTHQwzrVmJ6KGaiYgZow0lMmZtpETxuoKaMqLqtmLdSsmZqV6bhMTcnU5BfHucyMm5hRI/P/FzqjJm7ExI6auFGZH5PZcZkZl9mYzE7I7KTMTpjYcSM7amCG9fSQnh7U0UM6esTAjJvYmIkbN3JjRm7UwIzo6TED/eUOM2Z21sLNWrkZCzctMzEjPWJghvTMiIF5/+T236g5Ss0ptYBKA5QWUFpApyE6DTNaSGl4lZpTSkyqQKeITKrEpEpMikinSHSKhlVoWUUam5rOJmfyqUehMhepTBlcY5nYZU0brEwfqlT3WYX2ctBSQPtzqdoMRZVWUalRVGoV1WlKbwbl1qocUqpTSqnPSDlWpJo2MKsO/rgbnfKS83XCpXrxxwZysZ6se9ByJVz0CP16vqeU6ShhfJnKpizlsIE7Wydea5ZuBsWbQXGjBq45+XUnOOvFlxvFzTp8xovW3Dgm8+EixpdDN+bSnjSFWUjxpKlaCpiWAqYum3GnMw4NZU9TmcSUYj4ph0nMUB1JUx7RKA5rFIfTFEeyVAnZqoRc1ZFyPrFKk9SWo+wqUA2WUjMyu2hj58zMgpk95WY3a/hrjeRBSP0won4Y1j6Kpj8Ia++HtA+jaT91pD0Ka+8GxFvNws2AeKNJfaNJutUs3PaTm43kpp/c9IvXGqXLPnHDS8644XEXWLJxyzawaocrNrBu589WgvNV+LQbrTvBqoNbtrIrVjBr46dsaMKKenXsQAU3aeLH9Oywnh2X+R49HyxmwyXcsBGNm1HMDGcseNFB1l1ozQnXnHDVCVedcN2NV5143oIWHfi4m1ysEW771Zu1ZN4OJswgJoMJGY6Y0ISMFh1ktVJccZGVSrLiIcuVwpJLXHWTNY+w6hGPV0snaqT5SmHEiMb0/Ek7d6UannKhuJFbNLOnXPyZSnTWgc5XwnUXmjJxCzZ4ziud8JCYEQxW8DETGjehKQtedApxGx6XYW8ZN1rOn3Cgcx6ybIPzZnCqEh93knkLOGEH5yrRugMu2vh1BzxbhTe8ZLMGb3jJigOP67lxHbts4U860UYV2ajCKzYYl8G8Ha17xJNV0ulq9bpHWnSIczZxyUk2a8SnQe2bsOZFm/pyLTlRic95hXUXiZvAjImdtYARPd9exESL2SEdmDDw00ZuuJwdKWemTNxwBduZr+wrUk4bmPFyVV+RcqScWrBza2684kILNm7Oyi5amVU7v+yAsxZmycauOfkTlfBek7jfrv4Qld62kpcBvB8l/zSg/W/DaX/fJ/3Wo/6lW/1Lh/hrh/hrh/Rrh/hbh/Bbh/DHLulPPepPnep3beRVK3nVKmyHxZdtwo+1eM3FxwzUuIGeNjHjOuW4ThXTqZas7LodrNr5c1XgXDU8UQmmTVR3fsqiiXnRInzqkHajwlaQXPHwaxb2lIO/4IHXa4X7TdKLVvXbqOZVRPu8TfusTf20Vf20RfNzi/pFq7QV0rxo074Ka95E1a/Cmuet6ict6sfNmudB9VZIsxXWvAprXoek7bC416He6VS/bxffR8lOVNhtFz50Cp+6xP12YTsEt9vgbphst+HtEN4OCe9CXyxq4lZQfNKIHzfix370yE9+CkgPm6U7DcKdevKwSfgpID5qFm778BUPvOyB5538GSt9zsGec3HnnOwFF3PNy9/ykZt15KYPX62Bm25w0gmXrWBBZudlNm5kJ/RszMCN67mRCmaglO4vooZKqIFSeqCUHixj+svYjiI6VEi15KsC2Qr/UUVztrI1WxnNU3UVUseKqOFSakZPr5jZdSu7bmNPOcBmNb7RKD1p0T5rUT8Nim8i6o/dmr128VUQvWolb8LkVSt+FxZ2OzTb7Zo3IfKyBb0MoFctwk675pfetF970j60a/ci0qeI8IcI+jUEPobghwjeC5NXzeBRLXO7ir7poa+6mEsO+oKL23ByZy30KRO1qKdi5aoJPRuXwYyZnzGxMyZuxszNmJm4iZk2MVMmJmZixr4QxfCFK8yoiRkz/X9EvVVzHOm2Lbp+w2mLijI/SM4sEjOUikElLFKVikksixktmZntNpMs2ZJly4ztbrtx0V5r73POvTdu3F9yH+Q+O2LE91QZUW8j5oA58cyenmYGs2awYAWLNrBshysOdMABD9jJFTu57CCXHeSSHSzYyDmratZCzFnBnBXOWuG3KcqO5xzU/H8Dz9vx3N6YZUVzNrxgx/N7IfW9OcmCJi1o3AhGG8lRIxg1kWMmOGIEoyY4YYYTJjhhhuNGMGYgRw1g1ABGGsGIAQwbwH4DOWQAg41gyADebN37iwhVAlDsKX4iUKiRSksRRRwsZIEWE3qK1FGEGsglskBNFmj+hA7KdECmJfI0qhw9mbcXq6ulZS6N0ldKJurwgJkeMuPeBpSsgqlKEK8gO4uJdq3SKSocgrxZrWzTKDs0ylaNvEUq8GsViWLlaJ1qzUmdaGPPevkLfuFyJ3etSzjn50620+cC/Fm/cLKDXWhiAyVEI85tFuVDBnS4hTnjZa8GuWsh9pKPveBlr3ZyN8LCrYhwPcRf8rMXvMyJdnrSDHtryWQVkamGI0Zm2ExFKkGTWuUthqk6Kl2PQmVkm1bpVCtMvLwG55fDvGIip0iVU6jK0ynztIrcQlVuLc5zCnKfThkpVqYriP5qYriOnDejE63UjS5uIy1t96gfd6sfZ7U7ffrH3ZrHPfpnI6WvJst2h0sfpjUbaWm7V7uR1jxMadeTmntR6UFMvR6X7oWFe2HhXpdwJ8jdC3L3gtxNP3fLx94JcDd93NU2+nob9TDEPY7y60H6bif9vYe+1ELd8NO3g+wVH3emjT3Ryq3ZmeM2fLWD/t7DXOzgDrqZOQs+6MAn3MzFNvZeUNyISeth4V6Iv+ljb3m5B0FuI8JvhIX7fu5OgL3Xya4H+c2I+KCLvx3gbvrZqx7mTDM+4cQXW6jrHfRtH3PXR20Ema0o/zDE3QtwdwPsg072UVh8FJPWw8I1L7tiRkctcN3PbIa5ByHxhp9/GOSfx/lHEfGml1sPcltxaTPCb8f4zahwK8hf9bAXWulzLcz5FuZuJ/8wItwI8JfauTkDnKgC55ro9SD/IMjf8LEXW5nDNnyuCd/1UQ8CzEYntx5g7vvorS7+ZUp8kxFfZzSPItKaFY9XKc87wOMg8zTKP4vxT8LCelB8EBTuBrgHAW47zG9FhfWwdDeoXg9JGyHxcYh7FhN24uJGF/+wi9+KStsR8VGI2+5in8WFxxHhbpD/3s9d8XA3ffwND3vSSV1qph938bf83LkmfNfH7sSlzQi33sVuRYVnSelZQtpNiC8SwpuU8CEjfMxKH7o1H3s0vw5p/zZa+Puw/vf9ur+NaP8+rPnrkPr3QfVf96v/Oar9j1Hdf45r/+e0/r+mCv/3dOG/xnT/HNb+55j2X6Oavw6pf+uTfukTf+6TPneLnzLCp6z4U6/4j/3qfwxrfxnSvMkIzxP8m5TwJsW9Twvv0vwPvdLXQc0vA+r/GNH+a0z/12Hd+4zwqIt5GuM+ZISfesSfesUfusV3aeFtRnqdlt6kpQ9Z9Q+92k/d6vcZ4X1GepeRXmfVu2nN06T0PCm+SYlvs5qXGc3bjPpdVnqT0bzMaHczuqdJ/fOU/l2v7vNg0cfBwtdZzdus9Klf87Ff87ZbeJ3i3mX4D1n+Q5b7kOXeZ/4MfGeE13HuSZh9FOI3QnteEXc7wF1rpR946Z0w+zTC7SbEnYT4MMzfD3IbXfxGWHjQJdzws6fd1DEndciGl01g3gjmGsG8EcwbyQUTWDCDBROaM6JJAxisJVOVRLRMFS1VxkuV8VJlrFSZKFdlKlXdlcpMhSpbSfRVEz1VRLpClakkslVkuoLoqQGD9WCsAcyZ0IIVLVrhig0etMNjTnC2ibzcAm90oLt++lGYexYXnyf4j1nxr/s1P/dLrxP8mzj/Icl/SHJvk+yHNPelT/ipX/zcK/7Yq/6hR/qhh/+pX/jcy79Nc+8z/Jc+8cdu4X2SfxnjNv34dit5s4W81QbudKCb7fhyMz7XhE44wFE7OGJHh+zwkAOtWuGyiVw0krONxKRBNdVIzpjgvAUtWNGC5Zu2NmOGcxY4a4FTZjBpAlMWOGOFszY4Z4O8/jEiAAAgAElEQVTzNrRgw4s2tGTHB5z4gAOtONCSAy3Y0YINLdjQgh3O29GerDdnhTNWMG0mp8zktBnOWNCMFc3aqFk7nrWjOTued+AFJ7XgoBbseN4G561gzgL3FkYs2NCsFU6ZwaQZTJrhpBmNm9CoEY4Y4agJjZrRsAkNNoJBIxi2oGEzGjKivnrQXQuyNSBTQ2ZqyEw1ka0le+pBb8M3vHp87y88IeeU+Zwij5PnCsp8iciXiHwdlOmhTEfmF0JZIZLrQb6OzNP/CR2ZqyfzdESuVpmjU+XoVTlFRE4pmVeN802czKWWe4tV6Vo4bMLDZpytA4kKEK8gw6VEsJjs0BPNGmWzWtGqVng1is4iVaBI6dcrOtQyj5TfU6lasKIjzfRpD3spwF3r4r8PS4fc9LIDn/XxlwLsGZ8w72B7aol0FdlXB4YMYKwRLTvo4230wWZ2wU4fctEXvdytCH8ryt8M8ze6uIs+5mQrfbKdOdhML7uoNTez5GR6akinKLOKis5ylK3DqSoQKSU7SwhvIdGhU7nVCisnM1AFVbCglMwvVOUWq3KrUUE9XWBgZGZW5uBkbWpFV5Gqp4qcMMLVJua0h7vgZ897ufMe/nonfyPI309qtgf1O/sLH/cV3YlrN9KanV7tdrfucVa/mdE/SGg3UrpHGd16XNqIS5sJ9f2wsN7Fb0bFhxHxYRd/x8d+305/30HfD7BP4sJWjF/vZO4E6JsB+rqXvtJBXWqjLrXRp5upc63UaTd12AyPWcBFF7ztoS+1USdc8IiNXKhXnXfgpzHxaUrajAoPuoTrHu62j9uJiTsx4UlM2Irwm13c4y5uOyJshMV7Qf5ugLvtY651UJeb8c1WvBFgNoLsoxCzE2F2wtyjAP3Qi+93UPfa0aYPP+tinnQxG376voe65IT32/DrKLPdxWx1sesh7o6f3elinse4R13s0xj/Iik+Twpv0vzrJPckzD4I0A98+IGPuuuht0PMswi9HWI2OpkLTeiEDd7yclsRcb2Tu+vnbnTQJ+3ovBPf8dAPAuzjELcdZB4GmK0g9zYhvE+Lb5Libly82EovNhAXnHAryDyP8a+T4osovxvhXyX43Si7G2bfJfkfeqVPPeoPWc2HrPZVQngZ594kpd0Y/yTMvogLL+PSs4iw08W+CDM/ZMWv/Zqf+tVv0tJuTHiTEN5nNY/D4h0f+zIufEjzb9PCx6z6h27Nj33S517hc1b61C197Ja+9mu+9Eg/ZcXf+tS/9at/6ZO+9Ih/G9T817j232Oaf41q/mNM988x/T9GtX8f0f7XdNH/NVfyn+P6f41q/u/pov9vruT/nSv+94T+n8Pa/zWh+5+Tun+M6H7pU//cK/3aL/3ULXxKcx8y/Ic0/1OG/9ojfsqKb1Lc+yT7Oc18zjBfu7mvPcLnbv6HbuFTmv0xw37p5j9nhFcxZjdCv0+yX3v43/qFX/rFnwfUPw+qf9+v/euw7pcBzc/96t+GND/1Su/S3Ps0/zYlvkpLL9Pq11nNu27Nx17t217984zuTUb7Iav91Kt/31f4qlv/Mq17m9F97NV+7NG+69a879G879W+zqifJYStMPf4z7rrToTdiTA7UW4rwj3q4jbDwv0gd83DXG1n7vq5zTD/MMzd6ORPNDMnXPSVNvb7Dvaqh7vUzp1rY8+1sZfa2Ysd3Kk27oibXrZTizZ6yU7PWfFEIxyuI3uqyVQlkaxUpStVqXJVooyIlCh9elmrVtaskbdqFG1qRYdG7tcrIyXKTIWqv5roryZHDHDOiuds1IwZLVjgmgMfd9MX2tmrHvaWn33YxW3FuK0YtxHmNiPc4wj3KERvBOmNELMV4V6nxB96xI9Z4V2S/5jhPmW59ynuTYJ/HmZ2u/DrGP6UYX4bFP8YVv86KP4yKH4dEL70i18GxI893OsU96SL2vDju17qRju+3IJPOuGaFR60oiM2cNQGD9vQmg2v2alVKzpgBQesYMUKlqxwwQznTOS0kZwygUkznPo/5GHF01Y0ad5zfcCkGU2awaQZTJjAlBnMWMCcdY+i0KIVLtrQggMtOvC3NJ0VzVrgjBXPWPG0BU5b0LQVT9uoaSs1ZUGTZjhuBuNmOG6GYyY4ZkZjZjhhhtPWPWUPz33TEsG0hZw2k9NmMG0mJ01g3AQmTGDSDKbMcGpvYLLgKSs1Y6OmbfSUjZ6w4HEzGregMQsaNaMRExoyokED6m8AffVkbx3ZV0/2G8BAA+hvIAcawOute38RVfmiMldU5EiKHLUiR6PM0apytESOVrVPq9qnJ3J0RK6eyCkkcwrJHD2RUwjyimBBEcovhHmFML8IFhSDvGKQWwLyymFePZ1vFeRujdJfpEpUkT11MFMDk5UwUwXT1SBZBWIVIFIGQsWEV6dq0ypatSqPXhUoUnl1cgeb7+YLIkXyvkrldCM86mYu+flLfuFoC3Oinb3YKVwI8Ge8wqkO4ZSHW3MzKy7qQDMzZaUnTdSCgxo1UvEykKkgFu3UGS9zwc9eDvA3IsJZD3OshboU4C542fM+5nKQvxwUjrRQo0YQrSS9RapYBcjWwEQF9OuJVrXSoyPaNEqnILdxMisnt3JyIyM3MjK7ILfysgZaVo9lDVSBgS6wc/IOrSpSSqYqYaoSpCrJVAWZrQLDdXDcgFebmPMB7lJQuNIpXfaLVwPC/bi4ldFupLTrKe3DjG49pb0X1zyIS1sp9XZG8zAubSfUzzLqJ0lxOy7dCnDnmvBtL72bFHeS4v0Qu97JPo5ym1F2I8xd9TAnneh8Mz7bjC80w4vN6JgNnrCDWx5qKybc7eLPtVMzjUSmSH6ogXwR5j53i6/S4r0gf9PD7sSE1xnNkwi/E+V3k+KjiHTLy250Mk/jwuOocM/P3vEx90P8nQC/HuQfd/EvktKHXvWHbmkrxN9qxzda4XU3vNMGHnrQ4wDe9KOHXnS7HX7fTD72w5dR/DTMvoixu3F2OyrsJsTncW67i30el96lpVcp4XWSf5vkn0W5uz5q3U896qTveajNAL0ToraC1AMvvtOO7nmoux76jpe+62UfBrg7PuaYHZ20o7seZjMkPInwW130XR+97mdeRLl3Cf51jH2XFl5nxEddzJMw+yzK70T4VwnhRZR9Hed/7Ba+9IlfBzQ/D2h/H9L9sV/7t/26P/brv/ZKnzPiu6T4Isq9S/JfetRfe9U/ZKWPafFzVvxjSPP3Ed0v/eofMtKnlPBTVvjar/mQlba6uFcJ8ec+9ece6VNG/WO3+rdBzW8D0i+90s/90h/Dmn+O6X/ukz6n+V97xd/71F96hDcx+nOC/Y8h4T/HpH8MS7/2i1/7xJ/7hN+HpH+Oav89rvvXmP6vQ9p/j2r+n0n9/xrX/TYg/dQt/jEo/X1Y+7VP8ykj/tIr/XVA+q1P/Kmbf5NgX0bpDwn2U4p/m+ReRuk3UepTkvkxw37t5n/Mcu9T7Psk+z7JfErSX7v5rz3Cjz38lx7x517ht37h7/ulPwbF3welfwxr/mNE8/f96t/61F+7xZ97xS990sdufq8u+jojvM5Kb9Lip27px37t+z7dbkb7JCI97RJ2Y9J2VNwMixsh8VGQ3+xkb3rZy23s1Q7+uk+67hO/93NXfdz5NvZMM3OuhbnQylxsYy62MedamdMt9Mlm5mgTdchFHW1iLrRz1wLCNb9w0SscaebnbdRUIxpvQGMNcKAapirIVAXZXUX0VZP9tWCwAQ02Un0NOFsD05UgWU7EylSBUsJTpPIUyv2F8mCRIlCo9OoV7RpZq1beUajwFymDxcpkJTFQj4fr4WQjWLFRhx30KTe+5mFud3I3/extP/MozL9MSi8T/LMY9zzBv0uxn7Pcxwz/Ki3spsSnCXErym2FmZ0o9yzKv0rwH9LCx27pdYp/neZfZ4R3Gf5DVnoeZ5+Fqfdp7pch6fcR9c+D6k/d/OsUuxtjtkL0eid920t9347Pt6BTLnzMgQ/b4CE7POJEx93UKTc+0YSOu9ARJzrkgGsOtGwB80bVnJGYNYEZM5gywSkznDGjGQuatsBJM5w0f+OhGQuc3hubrHDOChdscN4G90aiORvcM4q+eUVWOG1Dk1Y4YYETZjhhhuNmNP7nO2aGY2Y0akZ7Q8+oGQ4bwagJjv6p0Y2a4JgJTJjhlAVOf5MT4YRlj8bAmAmMGsFwIxhuBKNGOG6GE3uinxlPWqkpGz1toydt1IQNT1jQxLcP0ZgZjZnxiAkNGUB/A9lfTww0kAMG0G9AAwY00AAHDOj11v2/qFW5GlWuVpWjU+XoiBwdkVNI5haCvEKQWwhy9GSOnszTk7l7FKVTfacjcopgfhHKL0L5xbigBMuKYX4RzC9G+WUovwIXVFMFdYzMxMub1ApvEREuA8lK2F0D++phbz3M7DVyqmC0HPiKVC1apVutcIkKtyhvkeRtanmbWuYW8tslWbaCnDajAw58rIU55+MuBvgLPv6Cn/++S7wSEk57mNMe5lyAX3PTyw58wM3MWqmhOtBfR+5vgGNGuOig5m3UlAnOmsGqE51ppy976dsR/kFSczuhOePhznrYK2HxcAe31EQvOahZCx6oJmIlik690i3KLFy+mcm3cQUOXuYQFE5R2SQqXaLSKSjsvMLMyc1MgVtSBIpBuBx1lQF/IdmqUbZqFB69qrOIiJXB3ho0ZsAzFnrZwR5wcjNmatXJnPcKZz385YB4O6q5HhKvBcX7CfV6TFyPqzcTmicpzU5as5NW72Q0d0LC5TZmPcQ+TQn3w/xVL3M/yG3FhMcR/nGUu93JnG/D59zoSgt1vhUfssETDnS1nb7lZTaC3N0gd7EVr1rAQiO42Ey9jPNf+6W3WfFBF7fRxe0mhFcp6UVC3Enyj7q49U7hboB/GKBexLmdOH/HRz8IMA9Cwl0/vx0TnyXEt1npY6/0OiFsd3KPQuyjLvZRJ7MZZNb91NMw+zrB7EaZOz7qnpd6FWfepti3KfFTRnyf4bfC/E6Y/9SjftejfZ1Wf8qK7zP86wT/Jsm/TAibQfZRJ/O0i3kUpDeDzFaI3g7RmwH6YYC+76POO8DlJvw4KLxJSq9S4jUfc7mVehjgNoP8dlTYigiPQtxujHudEt6l+LcJ7m2S/6lH+Jjln0e513H+Q5r72s197RE/pPgf0vyvA+p/jOr+PqL/vV/7twH1PwbVf/RrvnYLXzL816z4OSt+zvK/9Yl/H9L80qf+0i390if91i/92iv9lOE/p/nPKeFzinuf4j6kuE9p7qce6XOP9C7J/5Dkv2b4v/aJf+sXf+3jv3Zzv/eJfwxKP3bznzP8jxn+S1b42s19SrFf0tzf+/l/DAm/9LCfk/SXDPulm/vay//cw/3RL/zniObfw+r/GpX+PaL5vU/8kuW/ZIVf+8Rf+jWfMsKnNPdrn/hLr/SlW/jSI7yNsy8jzKc0/0NaeJcW3qa4TynuS5b7kmG/dPNfesUfe8Ufuvl3KfZjmvuS5X/IcO8TzKc096VH+LlX+Oug9Pch6Y9+8a+D0q+9/I9p5scM/0NafJ8S3iX5d0nmXYp7mRJ2YtxmF/Owk94KMTtR7kmU244Jj8PC4y7+QZA/0UTPGtGUAc8Z6SUrPWmiRhuocQOzaOOPNkvHWsVDzcKinZmxUOMmasyIp830pAmPGdCYAY034hEDHqhD/bVwuAGOm/C4kR5tpEcMdH89DpUQLWpFm0bZplG5JIWNl9n5ApdQ0KaRB0qU4XIiUq6KlRGpSjJRRnRXEqMmtCfYhEoUgUJZsoIYNsApM5qy4EkznDWDZTs81kKf83AXPOxVL7seFp4m1TtRfjfCvUqKLxLC87jwKiG8S4vv0uKrlPAqxX/McJ8z7JskuxNjdhL8Tlx4EuWexvjduPAywb9J8e+y4pus+DrJ/tSv/mVE/6FHepMW36SFDxnhfVp4Huc3QvQtD7rYAk+4yKN28ogdHLTBAya4bIKrVnTYiQ870JoVrFjIFStYs4M1O7liJRfMxJyJmDGR02ZyykR8gxlMmuGECUyawJQJTpvhjAXM2cC8DSzYwJ8FJnjAiVedaNUJDzjgsgMtOvD8N1ALDjzvwLN2PGOF0xY4YQbjFjBuBuNmMGFBE1Y8bsFjFjRiAiNGcqSRHDOCPfdo2EiOmMCYaY9O8JgZj5nRN94yoRETGjXjYSMaMsABAxzcQyMcMsD9xj2qw6NmPGbGExZ60kZPWqkxCx42oWEjGjWhERMabAS9DaC7jszWEdnab0hVq2IViq5SRbBY1VmsCharnm/e/YuWzNOBfD3ILyRz9WSulsjVqHK03xhrn061T0fk6ohcHZGjVe3TqPZpiRw9mVcIcotgXgnKL0UFJUhWjGRFsKAY5hfDvGKYVwzzy7GslpGbRaVbR/pKYKQSpWtwdz3urUc9dShbC9PVIF4JuspIf7GqXadsViuaRJlLLGiW5E5R5uQLPGpFpFjZU6HaX0eMNRCzZnC0hT7n4y4HhYud/Fk/d7GTvxgUz/iFk172tI873MJOmdCEGU+YmQEDmrTioQYULiFSZaq+amLSQB5y4Ut+/nqXcCXEn2rnL/mFh2n1RlZ7N66+7GfOdlDH3eiAHSzY4KQFDNaruqtV6UpVpFQRLlWGSwlfoapZo3Cr5XZBVk8V1OM8Ky9r0RGtWqJDpwyWEIEiok2n8hQSXaUwVYnSlShRiXtq8EA91VtHx8tgqhzsb0ADdXCwFk0Y8aKNPtrCXeoUL/iE817+WlC6EVJf6xTuhMWHCc2NkHjVz90Jcfe6uKs++lwLvtqGr7ahSy3ouoe620nfDtJXWvE5J7jUCr/3MNd97MU2+qwT3Wyj7vioWx34Sit1zk3d9LKPwvx2hN0MMetB5lGEfxBkH4W412npeVZ8EGTv+5nNsHjPxz70UhsB6o4H3vOiK834qhvvdHEvksLzlPAswT/sZLY6mTdJ4WVCeBnnn8f5RyHmVYL/3Cu9TQnbYWY3yr9NCa+Twou48CrGvoiz19vwnVb0S6/6j9HCL4Oajxn+Y5r7mBVeJbndKL8T5nYj3JsE9zLJbXcx20HqRYx9FeN3I9yDAD5uBZeaqOdR8X1S/CErPI2ymyH2WYzfiXBbXdxOmH8b5z+l+Vdx9mWEe5cU3yS5DynuXZLb7qR2u5iv3fzvPcLP3eL7OPsmwnxOC7/0Sp8z4oeE8Eu3+Gu3+GNS+BBnv2T4vw9ofuvTfkyJXzLCX/vVv/arf+9X/9YnfekWv2aEX7qFz2n+XZT9EGffJ9hPKf5rt/ClW/zSLf6YFX5I8R+T7A8p7scU+0OSfRuh34SpD3H6fZx5G+deRtgXXdTrMH4TZd/FuTcx5k2cfhenPyXYL1nhc0Z4n+LfJvjPGfG3PvXXrPBzt/Brv/pTRvyQ5D9nxB8z0tuk8DLOv04Iz+P80zD7LMw9i/DbQWani3uREF4khKcx6XEXtx1kdkLMph+v+6n1ALMZZLdCzMNOej3AbASYe17qdju+2Y7veOn1TuZRiN3q4p50sc+i3LMI+6SLfhJhtyLceoi95aNvePANH3PVw55vpc8249NufLqZOummTrmpMy306RbmRAu72kT31UFfMdGmU3mLYLAc+4rJUAmZqUL7G+gpMzvcyPTVUQN1aH8D6quDmRqQroaBYlWrVtmhIzv0hKeICJQAfwkRKFF2larCpUSohAiXgkQFSFWCWDmZqAR9dXjIgIcNYNwIp81o2oImTXCykZwzkwcd6HgLdaKFOt/OXu/kr3eJp33ijJ0aaiAWbei8h7sR5G+FhBud/M1O/k4nux5it2P8Xlf3WUJ8l5XepIRXCf5VSnybFj9mpY9Z8UNW/NAtvUnzr5Lsu9TexWd2O0w9jjBPYuyLBPcyLT5L8s8T3PMo8yxK70TZJyHqVZT9mJFexvmHPuqej7nlY842oTUzuWQkFo3koplctoIVG1y1wzUbXLWAAxawYgErFrBkAXMmctpITBmJKRM5aQITRnK8kRhrJMeMcNwExo1gzAhGjWDUCMeMYMIIZkxgzoIWbHDZDlddaO1bYRbvYdVFr7qoFRdaduJFB553oBkHmnbgWQeet6N5O5yzo/92nhx4zo7n7XjBQc076BkbnrahKSuYNBNTZmLaAqb2JiQzHLXgURMeNeE/aQmNmvGwGQ+Z0KARDhnxkAH31oHuWrK3juxvAIMGOGzEo2Zq3EqNW+kxCzVq3it9U2NmatiMB41osBEOGVG/AWTryHg1ESpX+koUHYXydl1Bq7agWVPgknJt3D4zk2ukc81M7vaD23/REHlqVZ5GlaslcrSqHLUyR1LskxT71Mp9GuW+Pd1Pq9qnI3L0ZI6OzNGD3EKQXwjyikBeMcovwbJSLCvBsmJUUAjyi2FBCZIVQ1kxlJVAWQWlqONUZolw66GvBIcrcLIWp+twqgalqmGyGu7F7fboyleoatMq27SqNp2yQyv3ahUdGkW7Wu5Ry7xqWUAn660hpkxw1YlOttF756kuBqULIfXZTv60lzvRxh5pZVeauTELE68GqWpy1IhnXeyskx0x4YF6NGnEq03c8TbutIc+0kyf7mAfJKWtbvXDjPpKkDvTTp1pY062MGc89HkvfaoVH3PDw01ozYkOONCsBc1Y4WA9ka5QpStV0XKlr0jRpJaZeVkDLTOyMpda6ZRUFk5p5ZStGrKzBAaKQbuO9OmJaCmZqoShIrJFVDZLCrekbFarAkVkphoN1VNjRmrcRE2Y6Dkrs+Rg52zMlImaMaNpE55sRPNmdNCOD9nRqgUuNpKz9aqZBmK2gVxuVB22gUM2OG9QrVnI8630KTe1YCTnDMSaBa5ZwYqJmK0np2rIg2Z0tom60ITPO9E5J7zkxhfc6HwTutpKXe+gr7RRF1rw2WbqqA0fssA1MzhgJJYalPO1qsMmdMFNn2umzripiy3U5Vbq+zZ8vY260oyvteLrLfiqG9xtx+s+5q6Hvuul7/mY2x76Zjt9rQV/7wY3W+ElN7zggnc66Ad+5p6XutWKbrWhux7qZju+7EbnXfCsE55xgFN28ohJdcZG3GpH9zvQ9WZ01gWO2eApJzpmAysG4qSNPO9El9zULQ91x8tcbaOvtFDXW/D1ZnSpCV5009fbuVte+raXvtlO3WpDN9vQzTZ0qxXfbqNvt1N3O+iHPm6zk7/rYW93sA/97KMAt+nnHwW4p2H+WVTc7BTueNh7Xm4jwG2F+Bcx6VlUfBTkHge4x53cAx9zu52676Ef+pkHXuael77nZTYC7OMQ98BH3+7AN9qpG234Rht1vYW61gKvt8LrLehaM77WjL93g6tu8H0zut6Gr7VTNzz0HR97v5NfD/L3/ew9P3s3wN8NCHf8wvUO7rqHvePn7/iFWz7+lo+77eO/72AvtdFX2tgLLcz5FvpyO3epjbvYRl9sZS60MGdbmFPN1FE7PGYDp+zohB0dsYI1CzhkQcdt6Jgdn3BQp5voUy7qhAMdtsFDNnTYgY84qaMu6oSLOt1Mn2llT7cwp9z4lJs63kwfdFMrTmreSk+b6SkzPWZA++vBcAPcXw8H6kBfNZmtIHoqiTEDnLfRS0523slMWJhsLerQytskeade2VUMYuXIVww6dCBaSmaryP4aMFBLjjWiESPVU4cGGujuBibdwA6Y2BELM2ym9jfi4UY0acbzdmbJQR9uYk+08ac6+PM+8bKPu+plbwS4W0HudpC/HeBvB9h7QfZ+gH7QST+O8I+iwnoXtxkRNuLq6yHhQjt11UvfD/MbEWEjzD8Mi5sR8XGEexJhXyX4t2nxZVJ8FudfJoVXSf5tWnqXld53ix97pE/d4g/d4ruMsJtgnyXYF0nueZzZjTI7EeZxiN7uop9FqN0Y8zTGbgaZW63ogpM4aSeO2ojDFvKIBRy2gmUjWGyEc41gtpFctKA1B3XERR9tYo67mWNu+rADHbSTa3bygB0s2cgFK9iLOUxb4LQVzljhjA3tRb0nzXtAU2Y8ZcZTZjRthrMWsGiFB2xo1YFWHXjVSR1wUgdc9AEnveKgVhzUkp1atFNLDvobP9nQpAVMWMCUDc7Z/1xx5MBLTrzkpBad1JKLWnJSy0562UkvOal5O5r9tkAWTFvBjBXOWOCUGU58U+TQmAmNmvGYBY9b0LgFj5nwiAnuN8L9Rri/EQ02gEEDGDLA/UY48u2X1LiFGrdQY2a8N1GNmPCwCQ0aUX8j6mtA2TqQqCaiFapQqdJbpGjVy51quZnPNzC5DUxeA5PTQH9XT+XUUbn1VM7j+7f/oiXz1USeqNgnyveplTkaZa5auU+t2KdW7FMr92mJHI1qn1r5nUa5T0fsKyRzC0FuEcgrhvnFsKAY5ZfgglIsK6XkZbS8hJKVUooyWlWKlcVQXgRlRUBWghRVtNIgkDY1cOtAWxHwFANfCegshcEy2FkKOktBVxmIlINYJYxXwVgl7Coj/UWqNo3CKSitnMLGK1yCslmU+3SKaImyp5qYNKFlGzrkxCdbmQsB/rSXP+CkDjVRZ33cGb+w6GL3N8IhI1pwMaeD0lG/erFZmLIxKy72aIe42sofcDPjRjRcD062cfdT4npGvB4SzncwZ9rZ0+3syTZ8yAGPONG5dupECzrXwZxpp1ed8FgrPuiEyzZwopU60YrX3NSUBQ7UEb11YMhM9ZvoVg1RRRaUE3kGWtGsIdv1hFtNOAVlk6hsVSttrKxKlVeqyK0CskZG2aEnszXUUAM7ZKD7DXSsAnVoiQ4d0a4n23WEX6cK6FQ+rcqvU4X0qi69MlKoiBUrg4XKdknh5mWtfEFEr0yXkulS5UA1MWqA3ZWkT5K3i7KgTh7Uyf1aeUiriOkV3WWqoWpytIYYrlTtr1RO1oGperC/SrW/khirAWM1YLiG7K8mhmrA/lpiqJYcqAaZUlWySNFbRkw04LEG1Fuh6i5TDlUSE3Vguh7MN5DLJjBrADP1xNJaZrMAACAASURBVIoRrprgshEeMKNVM1oyoZl6crJaOV2lWKpTHjSDVRNYMpCLRjBeTfQUyYfKFPP14IARLjaA8WpioEIZ08v8Qn6Az0/oCsZrVJO1yqiuwC/mZ0uVA1VkQF3gZvNDWnlPmWp/FTlVB+Yb4ZwJTRvReB05WUfOGOBMI5pqRLONYNEIZg1gthEsGMkFE5w3wZlGMNsIV6zUQQd70E6vWqlVC71mwUds1EkHc9rFnHOz55q5U03McRdz1MkettNH7MwpN3fGzZ5y0Sdd9Mkm9piLPepkjjUxR53MQSt9yEYddzInm9jjTewRJ33ITq3aqBULWjbhFTO1ZqNWbdSajT5kYw7ZqEN2fMRBHW9iTriZY272WBNzrIk53swec9PHmuiTbu5UC3+qVTjeLBxycodc7BEXe8zNnmjhjjezR938moufs9BTjdSMkVq0UotWatFCL9voRQueN+F5E5o1gikDOW9CB2z0mp0+6KAP2qk1O71mp9fs1EE7fdjJHHUxR53UEQc61oQPOfCqDR+wUys2vGynl5zMgo2et+B5C56z4Tk7NW2hRhrxUAMcbEC9tbC7BmVrULYapCqIcLE8VCjvLlctmNGpZuZiO3vFw51p4xasVH810V1FDtShMTMz6+QnLFxvDe6uBGN14KANn26lbgW5jZj6fli82yVeDarP+nWn/Zrzfulip/pSp/R9ULwdFu90CTf83A0/d6tTuB0U74SEu0H2lo+54WNv+JjbAfZBkH8Y5tfD/P1OZj3IbUWFrSj/KMw8iQu7aWknIW6GuYdd7HZc2ElK2zFhK8JvR/idGL8b518khFcZ6VVGfJ0W32Sk5wlhNyHsJoXdlLibknaT4m5C3ArzD4PMRhfzKERvdOI7HnSlBZ5zgTNO4qRDddyqOmYn1yxgyQTmjcS0gZhqBJNGMG4ghutUw3XklAEvWalVB3XIQR12MUdc9MFvO4Hwou1bRnx+L9VthXNWNG/DCw685KSWnNSSg1q04z33aN6K5q1owYoXbXjRjpf3LjY5qTUnteqiDjipFSe17PjzEyua+xPzNjxvp2ZteMoMJo3kjAXO2eCCHe3df1p24RXX3ksdcNErLmrZSS05qAUHnrPCaTOYtqIpC5w0k9MWMG2Fk2YwboJ7VacJExo3ozETHDeBCTMcN8ExExz9EyNGOGoEI41g1AjHTGjMhMbMeNyCJyx40oInLHjcgkdNaKgR9tSBZBUZqyC7yojOEpWvWNFRKG/VydwauV1SNPKyeja/lsmvpfNqqZwaKqeGyq3ZYyk9yNeBfEmZyxfs42XfifJ90p8U9Q2Kb69Wua+QzC0GeSUovxQXlKC8Epi7p+8V73lUlKyUVpTQyhKsKEGKYiQvgrJCIC+G8lIkr6SUtZyqnlM1cKpGXmkWlDZJ5dKoWvWEt5j0FZP+YiJcDhKVKFEJI+Wgs5ho1ymbNEq7pLAJCoegaJIUbRqFV6eIlhC9lcRwrWrWBFadaMGGZ834YDN9uIU+1MweaeNPe/izXv6kRzjp4495hANubtHJHG5hj7Zzx33iWiufrYZBvWqwFsw78PF25kQrM2MGIw3knAUeb6VOtuDDLnisGR1vpc552VNt9OEmeLwFnXCjMx3oSpC54KfPeJmjLfSKA51sZ65H1Ze7NJNmukOrbJJkkXJioAH218N4BRkqI3xFKjunaMCyKpBfQuQVKvOLlfk1qKBJTXSWoK4yECxHDklVSRaUEgWVSOaSVJFSmCgDkRLSq1U5ObmDlbWI8oBe5dOpnGyBicqzs/ltkiJUqIqXqnqqQKYa+guVdrbATBU0cQXtarlPq/RrFR51QVCniBWrYiXKUKGiSy9PlKoSpapIoSJVqkqWEgGdvEMj82pkyTKyr4YYqFGN1KFUBdmqkXnV8oFqMGmme+tQtFTVqVf5tcpooaq/ghipAQPVsK8ajNbjaSMerod9VWC4Fo4b0EANiBcrwjp5vEjRXa7aX0VO1qORWpgpU0ULFRG9PFOqGqomR2tBXyXZVaT0qBV+jTykkyWK5ftrQbqccLB5FpzrZPObBXmLIGtVy1s1ihZJ3qFR+rXKUKEqWESEilSxElW6lEiVEolSVbaCHKwBw7Wgvwr0VZGDtWC4Du6vA4P1YNiAJo30mJHpq8HZCthfhYZr4WgtmKpHSyZq1UYfcjBHnOzRJv6Qiz9gZ1fs3JqDW7XTK1ZqzcYccnIH7NyyjVmxMysOdsXOHnSwR13cISe36mTWmrhVJztvoUfrULYCZCrAWANastErdnbZxizb6AUznjGiRRu9aGcmjXiiEc+YqSU7tWynVqz0kpVatuGDTnbVwS1ZqRUHdaiJOdLEHXHzB5u4NRc3YWbCZWRnoaq/Bi1Y6GULXrXSR53MUSd12EEdc1EnmqijTuqIkz7WRB9poo666GMO+rCDWXPQB+z0AStzwMasOugDVmrVio+6qGNN+JADrdrwshXv9VinLWjCCMcMYLwRTJngpBGMNYLhBthfD/Y3wHEjHjeiiUY4bQCzjeS8GS7b8CEXPuJCRx3wdBN9tpU91cKccFOnmunLXv5eRL2V0u6kdTc6haMOdNaF7vnpnTj/Kiu9yoi7SX47xt3vEq53Shf90jkPf8Uv3AkJGxHucYzfjPIPI/yDLv5ekLvXyd0P8veD3L1O9l4ne7+Tvd/J3glwdzrZu0HuXif7sIt5FGY2u9itMLcTF7ai3NMo9zotPEtwWxF2O8btxPlnCeFpQngaF54mhK24+Cih3oxJT2LCi6SwExPWg9wdP3PTx3zfQV9qo8414+MOcNhKrFmIVTOxaiKWjao5g3K6QTHZoBxvUI7UqYbriOEGMG5CczZq2UGvupg1N7XioOYteM6CFyxoyYaXbNSCFc9b8ZwFzZi/1WlnbfC/icS2Ryd7eW685MTLTrzixCtOtOxAiza8YEeLdrhkR0sOvODAi05qyUkvOahlx//hlT3Q83Zq3o7/BDVno2Zs1JQFTZrIGTOYs+M5B561ozkHmnfiBRe96KIWnWjJiZcc9JIdL9jQrBXNWNG0BU1Z4KQFTVjQuAmOm+C4GYwZyZEGYriBGG0kR4xguBHsN4DhvUqTEYw2kiNGctQERk1g1AjGjHuUBseNcMwIxr65WXDCjMbNaNyMRhrhQD1IV5HhEoVHL2tWy1zqAoc63yYVWIQCE1dgYArqmII6pqCWLqim86qp3CqcU4X2VeGcR/dv/0UP8nRknpbMV6tyBfk+QfadKP9OlH8nKb6T5N+J8v8hyr9TK/ZplN9pFP9Dq/pOT+QWkrlFILcY5RbBnCKQWwTyCkFeIcwrRvklSF6M5MVIXoIVxaigGBUUI3kRlBeSBYVAVoTkxUhWiuSlWFaGC6poWT2vNIsqp0bl1qpatEpPIREoAcEyEC4HsXIQLSPDpWRnsapDp2xSK+yCvEmUtUiyDo3Cr1eGCuXxUlW2ihisB1MW+oCbOdzMHG0TjnnEM17hgp8/1soca6XP+rjjbexKE7vsYlbd7HGPeLSDGzXBYQNedtKzdrTspA+62YEG0K5VtKvlA7Wqoy3UiTbqoBsfbaFPtDFH3NRhNz7sBKdb0AUvuuDFF/34vI861IQm6lVHm9CNiHClSzrtFSctTF81XLLh8z72rJdbtOJZM1h24ikzHjFSfQYqUA4tgrKcyK9C+UZOXofllTC/EhWUw4JiIl+vzC9UFRgYZYee7CwmO3Qqt6Swc7JmUdGhJTo0RIuotNIFZirXwRc0S3KvTuHXKzr1qmChqkMjdwuydkke0Ck6tEqPRtmpV3q08g6N0qNVdWiUbkHWKhQE9fJwkTJSrAoXEx6twsbkNVK5NjavVa1oU8vapAKvRukSFdUw14hyI0WqoXq8vxH31cJIiapVknWoFeFCZbhQ4dcrOtTyeDEx2oAHa0G2nByohiP1aKAWpMpVAa28TSzo1MqTJapsBZEuUSWK5MlSZaRIGdLKYkWKTKkyWrT3l+QhvSKolUULlb1VoLsS+PUKl1BgY/IdbH6zKGvVyJtEuZ2TOTm5k5XZGVkDzq8GuWY6383LmwV5h6SIFhPdlainGiXLQbiICBWpoiWqTCXZUwP76+BIIzVkoOPlyKsj/XoiWUb2VILeKjhYi0bq8bgBTzZSc2Z2wcou2JgFGztqoNKVoLsSTDTgOSM1ZaQmGqnxBjzagEYNaMqEFyz0goVatOIVB7NiZ5es1IwR9dfAZDnZW0WONYBpI1qwUMsWas6IJg1oxoynjGioFvRXg/4aMNwAJhrhTCOabASjBnLCAKcMaKSOHK4jZoxozUafb2Wu+fkLHn6iEXu0Mp9Wlq2G/TUwW0EMVJOrVnSxhb7czl5q5662s9fb2dse9o6PueGlv+9grrQyF5qp027qiJM+YMVrNnzURR2x40NWdNSJTzRTx5uok03USTd12Emt2NC8GU4ZwXgDOdZATDaCiUZy3gKPuNkjrezhFvpEC32ihT7ZQp1voW95mc2IsBmXNmLCwwi/EeEfx/ithLidlB5F+c0I/yQmvUqJH7Lix171s6R0y8/e9rOPo9xuWnyZUe8khM0otx7mbnfy3/vYy37ugoe94mVu+ZgHAfpJlN/NSFtp6UFUvNvJ3vEzd/3svSB3v4u/3yXcCvLX/OzlDvqal7oVYG8F2Lud9P0gvR7itmPibkrcjjDPouy7rPA6zT2LsTsx9mmC20ny2ynpYUx9I8hfC/BXO4XzHu5CB3OhnT7hwstmNGMAEw1gtJYcrlENVSsHqhT91cq+atVADbG/jhg1kJNGMGX+lqCbsaJZG56z40UndaCJWXNzB5u5gy3sahO75GAXHMzCHmfY8JyVmrNRszZq1opmLXDWhvYWCM3bqQU7NW/Dc1Y8Y0VTVjhthXM2+CcnoUUHnrdR8980OrzowAsOvODASw685EDLDrzkopdc9HITs+xiVlz0iotecVErLmph7ziTFU9Z8V5+b9wMJ8x40oIn98Lldjxtp6bteMaGp/du4FrgtAVMmMB4I5gwgkkT/Db3mNG4CU6Y4IQJjhjI/QZy0AAHG8CQgRw2gOHGP1nKBMbMYPxP+2rcBMdMYKTxW8ZvuBEMG8BQAzlQR/bXkb21ZLaajFcQoRJlh07mEPOMTG49lVNP59TTeXVUXi2VX4Pzaqj8Wrqghs6vYfJrmLxqKrca51RTuY8e3PmLDuRp90DmaYlctWrfHkWplfs0yhyNKkejzNGo9mlUe+++vTSgnsgpBN+Cf3oir5DMLwT5RbCgCBQUkgV6sqAQ5H9zrShFKVaWIHkxlBcCmZ4sKCTzi0B+CSooo+QVtKqSVtQw8gZOYRIUVlHp0qja9IS/GHSVw2gFjFXAWDmIlINQGekvVnoKlW1ahVutdEvKZknWqpb7ClWRUiJbBUYa8ayFPuBiV1zssoM61EwfdtNnPOw5H3ukhZm3UXM26mg7f7CFO+CmV9z0WjN3yiMc9zCrLrxoo2YsVKKctLP5bVL+pBGc9nLnO4XzneIpn3iknV9tZqaN5LKFONkCzrfDGwF8M0SdbYfLVvJUG30rKt6IqS+F1BNmyqdR7K8mL/nYayH+uJs65AQXPMz3Ae5WRLgeVR/uEJLVsElQhEtU/bUgVqpq18radMoOvapDr3SrlY2svI6WGVh5PS0rB3klZF4VyDNQBY2MvAbKSpW5ellOiSKngsirhvn1OL8W5lUSubVkXj3Kr0N5RirPwRXYWZmdlTl4mYnKrwG5lSCvkswrU+6rJnPMdJ6DL7BysjpcUE3mVYPcUuK7UtV3ZaqcEsW+CiK3GuRVgbxSZU6Fcp+VlrVplF69MlJKhEpUNq6gEecbcV4N3FdO5pQocmrIPDevCBeq0uVEoozoriBG68mBGlVQL2+XCrrLiKlG1FdNJEpV6TIiXUFkKslkGZEuU43Vo0kzm6nGPTVgpB4kylXRcqK7Bowa6SETFygjvTpFtEQVLyNCxUq/XunXKwOFys5ChU8rdwkFdSi3GuaZ6AIHV9AiKaKlZH8N7qnFoVKyRS23s/nNkiJUDLpKQGchESoiukrIYDHh1RFtamVQT6TKYboCpcthqhwmyshEKZkug32VYN5CLdmYeBnZrJZ7tYpkKZGtJFOVZKoSJCtgQK/yaOXRUtX+ejRro0eMuLcGDtSggWowWAOG6+CoAQ/Xw/115KQBLJjxgomaM6JFMz7ipI83c4fcwoKDHW7EfbVgohGuOemDTmrJTi1a8YIZTTfCJRtesOIlM77STj8Oc4/CwpUO7rCLPuSiDzrZKSMKF8ubxfygNn+iRnHCgc41UeebqKtufLMV3m2H99qp2+30rQ7qng/fD9C3ffTlNnSphbrSQt1oxbc86JYH3fbiWz7qToC5HWCvepjz7cypZuqICx12oaNN1KkW5kw7+72f34yqn6TUj5LCoxj/MCreDQnXOrgb7dTjLmY7xj+Ji7tp6XWP5mW3tJsRdpLCk7jwJCE8jQsvksKLpLCb4J8k+M2YsBkVn6fFd32aZynxQYi96aeve9GVDny5HV/zMle97OUO5pqHve1nN8Lckzi/kxSfxMXNCPewi38YEh5FhO2EuBmX7kfF6538dS91N8jcCPBXvfx1L3s7wNwNCfdDwsMw9zDCrUf4jTC3EaQfh5nthLCZENajwt2IcNHPHXLTi3Y8Z8UTRjRpguNGOFBDZMqJVAWRqSJ7asBALdxfD0cb0YQJTZnxXlhjyoJmbPScnZ6300sOetlJr7joA030WhNzqJk93MIdbOH3sLZ3f7Zp73ISs+xkl5zckotddNKLDmrRSS+6mDknM22jZuzUjA3PWr+tuZu3ogUbXrDhOSuascBZC5yzoL2jt3N2PGdDe67SihOtOvGqC680UQe+3b+gVl141YlXXfSKi1500At2as6+dzkQj1vQhAlNmfC0BU/b8KwNz9rQtA1N2fCUlZqw4IlvTSZy2EAMN+xFNsgxIxgzwjHTt5D6XsxvfyMYMpD7DcSokRw3gTEz3GtQTfw5e30TABvh/gbQV6tKVyrj5cpYmTJaqugqlgf0Mq+uoF0na9bIHP8/V2/Z3Vaebg/2B5ju27H48A8OCsyyLYOY0QyyLXMcB8wgy2yZw1SpMDkOOpxKqlJdff/33v+aWbPmO82Lo1T3zFr7jY+0luGFtvfz7GdvqymkGPyS3iPonFjXgHQNvK5B0DcIhgbB0MAb63ljA2+o5/X1vK6uoKV0BS1VwhpKOUMpMJYCQxkwlAJDMatTZ30qS5Uw+hJWX8LpilldMaMtZnUlhSMqfSmrL2H0pax67WssBwWUMoZiWlfC6suAsRISdkRVYaqKp6owWYmIcs5QxhnKoakCEHZEVmOqGlPVmKzhiVqecIqkX6GiNiZVClrKYVs511kJeqrBYB0YqQfDdaDPAbrsoK2MbSqmklYyZSGarGRbMdVTwQ7XgNN13Nl6bsrJLfnAZhhfbJIuNUvnm8TtOL8ewbuN0m6jtJ0UthLCfqNc6IuMojk3yPrxpBt1lJApi/5cPXOhVbrWpVxqky+3KzuN4jknky4xnHMQlxrZxxn8alh8PiTc78a3OvC9tPAkIz/slc8n8WkHlRL1Z6rpW+3C3bR4tQlfSOErzcLNNuF+WnraZ77fo2zF8JwbrAbgQZzfjsKVAFgN4Y0I3orx61F+1odG67khB9ddQaesZNRMRhVTQjHFFCIoGt1I1wB0tZzewerqgcGFDPVAV8fpHIyuitKWk0VlRJGD1nmhwQv1Lqh3Q50P651IW0kXlZmKqiiNB+uDgt6H9RGZCAomO60tJYvKTCfsZFEDqw3wBp+gr2GKSo0nSgwnKghtDaP3QGOThUiYTbWMrtKkKSeKSkx/LyOLalm9BxuiMtFTzozWc0MO9mQ1PdXATrvo8Xp21ov3U8qVFiUf5rci/MUm+UKjtB0TNkJ4K4RvtypPe0uutZqvt0gPuuRbbeKNNvlai3i3w3y7q/h8k3ytRb7Vab3catmICksBPOdFMz4054VZF8h5uMkGZtRBn65lJp3stIvL+VE+KqyG8IwHnqkHPRVURxk9XMWNu9CAAyWtTEcxfaqaPeUAfZVMdxmdKacHKthMOdtRTHUUkz1lVH85M1pFzzrBshctuMCCF+YCKOcvhIquhdBKEE+7wEQDsxJAV5ul+z3WS83yZpTPx4QFH56uB7NOdiUA9uP8QVLYjeGLcXyrRbrTId9qER53yW+Gip/32R6mlRtt0kGSv9okPO42v+izHvXbHnVb73Qot9qVx5ni253yhTh/t1U6zkjfRsz/ebr4v8bLfjlZfNxnfdGjXErg6Qamx2YYLjVu+8HlCLwSg9fi8EYC3GvCjxrxo0b+aSt+lRbeZqT3fdK7jHjUzj9qhK860KcMftsF36fRt0Hp+6j546Dyskd+3i296JGe94qH3cKLjPx2yPph1HY8ZD3sll50C5+GpG+j5q+nrB9PWp/1We51Kodp6TAtHvXI74atn8dKv4yVfBq1fBhW3g8qHweVT0Py11HLl1HrpyH520nl+xnrL6csX0eUP07bfjtlO+5XnnaKTzv5pz3CUa/8dsDyesD8NC0/6pCOupXXffJxr/BtWP7nmPXbqPn9sOVVn/VNn/njkPnzSeunEcurjHyYFl/1Ss97zU/T5sO0/LRbvtel3GyRrqf4603itWbhRhP/UyO+3cLf6RBvtIoXkngrAnN+btrFnWvgzjWwk0521gPm/XDejxb8eDGIlsJ4NSqsRYTVsLAa4dcieCOKN6M/dkJxficp7qbE3UZpN/WveqTdpLibknZT0l6TvN9iPmi1HDQr+43ybpO83ShuJ+V80ryRlDYS4kZc2IwLmzFhOcrnwngpwi9H0EoUrccKkazLIZQLoVwYL4ZwLsQvhfFSBC9H+eUovxLjV2N4Pc5vxvBWDOXjKJ/g83FhKy5sxfFWDG9G8UaMX1dVWlxai4vLUX4pjJbDaDXCr0WE1aiwHMHLYbQSQktq7F4YLYbgYhBmg2Dez854mRkfN+1lp7zcjJeb9XHzAZgNoYUQVKd58wGQDXAq5gPcXADMB6Gae5QLwYUAmPNxM252wsmM1TEDVWRnmanJZoybDWFZFxB1PkHrFbRuQePEGifWNmBdA9Y5eX0BosEpGlTZVId0tVBXC7V1SFuHNLVYW4u1tUhbi7XHz5/+pZgxlBRY6k8YSjl9Mau3UVorqbVSOiultRbWVJo/91Uqh9loXTGjVyVXCaMvZY1lnKmUNZayhhJWX8rpyzljOWeqgGQlpioxWYkIOzRVQlMFNJVzxnLOWAlMdkTYEWHHRBUiqjBZw5N1AumUKK9Ch8xU3Mo0lrJt5Uy6ku2tApka2OeAmWqut4rrqmAbrVTcTCWsdMrKNBfTbSVUVyndb2fGHNyZWmbWDVaCaDPK7yeF/aSwkxD2m4SdlLAVxxeaxM043ojyOwl+J4H3msVskG8vMdWzJ5oUw0YM7zUJyyF4vlnYa+TH6+mBStOZWnIrxl1vQz914AcZ/kEvfzeN76fRk17hejPKNpBTtdScm92KwNudwsNe+UGPfL9H/rlLut4mXWuTbrTLP7VKP7WKezG85ofnE/ylJn4vwW+G+XyEv9goXG7hLzaL2zF+PylcbpE2ImjRD2ec7IKL2wzhlRCccTET9czpWnbYTo9V0WerqXM15ISDOVPDnKwkh8qNw+XEWBV9xsGkS4wdFsNYNTPbwI3XkAPlhm6bYaiMmKijT1dTo3Z6zg1GHKxfMAQEQ0jUN5uNYzX0RAM7Uk11lRjbbIY2iyElGdotxFgNe7KabjYbWmVjXwnRV0YOVBKDVWRvOZUpo05VMTk3txdDu1G04gNZN7sR4C4n+Fst0t125VaLeLdVeNtv+eVU8fsR2+028VKMv9skPu+SXqbFo07xZVp61au86ZXf98lv+pSjLuVxh/gsLb3rt34aLnk/XPy8z/Ksx/wwrdxsk9YCeKEBXImjO838zUZ8p1V80m192GO73WW7k7bd77bdS1t/7rRcbFG2k9J+XLjSKB8k5TNO3F8JljxoL8rnA2p0NLfuBzkvOlfHnnPQE3XcRC1Y9MCsF+S88EJcuNsmPU3Lz7vNrzOW437r0275Ubv0ukd5O2B+N2j5ZcT220nrL4OWz0PmD8PmR2n5QSv/uIN/2iW+6JZe9CoveqWXGel5j/K6V/k4oHweVn4bs34bMX8eFN8PSG8y4qdB+duI5ddR29dR28ch69sB6/OM5XW/5cOg+UWPcr9Nft4tfz9l+T/PFf8/U2XfT9leZSyvMubnPeaf2uSpeqa/jFzxsDfi3O0mfCvF32/hX3QrR2npsEN43iW+7pbe9skf+uUPA+bnaelmnLuX4o7T6EU7fN6OPvWJv5+UfxmSXqelF2nhTUZ43y+/6xPf9QufhuUvJ5XjQflhB37Sjo/7pI+D0udh5cuo5ePp4sNB28Me8+0O8UEH/2nY/O1M6S+nSz+dtBwPKEdp4bhH/GXE/PW05etpy7dTyj/PWf9nuuT7GfOHQfHzsOXXU7aPQ+aX3dLrjHw8aH47YP44qLwfUI56lIcd8uO08rRHftaFPw4o30atX4aUj0Pm4yHr6wHL2wH5uF9+0as86lRuNok3UvztFulWi3irVfipTTqfklYDcNXDbvnBdpDdDnGqw3vZzy36uFkXM+lkJpzMhJOdcoFZL8gF0WqIXwuj9SjaiPIbMbwR4zfi4nqEX48IG1F+M4q34ngvKe4npYOUeNAonG/kzzcJ+83SQZO03yjtNUo7KWk7JW4nxe2kuJ2SdpqUnWZlr0naa5R2U9JOStxRS9Pj4p8dFptRrC6T1qJoNQKXo3A5ipYjKBeG2RCcD8L5UOG0aCGIsyGci+ClCF6N8Wtxfi0urEX51UL0uLp5wrkQzoWExRC/GMK5EFoK4+WIsBTGyyGoBkOsRHAujLNBG1bAHQAAIABJREFUNO8H2YCa5odzIZxTwylCYDEE5/3cnJ+bD0DV9ZANYpV+siGUDeGFAMoGYSHJoqCuwGyAmwsA1Sg/4+XGXcxYHTVUTfZUEG2lRNJqDMkGr6B3Im0d1NQBTS3Q1MGiOlRUB080II2T17kEvYs3OHm9k9fVY20d0tQhbR3S1gJNDVdUw56o4YocQFMLtY4fOD56+hcLpbPSehtrKGYNJZyxlDOWcsYSzlDCGYoZvZXWWSmdjdbZaK2VLKysLITGSmqtpNZG6Wy0zqqa1388Kab1payhHBjLoaECGiugqRyYSjmiDBBlgKgApgpgrATGSkgUuAqYyoGpApjUgWElJOyItCOiijfVCESDSLpl2iPTXpnyK3TYwiRLuNYKkLZzmSquu5JrKWEbi5nGYjppo5NWOmamIjKZMJOtNipdRvXbmVMOZsrJZb0w5wMLXi7rYzej6CCFDxJ4N84fpIRLKXSjFd3uEjajqFHR201/j4u6lRDYT/G5AFiP4Xwcr4dRPgbXIty0mxmoMJ6sMu2n0N0e6WobvpiCN1vR+QS37KH3Y+BeWrrfI19I4AsJ/KBbftKvPOlTHmaUnzrEvTjeCKL9GL7YyOfDeDOI9uJoJ47Xgng3Llxpla62idda5f04vpgS7qYt11rFy438bhRtBcBPjfhOq3Axji4n8IU4XvOy2z5uLwR2gty6h11uYNbdzK6PuRKBlyPwUhSu+9gZB7np4/ZDMO9h8z4m76EPAtzlKNjwsGtu7lIM7cXxoh+uBuFqEG6E4MUkvpTE56PoIIouxuBBGKy6mJ0AvN4krPq50QpyuprOe7ktH7gQwVcS/Gw9N1ZJ5ZzMfoC9k0IPW/HtRnwjiW7E4Z1G9KgNP2pFD1vQy7T4aVD5bdT67ZTtfrtwJYaetIpHXdLtRv5OEj/vEI8z8puM8q5P+TxiedljftQuHnaKr7qVtxnzcY/8vk/5Omz+Nqw8S0tbIbjsRwcJ8SAurnjBhTA66jS/7LMd9dqOMtZXfbbXA7ZXGfNRr/luh3K/Xb7fLt9ICXtRfjOArzdK99ulW0n+QbNw2CE8bhOedSn3W8SbKf5qSjwf4a8m+Dut4r0O5XKTdCnOP+8Ufhs2fx+1fhmxvuhRjjql34Yt/zxt+3LScpgWr0fBYRP8PiD+OiS97hVedfNfBsQvA/Jxj/Sik//UJ34bMT9LS49b8ZcB6beT8tdh+cuQ/HlIft8nvuvlfx+R/mfM/M9Ry28jyrdh+Zch5dOQ+cuI+ftJ69eT1hcZ8+s+yy8jtu+niv/rXMnvp0vfDxW/6rO8HbId9ds2w+hUNT1bR1+Ncg9ahPvN/GE7/tCnvB9QnndLTzqlx53SYVp+npZe95rfZJQbCfhTjHvbIxz3CK+7hdc90tte8dOA+L5fft4tPu7kH3cITzuFJ13Ck7TwqEu83YrvNMPDTuFFt/iqh3/XL34eMX8ZUY77xRcZ6W6XeL8d/zJi/mOi7NezJR9GrK/6lUdd0pNO+f2A5duY5dczlm9j5u9nLL+ftX4akV/34rd90peT1o9D5le90rNu6VFavt8uPmjlH3eID7vk+13KvU75brvwoE141i0fZZSnaflZWn7RZ37aqzzsFO+1CzebxSspcSuMcl5u1Q9Wg3AtBDajeDmIZlzMnIte9XGbQW49ABb9YM7HznmZeS+z4GOzPm7RD3IBsByEq2G0HsFrYbQWBhtRuBnDmzFeneNtxYWdhLSblHYT4l5K3m9U9pLKblLaTYp7KWGvUdxvks83KyoOmuT9JnG/UdhrFPcapd0m6d+UlriTlLZT0nZC2oqJ2zFhJyGoNbXbCWEzxm9ECiptLcavRNFyROUqtBhW1QnKhdFSFK1E0WoUFeLyosJqBC+H0NIPyVVwh4dUHx1aDMFcCC2F0FIYLYXhUhjkwgVHe1bNIw+ibAhn1VlfQA2BLVjvsmGci/DLUXE5JuYi/GIIL4aQauRbCuGlMM6FUDaE5oNwxgfGPdwZFzPmZE41MCfr6P5qqquCaCk2JcyGkKT3iXq3oGtA2jr4L9RCbT3U1ANNHdTUIU090jRgbb3KYVDjACdquBMOrkjlMwdXVM2eqGJPVHNF1ZzmT7w5evoXK6WzUDoLpTNTOjOls1L6YkZfwhpKWH0Jq7cxumJGX8IZilmdldL+yVIWQmMhitQvzUSRmShSicpCaqykxkapc0JdKavOA01lKhVBUwUwVnCGCs5QAUwVgKiARDkkKiBZAU3lKmOp2guYKoGpEpqqEFHDkzWYrMGEA5O1POmS6ICFjlrpVDGdslGNVlq9pW0rZRqLqaiZDEpkUDLFzESjjWopprvKqX47NVLNjFTRfeVkXzl5spoZr2Nm6ullD7MXBQdRditEbwbZmXqq02ZotRpOOciNCNxL8UshNO9HWT/M+bl8DFxqxfNeNiVp2mz6RT+42i5e7pB3m8T9JmE7jjbC3KUUepgWH3bj7QC7FeDudPD3OoXb7cKdTv7nNnwpAXci6FKT8LjffKvTvOoHawFuOQAWPOBSk3yjQ95PCZda5Ktt8vkkf7NN/rlDut4i7sfxup+9FAH3W/k7rfztFrwThXP19G6AuxRHexEwW0eeqSRnHfSKk7kQAudDYC/AbvnZOQe1Uk/tB8FuAJwPg4thuB8E+0HufBheieO7reJhj+VJr/V+l3yvTbrXJv3UjG8k0YMW8XGncjXFb3qZHS9zNY6uJdFBBO6G4JU4uprgcy7ubCW14KBX6tl9P3srCa5G4e0kepEWH7WLP6Xw+QjcC8ErSf5WC/+gjX/eyb/pFj4OKB8GLU+6pMed0lFaedYpPW0XHraL11Pofgv+OGj5ZcT6dcT8ecjyqkc57BAPO6UXPcrrPuV1j/KxX/4yIB92ij838w865Zvt5p0Iv+wDOTd7JQJep6XjXuVVWjrukY77zPdahWtx9HMSPWkXHnSIOyF4Lckf91s/jhQfZSz3W4WjLul1r3zULR92yncb+Sftwose+bBLfpaWnnVKbzPmp2n5Ygzda8Tfhsx/nCn5fKr4cZf0uJ3/Oqy871Nedkt3mvl1D3Mjzr3tlT4PKJ+HzG8z0pse4V2v8CotHrah9z3CP05aPg6an3cJ73ulT/3Kp37p91HztxHzq7TwvAN9HRD/+4zlv87afj1p/jos/T6q/DFm+X3M8uuo7dtJ6/cx2z9Ol3wfK/5+uuTX0yXfTxf/cab487Dlfb/yy7Dlda90OQZ3/eBOCj9qE28l+ZtJ9KCNf9TB32/jn3Qph91m1Qj3Ii297RVfpaU33dLnAfltj6D+iV71SB8H5F9HzR8H5aNe6WGX+KBDeJIWD3ulO2lhM8ztBJh7zfhRh/Cog3/axR/3SZ8GxU+D4sch6VW/9Dojfh5Rfjtt+zxqeTMgHw+ZXw9ZjvosL/qUt/3SlyH566jyy0nzhyHlVUZ83s2/7hMLiZF9ytNu5Xa7dKtd+rlVvNsu3u+SbrVLN5qEqyn+YpK/lMJXGvGFODqIgosJtBdDmyGQj8CtCFwPwUU/mPZws14w7wOzXjDng7M+MOfjsn4u5+eWAmA5iJeC6r4HrgTBcoBbDoDlAFgNgnwEbsfRVgzlozAfR3nVOBcX8nF+S709SohbCXErLm4n5K2kvJWUtpL/Jpga5d1GZbdR2W2U9xql/Ua1QF3abRT3UsJeUoWoEttuUtxOCFtxIR/DWzG8mxT2UsJu8v9z3rQa5ZcjaC0CN6JwI4bycbytttkmhe0Uv53E2wl+K8HnE/xGjF9XI44iaOWH/WEpgpciaDlcYKZcCOaCYCmoRqFDdVe04EfZgEpIQjbELwTxQhAtBnE2iLMhPhvmcxEhFxEWI7xaw7EYguo8MBsA2QBcDPELIX7Wjye98LSTHaqle6rIjgpTS6kxVWyM24wRsyEg6T283oV1DVDbgHQNWF+PdfVYX491dVBbC4ocoKiGK6rhNA6uyMEVOUBRLdA4oKYGnKjmiqrYomr2RA13wsGeUF+t4YqquaJqrqiKK6pii6rYE1Vs0ZujJ3+xkDoLpbdQeoXSK6TWTGitlM5amOPpixl1HaW3MboCaK2V0lkInYUo+pOoVHKykBoLWWRVzRcFO3thDFjKGUtZYxlrLFO5qgCiAhLlwFQOiEpEqObAcmAqA8YyzljOqRrLWBBYkKhGZDUma3iyViTqRMIpEV6ZCsp0zEI1ldCtpUxrKdNSyjSX0M0ldGsZ1VXBdFey6UomXU51l1NdpVSLzZQym5IK0WQm0iXkySpqop4eryPP1VJna9mBcqLTZuwpI8br6ZUAtxEBKxG4FEJLfrjgZha87HoYrATYOTc97aTnXMxBs/BTf8mVTNlGShmrZcdqqGU/dz4BL6W4/Qh3KQVvtcHb7fhCHJxPgDsd/P0u/nIKXUzxD3qUBz3mqy3C+STaiqL1GH++ST5ICttRdK1N+imt7MXx5Sbxdqf0U5t0o1m4kEC7IXizET/pEu53CAdJPh8AB2FwKYpuJOBemF33sbP1zEw1dSHA3UzBayl0EEfTdcw5O7UTAFcS6HICX4zz20GwE+CuJNCdNvFJt/Ky3/Z8wPqgS77dKl1vFC/E8PkIupoUrjfKGwG45mYvRfntINh0MxfD8CCKLkTRpShadLEdZmOP2bjpYm9GwZMmdNjKH3YIx/3y07T0cyO+lsB7EbQVRFcbxfsd4pMu8Wmn9DItv+1T3mTk94PWlxnrYYd43Cu96pVvpuDdZvR5UPk+avkwIL3oFl/3yMcZ+bhX/tiv/D5m+3XU9n3U+m3Y/L5f+TRk/nXU9nbY8rxXeTtke9Qr324VjrqVZ2nlaaf8sU/+MqTcbhEuRvH9VuF+G389ia4n4NMu6cOw9eOI9XjQ/LxHedmtvOyV77SK+yF0PY6PuuXDtPykUz5KK087pOdp+Sit/Nwi3WsTn6eljwOWbyetz9LCw1b8sV952iHea+YftYv3WvHzbv5Nn/njoO3bqOXLkPIuI33ISO8zwtte4cuQ8nVYeTcgvUwLxz3y6x75OCN9GrK87pGftqLDDvy+X/r9lOW/x0t+G7N9HFS+nTT/rzOW/z5j+eO07deTlu+j5n+etv7zjO0/zxZ/G7X+Mmr+46z166jluE95P2A5zphvJPHFCLrXzN9uwlei+EIYXorBSzF4vRE/67W87re+yijvBszvB8xv+8zv+8yfB81vMuLdJnSniX+Wll71Sm8z0i9D8rcR5cOwcpSRHnfxr3v5j0PyywHxegu6mEB3W/CjDvFBp3S7FT/u5F/1SW/65beD8vGA8nbA/HZQeT8ovx+U32akD4Py+xHzmwHlea941Mm/6xG+DEmfRsxvB5Xn3cLzbv5Nn/SqRz7sFB638z8385eT+HJKuJzEl5PoUhLnQ2DNx64F2DkPO+1kFtzMnJuZddNZL7voA/NebsEPFgNgMQBzIbQYQoshvBjEiwG0GEBLAbgSRGshtBbG6xG8GcH5CN6OqTsblI+i7RjeiqGtKN6K4Xwcb8bwRhStRwt3RUsh9KN4CS9H+JWosBoVV6PiWkxci4lrcXE9Lm3Exc24mE9IW/9iLymfEDcTwmZc3IzzmzGcj/H5mJCPCZtRYTPK56N4I8qvR3g1gzwf47cSwnZCzMf4fIzfLKyj8GoU5+NYTYtYL8z0/uy/4NdjeD2KVKxF4ao6x4vilQhWD5tUWlLHd9kQyIbAYgjlwigbBNkAmA+gWR+c9cMfg0SUDfyZ3QcXgmgxjJfVYNkfy6psEM4H0XQAnfOiUy440gAG67i+GiZtp1pKTQmrIWzWBWSdV9S6BZ2T1zfgf1NOSCUnfS3SqagBmuoC5ZyoBkU1KktxRTVAUw00VVyRnT1hZ07YmRPV7Ilq9kQ18/dq5u/VzIlqtqiG1VRzRTWcRsWboyd/MZO6f4eF1FkKfnSthdRaKK2NLkz8bPSfRKW3UfpiWmdTUyoonYXUmAmNWeUtokjlKpWliml9CW2w0XorpbNSehttKGGNatp6JabsmKyApnJAVECyAhCq3qrERCUukFYFNJUDYwUkKhFZCclKSFRhsponq3mimiccAtEgkh6JDCpkxEzFrXRTMdNWTqftbKaaG3Bw/dVcbyWTLqO7Sqn2ErLFRjRbyWYb2WKjWoup9hKyo4ToKDb1lJND1Wymgmq1GtusxoEK07laYtpJzXqYRS8776LP1ZAnK4mTlabJWnLRw0w6qDOVxvUgfbmFP98sLfnRcCU5bCenGuglP7sW5Obd7EwDM9tAZ130QgO17GaupPDtNnw+zu1G4bVm/uc24U67eK0RX2vGd3vNt7uVy434ejN/p1O63Mgve7nNILrWIt5qF+90iFeb8HqA2wmyPzXBWy3CtUbhfAQehMClKLqWQJfjYC/IbniZbT93NQZuN6PrTfhyEq/6uZl6Ku9n96NgL4IuxvG1JP6pEd9qQnea8WFaetajPOoUHreL91vF6wl8NYZuNfHXm4W1ADpZTqzUc7cape0AOAjCm0l+yc32lxDdiq7faugwm8YqiB0/eyHIPkzBt2nxQ5/yaUg5Skt3UuhRC7rTivfC4GYKHXUJR2nxsEt83iW+6hZfdgrvesSPffK7jPwmIz/plG6n4JM29C4jfOyTXvWIz7qEN73Su375XZ/8ZUD5ftLyz9OW/zpr/XVE/m1Y+b8mSv7vqbJ/niv+frr4P8+W/HHG+vWk5W2/+bBdeNEp/jZi/ueY5TAtXozD60l0uxnfbOQftoof+pVfhs3vB5XjPulVj/yyWzrq5G8k4eU4PuySXvbKjzulwy75UZv4tF18m5HfZOQ3GfPbAfNhp/imS/pfY9Yvg8pRp/guIx33Sy8z0ouM9KhdOE6L30cs309Zvo8pvwzJ73qFT/3i1yHp67D8oV9+0YU/9fNfh6QXaf5FWnjTKz5LC0/a+Jedwqu0+Kpb+Ngv/XbS8m3E8qZHetUtfhuW/3FS+WVQftcrfMxIX4eUr0PS95PK76PKH6eU/xm3/ve47Y8zxe8HbT83idt+mPeB3QDY9nPbAbATQvkAWPVx+SC82Sw96FTut4uHaeW433KcMb/okp+08fea4bU4vJZEDzrEox75RY/0ukd43y99GFae98sP0vyTLv5VRj4eVF4PKE975Ied4lEX/7JXfJGR3gzI74eV1/3Sy4z0OiO/zCiP0tKdFnTYjt70CMcZ8U2f9KJHetrBP22FrzrQmzR+meafd/KHreCwFTxtx7cb0aUIt+WjF+qpCQc17qDHHfRELT3dwEw6mSkXO+dlJ93sOSc76WKnPNyUF8z4wIIf5oJoOYxXwng1jDaieEOtmYjg9QjeCKOtKN6O8VtRPh/l8zF+K8pvx/jtON6Oo60Y3IqrrXpos/BZj1b+VZWE1CjxxSDMhQoDscWwuBgRFiPCUlRYjgpLUXElJq7FhPUovx4VNmLC5g+sx/jVKL8c5heDaMEPs36kCrtZH5j3wazaPBtEKyG8GsarYfViGi+H1a7bHydKQZQLwVwILgVhLoCyATQfAAtBuBgshJTnglwBIe7PBsKlMFoMgmyQU9Nmc0GQC4HFMFRnhoshmA2CbBBkQ2ghiGYDcNoHJr1gysPNeJg5HzcfhAvq9C9cWEHNh/BckJ/y4zNuOFwPemtBexXXWE7Hi8molYhYTEHF4JP0HkHnEnQNvK4B6xqwvh7p66C+DurqgLYWaGqhthZpHVD3A9oaoK2B2hqgcQBNDVdUzZxQp3lVbFEVW2RniqqYoiq2yF6A+tKJaraoitNUc9pqoKkBmhpOUwM0b46e/kUhdWZSqxBahdCaCa2F1JoJrWLSKiatbNQopiILqbXSOqvKT6zexupVRaV2sasmdQupkU1FsqnIbFK3VhorpbWQWguhsRBaC1kYKloKRGW0MUYbayopLKtMZZx6SkWqGqsSEXbVZ4HJKp60Y8KOSbv6KjBVwILbogoTVbypmjc5eKKOJxp4wiUSPpkKWeiYlUnY6MZipqmYabbRrcVURxmdLqd6K6iMnemtZNLldGcZ3V5KtZYUro56yqmeCipdRnaXmXrKTH3lpv4K02AlOeagz9bRp6qpgXKiy2boLTH12oxdZl1/sf5clWG2jpiuJWbryJybznnoRS+9GuTWgtyskz7joEcqqb4S42CZ6VQlNVlDz9aRU7VEzk0fxNHVJvFqs6R2El5tk292yNeaxauN/LVm4XxCWPbBFT+43CjcahMvpfB2FG6GYT4IzsfAtUbhahJvBNjtALzZKNxsFi8k0LKbOQhyd1r4ayl8PgbyAXY3yF6MwktRcCUOL0ThVgDshOD1BL7dhG838T83onstwt124U4Lvt+M7zXhu038vSb8pEN41CntRvHZaipbx+4G8H4A3m0SnnRJGwEY5/UOw98DtKZV0M9UmS4GmBtxcK8ZPWoVXnRKb3qkJx3ijTi6EgXn42DNx1yJco9b0f0m+LAV3W7mr8bRhSB3KchdiXA3EvBuE/qpCR+EwaUQe7eRe9QCHzbjp234Tbdw3Cu+6ZFedgnveoR/jMj/PKV8HZa/DMjfR6z/PF3yj9PW38Ysn0fMX4fN309Z3g8oT9r4113SP0/b/vdEybdR6/12/noUHLWLz3vlh+3yy275Q7/0pld63YU/9IkfBpXXvdKTLulxl/yyWzzu5T8NyF+GlTe94nGv+Nuw/Psp5euI8mVIepkW3vXI/3Ou+B+ni48z8sc+6b9Pm/8xZj7qFm6n0Ks24Y8h+Y9Typdh6UWaf9IGXnbBDxnhc7/wshM/agLv0vhLv3DYAR+3wadtwv1m/l4zut/M321Ed5vQg1bhfotwpwnfjKMbcXi/GT9qEe414Z9T8E6Kv5Pi7zTiR638Uafwult63yt/7le+DZnf9sg34/hCEF4JgwsBbtvLrnvZNR/IubmpOma8hpqrYzZ88EIE/NzI328WH7cIL9r4h03wpwR3Iw5uptD9FnzYwR914qMO9CLNv8pIz/uUh93yT23CvTbhVZ/0flh53qfcbRPuNaPDTv51j/h+UH4/KL3qFV/1iu8HpPcD8tNu8WqCuxqmfkqwtxLgdpy7lQA/JcDtJHc3xd6KM9cizKUgve8lttzEqpuaqyPOVhGjlcRAqbG/3DRgp4armFO17LiTnfaCeT9SXQPZEFpUr3yCKBuEiyG4FEbLEbwaQesRlI/x21GsMtN2XNiK8psRvBFBa2G49mdkQwRvRNF6BK1FYKG+LwzUrIeVMFoKgVwILEXAUhQuRdGSakmI8MsRfjkiLEeE5aiwHBNXouJyVMrFxKWYuBYT16PCekzYiAkbcXEzJm3ExPUIvxrhcyE+G0ALfrTgw9M+NOHlJj3slJud8nDTXm7WD+YDcCGAskG0GESLIbgYgrkgVKklqyb1+bh5H5v1c0t+sByEy2G4GkErYbwS4ZdChaLbbPDHYkk9fgr/WEGF1KURzIZgNoSyQaQeLc0HuPkApx7VzgXApIcdd3MTbnbSw056uAk3N+6B4x407gbjbu6sG5xywqF60FsD2irYZAkdKaaCNspnJjyyyS2ZXKLRyesLQzysr8O6WtXsgLQOqKsF2lqgcQCNo0BR+lqkr8MGB9JXQ20V0FRxRdWspobVVLNFdq7IzmoqGU0lXVRJn6ikT9iZE3a2yM4VVQNNNdTWQG0N1FZDTRUosnMnCmKLPfH66MlfZJNWMWlUmAmtmdQppFYmNDKhlU1a2aSRTUUKoTVTOgultaoXVP9Cwe9nITWS8YRoOCEZiswmrZXUWUmdYtIoRo3ZpDMTegtZgJUy2GiTlTGaaYOFNloZYzFrLFNvrRBRYClIqAm2f+JfdKU+gabCyTAmKjGhPq9Cf44EqVqerOWJOp5s4EmPQAYVMm6lmkuodAWdqWL67Eymku6tpHsq6Z4KureSyRRA91ZQ3WVEuoTsLqO6y8h0KZEuo3oqqEwF1VtGtlqMKdnQKOmbZF2HRZcpNvSVGocqTOdqiMlaYrKWWHCRa35m3U+veagVLzPrpM/UkEMVpoFSYrSSGLObhsqNJ+2U2lS9ERN2kvJ6WFgN8vmosB3ltyJoPyHsxvjVIFwLo/NJ/lqzcCGJ9+JoJ4E3I3gnjC7G+aspfjcKdsLwSoK/0ijuJ/Cyj9v0c7shbsPPLnmY6VpytpZacrGrXnbdyyy5mOlaesrBLDQwqx520we3gnAnhHYj8CAOz8fghRi6nMCXouhKDN1I8tcT6HIM7YTgXD2TraWvRODVBD5Tw/hYjZ8uahUNvRbjuXJjroZcd9F5P8j7wEEIXoqhizF0IYJ2QnAtCBY83EoArAfgupfZCbB5P9j0c0tOZtZBn7MT5+ymhVpyxU2tepick15x0SsuerGeWnPRB0HuWhzdSOLLUXg1Ah418887hcMO4VGr8KhNfJZW1F7wp2n5SYfwIi0ddYn3WvDDNuFtRv46pHwbMb/ule424aft/LO0cL9NvN2E7zahJ23C6zT/ZUB63y8/65JuNUmX4/yNBLrXjJ6046ft6EUX/7ZHfNeD32XE133i617xqF14k5Z+H7X8fsr6olt+2ib80id9yAj3msDtBDhshS878ItO4XE7vp0Ct5Lgdoq7k+JuJ7mbMfZGDNyIc7cS4FaSu5kE12LocgRdiKDdINgOcHshuB/BW0G07gPrPpAPgO0g2gnyu2F+N4z2QmgviHaCaD+ELkbxpTh/MYouRuC1GLoWQRcD4GIIXI3C61FwMchuepkVN7vqYXNOZqKGGi03nSqnztmpaQc1U8vMO6hdN3UpxOwH6byXXndTe376coi5FmauhZmbMfZRO3rWI97pEPbiaMlNb3rovTC7G4EHUXAtAe40wkfN8HE7vtuMfkrC243wfhu+14avpcBukM37qDUvtdhALTiIZSe14WfyfmbdSy06ifl6cq6OnK4lJh3EhIM86yBPO+hzdfSUk573sosBuBTiux1xAAAgAElEQVRAq2qJXwRtRLDq6c//iKRbj/BrYbUHFq9EkCqAVqN4LcKvR/FGDG/G1Qo+tBJGyyG4HIKFJU0ILYVgLgQW1djvAJcNcotq+1EILoXhUhguR+BywaGA1wqXs6qfG69H+Y2ouB4T12LSalxejUlrcXEtJq5GhZUor7LXUlhYCuHlEF6J4NUIXgvza2F+JYxzYaTaFgoM5OfUGvWlEF4O8ythrB755vxc1sct+Ll5Hzfn436MNKF6PpwLgmygENlQOE4KoWwYL4b5RXU6p7ZAhXEuxC8G8UIQzfrBjI+b8XLTPm7Kz8341VQIbsYPprxw3M2dcbJj9cypBna0nh2uZYZr2UEH21dFd9upjkqquZxOllJRGxU0k16JcEtGl2h0Cj9Ol7C+Dutrkc6BtH+iFukcUFvzbza8GqirAboaTlcDdA6oq4G6KqCxcxo7q7Gz6oZJY+c0laymkimqpE9UMicqmRN2VTmBfxklqriiSvZEBfMfFfTfyum/lVP/UU7/7fWzx38xExqzSaMYi8ymIrNJqxA6hdAppFYhNQpRUEgyoVFIjUJqzIUZoLa44EdXh4E6C6U1mzSKqchMaCykzkrpLFRBkJkJvZnQWwi9lTTYKEMxbShhjMWMwUrrrIzBxphsjLGYNZQwhlL1cqtwemWqAKbCpbAqnjBRiUz2AtSIW9LOkwXV9e/ApB2TVZhUvYLViHBgU4NAeCUiYqFSxVRrCdVZRqfL6Z5yut/ODlZzwzXciIMbqWGHaxi1Ujpjp7srqHQZ2VVKthWTzVai0WxMKsawqPcgvRvpQ4I+pRg6bab+cmKowjRQrh+uMJ6tIabqTLP1xFwdNekgT9pNQ3bTcIVprNI076SXfOyskzlbx47UgMEq9mwdmHTC0w5wxgGmnGjaCcfr2EknHK/nxuvYGTead4MlL1gPwM0QWguCnI/NebglN7fk4Va9YN0P1gNwNYByPrDgYRc8zEwDPVFLnaulRquo4Qpq2E6frKJO2YmhCnKwnBwoIwYriLMOetrJzrjYyXp21sllveyCh5l3M/Mudt4FFlxgxQO2g/B8FG6HwWw9fa6anKlnx2vpZsXo43RNoiFjIwZKiKFSYrjUdLaSnK/jltzcug9uh3DhEzaC8xG8GICzbm7Gxc652AUnu+SiN3zchh8sudn5enqyhpyqIWfr6QUnPVtHT9TQp6vIc9XETC01V8/MNzBz9fRsPTtbz+bc3Iaf2wpyu2G0G0I7IbgbggcReDGGd4LcupfZ9nPng2A/DA6i8GYK3W3FPzfjmyl0JQEvxuDlONoPw7wfXIyAn1PwcSv/qI2/1YjOR9GmH274QN4P8j5208vs+NkLIe5alLuVgjdT4GqMuxYBt5P4QSt/v5W/FIUHIXAzAW8l4Y0EuBIFl6LgfBgchOFBFOyHuL0g2Amwm15qw0Nteum8n9kKsDtB7mIUXIyCgzC3HwY7QZD3c2os6VqAW/GBZS9YC8DNMNoK81thPh/EGwG0GUBbIbwdxtthvBPhd6PCdhhvBuBGAG544aaHW3bSq27uQgRdioC8n1v1cht+sOHlck52ooYer2aGK+guK9FpIZoEXZuo7bMZRsuNpypNoxXGs1XERJVpsoqYrjLNV5v2/czPjeh8EuWCYKKBOVNDjdiJXpthtMyYrSM2vWTeT236mTUvveSiFhqorIvOepg5Jz3XwMy5mBkXO+GkJxuYeS9Y8HPzHm7GxUw1kNNOct7N5Hzskp9b9nMrAbAaQhthtBWBezG4H0f7CbyfwHtxvBPjd+LCTkLcSwh7CX47xm9G+PUIr8YIqQ3lq1G8rN6l/phTqdV8CwGo1pYXLNRB9QnMhtB8oWQPzgcLvXzqLWo2DFSJthKBanqQWmyxpk4FI2gtgtcj/HpUWI+JazFhJcoXigHDaDGEF8PCQpCf9fMzfjzrx/N+NO8D8z6Q9cPFIFz+0aq+EUGbEZiPwu0Y2o6rVgghH+fXo2glpMZQcTMeZtrNTrs5NXZo2stNutlxNzPhZqe83JwfLhREWEGHLYZgYS0XxoU/QgjNBeCUl530MJMedsLLjXu5CS877WWnfeyElzvr4sbq2REHO1BF91XTmWq6u4pO2+n2crKx2BSzmsIWwqcQHsnkkoxO0djAG9S4h3reUId1tUhXi3W1WF+L9XV8ga7qsL4W6f9tsqepAZoaqK2BumqorQbaKk5r57R2TmNntZWc1q5aIdQ5Hqet4rRVnKaK0/yY9RVVsUVVTJGdKaqk/l5O/b2M/I8S4q8lxP9RSv61lPxbKfnXV4eP/2IhNVZKp8JCahVCK5s0CqHumTSKOrKjdAqlUSiN8sPRp/om1Pf8MFBoLZT2h9NPayY1ZlJjpbRWSvdDRRmLGWMJayxhTTbGYKX1NkZfzBiKWUMxayim9cW0vpg1FDOGErawu1KdgYVl1Y9Bnx0RKlHZsToMJKp+KK1K/O8KjKxERCUk7YishEY7NFYhowMbnYLRJ5lCMhGzkI1Wsr2E7q5g++xsv50eqqZPOpiTDnbYwQ3VMIM1zGA1029n0uV0i41IKIaQYPBifQPUubAhKBpTFqK9mO4upXvLiN4yY6bM1F9m6i8z9JcaB8uIvhJT2qZP23Q9NmO/zTReQy562QUPO+diF/0wF0BzHniujjtZzQ7ZuUE7GKhgM2XMgJ0druZO1YCzdeC0gz3jYCfruRknN9XATtbTkw3MpJObqOcm67kpJzPpZCcbwGQ9O+vi5j1gzs3OuJhJJztez002gEknO9HAnHVQp2qYsRpmrIo6U0NP1DHjDczZevpsLTPdwC14wKybnWygT9cyYw7mbB03XsfONLDLPrAagCtekPNy825wxsF0Wo1NsrHDbOorMQ1XkEPl1KlKcsJBz9SzWTe75AUrXrgRgFshvBFEa0G4FgDrfm7Ny+Q87FwDM1dHzjcwWSe36uU2/XDJzc7WUVMOaq6eWWhgJ2qoM1XkfD2z4gHzDdy8k1l0MVkXm/WAnA8uuNlZJ7vkRxshvOzjFt3Mkpdb9YFFDzteR52ppuYb2CUPWPJwmwFwPoauJPClONwLg+0w3IvAfADkXNyyi1n3sTtBsB+BB1G4G4YbPrDsZle9YM3LrXjYnIvJuugVD7vmZVe8dNZJLTmZDR+XD4B8gFvzshs+difA7YXYfIBd9TDrPm7Nx615uTUfl3Mx2Xom18As1pOLDeSik1x2U2teZt3HbgW57SCX97ObfnYzwOYDYCsA80GwHuByXnbRzeU8YMkLNvxwN4y3Q3jDj1a8cM0PNwNgMwA3Amg9iPNBnA+itQBc9YJVD5ttoLNOdjMIt4Noyc3NOdkl9bdwczO17EwtO1vPTDiYM1X0QImxTdE3ivpOizFTQvSXEScryTE7OVxODJcRQ6WG4WL9jN20HeAuptDVRnSQRLMuJm3Vt4jadknTbdNlyvSZMv1AuX6kwnjSTp5xUFNOesHLLfrBgp/LBsBSCC6HYGEHE8KrIbQaAmthbj0M8hG4HYVqkvd2nN+J83tJfj/J7yfwfhIfJPFBkt9PCHsJcSclbSfFnYSQjwnrUWEtzq8lhLWEtB4T1mLCWkxYieCVMFSDw7NBOBeAM34444OzfjgbwLNBPBdEswE4G4CFEO4gmg2i2UIiKpj1gzm19CgAF4IwF1Jd4HAlqu6K4EoYrIbBSgishOBKGK+E8XIILYVxLoQXf6SmZkP8QkiYDfDTfjztRzN+NB3Akz444YPTfjzjR7N+NOtDc3407wMLPnbRz60E4WoIrYbUlHFQMC8E4HwAzqtpeF5u2sNNublxF3PWSZ9z0T9YCmRDqNCZGwDzBYUE54J4IYgXAmjeD2d9YMrLTbjZCRcz4WbHPeCchxv3cJNeMO7hzrjZkw3sgIPutdNdFXR7Gd1cSidsVNhCBBSjR9S7BYNLMDgFYz1vqPuBesFQLxjqBGOdYKjl9XXql4VXVVGlc0BdYe0EdTVQV40KqIK6KqC3s7pKVmvntFVAVwV01VCnvq0G6KqBtgpo7Jw6/Suys0WVbFElo6lkNBXUiXLy72XEf5SY/mYz/bXY9NcS4q+lxN9KiL++Onz8F2vBFqEvgNZZaZ2Z0phJjZkoUkxFZpPWTOoUSlugKFKjQiE0CqFRjEWyqUgyFcmE1kyqmyedhdL+GA+qRkHDj34QYzFrsjFGC6W30HorrbfR+j+/dTFj+P+hhDX+idI//YGIqEBEJSbtPFXFq/xEqkrrB9S+K0L1XNgRaVefQ2MlNNihvgoaapCxjje5RSKoUDEL3WijWmxERwnRW071VdL9dmawmh2qZgermAE7m6lkOkrIRsUYlwwx2ZC0Es02ssVGthZTLVayyUo0WU1NFmOz1dhiNbZaDK0WQ7vN1FVs6io2dtoMrWZDq2zIlJjOVJPjDmrcwcy52BU/WAnAnB8u+mDWh2bcaLwennZwZxu4M/XwXB2cdMIJF3euHow3gHEne7aOPVvLTLnYOT+c8aIpF5hy0eMNzFgtO1rDnKtlZ11w1s1OOdmJBnbGxS54wbSLm2hgJ2rpc3X0RD0zXc8uuMCsizvroMdqqKkGJusF824408DNuripBnbcwcw0sDkvWA+ijSBS/6nfDMB8EC174Xgtc6qKHqqg+kpNw+XE2Wp6spaedNCz9WzWzWbd7IKTybnZNT9c8nFzLmbJw276uQ0fs+phFp3MXB01U0tPOahsA50PwK0gWPdzWSez6OIWGthz1dRwOTFWQai6asZBr7jZNS+34QebQZDzcFO11LyTXffDNR+37GGXvdyqH6z4wJyLGa+jJmvpBSe76gXrfm4rCLaCXD7A5f0gHwDbIbgVghsBbtnLLbrZZS+34uPWfexmAKx6uZybXfaCJQ+35GZWvcyqh1l2Mzk3nXVT03XMTB2TdTGLLnbFw6x42WUvu+xm8z5m3cPM1bMLTnbJzax52Q0fl3PS83XUQh2VracW6qlsPbniZtY87IqbXnJR61427wNrHmbJQy+56XUvm/dzGz52xcsuupici52tpWfqqHU/XPeBNVUo+7gNP7fu5TYDYDMAtgNgNwg2/SoVsUsuZsnD5tzsQj07WUOP19BzTnbBySw0MDO1zLlqaqqWzDqZ2Tr6XBV5soLoKzENlJOjVdTpanK8hpyuoydrqbPV5GilqbfY0GfRz9eQmz563UcueehxBzlUYeyrMKVLiJ5S05DddLLKNOYgz9VRUy5m3ssuBcFaGK2H0XoYbkTgZhRtRnE+wm9HVeCdGN5J4J0E3k/yBwm8n8D7CX4njrcTwnZSzMeFfBRvRtFmBG5GYT6KtqI4Hxc24sJmjN+I8ZtqtURSXE8qGwlpIy6sx4T1GL8W49XcoJVCYB1aUBO4A2gugGb9YLaQMgdnfHDaD6Z9YNrLTXu5aZ8arADmfHDODxcCqukALoXg0g/79WIQLgbgYgAuBpF6LVsQLiHVuo2zQbwQxD+qKNC8evoa4meD/ExImAsLM0F+wovOuuBYAzhVz55qYMcauLMuMO6GE24w4WLH3ey4hxv3chMedsLDTKo/mI+b9hbk1Kwa4epXEx/U9HEw62OnPeyUh53yslM+OOWD0z446/0RlOdhJzzshFtlKe6cG5xxgrEGMFrHjtQygw62t5rpqCAbi4mY2RSQTP8vWd/V3LaaZdvvY0sWSYQvIjITADOYwJwkOSvnnEgqUxIVnc7p6Zmf0TX9MDN/8j58oHzuvVW7VJBFSS4/cHntvUI9CCp+0dH5kubmDzFMKgbEUkAsBYHjDiyHIIMoJyAWdaGo8QWNy2tcXuMLujv58cecxudU3lY4W+FzCm8rXE7x5VQuxx4Un+1yLG9G8mQkb5p62KSIJ4k9SexNwqkkZERqwoITFpiIg4kEmIyDif/91z//ZhLOJLzFcEJiLYi8STmDMiWFNwp9EegLQ2+EXbCgNwTY+MLQFwbekOgNCp6Q6I0ALoZ4A/MG5kzCM5twXBYsmY8rQlwWEwxyqKuesCiwiGC5QCWwsahgEncxyHaD4+EtxrEkMSmDlAoyGsMnBlHwLwet8WJQd1UYrO+KVY2kVWHcPCLaGij4YTmAagHYCoqzEfGzAecttBTHywl3luJoKY4WLDhngEUTrCbgehoz8cVykixY8IsBP8XQxyj8FAOfY4Ah1peY+CUmfo6C92GhG+A+RcRlC2wmwE4S7STQfgb184Qxm1FdfWyqz23lpa0+NpWnjvrc9T93/c/T/oeufttQh3Xlqi73HalXlC4q9KYpX9fUy4p8VaVnDj3KkwMbH9mkn5f6eXyQRdtpdJhFZwXSL0i9PL106LBCb2rSbU25qyk3Vem0QE5sfFmmo4Zy5UiXBXpXUe6q8m1ZvqvIo6ryXFdfmspLU3luqsOyfFWktxXpriZfV+T9DNqKg5MMunboqCLdlOh9RX6qyQ9ViYHHQ00elmgviy4L0lNFeizjbzXyrYbvSuS2SJ8q5I+2/O8d9e8tdwP2qyXfO2RYwAMbHqfFYQkPS3hYoo9V6VtDZlTmR0t5qNLHGn2qSU816aVOvzfoH035V0t5bsi3FXpVxMMSvq9Kzw35e0v61iAPNWnokIsCui6Rx7ryraU815WnuvRUp491+lSTvjflH03pe1N+aaq3FTIsoacq/dGQvtXpYxU9VtFdmV4V6Y1DR2X6UKGPNfJQo3cV6bFCn6rkIo8vivi6hIdF8lilz1XyUCEPVfxYJfcOuiuhbzXKFok/aujPBv5HR/qjKX2r4ecq/laj32vkR4382aK/muTPFv1ew/cV9K0hfatLv1oKu1392VZ+NpW/t6X/6Ej/2ZH/oy3/akjPFXpfIqMSHjnouohOc6ifRZc5fFciNyV8U8J3ZXpdRJd5cFvCl3l0lAYHKXCYQb08vnDwsEJuHHJTIrcVcluh1w65LOFBDvWy6NiGhzY8tFEvj88q9LIuX9fVu6b62Fa/ddUf0+x6xKBF+zXr/zWj/zGj/TGr/fFe++O9/sesn5mB/nzv/+O9/sd7/Y8P/j8/6H9/r//7e/8/PjCB+Lhsoqs+d5SnjvLUUZ676reuynpDfrwP/Hwf/PU+8Ot98Nf70Pf3oR8fgj8/+N00PPY8q/+YYVilvkxrz10mmVMfO/JTW35sKw9thblZb5vybVO6aUo3TfmmKd8yAGix6G6FhX/ftTXWP3vTYiGqrHtCZ8V992w6rnLhcVp/mvY/zvgfZsad6G111HKha9jSLpvKRUM9rav9mtKrKSdVtVdVB1VlUFUGNfW0rp7VlPOafF6Tzmv0si5dN6ShC0vqqK3eMktyS7pryXcd5a6jDJvSZZ1eVOlFjV7WpfO6fFqTz6ryRU26qMvndfmsKg8q8okjHRbpQYHs2ngzjVaSaDEOFhNwKYkXk/hLHL6PgU6Irwf4SlAsB4DjF0u6UGJ7PL9Q9ItFPygFgBOCThCWAsAJAicASn6h6OeLfrHoF4u6WPSLBb9QcF/PPhULmpDThLwm5DUhp/I5lc+pXE7lGJGyFS4r+7KSNyN509SXpt4U9aaIJ0mmUngqRTxJ6kngqTiaiouTCfFtHLy13JmIixOWOBEXJ/73X//8WwxzJuHjkmhRwaS8QZjDl63vWPAEbxLewHwMcVHoCwNfUPSFRC4EuBDkQsAXFL0h0RsWfWHRFwFcFDCtIGdg3iCvHmEhLo+JkSzGZWhJ0JKAi0BM9UdFgwgm4U0imIRdqsS45N6r4pIQZ2yMsn2gkFJASoUpFaZU8Cr/y7zK/3T4yrRsHdkatNmqUBUzqpjVQMYtFwa2BvOaWNAExy/UAmIjKLZCYisktIJiOwRaQbEdEqcj4H0UfIqBORPNW2jBIgtxupigiwmyECdfTfzVQPMmXojjeQvNmfBrDH6Oip8iYCYotAPcbFj8HAVfY2DBQMsWXo2jjSTeSKCtJD7ISEdZMsiTy7I0rMp3deWxpX2f1n++D/x4H3ye1kcteViTLivyVUW+rJBhQ7quKecleu5IZyV6ViQXDjkv0tM8HeTwsY1303g/jc7y+KosXTjSVZkOy+ShLn/vaM9t9bYqXTrkrEjOS/TKka6K5LJALgvk2pFuHPmuIl050lmO3jj0vio91OWbityzyUkWXZTwdZkepsFeQuzbsJ/Hg7x0lMa9DDq1cT+Lz/LoIo/OcvgkBXfj4lEandroJA0HWXRTwKdZeJZFT2Xy723lj5b8UsG/6vRnnT6XyYNDHyv0oYyHJTx0yI1DRhV6X5XuK/JzTfnZVL83lR8N6c+2/Kul/GjIf7bpv7fJP1rSf3Tkf+8oP5vyU42OyvihTL/V5F8t+meLfqvTmxK6KIKLIr6tyKMqvS7QkUOfq+TWwbcOeapJj1X6VKXPdWlUIec5eG7D2xK+q5AbB987+LFCR440LNLrEhmW6Y1DRmV640jXJTosojMbXhTwZZGc2vi6gO8cfFdCT1XyvSk918hdCT5X0T9a5D9b5B9N8vcm+rOJ/mzgXw38vYZfqvi5gl4q6GeN/KrjXw38q0l+NsjPBvnekP5syf9oyz8a9LGCR2XyUiU/auRHjXyrkccKvi+TUZmMyuS2hC+L+LSET4voqoTvyuS+Su+r5LFGH2tkVMFDB18U0WkBnhXxeYlcOPi6Qm4q9LZCh2VyW6WPTYWZXp/byktbeW7JLy35pa08d9SnjvbU0Z66Oiub+DnLxv9rVv81o/+Y0b+PT0ffZv3fZvXvTKs9y0hP4Pt7//dZ//dZv1tXMc3k4270g1sAyMIROup9W7t343n0x67+PO1/7vpfukxuoH+b0b/P6L/V57PM8+Sm7f2a1Zii72Vafeko37rKN3dlpz221VFLvmvLrPH2rqUwlLoZt6HftLRhS7tqqpcN9aKuXNSVy4Z63dKuW9pVS7tu68OWftPWbztuWe2ooz9MswOV/3Ha/zStP89oT13tqa09dNz6JbaHvGoolw3lvK6c19XzunLZkK8aMqNBV03luqlcN9Vhyw3Ku20rLp1qKsOmfNNio9y01Ju2et1SrhryVV2+rMtnNemkTA9KdDdPtmy0aaPNLNrIoLUUWozDL4b4IcrPRvjpMN8J8a0g3woJrRBohUEzJDZCYi0gVANiNShWgmI5IJQDIhsnILr8KQDKIVgOwhLjVQHAOFYxAEpB6AShE4TFgFjQxYIOXievCow/5RTeVhij4rMyl5W5rOTLSN409aaJN028KeJNEk+SeJLEmySeFJ5K4akk8STQVAJOxcWJuPDGEt+Y4htLfGMJb03+jcG/Mfk3//uvf/4tyHnCgjeGeIPwMcJFMBdGvjDyRRFDGs5kFyN3a8cbmI8gLgz5COLDiAtBbxB4Q38BqrDgDYveCPBFIReFnIE5EwsmEa1XYiQJlgQsCkwiGJQ3JfYlYFHR/P8WfZYkxH+rKkBChuxk9ZcBTCL4SqFsDWQ1kFHFtMZE7dD2o5wf5XRk69B+fYHGbl3A1sWcDmwNZFXRVgVb5W2Vs1XOdv9rwOc1vqgLjl8o+4VqANQCsBGEzRBqhVA3jGai6H0UfTLwnEUWE3QpQZbieMnC8xaaM9DXGPgcEz9Fxc9R8CUG5wy0YKI5A84ZaN5ACwZaMdFGHG0lyXaKbifpTpLspcmxTQYFeubIlxX5uipflcmwTO+q8rBCryrShSOdFch5kVyUyGUJXZfJpUPPinSQJ70cObTJTgrtpPBJjg5yZGCjUxtcF/FjTXluavd15bYqXTn0okSvS/TWIbcOucijizwZFumwiM/z6DAFexl8nidXRXJdov0cOUjDkww4yzFAgr2MuJWAyzG0GBHXDWEvAfbi4DAh9lPCcVI4Sgi9tHicEY/S4l5S3IuLvRQ8jAvHSfEyh67y8CoHzjJiPw1PkmCQBlcFelOit0VylScXeXJVINclepEnZ1l8XaB3JToqk+cqfanQxzJ9qUq/mvSPJvnZoL8a9M+m9EeTfq+Tpyp+qUo/G/KvBv2zSX/W6XMFP1Xxc5U81eh9hVwV8LBIHsrkpohuHHRfpbcVcuPg2wq5KeOzPBzY8CyPzvLgLI8u8+gyj68K5CyHj7Pw2ManNrmw0WkW9bLoJIOO07CfRac26mUQezi14XkeDkvozsG3DrotoQcHfq/CHzX8XEWPFXRfwbdldF2EVwV4mRcvcuA8BwdZcJYD1yV0VUQXBXRVIrcOvivjoUMu8rCfBSdZdJyBAxsOHXxTJTdVOqzQ6wodVqSbqnzTkG4b9LZOb+rSbV0aNaTHpvzUlO8b8m1Nuq3TUYOylKCntvLUVh5arLlcvm8p36a1P1zeo/05q/05o/59Vvv7e/2PWf2P9/qvMWV5nh7XPXS1l672wgRm04HH6cBDR79n532XZ+jPf1F1P3X9j12dmUwfOpobItdWHtrKY1t56miPbL3W0R862kNHvW+7O7fHNlNsq08d9bmjPneUl67CEsS/z2g/Z/SfMxozzP6a0X/O6N+76reO+tJRvnXk713l+7TyMq0+MeV3V3NXdh3NrUjvKMxFdN1QL+vqWU0ZVOReWeqX3U70i4Z62dSu224P+mjaP5r230+zHaA+6ug3be26qQ1bKiNet23tpsWaANXbpnJTl4c1adiQh0152FKHLfWGxbZ21NsO+xZG19Q7lozXUq7q0mVdYtu/YVO+cRFLuWoql03lsqFc1OTTqnRcIrt5vJ5Fiyn4JS7OxoTpCD8d4bsRvhvmm0Gu5vdV/Vw1wFX9XNXPV/18xS+4ExDLfrHsFyoBseLiE6gEQTkI2XKP4VM5hBgaOSFYCsFSEJSCsBgABUaeAmJBF/O6kNfFvC7mNTGniTlVyKkCQ6aM5GPDaFOaeFLEkyLeFPGkiCdNPSnqSVFvAjNkmkzAyTictMBkXHwXFyctYcIS3prCG0t8azKU4v7N5N/8z7/++Tfd887v84QEX4iRIciiknxRNKZEhGN5fSblLf53IdsAACAASURBVFm0JMEgXASNB3JjzbovDHwMrkKiNwK5CFP3IT6G+CgWYlg0sGhgwSCCQUV3JMGgoimJJhVNIppkfL6ioiUBSwKWJMRlwVVSqDCloIQM4pIYZ8GDEkMvd9wCEUV0K68U8VUfyOhUVge2Ltq6aOsgq8Mxqom2xtiVmFHEjCKw0iz358hCWhHZhjCtvq4KYU6DeQ0WdFjSQdkP6uMT1yeDfjHIV5PMxclCnCzG0aKF5i04b8E5A36NgTkDfjXQlxiaM9GcARcNsGKiFQsvW2TRIIsGXjTxggEXTbQSxxtJsp3Cuym0l8b7WbKXxttJtJWE20mwnRB3kuJuSjyw8YFNdjN4J022kngzgZYN8DUsLJlwzYJrhrhpgZ0kOEjBwzTaT+PdNNpMgI24uJuCB2l4koV9G/ay8MSG+2m4bgpzYW4+ImxY4CAFDlLibhLsJMSduLAbF3bjYCcONk1hOSbMhfi5ELcU4TZMYcsU9iz+MCHsWfyuye3HxS2LXzW4dZPfifPblrAW5dYNfjsu7saFLZNfjnCfg/wHP78Y4XcT7BeBozQ8SqPDNNpLwd0E3ImDnQTcTcKjDBzk0MBGx1nct8lZHvdteGLjExufZFAvg3o26tv4LI8vCuSySK6L5LqAL/LwIg+HRXxdIhdFMsihvg0HOXiWR5dFfO2Q6zK9LNPzEj4t4rMiOSvisyLu5+BRFhxn4XEWHWXQQQbtpOBWEm0n8W4CbsfBqgkWTXEpJqzFhE1T2DCFdUvcjMP1OFi1hM24cJAW+zY4zoDdhHiQEgc2PMvD8wI4zcN+HvZz4DyPLgrwrIB6ebSfFvfTwlEOHOXwQQYf59BpHvXyqFfA/Tw6zopHNtzPwJ0U2EuLJwV0WaVXVXpVpcO6PGqqj23tqaM9tpWHtnzfku9b8lNbeeooj23lsa0+MZ7UUV66KquKYCSGuXZeptUfs/rPGf3XmJowIfgPFo06q/+c9X+f9T/O6A8z+mhaG7XU+6Zy31JGbW3U1u/b+qitjTrafUdnVUYsZe7BzULV7tvayNUIKHctddTSRmzV1pIfWvJTW33uas/T+suM/jKtvUyrz93x37ylPLQVhlKPLeWhJT921Keu9tTRn109N5M5aC9d9aWrvnS1b13tZbxFfOwoDOqeOiqLv2Md7czoetfWblrqdVMZNtXrhkukzmvKeU25qMuXTfW6pQ3HG7/brv+u67+b9o+mA/fdwKij33S065Z22VAvGspFXTmvyadV+bQqX9Tkq7pyVZOvanRYl29aytCtr1Vu2uxZvmWsrq2O2tp41NumfNOUXGVEW2W0766tDJvKeU3uOfSoSA7yZCeHNzJoOQnn4uCTKbw3hHaYrwd8Vb+vGmBhEK9Z41w5wJUDrOhWKPuFsp8v+8UxeQLuBGE5hMpB6AQRA6dyCFXC2AmhUgCWgqgYgAU/KPpBQRdyGm+rfE4TcprgPqhCThVtVcgqfFZ2ISpNGSB509Q7fvakqC9FfS5W4akknkqgd3EwaYpvTfGtJb41hQlTmDT5SVOYNIUJS3wTB2/jcMIS3xrCW0t8+7//+uffVM+U5vX4fd4A5w1wnpDgi0AuinxR5HMDKTBnsEhZypuyYEq8QXxR7IsR3qCCQdxNYAT4woBjE4FCFItRLEQgH4VcFPExLMSIGCMghsUoFmJEjGIxRoQYFQwJmDI0KIgR4ffGj4qWJFqS6AorWBKuAhIyGKOUaEnsWMXHKR+nfJzwFuHHinY+KQtJBlSKmFbFjAbY+Sqrw6wOXNxii0Ed2BqwNWhrIKuCjItJ4+B2RUyNU50yKmD5uWmVqQdxVkNZFeZUUNTFShBVQ6QaxNUAqgVRIwjbITQdgbMR+D4qsoaRr4ZbPjtn4jkTz5t4wUTLcbJkkUWTLJh0wSQLFvpqonmLLMXJUpwsm2jJgMsWXjDxlwj4EhHnmEAjJi4ZYMWCqwm0ZMF5Ey6YaN5AiwZaiIGvEe5LVPgYEWaD/KcQ/zXCz0f5+agwHxGYvuNrmJ+PivMxYdEQ1iywbolrlrhkiF9Cwocg9yXMr5jidgJsxYU1S1g1xVVTXI3xKzFuOcYvxriFGLcU45dj/LLBr5riRhxsWsK6yW9awpYlrJvicoyfj3JLUd+Gya1bwnJMWIoJa+7PBGumuGQIn8P85yC/HBVWDX4zLh6k0UEG7abhdgpsJOCyCeei4ucwPxcVlk1x1RJXLLhm4Y04XDXFFQsumXAuIn4Ji18j4mIULBtg1QLrcbARB+uWuGKKq5awnQR7abSbgjtJsJUQN+PiZlzcSYD9NDzKomMbHdnwyIYnedjLo34eHdtoLwV2knAnBXfScC+DdtJoPYGXTLRswFUTLBjil6jwJcIvRvmVKLcc5RejwnxUnIsKn8Lc57BvxeT208JBGqwZ/HKU27CEnQS/n+IPUsJ+StxLCYdpsZeDgwLq52EvB46y4n4W7GfgTgpuJMCyIXwN85+iwqcI/zXCrVrCVgrspMFmQtxOw16BXpSl65p025QfGCPpaI9t9amtPraVh6by0FKeOupTR31qu/PcZtsw9aWrPLWVxxajMspTV3mZ0b6xYtkZnb3pP7uaAu25oz53tOeuu+N6mNbvmdO2o47NPdoTa9ib9j92/U8MnDr+x46b6fDQZuI09xR022RwpYzabhYqcwiNTU7KU1d57CgPHfe29NBRHpkNtquxXzFixKWtMeLiqiQaynVdHtbl24Z813DrZYd1+bahjJrKQ8stnngcp6+O2gpDi9u2dtvWhi31uqlcN5VhS7lpq7cdbdTRR13/fdc/6jKhBPs0MOoG7jo6Y07DcfHSeZWeVehZRTqvSudV6axCzir4vEov6/JVUx025duWfNNiJEm6aUosg3zUZqYo/Z6tJVvSXVsevVY3tdVRW7lpyH2HbmfRagIumOCLIXyKiR+i4kyE74b5doir+1lLk7eseR3d5+i+sp9jXU2Ony/7BccvlANsvzfe7PkZSkEnAJ0ALAehEwBOEDqvFCoIi35GmMS8Dgo6LOggr4k5TcgqvK2yERg42YpgK3xG5jLSX1kUgyhPhrrkyd3yMXCCkxaYsMBbU3xjCm9MgUHUhCW+jsulLDBhihOGMGGyuxSZmJQmJ5WpKc3r8XOeAO8NCt6Q4A2JvhDgIoiPYj42tvSy7AmDcLG/ygIpb2LOYGGAkA9DPopBFIthyIUhF0H8GKVAjMAYgTEiRpEQgUIUCTEsGhQw0IpiPoZ5w4UoYMnAlESTCpbEW5KQkMXXyxZjUXFJsMa6RCZkH9eIjC9hDMYoF5f4uMQImZhSQEoFaRVldeyahf3sXgWy7qVKzLqQ5ioG0ypIqTCjwrQqZlTRtRWz7PYxVuV0mNdhbkza8jos6KCog5IulnWh5hfbITAbhR8N9NFAn0z01SJzFp6z8LyFFywyb+I5A88beNHEi3GylKQraWk1RVeTdDWBl020ZOJ5k8wZZN7E8zG4aIDVOF5J4KU4XrDwVwN+NdEXA3+Ioo8R+CkCPoSEj2HxUwR8CgufI8KXiDAXFRYMsGSIK6awZoFlQ1gyxSVTXDTFZROsmGDFBPMx8CkEvoT5pZiwaoHVOFi1wLIFlkxxyRQWDX4hxi8awpLJL1viegJsuAM3E3AzATYT4kZc2EyIW0n3052kuJsCOym4nQRbCcAwYy+N91JoLwU24mDZEFdMsGqKm0lwkCUHWbyXQbsZtJNGWym0noQrlrhkgiVTWLaElThcs9B6HG0kwFYSbiTQigmXDHExJiwZ4rIhLhnissGvmsKyKczFhLkYv2jw63FxJynupcSdlLiZEDcsYc3g10xhIy5uJsSNhLCREHZS4kEWHOfRoY12U2ArCTbi4lYK7Ntk3yY7GbKRwOsWXIuLaxZYt+CiKc4bwrIhrhriYlT4HOLfB3xtzdtQp2YCnrkov2qJqwa3HPUtx7jFmG8h5luMcYuGMB8TFmLcsslvJMSdtLiXEffSYDMhrJrCYgx8DAldP99Q+YrK1VRfQ/N2/Nz7ILcY47cTYDcFD7P4tEQvq/JNQ7lryHd1+aYm39Tl27p821Du6spdU71vqfctddSQ7xrybV2+a8h3Tfmuodw25Nu6fNOQbxvSXUtmZiOGFg8d7b6ljFrSqCXfNZXbhjysS8O6dNOQb5tugALrb2WRQqy+luX9sFiH5y5LQ/A/dvTHjv7Y0R47Gqt7YEB1+7oWa2t3be2+oz0y9URHe+rqDx31ri3fteSRux5UH7sK+4s9dvXHrv+hyxysrgD9uqFdNrTzmnpWlc+r8kVVvqrJ1zX5uipdVqXLunLVVNgd6KrpSuluWvJti2kTWO+f+lub3lZZxS0rxWByvlHHz65N7o6upd001WFTuWool3XprEr7ZdpzSM8h/TIdVKRBmfTLuO+gvkPOq/S6ydqY5Lu2ctdWRh155FZgMLDXHhhKteVRSx615VFbvmvKNw1pWJevatJZmR7k8FpC/BoTZkN8K+BrBLh6gK/qvormrei+suZzXsc1OblT9v/uFWRCCVehp3IsG6KkC0X/6/EJFP1sjycU/GJBF/Ian9P4vC4wuGL8yVY5W/FlFR+7OWXcj76M5MtK7kNa8qXYEG+aeNLEkyJTf8GnSQtMWOJbNnEwEQcTDLQs8NYSJ0xh0hAmTPGtKU6YwoQhTBj8hCFM/M+//vk3+m6STEyQiUk6OSm/e6d6pvycLyi4ExK5COSjiIsiXxT7YpiLEY75osbRfJxBmEpCsCTRIIJBBIOIUSxEMR9BfATyEcBFABeBQgSJUSxGkRhFYgSJEeT+SQQJESREsBDFQowIBhVMSbRk0ZLAWG3xl2Hrvv9Ls86wygUqJllkw6Qf7MFgS0vqrhBTLO5Wg2kNpBUW0/5/3beyOnRdw+pfUjA0lNUxEw1mdWzr2NaJrWNbw1n1d1JGTkc5P8z7YcEPirpY9sNWCM3E0HsDz8bQ+xj6bJKvFvlswg8x+CGKPkbRxyj6HMNfLTxv0cWEtJSUl5LSUpIuJelinCxYeMHCi3G6GCeLFl404ZKFlhNkOUEXLPLVQHMm+WqQj1H8IYo/RsmnKP5i4DkTzxlgzgDzBlgwwKIJluNwiaGOBRYtsGjB5ThaiaPVOFqOuzezecPlW/MxYcEQ52PCfIxfMIS5qPA5wn0O81+jwoIJluPiqiWsx8G6BZdNsGSIKy6DEVctsGaJG3FxKwk2EmDFAssmWIyJKxbcSOKNBN5K4p0U2k6i9ThcT8DNBNhOwb0M3k2j7STYToHdNNrP4MMcPsrhgyzazcKdDNzN4N003k2j/Sw6tPGRTQ9taT9L9tJoP4P2s+yrcD8L9rJgMw3XkmA9IW6nxP0MPM7BXgH18vAkBw6z4n5G3MuA3Yy4nRZ30oC9oF9A/QLq51GvgI9y8DiH+wWpX6SDknRalFnPVi9PTwv0OEf2MngvjQ8y+CCDdpJgzRLno/yHoPdz2LsQE5ZNYTPB76WFgwzYS4tbSYE56jaT4kZS2EwKO2nhICue5MFpEQ4K4MSGuyn4Mci3dW4mKH6MgC8x8WtMnIuJX6LiQgxsJeBhBp7k8KBIz8v0qipdV+RhVbqpy8x2c8OyDBh3aSi3dfmmJl9XpeuqNKzJw7p801BuGwrjHKOmMmqrdy3ttqncNhQXw9i3N5XbhnLTkG8aEsvveWir9y1t1FTvW8pjR/ndsD6tfp9Wf7gBRfrLtP952v/kjj7+6BZSPE7r92Nht+tXbSsPbfmxrT62WV6DPGorYzGFet9R71pMcq0Nm9qwqV43/7qgU09r6qCqDqrKaVVxsaomX9RkpoO4aqlXLcVVKzRYZJF825bvOkxSId+11PHGki0nx+bftjpqqaO2Omrro7ab7HDdVK7Yr64rg5rSK0vHJXLkkMMi2cvjgzw+LpGeQ/sOGTj4rEKv6uMMiJYyasujjuyW245XjsOmelWXL2rSeVU6rdDTMu075LiA93N410ZbGbiWAvOW8DHKdUPeht9bcQHJzRovKR5H9Tial/UKlv18meUYsbQIjStpHPPe5hXfX5IdvDnZW2CZe0xTrgkFXSjoQk7lbZXLa3xec0V6Ofas8UynZ7tqchYnwZiTN02n0mTKlZVL3pTkS1FXJZEi3hTxprAngd/FEaNQkwno0qn4b7iaNMUJF5b4iRj/1hDexviJKPc26nsb9b2J+t7+z3/9828651U8U9K7STIxSSfeye/eaV4vw6cw4MLAF4a/rb4s7i+Cfg/r+3BLqghvUj4uucs6SxJNSTSIEEVCFAlRKEQQH0ECg6swEsOIDyMujPgIFsNICCMhwtgVEdiWz/qtCRRfb1EW5cfM6dXj9dqDNYalsbaeMa3XV1ruj+UtiWcdWuysxSqG0ypwncJ/SbJIK5CFsjPyZOvY9pOsjm0/zvlJzo9tfSyI19yPtoZtDdkasHVg6yCvi2U/aEXQrEE+WOSTRb7E8XySzCfpFwt9MNB0BM9G8YcY+WiQTyb5YtI5iy4mJDZLSXklJS8myJxFvpjks4G/GPhLDH2JoXkTr8TpagKvJfFqgswb9IshfTLpZ1P6YklfGF0z0YIJFy2wZMElCy66g5jOfiWBV+JoNYHWkng1iVYSeDGOFiz41RA+R7ivUX4hJiyb4pIpLFvioiHORfi5iDAfExdNsGiCJVNcTcDVOFy0wKIFVuJgPQnXE2AtDtfjaDMJdtLiVhKsJ+BqHC0aYDEG1uJoPQ63UmgvC/cycDuJNpNwKwl2UnA/g/czaDcFd1JgOwW3U3A/i45y+CiHDnPo0Mb7WbyXwYc2OcnTkzw+KZCTAj3KkeMc7hfooCQNStKgSE8dclZGAwf3iqRXIMc5eGTDXh6dlvB5CV056LqMr8r4sozPS/i0iJgK7tzBl2V8XaFXZXrp0EuHXDj03JEvysplRb2ualcV9bKsXFfVm5pyU5WvHem8SM9K9NKhVw65KJFBAR1lhaOMcJiFuxlwaIunJXTl4GsHXzrwogQvSui8hM9L6MJBFw4+L+HzEr6ukFGdPjXlUY0eZMHXKP81yq9Z4lYSbKfgThptp9FuFh8XyJlDz8vkvEzOHXxZIcOadNOQ71oKWxOxCvBhU7mqy1c1+boqXVXlq6o8rMm3dWXUVO5ftQlt9aHD3jGVoesqlS6r9KouD5vqTVMdtZiW4ffa7b6l3Dblu5Z8z+QPHcVVOnTUp6763NXYjAth9Ydp/bGrP3X1567G4oueGVx19YeOfj82pQ7Ha8D7tvIwfh+/bWnXDeWyrgyqylFJ2i/JByVlvygfFFnADz0s0qOidOQoJ2V5UJFOq0ycLV/V5WGDtc3qD251+mvAnTpqK/cdmS39Rm2JkbxRm6G1esu8Vg1l2FBuW+wfU71sqKdVeVCRBlV5UFX6VblfkVnO0IlDT6tSr0wPi+SgIB0W6VGR9Er4tELOa9JlQ75qylcN+bouX9ekq7rEDFvXdeWyJp+W5eOStGujtaS4GBcWLGE+Ln61xE8xYTbCd8NcO+hrBbl6wFf2e8u6p6x5HJUra1xF5yq6Wx5YVDxsSqrX0TgXwFQfK2rKS94c9dp06v+bcXWT4sspXF7l8xrPgIrRqbzK51RfXuPzDKsU7rfPiXoy1JOVvBnZm5a87kIPTyXYoKkE8rjKCMy2fN6/fHXSghNxOGnBSRNOWnDS3e+JE6Y4YYgTv8GJexvh3kZ8byO+t2Hv24jv7X//1z//FhR9QdHn572az6N6ParHo3k9fs4bFHwhwIUh9xr09+qdCgFfCHiDwBtiiUosTJ25dKnAFBbuyIDJ+SwKLCIaRIhhIYKFMBJCkA9BPgTHKIWFMOLZDpB5fl8dVCYVmDb9t3HqN0/iXBD6Tew4A3MGYn8o/IVOsWduzKg4a+wPS8hCcoxSzHSVVkFSFpOykGSFI6+VV6rLpbI6zgVILkBeU3GzOspq2N0i/nZxgawGbQ0UdVAOwEoQ1kOwHcUzJvkYpx8t+tEkH036PkY+xPBni362yJc4mU/SpZS0llU2bWUrJ2/nlb2CtpNTVlLSV0v6YtKvFp2zyHycrqTknax8XJQvq8plRT0sKEclvVfWBmW1X1YPC8phQT4sSDtZspHGqym8FIeLFlqMo6UEWU1J62lpPU1XU2Q1idfSeD2NV5NoOYmWkmghDucMYZ5t0iywaIlLFlg04WIMrFlwIwE24nAjgdbiYDUO1hJwNQFXE3A9CbfSaDsNt5JwO4l302gvA3fTcDeNdtJ4I4FWTbBuwY042k6hgyw6svFBBu9l0F4a7mfQURYf2fgoi4+y+NDGBzY+tNFxjpzkyVEOH+XwoY0ObHSUpydF6aRIjvP4OIeObHiUQ0d5fJzH/SIeFMm5Qy8q+LJKLivSeZn2C/jYRoc2OrTRkY1OcqhfRKcOPiuTsxI9LZBBgQyK+LSEz8vkoiJdlKWzIhkU8KBA+kWpX5R6BblXUk5LyllJPi3Jg6LUy9Njmx5m6X6WHtrkyMYnOdzLY0bUdtOAHZMOc/gkh/t5xK5Qxzl0lMOHDHRz+MDG+zY6sHEvT89K9KoinTv0IIt20vDIRv087udJv0AHDj2v0Ks686XKtw339MJsQDdN+fXd1r24NGUmWLhtqTduVrd669aoa/dt/aHtEhrX9NNRb1rKVUO+aChndeWs5lKT85p8UZcvG8plXT6vSqdlelqhFzV6VZeu69J13e0gv20pd+4ST3U7ilza5H/ssmJZN3ruaVp/nPY/dvSHtnbX1oYt9bKhXDaUK3fkq4Z8znypjnRckvbydDOLN2yyniXrGbJt4/0COXakniP1HXlQVc7r6rW7SNRGbe2+rTy4eX2uaMLtqmird231lm38mtItOxc15WFTGjalm6brkL2syec1+aymDKpyvyL1Ksqxo+wX6F6e7hfl/aK8X5AOCvSwSA+L9MShvTI9KtLdHN7K4s0s2bTxVg5t5/BOgewUyG4B7xXwYYEc5sleHu3YcNuG21m4mYarSThviR9j/HTQ2/R7Grq35vdWdW9V9ZZVj6N5S5rX0b2O3+sEvGXdW9bcLnZ2f3J0rqSN04nkKVbaxPCpKHuLsidPp3JkyiZTWfwuS95l6VSWvMuQSZu+y0lTDKLc5AjXpTtGKc0lVb+tTrIvI3kzkidNp5J4KomnUpgdmdgqbyoOp+JwKu4+MGTyJok3Rb1J4kngqQR6l0Dv4vhdHE/G0UQcuaZdF5+ECUOcjAmTUW4iwr2N+N5EvG8ivjdRfiLKT0S4iSg/8T//9c+/BUUuBPgQ4EMiFxR8Af73hESfS6fGKBVDXBTxYci7QgnIh6EQQUIE8TGm3JOAIQGDCuMRDQos6bfqwaRijLBlIBdFfBQLEcxHMB/GfBjxESREsRjDgkFEE4smFg0suEm17GrF5pVIkXG2BRVeQcsFKuL6i1/Xkq9I5r5yjHau+GJ8yhobs3hrTN3ikpBkVSNjiGKtIhkNsX4slnORVlFGwxkmqdBQVgO2DnM6tlWYVcWsKtiqkNOEgg6cAKoEUCUAa0HUCOFmCHUieMaQ3lvS56S0kJZXbHWnpB9V9aOadlT1H5X9+yX/Zk5bSSurGXk9K2/llN2CduTog6r/uul/6AYfu8G7TuC+G3qaDr3MBH7MBh/agbuWft/xXzW0niPvF+SNNF2I448Geh9BXy26kqIbGbKRldYy0mpKWk7R5SReTZH1NHGzd1N4PQFX43DFAiuWsGwyOSJcMsF8TFyIiUuGuGSAFQOsGOJaHDBWtJEA63GwboGNBNxKwq0k2E7C3RTcTsLNONpKoJ0U2k+hgwzez5D9DD7M4kObHGTxkU2Oc+TIxsc5fJwnxwVykse9PD7J4+McOc6R4zw5KZBekfRKpFfEJwV0kof9Iu4XybG7o0MnedwvkjOHXlboZVW6rElnDKjy6MhGRzY6yuHjPOkV8cAhg5I0KEr9Ij0p0JMC6RfpoEQHJanPINAmvRzt5fGRjfeydC9DDrJ4N4O3Ung9iZfjeMHE8wZZMOGSBVcstBqHqwmwmgCrCbiShMsJuJrE62m8kUabKbieBKtxsJqAq0m0koQrCbiaRGspvJEmexlykKNHBem4IB3l6XFR6pfkQUkaOPJpWbmoytc1edhUb1nANqtZ6misodXtaf397EoSnqdZAJ325BId3Z1p/8tM4NuM/9us/zuzN836X2b0x67KpGVXdfW8qpyWpb4j9cvSaVU+rciDitwvS4OqfFZjWm3lqqlev16Jmup1S71pa7dt7Y4F63X0h67/oet/6GqP0/rzjP48oz8ztbqru9NHHW3YUi/q8llV7lfkniMdl+hBge7lyW6O7uboXo7u5emuLW3bdL9ABmXpqiYPm8pNU71pabct/a7NDkjaaFye5BYAjvOHhg13rhvyVUO6ajB8lS5r0nlVOqtKg4rcq8gnjnRcoscl6bgs98rySYkxJLpboJs2Ws+iDZusZ/FaBq2k4WoKrabRahqtZdBKGi0kwRdT/BAD72PgvQHeG2DGEKdj4mxEfB8RPxrgkwE+GEz1wHXDfDvINf2+qt9b0b1lzVtWPY7qKSmekuwpyp6S4nVUb0n1OpqvrPvKurese8sMmXSuoPkKireoeIuKr6j6Cqo3r3jyivuxIPsKsi8ve3PUY0tTOeldjr6zpXe25MlKXlv25hVvQfUWVF9hfKYqjNd6zI1rKyyCz+fu9Kg3TV2TUwJPxdE7F43AVByM8QkyxPIksCeBvUniSxJfkniSZCpJphL4XQK9S2CGUu/iaNJCDKLeGsJbQ3hrjNEozE2EfW8ivjdR39uo722Eexvh3oZ9byPc2//+r3/+LSDwOufz81yA54ICFwJcCHAhkQuKvqDIhUQGSK/RsVzUFaDzUcRHkRBBQhjyYfAKMGwEpoMwiBgjwKTiXyxQ7K1fYCcikwoG5mOYBbH7wpCLQJ4Ny6iNsk/dnoa51wAAIABJREFUnSHnKgaZHMMd3sD8eNc3RqBxLRbDJGZVZi+z/h9ORjgTj/eHmDfxbyRzv0o4i/IJSUhrMKOhFKttlMWkJCYlMSGJCYkVNoopRUxr48hBVz0IsxrMuMp4Pq0KGVXIqEJWBbYKbFXMqWJeAwUdFP3QCeBqiDaj0owlf04pK7a6UVA3i+pmQVvPaStZdTWrrtnqRkHbKWoHjtar+c8bgct2cNgN3k2HR9Oh227gphMYtoO3neD9dPC27b/r+O9ngjcd/0VN7ZfV7ZzyxULdEHgfQatp+bA4/k9rQd7OyVs23bLpTk7ey8tHJaVX0U5KynGBbiXxigV3M/DAxjsZvBoHX2PihzD/Mcx/jQpzUeFLWPgaEZYscS0hbiTAmgVWLbBsiMuGuB4Hmwmwk0IHWXSQRfsZvJ/Bexm8l0bbKbyZgNtJdJAlB1myl0EHNjnO46McOsqj4zw+LtDjPD7O4UMb7WfRXsadQxudFFCvCPsF1C+i0zI9r0inZTJwSL9ITgrkKE8ObXyUx70iGTjk1KGnDhk4ZFAkp0Vy5tCzEj0t4VMHDUqU7QwPbLyfQfsZdGTjkzw5KZCTAukV6KBABwXcz+ODLNlJoe0U2kqitQRajuMFC32NwS9R+CUGv8TAXAwsmGApDlaScCWJXmc1jdYzaD0F15JgLQlXU2g1hdbTaNvGu3m6V6CHRannyL2y3CsrPUfuleS+o/QdpefIg4pyXlOvG8pdUxm11VFHfehqT8zANK09T2vP0/oza/6edo1NrL7oeVp7mfZ/m/H/mNV/jHO7v7tFR/7vs4Efs/4fLI7ovf/Xe7ey9o/3/h+z+ktXfewoD21lxGywrbFkoCEzcBo21WFLu25p10112NJum9pt09VE3LXVu45239EexzvAl2n9O6v1m9V/MH/urPZ9Rn+Z9j919FFLHTbki5p8WpV7ZfnYkY9K9KhIDgrkoCAdO3LPUfqOMihLlzU3YtwtUGfMrKM+tNX7tnLXUe9cJbd601SHDeW6IV/X5cuafFmTrmrSRV1iSQ3nVeWsqvQc6bBA9wrSbl7ayZGdHN7J4d082S2QgwI5KpCjIt0v4PUsXEgIXyzhsyV8NPgPMX42yk9HuE6Ya4V9rTDXDnHtEN8Ocq0g1wxwjQDfCPKVAFfSfRWVK6vcb4GD6nVUr8N61hVPQfUWVU9R8ZQUL0MmR/GWFE9RnipI7wqypyB7i4q3KHuKqqeoeguqJ8+qbOlUnk4VJU9R9uZl1oTrySmenOzJSZ68GzHuySket6JJ9eZV31/C9HzjdZ+PhRi5IRHyX5jTqw8Xe5PYk0CeOJqKw3dx9LrZm0pATxx64nAqDt8l4LskmkqgqTj2JLA3gTwJNBVHk3E0GUcTcTgZh+9MwO5PkyaYNMVJQ5iI8RMxfiLKTUR8b8O+N5Hxoi/qexvxvg373oR9b0LeN2Hfm//+r3/+Tec5zefTOZ+f9wUELgj4MGQzRizAhaHv9SgVZRwI8RHERRDTR3AMSCJQiAAuLDIxOh9DLmgZxM2ZfbXiWlR0N3iSwC5GBmX5gVwEcWHIhSA3NmD5gkxtCPkoYsG1QhTxTDoYZUp36ItBXwz6DMTWfT4DuR1XYy7lMzBnUT5OhTgVrN/nK85EPgP6DOQzEPshXAz6Yux7WQcx9rLG4aQsJiWBJUjFCZcgrvbdInxCEpKykFaFjCawBCZm2ErK/F+GS8l8SubTCp9RxPEIGUXIqmJWFbMqsDWY02HRjyoh3AjjVhR3YmTaIIxmfUzIX5LyQkZdyWnbJe245j9rBS47geF08GY6NOyGrrvBYTd40w2MZkIPs6HH98Hvn8O/PkdePoRGXf95Td/JK8tpupYhR4560fRftwNXTa1Xlg5L0kFROihKx44yqGhnNe2spp3V/b2yelikqwmwaIq7WXKYpwd5spfD21m0loKrSbiehFsptJmGWxm4a8P9HNy38V4G7WfxdgpuxMXNONhOgP0sOs6RXg73cvgkh49tfJhF+xm4mwL7aXiQwYdZeGSDkzzuF3C/gHt5OCiiU4cMSqhfQn2HHOfRQQbupuBOCu5n4FEO9opoUMKDEh6UyFmZnpXJWZkMHNIrkeM8PrThoQ17BXzmkDOHnDv4zCGDIj4t4vMSPS/R0wIaFGGvQI9y9DCHXZplo+Mc6uVRv4AHJdwv0ZMiPcrhwyzcS6MtdkJLwY0k3EiijSRaT0J32xmHawmwlYZ7Nj7M48McPMyhwzw6zKPDAjou4pMSOS7i4wI5LJCDPDkukkGZnNeky6p8VZeuGvJlXbqoyRdV+aImsxAddmi5bsijtvzUVZ+ntcdp7fG16a4t37O0t5arXb7vKE/T2rcZ7dus/m2GNbGOxQtd/amjP3WYk0ln9Otlxv/i1lXoP9/7xwET+q/3+q9Zjc2PWf37rPZtRnueVh678mNXfurIzy3l0XXgKg8d5fFVU+62ZjBDrvLcUZ47yrdp9ce09nM8v2bdRqhvHfW5rTy05LumfOMK51wIvGH68oZ63dSu6uplXblmKXwtJuxWmCrhtulKPIZ16aohXTaki4Z0UZcu69JFVTqr0rMKOSuT86p0VpX7ZemkLB2XpKOidFiQDvJ0x8abWbyeQWspuJaG6xm4loErabCcBCtJuJpCyyk0Fxc/GHw3wrVC3nrAU9M9Vd1T0T1l3ePoHkfzOpqnonmrmqeme2u6r6b7Kn7O0TlH9ZUUH6tfckf2FGVvUfYWFE9BmSqqnpLqKSlTJdlTUjwFxVOQpwryVF6azEvvWLd6QfEVFG9R9RYVb16eyknvbPIuSyZz5F3BBaRXcPLkpak8e1A8LmH6f2LLlfGD7MlJXlvyZunvUxPLichI3qw8tj1hTxJ7E9ibxGMfLnqXQO8SaHI8E3E4kYCTCTiVgFNxOGXBKQZdFpg04YQJJkwwYYouLBn8hMFPGvxkjJ9wMel13EXfRJSbiDDc8r4Jef8t6P23kPff2F1KCIh8UOSDgA8BPgiEoMgHRT4M+DDkXZRidAq6Nt4o4qOYj2KGVb4I9IWRLwK5CODCoi8k+IIiF2aWKSREIB9DgoF5EwsmYVHogkHFGBENCkwqGJQ3JN6SXcSKET5G+CjhmURwzO3Gu0eRiwA+4mrcGV5yEeCLiKzLyuc6vcaZ7rExAhnYZ4116iYZKykIZ7xWNY5fH2Olw8gbQ+4D6yM2MWdin1tPjLwm8pmsjxj74pRLykJK4dMKn1b5lMwnJS4hcQnJF6e+OPUlJC4pcUmJS0lcWhaYpDAlCymZ/cmridiFrqwm2hqwdZjXYSGAnBCphKVKhNYitBmVuob8Kaks5fT1orZZ0nccfbfs3y8HDiqBo1qg3wyedwLX04H794Fvn8M/v0R/fo5++xi+7QT6Nb1f1S7b+v1M8H42dDMTuu4EBzX1uKwcOMp+UTksqSdl7bSm9yvqcVndLyo7Obpt470cOSpKxyX5pKz0K9KgLB2XpJ082cmRo4J0UpJPy/JFVT6vSIMS7RfJoCQd5wlT4h3nSK9AByW5X6A9hkN5cpLHzKLUy+ETG/VysF9ApyV8WsKDIj4tkfMyuaySyxpl7W3nVTpw6EmBnOTJUR4f5tBxAfeK5DiPjnKoVySnJXLqkIGDeyVyXCRHBXxcRIMyuahKFxV6xmRUJXJSIsdFelwgriIjTw4L9KhIT4r0pEiOCvgwj/dttJuBO1m0lSVrKbwUhwsWmGeBwjGBCUY2UmgzjXayeC9L9rNkP4v3bXyYxyclMiiRQQmfOuS8TC4q5LxCzivk9U3ztEz6JTJwyFmFXFbJVY2y686wIQ3Hx55hU75pSbct6aYpD5vyfUdh5Ums9nvUUZmm+WEcMjTqqHdtZdRSHjvqy7T2bUZ7YZq6jjZqqaM266rQXfVdV3/saI9dnRmhnqd1FoXHSsqfu+rLtMZstuMH/WVG/zatvUyr36bVb131W1d96bIvaSyk/KHrYhVLcWU/6pFZdF15hfrUZeJA7Wlaf+ioo6YrkWeyhau6fN1Qb9v6TUsbttRhUxk21KuGel5TTivyoCyfVaXzmnRRo2dVOqjQQUVyp0z7Du059MShxw49cUivTE4cclgk+wW0n0f7BbxfIPsFul+UdvJ0M4vXGLvNkJUUmouDjzHxfZSfjQnvY+JMjJ+O8dMx0I2K7YjQCvPNsNAI8lW/r6z/H9Lea0uO8+gS1eUQ3ZXuc+ldmfSZ5W37hqeTSA4lkRI9CJAgCQI0otE/8yz6daPzluci4svMBjnnXMxasXplZWWZbmDVrr1jxw7jdGicxMYhRkTZh/oh0k9j/TTWT2LjdMjO0FzHTmJ2iNg+ooeIHSJyEpKTiJxE9BCSfajvQkMKd2Qf6vtQ28FW9bCDGYCTXQR4Q7chbrNd+9ra1zaBvglhgROuaNpHZB+3MiDBbbkR20V0GxmwKWOFsKQvPX2JGUWaNOkRcOUtfbbw6dwj6HpwQe7DDtPUVqe2In8OprYytZXGUqeWNrX0qak1plaZamUqlaVUplJZamVqJVcLyZwAhzIwR9BBzgYdoyKDlByn5Dghx4lxnBjHE/0oMY7/n3//9x9S24RKbDOxxMTkY84mggFWpUitWGazlmPlDitcUbiicJk0+yFEZSbLLNDoJM2yWG7x3ALeI9p2VOGaFcT3Set57VuVJ0oPzeiVJyrPKj2rcM0CGRvNLJrZLHPQsgEjVoXDYNEwCpI2zUwjM43MJLmJ2x3RhQixth7k4bLKlbTJlVwKSJUj15HYpHJI7XZQBwV3lbbRuLTx2BR5FW08Og3oLGCzgM1DPgv5NGCIUiFfAD7FkmYFHE5CvAXkXADfWkRiiZPF9iq2NiNnOwZXobubeCeJd5EH11V0pw7v1uH9Jno4i1+fD99YDN9cDN9axn/ZxB8e4scXw69vj5/dmXxze/LV1fjx+fDT0/izs+jzi+GTi+Hj8+FnZ8NPTocf7qO/74Z/24/f2w7f30Qf7OKPD/EnJ/Fnp9GTi/irq9Gz2+Nn16NvrobfXI2+uR49PY8en4aPTsJP9v6n++CzffhoHz0+ib84jZ6chE8O4ZcnwVdn0Vfn0dfn0bOL6Nl59Ow8+uY8enoSfnHwvzr4X+zdzzfOk537pew8PT24T0/cr069r878L0/8r86CZ5fh8+vwu9vRi9vxN5fhM/AfX4RfnwVPDv7nB+/xwX+89x9tvU/X7idr99O1+/nOf7z3P916H67djzbuJzvv0Qkuf3t84j86+B9t3A827gcb78ON+8HKgcXNH2/9j3fBRxvvg5Xzt6Xz3tz+89R+u7L+WFp/LJ03Cue13HwtF69l1uu5eLPgb1fmX6b23+bOR2v3873/xUn45Unw9NT/+tyH5UDPLoJvzoNn58G3F8FzyY2+uQy+ufCfXfjfXgbfXgbfXgTPr8LnV9KMANHd1+Hzy+D5lfSqYTpq9DN6teOf7kY/3R3+dG+Edm0YY7o//PnB8Of7o1/uDf95f/RfD0b/9WD4X7D04f4I8od+vd/qgeP//XD8vx+O/9fDyf96dSJncocw3vQLVvzzvbhLBL8/+vne6Jd7o1/vjf95b/TP+8NfkTaN/olLdSOwWf96f/jPe+0qwuE/H8gL7g//AeFA9yDadfj97RhGcb+/ir67jl9cRc+vgm+vomeX8dPz6MlZ+OQ0/OIk+uIk+uIk/OIQfnEInp76X537X58HT8+CL06Dxyfh5yfhZ4fws0MA9ene/2TnfbzzPt55H+38D7be39bOeyv3L0vn3YX97sJ5d+G+M3f+2Fivl+arhfmwMO8hAvHzET0bQbwQPU/YRcLPx+xsRM9gVHbMTof0JCYnMdnHwGD0LaBUSE6AIYXkAOQpxjqJ2UnMDxHbh2QfGoeQ7AOyD/RdoO/QGm7sAgMI0D4kWLiCnWxDA5esw34m39iEBuwJBEEPbu5iuoOo8phtUdCjW7nAadVO13r63NHnDjggtLmrzV04o81dfeZqIOXNwaTnkZlrTG1oRGkzVwOXxMzWpyDcWWptqY2lNZZWmyqER1SmWgm1Fmol1BqAypTOCK5in4kc53RQcLXgKiATnE/pICWDlAwQnIyjiX5rot8a669M9Fv/+fe//pBYZmqL1DYTS2CZAgjWRLCJYBKosPMEXokC4MTlGJJksdSkGLOEzkCWofrHM4tnKNmJHJwXJkPccrgEG1F6JiRTdOEUjlm6onIFjGRBBEbpMWBahbRUlC7rtaxYYZPcIpnZliHXENOyV4A6fUAqAM9A9LMJkirbQPFQConIsWxSOwScF43LGiRbpPYIwFXt4sHUZ/OQLyKOYUtDcxmbCyBPMURj2MvYXkTmIsRgJzAcrmJ7GVnLqIUrcBg6m5GznXj7xD+k3knqn2bBWR6eF9FFEZ7nwUXu3S68h7X/5ix4axG8vQz/tAheb7xXG/dhW5V7v3Tule7dwr2du3eK4G4Z3in9u6V3v3Jfm3pvLYK/boIPDuEnp9Gnp/HHJ/FHh+iDffj3bfj+2n936b278P+y9N5f+++vg79vgr9vgw+24Yfb4KNt8MkueHSInpzGX5zFX55FX5wEXxz8L06CL078p2fB09Pw8c5/tPY+33qPd+4XO+/pwf/q1H965j099Z6e+0/Pg28uwue34+/uxt/fHX53d/j89vDF3dH3d0ff3x2+uD38+jJ6ehF+eR59eR49OQ1BwHm09x8f/CeH4PN98PHG/XTnPToEj06Cz0/Dx6fhk7Pws0Pw4dr9cON+vPM/2fkfb5yPN85n++DJafDFWfjkNHi09z/eeO8v7D/PrP85td9p7Henzntz7725/d7Cem9u/21p/31lf7xxPtu5n++8L0+8Z5fh8+sYNnb/eDf66X708/3oH3ejH+6g+e3Hu/H3d6Pv7kQvbocvbgcvrv0X1/4Pd8Kf7sU/3Y//cReGnKKf7kXgOvvudvj8Onh+Hby48r+7Dn+8G/10L/rpXvzTvaHMJhj+dG8o04bin+7gcj/o1iDY3I1/AQC7h2D2K2h9D0b/hcRo9L8hbwLaWvdH/7w/+vXe6Jf7MOTbOjJGv96H/bCjX++P//lg8l8Pxv/1YCSjIuJf78U/34t+uhfBPlmQE/95f4i8CjP0hjLtO/rxTvzjneEP0Dq6HX9/HT2/jL45D786BadG+OVZ9Pgk/Owk/OwQPjqEjw/hlyfR09Po6VkowSl4dAg+2wef7oNP9uGHu+DvG+/9tfv+ynl/5b63dN5d2G/PrLem9h8b+43afK02H1bm/dK8m5t3UnE75dcpv0rE5Zifd7ocOcTkdEjORuR8RE+H5HSon8T6SaTDTNJJTA6hsQ/0faBvJUhsQ2MfGoeIHkJ6COg+oIBG+4jsI3kc0n1Atr6+DfVdYOx81OX2gbEN9F2gw/U7CVGAWNvA2ATG2tfX6B3XNr6+9fVtaMiVg2Q/pLuY7iMCzGkbkZZaLX1j6ekLT4eJWoQlR5/Z2qzFJEebORrg1szRpo7a2OrU1maATK46dbXGVqVzT28srTa1xtQQmSw8qIRacqXiSskGJR9UQqmE2phabWqVUAo+KOhxTo4LOiiYUnCAJSUH8x5VctqSp6PEOEqM45QAhbo11l+ZGLeg/vPvf/1hYorE4qktAKsyx0JqZb0EVDCBa5WeVXhW4YpC8p7c4Skm+NHEpIlgOBTMacJownH0CttXAGkWy3osDYkXTFM5ooVDQB0YGW45UAXJTBDO5LHCZYXDCpsVFsstVgCpskhuGXJ3MGnlu7YAgbqNjohJwJA63IJlj7LFRSoXzhulTSqHNi5rPNZ4rAElUMJY7ZLKMSrHaDyQ+1D3m/p0FvBFJACiVjLxVqazi9Ww3Upsy3XDcuXjsNtNvB7akle5+8TdJ94+8fept0/cfeodUveQ2CcJxEfaZ5l7mjqHiXWYWIcJZO+b+7G1G7Vp/OZhbO3HGH58mJinqXWZOdeZfZ1Z17l1u7CuC/s6t64y+yqzrlJxlZq3M+tOYd2v7AeV82rlvF67b9TOG7X9x9p+p3Henbl/nnt/mXt/mbt/mdl/nTl/X3ofbfxP9/5nh/DjTfDhyvto5X608T7eeJ/soNxPd96jE//JefD1Zfj8evjizvD7e6Mf7o9/fDD58eHkhwfj7+/DzeGPD4bf3xu9uDt8dh1/fRl9fRk/ux4+vxN9ex1+cxk9vQi/vgyfXYdfXQZPL8KvL+OvL+MvzoLHp8GT0/DxafjlWfT03H967n992cHhizvxs+v4y/Pg8an/+Yn/aO89OQ2+uoi+ugi+vgyeXYTfXkbPr8IX18F3t4MX1/53t/1/3Iv+cT+GWdFfHg7/+erwnw+H/3wY//ow/vlB/NP96OcH0U8Pwh/vhT/cC3+8H35/N/j+jv+Pe+GvD+NfHw5/fRD9cj/65X78y6vxTw/if9yNfrgbPr8TPr8dfnsVfHMZfHvtv7gT/nA3gm1+wEX+cW/0w53h97fj767DF1fBi6vw+VXw/Cp4cQXTOeGLi/C7y/CHa+jcRHJ3Ub/iH2BQ6Xb0023obMEK8+GPd+N/3Il/huCl+0Cwol8wMWH4kwz//scdXM33453gh7vyHcLyi3b26Hb0gwxG+rE12l2Fzy7Cr8+Dr86Cp6fBlycBfIl5gt9jwscnweeHAJzfjw7h45Pw80Pw2d7/eOd/tPU/2Pp/W3sASH9duu8u3Ldn9puN9VopHhb8Qc7vZux2yq4SdjFm52N6NqYYcDfiZyN+NsKwuzMYfY3pIST7QD+JjIsRuRrTqzE9H5LT2DgdGqexcRqrp5F2Eur7QNsF2i7UdqG+C/VdaGzlwS5E6oN6XUB2Adn62jbQkCoFOj4q0LaBtg30baBvfG3r6y0sbfEn2eL+dUApYwN4hj0qto96S9zB/hAam0Bf+frC0xaw61ZSJQjNW3jawtPlGicDp5ocA4x5c9dAoLK1mQ3OcnA9oJ2vsbSmNT6Yag0IBH0mMSj5oGCDkg0qrtSmxCeuVlwp2KD17JVMKZlSMFV6+QZYZJAYR4l+a6K/kui3EuMoARalvQJcCuo///7XH1p8+m312BVPTZ5aIrPN3LEKz85dK3dE4Zmlb5WemTs8s1giZJksNdmE06FhRJoealqk60NCRoxMcAyLyzHezoWR2Ty1OA5pARvDDEAkUqXLSge1u0pO8pYOq4BvObx0WA+Tbq4SdmnhkMIyCkvPLb2wWsTSC6tFKaOw9MLWC1svHaOwSeEYhU1yuMCREGVJgvVSgeECYU8vbb3xCKh/jUegfTULxDw0kR4NLcmloNrwCwgbbOEKlxFvxu5m4mzG9mbs7BJvN3F3E2c3cXaJs0+cXWJvJ9YucfeJu5vY27G5HZvbkQkHm5HYjMR2ZMLP3djeQJ7xkG+GAnMkR2I7NtdDvh7yzVBsYrEZivVQrId8MxbrIV/HfDPkmyHF1ZwQozI2D2PzZGyejs2zkbgYi6tEXCX8KuHXqbidmrcTfjc1Xy2d1yv3jdr549R9a+q+NXPfmrp/rO03K/uN2n6jtv7Y2G9NnXfm7rsL9/2V98HG/2jnf3YSfH4aPjmPvriIn1xEj8+jJ+fRl5fR06voy4vg6WX49XX89VX89VX87Hr47Z3h87vxizvxd3eH398b/nhv+OJO9Ow6enY9fHoRPTkLnl5EX13GX13Gz66G317Hz67C57ej7+8Of3ww/serkx8fjn98mPzwYPzd3fjFnejb6/Db6+jZ7fib6+jZdfzdneGP90Y/3R/+8mD4y8PhLw/jX1+Nf3k1/ulh9POD6JcHw58fxD8/jH95GP/yavzrq8OfHw5/vB/9cD/64X703b3oxd3w+Z3g29vBt7fDF3fiF3fjF3ei57ej53ei53fCZ3eCb67Dry7Cpxfhk/Pw8Wnw+Yn/6OB9dnAenbiPTrxHB+/Rwfvs4H928D89BB/vvI+23kcb98ON88HG/fvG/WDtfLh2Plo7H62cj1fOJ2v304372db7dON9vHE/2rofb92PN85Ha+fDtfvB2gVR9NOt+9nO/Xzvf37wH58Ej0+Dxyf+44P/5Vnw1Xn09UX4zUXwzbn/9bn31Zn/9DSA5X5PTv0vzoKn58FX5+FX58FX5/6XZ/6Xp/4TNHB7j/buo7376OA9PoFeUfDFif/44D7au5/CO9m6n2y9T3f+o33w+SF4DOC0Dz7dBR/v/A823vtr772V9/7af2/l/XnhvjOz/9TYf2ycNxv7jdp6vTZfq8TD0ryfm3czcZ2Ki4SfjenpiBxGxmFI9kNozJA9DhIBYaKnQ3Y+4udjfjbs3HdnMTmPjauRfntMrif0ckQvR+xyzC5G5HyoncU6GPAOEdlHxi7St5G+DbGHhAATGptQ3wT6NjBkITJtAd4CfQe+8K70jd/h0wZkvcjYxmDSg8FbWHTb24obMaRNXZOJLD1j7moQMT5ztIULDSc51eQZC4/MXQI/Zzba85rOSq610CVhSQO7uWROamUqpRiUYlAKpRRKwZVSDCDKqBJKxdVaaLXQwBlRMKVoPRGtuRw7UgNw7qXkGMhToh9NtFcm2iuJxKSx9spYfQVOjrVXJtor//n3v/6Qu2bumpljZq6ZOiKxReqYqW1mzu/AVWqJ3hmeWiK1RWbxRNARMYaGMWYkNXlmcUCpESVDwwg1LdT1QNd9RfNVLdT1mBhjRhOTpXZPHrRZarPUplIqlJYNm8sAXPDB08KhJYp1tHJ57Zm1Z9auqFxeYXoTrdwbNgq5eljLLa2w9FL6I5AzoeJnSIwxcE+xFA8Lk+LeLJuUFgGgKh3wVnQoVbu0ckhlk8o2KsdoRb/GozV0sHwcIpbZtbATy1oNrUVkQgoGAFUbtrQeO5uxs5k4uH9k7GwlOO0SZzuxtxN7J3/uU/eQuvvE2cPJsbUBrBqZW0iCH4rN0NyOrO3Q3AzFZii2uLjEXA/FZmSuh2IVAziJzchcxRxuSg9/zPQkAAAgAElEQVS9WMd8HfN1xJYRW8Z81drrI7GO2CZm64gvQ7oMyCqkq5BuIrqLGSyrPp+YV6l1O7OuM+sqNS9T8yKxLibmxURcJPwy4ZcJv0rY7ZTfzcTdjN/PxaulCRj25tR+vbFfq+zXavv12nqzFu/O7fc33gc7/5O9/+ne/3AbfLT1P90Hnx6Cjw/Bx4fgw33wd/j2vXTeX7kfbPyPd8GnJ9FnJ/En++iTffDoNHpyHn95OfzicvjkPHpyMXx8Hj06CR6dBp+dYH16En52Ej4+j55exl9fRc+uohd34u/vD398MHxxN/rqwn986n1+6j869R6d+p+f+U/O/S8ugicXwaOz4NMz/5NT/6OD//ed+97a/uvK/uvK+evK+cvK+evK+evK/evKhZt/WdnvLux35vbb+IlsvVmbr9fm67X5Wmm+VorXSvFaab5emq+X1qul+bAQULC+4UHOH+b8YcYfZOJBJh5m4tWcv5qbD3PzYS4ewr05f5jzB7mAi1/N+WsFf70QbxTmm5X5p9p6q3Hebpx3GuvPMxs89O8t7fcW1l/m1rsz652p/XZjv9VYb0+td2b2u3P7z3P7Lwv7L3P73Zn1ztR8qzb/WIk3S/FGKd6sxJ8a862p9fbU+p9T+92Z/T8b8XYt3qrF2435zsz688J+b+m+v3b/tvH+DiRp4/117b+79N+au280zmu182plPyjsu5m4nYrr1LxKzctEXMr/J+cTcTbmp2N+MmKHEYXaD8k+NvaxsYtbBwGV9mtyiMnZkF6M6MWQQo7D+Zidj9n5kJ4PyfnQuBgaF0NyMSQQl3cag12CHmK6i4xdoG99fRPom9AASrQFZJJECntIgdESprWnrj1t7WkwUbvx9TWgVKBtevrhLiLbIdmOyG5IdzHbQnspYtL+QMAjvvTJ0kN6dGPGFkU87C1hgdznkblLpg4iU2NqjdBqU6+EWqEvXGssfWobM8eYWnpj6o2lTU1tamq1qVYmtppKPpBANSiFUltaY6rIq7haMcSnnA1y8OmxQc4GmCVBBzk5zslRRo5S4ygxbiFnMo4mvYOxfgtLuzXWX2lv/uff//pD7oEPQuRelwqRWBx+JuD6s0Rqm5ms1DYTi48FGzE6pCQ2tFBTQ1WNNW1MDeg5ZRZLTZaZLDdZKuiE05gQX9U9RfU1zdd0X9NCXYupMRY0NVlqQqo6TS2awQMtlls0M0kqjESQzKKFzXIb9gUb0oYH7vN21AndDeDEK+VIb+uJKGy9r/sVNil7Xgk8aRmSaZECm1XywCKFhKjKMUoHmJkGDKx0bhCs2v1t0cajjc+mPp8FvMWkZWwuYnMR3WhKIVaN7D5KbcYOZLpvRvZ2jBAlq+NVe2RXzi6xd4m9ndjbsbUd49aS9dCU60tkDc01IpOJNTLXI7EZ4clVbIILUSqT0nMfi0XEFxFfIYzxVcwWIZv5BGruk2VI1xHdDNluyPYjfjIRJxNzP+KHsTjAmrUR34/5bsx2I2gF0/2I7oZ0F4METw5DejJihxHbDekmZrsRO4zo2ZjcTtmDXLxZW39q7NcK83bCL8f8csIvxvxszE7H7HTCzib0YkKvJ/R2wq4TfpXwq9S8SszLibhOzTuFda+07pfW3dy6k4q7mbibi7uZuJdb9wr7fmk9KK2Hpflqbb0xtd+a2W/PnHfm9l9Wzt+27t+2znsr+52Gv1HS10r+askfFvx+zu4X7H7B7+XYBbmdietUXCb8fMLOJxS+8p+MyOmYnsKbHEOmAIHzJ0OyH8KYC9nEZBORraxdTA7Sx7WHj7aIyE86spUtChjePMT0MGT7WM6BxuQwpIdh294nJ0NyMiQnOENKzkf0fMwvx/x6wu4m7EHKHmb81Zw9zPm9jN9J+NWEX4755ZhdTfh1Iu6k/G7K7qXsXsruJuz2hF2O2fmIng3J2ZCej+jlhFxNyO0JvZOweym/l9A7E3p7Qu8k9F5GH+T8tdJ8ozL/WFt/mlp/mll/nJqv1+bD0rqbW9epeZmI8zE/H4uzMYOZ1sOIHeAA/m/Arx/TrfytdzHZx8ZhaJzEZA/gFNNtTOWf0djFxj4yoAsFsXinQ3Yi4W0HjnAZO4TkKdS3ob4J9W2obX1t62vo+Q7AQyHhyte3vr7xtXWgr8G8AG46V1s66tJV14G+QZTSN4G2DXU5kNsVvNutjMtbvWR/kLNKoOktQK/DXYL6zEEHBPAhmLptbDA4aJWpgZEBDA610CpTLS21MtVSKJWpNpY2hW4TKHtwjdBKUwX+VJlqLXlVBXYJYE58UNBBSQf95L2cIj4VTMnpMYBTqt9K9VvImQzU9xLjaGL04Eo/mui3xtqtUa/+8+9//SGzGUzsZjbO1WawgdeiEJ6UWGD2E6klUstMbTO1RGLxiaAxMUJdCzU11NRI14eGPmFGbrHcgR2+NLNYYfPcZGNGhsQYUTJmZCzIkJJA1wNNC3VtSPQJJ6mgmUkSbkwESQRJBKxVJKkwUqGBAyKHLYsWySwjs0luE+hClQ4F6a9wSOlg26lqLRIOLfsdqVa4c4zuvGMUjpGjGAhlFFLW67Euo5QwVtpGYem5qWFZWmHrUgk0ELFc0tEpHy0Vrb0CjBWzgM8gqAmymmDhCBIsG1LbNxNnm7jbibMZ26sh0q/NyN6MgUIBPkGPyt0n7j7FOmTuIXP3aQtd9m5igQDYKoFrqKFYxRzgRxZfj6DEeiiWMU4lL2O+jPkKf4pljP77FZyM2Dyks4BMfdp4ZOqTeUCXIQVetYroOqLLkC4CsorYZsi3I74d8d2Y78Z0O6KbIdsO6WZINzFdx2Qdk01M1xFZx3QV02VMlzFbxnQdk93QOBvTy4RfJuJszDchWXj61DOgGs9oPH3ma/NAm8P6NZifd/XG02tHrx196hnzgCxCugjpPKAzn8DNeUjmIYXfYu6ThW8sA2MdGpvI2ER0G9HDkJ2O6cmIHIbGPtJ3IRix9HWgL3x15qnQf0Zx3+3e1cwzZp4+9XR8h67euO2B3rh67WqNqzWu2nha4xm1p9eu3nhYU0+fwvptp/fkrnwJ35h5xtTTZ5429/WZZ8zapQmuPvf0BbbWjaVnLHx9GRjLkCwCYxHoS19bBvoqJJuI7CLjJDbOALdG9GzETkZ0H0PYKN1EFNJI9zE7xPQ0pqcxOaD5jaxCY+nrq8BYh2QbGbtQP0TGyZCcjegZ2OQi4xAZp7FxNiQXY3o1ZrcTdi9jD3IYS6JXCT+fCGBIexC7hhR0sE1obCLSHq8DYxXoq9CAT/N1oK8DfR3pm5jshvh+1pGxCvVlqC8DbRVo61DbhPo2xsRVQOtDbOxjYxvrm0jbhNg3AnDaBiDu6bILpW9DbBptwA6OZWw8HWrt6+tA3wTGOtBXvr709ZWH9gcAp21EdjDnhN0syIE14CHrQIdfZ+kbC1ebu+pcmh2ALc1dRKw5NJYgf8jRGojIM1XIbAVoKQU4GpRKKnWFqVaWBu0lbDJhEjnk6amVUEqgUNCFsrTSUquuL6VWQq34oOKDEswRMOrU1RFEHGX0KMXJXCBPtyb6rUS/lehHAEVtde0oHbDqaKzdGms3+1KJSVNhwILd1CSpRVOZ1JeaNDVpamKrKTFZC1cTk00EHXM65gRqyEhMjTEzMrD5QYysI9DXh152kdk8teiYGUNiDIkxorgrJBEkEcaEGxNupCZNTSMRRio6k167azGVgJrLAoMfWNVzm+QWKazWVk4knOi5BSjSWsllj6qbjtKlmQI7VVWLcwhUeFchzRctfyql86JwwIWBfEt6KNjUZ43Hao82Pp0GcJM2Plbt0RpoVsCmAZ/LDFxYZyV3iLTbraxlbK6GsGHEWiNcOb2ytyAJpu4u7eOWc0id3cTeTSwooFYIS3GHT3ATEGgRwQQYn4cCRsHmAZ0HdO5TGAKbg3s+hPNk6pPGMxqX1A5pHDL1yNQ1ppChAhDi6o1rTD0DgGEZ0fWQrYcUoSiii5AsAjIPyCKgy5AtIwq1kLUMySo0NjHdDPkyZDOf1I5e2Vrl6LVLGo80nlG7+tRrMcmobb2ytMrWSlsrbK2wtMqGi0Efhu8TpPZI7RqVa5SOUdi6ZMZG7eiVo1W2Xrl64xnTwGh8vfHgpFbZemlrUIWlFpZaWlppa5WjV45R2nrpGCX2O3X8L4TfdXRZ7ZcetbC00tZKR8OH2HphaYWllZZWWFphYpVWV5XdVe1otaOXll6aWmVplaWVplbZWuO2IKc3jj519cY1akevbL129No1Gs+Y+cYiIMuArEOyCekGtjOEZBEYc5/MPDL3ySKgi5AtA7rEUVBEgkWgzzxt6mozT18ExsLXl762CvQ1UL0QY3s2vr71jW1I9jE5GdKTET0d0/MxPRvRkyE9DOluyLZDto7IKjRWEVlFZBXKioxVaMDxMiTL0FiGxiKEPB5t5qlzX10G+io01iFZhvo8UGeuMnPUmasuPHUV6JsQxcB9TPZD2k4mbUN9E2rrQAX42aJl3NhFxi6CvpG+CYy1byw9bempaw/yh/R1oK99Y+3pWOjNMzaBsQ6NdWhs0FUhuZe05LWECVx5S2l/6Ox5DrrysKSVfIZfU/SZozcy1gGgqGDHOTnK6THwGFnHBTsu+ABRCvFJBdFPFhrHJWfSQNNrWhgTSi0UmHwq0A0BbadBRo5T41Zq3MrIUUZupcYtkPUm5CghRwk5mpBb0sUH5Kk7aEkV4BPqfpokVehE/+8/TEyaCAIm8tSiyKIsmpg0NTF7AiHKYomFfr/UFpD+B3dBWO2QkQmnqWApTE05Qq7nEIULcGXCxSNqjKgxovqEG/CiKeCQDehIElxR38085ZbR+ssh/VYWhc0gMnKwDXOigBatiJebBsh3HW6ZyJnaT42evQIhrZaTVZVHKw+dfpVDSseoUMRjjce6rFu4psfA8BofQgIh35bPAjbFxVfdnhF5kwGqvUSzZqGYBXwe8Dmc6YGZ7GZBmauh2R4vh7AB0tqM7c3Y3srajK3N2JSNKL6K+QqFPnM9EushX0Z8HtCZT2cenXp06rGpz2YenXlk5pGZS6YOmTqkARjuijQeaVyjcSBDxZgCQthabeuNozeO0Th6beuVrde2Xjta42o9qmHMPGPqGo2r144+dY2pR6Y+mQVglSRT35gFxtTTG1erHb1xjcYljWt0n9GuMfWMqU+mntG4Ru3qlaNXjl7a+CmfWzq2J1v5V/67w3+S3NQzoWVCzYSWCT0z9VRoqVBTrqRcTYWWW1ppq4WlFqaaCyXjg5QNUq5AJVxJuJJyJRNqbmq5pWcmPJuaCjXFp9VSrqZCzUwN7k2FluJJJRVqZiqpUOR7UDOhZELNhZoJNeNqxrVMaDmeVzKh5KZSmGphqhK39FyoGVdyoeRCzQXeVdk6YGpl65VtVPA3QcDTEVltHf6wODrjkakHf3CjcYypY0zd7p8Y0G7macAgG0epHaVxgEqqM0eFJspSzpOufF2qWPo6NDYRWUfGOiLriGDwdmAsQ7IMydzXZ56+CMgypMuQwslFaMwDMg/gJ5n7xtzXZx54qZXGUaauMnfVuafNXHXqDGp7UFvHjTWY2crCVZeetvL1DYwi+Vo3jRTqm1DfRPom0tehjjNJkkUhFAX6JgRQ0YAebTDFVVv5+srTV56+8Q2An5cKCVNgrFuOhZiEUDSztZmjzx194RrS+NDjT44OOy9mqOCplalWllaZasGVgg9KNijZAGx1GUHw6BVYGI4LrhRCKYVa4eytWlldNdJfLh0TbWCEUqLXXCk4pu3lKOspLUolBuh4txIw7N2U9aBSA/pSEr2M30AXjkndGhu3WrPff/79rz9MWmXPpIBDSQtLvfOpxTHFHCMqgFTxRJKqESMjRsaMTjhNOMxOMSxwulsiscRY0BE3xswYM2MiiAQnktlG7pDcoZlNMsQtQCwj+z+WnIiySGYhF4RgXAlspLBJjg4IIxNGbqKsl+MHhwYcC2EMzptaZmq5CSYLIntXOP9buqDj0dpjjd860VkNIbY+q30G4p7EM1o5tPbYVIb+zQIxCwQMWuFxIKYBrBgWs1BMg/Y8n7abiG8CWAOYgU8CJWQhes1DAZPF81DAmPCNQjBr7YV8AcLdUKyGfBnzechmHmlc/GCaemTqkRnGShoAUVPHaByjcY2pS6YuaVyCWV6QqoJhX0Zj67WjV45eQ4yKozeO1jhaY0MBeulwAF/2a0erbK2WzKDxjAbeQEBmvjH19MrWSkutbAQhOKi70uCgsgFRlMJScgthA8gKfB3JTE2CEJSWcjVh6oQNJhRrTAYjcjwyjkfG8YgMxmwwYccTipXQowk5SuggoQN58mhCjxN2nLBBwhR4kgRLSZmaSUjLhJIKVQIbvnoq1FQoKR9kQmkl5UyouanmppoLNRdaLjQASIQoSy2sDqsKU81NJReDXAxyoeQSxkokZGppqfAHLEy1JWe9x6qFpXd/WwdIql7bemXplaWXllaYEvxMtTSVyoREnEFlDWprUFlKBSvDLWVqw3CoOnO1mavNPA0O5p4+9/WZr819Y+4D6pC5b4DQOvMMEDNnnjH3oVAsnXnGzCOQj4Bjp64GOQgzR5m56sxVGmfQ2IPaGtTWYGoP5o46d9WFpy19fenrS09buurKgxAHfRMZm8jYRsY2NjaRsY6ABunrQFtLiFoH+trXV56+dNWlq649bePpG1/ftA49cJDfKLKRtQ5gjAlEPHVmK1Nw5Vnq1FZxftbWJFuSEGVrYBNHOzgaGRTAm0IoOTvO+aDgg4IPcn7c7rzIKc7MIp2C1hFXcqGW2KbSakutba22NPxpYs8JyFMplJINSnZc0kHJuoZTSo4ykPXIIDOOoVKkTTD5dEtWB0gyUaJFKbzZDvDeKHCia6+M1f+BHr/UojJelqVImHgC8GPSiaATyaLQPm7LoD9HZDZYLRDVJoJOOJlwMmHGhBlwnAg6EbQNs5CEDOZ/UcFLsdtEJEQRCGLPLJJaEngAaUw9s2T1ECs19d9FstwihWXk3XdkPTf1zNQzs9dSwk8uI+ugC32AhW1Ixmbkpp73XBWlwyoXF0JW7aSwS2ufNj5rfFa5BPTA2mUy2Vb+9FjtssbjU79NYeddtZADsYd9xApaTEIoavlWv9prAKLmOCws5jdrcaP4zWLzkE59gtwIvju7AEhGK+IBdIG+h3eBlAfinmMAjNWomOk1opreuOoUZtotbWrpDfAqW6ttrbE1kKRqR6tstbLVytYqwCrZ42lcvbLbj1qt/TwF2apytMpR4SHwWZybSiaOMzHIhNJqZTnwKhOACvkK0J2EqwlTZA0mdDBhyoQpCVNSPkiFgsWVlA0yNsi5kgsl40rGBxkf5GKQm0puDgBXUj5I+SCT18CHO5al5hbAj4IgZKr4f1KohamVgKmW3pf4OjgRCj6JqXQl+VMulEwMoOBk+6hcKIAu8LryCTVkhwJPwvuBl0AyCue5Cgwy40rGFfigRAOYqZSmUpqDwhoU5nFpHleQ52YPGkdpHLXB3ps2dbWppzWuOoWenKNJYq33lGG9aXtvAHLYZjMWng7B2wvfWATG3NPnjjq3lbmjzBxlinClTh1l5qDoN3PVmafNXW3haUtPW3qazLLT1wH67tahvgq0VaCtfG3pqStgS5669rWVp61cbelqS1dbe/rG17d9ZPL1ta/L/CF94epLqG5rrTZ11Kmt9ngSZA71CzEJBpUaU6nNQS2UBqx0ssNUwh+cD0oxKODPDljFesV7RZWcDDI6yJhSilbTU5EzgfqHz9zmwEorOTnO6SAng5wcZ+Q4I2glz4zjFOmRnMxFfzkiE6BRSo9TegzMadKDqJfwqTP1oQH91li7NVJfGWvYl0KMwf0dVseWJoKNBR0LBkCV2iJzzNwVYF7PXTgWmcNTm0n2wxKTJoLAYO8EitOxoPgSPULWkxMpSHypSVKLpBa6/hK8KdmSZUCllpHZRmb9H1DKunGQo55DCssAiS+3pFHCRK+EJFh6JvQUMAwJFslN0iIcPFtmAVgScMaXDgWlKLOMHPpScmCrdEjt4oqQbhuWyyrJzOR+LIY57m5rWIfiU1yFxRqfTfucKRTz0JRLsJCEtccdl5Kmwb6BsD1+iVothybY9lrz3ixg7TzyDazyCDIbn0JNfYqI5Rq1qzdSi5u6HbzVroQrQCNHb2y9trCkDKXXtt4gvCHHgs+vug9yjlY7amWrNcCba9Se3oDQ55MafAee3nhG7RqVrRVWK80d53xQIPlQS1urHKNyjdLWCkvLTTUTasoV4EAJU4EJJXQACl7G1UIoQCNQbeNKzrvPd7i3tNTSAgKnFZaGbAYfiAcd3lj/h+oxm1xoPWzT4IUAhHJTao+mWvS4VMeoOL5iH9u6MtUC3obAknepoBlmXMnhIQBjQiuElnO1B8lKzmGGRikl+AF5LW2lstXKVipbqW2lhpuWWtmq/DdVa1utba2y1dJSSkupbbVxNfSDuOg6kaRKRzYGAT+uNveg9DmkLbja3AGaMpg6g7mrzF1l5ipzT5172gLKx4Olpy19benpC1dbuOrSU1eeuvTUla+tfR0gCmrlaXASnBGASZvA2PjG2jfWbTKeK+dqHW3mqHNHw3J1HKd1dSR/GM+qYeHkrFb3pTahVGJQieOSDyoObaF+8hDc2zWTWoxBrEIPxXHBj3N2LH3hSim0SmiVAGufUplKKdSy5Wdd1N4gA/2QHiEmkWMYxZWjTkcpOUpbNOpZ9RIJYyk5uhkt0W9HHXW+CXys1PokXI20V4bq/xghl7J5YvPU6rGoXk2gTD4xeQLTUY6Zu2bumBnugIebos36a5PUwXYxEWwCaestHNo8s5GHQSUWm4De2FI6kyYmnQgyEej6g2yLDA0dFNArRZVPopeJBxkSJqBQIPTdqKJv1bP1wtKBIeEmLcsobB06YcDhcrM9JplppCbJbVp6onRF4dDcQqRMTT3rXgXyA3nti3ZVFW5ilDHtvch22rOwU2kChBUkOAHWwtWNtVh+i1u8rZ7i1yLTb7HKXEiIWsTitzJgl+kuo3LBNwH+PaxeR6pxSeOSukMjo5Fka+oRvNeBXgj2SGq7A6cWoqBQ/XOxRzUFnLON2u59v4Yv3a6Ers7dZzSeXrt67Rm1Z3TSn6kWplKaamVrtQv2OWPqG1MfGJhe2lpuqZlAwiS5dUuAtFbjkp/4vQ96SytMtTThVeAapTDVvFPSlMJUC6EVpobXW2puKgWW2pfdgF1lCEXQiwJEVFo4KZAqtfcOMj7IGFbOlUIoOVeyG2xv0CsFnxOIF9xkSsaPc34MtA9Ux0woGR+0/a1CAGMbZHyQ80Ehcbcy1crUKkuvLIQc2SxUK1spTaUQg8KUQG4qla3WNjZFShQh1cbRkEI5WutgbFyt6TbpqVOgRJ62kPLdwtMWnrrw1LmrzJwBINPCU5fw09faWsGBfAjob3NXha4VFMASFIDZCqx3fTUvNFat68FT5wiQ6kyyopmjojscDeIaLL9owamxcI1F550z0RreqwF0kuq2YMjJUmsLYQYOSqGUQi17+XhAp0pIKkKGBIKhWnKlbGmZgKg9HLlFwRDHngCoBi0+peQ4NY7ag6SHUgg5Ut/DC9qOFDlOJX+6AVfSmD4xwDFx1ELUSHtlqL6CKJW5ZuaI1BGpIxKckRIykEIkUL2pXgQYSwAxgsCIxGRjTiccCRNilckgJ2nCCKxVHEPvStDEZAk+vJMNUxv5XNZ2v0w6FhQWXyWtZih4y7QSYSTCSC0jtYzU/C1K6ZnASqEQRdrEdNLzmoNqx0qHSVNf6/0DGyHN7bYBZmQmyXC9CMlMIxV6yvFV0JSI+YGsdNsFwXJTicdrT+BGKzwW7YKr3yFY4AD08OC33KvxWIdhsmU1C36vAMn6xvdQzEO+eFkAREiT/r32Aj4P6cwHWKKNS1p8ksqeUTuktkltG7WD4AT4BFXZegX2VtnGl52kGxdIZ4TRuNCiJ1OXNI7R2PrUNWa+MQ+MRUgWAZ37ZO7RuS+7Gr4ObYyZb8yg4QHnb3wrx/MzednUNxpXrxytQJRSUqFI8Q0ZDFKfljBJ/pQDoUFwwoZBW6XoukHSpwcMHqEIP7hRo2stEtAeU1IoisQuYUrG1VxoGVdzPkj5ccIGCT2WNcDeADmCnT0ZO87YMQAVCI8pV1I+SKTdI+MqFlNThgImoFfKwBUykB0yVcqJg1ZaLIRSdr87dvVLSy0loSwRsQaFAEgbII801Qr6IrZW4X8GNCgirzKVGkDL0RpHlT/VqaPOXG3u6wBRq7YCfRXoS19beKokTOrCUxeespRwtZD0CHpLS1dd9FBq4aovPRtYyZco4qH7DqExgPEGbQ5CIpA8FPFQx4NwvKkDVAkBppFVm33aJLeqy7HZSqgQNdQiSs3Vmis3+BOMQJmQDaEUXMEsIqnaSXalFAxplhT0YFZX6Za4d4sHjztbRBdl1KFOy6USiS79ySfZheoZJV5uRLWYdKtv9oMoip4ACFglp3oziM5zReby1OGp0/n3UpkuAXkTmS16g70CJUEGq+j1mOgjakw4TTFRgsPKj9xkGah/EEVBCeyyGvdlQFT/MPEPLIKZ7HilMrIWdci+rQP864JMBEmEkQo9FUavEDYSrk2YOqbqhGkJ1xOup6IV6GjpUGwvtVPAbhd/DudLSAt0KBjNgS1lErQyYaTcSLmOT871vGc1xOf3WO3zOuC4/hHyMjxRe2btW41v1b5VQ0g8rojEJhbswYKq5U9ZtPZoD8kQvRq05PGpz28CGHripx5rL5j6vPUTvtTxmod8hitIWLslaxYgRNUOqR0D+FMD/SfbAHBqIaeWHrwGrnSMGg1+Ws9spknvA+qB0hBogFW6dvC4cQ3AmEVIVhFdxWwVsWVIV2iYpsuQLEKyQJsyWUZ0Ff3eeTm/tQzpIjDmgTHz9ZmnT5f/AyoAACAASURBVF2jfW+lrZXoAtdLW68co7INMA6A8xuIoFTtAH6UwpSfwvhhrVSmWlqa7DxJbiQpGvCVlA0yruVCy8DEwdSEqpO2iDImgwlVJnQwYYOUgc9CBSBJwL5Bjyb0eEIGE2MwMY6hH5DR45ZaJWyQcCXFxpsyYYMJGyS8syaClaPVMFPZk0vYsWzFob6H5A8kU+hCWUqBv6xSmUCbgGApEq7wZGkq0rKhluYNItVZ6vH6QWUpta1UllJZg8pWakeZuirYLgAwlv7LtWiVPVdd9DjWwgWUwjMtSi1lnwlZFECUNFksvDYWT5u7yI3mrg4yIxzP2tk1Kd/d0OVan7dQ+oD0m0w8tHpXQinloxCrRA/JeKvy9YFKKZFLSUueFPHavKKCDUqGw7mAfyVTyn6IEUzgAg+TyARRe9h/0o8SXYKK3g4/3ZI8qW+akEVuJaQ9fpl13ZzqlYO9ErS6HAqZ44cBRTApldlMOsIBCVolUCBoobWPTwQbMQL4FBN9SPURMyaCwKb5djFVYfHcYokgE04mwKJMNhFsxOiIkTEnkzZJ3WIyr5aAt6I1x/fyk7Bw9Bj9GsaEG8mN0tuacG3C1BFVxlQdE21MsRKup9IiCDsecTeVQ4v+JK9LK4+VLi1ddKV3e+vhvINJtd2iSJuWmM7OSgfjB/El5IaRykWg6vAJyjeRV+H6YNYTBuUG4a46n2H7xpqbJcEMb8qOF0LUzOfTPnr1HPCzgHXcK3wJpUjjIpeqXQMsdrWNWIUdKSn01S4iU2ujkD/1urWkt3d1DnUdnw0aVDjNQ+YBmYd0GdF1zDZDvo7ZKmarmK6iFpbYKqKrGKevYAAL4Soi8jxbA8LBbFZE5qExD4yFb0xdferrs8BofKPxjBp/QaOjek7rKkQbNyh47aQUDEshzQIhBeAEeAl0vKD1RcEEOEjoIGEqkKcJVRIKZj8tZVrCEKgmdDAmxxMyAIKFPg52nLLjhB5N2DGYEsdkMDYGEzJISOsqBPPhYELxpVPeGkOUrHXDmyoIjLnEP8m9jjN+3CqEOe/oVGEqpTkoYZmQrdQwWGqrlYWCZ95ySlORFkSlxSSc5QJ4s5TWEl3bWm2r4BisrUFtQykNrn9VwdfXtZo8WJIkzXu9870LQPGDyzTJrjRwOvQejva/havNPXXuqr2lf1LEc7RZf2obfKq9XIaOx4gWMNT2DABMi1Kt4teYKuQ+wE6mytSQJwmlBA4EJnKw+Yl27EmrTPyuULUeCtlkQlmPD0rcQKhUXLoEYSsuPc7IUUaOMbOc4/KnlBynbQtKP0q0W1CTfhvJuJW+DFF9ie8opUdo+ZMQhU4/eFrSESxZxxIFj8Yain6o+E1MgqjQN93B0BJEm5t0YrLJTZMFIM1YUCxORowMmTHhNOs2fcCKqTb7HM+nVjsRTCcCBrNwgjgxCZCktOs/IUS1oengMwTPhbQRkkSQVJA+UKHPkOljpkFNmDZBiAJepePFwoBx5nbWKpMudtz3IQPRJa+iFXKjHir4sLyKtRAip6xY7XNYQ1zImI/cooXNK4dXLq9c2KQlSpeXDhRD4bEHTrhc2BeNL/ov0XjgFQSfBRoIJSDxfjU3brLf1k06BdUaAvkiEotYLGKxCPkMvRJ06tHGa2U96fSTd/Uu6NS80tIrW6/7lgrZyurBVUfFpD/QqF35tD6ZBQTo1Dpm6yFdxWQVkWVgLEO6jvk6ZuuIriO6juk6ZjgZikAF5wGl6DIiywgiLQgcL0KyjMgqposIOnBk6pPaNaQ4iZBcWCp2fZCIDDLpR8gENn5SNkjoIKWDlClgUgdYQu7CBghdAGNcycAKz5SUS+kPbvYqAQxjasKU9nkQ6gB4aIdAE8Q/OI8ohZNb+Fgl4xoMDuYmqIhqzvGlexZ2pTDxQBrc0SQCoNLI7IPGVmtbqWyltJTCHOTQiAJkwn6k0lMCkWZVltLYqhxLAGeN2thKbSsN1qCxFYCoFqtmLprLb0CRh0CF/aqbDaf2XnBMYFPK6wFey5wcdeaCXVCVbEmd2urUUpu2pWRptaW1nAZoTcEHBTvGnlDnl1MKJgU3wCrR60iZMlLPaq0Q2CvqWBEOOWk9dqX2j0sOk7atr08pRTu9q3TiIVIrtKfLaSrgT8dttZYHlObaQtLz0izULUCdtPNNHL9MnuR6w0nbzSI3p6ZAD9RvdKc6LjUWxoQbAFSt8UHqaTQRZAJGBvkTE81t1N8Qrng7LMUSgdGxkD2R2615XWS2SCw2EWTMyZjRMSP4hBZtK20Hik3WcakbIAc4RyZCsigZXQFYlUL0HzcSYSQC6BSUNuHahGkTriVcS7gmJUEjFb3pK7M/pCXhSvauip6Lr3SBadGmN9LUTukiswnENDSb0GxCcxpACQQbj9cY7s5hi3Hl8sptUYqXCGNQAFdMbg1msCtEyn2S4b3swmC/g1KBmAW837iavtzEEp30d8Oq3u5vZLN++d1i4tb+17QwhkIfqRxS2UZl3zBWoHUQJnCl5wLQq5FUTDao8JmnHpkFxjwwFgFZhWwVS0oUkkVAlqAEQpxSSJcBXUBJ0Q8ikRYhnQdkBgkXIUGgiiWMRWwZs3mIGFzZRgn6nuRPOVdSaALRQcIk/GBHBylOygYpUzKuZkLLsMk06IQ16RIE84UcilAzU82kHx3gBBpReK/4vQKY5IOsfQ+AcFxJOzCTg8ZCk8OCai60Qui50GEAK+NqJvte0IerbLVytApHAqBjpBaW0psRbsfUtClM9jhqabWWEEXaImQ0RjtG2jNWVLbS2B38NLIkixo09mDqKFMXCzzl0vgAoXYISAsXJT5kTi0+udoSF1uoc1edO+ocHer9ZwMDoTpz1Rm8mdYa3pkd8HNf8qQ+bVI653fPC95iVcl70HLTMSEHbHumO6EiH0JmJlFNyAXtN0lb0T4/aLCia3p14ETbqL3jAvtPWFnbdpL9pN/O5HYEqBX9jCPcuEGObjrRgTPdwK2OSL3k+pNANdGPxlgQOIs3gUu1gNSFTaDlD0d66UsnWwtfavEELHycjmW3aQIjvYLglTc97hNBx8IYQycJGIx9o9L+lLFJoNLuPdDeG6BoXjfhUcYNOzu62A3pBjS6ki2r3x2x6tpa0t2eW0YuE/96I1NGbmNn6zcdLOxFlS6Tq7BE7ZtNYDbwM8Dj2heVL2pfNIHVBBY2pTyBuIUbSUQPq3jlMFm0K2kULB3aW4vVb1nRTvcDrPKAeCH9mr7MvV5mVxh70RvS6o1kYaFz3QN7OpMFjIo2Lq1lENHUI1N0sZPpjdgkpC9gvZt6bfYEzPPiwTwk85DMAjrHhhmbhxTHQkO6iBjMe806fzxp3YYSQXHSC99JwGawZDkEFRRnqCuXVjYtbUzEz2XicI7NSD0VeiZuLoaGe3vfcnKL5KaRiXZmXM3MdnQXNDe1p7xhGkWLJZBV0aLUjTk/OVnVynFZ6yPn0oghmVPf0deb4YVhLL0wNRwWNvXC1MuuA6fXLRTZmAgl74XLYEoaR0TR0YecSQP23D5V1bUkIedCrR1V2vk0ORGldeNNrjpzlZmrzj117gF+KJ0xz9PAv9BOyy5axOrUPK2VAecSgcAjLoeWUM2bdsikNnZrpVNh4lWaHQCioLsDHjyw4SFK9TGjlLNN3SiS6EBI9pa0LgkCRqRvmv1ebk113jyllDhX3kiSBSomLYLspRyKQRe4B/lGrPOXv2xnkKACi3RTMkjIIKUD/H7W3kvxZMYUPIZvS0yaA8GGIy97CbcmxtHEOIZmakKOJ8bxxEB8Gmm3xvrRf/79339IbekaB1fCTUCaSBaVWAxc49mNAr8fT02e9gZ7E04STiaCTFAzbDMAZdkcd3Zgh6kdt7pZJkktkpgkkblNAFf46pKEtddjyh8OV1E5Gnwj9E8GVRj9+arUAkxC/3p7vvWUdx9PKAZSGPXtOwbbvhS+nMMKh0PefOGIAmOi5JmuzNLrqvLMqndQeWbpmqVrVq5ZuXAs5IZiXrqsdFmJ6NUhGTTDKhfxrKNfXeOKNx7v07Km9Qre7GCBIR53jvjyE9xvqRib9kjV1GfSng4+Q/Svz7rzINnRGQKDvMunSJXQ406mqLbRKb4E7UibnNBq31vfo98H2tZagoDtkNqhtYPss6+LSnYrak/Iv7NZwrZoxywds3DMwjUL5+YZx8wdM5fHUP17C8eEHMvcorlpZKbeJk1gMSXhKvSKMDBJaDIVSc2k7tc/mQu1tR1KB7zW+gPzG472Lrcig+GqvvfB1KSFAUMo2oFieIYWz6SLRIKWY7TAVogW2zT5hGiRgLaTRCm9tLpkkL6jD6ajMBgXcoHBO9eVKn10nXF8/hu5r2fVg5s3+lJzecEc/XgwuoTRvag0Yj6Q2vTHXRGZcMzopeC73tTR71QHKtArYkrBVZxY6pn0kJPBAWZ5aKWptXiGF/QcE5VMaKzMLvK8MtV2FgrNe7xz7mXkOIPBXtpN5qbd1O3LldIe/FAFKqVKxn5basZAK9bynmiMX5XkEEV7fdrOXXU1SEiHfABaE+N4rB9NjOP//Pu//5BI71zSjkzJnR0Tk40FG8umVGpzmJHCwV6I6XNNaBT1p3plkwkQjslhKXCZi7b6HKt1bWS4zBc4EyZT9KCLwZrE1JJOCgyzaKGOpRbLTFz/kXa0jIJXQmJVWySBMeH+LLDEpwwle5kBiJFLclIYc9klSlnoj+hicB0Oldsit2ENcbePuN1K3JVj9m8idLWfmIhkonRF6YrC5aUr4CZ0trpyeSl1wpv+C9pDJsSt5jeFn/Jw7N0wBLY64Vz2rmYhRgvOAz7z2dRDmREe2zKqae9mZzKUeNlSuq5aYwi0+qD95nH5qJewllc97fRmyZaexyHvA9p4N4hgjxo2yGVF6ZqFa/1fVulapWsVjihsJvdHI5fKTDUztdzUgb7IpK5edWihFaZEhdasISe0enlIXUJSN9skb0oipeQ3kpaUQgxKgUO4Nx+rye4UXtymZmAcomg5HHrZ8YECB59luMbvRuKqta3VDmbAT9tECfRE6AgqvY5RH2ZQ3OvZ+VDE6wHYzOn0wLm0iYMmia4HRy62sLpP+c53J5tDMo6hYyp110a6cdCHqxtcComUWnL1JvC0mCRfjqsl+k1wJO7GNTIEtrY0HISXSFZ1yUkqGHbanD3Q+jIi3eS051+42UzCadyW8dBjoEc9dOnqBkS1yASvzpV2bTzaMbrqkSpyg1pJUtUWoNSxRCmbJzafWGxiMXBJTNDUxxKzP+EL8ROwY9fMHBN2zOdyqjd3sBeVSWc5PsTkN+zm9g2gkiVngU2emlx6DuUgsKCyMG8pESw128W+bZ4F6/XMWKteTgQdY0QTmNpZ+w4zm6aWkVhGIuOU8k6u0VM0B6pDogwNdUS0CdUTjlNZebuASs5aoekclzRK8zqGtXMsh+cOR14l0QjhquVbvy1HtF/M2ypd0VIucAb2gApJFX46o1ewUwhfIlVN37Z+06E+fZk8id9xWLSxFwEHBGo81q4m6cp7qWjj0pu+RN4dQNzGzQyO9nmam0/VWRxdVstlY4hqPp/6YuqLqfw1Zz6fB2IRikXIFxFfYuI7WwRsEWLEYu2LyjNLD/6N/u9RypRARVErbrfDvFy9VZwgppk6dIkkXGl9unOT9CiF1Q1dtSFJXVgG6oH9qSwFPlbaMKRcJlPcGPgVLQJpPSbXQZoM1NAKCY2lpVWWLjtPN7S+2lbBsIezUK7WwArzjjAhOEFobOtxuGHbc2/U/Dc0q2/PAx0P/R0W/ERXXt2hkdqa6G6iy/8PSmGbrUenwFwHYPMyLHVuiLZ1hDDTpj/kHT5pHWeS+ARw2Cl7rTUDN+QqGRukkDlLUNzLIM1I0qZWsuv3iiSvGmQtAuGwFMDS4EbBOESLPThvp+D+Q4AreAZ5shMDaQ+lbmiJxwk5nnRECvzoRxPj6D///u8/ZC6O9GaOgCmoxOKJ3a3ixfFeSyS2SF+iQV3cEQQjUUxD7wFPIhiIfhPBgFrJceDueQCKJoJMePckmZQiYZtiKiOXxpyCTWMi2AQnrlpveq9uBrr/Ji2XoYTYS2FPBElx8smYMG2oK6E6CNTjQD0O1EGkKUNdHRM9RaM8wXErl8rd9lSOW7U+dVY6vHB4KaEFmejvcanypvTXrz6YvQRpQKfQIvi7SqDcA4nWD4uUNkVTu6y6ZxTs7IKIE/w3oPVyv+rl6nkIXzp/swBgaDee7PapGwh9/efk05aK9arxeqYSh9UOrxxeO6xxGciYtcdqjzfuDT/kLODzgM3DvvsDqV7raindm4Lt/1eZv18dYslvGDaHCfESixUvF4VNm4WllxZqa3kHTnpu6rnQM6H10aszX/QHdbnEIdHl27YNKvATSrtED6XMLuoi4zKTgmOvCw7a8aZ+NBR85S96weq1g9mMtaOhv9xWKzTvoV2iDZWYSX3vJXPEb23lvdL7VGnmdPaHtsM0leBU96ujTf2SxEX0DjorXWt2APBQ260o7arAUrryqp5kV/AeMeqaUmonzWF6rNqnUO2r1FZ/rAqNG5W0DnbjTXSQdaNOEgOkGyK9yZNuKHsEND1I+WtRBAkTQhSOluPsHV7QQhT7f9u7tuXGkSupd0siblUFoECN1zMi7iTV88cz3Q7rj8b7D95v2IdzL4Bsdc+EvRt2xIkOiALRlLoDiTwnT+YBeBIV0iYCOW4bEjri9Z/68rEvsBR/Eg0FbfX+8jBEP0phVq+9p0uQ/EiNeACYU+1efYWbT644ubL31VDz3AhNIkA9eKrdqzjPsqLdE/CA8A8NanFBqsGAq6nxY+P7GlAKxl2gLQTPi/IU9DSrGupyQL0ffYnqRNYKSsNw4O1gX5xc3rvi5PKfysNf8uf/yp7/kh9+LA8/VYeTy2ApeKwLdmFnrJpjBbL1uQPdBBeiBd7yjmE+MjKFuQPI0Y0+egw/NoRScNzMHR3DE7oen3TJ/ZH4VgwLdR3n6Kfo5tbNPLWivt9qV8Hopg+GF2j6rriOZUjscruncVcywlQZ//aie3fUbGSIgqitFJP8FRT/R2nxrUcPLVBdKDyBE/CHxd6g7KIpZ0VGynMU72D4NzWzRhT7AD+GPDM37X05t/A75wcRgquUE5t/uAmHWG5uqrkuZ+wzF3NTzHVB+JSPPh98Nvps9NnkszFkY53D3Gusc1YJcQ4A2SuL1fIIoo9QDMGOY0MB35pCMQWEQyXfyGdD43Iro8jUynOGCnXyjABNOYjLr/EZLSREKPGs5BKocTBwtcel8O2yR3XAnl6bAWFSLTIjGV9lXUlVI8MeJWrINEothFJLnS11DqWTcA0zQ/eHJ0EvSs3Qvq4avQSlFKVjPANWx/yJ8EkzIQEDbU2kpXeKVCFg0MxJen2wbAf4tEODqBNIigm8AmEVfitRWDCjwh2+pMUn4EQyP7PVy8oFCuplRUPfIFPpJaoD7ZH62p9q95OvfnTljxWG8ArAUMsulbbT0hV4HYHFH8gCT2RN+0qQQ/5DZtGKBH5w7CCG8eRJMVgTK6oLtPiryyGUI26D4dLV2OIWF7G9ClTsfSh7X5wcyNaLk8tfq+zkwKsiQ01gk6oBMTqkrgAXxwZvVeBFO7fourR0bjn65Rigtj09mPPZB/DvLXmW14WgOEU/A+WKfo3WURC2lTvBKloNltbclfNKXmztLA5rxlMR1ClA2kIXbhM7thDkY1DMX16AONp53l4tqdgkrEaEwsU7arigDXHMU5PYGReyn4CpZpXNOSuladyUU1PN+H8ACNkH/+3wEXBq/dT4qUF2NckmX2VXJuBRSUahU+TNQtwDmdowtR443JT0n1tvUdZNjaPANpQ1zjJ5JfkoZHHV+dIUa1ukTowRXRYvaLTILrGHt+5wTaCIRkfy5fGg1mlFzkevE3Oiou1amDkdri2HJEFrLtsvIitAp86KJKFyISFVrGhA5qToDlWiIAe9HznDGk6m4cdAoEU4ULHz1tSswEnFcxgro20TTzTiqSj8TyxbSBAIIQr38wSTtjVgT+8wgXrCHTSk4Tn2fGJRT335hM298ulUPr4Wj6/Fn16Lx1d88RFePJWPf/v8y0MfKvJsNXq5viF1X7rVS7FSdXWqq9dQous5bulCb80ZmQPqA91Apn9S0LKrOacKm359zVdAhgedLrUXXHJMcI/Lv5X5EUjEwRClHoEdYx6vBhsPiwBVnnwOoNX7vPfFAC3BkIOx7BDwnjXW5RAKWBPm3+RI95SprqbGzdHNnZs7vyCd8lDLMXBP79tAqNthYPfvgBoX8fYduT1IvUqhWeJ/cdfYgtFL8yTTA7y+uAuSFXemRtxWsvHGAY9/dj//2f38g/v0g/uZZRo/+OtLuIFSN39M9fNqZNLnhzkqoMJ7MWYxc0yi1nnOnMucaGcauaGzycgMidXf8JCB7QpOEE1LYQytz98Q43TNHKESqs2vIy8HOJ9R3eOn6NE2BcG7koi1WNLMDCFqafOF8icxgvnI2fb5p5f800vOWbpbqR55nKML0c54ycBS/oaJw9kVI8oomQzxKT83+drkjEAkT2B8ytaQLSDYC3gChgoSkSKJHdYMBxJ8rDz07LRpNsRI+JM6h7+lpepGtr4E3LgCmsVGEqDWY4iizdwdlJJJT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<br />
<div style="text-align: justify;">
<b>A uns 70 Km de les Piles i a 4Km d’Arbeca es troba un excepcional i únic conjunt arqueològic, declarat a l’any 1998 com a “Bé Cultural i d’Interès Nacional”, així com de la categoria de “Zona Arqueològica” per la Generalitat de Catalunya. </b><br />
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El conjunt històric i arqueològic monumental es troba a la partida dels Vilars, prop del curs del canal d’Urgell, on el paisatge trencat i sec es transforma en una suau plana horitzontal regada i plena d’arbrers fruiters.<br />
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La fortalesa es va començar a construir cap l’any 775 abans de la nostra era, primera Edat del Ferro i fou abandonada cap als voltants del 325. Durant aquest període de temps va anar remodelant-se urbanísticament, alhora que el paisatge anava canviant al seu voltat per la mà de l’home. Durant més de 400 anys fou habitada ininterrompudament.<br />
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Fou concebuda des del primer moment amb els trets urbanístics i defensius bàsics. Tenia una muralla de cinc metres d’amplada, una dotzena de torres amb una barrera de pedres clavades i un fossat que la feia molt inexpugnable. Protegia als seus habitants, al voltant d’uns 200, amb la residència d’un cabdill o príncep. L’urbanisme era molt ben estructurat a partir d’un gran cisterna dins d’una plaça central, d’on sortien radialment carrers que s’omplien de cases amb una mida molt regular. Els carrers eren tots empedrats. Amb el pas del temps les cases es construïen de forma més complexes i espaioses.<br />
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" /><br />
La fi i abandonament de l’assentament a mitjans del segle IV abans de Crist, es creu deguda per la pròpia limitació de l’estructura defensiva que li impedia créixer, que per cap altra circumstància traumàtica. Les mateixes estructures defensives, segles més tard van esdevenir un obstacle pel creixement de la fortalesa.<br />
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El jaciment es pot visitar tots els dissabtes i diumenges de 10’00 a 14’00 hores. A les 12’00 del migdia es hi ha una visita guiada. Es pot concertar entre setmana alguna visita a l’Oficina de Turisme (telf. 973 160 000/182).<br />
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/> <br />
<br />
<br />
<div style="text-align: right;">
<br /></div>
<div style="text-align: right;">
Eduard Garcia Luengo</div>
<br />
_____________________________________________________________________________<br />
<br />
Visita “online” http://www.vilars.cat/La-visita/Visita-on-line<br />
<br />
M.A.C. http://www.mac.cat/Rutes/Ruta-dels-Ibers/Els-ilergets/La-Fortalesa/Imatges-del-jaciment<br />
<br />
Coordenades: 41° 34′ 5.88″ N, 0° 57′ 15.1″ E, UTM: 4603868 329426 3<br />
<br /></div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com1tag:blogger.com,1999:blog-2855307119761886985.post-76134935630214536962016-09-06T12:58:00.001+02:002016-11-21T18:07:27.421+01:00 A LA RECERCA DE LES ARRELS MATERNES D’ANTON GAUDÍ I CORNET<!--[if gte mso 9]><xml>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXzBLCAt1x_cKepUpCZYItJRm2mOUedLvkWI4o9xAUH6EG1jTEJKSZx4NC0uPaRUF2q4dPj6Qr1R1t8EyI4nmkLfFagXTu_mDBuy0WLnSzLBz180TMHiprp_EmXwumH7oD2kZqLSJED4wA/s1600/Anton+Gaud%25C3%25AD+i+Cornet+-+copia-002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXzBLCAt1x_cKepUpCZYItJRm2mOUedLvkWI4o9xAUH6EG1jTEJKSZx4NC0uPaRUF2q4dPj6Qr1R1t8EyI4nmkLfFagXTu_mDBuy0WLnSzLBz180TMHiprp_EmXwumH7oD2kZqLSJED4wA/s320/Anton+Gaud%25C3%25AD+i+Cornet+-+copia-002.jpg" width="265" /></a></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="mso-spacerun: yes;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Era
un 9 de maig de 1843 quan es celebrà l’enllaç matrimonial entre Francesc Gaudí
Serra i Antònia Cornet Bertran. La cerimònia nupcial s’efectuà a l’església
Prioral de Sant Pere de Reus. Aquesta parella tindrà cinc fills, el darrer dels
quals naixerà nou anys després, o sigui el 25 de juny de 1852 i li posaran de
nom Anton, Plàcid i Guillem. Anton perquè era el nom de la seva mare i de l’avi
patern. Plàcid perquè era el nom del padrí de bateig i Guillem perquè era el
sant del dia. Doncs sí, estem parlant dels pares del famós arquitecte Anton
Gaudí i Cornet. (1)</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
He
volgut començar aquesta recerca esmentant aquesta unió matrimonial perquè en
aquest moment es van unir dues nissagues:<span style="mso-spacerun: yes;">
</span>l’una d’origen francès; els GAUDÍ i l’altra d’origen català; els CORNET</div>
<div class="MsoNormal" style="text-align: justify;">
Els
Gaudí de què parlem eren originaris d’una regió d’Occitània, l’Alvèrnia, la
capital de la qual és Clarmont d’Alvèrnia (Clermont-Ferrand).</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
El
primer Gaudí que farà cap a Riudoms i s’hi instal·larà serà un marxant nascut
el 1614 a Saint Quintin sur Sioule. Es tracta de Joan Gaudí, fill d’Antoni i
Joana. El primer cop que es documenta aquest Joan a Riudoms és el 1631 i,
aleshores, se l’esmenta com a Juan Guaudin. Quan, l’any 1634, contrau matrimoni
amb Maria Escura (filla de Joan, paraire d’origen francès, i Anna), ja té el
nom i el cognom catalanitzats i se l’anomena com hem dit Joan Gaudí.</div>
<div class="MsoNormal" style="text-align: justify;">
I
ara, per tal de seguir el fil de la nissaga Gaudí fins arribar al pare de
l’arquitecte, en Francesc, esmentarem totes les unions matrimonials que
s’efectuaren. En primer lloc citarem l’any de l’enllaç matrimonial i, a
continuació, nomenarem els noms i cognoms dels contraients.</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-spacerun: yes;"> </span>?<span style="mso-spacerun: yes;">
</span>Antoni Gaudí<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>Joana<br />
1631 Joan Gaudí = Maria Escura </div>
<div class="MsoNormal" style="text-align: justify;">
1663<span style="mso-spacerun: yes;"> </span>Joan Gaudí Escura <span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>Maria Oriol Giner</div>
<div class="MsoNormal" style="text-align: justify;">
1700<span style="mso-spacerun: yes;"> </span>Josep Gaudí Oriol<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>Vicenta Coll Noguera</div>
<div class="MsoNormal" style="text-align: justify;">
173?<span style="mso-spacerun: yes;"> </span>Josep Gaudí Coll<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>Maria
Figueres Roca (és el segon matrimoni del Josep)</div>
<div class="MsoNormal" style="text-align: justify;">
1767<span style="mso-spacerun: yes;"> </span>Francesc Gaudí Figueres <span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;">
</span>Antònia Salvany Serra</div>
<div class="MsoNormal" style="text-align: justify;">
1811
Francesc Gaudí Salvany <span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>Rosa Serra Torroja</div>
<div class="MsoNormal" style="text-align: justify;">
1843
Francesc Gaudí Serra<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>Antònia Cornet Bertran, pares de
l’arquitecte</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>ELS
CORNET</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
La
nissaga Cornet és d’origen català. A la comarca del Bages, concretament al
municipi de Sallent, encara es conserven les ruïnes de l’antic castell de
Cornet. Les seves restes, que ja deuen tenir pels volts de 1000 anys, descansen,
mig cobertes per la vegetació i la brossa, dalt d’un turó de 388 metres. Degut
a la poca rellevància d’aquest castell, se l’anomenava el Castellet de Cornet. <span lang="EN-US" style="mso-ansi-language: EN-US;">Per tant, d’aquest indret en
descendeixen dos llinatges: els Cornet i els Castellet.</span></div>
<div class="MsoNormal" style="text-align: justify;">
Però
deixem de banda aquests Cornet tan antics i fem córrer el rellotge del temps
uns quants segles endavant.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
El
30 d’octubre de 1813, va néixer, a la ciutat de Reus, Antònia Cornet Bertran,
mare d’Anton Gaudí.</div>
<div class="MsoNormal" style="text-align: justify;">
Era
filla d’Anton Cornet Sans, nascut a Reus el 16 de gener de 1776, i de Maria
Bertran Buxeda, nascuda a Tarragona el 13 de novembre de 1786. L’Anton i la
Maria s’havien casat, el 16 de juny de 1810, a la capella de la Verge del
Claustre de la Catedral de Tarragona.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Anton
Cornet Sans, era fill de Carlos Cornet Llombart i de Maria Sans Fernandes. El
Carlos i la Maria s’havien casat a Reus el 1764. Però potser serà millor que us
transcrivim la inscripció del seu casament, tal i com figura al Llibre V de
Matrimonis de la parròquia de Sant Pere de Reus.</div>
<div class="MsoNormal" style="text-align: justify;">
Era
el 5 de febrer de 1764. Carlos Cornet, fadrí courer de Santa Coloma de Queralt,
habitant de Reus, fill de Jaume Cornet, pagès, i Antonia Llombart, conjugués
amb Maria Sans, donzella, filla de Miguel Sans, pagès, i Maria Fernandes de
Reus. </div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Carlos,
Joan, Baptista Cornet, neix a Santa Coloma de Queralt el 25 d’abril de 1736.
Els pares són Jaume Joan Cornet, pagès del lloc de Sant Domí, habitant però, a
la vila colomina. La mare és Antonia Cornet Llambart (recordem aquí que les
dones quan es casaven perdien el cognom patern i adoptaven el del marit) de la
present vila. Llibre núm. 6 <span style="mso-spacerun: yes;"> </span>de Baptismes
(1729 – 1755).</div>
<div class="MsoNormal" style="text-align: justify;">
El
21 d’agost de 1726, Jaume Joan Cornet es casa amb Antònia Llombart Busquets a
la parròquia de Santa Coloma de Queralt.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
El
Jaume Joan era fill d’Andreu Cornet i de Magdalena, difunts. Tan l’Andreu com
el Jaume Joan eren naturals de Sant Domí. (2)</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGIoX9EnyiD0iIr3K3c7GJGsuatJL-ycpSdTCFPL7Sd_t-lFJoab5UmZ-iJkTRuDd1HavA4V4We1BkiKzoNS4d08aXQLcfyrgUs7Fw6oIAxd1e_YC0-K-HoPeRBJkVLrEGZzOVqJF8S4Em/s1600/Sant+Dom%25C3%25AD-001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjGIoX9EnyiD0iIr3K3c7GJGsuatJL-ycpSdTCFPL7Sd_t-lFJoab5UmZ-iJkTRuDd1HavA4V4We1BkiKzoNS4d08aXQLcfyrgUs7Fw6oIAxd1e_YC0-K-HoPeRBJkVLrEGZzOVqJF8S4Em/s320/Sant+Dom%25C3%25AD-001.jpg" width="320" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
L’Antònia
era filla de Francisco Llombart , apotecari, i Coloma “LLombart” Busquests, els
dos de Santa Coloma de Queralt. <span style="mso-spacerun: yes;"> </span>Llibre
núm. 2 de Matrimonis<span style="mso-spacerun: yes;"> </span>(1631 – 1727).</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoF-IBFbIQ0gL-J1VADBt4mVRMOJmH1drEw08Rv5qZOwS4eI2PnOnZcD3CfSkBYoYUemyfSi12XcZajQ6CMA5AJvfdt2iHvbf6osI2ApO2Kdlh3Qh590hhetuiEgrWMVIqenCT1rKmKkaE/s1600/Santa+Coloma+de+Queralt+-+tribus+b-001.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="234" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoF-IBFbIQ0gL-J1VADBt4mVRMOJmH1drEw08Rv5qZOwS4eI2PnOnZcD3CfSkBYoYUemyfSi12XcZajQ6CMA5AJvfdt2iHvbf6osI2ApO2Kdlh3Qh590hhetuiEgrWMVIqenCT1rKmKkaE/s320/Santa+Coloma+de+Queralt+-+tribus+b-001.JPG" width="320" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
I
ara per fer més aclaridor l’arbre genealògic matern d’Anton Gaudí, seguirem tots
els casaments, fins arribar al matrimoni dels pares de Gaudí.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
En
primer lloc posarem l’any que es celebrà l’enllaç i, a continuació, el noms i
cognoms dels dos contraients:</div>
<div class="MsoNormal" style="text-align: justify;">
<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>?<span style="mso-spacerun: yes;"> </span>Andreu Cornet<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>Magdalena</div>
<div class="MsoNormal" style="text-align: justify;">
1726<span style="mso-spacerun: yes;"> </span>Jaume Joan Cornet<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>Antònia Llombart Busquets</div>
<div class="MsoNormal" style="text-align: justify;">
1764<span style="mso-spacerun: yes;"> </span>Carlos Cornet Llombart<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;">
</span>Maria Sans Fernandes</div>
<div class="MsoNormal" style="text-align: justify;">
1810<span style="mso-spacerun: yes;"> </span>Anton Cornet Sans<span style="mso-spacerun: yes;"> </span>=<span style="mso-spacerun: yes;"> </span>Maria Bertran Buxeda</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Com
ja hem dit més amunt, una filla d’aquest últim matrimoni, l’Antònia Cornet
Bertran, es casa amb Francesc Gaudí Serra, l’any 1843, que, com sabem, van ser
els pares de Gaudí.</div>
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Els
Cornet de què parlem eren originaris de Sant Domí, un poble molt proper a Sant
Guim de Freixenet, del qual n’és <span style="mso-spacerun: yes;"> </span>una
pedania.</div>
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Però
aquesta família (o famílies) de pagesos, abans d’arribar a Santa Coloma, van
estar vivint, uns vint-i-cinc anys, als pobles de Rauric i Montargull, aproximadament,
entre el 1678 i el 1702. Al primer quart del segle XVIII, arriben a l’Alt Gaià
i es divideixen en tres blocs familiars. Uns s’instal·len a Santa Coloma, uns a
Guimons i uns altres a Sant Gallard.</div>
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Nosaltres,
en aquest article, hem deixat de banda les branques dels Cornet de Guimons i
Sant Gallard i ens hem centrat en la branca colomina que és la que va entroncar
amb la família Gaudí. </div>
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Però
abans d’acabar, encara us vull parlar de dues defuncions que afecten el tronc
principal d’aquesta família. Són la de l’Andreu i la del Jaume Joan. <span style="mso-spacerun: yes;"> </span>Veiem-les:</div>
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El
dia 12 de maig de 1707, mor a Guimons “Aguialmons” Andreu Cornet (recordem que
és el pare de Jaume Joan Cornet) en casa del Sr. Guilera. Era natural de Sant
Domí. El dia següent és enterrat al cementiri de Figuerola.</div>
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El
16 de juny de 1740, mor Jaume Joan Cornet a Santa Coloma i el següent dia fou
enterrat al fossar de l’església parroquial colomina. Aquest enterrament l’ha
de pagar, l’any 1741, D. Ramon<span style="mso-spacerun: yes;"> </span>Cugul,
d’una “Causa pía” de la qual ell n’era <span style="mso-spacerun: yes;"> </span>l’administrador.</div>
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<br /></div>
<div class="MsoNormal" style="text-align: right;">
<b>Josep
Ballabriga Clarasó<span style="mso-spacerun: yes;"> </span></b></div>
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<b><span style="mso-spacerun: yes;">VISITEU EL SEU BLOC: <a href="http://desdelespiles.blogspot.com.es/" target="_blank">desdelespiles</a></span></b></div>
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<b><span style="mso-spacerun: yes;"> </span></b></div>
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(1)
A Anton Gaudí se l’anomena majoritàriament Antoni o Antonio (només cal que feu
un cop d’ull a internet). Sembla ser que l’autèntic nom de Gaudí, ANTON, els
biògrafs i historiadors, que han estudiat la seva vida i la seva obra, l’hagin
volgut arraconar.</div>
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Si
bé no podem dir que Anton i Antoni siguin dos noms diferents, sí que hem
d’aclarir que fan referència a dos sants diferenciats. Quan a algú li posaven
Anton era en honor de sant Anton Abad, la festa del qual se celebra el 15 de
gener. Als Anton se’ls nomenava familiarment Ton.</div>
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Els
que batejaven amb el nom d’Antoni algun fill seu és perquè havien escollit a sant
Antoni de Pàdua com a patró i, aleshores, celebraven la seva festa el 13 de juny.
Als Antoni, se’ls deia també Toni (ja al segle XVI, trobem inscripcions als
registres parroquials amb el nom de Toni o Tony). Això no passa amb el nom Ton
o, almenys, jo no n’he vist mai cap inscripció.</div>
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<span lang="EN-US" style="mso-ansi-language: EN-US;">A Gaudí, <span style="mso-spacerun: yes;"> </span>els familiars i amics, li deien Anton. </span>Els
seus col·laboradors l’anomenaven don Anton o senyor Gaudí. A Riudoms el
coneixien com l’Anton del Mas de la Calderera (a mi no m’estranyaria que li
diguessin el “Ton de la Calderera”, que és més curt, però no em feu cas, doncs
només és una suposició).</div>
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El
curiós del cas és que Gaudí celebrava la seva onomàstica quan no tocava, és a
dir, el 13 de juny, festivitat de sant Antoni de Pàdua. Es veu que l’arquitecte
era molt devot d’aquest sant i, cada cop que visitava Riudoms, anava a pregar a
l’ermita de sant Antoni de Pàdua, que està situada<span style="mso-spacerun: yes;"> </span>a la part més alta del poble. </div>
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Ja
sé que no cal donar-li més importància de la que té, però jo crec que seria
necessari reivindicar l’autèntic i únic nom de Gaudí: ANTON.</div>
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(2)
Els Cornet de Sant Domí, no sabem d’on procedien, tampoc sabem si ja feia
moltes generacions que habitaven al poble. Potser van arribar directament de
Cornet o, potser, van venir d’Igualada. Dic això perquè la historiadora igualadina,
Maria Rita Marimón i Llucià, diu que trobà un testament d’un Cornet de Santa
Coloma, que diu que quan mori vol que les seves restes siguin portades al
fossar familiar d’Igualada. Doncs potser sí que van venir d’aquesta vila, qui
sap. Jo, tots els Cornet que he trobat als registres parroquials van ser
enterrats la majoria a Santa Coloma i uns pocs a Figuerola.</div>
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Les
primeres referències que tenim d’aquesta nissaga/gues a la vila igualadina són
de l’any 1330. <span lang="EN-US" style="mso-ansi-language: EN-US;">Sovint els
trobem vinculats amb el govern de la vila com a jurats, consellers, síndics o
batlles. </span><span lang="ES" style="mso-ansi-language: ES;">Els Cornet, doncs, exercien
diferents oficis. </span>Trobem moliners, paraires, teixidors, mercaders, algun
advocat i, fins i tot, un trompador (aquesta última professió sembla ser molt
indicada per a una família que té un corn al seu escut familiar). També trobem
un Cornet que és jugador (sí ja sé que no és una professió), que l’any 1330
promet, a les autoritats pertinents, que durant tres anys no jugarà ni farà
jugar “á cap joch de daus, cabra-boch, d’altilena… y si ho fa caygue en pena de
20 sous per cada vegada…”.</div>
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Els
Cornet més influents, però, van ser els mercaders, que al segle XV n’eren tres o
quatre famílies. L’any 1599, Felip III concedí títol de noblesa a Agustí
Cornet. Al blasó nobiliari dels Cornet igualadins hi figura un corn. Als que es
van traslladar a Barcelona hi figuren tres corns lligats. Les famílies Cornet
benestants igualadines s’enterraven a l’església de Santa Maria. Els que vivien
a Barcelona ho feien a Santa Maria del Mar.</div>
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Bé,
podríem parlar d’uns Cornet ciutadans honrats de Barcelona, des de començaments
del segle XVI. Podríem parlar de Joan Lluís Cornet i Merlès, ambaixador de
Barcelona l’any 1580 i que també fou diputat del General pel braç reial. El seu
nét, Francesc Cornet i de Tamarit, va ser capità d’un galió a la batalla de Lepant.
Trobem algun Cornet militar, algun canonge, algun inquisidor… També és obligat
parlar del mecenes igualadí Agustí Cornet i Millars, que cedí un terreny d’una
extensió considerable per construir el convent dels caputxins d’Igualada, cap
el 1610, i del fill d’aquest, Jeroni Cornet Çacirera… Però potser que ho deixem
aquí.</div>
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Faig
tota aquesta ressenya històrica, sobre els Cornet igualadins, perquè podrien
ser (alguns d’ells) els avantpassats materns de Gaudí. I si fem cas del
testament que cita la Maria Rita Marimón, sobre el Cornet colomí, que vol que
portin les seves restes al fossar familiar d’Igualada, jo m’inclino a pensar
que els ascendents materns de Gaudí són del ram dels mercaders, que disposaven
de sepultura pròpia a la l’església de Santa Maria d’Igualada.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk3pWcycsFsGHkNGp0kgWqbg3Vk2K1DYpP7zcGOYVx3tOd90tw_dY7cSDVPhFnRsZEA2S3kVPkMVG1cMkC3dFExAFyaPM5I-zrTfuG6p_3Nbkv7p4NivHLUEmK5uYzcU4eEHaA-9hBaKsx/s1600/arbre+G.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="446" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk3pWcycsFsGHkNGp0kgWqbg3Vk2K1DYpP7zcGOYVx3tOd90tw_dY7cSDVPhFnRsZEA2S3kVPkMVG1cMkC3dFExAFyaPM5I-zrTfuG6p_3Nbkv7p4NivHLUEmK5uYzcU4eEHaA-9hBaKsx/s640/arbre+G.jpg" width="640" /></a></div>
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El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-66722541001955879812016-07-15T01:47:00.001+02:002016-11-21T18:07:43.881+01:00LA FESTA DEL MAIG A BIURE<div style="text-align: justify;">
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Des de temps immemorials, el poble de Biure de Gaià plantava un maig al bell mig de la plaça. (1) </div>
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Però potser us preguntareu què coi és això del maig? El maig era un arbre molt alt i molt prim, que havia de ser ben dret i no tenir cap defecte. Els nois de Biure, cap a finals de març, escollien un pi, el més alt i més ben plantat que trobaven, i cada trenta d’abril l’anaven a tallar al bosc a cops de destral (doncs així ho manava la tradició). (2) Un cop tallat, era portat a força de braços cap al poble i allí, al mig de la plaça, el plantaven. Però no correm tant, abans d’aixecar-lo amb l’ajuda de cordes, calia polir-lo un mica i engalanar-lo. En aquest punt també hi intervenien les noies. Al maig se l’havia d’esbrancar de totes les rames del tronc, deixant només la capçada, com si fos un plomall. Després calia escorçar-lo i deixar-lo ben llis. S’havia de revisar el plomall del capdamunt, vigilant que quedés ben arrodonit (si s’havia trencat alguna rama en tallar-lo, calia refer-la). </div>
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Les noies s’encarregaven de guarnir-lo amb cintes de colors, rams de flors i/o corones de boix. A molts llocs també s’hi penjaven botifarres i pollastres, fruites i verdures, ous sencers ben lligats, que penjaven aquí i allà o bé clofolles d’ous enfilats formant garlandes o corones… No hi faltaven tampoc les coques, les rosquilles o els tortells… Aquest maig engalanat, tot farcit de “fruits”, era una ofrena i a l’hora una demanda a la Divinitat perquè les pluges fossin generoses i les collites abundants, així els ramats i el bestiar en general gaudirien de bona salut. Tothom en sortiria beneficiat. Era, doncs, una festa a la fertilitat. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimor4zk_xZrgVH4N6dtCnN49RukuT6GqPijZWj_aBk7MHUINEOLR7rETlnup65j1JKh-Ts00CZ7-x_AFzsWpImCUUtXI81Rmm9HBcFaTgR9zQXxaZGiFP8W6Uwk2TJ1mLo8v58cpxtiCay/s1600/El+maig+de+Biure.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimor4zk_xZrgVH4N6dtCnN49RukuT6GqPijZWj_aBk7MHUINEOLR7rETlnup65j1JKh-Ts00CZ7-x_AFzsWpImCUUtXI81Rmm9HBcFaTgR9zQXxaZGiFP8W6Uwk2TJ1mLo8v58cpxtiCay/s320/El+maig+de+Biure.jpg" width="120" /></a>Quan al maig s’hi penjaven productes que no podien resistir el pas del temps, aleshores el maig, es convertia en cucanya. Els nois, competien entre ells per aconseguir algun dels productes que hi havia al capdamunt de l’arbre. Però no us penseu pas que era una taleia fàcil, no. Abans hem comentat que el tronc del maig era ben allisat, però és que, a més, aquest sovint era empastifat de vesc o d’altres productes enganxifosos, fins i tot fastigosos (llegeixis merda), que dificultaven en gran mesura l’escalada fins a la copa. Però potser valia la pena intentar-ho i poder aconseguir qui sap si un bon pernil, qui sap si una unça d’or. Els que superaven aquest difícil repte eren considerats els herois de la jornada. Els galants enamorats oferien el seu trofeu a la seva estimada. </div>
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La festa del maig era una festa de joia, de gresca i de xivarri. Era una festa de jocs, de berenades i tecs. El vi potser corria més del compte i les llicències sexuals eren més permissives. El ball o la dansa tampoc no hi podia faltar, és clar. Hi havia qui tocava el flabiol i el tamborí o la trompeta i el sac de gemecs. La qüestió era fer força saragatada ja que així es foragitaven els mals esperits i s’estimulava la vegetació.<br />
<br />
<i>
<span style="font-size: small;"><b>Il.lustració de Joan Ballabriga </b></span></i><b><span style="font-size: small;"><i>Clarasó </i></span></b></div>
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Un ball que bo i sempre es ballava en aquesta diada era “La Catarineta”. El ballaven tot i fent rodona al voltant del maig. Feia així: </div>
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<b><i>A la plaça fan ballades, mare deixeu-m’hi anar. (bis) </i></b></div>
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<b><i> No hi vagis Catarineta, que ton pare et pegarà. (bis) </i></b></div>
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<b><i>Tant si em pega, com si no em pega, jo a ballades vull anar. (bis) </i></b></div>
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<b><i>On és la Catarineta, que no és a taula a sopar. (bis) </i></b></div>
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<b><i>A la plaça fan ballades i ella hi ha volgut anar. (bis) </i></b></div>
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<b><i>Ja agafa una escombra i un garrot a l’altra mà. (bis) </i></b></div>
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<b><i>La primera garrotada, un bracet li va trencar. (bis) </i></b></div>
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<b><i>La segona garrotada estesa la va deixar. (bis) </i></b></div>
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<b><i>Sota l’olivera plora, sota l’olivera està. </i></b></div>
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<b><i>La pobra Catarineta se’n rebenta de plorar. (bis) (3) </i></b></div>
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La Catarineta o la Catarina no era pas la cançó més adient per a una festa de folgança com aquesta. Es nota que el cristianisme purità havia posat traves en la celebració d’aquestes festes d’arrel pagana, les quals originàriament havien tingut un sentit orgiàstic. Per tant, aquesta és una cançó alliçonadora per a les noies descarriades que desobeeixen els seus pares. Però, qui sap si també pot ser una antiga reminiscència d’un antic ritual, que consistia en oferir als déus, com a primícia, el seu fill o filla primogènit (recordem que segons alguna versió, la noia acabava morta pel seu pare). Cal tenir present, aquí, que Catarina ve de càtar, que vol dir pura, condició indispensable perquè la víctima sigui agradosa a la divinitat. </div>
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Alguns balls consistien en anar-se traient la roba mentre es ballava, acabant tots plegats, nois i noies, tant nus com quan van venir al món. </div>
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Com que era una festa més aviat nocturna, s’encenien fogueres al voltant de l’arbre, que calia aprofitar per coure alguna o algunes víctimes sacrificials. Podia ser un porc o un anyell o algun animal de ploma, qui sap si alguns conills. La sang havia de córrer doncs així es propiciava la pluja. (4) </div>
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Durant tot el maig es celebraven festes a l’entorn de l’arbre, tot i que alguns pobles les allargaven fins per Sant Joan. Per un seguit, però, al final del mes, l’arbre es retirava de la plaça; encara que hi havia llocs, que s’hi quedaba tot l’any, fins que no es col•loqués el nou arbre. </div>
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Generalment, el pi vell s’encantava o subhastava al més dient. </div>
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<b>ESPILENCS CONTRA BIURENCS</b> </div>
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Sembla ser que entre els pobles de les Piles i Biure hi havia hagut una certa rivalitat. Coses de jovent, deien, però el cert és que per allà el 1928, o a tot estirar el 1930, un grupet de nois de les Piles van decidir fer una malifeta a la gent de Biure. Doncs sí, van acordar tallar-los-hi maig. </div>
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Era negra nit i uns quants nois de les Piles (5) van arribar a Biure, proveïts d’un bon “xurrac”, (em refereixo a un xerrac o serra de dues mans, que havia de ser manejada per dues persones) que havien agafat del fuster del poble, i es van adreçar, de seguida, a la plaça on hi havia plantat el maig. I sense perdre temps es van posar a “xurracar” l’arbre. Els de cal Paulo, que ja eren al llit, sí que sentien un “sirollet”, però es van pensar que ho feia la mula ja que li havien donat faves seques per sopar. </div>
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Els de cal Montagut també van sentir un zig-zag, però el van atribuir als animals que menjaven. Just li diu el marit a la dona: -Com rompen les someres!- quan senten com un terrabastall que colpeja contra casa seva. En sentir el soroll, s’aixequen d’una revolada del llit i, amb un llum d’oli, espien el carrer per veure què passava. Aleshores van descobrir la causa de tot plegat i van veure que el maig era a terra i, en caure, havia picat contra el voladís de casa seva. Molts veïns del poble van sortir a la plaça i van descobrir el desastre, però dels autors del mateix no en van veure ni palla ni pols. </div>
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El costum de plantar el maig havia sigut tan popular com celebrar les fogueres de sant Joan doncs en tenim molts testimonis d’arreu de Catalunya. Un fet bastant proper i amb connotacions semblants a les que acabem de relatar entre els pobles de les Piles i Biure va passar a la Conca de Barberà, concretament a Vallclara. </div>
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RIVALITATS ENTRE VALLCLARA I L’ALBI (les Garrigues) </div>
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Cada any, a finals de març ,aquests dos pobles s’adreçaven al bosc de Poblet i escollien el pi més gros i més bonic que trobaven per convertir-lo en el seu maig. Un any, però, els de Vallclara es van superar ja que es van atrevir amb un pi de cent quatre pams. En canvi els de l’Albi no van ser gaire encertats alhora de fer la tria del seu pi doncs es veu que era esquifit i malgirbat. Els vallclarencs, en plan foteta, van dedicar aquesta cançoneta als seus rivals: </div>
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<div style="text-align: center;">
<b><i>Los de l’Albi tenen un maig </i></b></div>
<div style="text-align: center;">
<b><i>Que és bo per fer una arcada, </i></b></div>
<div style="text-align: center;">
<b><i>que n’és tort i geperut </i></b></div>
<div style="text-align: center;">
<b><i>gran falta n’hi han trobada, </i></b></div>
<div style="text-align: center;">
<b><i>Vallclara si que en té un </i></b></div>
<div style="text-align: center;">
<b><i>d’una peça ben llastada, </i></b></div>
<div style="text-align: center;">
<b><i>que té cent quatre pams </i></b></div>
<div style="text-align: center;">
<b><i>lo més alt de la contrada. </i></b></div>
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El jovent de l’Albi es van emprenyar molt amb els de Vallclara ja que es van sentir menystinguts i ridiculitzats, tan dolguts estaven que decidiren robar-los el maig. I això és el que van fer de nit els albinencs. Però les coses no van sortir com esperaven doncs una vella del poble els va descobrir i va començar a cridar com una boja -Nos roben lo maig! Nos roben lo maig!- Tant va cridar que la van sentir els del Sometent i aquests van empaitar els de l’Albi i els hi van fer tornar el maig. Joan Amades ho explica al revés doncs diu que van ser els de Vallclara els lladres. Jo crec que és una confusió de l’eminent folklorista ja que la cançó, que ha pervingut d’aquells fets, ho deixa prou clar.</div>
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Bé, no voldria acabar aquest escrit, sense explicar una mica l’origen o la història d’aquesta festa. Però ho faré d’una manera ràpida doncs no us vull cansar més.
Originàriament, aquesta festa se celebrava per l’equinocci de primavera, això és el 25 de març, que era quan antigament començava l’any. Els romans, també, començaven l’any en aquesta data i el mateix passava amb els jueus doncs aquest dia celebraven la Pasqua i encetaven l’Any Nou. En el calendari litúrgic, aquest dia esdevenia l’Encarnació de Jesucrist, que donaria el seu fruit nou mesos després, o sigui el 25 de desembre, dia de la Nativitat del Senyor. </div>
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El trasllat d’aquest celebració a uns dos mesos abans es deu que els romans, que en un principi tenien un calendari de deu mesos, van afegir dos mesos més al davant del març (el gener i el febrer) i totes les festes i celebracions que es feien antigament al començament de l’any (el març) van passar a fer-se pel maig. Aquest nou calendari romà, de dotze mesos, va ser una realitat l’any 153 abans de Crist. </div>
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A l’antiguitat, l’any es començava per la primavera perquè era quan la Natura tornava a renéixer, desprès d’un llarg període hivernal de dies curts i freds. Calia, doncs, estimular-la perquè es desvetllés i també el Sol perquè lluís amb força i durant més temps. </div>
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Per això se celebraven festes de joia i disbauxa, acompanyades d’un gran rebombori, (recordem que per aquestes dates coincideix el carnaval), així per efecte d’aquesta màgia imitativa aconseguirien despertar la Naturalesa adormida. </div>
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Resumint, doncs, aquesta festa de l’arbre, simbolitzava la unió entre el cel i la terra, en aquest dia que les forces del dia i la nit o de la llum i les tenebres estan equilibrades (durant l’equinocci el dia té la mateixa durada que la nit). L’arbre actua com a fal•lus que s’insereix en la vulva bategant, simbolitzada pel cercle que formen els dansaires. Tot plegat representa el cicle de la vida i de la mort en constant moviment, que gira i gira…per tota l’eternitat. </div>
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<b>Josep
Ballabriga Clarasó<span style="mso-spacerun: yes;"> </span></b></div>
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<b><span style="mso-spacerun: yes;">VISITEU EL SEU BLOC: <a href="http://desdelespiles.blogspot.com.es/" target="_blank">desdelespiles</a></span></b></div>
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(1) A molts pobles, al lloc destinat a plantar el maig, hi havia una rodanxa de pedra, d’una fondària determinada, que servia per encaixar l’arbre. Un cop aixecat aquest, només calia falcar-lo per tot el vol. </div>
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(2) El jovent anava a demanar permís a l’amo de l’arbre i li feien saber que n’havien escollit un, el qual seria el maig d’aquell any. El propietari no es podia negar a lliurar-los-hi, s’hi ho feia, el tallaven de totes formes ja que els emparava un dret ancestral. Hi havia llocs que anaven a tallar el maig al so del flabiol i tamborí, tot i fent gresca, quan arribaven davant de l’arbre triat, si l’amo posava impediments per tallar-lo, només que donessin una volta al seu entorn, al so dels instruments al•ludits, ja el consideraven de la seva propietat. </div>
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(3) La Catarineta sempre tenia la mateixa tonada, en canvi la lletra variava força als diferents pobles on es cantava. Aquesta versió, l’havia sentit cantar a la meva mare, l’Assumpció Clarasó Tomàs, suposo que a Biure la devien cantar de forma semblant. La versió més dràstica d’aquesta dansa, que recull el cançoner tradicional català, acaba amb la mort de la pobra Catarineta a cops de garrot, de la mà del seu estimat pare. Veiem-ne una mostra: “La primera garrotada, un braç ja li feu sagnar. (bis) / La segona garrotada l’altre braç li va trencar. (bis) / La tercera garrotada, morta la va deixar. (bis)…” </div>
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(4) Aquestes víctimes expiatòries, ofrenades a la Divinitat, es consideraven sagrades (recordem que les paraules sacrifici i sagrat o sacrat, tenen el mateix origen, també en deriven sagrari i sagrera; també hi tenen relació creu, crear, cruspir, cremar…) i no havien de tenir cap tara. Les víctimes sacrificades no solament havien estat d’origen animal ja que també s’havien efectuat sacrificis d’infants, especialment, o de joves d’ambdós sexes. </div>
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Primitivament, la sang que s’oferia a la Mare Terra era la sang mentrual, sang vessada de forma natural i incruenta. L’origen de cru, de la qual deriven cruel, cruesa, etc. ve del llatí i vol dir “que sagna”, tot i que l’arrel és indoeuropea. De kreu (sang, carn viva). La víctima era consumida, si més no parcialment de cru en cru, i la seva sang beguda de calent en calent. </div>
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La sang vessada va ser la primera matèria líquida que els antics sacrificaven als morts, als esperits o als deus. La llet, el vi, la mel…, en van ser els substituts. </div>
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Un dels primers ritus (ritus=vermellós) en celebrar-se va ser amb sang menstrual. Aquesta sang, com hem dit era ofrenada directament a la terra, o era beguda com a font de regeneració. També era beneficiós empastifar-se’n o banyar-s’hi. </div>
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Moltes cultures, van fer de la sang menstrual, la beguda dels Deus. A Egipte, els faraons es convertien en deus quan bevien la “Sang d’Isis”, que era una ambrosia que en deien Sa. La deessa hindú Kali-Maia invitava als deus a banyar-se en el seu fluït sagnant o a beure’n. Beure aquesta sang era beure l’ànima de la deessa, la sang del drac. I també era a l’Índia que la beguda sagrada, el Soma, era secretada per la Vaca de la Lluna i era begut barrejat amb llet, en cerimònies de sacrifici. A Grècia era el “Vi vermell sobrenatural”, que rajava de la Dea Mare Hera. Els reis celtes es feien divins quan bevien “l’aiguamel vermell” de la Reina Mab. Els deus escandinaus sort en tenien d’aquest Néctar Diví doncs el deu Thor havia de banyar-se en un riu de sang menstrual, si és que volia conservar la immortalitat. El seu pare Odí era tan poderós perquè havia robat i begut la “Sang Sàbia” de la Deessa Mare. </div>
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Aquesta libació sagrada d’un color encarnat o carmesí, simbòlicament, era d’un vermell obscur, diferent de la sang sacrificial, que era d’un vermell arterial. Aquesta secreció no és mai roja doncs aquest color és un vermell que tira a groc. </div>
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Les paraules menstruació i catanèmia son sinònimes i es refereixen al sagnat mensual que la dona té cada mes i durant el seu període fèrtil. Com que el cicle menstrual femení té una durada similar al del cicle lunar, es va fer servir per mesurar el pas del temps i així va néixer el primer calendari conegut, el calendari lunar. Aquestes dues paraules, doncs, venen de mes (del llatí mensis i aquest del grec mene, que vol dir lluna), derivats seus són medir, mesurar, etc. </div>
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Fixem-nos, però, en la paraula catanèmia. Té l’origen en el grec, katá, que vol dir “cap avall”, però deriva de l’antiga paraula indoeuropea kat, o sigui “cosa vessada o llençada cap a baix”, que es refereix, evidentment, a la sang menstrual. </div>
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I ja per acabar aquesta digressió etimològica, us voldria parlar, encara, d’una última paraula que té a veure amb el tema de què parlem. Es tracta de la semblança de la paraula menstru o menstruació, amb monstre (en català antic, dit també mostro o monstruo) o monstruós. De fet no és cap coincidència ja que les dues tenen un mateix origen. Si despullem aquesta paraula del sentit pejoratiu que té, li queda un significat que tenia un sentit religiós, de prodigi, de quelcom fabulós, d’una grandària extraordinària… i un cop més ens tornem a topar amb aquesta essència femenina, amb aquesta energia “monstruosa”, que té la sang catanemial. </div>
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Actualment, s’està redescobrint el poder que té aquesta sang com a font de cèl•lules mare, que es podran fer servir per a la medicina regenerativa i per a curar un gran nombre de malalties. La prova d’això és que van sorgint empreses especialitzades en recollir la sang menstrual criogenant-la… i guardant-la després en bancs creats expressament per aquest menester. </div>
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(5) Del grup de joves que van anar a tallar el maig, només en conec tres. Són el Francesc Balcells Torres (el Roso), el Josep Clarasó Tomàs (el Biel, que era el meu oncle i el que em va explicar la major part dels fets) i el Josep Boria Bonell (el Fuster, que va ser el que va agafar el xurrac de la fusteria). També em va explicar una versió dels fets la Maria Compte Puiggener de Biure ja que ho havia sentit explicar als seus pares).</div>
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<b><i>Plaça de Biure de Gaià</i></b></div>
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<b><span style="font-size: x-small;"><i> <span style="font-size: small;"> façana de cal Montagut </span></i><span style="font-size: small;"> </span></span><span style="font-size: small;"> </span> <i> <span style="font-size: small;">façana de </span></i><span style="font-size: small;"><i>cal Paulo</i></span></b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7jEjlOkcE8qMBVCpUiXDGDvK5JpXdGcLw3Iwrn_AZw1A-tFUoobJycyu5z_bMWaK6D9a4q-UuxePWVPgID7JOanC60l-frdxk92CYWZaA7cBEJIAN08IvTo0b0L-srUJyZKOzA6t6vuDV/s1600/IMG_20160625_184524-001.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a>El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-35005418012658414482016-06-08T18:36:00.003+02:002016-06-08T18:42:18.926+02:00Excursió a l'estany d'Ivars i Vila-sana<!--[if gte mso 9]><xml>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "georgia" , "times new roman" , serif;">Coincidint amb la setmana de la natura i per despertar
consciencia sobre la importància de tenir cura de la nostra natura i el nostre
territori, mig poble espilenc va anar a conèixer l’estany d’Ivars i Vila-sana.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "georgia" , "times new roman" , serif;">Es tracta de l’estany interior més gran de Catalunya (té
una superfície d’aigua de 126 ha.) i acull una important diversitat biològica. <span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: CA;">L'aigua d'entrada, prové del canal d'Urgell i
correspon a la mateixa quantitat que s'utilitzava per al reg de les finques
existents abans de la recuperació. El desguàs de l'estany drena vers un afluent
del riu Corb. En bona part del seu perímetre la profunditat és molt baixa (<
1 m), de manera que proliferen les comunitats lacustres. Amb tot, la
profunditat màxima no arriba als quatre metres ni la mitjana als 2 m. Al llarg
de l'estany s'hi van recrear illes amb diferents formes, pendents, alçades i
emplaçaments que afavoreixen la fauna, especialment els ocells, amb punts de
descans, alimentació i reproducció.</span></span></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: CA;">Teníem moltes ganes
de conèixer el lloc i poder participar d’algunes de les activitats que es fan a
l’estany, així que vam proposar anar fer anellaments d’ocells. </span></span></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: CA;">L'anellament
científic d'ocells és un mètode d'estudi basat en el marcatge individual de les
aus mitjançant la col·locació d'anelles metàl·liques. Qualsevol registre d'un
ocell anellat, bé a través de la seva re-captura i posterior alliberament, bé
per la seva recuperació final com a au morta, ofereix una gran quantitat
d'informació sobre la seva biologia, especialment pel que fa als seus
desplaçaments, però també de la seva longevitat, fidelitat a les àrees de cria
i hivernada…</span></span></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: CA;">Traçant les línies
de vol definides pels parells de dades anellament-recuperació, és possible
definir les rutes migratòries de les diferents espècies d'ocells, així com les
seves àrees de descans, oferint-nos així una informació molt valuosa per a la
planificació de sistemes integrats d'espais protegits per a les aus.</span></span></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: CA;">Una campanya
anellament consisteix en la realització d'un seguit de sessions durant un
període determinat de temps i sota unes condicions estandaritzades (zona,
horari, nombre de xarxes, etc.). Per altra banda, una campanya d'anellament en
una zona determinada ens pot donar molta informació de les espècies discretes
presents a la zona, així com dades sobre la fenologia migratòria i estatus
(reproductor, migrant, hivernant, etc.) de les diferents espècies detectades.
Moltes de les especies que possiblement s'anellaran (principalment
passeriformes de zones palustres) són difícils de detectar i quantificar amb
altres mètodes de cens, i per tant l'anellament és la única manera
d'estudiar-les amb detall.</span></span></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 11pt; line-height: 115%;">Vam
quedar molt contents del tracte de vam rebre del Marcel i l’Enric i de les
coses que vam aprendre dels ocells... de ben segur que hi tornarem, això sí ben
d’horeta al matí, amb una bona gorra i una ampolla d’aigua per beure.</span></span></span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 11pt; line-height: 115%;">Si voleu conèixer més: <a href="http://www.estanyivarsvilasana.cat/" target="_blank">http://www.estanyivarsvilasana.cat </a></span></span></span></div>
<span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: 11pt; line-height: 115%;"><br /></span></span>
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El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-80430286198499384982016-05-05T02:31:00.000+02:002016-05-05T06:26:49.425+02:00TRÀNSIT DE MERCURI 2016<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_YAZ2_0e0sQT0X3GISSdEJeDvvLUnt4cOhmEfqWikq1w_adZC3CZ1WJLZdbAbIH_WSAj_gwDrvCQo-axb3t67DNupnKMfcIVG50oro2WgTqKPTrXxCXw6NkDiJTDilzjxSOF_CS5i_Ae5/s1600/001.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_YAZ2_0e0sQT0X3GISSdEJeDvvLUnt4cOhmEfqWikq1w_adZC3CZ1WJLZdbAbIH_WSAj_gwDrvCQo-axb3t67DNupnKMfcIVG50oro2WgTqKPTrXxCXw6NkDiJTDilzjxSOF_CS5i_Ae5/s1600/001.jpg" /></a>El proper dia <b>9 de maig del 2016</b>, es produirà el trànsit de Mercuri; el planeta més proper al nostre Sol passarà pel seu davant. Aquests trànsits són estranys, encara que no tant com els de Venus.<br />
<br />
La mitjana són d'uns 13 trànsits per segle, però amb la regularitat de què sempre passen en els mesos de maig o de novembre. El darrer fou en el passat mes de novembre del 2006, però en aquella ocasió no va ser possible observar-lo des d'Europa. L'anterior a aquest, va esdevenir al mes de maig del 2003, i va poder ser observable des d'Espanya.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-WKKV5cUbG-ZZyV1bmhmq5sMBaXvJKSnjP9D8WqucYsy_1UlN5Szy-_FaPiQ8jyKsoP1DMxAybke5zVkcJkCdRQyLS7-lXXfLCi5ZuawK5DJlCoxLxMX4VY_lHDfVq1YQOEhgSlmEHNz8/s1600/grafica.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-WKKV5cUbG-ZZyV1bmhmq5sMBaXvJKSnjP9D8WqucYsy_1UlN5Szy-_FaPiQ8jyKsoP1DMxAybke5zVkcJkCdRQyLS7-lXXfLCi5ZuawK5DJlCoxLxMX4VY_lHDfVq1YQOEhgSlmEHNz8/s1600/grafica.jpg" /></a></div>
<br />
Si voleu fer corre el rellotge, us diré que el proper es podrà observar al novembre del 2019.<br />
La trajectòria de Mercuri davant del Sol ho farà a partir de l'Est en direcció cap al Sur-oest. El diàmetre aparent respecte al Sol és de 160 vegades inferior, per això Mercuri es veurà com un petit punt negre que el travessarà de forma complerta en unes 7 hores. Els trànsits que esdevenen durant els mesos de maig, són més llargs (fins a 8 hores) respecte als que ho fan durant els mesos de novembre, que arriben a durar 5'5 hores.<br />
El primer trànsit de Mercuri del què es tenen registres, data de l'any 1631. L'astrònom Pierre Gassendi, aprofitant les prediccions de les posicions planetàries realitzades per Johannes Kepler uns anys abans, va poder deixar constància del fet, gràcies a l'ús d'un rudimentari telescopi. Durant alguns segles, aquest fenomen ha permès millorar els càlculs per conèixer la mida del Sistema Solar, així com per augmentar la precisió de les unitats de mesura que s'utilitzen en astronomia per a computar distàncies. <br />
<br />
<b><br /></b>
<b>Perquè passa això?</b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZcmFZIKNT1GQFUG-syE4vBnmKYI7DJcZHupq09ZyBKKVC6CP6mo7DtG6n8j-sZmE5BeZV4KxkDAYkNmpBG0s6ytxVY-DOMAiozzHhyK_bt5NhhgOOd1bQPPo2hxqUA1xfQsJ-RhrvDNlC/s1600/002.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhZcmFZIKNT1GQFUG-syE4vBnmKYI7DJcZHupq09ZyBKKVC6CP6mo7DtG6n8j-sZmE5BeZV4KxkDAYkNmpBG0s6ytxVY-DOMAiozzHhyK_bt5NhhgOOd1bQPPo2hxqUA1xfQsJ-RhrvDNlC/s1600/002.jpg" /></a>Quan els astres es posen en conjunció, el Sol, els astres i la Terra, queden en línia recta en una regió<br />
del cel. Mercuri i Venus al estar més a prop del Sol es poden quedar en dues conjuncions: conjunció superior quan es queda darrera del Sol, o en conjunció inferior quan queda al davant passant entre el Sol i la Terra. Tot i així, Mercuri i Venus rarament acaben passant per davant del Sol, que es troben en conjunció inferior. El cas de Venus és encara més excepcional, durant tot el segle XX no n’hi va haver cap. <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG0uU6Uw70KtxHhpR8wYyOPSkwfTI2nRJ7SMde3cOaKGG8hKxrRBpBQXwd2c7ByYbBty3wdggoxqeAxO5co5hN-YqtumH91UONlF5Xno7IlBOhL-VWKBOb7VUXW6DgDJ80IoVgc45KZQ8W/s1600/003.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG0uU6Uw70KtxHhpR8wYyOPSkwfTI2nRJ7SMde3cOaKGG8hKxrRBpBQXwd2c7ByYbBty3wdggoxqeAxO5co5hN-YqtumH91UONlF5Xno7IlBOhL-VWKBOb7VUXW6DgDJ80IoVgc45KZQ8W/s1600/003.jpg" /></a>El darrer va ser el 8 de juny de l’any 2004, el segon i darrer trànsit d’aquest segle fou el dia 6 de juny del 2012 en els primers moments de la sortida del Sol, quasi a ran d’horitzó, a Catalunya. Les Piles va preparar l’esdeveniment per poder veure’l. Però els núvols no ho van permetre.<br />
<br />
<b><br /></b>
<b>Què es veurà?</b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCcO0Ar86a9mAYU9c3Yrm4lF9MrFRmpXabn0mLKANXXHX5Fjgw4c_eSbTIrnRRIFHaGVifA5qc2YxNwuxc_bd8TMOiWbBmJWi7NxCzOIA_pVHg66BtKl96F_emqcamioE3g1vRjYV_jnsG/s1600/004.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCcO0Ar86a9mAYU9c3Yrm4lF9MrFRmpXabn0mLKANXXHX5Fjgw4c_eSbTIrnRRIFHaGVifA5qc2YxNwuxc_bd8TMOiWbBmJWi7NxCzOIA_pVHg66BtKl96F_emqcamioE3g1vRjYV_jnsG/s1600/004.jpg" /></a>Una persona amb molt bona vista veurà un puntet negre que trigarà varies hores <br />
en travessar-lo. Cal advertir de la importància de prendre les mesures necessàries per a protegir la vista de les radiacions solars.<br />
Tant sols amb uns prismàtics que portin incorporats un filtre solar es podrà veure amb millor nitidesa i seguretat.<br />
<br />
<b>Com mirar-ho?</b><br />
El principal perill de l’observació solar no són sols els raigs de llum, sinó els raigs ultraviolats, que els acompanyen i que no manifesten cap tipus de molèstia al mirar, però que poden produir danys irreversibles a la retina. No totes les ulleres de sol ni els filtres solars protegeixen de les radiacions ultraviolades.<br />
En els establiments especialitzats en aparells d’òptica i astronomia tenen uns filtres especials (filtres Mylar) que es posen davant dels oculars dels aparells astronòmics. Tots els filtres han de estar homologats per a la visió solar i amb certificació de la UE.<br />
<br />
Es pot utilitzar filtres de protecció de soldador del nº 14. També ulleres homologades de polímer negre. Cal llegir abans les instruccions que portin. Tot i així amb totes aquestes proteccions es reserva la visió contínua a molt poc temps!. No es aconsellable mirar seguit durant més de 3 minuts. Cal descansar després, al menys un minut. Cal tenir sentit de responsabilitat i autoprotecció.<br />
<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuK-JZMsSY6fLS7GNln-XgWm9fzoeyUWt7H2V6CnRUHWIv54iv2GrMRQiXVywXC10tSE1zU55czW_TQBeH9ZDl7VXdsExX3-uvT9fKIl7FJKh-Aeeg6QJkDhi3fVEbT0V91g4k2B8NRe-V/s1600/007.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuK-JZMsSY6fLS7GNln-XgWm9fzoeyUWt7H2V6CnRUHWIv54iv2GrMRQiXVywXC10tSE1zU55czW_TQBeH9ZDl7VXdsExX3-uvT9fKIl7FJKh-Aeeg6QJkDhi3fVEbT0V91g4k2B8NRe-V/s1600/007.jpg" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe3hKsLLD0Uus9O9hY5Mzn79Bj_1Q6-X5JtfU45W4jJ2jx5kRJ4eQ14MIFkeJRtx0ppEwQklOdhBy8yrFlU19_32APe0GdHVXZFULIQlIf60EDi2DPR9dNCpirmSu_AfUd40cdn8z863Cv/s1600/005.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhe3hKsLLD0Uus9O9hY5Mzn79Bj_1Q6-X5JtfU45W4jJ2jx5kRJ4eQ14MIFkeJRtx0ppEwQklOdhBy8yrFlU19_32APe0GdHVXZFULIQlIf60EDi2DPR9dNCpirmSu_AfUd40cdn8z863Cv/s200/005.jpg" width="200" /></a>En el cas de no disposar de filtres i proteccions adients es pot veure el Sol amb uns senzills prismàtics, però en cop de mirar directament, es projecta la imatge del Sol sobre el terra en una superfície clara, com un paper blanc o una cartolina.<br />
Es pot construir també una càmera fosca amb un tub o caixa de cartró, posant en un dels extrems un paper d’alumini, que foradarem amb una agulla, en l’altre paper ceba, per on es veurà la imatge. <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsr2yM9HDgLPqRp_6F3z4hFaDlysH5hTkzvmkNAbL-Jiujmdi_Q8CZHVDb6AqsqjA0pFEHCkQEjOF6Oo6JEPbeN3Xfc32EIthdwVP-qJC5guPZw0-ALD7Cw6gDKcAqrHr-EoOlbhYNiSYy/s1600/006.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="130" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsr2yM9HDgLPqRp_6F3z4hFaDlysH5hTkzvmkNAbL-Jiujmdi_Q8CZHVDb6AqsqjA0pFEHCkQEjOF6Oo6JEPbeN3Xfc32EIthdwVP-qJC5guPZw0-ALD7Cw6gDKcAqrHr-EoOlbhYNiSYy/s200/006.jpg" width="200" /></a></div>
<br />
<br />
<b>Observació del trànsit,</b><br />
Com haureu vist a la taula de temps, aquest fenomen dura sobre set hores i trenta minuts. És molt llarg, això permet poder cercar un moment de les nostres responsabilitats diàries per poder observar-lo.<br />
<br />
Els mitjans de comunicació es faran ressò de l’esdeveniment amb imatges satel•litzades i computeritzades. Les Piles disposarà de telescopi per poder fer les observacions en directe. Estarem al costat de l’ermita de Sant Eugènia a les 13’00 (hora local) per a començar a fer els preparatius i fins les 14’00h. En aquest període de temps veurem l’inici del viatge per davant del Sol.<br />
Tornarem al final de la tarda a les 20’00h (hora local) per acabar de veure el final del trànsit, fins a les 20’30h.<br />
<br />
Tota la informació referent a aquesta activitat es reflexarà al Facebook de les Piles. Si estàs interessat en participar, estiguis connectat.<br />
Esperem que les núvols ens permetin gaudir en directe del singular fenomen astronòmic.<br />
<br />
<div style="text-align: right;">
<b>Eduard Garcia-Luengo</b></div>
</div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-54868715866983236702016-04-19T11:32:00.000+02:002016-04-19T11:40:13.871+02:00APUNTS SOBRE EL SAFRÀ A LES PILES, EL PRIMER QUART DEL SEGLE XVIII<!--[if gte mso 9]><xml>
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<span style="mso-spacerun: yes;">
</span>APUNTS SOBRE <span style="mso-spacerun: yes;"> </span>EL SAFRÀ A LES PILES,
EL PRIMER QUART DEL SEGLE XVIII</div>
<div class="MsoNormal" style="line-height: normal; text-align: center;">
<span style="mso-spacerun: yes;"> </span>Retalls
d’un viatge d’Espanya i Portugal (1716-1717)</div>
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<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK0HDM3-bt721n57Fv8BQnB2OoKQf7DJYVdXRxtZGuHrMlP88Qyor5F9Mn5A_JuM1He95nGmY_-zwEro-ImwibjAKqYxqj_YuXKXndjolTN43LmLcj8UeRjLjEeOdbRTDtuph42ISXZ5ph/s1600/Antoine+de+Jussieu.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiK0HDM3-bt721n57Fv8BQnB2OoKQf7DJYVdXRxtZGuHrMlP88Qyor5F9Mn5A_JuM1He95nGmY_-zwEro-ImwibjAKqYxqj_YuXKXndjolTN43LmLcj8UeRjLjEeOdbRTDtuph42ISXZ5ph/s320/Antoine+de+Jussieu.jpg" width="320" /></a></div>
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<br /></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Ara es compliran 300 anys del viatge o expedició botànica<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"> </span>que van fer Antoine de Jussieu, Joan Salvador, Philippe Simoneau <span style="mso-spacerun: yes;"> </span>i Bernat de Jussieu, germà de l’Antoine al·ludit,
(que, aleshores, era estudiant de medicina) i un mosso de peu <b style="mso-bidi-font-weight: normal;">(1)</b>. Anaven amb una calessa tirada per
dues mules de tir <b style="mso-bidi-font-weight: normal;">(2)</b>. Antoine de
Jussieu havia rebut aquest encàrrec de l’Acadèmia de les Ciències de París.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">El viatge el començaren el 7 d’octubre de 1716, a
Barcelona, i l’acabaren el dia 30 de maig de 1717 a la mateixa ciutat, un total
de vuit mesos on van travessar Catalunya, el País Valencià, la Regió de Múrcia,
Andalusia, Extremadura, Portugal, Galícia, Lleó, Castella, Aragó i, altre cop, Catalunya.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Aquest viatge fou fet “per ordre de Sa Majestad
Cristianíssima Lluís XV i de Monsieur, lo Duc d’Orleans, regent de França”… <b style="mso-bidi-font-weight: normal;">(3)</b>. L’objectiu del viatge era conèixer
la vegetació peninsular i recollir-ne mostres d’herbari. Les anotacions
d’interès botànic van anar a càrrec de Jussieu, que era el cap de l’expedició;
Joan Salvador es dedicà a recollir exemplars per al seu herbari (a més, ell
també va ser el finançador de l’expedició); Simonneau segurament era el responsable
de dibuixar diferents exemplars de la flora peninsular i el Bernat, que només
tenia disset anys, devia anar en qualitat d’aprenent i observador.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Joan Salvador durant tot el viatge va confeccionar un
curiós dietari carregat d’observacions i detalls sorprenents sobre els llocs
per on passaven. La seva història, els costums, la forma de vestir, la
gastronomia, etc. (és tanta la informació que ens dóna d’alguns llocs, que sembla
que hagi de portar una guia turística a la butxaca). A més, sovint ens descriu
la vegetació del paisatge, tant la silvestre com la conreada, evidenciant, com
és natural, la seva passió per la botànica.</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Tot seguit en farem una lectura de les descripcions pel seu
pas per Catalunya, a on podrem observar que en la travessa de l’Alt Gaià i la
Conca de Barberà fan un la transcripció literal i molt detallada:</span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><u>Octubre de 1716: Barcelona-Gandia</u></span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“Lo dia 7 d’octubre, dimecres,
partírem de Barcelona … Passàrem per lo lloc de l’Hospitalet, Cornellà, Sant
Joan Despí, Sant Feliu, Molins de Rei, lo Hostal del Papiol… Sant Andreu, lo
Congost, i arribàrem a Martorell (…)” </i></span></div>
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<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“Lo dia 8 is querem
de Martorell, passant…lo lloc d’Abrera, i nos quedàrem a almorzar en
Esparreguera…passant per Collbató, arribàrem a dinar en lo monestir de Nostra Senyora
de Montserrat”, on s’hi estàren tot el dia, “i vérem tot lo tresor de Nostra
Senyora”. Hi romangueren fins el dia 10 al matí. S’encaminaren cap a “ la
ciutat de Manresa, la qual, i per causa de la crema de l’any 1713, estava
molt<span style="mso-spacerun: yes;"> </span>derruïda; havent-hi un miserable
hostal, (fórem) obligats de dormir a terra amb un poc de palla”.</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“El dia 11 diumenge,
dinàren a Súria,… i més tard anàren fins a Cardona a veure les salines(…)</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">El dia següent,
sortiren de Cardona en direcció a Manresa, on es quedàren a dormir. (de Manresa
a Cardona, comptaren sis hores de camí).”</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“El dia 13(…)
arribàren a dormir a Igualada, vila prou gran i murallada, situada en una
plana.”“Lo dia 14 passàrem a Jorba per mal camí, i després de tres hores bones
nos quedàrem a Santa Maria”.</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“Lo dia 15 passàrem
un llogaret anomenat Porquerisses i, continuant sempre un (camí) pedregós i
desert, pujàrem a Montmaneu, essent la pujada molt mala i amb graonada. I,
continuant un camí prou pla entre roures, havent fet tres hores de camí,
arribàrem a dinar a Santa Coloma de Queralt. Passàrem un llogaret dit <b style="mso-bidi-font-weight: normal;"><u>les Piles, a on cultiven molt safrà</u></b>,
<b style="mso-bidi-font-weight: normal;">(4)</b> i en aquell temps collien la
flor. Vingué una pluja que nos detingué algunes hores. Pasàrem a Rocafort i
després de tres hores de camí arribàrem a Sarral”.</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“Lo dia 16,
divendres, anàrem a veure la vila, que és prou gran. Vérem treballar <span style="mso-spacerun: yes;"> </span>de la pedra blanca, de la qual n’hi ha molta
abundància en tot lo veïnat”. (…) Monsieur de Jussieu i jo prenguérem les
mules. I passant diferents paratges a on hi havia de la pedra blanca o
alabastro, passàrem lo lloc de Pira, l’Espluga, i arribàrem en Poblet. Vérem
tot lo tresor i monestir d’aquells pares bernardos, comptant des de Sarral a
Poblet tres hores. Després entràrem en lo bosc de Poblet, lo qual és molt
desert i espès d’arbres. I, anant pujant, passàrem les muntanyes de Prades,
tenint un vent molt fort, lo qual nos molestava. Són de Poblet a Prades quatre
hores. Fórem malament a Prades per no haver-hi pa. Després passàrem sempre per
muntanyes i un llogarret dit Abarca, i nos quedàrem a dormir a la Cornudella,
que</i> són quatre hores de camí”.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“El dia 17 passàren
per Poboleda, la Conreria i anàren a dinar a Scala Dei. “Vérem lo santuari i
diferents pintures(…)”. Aquest dia es quedàren a dormir a Alforja.”</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“El dia 18 era diumenge,
i després d’oïr missa a Alforja, passàren les Voltes, Mas Buturell, Montroig,
prop de Torre Vilar i lo Hospital… “Arribàrem a vuit hores de nit al Perelló, a
on fórem malament per haver la guerra molt maltractat lo lloc(...).”</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“El dia 19 arribem a
Tortosa: Tortosa és una ciutat prou fortificada, a on passa Ebro. Hi ha un pont
amb deu barques, i lo portal del pont és de marbre, com i també la capella, que
se fabrica, de la santa Cinta…”. Passàren la nit a la ciutat.”</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“El dia 20 arribàren
a Ulldecona, on dinàren. Dit dia representàven comèdia, havent tingut antes
corrida de toros, per la festa de sant Lluc, a on és patró (…)”. Partírem
després de dinar i, anant sempre per una plana inculta, passàrem una riera que
se diu Sènia, la qual divideix Catalunya de València, cosa de mitja hora
d’Ulldecona (…).”</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Ara deixarem els nostres viatgers en el seu periple per la
Península Ibèrica, i farem un salt en el temps tan cronològic com geogràfic.
Saltem doncs, al dia 25 de maig de 1717 ja en terres aragoneses, molt a prop de
Catalunya.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“I havent fet quatre
grans lleugues passàrem lo pont de fusta de Fraga. Està ensotada I circuïda de
muralles de terra, molt derruïdes. Ja se parla català.”</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“Lo dia 26, dimecres,
partírem de Fraga. Poc després, a on hi ha una fita, és la separació d’Aragó i
Catalunya”. Passàren Alcarràs… baix Gardeny, i després entràren a Lleida (…)”</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“El dia 27 arriven a
Mollerussa… el 28 passen per Bellpuig, Tàrrega i dinen a Cervera… passen els
Hostalets, Montmaneu… i dormiren a Santa Maria.”</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“Dia 29, “passàrem
per Jorba, Igualada, la Pobla, i dinàrem a la Font de la Reina. Passàrem
Vallbona, Piera, Masquefa, i dormir a Martorell”.</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><i style="mso-bidi-font-style: normal;">“Lo dia 30, diumenge,
oírem missa en Martorell. Dinàrem a Sant Feliu i, a bona hora de la tarda,
entràrem a Barcelona”.</i></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: right;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: right;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><b>Josep
Ballabriga Clarasó</b></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;">(1)</b> Aquí farem
unes breus notes biogràfiques de cadascun dels viatgers que formaven part
d’aquesta expedició científica.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><u>Antoine de Jussieu (Lió 1686 – París 1758)</u>. Reconegut
botànic, metge i naturalista francès. Estudià medicina a la Universitat de
Monpeller. Va ser director i professor de botànica del <span style="mso-spacerun: yes;"> </span>Jardí Reial de París. I també va ser membre de
l’Acadèmia de Ciències de França i de la Reial Societat de Londres.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><u>Joan Salvador i Riera (Barcelona 1683 -1726)</u>. Destacat
apotecari, botànic i naturalista. Amb només disset anys se’n anà a estudiar a
França. L’any 1715 va ser nomenat membre de l’Acadèmia de Ciències de França.
La seva tasca va tenir un reconeixement internacional. Va morir prematurament a
l’edat de quaranta-tres anys.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><u>Bernat de Jussieu (Lió 1699 – París 1777)</u>. Botànic i
metge, germà d’Antoine de Jussieu. Lluís XV li encarregà el traçat dels jardins
del Trianon, a Versalles. És autor d’un sistema de classificació botànica diferent
del de Linneu.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><u>Philippe Simonneau</u>. D’aquest personatge, només sé
que era gravador I dibuixant. També era membre de l’Acadèmia de Ciències de
França.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Un altre acompanyant dels viatgers era, “el mosso de peu”,
que a vegades anomena “lo calés” perquè devia ser el conductor de la calessa; només
sabem d’ell que es deia Custodi (fa al·lusió a ell, quan a Portugal el feriren).
</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;">(2)</b> Les calesses
eren uns carruatges arrossegats per cavalleries. Per un seguit només tenien
dues rodes i tan sols hi cabien dos passatgers. La calessa en la que anaven els
nostres viatgers segurament devia ser de quatre rodes i més gran, suficient per
encabir quatre o cinc persones i tot l’equipatge, que comptava amb diversos
baüls i de l’aplec de plantes que anaven recollint per estudiar-les més
endavant.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Tot i que Joan Salvador, diu que aquesta calessa era arrossegada
per dues mules de tir, devien portar dues muntures més doncs, de tant en tant,
l’Antoine i el Joan les usaven per desplaçar-se a llocs on el carruatge no
podia arribar; més endavant es retrobaven en un lloc determinat.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;">Depenent de si el camí era molt dolent o molt costerut, els
nostres viatgers havien d’anar a peu o a cavall, en ocasions havien de llogar
un parell de mules o bous més. I en ports de muntanya molt difícils, dos cops
van haver d’enganxar dos parells de bous més.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;">(3)</b> Felip
d’Orleans va ser regent de França, mentre durà la minoria d’edat de Lluís XV. </span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><b style="mso-bidi-font-weight: normal;">(4)</b> Em resulta
curiós que, al temps de collir el safrà, només nomeni <b style="mso-bidi-font-weight: normal;">les Piles “on cultiven molt safrà” i em xoca que de Santa Coloma de
Queralt i Rocafort de Queralt no en digui res</b>. Quan sabem prou bé, que aquests
dos llocs van ser molt importants, tant pel que fa per al seu conreu<span style="mso-spacerun: yes;"> </span>com per al comerç d’aquesta espècie, ja des
de l’edat mitjana.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify;">
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><br /></span></div>
<span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif;"><span style="font-size: 11.0pt; line-height: 115%;">El relat
complert d’aquest viatge, el trobareu a: Joan Salvador VIATGE D’ESPANYA I
PORTUGAL<span style="font-family: serif;"><b> </b></span>a cura de Ramon Folch i
Guillén, Edicions 62, Barcelona. Primera edició: juliol de 1972 </span></span>El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-80319229108475972532016-03-02T08:59:00.002+01:002016-03-02T09:09:43.918+01:00 BUNYOLS MARCELINHUS <div style="text-align: justify;">
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<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "arial" , "sans-serif";">L’<b style="mso-bidi-font-weight: normal;">Esther Alcaraz
Cadens </b>ens envia una recepta dels bunyols de quaresma </span><span lang="CA" style="font-family: "arial" , "sans-serif";"><span lang="CA" style="font-family: "arial" , "sans-serif";">que fan a casa seva</span> i que els hi encanta, els bunyols
Marcelinhus, perquè tothom qui vulgui els pugui provar de fer
i els pugui tastar ara que és l’època idònia.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "arial" , "sans-serif";">BUNYOLS MARCELINHUS
</span></b><br />
<div class="separator" style="clear: both; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "arial" , "sans-serif";"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk9L9gCBrJ2U43ogb1V1l5Ba9XnCZQBN9eXVFtmfzUHJd9KyLpFdTc-LocA7QT6Pu_JM51n2GSgR12LNZMIQTVVDu4noheir20v8uhzhux-N2WacvCkQ1CNtAUiWZN4wH-QVJtADAF1x2V/s1600/bunyols+mix.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk9L9gCBrJ2U43ogb1V1l5Ba9XnCZQBN9eXVFtmfzUHJd9KyLpFdTc-LocA7QT6Pu_JM51n2GSgR12LNZMIQTVVDu4noheir20v8uhzhux-N2WacvCkQ1CNtAUiWZN4wH-QVJtADAF1x2V/s320/bunyols+mix.JPG" width="160" /></a></span></b></div>
</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "arial" , "sans-serif";">Ingredients:</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "arial" , "sans-serif";"> </span></b></div>
<ul>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">500
g de farina força</span></li>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">100
g de sucre</span></li>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">6
g de sal</span></li>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">2
ous</span></li>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">30
g de llevat fresc en pastilla (queda més bo si és comprat al forn)</span></li>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">50
g de mantega</span></li>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">colorant
d'ou</span></li>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">canyella
en pols</span></li>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">essència
de llimona (o ratlladura)
</span></li>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">llet
(120 ml aproximadament)</span></li>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">50
g de matafaluga en llavor ("anís estrellat”)<span style="mso-spacerun: yes;"> </span></span></li>
<li><span lang="CA" style="font-family: "arial" , "sans-serif";">sucre
per arrebossar</span></li>
</ul>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "arial" , "sans-serif";">Preparació:</span></b></div>
<ol style="text-align: justify;">
<li><span lang="CA" style="background: #f7f7f7; color: black; font-family: "arial" , "sans-serif";">Comencem per preparar tots els ingredients. La
massa la pastarem amb l'<span class="hiddenspellerror">amassadora</span><span class="apple-converted-space"> </span><span class="hiddenspellerror"><i style="mso-bidi-font-style: normal;">KitchenAid</i></span>. També es pot fer a mà
però es triga molt més i la textura és més complicada d’homogeneïtzar.</span></li>
<li><span lang="CA" style="background: #f7f7f7; color: black; font-family: "arial" , "sans-serif";">En un vol col·loquem els ous, el sucre, una
mica de ratlladura de llimona i una mica de canyella en pols (mitja
culleradeta). Incorporem el llevat fresc ben esmicolat i la matafaluga. Remenem
una mica amb les varetes<span class="apple-converted-space"> </span>(de
moment encara tenim consistència líquida). Ara toca incorporar-hi la farina de
força, un cop tota abocada, hi incorporarem la sal (cal evitar que la sal entri
en contacte directe amb el llevat fresc, ja que la mataria i després no pujaria
bé la massa). Per últim afegim la mantega sobre de la farina i la sal, i ja ho
disposem a amassar. A la<span class="apple-converted-space"> </span><span class="hiddenspellerror"><i style="mso-bidi-font-style: normal;">KitchenAid</i></span>,
posem el ganxo que amassa a velocitat 1, i quan ja està tot més lligat pugem a
velocitat 2. Al cap de 5 minuts afegim la llet i ho continuem pastant 20 minuts
més, anant parant la màquina de tant en tant que no s’escalfi.</span></li>
<li><span lang="CA" style="background: #f7f7f7; color: black; font-family: "arial" , "sans-serif";">Finalitzat l’<span class="hiddengrammarerror">amassat</span>,
traiem la massa i fem una bola untada amb una mica d’oli perquè no se’ns
enganxi, i ben tapada amb un drap humit ho deixem reposar unes dues horetes
fins que dobli el seu volum. (si no tenim temps, es pot accelerar el procés
posant-ho al forn a uns 50° una estona...)</span></li>
<li><span lang="CA" style="color: black; font-family: "arial" , "sans-serif";">
<span style="background: #F7F7F7;">Un cop hagi fermentat bé,<span class="apple-converted-space"> </span><span class="hiddengrammarerror">amassarem</span><span class="apple-converted-space"> </span>una estona amb la mà perquè baixi una
mica la massa, i farem uns quants rotllets cilíndrics, per tallar-los a
trossets petits i que ens quedin els bunyols de mida semblant.</span><br />
<span style="background: #F7F7F7;">Un cop ho tenim tallat hem de fer les boles.
Aquestes les hem de compactar, de manera que la massa de dalt passi a la part
de baix (utilitzant la part baixa de la mà i pressionant cap dins la bola<span class="apple-converted-space"> </span><span class="hiddengrammarerror">)</span>.</span></span></li>
<li><span lang="CA" style="color: black; font-family: "arial" , "sans-serif";">
<span style="background: #F7F7F7;">Col·locar totes les boles en safata de forn
(bastant separades, ja que doblaran el seu volum altra vegada), posar el forn a
50° uns 25 minuts.</span><br />
<span style="background: #F7F7F7;">(Mentrestant, es pot anar preparant la paella
on fregirem els bunyols, amb abundant oli de gira-sol.)</span></span></li>
<li><span lang="CA" style="background: #f7f7f7; color: black; font-family: "arial" , "sans-serif";">Un cop han tornat a fermentar els bunyols, toca
fer el forat central. És recomanable posar-se una mica de farina als dits,
perquè no se’ns enganxi la massa, i directe a la paella amb l’oli ben calent.
Al principi sembla que hagin de quedar estranys, però quan es van fregint ja
van quedant ben arrodonits. Aproximadament en un minut i poc ja estan llestos
per les dues bandes.</span></li>
<li><span lang="CA" style="color: black; font-family: "arial" , "sans-serif";">
<span style="background: #F7F7F7;">Sobre un paper absorbent els col·loquem en
treure’ls de la paella, i preparem un vol amb anís “del<span class="apple-converted-space"> </span><span class="hiddengreenerror">mono</span>”,
i un platet amb sucre per l’arrebossada exterior.</span></span></li>
<li>
<span lang="CA" style="background: #f7f7f7; color: black; font-family: "arial" , "sans-serif";">No deixem que es refredin gaire els bunyols.
Els banyarem dins del bol d’anís, i després li donarem el toc final:
l’arrebossada de sucre!!</span></li>
</ol>
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<span lang="CA" style="color: black; font-family: "arial" , "sans-serif";">
<span style="background: #F7F7F7;"></span></span></div>
<div class="MsoNormal">
<div class="separator" style="clear: both; text-align: center;">
</div>
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<br style="mso-special-character: line-break;" />
<span style="background: #F7F7F7;"></span></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: center;">
<span lang="CA" style="background: #f7f7f7; color: black; font-family: "arial" , "sans-serif";">Bon profit!</span></div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-26034879081878792782016-02-20T11:33:00.000+01:002016-02-20T11:33:41.877+01:002016, Any Internacional dels llegums<!--[if gte mso 9]><xml>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfGTOj27J8kwu7SICXIxbyu4Ug1q9beAZvWP0TBjA-z3rtppsD5nC2yQUL-2nH712DOLOsjwzeqp3TnzSuZczWx5RB3sCPpmwtyhJVWuE9lBZNd4RWqPwl_5YML5Cz3R35o0G3gbUCqRMc/s1600/2016-legumbres.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfGTOj27J8kwu7SICXIxbyu4Ug1q9beAZvWP0TBjA-z3rtppsD5nC2yQUL-2nH712DOLOsjwzeqp3TnzSuZczWx5RB3sCPpmwtyhJVWuE9lBZNd4RWqPwl_5YML5Cz3R35o0G3gbUCqRMc/s320/2016-legumbres.jpg" width="320" /></a><i style="mso-bidi-font-style: normal;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;">Anualment es declaren anys internacionals per
donar a conèixer o rememorar fets històrics rellevants amb l’objectiu de crear
i incentivar espais de debat, conscienciar d’algun problema o celebrar algun
esdeveniment.</span></i></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;">En
aquest sentit l'Assemblea Nacional de les Nacions Unides ha declarat 2016
"Any Internacional dels Llegums". La FAO (Organització de les Nacions
Unides per a l'Alimentació i l'Agricultura) considera que aquesta celebració
ajudarà a augmentar el consum de llegums i contribuirà a què cada cop siguin
més les persones que es beneficien de les seves interessants virtuts.</span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-justify: inter-ideograph;">
<i style="mso-bidi-font-style: normal;"><span style="color: #004dbb; font-family: "arial" , "sans-serif"; font-size: 9.0pt;">Resolución aprobada por la
Asamblea General el 20 de diciembre de 2013 [sobre la base del informe de la
Segunda Comisión (A/68/444)] 68/231. Año Internacional de las Legumbres, 2016.<span style="mso-spacerun: yes;"> </span></span></i><span style="font-family: "arial" , "sans-serif";"><a href="http://www.un.org/es/comun/docs/?symbol=A/RES/68/231"><i style="mso-bidi-font-style: normal;"><span style="color: #004dbb; font-size: 8.0pt;">http://www.un.org/es/comun/docs/?symbol=A/RES/68/231</span></i></a></span></div>
<div class="MsoNormal" style="line-height: normal; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;">Els
llegums, és el nom genèric amb què ens referim a les famílies de les mongetes i
els pèsols, les llenties i els cigrons. Són un font barata, deliciosa i
nutritiva de proteïnes. Malgrat els seus grans beneficis, el seu valor
nutricional encara no es prou reconegut i disposant-se d'un centenar de
varietats que poden ser cultivades.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;">Els
llegums estan plens de proteïnes: contenen el doble de les que es poden trobar
al blat i tres vegades més que en l'arròs, un cost cinc vegades més baix que
les mateixes proteïnes en la llet, per exemple. Estan també plenes de
micronutiens, aminoàcids i viamines del grup B; elements clau d'una dieta
saludable.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;">La
quarta part de la producció mundial es fa a l'Índia. Fa un parell d'anys
significava 13'3 milions de tones. Tot i que la producció mundial en els
darrers anys ha augmentat un 20%, el seu consum sembla mantenir una petita,
però suau i constant de disminució any rere any. Els motius i/o causes
s'estimen degudes al canvi cap una dieta més centrada en la carn i el fort creixement
demogràfic, encara que aquest fet afecta de forma molt diferent els països que
tenen la mateixa tendència generalitzada a decréixer.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik_xMv1gZ9uN3F18i7xFVrweMhU2DT8bUcHnDmf1OhyphenhyphenPx2YmdnpYe4sLfz8DHeDPJ-dUKa9XEMWoDLvYqnt4AXVTLUa2k3GFspbAiCB7ZLmu_qMUjBvPWPRwJxPGIgR4TMZI-4K5pvE2H3/s1600/llegums_raons.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEik_xMv1gZ9uN3F18i7xFVrweMhU2DT8bUcHnDmf1OhyphenhyphenPx2YmdnpYe4sLfz8DHeDPJ-dUKa9XEMWoDLvYqnt4AXVTLUa2k3GFspbAiCB7ZLmu_qMUjBvPWPRwJxPGIgR4TMZI-4K5pvE2H3/s400/llegums_raons.jpg" width="400" /></a></div>
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<u><b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;">Projecte educatiu</span></b></u></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;">"La importància dels llegums dins del marc
d’una alimentació saludable i sostenible"</span></b><span style="font-family: "arial" , "sans-serif"; font-size: 9.0pt; line-height: 115%;"> </span><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;">Per
flexionar sobre l’estil de vida i els hàbits de consum dels aliments entre els
infants i promocionar els llegums per la seva riquesa nutricional, l’Agència
Catalana de la Joventut del Departament de Benestar Social i Família, a través de
la Xarxa Nacional d’Albergs Socials de Catalunya (Xanascat), ha creat un
programa educatiu amb temàtica específica per tal que les escoles i els
instituts de Catalunya puguin gaudir d’una proposta innovadora i diferent. </span></div>
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<span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;">La
intenció és que tant els alumnes com els professionals de l’ensenyament tinguin
l’oportunitat de sortir de l’aula, i puguin realitzar aquest programa en els
diferents albergs de la Xanascat.</span></div>
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<br /></div>
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<span style="font-family: "arial" , "sans-serif";"><a href="http://www.xanascat.cat/acjweb/documents/dynfiles/1441358649569fzgp0/Llegums.pdf"><span style="color: black; font-size: 10.0pt; line-height: 115%;">http://www.xanascat.cat/acjweb/documents/dynfiles/1441358649569fzgp0/Llegums.pdf</span></a></span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdTnpELjytT0R3QwjmVW_cnbq_lEYq-aBufRt3AGff76aVdfbtZoIm-pThtORqrDMclLOyVDL8iyuESd2f5fvW6ixd1A0ZbJLOaXC5hJqguwwOvxhYMQGb4hQp8bbxciHfqsS_AehwVmnz/s1600/llegums.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="237" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdTnpELjytT0R3QwjmVW_cnbq_lEYq-aBufRt3AGff76aVdfbtZoIm-pThtORqrDMclLOyVDL8iyuESd2f5fvW6ixd1A0ZbJLOaXC5hJqguwwOvxhYMQGb4hQp8bbxciHfqsS_AehwVmnz/s400/llegums.jpg" width="400" /></a></div>
<span style="color: black; font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;"></span><br />
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;"></span><br />
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;"><b><span style="color: black; font-family: "arial" , "sans-serif"; font-size: 10.0pt; line-height: 115%;">Eduard
Garcia-Luengo</span></b><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;"></span></span></div>
<span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;">
</span><span style="font-family: "arial" , "sans-serif"; mso-fareast-font-family: Arial;">
</span>El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-66800708186209983192016-01-28T10:20:00.000+01:002016-02-20T11:27:24.563+01:00HISTÒRIES INCREÏBLES. LA FANTÀSTICA SERP PELUDA DE LES PILES<!--[if gte mso 9]><xml>
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<![endif]--><span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">Ja fa molts anys que no sento parlar
ningú de la serp peluda. Que se’n deu haver fet!<span style="mso-spacerun: yes;"> </span>És que potser s’ha mort? O potser ha retornat
a la terra de Babilònia, que és d’on procedeixen<span style="mso-spacerun: yes;"> </span>aquestes serps i on retornen quan ja són
velles. Així doncs és possible que s’esmunyís per la Rasa de les Piles i seguís
el Gaià avall fins arribar a la Mediterrània i cap a Babilònia s’ha dit. Un
trajecte molt llarg, no us sembla?</span><br />
<br />
<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/AVvXsEhCiK4ohp7T_ZNZ6iHNuosmtRtAl3bjbo8Yy4Va6dqB-VoYt4yBRPKdHetYko_fXlTEUCe4Yrj1Ztk0EKkaGb944qquMzJtO9tFaB7Hqsj_qAoGUxFUIYu8XKNFqpCz1JkaUyTNSfK5eNQ8/s1600/serp+peluda.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="283" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCiK4ohp7T_ZNZ6iHNuosmtRtAl3bjbo8Yy4Va6dqB-VoYt4yBRPKdHetYko_fXlTEUCe4Yrj1Ztk0EKkaGb944qquMzJtO9tFaB7Hqsj_qAoGUxFUIYu8XKNFqpCz1JkaUyTNSfK5eNQ8/s400/serp+peluda.jpg" width="400" /></a></td></tr>
<tr align="right"><td class="tr-caption"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Il·lustració de Joan Ballabriga Clarasó</span></span></td></tr>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">Quan jo era petit em deien que no
anés al capdavall del camí de l’Horta perquè hi havien vist una gran serp
peluda, molt llarga i tan gruixuda com la cuixa d’un home. Es veu que algú
altre n’havia trobat la pell de muda i que era tan i tan grossa (1)! Deien que
el seu cau era una a<span style="font-family: "arial" , "sans-serif";">b</span>ulló que encara hi ha en aquell lloc. I els pares
insistien a tota la jovenalla que no ens acostéssim a aquest indret perquè ens podria
sortir aquesta serp, se’ns entortolligaria al cos i ens esclafaria com a
cuques. </span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">Però la canalla no sempre és
obedient i menys quan et comencen amb prohibicions (no facis això, no facis
allò). Jo recordo que, amb alguns companys, havíem anat a veure, encara que fos
una mica de lluny, la famosa serp peluda, però mai vam estar de sort. O potser
va ser sort, <span style="mso-spacerun: yes;"> </span>precisament, el fet de no
veure-la perquè es veu que aquesta mena de serps en tenen prou amb mirar-te i
paralitzar-te a l’instant i quan passava això ja havies begut oli.</span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">Les serps peludes també són anomenades
serps de cabellera perquè és al cap on tenen la major part del pèl, també en
tenen de més esclarissats a tot el llarg de l’esquena.</span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">Però abans de continuar amb el
relat, ens cal aclarir una cosa. Aquestes serps (potser n’hauríem de dir
serpents) no són una raça especial doncs diuen que a totes les serps, a partir
dels set anys, ja els comença a sortir pèl pel cos. Aleshores tornen a la terra
de Babilònia i allí conspiren contra els humans. Per això hi ha un conjur, que
serveix per allunyar les serps, que diu així: “Serp serpònia, vés a la terra de
Babilònia; si no te n’hi vas, et rebentaràs”.</span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">Aquestes serps deuen ser aquàtiques
doncs, bo i sempre, les trobem a la vora de rases, pous i fonts. Tant és així
que en algunes rondalles el que semblava una font, en realitat, era una serp
que treia aigua per la boca, per això hi ha brocs de fonts que tenen forma de
serp, de drac o d’algun ésser monstruós (2). Per aquest motiu, en català antic,
de les aixetes també en deien grifó(3). També diuen que són guardianes de
tresors amagats i que, entremig de la cabellera o dins del cap, tenen una
“pedra de serp”, que és un gran brillant i que qui l’aconsegueixi gaudirà, per
sempre més, d’una inacabable fortuna.</span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">Hi ha qui diu que aquestes serps
peludes podrien ser les serps verdes (Malpolon monspessulanus), que són les més
grosses que hi ha a Catalunya. Poden arribar a fer, excepcionalment, fins a
2,55 cm i poden viure més de 15 anys. Quan es fan velles, se’ls enfosqueix tota
la part superior del cos, des del cap i seguint tot el llom. Això fa que
sembli<span style="mso-spacerun: yes;"> </span>que tinguin pèl (almenys això és
el que diuen), més que res, per la sorpresa i la rapidesa que produeix aquesta
serp quan et surt de sobte.</span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">Aquesta creença sobre aquestes serps
amb pèls<span style="mso-spacerun: yes;"> </span>és força estesa ja que n’hi ha
en altres llocs de Catalunya, a València, l’Aragó, Andalusia, Galícia i qui sap
si a tota la Península Ibèrica.</span></div>
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<br />
<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">Tot plegat són restes de mites
antiquíssims, retalls de memòria d’antics ritus de religions perdudes.
Segurament que al darrere s’hi amaguen cultes a la Gran Mare. La serp era un
dels símbols que representava aquesta Dea, se la considerava <span style="mso-spacerun: yes;"> </span>immortal doncs quan es muda de la seva pell,
es regenera i reneix de nou. Era la transmissora de l’energia vital i portadora
de la vida i de la mort i, a més, era la garant que el Cicle Etern de la Natura
es mantindria per sempre més.</span></div>
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<b><span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">Josep Ballabriga Clarasó</span></b></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;"><span style="mso-spacerun: yes;">
</span></span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">(1)Quan ens deien això de la serp,
la canalla no ens ho acabàvem de creure perquè sempre preguntàvem qui l’havia
vista o qui havia trobat la seva pell ja que la volíem veure, però, aleshores,
ja sortien les excuses i les evasives i, al cap i a la fi, no en trèiem aigua
clara. Nosaltres sospitàvem que era una excusa perquè no anéssim a la rasa a
banyar-nos en algun toll ja que els tolls eren molt perillosos doncs a cada
toll hi havia un xuclador que, tot i que sabessis nedar una mica, et xuclava,
irremissiblement, cap al fons. Això dels xucladors tampoc no ho vèiem prou
clar, però això rai, sempre hi havia algun amic, tres o quatre anys més gran
que tu, que et demostrava que sí, que era veritat que engolien els qui s’hi
banyaven. Et deia, tot i tirant una pedra al toll, mentre aquesta s’enfonsava
directament al fons: -Ho veus com baixa com si fes un remolí?- i jo li
contestava que no era veritat. I ell insistia un altre cop: -Mira, fixa-t’hi
bé- i tornava a tirar la pedra. I això unes quantes vegades. Fins que a la fi,
cansat de veure sempre el mateix, li deies que sí, que ara sí que veies com el
toll la xuclava. Quan arribava aquest moment, et donaves compte que t’havies
après la lliçó i ja podies aplicar el teu coneixement a qualsevol altre nano innocent
més petit que tu. </span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">De la perillositat d’aquests tolls i
de les basses dels molins en tenim uns quants testimonis. Veiem-los:<span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span></span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">- El dia 1 de febrer de 1857, van trobar
ofegada, a la bassa del molí Nou de Sant Gallard, Maria Prats, muller de Vicenç
Vivó, <span style="mso-spacerun: yes;"> </span>els dos veïns d’aquest poble. Es
desconeix si la seva mort va ser a causa d’un accident, de suïcidi o
assassinat.</span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">- El 26 de maig de 1861, va morir
ofegat, al molí de la Torre (o molí Nou) de sant Gallard, un noi de Santa
Coloma de Queralt de 14 anys. Es deia Jaume Cortadellas Morera. Havia anat a
banyar-se a la bassa d’aquest molí, amb d’altres companys colomins, i es veié
arrossegat pel remolí del cacau.</span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">- El dia 1 de setembre de 1884, moria
ofegat, a la bassa del molí de Biure, Jaume Cases Ramon. Era de Santa Coloma de
Queralt i tenia 11 anys.</span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">El dia 12 de setembre de 1887, moria
ofegat, al Barranc de les Piles, Joan Comas Cots. Era de Sarral i tenia 11
anys.</span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">- El mes de març de 1924, moria
ofegada, a la Riera de les Bassetes al terme de Biure, una dona de 54 anys. No
en puc donar més informació, sobre aquest cas, ja que la Llei de Protecció de
Dades de Caràcter Personal de l’any 1999 no ho permet.</span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">(2) A l’Apocalipsi (Ap. 12), parlen
de “la serp antiga”, diu així: “La serp va vomitar per la boca aigua com un riu
darrere la dona, per fer que la riuada se l’emportés; (…)”</span></div>
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<span lang="CA" style="font-family: "arial" , "sans-serif"; mso-ansi-language: CA;">(3) Els grifons són animals
fabulosos que, generalment,<span style="mso-spacerun: yes;"> </span>tenen la
part anterior del cos en forma d’àguila i la part posterior de lleó. No obstant,
hi ha altres combinacions. A voltes, el cap també pot ser de voltor o de lleó.
També pot tenir cresta o orelles de cavall. I també el trobem representat amb
aletes de peix i/o cua de serp. Amb aquestes descripcions volem fer notar que
aquests éssers híbrids, acostumen a tenir el cos cobert de plomes, pèl<span style="mso-spacerun: yes;"> </span>i/o escates (les plomes i les ales feien al·lusió
al món aeri o celeste, els pèls als mamífers terrestres i les escates, si eren
de peix, simbolitzaven el món marí i, si eren de rèptil, al món subterrani). I
tornant a la serp peluda, recordem que el seu cos és cobert d’escates de
rèptil<span style="mso-spacerun: yes;"> </span>on hi creixen pèls de mamífer.
Possiblement, aquest bestiari monstruós sigui les restes d’antigues
reminiscències del culte a la Gran Mare, deessa del cel i de la terra i, també,
del món subterrani.</span></div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com1tag:blogger.com,1999:blog-2855307119761886985.post-340438028372523912015-10-20T18:56:00.004+02:002015-10-21T21:06:51.636+02:00SANTA COLOMA DE QUERALT, LA TERRA DELS ESCURÇONS<!--[if gte mso 9]><xml>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Des de temps antics la vila de Santa
Coloma de Queralt la trobem vinculada amb la caça i comerç d’escurçons, que com
veurem en aquest article, eren usats per elaborar els “trocics”, que eren unes
pastilles medicinals que formaven part de la <i style="mso-bidi-font-style: normal;">triaga magna</i>. <span style="mso-spacerun: yes;"> </span></span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Ja ho deia en Pere Gil, l’any 1600 a
la seva Geografia de Catalunya… Al Cap. XIV, que parla “De las herbas
aromaticas y medicinals…”, parlant de l’herba escurçonera, ens diu el següent:
“<i style="mso-bidi-font-style: normal;">Cull se esta herba escorçonera en moltas
parts de Cathaluña: Pero lo lloc ahont se troba millor y en mes abundancia es
en Sancta Coloma de Queralt y sa comarca. Y dire aquí una cosa la qual yo he
considerada, y crec que molts la hauran advertida y es, que en lo terme de Sta.
Coloma se troban moltissims escurçons los quals son molt verinosos, y algunas
vegadas pican y matan ò danyan notablemente: Contra estos escurçons, y lo veri
que dells proceeyx quant pican, es la herba Escurçonera; y esta señyalada en
aquella terra la divina providencia y misericordia; que havent alli com<span style="mso-spacerun: yes;"> </span>y ha tants escurçons, estigues tota aquella
terra plena de herba escurçonera; per à que los homens alli piccats dels
escurçons, se remediassen en continent abla escurçonera: y en lo mateyx lloc
ahont era lo veri y lo mal se trobas lo remey i la medicina” </i>(1).</span></div>
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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/AVvXsEiGf_48WcGTlgE8E6_6w9SB4Nfo_o1gyeUBTR0JTwhLYAhswVtLAkBbCKDbnFE7OGwg9RINKMscBm0HgR22RYVpgyTJacwYLJwKDOMopEkhZn-HrzBZ5y3JpQB3gXUIj7fIoYE_0FqlPeCc/s1600/Scorzonera+hispanica+1.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/AVvXsEiGf_48WcGTlgE8E6_6w9SB4Nfo_o1gyeUBTR0JTwhLYAhswVtLAkBbCKDbnFE7OGwg9RINKMscBm0HgR22RYVpgyTJacwYLJwKDOMopEkhZn-HrzBZ5y3JpQB3gXUIj7fIoYE_0FqlPeCc/s320/Scorzonera+hispanica+1.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">Scorzonera hispanica</span></span></td></tr>
</tbody></table>
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Però a quina planta es refereix Pere
Gil, quan parla de l’herba escurçonera?<span style="mso-spacerun: yes;">
</span>A la comarca hi ha dues plantes que es feien servir per guarir-se de les
picades dels escurçons, encara que a la pràctica no eren de cap manera
efectives per aquest menester. Tot plegat es tractava d’una creença que es
basava en la teoria del signe (2). La planta de què parla en Gil, és
l’escurçonera (Scorzonera hispanica), doncs<span style="mso-spacerun: yes;">
</span>ell mateix ens descriu les parts de la planta que s’aprofitaven<i style="mso-bidi-font-style: normal;">”Raels y fullas de herba Escurçonera…se
estillan y fan ayguas medicinals les quals serveyxen per à fer ayxerops…la
aygua Escurçonera es una preciosa y excellent aygua per à Bascas, y para temps
de Pestilencias;…acut al cor y lo fortifica,…y causa gran alivio y sossego en
las entrañas”.</i> I també explica que molta aigua i conserva d’escurçonera era
enviada a Itàlia, on era molt apreciada per gent principal, com cardenals,
prelats, prínceps, cavallers i gent noble i rica. Aquesta planta té una arrel
d’uns 20 a 30 cm de llargada, i amb un gruix de 3 a 4 cm de diàmetre. Com que
aquesta arrel d’un color entre gris i negre i recoberta a més d’escames
recordava la forma d’un escurçó (recordeu la teoria del signe) es feia servir
el suc d’aquest rizoma per curar de les picades de vibra i d’altres animals
verinosos.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_B0xvcGkh0CfEqiWatNK0yGw5ag3n_bpjD66xljuLXuky4_OtebLquU84XbpVUXcPRg0BARrAWrUmXiVFQyO76el9QOu9apmaz125Hh23GlpxoJtilw_XQtIO6t5lc7tK22D0NvUcSrnE/s1600/Arrels++scorzonera+hispanica-001.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_B0xvcGkh0CfEqiWatNK0yGw5ag3n_bpjD66xljuLXuky4_OtebLquU84XbpVUXcPRg0BARrAWrUmXiVFQyO76el9QOu9apmaz125Hh23GlpxoJtilw_XQtIO6t5lc7tK22D0NvUcSrnE/s320/Arrels++scorzonera+hispanica-001.JPG" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: x-small;">Arrels de Scorzonera hispanica</span></span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1XjUA3iLnJn4ZL8E68GM-bTOPBWl7xfr83gzHr2XR34T38q5HMYp4Y06aSg0g8p1_VmX1ZChpZUN7ZUtaRJ4Cp9b22CfmFD7z2YokleB0K6p5Qrxg9ZDwHoY9GDzCa02n7srw6rtDcA1X/s1600/Echium+vulgare+-.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1XjUA3iLnJn4ZL8E68GM-bTOPBWl7xfr83gzHr2XR34T38q5HMYp4Y06aSg0g8p1_VmX1ZChpZUN7ZUtaRJ4Cp9b22CfmFD7z2YokleB0K6p5Qrxg9ZDwHoY9GDzCa02n7srw6rtDcA1X/s320/Echium+vulgare+-.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Echium vulgar </span></span></td></tr>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">L’altra planta que també es feia
servir contra les picades d’escurçons i altres animals verinosos, era l’herba
viperina o herba del vibre, Alcover-Moll la cita com a herba viborera o herba de
la vibora, que és com també es deia popularment, encara que de forma
castellanitzada. Aquesta planta estava assenyalada amb la doctrina del signe
per totes bandes (llevat de l’arrel, com l’anterior). Per començar, la
disposició de les flors al llarg de la tija, recorden a una serp caragolada; la
mateixa tija està tota tacada de puntets negres; la corola de la flor, sembla
un cap de serp i el pistil bífid que li sobresurt, ens recorda<span style="mso-spacerun: yes;"> </span>a la seva llengua; i encara les llavors
semblen caparrons d’escurçó. Amb tants senyals indicatius, els antics van
interpretar (com ja hem dit) que aquesta herba servia per curar de les picades
dels escurçons. Ah, no ens oblidem del nom científic: Echium vulgare subs.
argentae, i és molt abundant.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">LA CAÇA D’ESCURÇONS A SANTA COLOMA</span></b></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">No se sap des de quan els escurçons
de l’Alt Gaià eren caçats per utilitzar-los per fabricar la triaga magna. Tampoc
no se’n sap gran cosa de la tècnica que feien servir els colomins per caçar
escurçons, ni tampoc si n’eren les dones les veritables caçadores. </span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Als pobles de Vilafranca i
Castellfort a Castelló, per exemple, eren les dones les encarregades de caçar
els escurçons i col·locar-los en unes cistelletes o senalles expresses per
portar-los i més endavant vendre’ls als apotecaris, els quals després en feien
trociscs que feien cap a València on s’elaborava la triaga magna.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Sigui com sigui, a Santa Coloma i
rodals, en pic passaven els freds de l’hivern, cap el mes de març, els
escurçons eren caçats en grans quantitats i venuts als apotecaris de la vila,
que en feien “trocics”.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">ELS “TROCICS”</span></b></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Aquesta paraula ens ve del grec i
vol dir rodeta. S’aplicava amb el valor de “pastisset de mel en forma de roda”.
Dioscòrides al segle I d. C., ja la va fer servir per nominar a una “pastilla
amb substàncies medicinals”.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiT_By1qKBuJ4NABmQ8vy_kejhpc0wW07o-FSM-5hJ9tJ84u4JGe7L7QGgXYVH1LVQxA1tILaUZAMjXK3hyiQSR4xBkr5cy9e12bk2ydpnrDlAXzmOF8_06npTxc0TphZukzS9JDz3oMw8D/s1600/Trocisquera-signat.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/AVvXsEiT_By1qKBuJ4NABmQ8vy_kejhpc0wW07o-FSM-5hJ9tJ84u4JGe7L7QGgXYVH1LVQxA1tILaUZAMjXK3hyiQSR4xBkr5cy9e12bk2ydpnrDlAXzmOF8_06npTxc0TphZukzS9JDz3oMw8D/s320/Trocisquera-signat.jpg" width="219" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;">Fent "trocics"</span></span></td></tr>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Els “trocics” o “troquics” eren,
doncs, unes pastilletes que adoptaven diferents formats, més aviat irregulars.
N’hi havia de moltes formes, de cub o de rodeta, de panet o pastisset, de rodons,
d’oblongs, de gra de civada, etc. Però potser el que es va fer més habitual, va
ser el de forma cònica. </span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">El de forma cònica el feien amb un senzill
aparell que consistia en un embut, que estava encaixat en una anella enganxada
a un mànec suportat per un peu, el qual s’acollava damunt d’una taula.
Aleshores donant petits cops al mànec, es feien caure petites porcions de
pasta, que un cop assecada es convertia en els “trocics”. </span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">N’hi havia unes vint-i-quatre varietats
d’aquesta mena de pastilles. N’hi havia de safrà, de violetes, de roses,
d’absenta, de marfil cremat, etc. Però nosaltres el que farem és parlar-vos
dels “trocics” d’escurçons.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Segurament que aquests “trocics” <span style="mso-spacerun: yes;"> </span>els feien a Santa Coloma mateix, perquè els
escurçons allí caçats no podien estar retinguts gaire temps, doncs, segons es
creia al tenir-los tancats, s’enrabiaven tant, que els augmentava la concentració
de verí.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">COM ES FEIEN ELS “TROCICS” D’ESCURÇONS</span></b></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Hi havia diferents fórmules o
maneres de fer aquesta mena de pastilles. Vegem-ne unes quantes.</span></div>
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<li class="MsoNormal" style="mso-list: l0 level1 lfo1; text-align: justify;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Segons
Nicolau, els “trocics” que formaven part de la triaga de Galè,
s’elaboraven d’aquesta forma: <i style="mso-bidi-font-style: normal;">Pren escurçons
joves, d’un pam de llarg, que tinguin ulls rojos, llengua mòbil i banyons
al cap, semblants a grans de blat. Talla’n el cap i la cua, que deuen
amidar tres dits, i de la resta, la part del mig, en treus els intestins i
la pell. Renta-ho unes quantes vegades amb aigua dolça fins que aquesta
surti clara i després ho cous amb aigua fins que les espines se separin de
la carn. Treu les espines, trinxa bé la carn en un morter, i barreja-la
amb el seu pes de farina d’erb o pa africà finament polvoritzat, desfent-ho
amb el suc de la cocció, i en fas “trocics” que pesin un sou, i ràpidament
els asseques a l’ombra.</i></span></li>
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<li class="MsoNormal" style="mso-list: l0 level1 lfo1; text-align: justify;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Una
altra fórmula semblant, però amb algunes variants, és com segueix: <i style="mso-bidi-font-style: normal;">Ens saltarem el primer apartat que ens
descriu com han de ser els escurçons, indicant però, que han de ser femelles.
Assoteu-los ben fort amb vares fines i talleu-els-hi de cop el cap i la
cua, que mesuraran cadascun uns quatre dits, i deixeu que flueixi la sang,
sacsegeu-los bé fins a dessagnar-los del tot. Després s’espellen i en traiem
les vísceres, sobre tot la fel, renta-la amb aigua i sal, fins que l’aigua
surti ben clara. Després de trossejar-la, la feu bullir dins d’una olla
nova o d’estany, amb foc viu de carbó d’alzina, en aigua dolça, sal,
rametes d’anet i una mica d’oli comú, fins que les espines es separin de
la carn. Llenceu les espines i espremeu bé la carn i tritureu-la ben fina
en un morter de marbre o de mola, barregeu-ho tot amb farina de guixó
negre o amb rel de ciclamen diluïda amb una mica del mateix brou i, unteu-vos
les mans i els dits amb bàlsam i en feu “trocics” fins, d’un dracma i mig,
els quals s’han d’assecar a l’ombra damunt d’un sedàs, remenant cada hora,
evitant sobretot que no els hi toqui mai el sol, doncs els faria perdre
tot el poder curatiu. Guardeu-los en un recipient de vidre. Es conserven
un any.</i></span></li>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Aquestes dues fórmules eren les
tradicionals per fer els “trocics” a l’edat mitjana, però a partir del segle
XVII es va preferir de fer servir la carn d’escurçó reduïda a pols, ja que es
creia que en conservava millor les seves propietats medicinals. </span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Vegem-ne algunes fórmules mitjançant
aquest nou procediment:</span></div>
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<li class="MsoNormal" style="mso-list: l0 level1 lfo1; text-align: justify;"><i style="mso-bidi-font-style: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">S’agafaven els escurçons quan aquests estaven més
vigorosos, se’ls hi tallaven els caps i les cues i els treien la pell i
les tripes. Llavors els cossos, els cors i els fetges es rentaven amb vi i
es posaven a assecar a l’ombra. I ja un cop ben secs se’n feien pólvores
finíssimes, què es guardaven en pots de vidre ben tapats. Aquestes pólvores
es podien fer servir directament per elaborar la triaga magna, o també
se’n podien fer “trocics”. Per fer-los es prenia d’aquesta pols seca, i es
feia una pasta amb vi, i una mica de goma aràbiga o quitrà. Després es
feien assecar a l’ombra.</span></i></li>
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<li class="MsoNormal" style="mso-list: l0 level1 lfo1; text-align: justify;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Una fórmula
de l’any 1793, és com segueix: <i> <span style="mso-spacerun: yes;">S</span></i><i style="mso-bidi-font-style: normal;">’agafen pólvores d’escurçons i es barregen
amb la suficient quantitat de mucílag de tragacant fet amb vi d’Espanya i es
forma una massa que es divideix en “trocics”. Després es fan assecar i es
recobreixen dues o tres vegades amb una dissolució de bàlsam de la Meca
preparat amb esperit de vi; es deixen assecar un altre cop i es guarden convenientment
per al seu ús.</i></span></li>
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<li class="MsoNormal" style="mso-list: l0 level1 lfo1; text-align: justify;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">També
s’havien fet “trocics” amb les tripes dels escurçons, barrejades amb
mucílag de goma de tragacant i vi blanc; després s’untaven amb bàlsam
peruvià negre.</span></li>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Els “trocics” es recobrien
d’opobàlsam (bàlsam de Judea), el qual formava com un vernís o crosta
protectora, que evitava l’atac d’insectes, àcars i fongs.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Aquests preparats es feien servir
tan internament com externament per guarir de diverses malalties de la pell,
contra les mossegades d’escurçons i altres animals verinosos, en malalties
contagioses, pestilents i malignes. Eren sudorífics, vigoritzants i purificaven
la sang. També anaven bé per combatre el xarampió i la verola. Quan calia
usar-los externament, es desfeien en una mica <span style="mso-spacerun: yes;"> </span>d’aigua o vi i aleshores es col·locava aquesta
pasta damunt de la part afectada que es tapava amb una cataplasma.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Aquests “trocics” d’escurçons _com hem
vist_ eren un ingredient imprescindible per fabricar la triaga magna _almenys
la primitiva triaga_. Quan el seu destí era aquest medicament, només calia
barrejar-los amb la resta d’ingredients.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Com hem vist, els “trocics” havien
de tenir un pes determinat, a més quan havien estat fets amb escurçons procedents
de Tir, calia que estiguessin segellats convenientment pel Col·legi
d’Apotecaris corresponent.</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">ELS ESCURÇONS DE SANTA COLOMA DE QUERALT</span></b></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Corria l’any 1493, i a Barcelona els
protometges de Ferran el Catòlic van imposar als elaboradors de la triaga magna
(“triagers” i apotecaris) l’obligació de preparar els “trocics” amb escurçons
importats d’Egipte, provinents però de Tir, a l’antiga Fenícia. Tots els que
incomplissin l’anterior acord, corrien el risc de ser sancionats amb multes que
podien arribar als 1000 florins.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmOXlFot5OH4bE4NhaKZnrrdY-pZO-DZQNxyZTcGyCFJ0fXQdVxrGqUvxBjnS-aKZXwKIGYzWGfxsrZqipoHkp6FKHO_MqhAyW82sgQRFzY5DMgQ5nG4qI47xMz5vEy4OoBWLpzuDeG_Pb/s1600/Escur%25C3%25A7%25C3%25B3+Ib%25C3%25A8ric+-Vipera-latasti-nigricaudata.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="272" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmOXlFot5OH4bE4NhaKZnrrdY-pZO-DZQNxyZTcGyCFJ0fXQdVxrGqUvxBjnS-aKZXwKIGYzWGfxsrZqipoHkp6FKHO_MqhAyW82sgQRFzY5DMgQ5nG4qI47xMz5vEy4OoBWLpzuDeG_Pb/s320/Escur%25C3%25A7%25C3%25B3+Ib%25C3%25A8ric+-Vipera-latasti-nigricaudata.jpg" width="320" /></a></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Desconeixem, si els apotecaris van
fer gaire cas d’aquest mandat, qui ho sap. El cert és que els dolia el no poder
fer ús dels escurçons del país, doncs sortien molt més econòmics. L’any 1548
els cònsols del Col·legi d’Apotecaris de Barcelona van tractar aquest tema tant
delicat. Per una banda volien complir amb el seu deure i fer el millor per a la
professió, i per l’altra volien evitar de ser multats. Per tant, després de les
pertinents consultes polítiques i mèdiques es va sol·licitar _a l’autoritat
pertinent_ que se’ls concedís autorització per poder utilitzar escurçons de la
terra per fer els “trocics”, preferentment els caçats a Santa Coloma de Queralt
_segurament que això és el que ja es feia normalment des de qui sap quan_. Aquesta
petició va ser acceptada per Reial Consell i d’aleshores ençà es va permetre
que es fessin servir escurçons autòctons per a elaborar la triaga magna. El col·legi
delegava en alguns apotecaris la confecció dels “trocics” sobre el terreny. Per
tant, cada any, a petició dels metges, es desplaçava a Santa Coloma una “vuitena”
d’apotecaris per controlar tot el procés (3).</span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">SOBRE EL VERÍ DELS ESCURÇONS</span></b></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Hipòcrates (aprox. 460-370 a. C.) ja
ho havia dit prou clar quan parlà de les propietats dels escurçons, doncs
comentava: <i style="mso-bidi-font-style: normal;">Que si se’ls condimenta d’una
determinada manera, es converteixen en aliment; si d’una altra en medicament</i>.
I de fet la carn d’escurçó s’havia consumit força al llarg dels segles,
segurament com la de qualsevol altra serp, sinó més.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Però per consumir-la calia
preparar-la d’una determinada manera, que consistia en cuinar-la o dessecar-la,
i així perdia part del seu verí. Algunes parts del seu cos com el cap i la cua,
les espines i la fel, eren rebutjades, doncs es creia que era on es concentrava
la major part del verí. Curiosament, el cap i la cua dessecats i triturats, es
feien servir com a contraverí, a més de cardíac, febrífug i sudorífic.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Diuen que totes les masses fan mal i,
per tant, quan es caçaven els escurçons _que com hem vist havien de ser
femelles_ s’havia de vigilar molt que no estiguessin prenyades, doncs aleshores
eren molt més verinoses perquè s’hi afegia el verí de les cries. També se les
fustigava ben fort, perquè el verí es concentrés als extrems del seu cos.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">I bé, em sembla que ja us he
empatxat prou amb tants “trocics”, escurçons i triaga. En un pròxim capítol,
però, parlarem de com s’elaborava la triaga magna. De moment deixem-ho aquí.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;"> </span><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Josep Ballabriga Clarasó.</span></b></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">(1) En termes semblants s’expressava
l’any 1610 l’historiador valencià Gaspar Juan Escolano en la seva obra <i style="mso-bidi-font-style: normal;">“Decada primera de la Historia de la
insigne<span style="mso-spacerun: yes;"> </span>y coronada ciudad y Reino de
Valencia</i>”. Parlant del poble de Vilafranca a 50 quilòmetres de Morella, ens
explica que les dones van amb unes cistelletes a caçar escurçons per compte
dels metges, per elaborar la triaga. I diu així: <i style="mso-bidi-font-style: normal;">“Parece que el cielo se mirò de armarle contra todo genero de veneno,
pues contra el de las mordeduras, de las dichas vivoras, puso a vista dellas la
cordial escursonera… en otras provincias, la llaman yerba Española”</i>… i
citant al metge i naturalista, estudiant de botànica Mattioli, que es veu que
va ser el primer en descriure’n les seves propietats antiverinoses. </span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Ens explica que es van descobrir les
seves virtuts d’aquesta forma: Un cavaller natural de Lleida tenia segadors
llogats treballant al seu tros, i sembla ser que alguns van ser mossegats per
escurçons. Van tenir la sort, però, que entre ells, també hi treballava un
esclau del dit cavaller, que era “Moro de Berberia” i tenia coneixements sobre
les propietats de l’escurçonera, què havia adquirit a l’Àfrica.Com que havia
vist que aquesta planta, també creixia a Catalunya, dissimuladament en va anar
a arrencar, i en va extreure el suc de les arrels, que va fer beure als
enverinats. Instantàniament van ser curats.</span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">(2) La teoria del signe o doctrina
de la signatura, fa referència a la creença que les plantes porten uns senyals
externs que ens indiquen o ens avisen de les seves propietats curatives o
tòxiques. Pot ser el seu aspecte, la forma, la disposició de les tiges, les
fulles, les flors, o petites taques. Poden ser els colors, les olors, etc. </span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Aquesta teoria està ben arrelada en
la consciència popular ja des de la més remota antiguitat. Ja ho deia
Hipòcrates “Similia Similibus Curatur”, és a dir “El semblant serà curat pel
semblant”. Galè i Plini el Vell també eren partidaris o seguidors d’aquesta
doctrina.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">El cristianisme també es va fer seva
aquesta creença, doncs creia que tot plegat no era pas fruit de l’atzar, sinó
que la mà del Creador, va posar aquests senyals a disposició de la humanitat.
Només calia saber-los interpretar.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">És clar, però, que els científics
diuen que aquesta teoria només és una superstició, i que si hi ha algunes coincidències
segurament són degudes a l’atzar.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">(3) És ben curiós que el Col·legi
d’Apotecaris de Barcelona, sol·licités expressament al Reial Consell, escurçons
procedents de Santa Coloma per tal d’elaborar la triaga magna.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">D’aleshores ençà, Santa Coloma
aconseguí el monopoli del comerç d’escurçons arreu del Principat. Aquesta vila a
l’estar situada en una important cruïlla de camins rals (aquí hi confluïen els
camins d’Igualada, Calaf, Cervera, Montblanc, la Llacuna…), on connectaven un
feix de comunicacions que unien la Mediterrània i <span style="mso-spacerun: yes;"> </span>l’interior de la Península Ibèrica i, a més,
era un via de pas habitual entre França i l’Àndalus. També era un important
centre de <span style="mso-spacerun: yes;"> </span>transhumància, amb quatre
fires anuals i amb un mercat safraner d’anomenada. Des dels segle XIII que hi
ha constància d’una important comunitat jueva. El mercat i les fires colomines
propiciaven que metges i cirurgians hebreus i cristians es relacionessin i tinguessin
una estreta unió amb els que habitaven la vila. Als segles XIV i XV, hi ha
constància que metges i cirurgians de Balaguer, Barcelona, Cervera, Falset,
Hostalric, Igualada, la Llacuna, Montblanc, Pons, Tarragona, Valls, es posaven
en contacte i intercanviaven informació amb els acreditats metges jueus i
cristians de Santa Coloma. Fins i tot ens consta al segle XIV, <span style="mso-spacerun: yes;"> </span>la jueva na Floreta ça Noguera que exercia de
metgessa i llevadora a la vila. Cada comunitat disposava dels seus respectius
hospitals. Els apotecaris hi tenien les seves botigues on confeccionaven els
seus preparats farmacològics. L’any 1593 a Santa Coloma ja hi havia farmàcia.
Segurament que tot plegat degué <span style="mso-spacerun: yes;"> </span>influir
alhora de prendre la decisió de que aquesta vila tingués l’exclusiva sobre el
comerç <span style="mso-spacerun: yes;"> </span>d’escurçons.</span></div>
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El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com2tag:blogger.com,1999:blog-2855307119761886985.post-17368031606059532712015-10-08T08:37:00.000+02:002015-10-08T08:46:47.856+02:00PREGÓ DE LA FESTA MAJOR DE LES PILES 2015<br />
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">ACTE SACRAMENTAL INFERNAL AMB
VERSOTS A LA COMUNITAT</span></b></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">(PREGÓ DE LA FESTA MAJOR DE LES PILES 2015)</span></div>
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<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">Introducció</span></i></div>
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<br /></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">LLUCIFER:</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO4Vq8esMqV6Hzkf01nukGcoqnA5l0sAJ59XM9t4oaeXSpC2L8kdIxCgswJDYefGZbkr75tkIkleubW9qirrv7Li-lPtNtkvE3mWifBQgxXPuOjD1qojrr8G_-oJLEIQVwg37aRUtMjKsa/s1600/DSC09967.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO4Vq8esMqV6Hzkf01nukGcoqnA5l0sAJ59XM9t4oaeXSpC2L8kdIxCgswJDYefGZbkr75tkIkleubW9qirrv7Li-lPtNtkvE3mWifBQgxXPuOjD1qojrr8G_-oJLEIQVwg37aRUtMjKsa/s400/DSC09967.JPG" width="400" /></a></div>
<br />
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">Estimats convilatants,</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">Convidats i visitants,</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">la Festa Major ha arribat</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">i aquí ens hem presentat.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">Hi ha pocs dies que els diables</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">De l’infern puguem sortir</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">I ara que s’acaben les vacances</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">Us acabarem de rostir!</span></div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">DIABLESSA:</span></div>
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<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">No hem estat pas convidats</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">més que pels vostres pecats</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">que en són un bon grapat</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">i això ens ha ben despertat.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">Sí espilencs i espilenques,</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">aquí sempre n’hi ha de fresques</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">i tantes són les vanitats</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">que en quedareu tots retractats!</span></div>
</div>
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
<br />
<div class="WordSection2">
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<i style="mso-bidi-font-style: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">Versots</span></i></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">L’AJUNTAMENT DE LES PILES</span></div>
</div>
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
<br />
<div class="WordSection3">
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Heu sortit per televisió,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">teniu l’aigua malament.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Tot per culpa de la gestió </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">d’aquest nou ajuntament.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Que si nitrats que si sulfats</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">no serveix ni per rentar els plats.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">L’Ajuntament en culpa l’ACA</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">per mantenir els vots a la butxaca.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I amb els forats dels carrerons</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">ai qui es posi uns bons talons!</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Podeu tenir un fort accident</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">i quedar-vos sense cap dent!</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Aquest ajuntament sí que mola...</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">N’hi ha un que sempre vola,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">un pagès de cap de setmana</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">i la Tosquella que sempre mana.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">El Sr. alcalde i el tinent</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">diuen que ja van fent.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Però se’ls hi veu el llautó,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">no volen perdre el timó.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I del secretari res direm</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">que una úlcera li provocarem.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Molta il·lusió hi ha posat,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">però està bastant saturat.</span></div>
</div>
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">
</span>
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
<br />
<div class="WordSection6">
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">L’AGUTZIL</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I què en dieu de l’agutzil</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">que per tot el terme va a mil?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Tallant herba o feinejant</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">o amb l’aigua “patullant”.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Com si feina no tingués</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">tothom el mana com si res.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Que si l’herba, que si la font,</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">que si la llum, que si el “sifón”.</span></div>
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<br /></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Ja està bé fer-lo pencar,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">així és com es guanya el pa.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Però a l’hora a casa ha de ser</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">si no vol “bronca” de la muller.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Però tot no és feina de l’aguatzil,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">sinó de la societat civil.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">La merda de gos cadascú ha de plegar</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">i la brossa reciclar i al contenidor posar.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">No sigueu tant senyorets</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">que hi ha coses que podeu fer solets.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Mireu bé l’Isabel de Ca l’Huguet</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">que a la plaça ho deixa tot ben net!</span></div>
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<br /></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">L’ALARMA DE CAL HUGUET</span></div>
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<br /></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Quan per les Piles passegeu</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Feu-ho amb compte i tranquil·lets</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I si sentiu un gran “estruendu”</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">És la porta dels Huguets.</span></div>
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<br /></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Perquè no hi entrin els lladres</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Hi ha qui hi posa grans alarmes</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Hi ha qui hi posa claus i panys</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I hi ha qui no té por dels estranys.</span></div>
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<br /></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Si a Cal Huguet volen robar</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Ja s’hi poden ben mirar</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Quan la porta s’obrirà</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">pel whats app ja correrà.</span></div>
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<br /></div>
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<br /></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">EL GRUP DE WHATS APP DE
LES PILES</span></div>
</div>
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
<br />
<div class="WordSection7">
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Whats app amunt, whats app avall</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Ja m’han felicitat, ves tu quin guirigall!</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">No fa falta que sigui cap aniversari</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Però ja s’ha creat tot un rosari!</span></div>
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<br /></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Ara a veure qui coi posa ordre</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">No hi ha qui ho sàpiga resoldre</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Aquí els anys es fan a dotzenes</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I les felicitacions a trentenes!</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Que pesats amb el whats app</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Mira que fa mal de cap</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Un corredor han “avistat”</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Pel camí dels horts ben tapat</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Deu ser un delinqüent</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">o només un esportista corrent</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Per si de cas el perseguirem</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I després ja li preguntarem.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">(llegit a duet)</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">El mòbil m’ha tornat a sonar</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Quina noticia s’ha d’escampar?</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Ja ho sé, els mossos estant parats</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Ai ves tu no sigueu tots multats!</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Potser és que hi ha un gat foraster</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">O que han robat algun diner!</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Pot ser una farola s’ha apagat</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">o simplement algú s’ha “colat”</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Una alarma que sona a mitja nit</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I tothom ha fet un vot del llit</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Igual algú s’ha estrenat…</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I tot el poble ja ho ha comentat</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">El resultat de tot plegat</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">És que tothom el whats app ha silenciat</span></div>
</div>
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
<br />
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<br /></div>
<div class="MsoNormal">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">LES PILES ETERNA
JOVENTUT</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">A les Piles, és per tots sabut, </span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">que un elixir s’han begut</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">i que té la gran virtut</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">de donar l’eterna joventut.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Sí, molt bé ho heu sentit</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">aquí ningú no ha envellit.</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Del més gran al més petit</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">joves són, almenys d’esperit.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Sempre està a punt el jovent</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">per muntar qualsevol esdeveniment</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">del més fred al més calent</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">sempre i quan hi hagi ambient.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Però heus aquí la gran sorpresa</span></div>
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<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">l’edat d’aquesta joventut fa fresa</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">És una joventut molt distesa</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">N’hi ha de 30, de 40 i els de 20 en són raresa.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Esteu tots ben “apanyats” </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">realment de joves n’heu faltats</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">i si aviat no en sou retirats</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">acabareu tots ben “abonyegats”</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">LES PILES “NON STOP”</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I com us agrada la festeta</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">La xaranga i la pandereta</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Sempre a punt de “liar-la parda”</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I no perdre pas pistonada.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I és que aneu empalmant</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Des de gener fins a final d’any.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Que si tallers, que si sortides,</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">concerts, btts, festa major i fires.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Les Piles “non stop”</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Serà que les teniu alcalines?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Serà que les teniu ben posades?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">O és que sempre estan endollades?</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">No us fan falta vitamines.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Bona estopa us donaria</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">i unes quantes “carretilles”</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Així la follia us baixaria!</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I és que en sabeu i us agrada</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I, a més, hi teniu la mà trencada</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Sou poble que tot ho festeja</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I hi ha qui sempre us té enveja</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Festegeu gent de les Piles</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Que fer festa és vostra essència</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I que de totes les catalanes viles</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">No teniu pas competència!</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">CA LA MARCELINA</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Tenim un tema pendent (la<span style="mso-spacerun: yes;">
</span>factura)</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">no trobem l’Ajuntament</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">A Ca la Marcelina hem entrat</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">i a l’alcalde no hi hem trobat!</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Però collons quanta bandera</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">si sembla la Comissió Europea!</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Deu ser un independentista</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">o potser una mica curt de vista.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Diu que el tamany és important</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">i per això la té tant impressionant.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Però en això sí que no s’equivoca</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">i aviat serem nou estat d’Europa.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Això sí que ho teniu ben clar</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">el vint-i-set tots cap a votar</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I que sàpiguen els d’Unió</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">que no tindran representació!</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<i style="mso-bidi-font-style: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Final</span></i></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">LLUCIFER</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Ja ho veieu gent de les Piles</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">de santets no en teniu res.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Crec que us heu guanyat un bon lloc</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">sota el nostre correfoc</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Gaudiu de la Festa Major</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">i doneu tot “lo bo i millor”.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Tal i com feu sempre pequeu</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">i no us desencamineu.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">DIABLESSA</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I dissabte a mitja nit</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Quan Llucifer faci un gran crit</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Per saltar i ballar estigueu preparats</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Entre flames, guspires i tocs de tabals exaltats.</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Que les Piles cremarem</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">I tot ho arrasarem</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Només cendres deixarem</span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">Perquè de nou tots comencem</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: CA;">LLUCIFER</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">Espilencs i espilenques,
que tingueu molt bona Festa Major. Ens retrobem aquest dissabte al correfoc.
Aneu ben preparats amb barrets de palla, mocadors i jaquetes de cotó. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="CA" style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: CA;">Visca la Festa Major de
les Piles!</span></b></div>
<div class="MsoNormal">
<br />
<br />
Crònica de la Festa Major de les Piles 2015: <a href="http://www.piles.altanet.org///noticies/view.php?ID=4417">http://www.piles.altanet.org///noticies/view.php?ID=4417</a><br />
<br /></div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-13307617185462757732015-07-03T21:41:00.000+02:002015-07-03T21:43:25.244+02:00IOGA A LES PILES AMB MERITXELL PIPÓ<!--[if gte mso 9]><xml>
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<br />
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">La <b style="mso-bidi-font-weight: normal;">Meritxell Pipó
Solé</b>, de Jorba, és la professora de ioga de les Piles. Sempre somrient i
contenta es caracteritza a grans trets per no perdre temps i anar per feina,
per explicar-se molt i molt bé, per corregir i revisar molt les postures
emprades en les diferents sessions i per, com popularment diríem, “fotre
bastanta canya”. Tot i que després de les seves sessions la frase estrella
sigui “avui t’has passat Meritxell”, els espilencs i espilenques que practiquen
ioga valoren molt positivament tant el seu caràcter com la manera de fer ioga,
i després de cada sessió, tothom acaba molt satisfet del resultat de la
pràctica. </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Fer del
ioga una professió </span></b></div>
<br />
<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/AVvXsEjSNblnsm9-96UwTOpnRgOoDI97p2UUc1bSsVjy_AMtNqJ2VmOyPmWoau05uaWuBg027vR6wIdb43z9oOl_NhPMgnIAuFNwGyEr-HmCH0lVy4bi-sqjTPE2K6qeDPl609VuJluTYU5fC04v/s1600/_DSC0077.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSNblnsm9-96UwTOpnRgOoDI97p2UUc1bSsVjy_AMtNqJ2VmOyPmWoau05uaWuBg027vR6wIdb43z9oOl_NhPMgnIAuFNwGyEr-HmCH0lVy4bi-sqjTPE2K6qeDPl609VuJluTYU5fC04v/s400/_DSC0077.JPG" width="400" /></a></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">La Meritxell ens comenta que abans de fer-se professora
de ioga ja feia deu anys que practicava ioga. Li agradava molt el ioga, a ella
el ioga la va ajudar molt a nivell personal i va fer el curs pensant que podia
ser una alternativa a la feina que ella tenia en aquells moments i que no li
agradava suficient.</span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Aquell curs s’impartia a Barcelona i consistia en fer un
cap de setmana intensiu al mes durant un any, de setembre a juny. Durant al
curs s’havien d’anar fent treballs i llegir uns llibres. En el temari general
del curs es tractava l’anatomia, les <span style="mso-spacerun: yes;"> </span>pròpies postures, ensenyar com entrar i sortir
de postures, els beneficis de les postures, filosofia <span style="mso-spacerun: yes;"> </span>del ioga, una part d’alimentació, etc.</span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">El juliol de 2012 va ser <span style="mso-spacerun: yes;"> </span>quan la Meritxell va fer l’examen i es va
treure el títol de professora de ioga. I ben aviat ja va començar a exercir com
a professora de ioga. El mateix <span style="mso-spacerun: yes;"> </span>juliol
ja va començar a fer una classe de ioga a Igualada i al setembre estava
compaginant les dues feines. Feia una feina de vuit hores de química i va
començar amb tres classes a la setmana. </span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">I amb aquestes tres classes va poder comprovar que li
agradava aquella feina i un dia de <span style="mso-spacerun: yes;"> </span>maig
de l’any següent (2013), com ella ens explica, ho va veure <span style="mso-spacerun: yes;"> </span>molt clar i es va dir: “S’ha acabat. Deixo la
feina i començo ara a buscar més classes de cara al setembre”. I va anar buscant
classes i repartint currículums i al setembre va deixar definitivament la feina
de química per dedicar-se únicament a ser professora de ioga.</span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Actualment totes les classes que fa són a Igualada menys
la classe setmanal de les Piles i alguna jornada esporàdica. </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">El ioga</span></b></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">A grans trets el ioga són exercicis connectats amb la
respiració. Això és el que el diferencia d’altres activitats. Perquè una
persona pot estar fent aeròbic, per exemple, i està fent exercici i també
respira evidentment, però no hi ha aquesta connexió. </span></div>
<span lang="CA" style="mso-ansi-language: CA;"></span><br />
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhwEaNpkQu7cSqg-SDgO8_lxo2y3b0e_grlLM4HYiJBLmKbN_pl05w4ZhNeNnzP9APtbgFhu9nJXPzz8PeURubAxlZtPNC4Se648y2tPgdGBNT47ytpZYgjZPmULj-_vkLx4yu-9Jq4nkE/s1600/_DSC0217.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhwEaNpkQu7cSqg-SDgO8_lxo2y3b0e_grlLM4HYiJBLmKbN_pl05w4ZhNeNnzP9APtbgFhu9nJXPzz8PeURubAxlZtPNC4Se648y2tPgdGBNT47ytpZYgjZPmULj-_vkLx4yu-9Jq4nkE/s400/_DSC0217.jpg" width="265" /></a><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">En el ioga la respiració és la que ajuda a desenvolupar
la postura, tant pel que fa a poder estirar o enfortir la musculatura, com per
relaxar el cos, i sobretot per ajudar a connectar la ment amb el què s’està
fent. Així podem calmar i relaxar la ment, i poder sentir què és el què està
passant al cos i quines sensacions ens dóna cada postura en tot moment. És
important que la respiració sigui tranquil·la per poder calmar el sistema
nerviós i també per poder obtenir beneficis a nivell intern. Ajudant a millorar
el funcionament per exemple, del sistema digestiu, circulatori, nerviós,…. </span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">La part més espiritual del ioga va venint _diu la
Meritxell_. Ella creu que molta gent quan comença a practicar ioga és per
sentir-se millor a nivell físic. Persones que potser els hi fa mal a l’esquena,
o que tenen una lesió, o tenen molèsties en alguna altra part del cos comencen
a fer ioga i després van veient que el ioga no només els ajuda a nivell físic,
sinó que potser comencen a sentir-se millor a nivell general. Molts cops no es
pot explicar què és el que millora, sinó que potser un està millor amb sí
mateix. Però està clar, que hi ha persones que entren en pel ioga per la part
de la meditació. I a la vegada també et trobes amb persones que diuen que el
ioga no està fet per ells, perquè els hi agrada una activitat més dinàmica,
però és perquè molts cops la imatge que es té del ioga és de la persona en
postura de meditació, amb les cames creuades. </span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Per fer ioga es necessita ben poca cosa, amb una estoreta
i un lloc pla on col·locar-la és suficient. En principi no cal partir de cap
aptitud física en concret. Cada postura es pot anar adaptant a la persona. Sí
que és cert que al ioga les postures queden molt definides. És a dir, les
postures han de ser idealment d’una forma determinada perquè hi hagi una bona
col·locació corporal i també perquè t’ajudi a nivell intern. Però si una
persona té lesions o hi ha dificultats com, per exemple, una escoliosis o una
hèrnia, o simplement hi ha molta rigidesa corporal, la postura es pot anar
adaptant a la persona. I de fet aquesta és un dels grans avantatges del ioga, que
tothom pot practicar-lo. Però la qüestió és que el qui comença a practicar el
ioga, parteixi d’on parteixi, vagi notant que amb el temps guanya flexibilitat,
tant a nivell físic com mental, i que es troba millor en general.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Classes
de ioga a les Piles</span></b></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">La Meritxell ens explica que va començar a fer ioga a les
Piles perquè una amiga li va passar la proposta. Era la tardor de 2013 en què
algunes veïnes i algun veí de les Piles havien participat dels tallers de
moviment terapèutic de la primera edició </span><a href="http://lespilesbloc.blogspot.com.es/2013/09/el-danseu-festival-2013.html"><i style="mso-bidi-font-style: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">dEl Danseu Festival les</span></i></a><i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;"> </span></i><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Piles i es van animar a provar de fer alguna activitat
durant tot l’any. </span></div>
<div style="text-align: justify;">
<table align="center" 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/AVvXsEjtTMYF1aVvvVSYvazPdRCTRqFeYBz2IoMJIkUxkJG9zcWlflMFCzq7JKUgCRxa9bw73CNb0Oxx1-Viq8citBgbdiY5LmhqqZkY0ppYqt_CxzbKJdZde8xHADDmPKGNbjaYsw6N23Dp0Mx-/s1600/DSC09511.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtTMYF1aVvvVSYvazPdRCTRqFeYBz2IoMJIkUxkJG9zcWlflMFCzq7JKUgCRxa9bw73CNb0Oxx1-Viq8citBgbdiY5LmhqqZkY0ppYqt_CxzbKJdZde8xHADDmPKGNbjaYsw6N23Dp0Mx-/s400/DSC09511.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A l'estiu classe de ioga a la gespa de la piscina</td></tr>
</tbody></table>
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Des de les Piles es va contactar amb una amiga seva que
és professora de ioga per tal de fer classes a les Piles. Però ella no podia
fer la classe i li va proposar a la Meritxell que sí que li va interessar i va
ser ella qui va venir a fer les classes de ioga dels divendres a dos quarts de
vuit.</span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">A les Piles, igual que en qualsevol altres classe, el
ioga s’adapta en bona part a les persones que hi ha. La Meritxell ens explica
que si hi ha una classe amb gent amb més lesions i/o dificultats es fa una
classe més suau o amb unes variants més senzilles. De fet, el que és habitual a
les classes és que hi hagi<span style="mso-spacerun: yes;"> </span>gent que
sigui molt elàstica, que de seguida pot fer postures molt avançades, i gent menys
flexible que li costarà més. Per això ella dóna sempre diferents opcions per
fer una postura o exercici. Remarca que el que és bo en el ioga és que cada
persona se l’adapti al seu ritme i a les seves possibilitats i fins i tot a les
necessitats que tingui en aquell moment. </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Els
iogues</span></b></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Li preguntem per si hi ha diferents branques i/o
filosofies del ioga i ella ens contesta que sí, que “això del ioga és tot un
món que no te l’acabes”. La seva formació és de </span><a href="http://elyoga.about.com/od/Tiposdeyoga/a/Sivananda.htm"><i style="mso-bidi-font-style: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">ioga sivananda</span></i><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">,</span></a><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;"> però en la seva pràctica
personal utilitza <i style="mso-bidi-font-style: normal;">ioga sivananda</i> i també
</span><a href="https://es.wikipedia.org/wiki/Astanga_yoga"><i style="mso-bidi-font-style: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Ashtanga ioga</span></i><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">.</span></a><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;"> L’<i style="mso-bidi-font-style: normal;">Ashtanga</i> és més dinàmic que el <i style="mso-bidi-font-style: normal;">Sivananda </i>_diu_. I de fet_ afegeix_ la
formació que va fer ella no era <i style="mso-bidi-font-style: normal;">Sivananda</i>
pur. Després també hi ha el fet que ella va practicant i va fent altres cursos amb
diferents professors i va adquirint coneixements varis i va tendint a
incorporar i transmetre els exercicis que a ella personalment li van més bé. </span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">La Meritxell busca treballar molt intensament els
exercicis perquè “és a través del cos que es pot arribar a calmar la ment”. Segons
diu ella “si se li diu a algú “que s’assegui i no pensi en res durarà pocs segons.
El cap no para i segurament practicant-ho veus”. Afirma que ella ho veu
claríssim, que quan algú està pensant en una altra cosa ho veu al moment perquè
un es queda en la postura quan se li diu que en surti, o veus que s’equivoca,
etc. El moment de la relaxació és més fàcil _encara que és difícil no pensar en
res_ perquè ja es ve d’un previ de respiració calmada i estar concentrat és més
fàcil.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">El ioga
de la Meritxell</span></b></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">El ioga_ens explica _ depèn de cada professor, segons
cada estil pot ser més o menys dinàmic. Es pot enfocar cap a més postures més tranquil·les,
d’estar-t’hi molta estona respirant, o bé un ioga més dinàmic que , segons el
seu entendre, permet que la ment no pugui marxar tant. Un ioga més dinàmic fa
que la persona hagi d’estar més pendent del que fa en tot moment, més atent i
concentrat.</span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">La Meritxell, que té fama de “fotre-li canya”, diu que
una cosa és fotre canya tot buscant<span style="mso-spacerun: yes;">
</span>l’estirament fins un límit suportable. S’ha de saber diferenciar del que
és dolor del que és estirament. Segons diu ella: “A mi m’agrada corregir
postures. A vegades corregeixo perquè s’està fent malament la postura, però a
vegades simplement ajusto la postura perquè la persona pugui arribar més lluny
en aquesta”.</span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Ens posa l’exemple d’una torsió. En una torsió hom ho pot
estar fent bé, però si el professor t’ajuda a anar més enllà, millor. Creu que
es pot diferenciar entre corregir i ajustar una postura. La correcció es dóna
quan hi ha algú que està fent una cosa que li podria causar algun dany perquè
ho està fent malament. L’ajustament es produeix quan la persona està fent bé la
postura i simplement se la mou una miqueta perquè millori el seu estirament, tot
donant-li intensitat. Tal i com diu la Meritxell, en general a la gent li
agrada que la corregeixin i ho agraeixen, encara que sempre hi pot haver algú
que això li pugui molestar. </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Per què
practicar ioga?</span></b></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">“Per què fer ioga? Aquesta és la “pregunta del milió”_
respon ràpidament la Meritxell_. </span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Per una banda ajuda a adquirir flexibilitat, però també
ajuda al funcionament general de tot el cos. Les postures, malgrat es vegin com
a simples postures des de fora, tenen beneficis interns. Ens posa per exemple
les torsions que ella creu que són el cas més clar. Quan es fa una torsió és
com posar a lloc tot el sistema digestiu. Per tal de visualitzar-ho: és com si
tinguéssim una tovallola que l’estem escorrent. I això ajuda a que després els
intestins puguin fer millor els seus moviments, hi ha una millor irrigació de
la sang per tot el cos, etc.</span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">A part del treball físic, pot servir en una situació d’estrès
com, per exemple, truquen per telèfon i et donen una mala notícia. En un
principi hom es posarà nerviós, evidentment, i el ioga tampoc solucionarà res,
però sí que et permet poder dir “d’acord, un moment, respiro i actuo”. I el fet
de saber controlar la respiració que es desenvolupa amb la pràctica del ioga et
permet superar més fàcilment aquell moment. Evidentment que un també s’ho
passaràs malament, però li permetrà gestionar millor la situació. El ioga _diu_
ajuda a calmar-se. Per ella el ioga és una eina que es pot aplicar al dia a
dia. </span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">La Meritxell afirma que practicar el ioga un cop a la
setmana no és suficient. Almenys caldria practicar el ioga tres cops a la
setmana, això seria fantàstic. O dos cops a la setmana també està molt bé. Sí
que és cert _ diu_<span style="mso-spacerun: yes;"> </span>que el ritme que
portem tots dia a dia és bastant frenètic i que, mira’t així, poder fer ioga un
cop a la setmana, una hora i mitja, ja està bé. </span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Però el que és important del ioga quant a la pràctica és
la constància i poder fer ioga almenys mitja horeta al dia seria ideal. Fer la
salutació al sol, dues postures i relax. Perquè amb aquesta mitja horeta un es
va recordant de saber trencar la rutina, de parar un moment i calmar la ment. El
ioga va molt bé per<span style="mso-spacerun: yes;"> </span>la gent que va tot
el dia estressada, ajuda a trencar amb el ritme frenètic que portem en el dia a
dia. Afegeix que la salutació del sol és, de fet, la part més dinàmica de la
sessió i bàsicament ajuda a escalfar el cos i a connectar bé la respiració (inspiració
i expiració) amb el moviment.<span style="color: red;"> </span></span></div>
<div style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif"; mso-ansi-language: CA;">Afegeix que el que seria ideal per practicar ioga seria
fer-ho al matí, tal i com es fa a l’Índia. La pràctica del ioga, tot i que hagi
estat més intensa o no, aporta energia al cos. Practicar ioga al matí aporta energia
per tot el dia. Tot i així, afegeix, pel tema de feina i altres la majoria de
gent practica ioga a la tarda i, de fet, ella fa les seves classes a la tarda. </span><br />
<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/AVvXsEjnrs_tho26Mi5AtW4pMJCq19dsWA-MAjPZqXYR1LrhGDJvzblXg6NGJuXNl49150oMGsl4EYnTha0Ypq8KuYaStmJXimKtQDWyrOreoQiwOlCo8NxVGw_XdcypXPP1hjFurkyNko8sz24m/s1600/DSC09512.JPG" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnrs_tho26Mi5AtW4pMJCq19dsWA-MAjPZqXYR1LrhGDJvzblXg6NGJuXNl49150oMGsl4EYnTha0Ypq8KuYaStmJXimKtQDWyrOreoQiwOlCo8NxVGw_XdcypXPP1hjFurkyNko8sz24m/s400/DSC09512.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Fer ioga equilibra el cos i la ment i estreny llaços entre els membres del grup</td></tr>
</tbody></table>
</div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-74993034538140271812015-06-23T18:39:00.000+02:002015-06-23T19:42:33.460+02:00L’ANY 1900 AL MUNICIPI DE LES PILES. FAMÍLIES I GENEALOGIES.<!--[if gte mso 9]><xml>
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<![endif]--><span style="font-family: "Arial","sans-serif";">Aquest
any el municipi espilenc comptava amb 476 habitants repartits pels diferents
pobles que formen el seu terme. A més del seu cap municipal, les Piles, hi ha
els agregats de Biure, Guimons, Sant Gallard i Figuerola.</span><br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">A
través del registre civil (RC) de les Piles, seguirem el moviment demogràfic
d’aquest any. L’any 1876 es comencen a registrar els naixements, les defuncions
i les unions matrimonials al nostre municipi. A més de registrar el dia, (i
l’hora en el cas dels naixements i les defuncions) es fa constar el nom dels
pares (i també dels avis en el cas dels naixements), també figura l’estat civil
en les defuncions (casat C), (solter/ra S), (vidu/vda. V) i el nom del cònjuge
del difunt, sovint també consta el nom i el nombre de fills que té o ha tingut
el difunt/ta, (un exemple: 5 fills, 2 de vius, Francisco i Carmen), o també fer
constar que no ha tingut cap fill. En el cas dels vidus/vídues (i això passa en
les defuncions i casaments), a vegades, es fa constar el nom del primer espòs/esposa
i el nom i nombre dels descendents.<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/AVvXsEgWUbJonZyrkoz_lm133Cs4wqmKAi0V1xowa4BlTD7TVOCwz-XhEtjBjNsBOG5BnohzoJfZbQGmkxoKtFe58Z5ZatGh-wsf8RM49PYd24DyzX56mw6GpQ9sW-CQytEw19Bm35v0ujqf51U5/s1600/any1923.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="280" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWUbJonZyrkoz_lm133Cs4wqmKAi0V1xowa4BlTD7TVOCwz-XhEtjBjNsBOG5BnohzoJfZbQGmkxoKtFe58Z5ZatGh-wsf8RM49PYd24DyzX56mw6GpQ9sW-CQytEw19Bm35v0ujqf51U5/s400/any1923.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Col.legi de les Piles dels anys trenta.<br />
Representants de diferents famílies de Biure, Guimons i les Piles.</td></tr>
</tbody></table>
</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">En
els casaments, també figura l’edat dels contraients i el mateix passa en el cas
de les defuncions. Una altra dada a destacar és l’orígen geogràfic de les
famílies dels difunts i dels contraients matrimonials. Un altre apunt és
l’anotació de la causa de la mort.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Passem
ara a anomenar tots els que van néixer i morir i es van casar a les Piles el
1900.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal">
<br />
<b><span style="font-family: "Arial","sans-serif";">Naixements de
les Piles:</span></b></div>
<b>
</b><br />
<ul>
<li><span style="font-family: "Arial","sans-serif";">Maria Civit
Clarasó<span style="mso-spacerun: yes;"> </span>(20-01 )</span></li>
<li><span style="font-family: "Arial","sans-serif";">Antonio
Pallice Meda (8-02)</span></li>
<li><span style="font-family: "Arial","sans-serif";">Benito
Briansó Camins<span style="mso-spacerun: yes;"> </span>(26-04 )</span></li>
<li><span style="font-family: "Arial","sans-serif";">Francisca
Vallbona Mas (24-11)</span></li>
<li><span style="font-family: "Arial","sans-serif";">Teresa
Puiggener Boria (28-10)</span><span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span>
</li>
</ul>
<br />
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";">Va ser trobat
un nen a la porta d’una casa, que li van posar de nom Amadeu. 12-05</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br />
<b><span style="font-family: "Arial","sans-serif";">Naixements de
Biure: </span></b></div>
<br />
<ul>
<li><span style="font-family: "Arial","sans-serif";">Amadeo
Santacana Comte (9-05)</span></li>
<li><span style="font-family: "Arial","sans-serif";">Jaime Miret
Saperas (3-07)</span></li>
<li><span style="font-family: "Arial","sans-serif";">Martina Malet
Inglés (15-10)</span></li>
</ul>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "Arial","sans-serif";">Naixements de
Guimons: </span></b></div>
<div class="MsoNormal">
</div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">Juan Abelló
Miret (5-04)</span></li>
<li><span style="font-family: "Arial","sans-serif";">Rosa Masip
Inglés (24-09)</span></li>
</ul>
<br />
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<b><span style="font-family: "Arial","sans-serif";">Defuncions de
les Piles:</span></b></div>
<div class="MsoNormal">
</div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">Soledad Moys
Prous_ 27-01_ 4 mesos_<span style="mso-spacerun: yes;"> </span>Sta. Coloma Q._Bronquitis
capilar.<span style="mso-spacerun: yes;"> </span></span></li>
<li><span style="font-family: "Arial","sans-serif";">José Cadens Roset_ 3-02_<span style="mso-spacerun: yes;"> </span>C_ <span style="mso-spacerun: yes;"> </span>53
a._ les Piles_ afecció cardíaca.<span style="mso-spacerun: yes;"> </span></span></li>
<li><span style="font-family: "Arial","sans-serif";">Magdalena Briansó Segura_ 12-02_ V_ 81a._ les Piles _s'ignora.<span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span></span></li>
<li><span style="font-family: "Arial","sans-serif";">José Camins
Rosich_<span style="mso-spacerun: yes;"> </span>18-08_ 8 mesos_ <span style="mso-spacerun: yes;"> </span>les Piles_ disenteria.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></li>
<li><span style="font-family: "Arial","sans-serif";">Salvador
Palau Tarragó_ 18-08_ <span style="mso-spacerun: yes;"> </span>C _<span style="mso-spacerun: yes;"> </span>80 a. _ Figuerola_ vessament cerebral.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></li>
<li><span style="font-family: "Arial","sans-serif";">Juan Recasens
Prous_ 1-10_ <span style="mso-spacerun: yes;"> </span>C_<span style="mso-spacerun: yes;"> </span>57 a._ <span style="mso-spacerun: yes;"> </span>les Piles_ <span style="mso-spacerun: yes;"> </span>disenteria.<span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></li>
</ul>
<br />
<div class="MsoNormal">
</div>
<b>
</b><br />
<div class="MsoNormal">
<b><span style="font-family: "Arial","sans-serif";">Defuncions de
Biure: </span></b></div>
<div class="MsoNormal">
<span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"> </span></span></div>
<ul>
<li><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-US;"><span style="font-family: Arial,Helvetica,sans-serif;">José Casellas Magre_ 2- 03 <span style="mso-spacerun: yes;"> </span>_ C _ 57 a._ Biure_ grip. </span><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></li>
<li><span style="font-family: "Arial","sans-serif";">Paula Junqué
Masip_ 27-09_ S_ 16 a._<span style="mso-spacerun: yes;"> </span>Biure_ tuberculosi.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></li>
</ul>
<div class="MsoNormal">
</div>
<div class="MsoNormal">
<b><span style="font-family: "Arial","sans-serif";">Defuncions de
Guimons:<span style="mso-spacerun: yes;"> </span></span></b></div>
<div class="MsoNormal">
<br /></div>
<ul>
<li><span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-US;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;">José Civit Folch_ 18-02_ <span style="mso-spacerun: yes;"> </span>C_ 88 a._ Guimons_ congestio cerebral.</span></span><span style="mso-spacerun: yes;"><span style="font-size: small;"><span style="font-family: Arial,Helvetica,sans-serif;"> </span></span>
</span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b>Defuncions
de Figuerola:</b><span style="mso-spacerun: yes;"><b> </b> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Un
nen que no li posaren nom (degué morir en néixer) de la familia Palau. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Arial","sans-serif";">Casaments
de les Piles: <span style="mso-spacerun: yes;"> </span></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">3-02</span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Jaime
Castellví<span style="mso-spacerun: yes;"> </span>Vila_ V_ 23 a. Vandellós.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Francisca
Malet Prous_ 25 a._ les Piles.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">17-02</span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Magín
Solé Inglés_ 29 a. _ Bellprat.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Maria
Balcells Masip_ 25 a._ les Piles.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">24-02</span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Juan
Navarro Vallés_ 29 a. _ la Tallada.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Maria
Puiggene Cadens_ 18 a._ les Piles.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">15-12<span style="mso-spacerun: yes;"> </span></span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Juan
Marimón Gomà_ 22 a._ Sta. Coloma Q.<span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Rosalia
Puiggene Cendra_ 22 a._ les Piles.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">15-12</span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">José
Costa Bergues_ 25 a._ St. Pere dels Arquells.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Veneranda
Puiggene Cendra_ 18 a. _les Piles.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-right: -33.8pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b>Casaments de Biure:</b><span style="mso-spacerun: yes;"><b> </b> </span></span></div>
<div class="MsoNormal" style="margin-right: -33.8pt; text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">3-02<span style="mso-spacerun: yes;"> </span></span></li>
</ul>
<div class="MsoNormal" style="margin-right: -33.8pt; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Francisco Vila Miret_35 a._ V_
Vallverd de Q. <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Antonia
Casellas Santacana_ 28 a._<span style="mso-spacerun: yes;"> </span>Biure.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">8-05</span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Ramon
Güell Figuerola_ 24 a._ Barberà.<span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Casilda
Compte Briansó_22 a._ Biure.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";"><b>Casaments
de St. Gallard:</b><span style="mso-spacerun: yes;"><b> </b> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">17-02</span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Juan
Claramun Vidal_ 37 a. Bellprat.<span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="EN-US" style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-US;">Maria Tarragó
Palau_ 22 a._ St. Gallard.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Bé,
ara un cop exposats els tres llistats de naixements, defuncions i casaments, si
els sumem, ens donen un total de 36 persones, que porten diferents cognoms.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Ara
els col·locarem tots (paterns i materns) per ordre alfabètic i entre parèntesi
la freqüència de cadascun.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">Abelló</span></li>
<li><span style="font-family: "Arial","sans-serif";">Balcells
(2), Bergues, Boria, Briansó (3)</span></li>
<li><span style="font-family: "Arial","sans-serif";">Cadens
(2), Camins (2), Casellas (2), Castellví, Civit (2), Cendra (2), Claramun,
Clarasó, Compte, Comte, Costa</span></li>
<li><span style="font-family: "Arial","sans-serif";">Figuerola,Folch</span></li>
<li><span style="font-family: "Arial","sans-serif";">Gomá,
Güell</span></li>
<li><span style="font-family: "Arial","sans-serif";">Inglés
(3)</span></li>
<li><span style="font-family: "Arial","sans-serif";">Junqué</span></li>
<li><span style="font-family: "Arial","sans-serif";">Magre,
Malet (2), Marimón, Mas, Masip (3), Meda, Miret (3), Moys, </span></li>
<li><span style="font-family: "Arial","sans-serif";">Navarro</span></li>
<li><span style="font-family: "Arial","sans-serif";">Palau
(3), Pallice, Prous (3), Puiggene (3), Puiggener, </span></li>
<li><span style="font-family: "Arial","sans-serif";">Recasens,
Roset, Rosich, </span></li>
<li><span style="font-family: "Arial","sans-serif";">Saperas,
Santacana (2), Segura, Solé, </span></li>
<li><span style="font-family: "Arial","sans-serif";">Tarragó
(2)</span></li>
<li><span style="font-family: "Arial","sans-serif";">Vallbona,
Vallés, Vidal, Vila (2)</span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Nota:
Els cognoms (Comte, Compte) i (Puiggene, Puiggener) són els mateixos, però
escrits amb grafies diferents.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Ara,
al darrere d’aquestes 36 persones que hem vist, el (RC) ens permet la
possibilitat de seguir el rastre de la seva ascendència o descendència de
qualsevol de les famílies anomenades.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">I
per tal d’explicar-ho de forma ben entenedora, agafarem el primer cognom, tot i
seguint l’ordre alfabètic. Per tant, comencem amb el nom de família Abelló.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Parlem
doncs, de Juan Abelló Miret, que com hem comentat més amunt, va néixer a
Guimons el dia 5 de març del 1900.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Els
seus pares eren el Francisco Abelló Fonte de Guimons i la Maria Miret Recasens
de Biure.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Els
seus avis eren el Ramon Abelló Mota de Guimons i la Tecla Fonte Nicasi de
Guimerà.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">A
través del (RC), descobrim que el Juan era el més petit de sis germans, que de
major a menor eren el Francisco, el Ramon, la Maria Rosa, la Martina i la
Ramona . De tots aquests germans, ens consta, evidentment, la seva data de
naixement, la dels seus casaments i de la seva descendència.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">També
podem saber, a través del (RC), que el pare del Juan, Francisco Abelló Fonte
havia nascut a Guimons l’any 1854 i que havia mort al mateix poble l’11 d’agost
de 1927.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">I
encara podríem saber moltes més dades d’aquesta família. De l’avi del Juan, per
exemple, sabem que va néixer a Guimons l’any 1828 i que també va morir a
Guimons el 7 d’octubre de 1894. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Fins
ara ens hem endinsat en el passat familiar de la família Abelló, concretament d’un
dels seus membres, el Juan, però si volguéssim saber més de la seva vida (si es
va casar, si va tenir descendència, quan va morir, etc.), el (RC) no ens en diu
res. <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">En
sabem alguna cosa més perquè hem hagut de recórrer al registre parroquial de la
Mare de Déu del Roser de Guimons i allí, en unes llistes de Compliment Pasqual,
hem trobat el Joan (aquí amb el nom en català) els anys 1912, 1913 i 1915. A
partir d’aquest últim any ja no en sabem res més d’ell.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Bé,
després d’aquest repàs genealògic d’aquesta família, segur que veiem amb més
claredat totes les possibilitats que ens ofereix el (RC).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Una
altra cosa que podríem fer seria agrupar tots els pares registrats de les 36
persones de què hem parlat al començament. Ho farem per ordre alfabètic i, a
més, en direm la procedència geogràfica.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<ul>
<li><span style="font-family: "Arial","sans-serif";">Francisco
Abelló Fonte_ Guimons</span></li>
<li><span style="font-family: "Arial","sans-serif";">Magín
Balcells_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Concepción
Boria Briansó_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Teresa
Briansó_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Martín
Briansó _ no consta</span></li>
<li><span style="font-family: "Arial","sans-serif";">Luís
Briansó Gene_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Francisca
Cadens_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Celestina
Camins Gene_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Camins Jané_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Casellas Magre_ Biure</span></li>
<li><span style="font-family: "Arial","sans-serif";">Magín
Casellas Magre_ la Tallada</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Castellví _ la Canonja</span></li>
<li><span style="font-family: "Arial","sans-serif";">Magdalena
Cendra Ventosa_ Selma</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Civit_ Blancafort</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Civit Ramon_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Juan
Claramun_ Bellprat</span></li>
<li><span style="font-family: "Arial","sans-serif";">Teresa
Clarasó Ametllé_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Sebastian
Compte Codina_ Biure</span></li>
<li><span style="font-family: "Arial","sans-serif";">Antonia
Comte Masó_ Biure</span></li>
<li><span style="font-family: "Arial","sans-serif";">Raimunda
Figuerola_ el Pla</span></li>
<li><span style="font-family: "Arial","sans-serif";">Maria
Folch_ Pontils</span></li>
<li><span style="font-family: "Arial","sans-serif";">Maria
Goma_ Santa Coloma de Queralt</span></li>
<li><span style="font-family: "Arial","sans-serif";">Pablo
Güell _ el Pla</span></li>
<li><span style="font-family: "Arial","sans-serif";">Antonia
Ingles_ Argençola</span></li>
<li><span style="font-family: "Arial","sans-serif";">Serafina
Ingles Capestany_ Vallespinosa</span></li>
<li><span style="font-family: "Arial","sans-serif";">Josefa
Ingles Puigigol_ Savallà</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Junqué Angles_ Santa<span style="mso-spacerun: yes;"> </span>Perpètua</span></li>
<li><span style="font-family: "Arial","sans-serif";">Salvador
Malet_ Guimons</span></li>
<li><span style="font-family: "Arial","sans-serif";">Jaime
Malet Alemany_ Biure</span></li>
<li><span style="font-family: "Arial","sans-serif";">Rosa
Magre_ la Tallada</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Marimon Malet_ Santa Coloma de Queralt</span></li>
<li><span style="font-family: "Arial","sans-serif";">Antonia
Mas Trilla_ Aguiló</span></li>
<li><span style="font-family: "Arial","sans-serif";">Marina
Masip_ Biure</span></li>
<li><span style="font-family: "Arial","sans-serif";">Francisca
Masip Farré_ Montagut</span></li>
<li><span style="font-family: "Arial","sans-serif";">Antonio
Masip Puig_ Santa Perpètua</span></li>
<li><span style="font-family: "Arial","sans-serif";">Rosalia
Meda Naya_ no consta</span></li>
<li><span style="font-family: "Arial","sans-serif";">Macdalena
Miret_ Vallverd de Queralt</span></li>
<li><span lang="EN-GB" style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB;">Maria Miret
Recasens_ Biure</span></li>
<li><span lang="EN-GB" style="font-family: "Arial","sans-serif"; mso-ansi-language: EN-GB;">Ramon Miret
Recasens_ Biure</span></li>
<li><span style="font-family: "Arial","sans-serif";">Antonio
Moys_ Sarral</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Navarro_ la Tallada</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Palau_ no consta</span></li>
<li><span style="font-family: "Arial","sans-serif";">Maria
Palau_ Figuerola</span></li>
<li><span style="font-family: "Arial","sans-serif";">Luís
Pallice Bigas_ Solsona</span></li>
<li><span style="font-family: "Arial","sans-serif";">Carmen
Prous_ no consta</span></li>
<li><span style="font-family: "Arial","sans-serif";">Maria
Prous_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Rosa
Prous_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Puiggene_ les Piles </span></li>
<li><span style="font-family: "Arial","sans-serif";">Jaime
Puiggene Casas_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Armengol
Puiggene Saperas_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Miguel
Ramon Comte_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Recasens Gomá_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Magdalena
Rosich Tomás_ Bellprat</span></li>
<li><span style="font-family: "Arial","sans-serif";">Remedio
Saperas Rius_ Juncosa</span></li>
<li><span style="font-family: "Arial","sans-serif";">Juan
Santacana Duch_ Llorac</span></li>
<li><span style="font-family: "Arial","sans-serif";">Maria
Santacana Iglesias_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Magdalena
Segura_ no consta</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Solé_ Bellprat</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Tarragó_ Sant Gallard</span></li>
<li><span style="font-family: "Arial","sans-serif";">Teresa
Tarragó_ no consta</span></li>
<li><span style="font-family: "Arial","sans-serif";">José
Vallbona Bilanoba_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Madalena
Vallbona Bilanoba_ les Piles</span></li>
<li><span style="font-family: "Arial","sans-serif";">Maria
Vallés_ Santa Perpètua</span></li>
<li><span style="font-family: "Arial","sans-serif";">Rosa
Vidal_ Bellprat</span></li>
<li><span style="font-family: "Arial","sans-serif";">Juan
Vila_ Vallverd de Queralt</span></li>
<li><span style="font-family: "Arial","sans-serif";">Teresa
Vila_ la Canonja</span></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Bé,
després d’ordenar totes aquestes persones per ordre alfabètic i saber-ne la
procedència geogràfica, hauríem d’aparellar un altre cop els matrimonis, que
ara apareixen esgarriats, aquí i allà. Però avui això no ho farem.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">El
mateix procediment que hem fet servir per als pares dels nou-nats, el podríem
fer servir també per als avis dels nou-nats, però avui tampoc ho farem.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Avui
hem volgut parlar una mica de demografia i de genealogia. Hem volgut treure la
pols del (RC). Hem volgut fer memòria de més de 100 persones i haguéssim pogut
parlar d’un bon grapat més, però penseu que només hem extret alguns retalls de
la seva biografia personal, … del seu matrimoni, del seu primer fill, de la
seva mort,… en fi, de tot un món que podem anar descobrint.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div align="right" class="MsoNormal" style="text-align: right;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">Josep Ballabriga Clarasó</span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br />
<br />
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="font-family: "Arial","sans-serif";">Un
apunt final:</span></i></b><span style="font-family: "Arial","sans-serif";"> A l’hora
de transcriure totes les dades del registre civil, que surten en aquest
article, he volgut ser el màxim de fidel amb les anotacions del secretari, però
no sempre és fàcil. Per una banda he respectat els noms en castellà (si en
veieu alguns en català és perquè s’escriuen igual que en castellà), que és tal
com figuren al registre i com era obligatori de fer-ho. Un altre problema el
trobem quan hem de transcriure<span style="mso-spacerun: yes;"> </span>un cognom
que al mateix registre figura escrit de forma diferent. Per exemple, Anglés/
Inglés o Gené/Jané. També hem trobat escrit Bilanoba i Moys, quan el més
habitual és trobar Vilanova i Moix. Un altre tema és els dels accents. Així
podem trobar un Goma, Gomà i Gomar, o un Sole, Solé i Soler.</span></div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com3tag:blogger.com,1999:blog-2855307119761886985.post-24864067130846433412015-06-16T18:07:00.000+02:002015-06-23T18:07:57.754+02:00FESTA MAJOR DE BIURE DE GAIÀ I APLEC DE SANT MIQUEL DE MONTCLAR DIES 9 I 10 DE MAIG DEL 2015.<!--[if gte mso 9]><xml>
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<div class="MsoNormal">
<span lang="CA" style="font-family: "Arial","sans-serif";">Un
any més ens apleguem al poble per celebrar la Festa Major de Biure de Gaià.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span lang="CA" style="font-family: "Arial","sans-serif";">Comencem
a 2/4 de 6 amb la Missa oficiada del Mn. Joan Francesc Amigó. Una vintena de feligresos
escoltem la Missa a l’Església de Sant Joan Baptista de Biure. Aquest any
amenitzada pel grup <i style="mso-bidi-font-style: normal;">“SETDVEU”.</i></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";">És per a nosaltres un honor comptar amb ells degut que
l’Álvaro viu actualment a Biure, i la Vicky i la Roser són veïnes i molt conegudes
de Santa Coloma. Una actuació excepcional: “<i style="mso-bidi-font-style: normal;">ole
tu”.</i></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiFSYCRjWJCz-0ZdldJLVVY6s2h2EYUSSKRyfkLHqScMYN12GIxEds4C0CcWNjCJKXrt9lYXGFOv4hn8QVqJ0jvzt4H_nBrlf9ljKM98BGMadJId6h4hPQSQtSxKIOgnLOdYnNBSTaHRp2/s1600/DSCN0715%5B1%5D.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiFSYCRjWJCz-0ZdldJLVVY6s2h2EYUSSKRyfkLHqScMYN12GIxEds4C0CcWNjCJKXrt9lYXGFOv4hn8QVqJ0jvzt4H_nBrlf9ljKM98BGMadJId6h4hPQSQtSxKIOgnLOdYnNBSTaHRp2/s320/DSCN0715%5B1%5D.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq89qwGlgR60CtkcDRFQH9VdpDzpX0QBZUtyc4Z68cExPE0ulGs-kh1wjJRNs_YEv1unEv_DkuTA9ujYDuMJFi7lywXxbFNLIk3HZcHXHYWNZ6ZUg9nDUClFCd2DXtajbBoOA8dwGO9DKF/s1600/DSCN0721%5B1%5D.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq89qwGlgR60CtkcDRFQH9VdpDzpX0QBZUtyc4Z68cExPE0ulGs-kh1wjJRNs_YEv1unEv_DkuTA9ujYDuMJFi7lywXxbFNLIk3HZcHXHYWNZ6ZUg9nDUClFCd2DXtajbBoOA8dwGO9DKF/s320/DSCN0721%5B1%5D.JPG" width="320" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";"></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";">A la sortida de Missa, anem a la plaça del poble per
veure i gaudir de valent de l’espectacle <i style="mso-bidi-font-style: normal;">“El
hombre circo</i>”. Una actuació per treure’s el barret: malabars, màgia,
pallassades, etc. Increïble! S’ha de dir que la canalla no es van moure i reien
de valent, això demostra que l’actuació va valdre la pena.</span></div>
<div class="MsoNormal" style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE8hbvH7qJZKsWGGeDlK7Hg_YsR9BLq9na8Yhvtt82go2V2kVxpoCFEBLV1B7SvET7QYkPDs_pMKcFpWDALZ8__YrPTVPz9ikKN8RWaYKmEoNGYCcPsFrRlnGuopSeAS2S9-3JQsYGHiDn/s1600/DSCN0726%5B1%5D.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE8hbvH7qJZKsWGGeDlK7Hg_YsR9BLq9na8Yhvtt82go2V2kVxpoCFEBLV1B7SvET7QYkPDs_pMKcFpWDALZ8__YrPTVPz9ikKN8RWaYKmEoNGYCcPsFrRlnGuopSeAS2S9-3JQsYGHiDn/s320/DSCN0726%5B1%5D.JPG" width="320" /></a><span lang="CA" style="font-family: "Arial","sans-serif";"> </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";">Després els veïns del poble (no tots que és una llàstima
que no participin amb la Festa principal del poble) ens dirigim al cafè del
poble per a sopar. Hi ha bon ambient i el sopar d’amanides, embotits, pa amb
tomàquet, regat amb un bon vi, cava, refrescos, pastís, cafès i licors. Va
estar d’allò més bé.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";">Una nit especial, tot preparat per l’endemà i a les 9 del
matí tots a la Font per menjar el pa amb tomàquet i botifarra. Els del CEQ, com
cada any van arribant, no anaven tants com l’any passat.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";">Tots al cim del Montclar per contemplar el magnífic
paisatge. Celebració de la Paraula, cantada dels Goigs dedicats a Sant Miquel i
l’esperada coca i el moscatell que menjats a dalt tenen un gust especial.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";">En tornar a Biure, vermut en un marc diferent, a la plaça
Major del poble, i tots a dinar de Festa Major a on les cases del poble es
converteixen en un moment en fondes i restaurants.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";">I a la tarda ball amb els nostres amics <i style="mso-bidi-font-style: normal;">“SETDVEU”</i>que van amenitzar la tarda
d’allò més bé. Un 10 de nota. No va faltar el ram, una espelma de diferents
olors. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXFZoWvjOCoD3l-l7xshMjM5tK6-NbrRG_Hs4ll32JI6H4rMHvS913X5e9FTybXQuWDU8cH36vc27BC6zKuf2aHQtIkOb_jLVQaq9wgHqX2x6YrNneAp7zjgPwvm0k6F_0-fGO0mIzWwRg/s1600/DSCN0757%5B1%5D.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXFZoWvjOCoD3l-l7xshMjM5tK6-NbrRG_Hs4ll32JI6H4rMHvS913X5e9FTybXQuWDU8cH36vc27BC6zKuf2aHQtIkOb_jLVQaq9wgHqX2x6YrNneAp7zjgPwvm0k6F_0-fGO0mIzWwRg/s320/DSCN0757%5B1%5D.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqFYB53RPfXPnzwBdVs2sZ7rGqXUNdvI0Xc3HUd5sVONERkR9cgbBplZWhmojqInwbVEzEkMrrfJmT6CgTmUoE0DJvJdsP8WQBamu3tLWc-9ncDPotm2AgWPUA-0Dkzm03bZLb8wCEFeTR/s1600/DSCN0763%5B1%5D.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqFYB53RPfXPnzwBdVs2sZ7rGqXUNdvI0Xc3HUd5sVONERkR9cgbBplZWhmojqInwbVEzEkMrrfJmT6CgTmUoE0DJvJdsP8WQBamu3tLWc-9ncDPotm2AgWPUA-0Dkzm03bZLb8wCEFeTR/s320/DSCN0763%5B1%5D.JPG" width="320" /></a></div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";">Ens va fer una tarda esplèndida, no corria gens d’aire
pel carrer Major. Ja pensem l’any vinent repetir l’experiència de fer el ball
al carrer. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";">Donem les gràcies a tots els que ens heu acompanyat i a
tots els que ens heu ajudat a muntar la Festa.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="CA" style="font-family: "Arial","sans-serif";"><b style="font-family: Arial; font-size: 15px; text-align: right;">Fina Malet Botines</b> </span></div>
El blog de les Pileshttp://www.blogger.com/profile/15492908302835708638noreply@blogger.com0tag:blogger.com,1999:blog-2855307119761886985.post-45441511482753957362015-06-11T08:35:00.000+02:002015-06-11T08:10:05.619+02:00L'INFART AGUT DE MIOCARDI<div style="text-align: justify;">
<div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif;">El passat
dissabte 23 de maig la Doctora Antònia Balcells, veïna de les Piles, va
fer una xerrada sobre l'infart agut de miocardi en el marc de les activitats de primavera a les Piles 2015. </span></div>
</div>
</div>
<div style="text-align: justify;">
<div>
<div>
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
</div>
</div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">La xerrada, que
va tenir lloc a la Sala del cafè de les Piles davant una vintena
d'assistents, va consistir en donar a conèixer l'infart agut de miocardi
tot detectant-ne els símptomes, els factors de risc, com s'ha de
prevenir i com actuar davant un cas d'ictus.
La xerrada va ser, una vegada més, molt amena i entenedora i en acabar-se hi va haver un
torn de preguntes que l'Antònia Balcells va respondre de forma clara i concreta.</span><br />
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Si no vau poder
assistir a la xerrada, o voleu tornar a revisar algunes qüestions,
podeu veure el contingut de la presentació de la xerrada sobre l'ictus
clicant al següent enllaç: <a href="http://www.slideshare.net/lespilesdegaia/linfart-agut-de-miocardi-qu-s-smptomes-i-senyals-factors-de-risc-com-prevenirlo-com-actuar">http://www.slideshare.net/lespilesdegaia/linfart-agut-de-miocardi-qu-s-smptomes-i-senyals-factors-de-risc-com-prevenirlo-com-actuar</a></span></div>
<br />
<div style="text-align: center;">
<iframe allowfullscreen="" frameborder="0" height="355" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/EYRMPKRVlXYnlh" style="border-width: 1px; border: 1px solid #CCC; margin-bottom: 5px; max-width: 100%;" width="425"> </iframe> </div>
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<b> <span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;"><a href="https://www.slideshare.net/lespilesdegaia/linfart-agut-de-miocardi-qu-s-smptomes-i-senyals-factors-de-risc-com-prevenirlo-com-actuar" target="_blank" title="L'INFART AGUT DE MIOCARDI ">L'INFART AGUT DE MIOCARDI </a> </span></span></b><span style="font-size: x-small;"><span style="font-family: Arial,Helvetica,sans-serif;"> from <b><a href="https://www.slideshare.net/lespilesdegaia" target="_blank">Les Piles de Gaià</a></b></span></span> </div>
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