tag:blogger.com,1999:blog-63251335523631331352024-03-13T13:36:32.839-07:00ESTEREOTIPOS Y GLOBALIZACIÓN: repensar y desestereotipar su percepción de sí mismo y de la otredadEste blog trata de las paradojas de la globalización.Pese a las facilidades de acceso a la información que nos ofrece el mundo actual(Las TIC, los flujos migratorios...) prevalece el pensamiento estereotipado sobre sí mismo y sobre los demás (africanos,europeos, etc.), lo que constituye un lastre para el desarrollo sociocultural,económico y del intelecto.Ya es hora de superar los clichés!Te acerco a la realidad africana y europea excenta de estereotipos. El laberinto de mi subjetividad.Anonymoushttp://www.blogger.com/profile/13235625719687929267noreply@blogger.comBlogger8125tag:blogger.com,1999:blog-6325133552363133135.post-19714171785979332962014-04-01T03:02:00.003-07:002014-04-01T03:05:47.164-07:0015 Tips para no meter la pata cuando platicas con un(a) negro-africano(a)<!--[if gte mso 9]><xml>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Imprint MT Shadow"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">15
Tips para no meter la pata cuando hablas con un(a) senegalés(esa), camerunés(esa), marfileño(a), etc.</span></b></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Entre ignorancia e gilipollez<span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Entre gilipollez e inocencia</span></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Esas preguntas que molestan</span></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Esas palabras que joden</span></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Esas preguntas que crean espacios</span></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Esas palabras que nos hacen sonreír de asco</span></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Esos comentarios que estropean una
conversación</span></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Esos comentarios que dañan tu marca
personal</span></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">En esta
entrada, os presento algunas situaciones de comunicación corrientes entre un(a)
español(a) X y un(a) camerunés(esa)/senegalés(esa)/subsahariano(a) Y en las que
las palabras elegidas por el sujeto cultural español X no siempre son las
políticamente correctas. En realidad, tendríamos que tener presente el hecho de
que vivimos en un mundo global en el que las relaciones interpersonales, que desde
luego contribuyen al conocimiento de sí mismo y de la otredad, a<span style="mso-spacerun: yes;"> </span>veces fallan no porque seamos físicamente diferentes
sino porque nuestros usos lingüísticos no siempre son los adecuados para
entablar una conversación intercultural. Tenemos que cuidar nuestro discurso al
entablar una conversación con la otredad dado que las palabras crean espacios,
espacios sociales y cognitivos. Y como es sabido, resulta más fácil crear
espacios que eliminarlos. Como ya lo dijo <b style="mso-bidi-font-weight: normal;">J.
P. Sartre</b>, les mots sont des pistolets chargés. A continuación, siguen esas
situaciones de comunicación, primero especifico el tema de la conversación y
luego, entre comillas, vienen los comentarios corrientes del sujeto cultural
español X.<span style="mso-spacerun: yes;"> </span></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 1</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: Ligando con una chica. </span></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">-“Me gustas, me gusta tu color de piel, sabes, tiene un
pinta particular. No eres, cómo lo diría, muy moreno/negro [como otros negros].”
</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 2</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: Esta la suele soltar la gente mayor. </span></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">- “Vaya, eres un negro con cultura” </span></div>
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<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Pd. Como para decir, estás son mis sobreentendidos, ‘por fin
he conocido a un negro intelectual’ o ‘eres muy listo como para ser un negro.” <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 3</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: <span style="mso-tab-count: 1;"> </span>El
tema de la belleza.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">“Eres un negro guapo”, “No te pareces a otros negros”, “Para
ser negro/a, eres muy guapo/a” </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Pd. Los africanos que viven en Francia ya habrán oído o ya
estarán hartos del “Tu es beau/belle pour un(e) noir(e)”</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 4</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: llámalo como quieras.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Te dicen: “Cuando vuelvas a tu país serás el presidente” o “Eres
el futuro presidente de Camerún”</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 5</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: el tema de las lenguas.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">“¿Hablas africano? “¿Qué idioma más habláis allí, el
camerunés?</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 6</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: llámalo como quieras. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">“moreno”, “negro”, “quemado”</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Pd. Hasta tu animal de compañía tiene un nombre, no andas
allí llamándolo “perro”, “gato”, etc. Yo tampoco ando ahí llamándote “blanco”. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 7</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: Buscando un piso compartido, en el
móvil con el dueño.</span></div>
<div class="MsoListParagraph" style="margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; tab-stops: 14.2pt; text-align: justify; text-autospace: none; text-indent: 0cm;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Baskerville Old Face"; mso-fareast-font-family: "Baskerville Old Face";"><span style="mso-list: Ignore;">a-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">“Yo:
¿hay internet en el piso? Él: ¿hay internet en tu país?”</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">b- “Yo: Hola soy X, <b style="mso-bidi-font-weight: normal;">estudiante</b>
en la UdL. Llamo por el piso en alquiler…</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Él: ah vale, sigue disponible… etc. Por cierto, ¿de dónde
eres? </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Yo: soy de Camerún</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Él: pero es un piso para <b style="mso-bidi-font-weight: normal;">estudiante</b></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Yo: ya, soy <b style="mso-bidi-font-weight: normal;">estudiante</b>.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Él: ¿eres <b style="mso-bidi-font-weight: normal;">estudiante</b>?
¿Dónde estudias? Etc.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Pd. Consejo: Oye, échale a tu español una buena dosis del
acento francés y dile al dueño que eres estudiante erasmus francés etc. así te
ahorras este rollo. Muy práctico. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 8</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: ¿Cultura? Interés por saber un poco
más de lo único que sabe del continente africano. No es su culpa, es la de los
medios.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">a. “Por qué hay tanta guerra en África?”, “¿tu país es
seguro?” </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">b. ¿Tenías tu león, tu elefante, tus vacas, etc. en tu país?
</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Pd. Claro allí vivimos en la selva/ en el zoo con los
animales, a ti que te parece. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 9</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: Son unos hambrientos. </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">“Oye Juan, te tires la comida mientras que hay gente en
África muriendo de hambre”</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 10</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: Puf hay que joderse, estas me las
dijeron textualmente. Solo lo copio de mi mente y lo pego aquí, a ver si no me
demandan por copyright.</span></div>
<div class="MsoListParagraphCxSpFirst" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l1 level1 lfo2; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Baskerville Old Face"; mso-fareast-font-family: "Baskerville Old Face";"><span style="mso-list: Ignore;">a a- <span style="font: 7.0pt "Times New Roman";"></span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">“Oye
¿cómo te mantienes en España si África es un país muy pobre” </span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: 18.0pt;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Baskerville Old Face"; mso-fareast-font-family: "Baskerville Old Face";"><span style="mso-list: Ignore;">b-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">De
compras durante las rebajas, veo una ropa que me mola y al instante me doy
cuenta de que me he olvidado la cartera en casa. Digo a la vendedora: “ahora
mismo vuelvo para comprarlo, me he olvidado… etc.” Y la señora me dice: “mira, ahí
está un hermano tuyo, dile que te dejes algo de dinero, después selo devuelves…”
Pues sí mujer África ya no es tan solo un país como se lo creen “tus hermanos”,
ahora es una casa familiar.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 11</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: Pendejadas </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">“Como eres negro lo tienes muy largo” Claro, lo tengo tan
largo como que si no me ato haciendo nudos me llega a la rodilla, no te jode.</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 12</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: Reduccionismo</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">a. Volver de un viajecito a Marruecos (Marrakech oRabat) y decir “yo amo
África”, “África me encanta” </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">b. Preguntar “¿En África tenéis…?</span><br />
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">c. Recordar cuando fuiste a Marruecos (Marrakech) y decir 'Estuve a África hace dos años, sois un pueblo encantador, me encantaria volver' </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Pd. África es todo un continente con 55 países. </span><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Después de Visitar Barcelona no dices 'Amo Europa' ni 'Amo España', lo dices tal cual 'Amo Barcelona'... </span>España no es
Italia, Francia no es Inglaterra, Cataluña no es Sevilla, etc. ¿Lo pillas, ‘hermano’?
</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 14</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: África es una casa familiar</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Estas de paseo con un conocido/amigo senegalés y de repente
ves a un negro y dices, </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">“Mira, ahí está un hermano tuyo”</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación 15</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">: Pensar que todos los africanos/negros
se conocen</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">-“Oscar, la semana pasada conocí a un africano que se llama
Mamadou, ¿lo conoces?” Al instante te contestaría: claro, es mi hermano mayor y
es de Gambia buah es que…</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Situación C</span></b><span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">, C de comunicación: No te las puedo
enumerar todas, solo procura cuidar tu discurso. Tanto es importante comer sano
como “hablar sano”. “Hablar sano” mejora tu marca personal/cultural y comer
sano te mantiene en buena salud.</span></div>
<div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">#Africainementvotre</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 141.6pt; margin-right: 0cm; margin-top: 0cm; mso-layout-grid-align: none; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Baskerville Old Face","serif"; font-size: 12.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";"> Con
amor y cariño</span><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikxQDbRWxBHSUP_RfKrPib4FzqiCql-CbxbFoS9Nz4l8apHkvKi5IgBCxuNH6zywrE_M4sie9fxBXshp_HBmFDgiGFnkzCcZln49y_b5sjwECeztOREPPihPFHnP0YHulKWs1cWzagd8E/s1600/post.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikxQDbRWxBHSUP_RfKrPib4FzqiCql-CbxbFoS9Nz4l8apHkvKi5IgBCxuNH6zywrE_M4sie9fxBXshp_HBmFDgiGFnkzCcZln49y_b5sjwECeztOREPPihPFHnP0YHulKWs1cWzagd8E/s1600/post.jpg" height="212" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Google's pic</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: justify;">
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</div>
<span style="font-family: Vivaldi; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";"><br /></span><br />
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;">
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Brush Script MT"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";">¿Son
unos robots? ¿Somos todos unos robots? </span></b><span style="font-family: "Brush Script MT"; font-size: 16.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman";"></span></div>
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<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif";">Parece que hay gente que tiene el cerebro programado para procesar
información estereotipada en cuanto oye sea la palabra <b style="mso-bidi-font-weight: normal;">África</b> o sea el nombre de cualquier país del continente africano.
¡Pero qué cosas! </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
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<span style="font-family: "Times New Roman","serif";">Se
publica en internet artículos tras artículos sobre el interés cada vez más creciente por el español en lugares como los <b style="mso-bidi-font-weight: normal;">Estados
Unidos</b>, <b>Asía</b>, en <b style="mso-bidi-font-weight: normal;">china</b>
particularmente y en <b style="mso-bidi-font-weight: normal;">Brasil</b> etc. Y
por consiguiente, en la red se puede leer comentarios muy positivos de muchos internautas
españoles que valoran esa demanda destacando el impacto de la misma en la
difusión de la marca España y por otra parte, valoran con
mayúscula las salidas laborales que aporta(rá) ese interés… Entre los comentarios de la gente se puede leer:</span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%;"> </span></i></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%;">(1)“Bueno...pues
habra que marcharse...me.voy a poner manos a la obra!! A ver si me.sirve de
algo el.titulito de profesora de español como L2...” (2) “¡¡Pues a Brasil que
nos vamos!!...” (3) “Opciones laborales¡¡¡¡¡” (4)“el que quiera ir a China o
Brasil, esta es vuestra oportunidad. Yo estoy pensando anotarme en eso.” Etc.</span></i></div>
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<span style="font-family: "Times New Roman","serif";">Pues
todo normal la reación de la gente ¿no? dado que el interés por el español en el extranjero implica una
necesidad de los profesores de ELE (español como lengua extranjera). Bueno a ver, me refiero a los profesores de ELE de verdad. No a esa
gente que se saca el título de profesor de <span style="mso-spacerun: yes;"> </span>ELE en un mes, ni tampoco me refiero a ese
fulano que quiere ser profesor de ELE en el extranjero porque
quiere aprender el inglés. No quiero ofender sólo comento un insulto a la profesión docente de ELE, una ofensa para aquellos que llevan años (o toda a vida) formándose. -->> <a href="http://www.rtve.es/alacarta/videos/comando-actualidad/comando-actualidad-formacion-profesor-espanol/2031427/" target="_blank">Reportaje rtve comando-actualidad: formacion-profesor de ELE</a></span></div>
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<span style="font-family: "Times New Roman","serif";"> Bueno
me he estado preguntando: ¿el mismo interés que manifiesta la gente en <b style="mso-bidi-font-weight: normal;">Asía</b>, los <b style="mso-bidi-font-weight: normal;">Estados Unidos</b> o en <b>Brasil</b> etc. por la lengua española no existe en el continente
africano? Pues dado que casi no se habla de la demanda del español en África en
los medios, uno me podría responder que ‘<i style="mso-bidi-font-style: normal;">será
que allí no hay demanda’</i> ¡Pues no! <b>Hay mucha demanda.</b> África siempre es la
gran olvidada ¿no? casi siempre se habla de ella sólo cuando allí
ocurren desgracias, conflictos políticos, viaje de algún presidente occidental
a África para llevar paz o desarrollo o de la oleada de inmigrantes etc. ¿verdad o mentira? La
verdad es que sí que hay mucho interés y esto es un interés cada vez más
creciente notablemente en los países del África Subsahariana como Costa de
Marfil, Senegal y Camerún principalmente. Y hay muchos países que no esperan
más que la cooperación española (y porque no hispanoamericana) para sentar y difundir mejor el español. Todo el África Subsahariana sigue esperando la apertura del primer Instituto Cervantes en algún país de la zona. Aprovecho
para felicitar a la grande <b>Leyre</b>, una gran luchadora y emprendedora que tuve el placer de conocer durante el congreso de la #ASELE2013 en Jaén, quien ha sembrado el español
en Gambia. Ya se está necesitando más gente y recursos materiales para cosechar las frutas de su
labor. Si quiren saber más de su labor --->> <a href="http://www.eledeleyre.com/" target="_blank">Web ELEdeLeyre</a> <span style="font-family: "Times New Roman","serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><a href="https://www.facebook.com/ELEdeLeyre" target="_blank">Facebook ELEdeLeyre</a>
</span></span></div>
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<span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>¡El continente africano o el gran olvidado! Para darse a conocer objetivament sólo le queda la labor de su propia gente o la de unos amantes o aventureros españoles/europeos que andan por su universo. En
uno de los pocos (por no decir únicos) artículos que me encontré en internet y que trataba de la
demanda creciente del español en <b style="mso-bidi-font-weight: normal;">África</b>
y la incidencia de la crisis sobre la promoción de la misma <a href="http://blogs.elpais.com/africa-no-es-un-pais/2012/07/paso-atr%C3%A1s-del-espa%C3%B1ol-en-%C3%A1frica-.html" target="_blank">Enlace</a>, leí algunos comentarios de algunos internautas españoles que me chocaron:</span></div>
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<span style="font-family: "Times New Roman","serif"; mso-fareast-font-family: "Times New Roman";"><span style="mso-list: Ignore;">(1)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif";">Yo
me pregunto para qué les podría interesar <b>nuestro</b> idioma sino es para <b>migrar</b> a
España y de ahí al resto de Europa. Lo digo porque el español en Europa es una
lengua de tercera o cuarta categoría, muy acorde a la posición de país
periférico y endeudado que tiene España en el conjunto del continente…”</span></i><span style="font-family: "Times New Roman","serif";"> (2) “<i style="mso-bidi-font-style: normal;">Perfecto, a ver si se olvidan de donde queda España, y dejan de venir
en masa, con un millón de africanos tenemos de sobra, este barco se hunde y no
necesita más lastre.” (¿</i>casos aislados? ¡Cómo afecta la crisis el pensamiento! Además no hay que esconderse detras de la que está cayendo para decir gilipolleces. Otra cosa, los animales <b>migran</b> pero los humanos <b>emigran</b>).</span></div>
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<span style="font-family: "Times New Roman","serif";">De ahí la gran pregunta de esta
entrada en mi blog, <b style="mso-bidi-font-weight: normal;">¿Son unos robots? Es que he
llegado a preguntarme si ¿</b><b>será que<span style="mso-bidi-font-weight: normal;"> </span>hay
gente que tiene el cerebro programado para procesar información estereotipada
en cuanto oye sea la palabra África o sea el nombre de cualquier país del
continente africano? </b>Mis vivencias en Europa me permiten responder un tanto afirmativo.</span></div>
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<span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span>Fijense que cuando se trata de la demanda del español en <b>África</b>, la gente ya no piensa en las salidas
laborales que supone la misma (como lo hicieron cuando se trataba de Asía,
EEUU o Brasil), como es África, aquellos internautas piensan directamente en la
inmigración, a la protección de su espacio. </span></div>
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<span style="font-family: "Times New Roman","serif";">¡NO
SEÑORES! ¡Desinfórmense! El factor afectivo es lo que impulsa los cameruneses,
los africanos del África subsahariana a aprender el español. Sí muchos deciden
aprender español en vez del alemán por ejemplo es a causa de los estereotipos lingüístico
y cultural, los que suben la motivación afectiva del estudiante quién
considera el español como lengua muy bonita, fácil de aprender por ser la prima
del francés (parecida al francés), lengua con una rica tradición cultural
(música, baile etc. latinoamericanos) y de la hermandad dado a los
antecedentes históricos con América latina etc. Un informante de un estudio
que realicé para mi comunicación en el congreso de la #ASELE2013 decía que <i style="mso-bidi-font-style: normal;">“</i></span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%;">Diría
que vemos el castellano como una lengua muy guapa, muy bonita, muy alegre. No
sé si uno se puede enfadar en español (Risas). Es curioso. En 4e cuando nos
tocaba elegir entre el alemán y el español, ya decía que el alemán es el idioma
de la gente que le gusta la guerra, la fuerza… mientras que los que eligen el
castellano son más amables, más alegres, que les gustan bailar, que les gustan
cantar. (Risas)” </span></i><span style="font-family: "Times New Roman","serif";">La
cita lo dice todo. Por el contrario, la idea que much alumnos tienen de España sería
la de un país pobre así que aprenden español por amor, un amor desinteresado ya
que como decía otro informante del mismo trabajo “</span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%;">Creo
que la mayor parte de los que eligen el español lo hacen por amor. No creo que
la elijamos por prejuicios porque sabemos primeramente que no se trata de una
lengua que nos dará oportunidades económicas”</span></i><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 150%;"> etc. </span><span style="font-family: "Times New Roman","serif";">Como bien reconoce F. Gódinez González (2006) el interés por el español va creciendo a pesar de que los recursos que destina Alemania para la difusión de la lengua y cultura alemanas son significativamente superiores a los que destina España. O sea que a pesar de la poca ayuda que destina España a la difusión y del que muchos alumnos ven España como un país pobre, ese amor por la lengua de Cervantes permanece, así que no lo estropeyen con discursos estereotipados. Además el español es una de las lenguas de la Unión Africana. Bueno, no me voy a enrollar mucho
con lo de las razones que impulsa el alumnado camerunés a aprender el español, pero que conste
que ninguna de esas razones se relaciona con el tema de emigrar a España.</span><span style="font-family: "Times New Roman","serif";"> </span></div>
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<span style="font-family: "Times New Roman","serif";">Esforcémonos
a tener un poco de pensamiento propio, y esto es, un pensamiento crítico y bien
desligado de los estereotipos que divulgan algunos medios de comunicación sobre X o sobre Y. La crisis también daña el cerebro. Pero
creo que la crisis económica debería ayudarnos a pensar mejor, a ser más humano
de lo que somos, ganaríamos estando unidos en la desgracia. ¡No dejes que el
virus de la crisis dañe tu software y mientras vivamos lucharemos juntos para
que deje de tragar tu hardware! </span></div>
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<span style="font-family: "Times New Roman","serif";">En
fin, termino con una pregunta que hizo el grande Eduardo Punset en su último
libro <b style="mso-bidi-font-weight: normal;">El sueño de Alicia</b> <span class="usercontent"><i style="mso-bidi-font-style: normal;">¿es el cerebro el
órgano más evolucionado del universo o, por el contrario, un reflejo
distorsionado y torpe de las mayores maldades de que son capaces los mamíferos?</i></span></span><b><span style="font-family: "Times New Roman","serif";"><span class="usercontent"><i style="mso-bidi-font-style: normal;"> </i></span></span></b></div>
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<b><span style="font-family: "Times New Roman","serif";"><span class="usercontent"><i style="mso-bidi-font-style: normal;">¿Son unos robots? ¿somos unos robots? ¿somos unos animales difrazados? ¡Tú decides! </i></span></span></b></div>
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Anonymoushttp://www.blogger.com/profile/13235625719687929267noreply@blogger.com2tag:blogger.com,1999:blog-6325133552363133135.post-73190238068378962892013-09-01T05:49:00.002-07:002013-09-01T05:49:45.425-07:00Muchos nacimientos, significan muchos entierros, fuck what’s happening!!<div class="separator" style="clear: both; text-align: center;">
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</span></span><span style="font-family: "Brush Script MT"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";"><span style="font-family: "Brush Script MT"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"></span></span></div>
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<span style="font-family: "Brush Script MT"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";"><span style="font-family: "Brush Script MT"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><span style="font-family: "Brush Script MT"; font-size: 16.0pt; line-height: 115%;">Hace un mes participe a un
concurso de micro relatos (menos de 2000 caracteres) sobre la realidad
africana/África/imaginarios/percepciones. No gané nada, pero como decía P. De
Courbertin ‘lo más importante no es ganar, sino participar’. Aquí os dejo el
segundo y último micros relatos que propuse</span></span></span></div>
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<![endif]--> En
un lugar de las áridas y ricas tierras africanas cuyo nombre no quiero
mencionar vivía gente muy buena, mi gente. Lo más precioso que teníamos era la
costumbre y la naturalidad de ayudarnos mutuamente y juntarnos para hacer actividades
de la vida diaria: los niños que salían juntos para ir a la escuela o<span style="mso-spacerun: yes;"> </span>al río para bañarse, los adolescentes que se
juntaban para hacer el senderismo o para jugar todo tipo de juego (el
escondite, el salto de cuerda, el ‘tire -tire’el papa y mamá etc.), crear
juegos (Ya se nos va el espíritu creativo) … y lo más importante el encuentro semanal
bajo el baobab del pueblo donde los ancianos y griots solían contarnos cuentos
y sabidurías bantúes. Mi abuelo solía decirnos que antes de que Carlomagno
inventara la escuela, nosotros ya teníamos la nuestra y nunca deberíamos dejar de
valorarla ya que ella os permite mantener el contacto con nuestra idiosincrasia
y sobre todo acercarnos con sabiduría a la otredad.</span></span></div>
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</span><br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Han
pasado siglos, años, el idioma de los griots, mejor dicho el nuestro, ya nos parece
extraño, ya no hay transmisión del saber cultural y lingüístico de generación a
generación, mis nietos apenas me entienden en mbouda, ni los veos hacer cosas con
otros hijos del pueblo, pero al contrario son unos maestros de las NTIC, desde
los juegos electrónicos hasta las redes sociales. A día de hoy me da pena
seguir viviendo en mi tierra, c</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 18.0pt;">ada
vez más me doy cuenta de que hemos aprendido a volar como pájaros<i style="mso-bidi-font-style: normal;">, </i>a hablar lenguas extranjeras como
nativos, a jugar a la play más que los propios diseñadores, a tuitear, a pasar
horas en el facebook, a este respecto el genio A. Einstein ya comentaba que </span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 18.0pt;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsyCboHf1RC7OIkLM03I6Q8priGBjOdUn7J6MX56jo6RsM-4Bl4T4ZVyhRUhIpcyzVaO2Hibc7Nr2Qu7FLfm7yz_NREmZKivr6MUqY05qSwyIsTC3-cNkSF_fOMC5kNlZHKsAakD12g7Q/s1600/46996_487691187963455_1553336232_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsyCboHf1RC7OIkLM03I6Q8priGBjOdUn7J6MX56jo6RsM-4Bl4T4ZVyhRUhIpcyzVaO2Hibc7Nr2Qu7FLfm7yz_NREmZKivr6MUqY05qSwyIsTC3-cNkSF_fOMC5kNlZHKsAakD12g7Q/s1600/46996_487691187963455_1553336232_n.jpg" height="320" width="273" /></a></span></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 18.0pt;"><br /></span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 18.0pt;">Hemos aprendido todo pero hemos perdido tanta humanidad, estamos
perdiendo nuestra manera de ser nosotros, estamos perdiendo sustancialmente nuestra
idiosincrasia y nuestro arte de vivir juntos como humanos y hermanos. </span><br />
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no sé quiénes somos. Es posible ser internacional sin dejar de ser nacional. Es posible ser moderno sin dejar de valorar valores imprecindiles de lo tradicional. Es posible viajar sin perderse.</span></div>
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what’s happening!</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; mso-font-kerning: 18.0pt;"><b> </b>¡Continuará!</span></div>
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<br />Anonymoushttp://www.blogger.com/profile/13235625719687929267noreply@blogger.com2tag:blogger.com,1999:blog-6325133552363133135.post-63121419847903904172013-09-01T05:29:00.000-07:002013-09-01T05:29:44.745-07:00Andaduras de un africano en España<br />
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<span style="font-family: "Brush Script MT"; font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: "Times New Roman";">Hace
un mes participe a un concurso de micro relatos (menos de 2000 caracteres) sobre
la realidad africana/África/imaginarios/percepciones. No gané nada, pero como decía
P. De Courbertin ‘lo más importante no es ganar, sino participar’. Aquí os dejo
uno de los micros relatos que propuse. <span style="mso-spacerun: yes;"> </span></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Después del vuelo.</span></div>
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<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Última
estaciò: Lleida Pirineus, </span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">lo dijo la <span style="mso-spacerun: yes;"> </span>tierna voz femenina del AVE. Es a través de
esta voz que el gabonés se enteró de su llegada. El día siguiente le tocaba
buscarse una habitación. La Universidad le dio una hoja con números de caseros
de pisos. </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">G<a href="https://www.blogger.com/blogger.g?blogID=6325133552363133135#_ftn1" name="_ftnref1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">[1]</span></span></span></span></a>soy
un estudiante gabonés… (los prolegómenos)</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">D<a href="https://www.blogger.com/blogger.g?blogID=6325133552363133135#_ftn2" name="_ftnref2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">[2]</span></span></span></span></a>¿has
dicho que vienes de dónde? <span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">G
Gabón</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">D
¿de dónde? </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">G
de Gabón, África</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">D
¡ah vale! ¿Dices que estás aquí pa estudiar?</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">G
¡Que sí! </span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">D
Ya hay <i style="mso-bidi-font-style: normal;">gente </i>que vendrá a ver mi piso,
si no les interesa <i style="mso-bidi-font-style: normal;">et dire algo.</i></span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">G
Perfecto, adeu!</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tras llamar a 5
personas, empezó a darse cuenta de cuanto estereotipada estaba la gente en el
siglo XXI. A modo de ejemplo, preguntó a otro dueño si habia internet en su piso, éste en vez de contestara la pregunta le preguntó al gabonés si hay internet en su país. El día siguiente, encontró una cuarto en un piso con 4 otros
estudiantes (francés, griega, inglés, belga), una verdadera globalización. Sus
compañeros se mostraron muy amables, le enseñaron el piso pero en algo se pasaron.
Le enseñaron hasta cómo usar el ascensor, el horno, el váter, el micro onda, el
telefonillo, la tele etc. como si viniera de otro planeta. Y su actitud:
tolerancia y lol de lágrimas. En la cena de bienvenida, tras contestar a una
lluvia de preguntas estereotipadas de sus camaradas, dijo: <i style="mso-bidi-font-style: normal;">¿pensáis que en Gabón o África como lo generalizáis no hay vida, ni
industrialización, que es selva y guerra? Con tanta facilidad de acceso a la
información me decepciona que tengáis una mentalidad tan medieval de África y sobre
todo me entristece que al contrario en Gabón aprendamos tanto de vosotros. </i></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 12.0pt; line-height: 115%;">Pd.
Muy breve pero inspirado de testimonios de las entrevistas realizadas a
estudiantes subsaharianos y catalanes durante de la realización mi trabajo de
fin de máster. </span></div>
<div style="mso-element: footnote-list;">
<br />
<hr align="left" size="1" width="33%" />
<div id="ftn1" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<a href="https://www.blogger.com/blogger.g?blogID=6325133552363133135#_ftnref1" name="_ftn1" style="mso-footnote-id: ftn1;" title=""><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman","serif";"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">[1]</span></span></span></span></span></a><span style="font-family: "Times New Roman","serif";"> Gabonés</span></div>
</div>
<div id="ftn2" style="mso-element: footnote;">
<div class="MsoFootnoteText">
<a href="https://www.blogger.com/blogger.g?blogID=6325133552363133135#_ftnref2" name="_ftn2" style="mso-footnote-id: ftn2;" title=""><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman","serif";"><span style="mso-special-character: footnote;"><span class="MsoFootnoteReference"><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">[2]</span></span></span></span></span></a><span style="font-family: "Times New Roman","serif";"> Dueño</span></div>
</div>
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No
entiendo por qué pero la gente sigue igual de desinformada sobre la realidad
africana, un universo con 54 países, cabe subrayarlo. La semana pasada estuve
platicando con una conocida en el facebook y ella me soltó textualmente “<u>África</u>
es <u>un país muy pobre</u> cómo haces para mantenerte…” Me chocó su pregunta, me
quedé unos 5 minutos sin decir nada… Pero al final (supongo tras la digestión
de boom), respondí calmamente y razonablemente… Primero, <b>África no es un
país</b> nunca me cansaré de decirlo. Y luego que ¿África es pobre? Véanse el
primer post de este blog. África es la madre de la humanidad y nutre a la
humanidad pero se lo agradece explotándolo, pegando en sus espaldas
estereotipos de todo tipo y hasta a veces generando guerras en sus tierras por
la lucha de intereses capitalistas (Diamante de Sangre). Unos ejemplos, Costa
de Marfil es <b>el primer productor mundial de cacao</b> pero ¿cuánta gente
come chocolate a tope, hasta tirarlo en Costa de Marfil? ¿Cuánto sale el kilo
del cacao que se compra al campesino marfileño? El móvil no se puede fabricar
sin un mineral que se llama el coltán. La <i>RDC (República Democrática de
Congo) produce el 80% del coltan</i> del mundo. Os habéis preguntado alguna vez
la verdadera razón de los conflictos bélicos en RDC? Etc.</div>
<div style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
En
fin, es que hace falta mucha tolerancia para ser ciudadano del mundo global,
tolerar no sólo la cultura y la cosmovisión de la otredad sino también su
ignorancia. Los medios occidentales tampoco ayuden a que desaparezcan esos
estereotipos, más bien los nutren. Pero
cuando la otredad/el otro se da cuenta de su ignorancia y aprende algo de
nuestra conversación, me doy por satisfecho.</div>
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Anonymoushttp://www.blogger.com/profile/13235625719687929267noreply@blogger.com2tag:blogger.com,1999:blog-6325133552363133135.post-86285633261660083582013-08-05T07:43:00.000-07:002013-08-05T10:32:43.477-07:00"El verano 2013 u ola de calor proveniente de África"<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Cuando
hace calor, nos quejamos del calor.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Cuando
hace frio, nos quejamos del frio.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">¡Pero
qué cosas!</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Como en cada una de mis entradas voy a intentar desmontar
un estereotipo más.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">¡Jolines! La verdad es que sí que hace calor! A veces lo que menos
aguanto cuando el calor de verano llega a los extremos <b>no es ni el calor</b> (bueno "el puto
calor de mierda" como dicen) <b>sino comentarios</b> que saca la gente tanto en la vida real como
en las redes sociales. Es que siempre hay que buscar algún culpable cuando estamos en una situación preocupante. La meteo española ya señalaba la semana pasada que el mes de agosto se inaugurará con una nueva ola de calor, que las máximas superarán los 40º y las mínimas los 20º. Origen: una masa de aire de origen africano. Es que cuando algunos desmontan prejuicios otros los montan. Unos ejemplos de discursos que estigmatizan:</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><b>En Twitter</b></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Hay más tuits así! véase Twitter (calor de África/ola de calor de África...)</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">En mi entorno cotidiano:</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>“e</span></i><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">stamos en alerta amarilla por una ola de </span></i><a href="http://www.elpais.com/articulo/espana/masa/aire/africano/dispara/termometros/elpepuesp/20080804elpepunac_2/Tes"><i style="mso-bidi-font-style: normal;"><span style="color: windowtext; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES; text-decoration: none; text-underline: none;">calor</span></i></a><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> proveniente de África</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">” (Sí hombre! que todo lo negativo viene de esa parte del mundo), </span><i style="mso-bidi-font-style: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">“Óscar ¿Cómo es que te quejes del calor? Que
en África hace más calor?” “Óscar ya estarás acostumbrado a esto ¿no?…con el
calor que pasáis en África*”</span></i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> (primero, África= 54
países y desde luego no uniformes en términos climáticos, ¡hasta los gemelos no
cagan del mismo culo! ¡Aprenda a no generalizar!). Me acuerdo que alguien me
dijo algún día que le encantaría hacer un recorrido de África pero su mayor problema es "el presupuesto" y mayor miedo es el calor que hace allí”. ¡Oye gente! El continente africano no es ningún
horno, ni es un desierto, ni un sitio donde uno se ducha y apenas saliendo del
baño ya está sudando por el “puto calor de verano”. ¡Oh pobre verano!<span style="mso-spacerun: yes;"> </span>No, mejor decir “pobre summer!” (parece que con este anglicismo innecesario suena más guay), tanto me hablaron de ti
pero ahora tuitean a cada rato “!puto calor de mierda!” (Pon “puto calor de
mierda” en el buscador de twitter, ya fliparás al ver las ocurrencias). </span></div>
<br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>De todas
formas, paso a hablaros un poco del clima camerunés (pues Camerún, S. Eto’o, ¿ahora lo pilla? da igual) <span style="mso-spacerun: yes;"> </span>para que veáis que allí casi nunca la gente
saca a tontas y a locas frases como: <i style="mso-bidi-font-style: normal;">“!Qué
calor de mierda, por Dios, me cago en todo!”</i> Esto, no porque no lo sepamos
decir, sino porque en mi país no hace tanto calor como en Lleida/España (Por
ejemplo). </span></div>
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<![endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> En realidad, el clima de Camerún consta de dos estaciones:
una estación de lluvias (lo que también llamaré <i style="mso-bidi-font-style: normal;">“invierno suave”</i>, pero nada de nieve) y una estación seca (<i style="mso-bidi-font-style: normal;">verano
suave</i>). El clima camerunés tiene muchos
matices que no pueden ser explicadas solo partiendo del lugar (norte, sur…) del
país donde uno se encuentra. <span style="mso-spacerun: yes;"></span>Por su
posición geográfica (véase el océano atlántico y el lago Tchad), el clima de
Camerún tiene una gran variedad de climas intertropicales. De hecho, la
denominación <i style="mso-bidi-font-style: normal;">“África en miniatura”</i>
que<span style="mso-spacerun: yes;"> </span>tiene Camerún no solo se explica por
la diversidad cultural y lingüística del país sino también se relaciona con el
tema de la diversidad climática, paisajística etc. Tenemos principalmente el <b style="mso-bidi-font-weight: normal;">clima ecuatorial</b> por el sur y el <b style="mso-bidi-font-weight: normal;">clima tropical</b> por el norte del país, pero
ambos tienen<span style="mso-spacerun: yes;"> </span>también algunos matices. En
el<b style="mso-bidi-font-weight: normal;"> clima ecuatorial </b>se evidencia variantes
como: <b style="mso-bidi-font-weight: normal;">el clima ecuatorial húmedo</b> que se
caracteriza por lluvias fuertes y sobre todo una falta de <b style="mso-bidi-font-weight: normal;">la estación seca</b> o sea una estación seca también marcada por
lluvias; el clima <b style="mso-bidi-font-weight: normal;">ecuatorial de tipo
costero</b> que tiene dos temporadas<b style="mso-bidi-font-weight: normal;"></b> etc. Por lo que se refiere al <b style="mso-bidi-font-weight: normal;">clima tropical </b>se destaca la presencia del clima <b style="mso-bidi-font-weight: normal;">tropical sudanés </b>alrededor de la <b>cuenca
de la Benue</b> con altas temperaturas, las lluvias son abundantes, pero la estación seca es más larga. <b style="mso-bidi-font-weight: normal;">El clima tropical sudanosaheliano</b> en el norte con altas temperaturas
y una gran irregularidad de lluvias. Se trataría de una de las partes del país donde hace más
calor pero tampoco llega a los extremos que aguanto en Lleida.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">En fin, el cuadro que os dejo a continuación resume toda la meteorología en Camerún durante las dos estaciones. Nada
de los extremos del calorcito de Lleida por ejemplo, ni tampoco nada del calor
del verano por Andalucía. Creo que la gente generaliza todo porque en
algunos países africanos la temporada de calor dura más tiempo, es duradera, es
“diacrónico” (pero tampoco llega a los extremos) mientras que en España o en
Europa el verano es puntual, “sincrónico” y a veces con temperaturas muy extremas. Parece que la
hora del 45º que pasé en Lleida el año pasado aún no ha llegado. Así que queda
mucho para que la gente pare de sacar gilipolleces como “<i style="mso-bidi-font-style: normal;">ola de calor proveniente de África", "de África no viene nada bueno”</i></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF3De1GYkArr9hJLZlM-0HKYc-85BaxsKsfvKLWvMaWNczEdBgLppIMLbe6oRQjrcqYMC3XO-trQBaXqLLXITY5b-Qcgnpfc-PrHF3BQKFglRCo8haEBSlRkW1Xn1ZOVqRNM6xhXcDaQQ/s1600/meteo-camer.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF3De1GYkArr9hJLZlM-0HKYc-85BaxsKsfvKLWvMaWNczEdBgLppIMLbe6oRQjrcqYMC3XO-trQBaXqLLXITY5b-Qcgnpfc-PrHF3BQKFglRCo8haEBSlRkW1Xn1ZOVqRNM6xhXcDaQQ/s1600/meteo-camer.jpg" height="300" width="400" /></a></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Los sistemas educativos occidentales y españoles en
particular (por hablar de la realidad que palpo) ignoran la madre de la
humanidad, el continente africano, en sus currículos, los medios de comunicación
la maltratan, son artífices de la desinformación y de la información estereotipada
y por eso de la boca de la ciudadania española (tampoco hay que generalizar, sí lo sé) no sale nada bueno ni objetivo cuando se trata de África.</span></div>
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<span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;"><i>¡Hala! !a disfrutar el sol y la playa! Y ¡procuren decir menos gilipolleces! ¡Feliz
verano! </i></span></div>
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6Pyo9oHIZdFW5by3imMRV2cDJCRFsenQUv2q38hpmBSNTyXQr/Oj2gezZTwKKsLfQMyhoZUDHCs8RAJ7Ur31qkskZDlkOGKxEgfjij2iHyFbFJ9K0ozFLGske1lYZBA61Hb3FtcmQQlWMbbW+XoaPaC5CjzS1cW5tnumtgR5yDJXb/n1qSOSGWSREALRnDfL0NP2iD2bM6itGd4reIyOvyjrtTP8AKoDfWi2ouWysROATGeaPaB7Mq/Sir801vb2/nyFRHgcgZpTJAtv552+WF35x2o9og9mZ1LWhBJDcwrLFho26HFQG9g3sqRSS7ThjHHuA/Gj2gezKtFXDeWotvPP+r3bT8hzn0xRHcwSyBFikBP8AehZR+ZFHtA9mypSVpNsHJVfyqn/aNuRuWKRox/y0WIlaPaB7Mhoq1JdW8SoSNxkGUVVyW/CnQXME7tGFKSAZKOm049aPaIPZsp0d6uwXFvcSSpEQWiba424xTGuLeYzxRkGSIfMAvSmqguSxVoopK0IFo4pKWiwBRxSUmQKAFopu4Um6i4D6Tj1pm89qQk0ASZHrSbhUXPc0uaLiJAc0vFRAmnDJ5oAfxS4pO3SjJpiPmLZtbLYBBzn1rvbYmGOBiflkhXJPqBmuPiRMZY5xzynf2rr4rmzawiWWaL5UUkbwCOK+fuetctRKBZM0p+Z1LnA6Z6U4wPPBDtf7qqVbHGcVV/tOwmj8tbuEcY4kFJ9u00xLCb1BtPygy9DQBcFy9vKsMqqyscBlPekj2td3DbW6r29qrR3Gnwt5ovoWboC8gNOTUrFCzi/UbjyTMOaALEQYX8gbgbB396YxkTUflOz911K5yM0wanp4Zm+2RbiMf6wU/wA2zndT9vjEm3A2ydhzRe24XFnlkNvIznJGNoAx3FTfPO6JPtiwpeMA53fjTVOneW8b3sWOvzS8kUSz2Eq/vLlF2gN98Aj0NK6FdFtZZ0xbCUlCwIBPy5/yas6PdXdrcrD9oRCjMiEgsUyedvOOaz4dUshcRqt1D04ww5pZDHbRLdNN+5kkISV3HzetaxbE7HUQ65qNtqNzECJppFQIxTGeBg109rJK2oW7SFTMbXMpUYHXivPrXUbKfULdLO7SS9dgvmiXcy/Tn69a9JtIrWzj2o6lsDc5bJaumldsynZFGw/0aztLocRyL5Uv5naf8+tEfGk6X/18J/M1oRxWi2f2Tcpi27cFqRrW1a1jtxIQkTBkIfBB+tbWZF0M1cj7ASP9YHXy/XdntViSa5Eu1II2j4+YyYP5YqJLW0jkEhkMjr90ySbsfSpzNF/z0X86dmLQo4lbWbgQzLH+6TJKbs9fei9Dr9jFxKsi/aBuITaOnH61JJb20k7Tee6OwAJSTGad5dt5DQvL5qN18x9xoswui7kY5rJE9xDc6i8ECyAOCctyPlHbvUyW1orKWldwpyqtMSAanj+zxyyyK43SHLfN+FFmF0V1lSy0LfFJ5nyfIQOrE/4mq1my2t7bqqSoskXluXjKguOc8/jVwWtmD9/C+YJNu7jdUs4guAod1+Vg6kN0Iosx3RQaNjdX08QzLBKrqPUbeR+Iqewm8yS+lgAfc4KgtjPyirMYgjkkkVxukILZb8Kjt4ba08zyWUCRtxG6izFdCyyTNZXPnRJH+7bG192eD7Cqk2DpGnA8gvDkH8KuT+VPCYmlwrddr4qJbe2EEcJlJSNw67nzjHT8KdmF0U54Jvs1xBIp8i2jcxsf4sqcfkMinXUg/s6zt8M3nBNwVcnaACa0JWhmieJpF2upU4b1piQ2ySxyBxujTy1y3QUrMLoqWkxBvreJHTIMsQdCp5Hp9asWUjLpNubZEdtgyC20Z7/rUrLbm5ScuPMVSow3Y1E1rabmZJWj3HLeXKVBosx6FS7uXu9N3FBG63AQ4O7kNWhEl0sgMlyjp3URYz+Oaia2szbeQGCx7t3D859c0sccUcgcXUrY7NLkU7MV0Jqhb+y7jZ97Z2/WrULR+TH5WNm0bcelV4Y7aDzdjr+9cu2WzyaiFlaD5RI6xn/lmspC/lRZhdD4tp1uTcR/qF8v6ZOaW7H/ABM7Hb9/LZx/dxT5YrSVI1ZlXyx8jK+Cv0NEMdtC7Or7pGGC7vuOKLMNDNiEsXnXNsheQXEiMo7gnj8jUkEQtru5iByRCmT6nJyavReRBvEbj53LnLdzUUqw7pZlcGR1Cn5vSmk7ibViDcO5oyM9ajAHelGB0rpOcfk9qTPNNz70tFx2FLccVF83WpOKXg0CIcml5qXA7ikwM0rAR5NHPpUmB6UUARDJNPCCnYPpRg0xBgU4Cj9KOKYBSZxS0YFAHzXEgkQDJZjycdqZeZeNZYpnYfdKHtUUFyZNwfCKvUrnmiO4jzgjC+xxXz1nc9W2oRFygJHCjA460b0ILE4ZRkAilWYoCxOFzlQzVC+GjV/fHHQVQbircOATnr0OOlWkhjk2SbH3sQeTw3rVEQSSdD9TWnZJNI6qH+WIZ65yB2pSBlqK1LhCzIqtISqlcgmlmJt7pXLFWC9jgDPtTXaYptEo8vqSDgA1Vlnad8ueEGDgcVmk3uTa5bMiz4yCGLZwONwqWC4Xy2jniXaAdnOCKhXyzGCJB7A9vQU2WQBl8sHfyGIGMj/OaEtdAsbel6G9/OILaWP7QIjKqk5yM/zxVx/DGstYttgmIjLeZDIo+UY6qT1zuPT3rS+HEc91fXUyyCOFNu9FTlzzgZ9OvFem7e1ehQoKUeZ7nPOo4ux4bZaRrFpi6ht7iDCb/MCMpC+xr2bSXu5bCN75FSVhnYOoHv71eEZI4FLsHfiumnS5OpnOfMHAp26kEYJ4NNuXEEDyKjSMoJCKeWrXYlAxNNotpUu7ZJ4w21hnBHI9iPWn7T/dNCsJ3GUE1IqE/wAP50oj3KCMEHoaegEXNHapDER2oETdxRoAzJpwYU8RHvTvKHXFAERb0pOaseQcZ28U5Yi3AFF0OzKx6ZpufarTRlTgimlR6U7oRXBGaXI9Km2D0FGzvikBDn0pOam2DqRS7B6UwuQgUYqbaOwpcD0ouIgAPpTucc1KAPSlxQBXz7UVPgelGB6UAQBST0p2zHapcD0pcU7iIQlLsHpUuKKLhYgZPQU3ax6CrO2kxjtRcCAIe5oLBeBUxXNMMQ7ii4ERY0nep/LHpRsAp3CxCM+lOXPpUmKMUXENo4p1GKLgJj0pMU+jFFwGYOaOafijFAHzMZQiOpC89So+9W0fDzXVlCwljUMAwOzmuRaVpGBY9TzXe2rubWNFVt3lptYHG35RXhcp6tjKHhVsFXukbI4JU8frVy18Oyi2aCSaIpg7WEfOfzrQDOJ5QAG+Yc7sdhUsUiPHDG5OzyycHuabVxlD/hE1BVWuP3e3kAc1F/wjDlVC3KbQcjKcn2rQwHlaPkxgAgE9KZEAIYyARuYKzA84pcgrGe/hmdy0S3arGzZKhDio/wDhEpI42Au1LZ/u9q6AFY7pFjQhSp3DOfxqWVg4UIm5c8oTjNPYDn4vC7RxlHus7h8uBjB9/WtrS/CNjczeTe6g0Ea8o/ljJ47mp2K/Z2VImWRcfKeetLp6G4eS0RpNrLuHyHPTninFkyV0ej+G9F06w0tV091ZTw8hTDORxk1sfZD/AHx+VYOkab/ZcttC87yyFwVLdNmxsAfQ/wBK0jD9nJluYWkw+TOkpz144rvhJpHLKKuXRakfxj8qU2uf4h+VSywxzx7JV3L6Gsg2sKaZeSquJFaVVOTwMkVfMxKKNI2p/v8A6VQ1W1RLfzZZVEYBVwV5bPYHtUipDCJFmtkgV1wSsu4muYvdQS/mjgvZV+zqMKRy2P7/AOg/WonUsio09Svfahcy3kVxYXCW62+QI2DHfnrnt/kU/wDti6bU7WdwmyIHciL97J5xn8PyrEmFlFqN0tuu5QV2Fj096bYzFYIT5Q2nkybvmzXFKpO+5t7ONj0Vb2OWxW6HCkHcjjkD1p2kRwPCwtvMSPO4BxwM9h7cdK4q4gMOnRXWcs8pwcdF7g+/f8K0NKt57tLieLzUt1TbuPAbb/8AX/lW6rSbRDpxsd0sCjqR+VDQBv4h+VZrWrNBa7I/MiWP5ot5XJOOf502ZYZNNdVidPLlUFGbJU5Gec+hrouzOyNNbUZyXGPpStbjPDD8qy7qAvqLItsJgsCYBk27eWp1s7GWxUsxZVkRtx7jAouwsjWVeMOR9QKBGu3AI/Ksq9jM2oxr5Am/dMdpfbjkc1ft1Mduq+X5eB9wNnH40AK0BPO5fyqM2p67x9MVn+Sbc+bcwM+HyZ0lOevHFWUJB1HJ6Nnk9BsFNSaE4on+y8Z8z9KQWhP8Y/KsuRci1327T7bTJUNgjpzWrYgiyhy/mHb94HOafOw5EJ9jJ/5afpQbM/3x+VNss7rrJ/5bn+Qqlawl53kNor/6Q/70y4I+Y9qOdhyI0PsXH3/0o+yf7f6UXkcktsyRNhiRwWxuGeRn3qtbxxCZ4HtmhZ48lfM3Kwo5ncOVFg2no4/Kj7I398flWfHaQtofmMmXETMDk9cUT2saRWYigD+Y43Luxu+Q96OdhyIvSW/lgEuOfaoyFx96ojGYoFXyBD8xO0Pu9Ki5rWOquZy0dibIoB5xUfNAzVEFlBg5Ip5I61V3N0z+tAJxjJqeUq5MzjsKVSMVBkjnNIGIPWnyiuW1QY3H8KQlWHOPrVfzW6ZppYk5zS5WO4pznFGSeKbuNAYg5qyR2cdRRketMLEnk0mRQBJkUZHrUeacMnsaYh2fejIpMCk2+9LQB9JmmgUvNMD5SQZcDFddb+IdPigjQ+buCKGwvcDFZA8Pamil/skpUcEqhOKZ/YGqAbzY3AX18s14d0evqbo8S6cGJHm5Y5J2UN4h011VSspVegCdK5/+xr/PFpcE+nlGk/sy8jOXtJ+vQxkUXQHRp4j0yMYAlHrhKkPiCxFupMcwiYkKSnBxWDpthbC7B1JLhIev7tef1HNPmSFL8NGsz24b5VkPIHp2/SqSVrk3dzYj1/T0DOqzDnBOz9KtQa5YXFysWyR3b7oC9z0xiuYe0DyZTK5+9hePwrV0i1WOaN1WBZFHBlfaM9m9iKWl7A27HbaU8b6xDp8+m3LDejMyRtgKf4ia65z4Y0C5UXk22bYSjyccHjHFcvFcS3TZu/F8MSlQDDagnj/eP+FVBZ+HbPXLU+cb62Vf3kkuWBJJ59OK6FCMdTC8pM7seMvDrMjvMVaEkR/Ln8sdaf8A27opkDW1rd3DZ3ARwOV/wrNj1Dw5YygWUVpHJ8uGWLYME884645xWsmtabJtxew89Mtit1Z9UZaroWYPEUd2zLb2c5ZfvCQqmPwzn9KJke4h8ohIonctIqsxJz154qjcajo7lTNcW7MpypzyPpipf7a0zyy/22DA6guKdovdivJbIU6HYl5HE9wC67CARjH41yniGbTNOMlsDOjQoHDMgG/nB28jdwa6yPWNNlGVvYemfmbb/Os7WItK1cW6yXUY8t924SbWA789RUzhBrRjjOaeqOWs73SbfS5L+6eWN5mAhkEYJ4GeQaxI9Y0xWLhbgejZOP51ueN0nnSGHTHSSz2jzIY2TO8k8+v1rltN0m7kvWEtpLukidIRhQA2OCS33cetclSKuoo3i21dm2/iLTjasheQ5bGGTkf/AFq7rwlcQ3mhtu8z7Kx2pHzj65zXjuo6ReWd5PEVaXawBYKRngH/ACa9I8DaxbxaZDpk1ubR484eRsCQ/j3/AMKdBLn1JqX5dDuTHYsiIY2wgwvzHIH1zSsli8AhMZ8sHOASOaj49aQFWXKsCPUGvQ5YnLzSJZI7KVgzo5YKFBDEcD8aR47J0jQxsFjB2hSVxn6UzFGBT5IhzscYrFgoKSfKMA72z/OrEc8EUYRN20dM81WwKMUcsQ52KsVgsgcRHIOQMnAP06U6VbK4ffLEWYjBPr9fWonZI42eRgqqNzMTwBVa2mlnupyPKazAUQyKTlz/ABfh0xRyx2Dmla5pedAJRJtO4LtBx2ojmt4QwjUqGbcQPWoMDFVmuguqR2OwlmhMxbPQZAH55/Si0QUpMtNHZNI0hR9zHcSHYZP50COyWXzAjht2/h2xnr0zSYxSEZPSjkQc7LE0tvPHslUsp7EVHGtnGrhEb5xhjk5I+vWo9tQvcwR3Udq0gE0qsyLjqBjP8xRyxDnZcj+yRW7QIjCJgQVJJ60Sm1mRUkRiqHK4JGPyqLFGB60+RBzsR/JWNUhDAZydxJ/nUfNSbRRiqVkrEttsj5o5qTac0Yp3ERc0c1LtFJtFO4DKTn0p+2jbQAzmk5qTbRtoER0GpMe9G33oAjwaBxUm2jbTuAylDHoBS4pcUrgNz7Uc07FGKAG5NKCelLilxTEYgR85xj8aGR2GDSecnUbx7EUeaM8KfxFeBZHr3YgtUySV69eeKDBEOkS49Nop28E/T2pvmIOp/WlZDuyM2kTf8sl9/kFRNpVs5+aEN7bRVkTr0D/maPOGcF/0o5QuymdDssY+zRgZ5yopP7A088m2T6gVd85cfezR54A4JP4U7DuUf+EesM5ESj3FA0CyAwo49KvGfrxQJQRnFFguVRpEA4ViPbFO/swK2Q7VY84Y45o84dhSsFyq+mb+GckenFQHRI927ecZyVOCP1rRMq9CcfjRuQDORzRYLlIaYijAHy4xgAUh0yIur9GHTgVeLqABgUm9fpRYdyoLNRyfm9CQKd5LcEErj0UVY3qD1H5UGRf8ilYdyFUYdSffimtCxYsWzx0KjFWBIPT8xR5qf5FCQrlVoUZCpH3uuBipome3iWOKSREUYCg8CpvNgKbSDvznOOMVGzxjqBVptbMVkx631yn/AC2k/EA/0qVNXlHBKt9RVXMZHAP503MJ9fzrRVZrqQ6cH0L51psf6pf++q57zNY/4SUaidRVrXJ/0YsQoXHTHT8avnyCcBh/31SGOL1/8eq/b1O5PsYLoV/E/iO6g0G4+zgRzOVRGRjkEsKoaZrWtaTpNqrRC5iEQJATc6ZGcYBB/nV64s7S5j2TLvXOQCe/4UvkQ4wrnj1qniJsn2MNiL/hPg23yzbxyK2f9Zhh/wABYVWPicT6t9ueaTzfLCFgFOev93NF5o9lej9/HHJ7sOR+PWsWbwRYu26G4miGPuq+R+tHtpPcqNOMb2Oqj8WRMeL1c4xhiB/MVIPEBb7t0D9HH+FcK3gaVTmLVHHPG5M/1qN/Bmoj7upRt/vJitViX1Rl7BHo0PiExptYrIc/eaSqOr6xPcm1lgAj8iYOzBskr6Vw6+EtSxh7+MD/AGUz/WpV8MSxXEJaSSePP7wEhePbFN4jmVgjQSdz0H+2r09Cv4JThrV4Oqr/AN8VkWS2FpEIhbMIx2Uf/ZVeW40vvFMv/Af/AK9bqqjF0mWTrl3/AHY/rtoTXbpWDFUOD0K1VMmmMR+8ZfXKN/jTiultwLnH1VqftLi5C7J4kvJmXfFHsBOQqEZpRr/OfszdOm7/AOtVE2ti4+S7GfrThpURXi6Y+4IoTfRA0urL39vn/n2P/ff/ANak/t8/8+3/AI//APWql/ZAABMs2ccAMKQaS/eWTHu1Pnl2FyR7l7/hIAP+XY/99/8A1qP+EgX/AJ9z/wB9/wD1qzG0m5zlWPTvKf8ACl/sifIHm8Z/vmlzy7D9nDuaX/CQJ/zwP/ff/wBaj/hIU/54H/vv/wCtWcdJuFPEhP0P/wBenLpVwRy5HHf/APXS9pLsHs4dzQ/4SGP/AJ4H/vuk/wCEhi/54H/vus46dOH2hifcjj+dIdPvM4Cxkf71HtZfyh7OPc0/+Ehi7wt/32KP+Egi/wCeJ/77rJNhejpEh/4HTTbXq9LZSfY0vbS/lH7KPc2f+Egi6+Sf++xR/wAJBD3iP/fQrGFte9TafTDUG1uu9n09DR7Z/wAoexXc2hr8PXym+u4Uv9vw/wDPNv8AvoVhGG5X/lyk/AGgJOvWym6/3TR7d/yh7Bdzd/t+DP8Aq2/76FL/AG/B3jb8xWAZHTg2E5/7ZGommIGTY3I+kJ/wpe3/ALoewXcy/wC30P8Ay3HtzUQ8QKTgyFPqRVFNNk3sjX1mBnkmVuf0pYtMcvuS+gVB3a66/ga4fYnV7Q0F12Mjd9ojPuTSHXLYvzPFu9xS2umTsMNqlnGoHVpl/wDrmtSOw0Mxutxrce4jhkGef5fpVewF7UyX1eB+DLEfoKcNTg24EkWAfStBbHw0FOdWmOBgYT+Xy/1phn8NxACOa+mPcrER/PFHsA9qUG1K2PJkiPPcdKl/tZTjE2PcA09brRzIzGK9AzweBkfTmoXudJP3YdQTnGFYc/pTVAPakn9p54Nxz7mpFv5MfLccemarwf2Q+5mtr8nqSecU/wAiyWRXhgugR0LIP8RQqCF7Vk4vXc/LIOvODUnnzEcEn6GpUiLxb0EoP93yjn+eKsw20jIGeK4/BTWiw8CfbSKatdP91WP4mngXoP3SPxrTjtGyquCpbuScfyFPe2kRc+bGNoyQZRVfV6YvbTMzZfnoG/OkEeodf5mrRluGOVdQo/vGmfaG3BWkj344Hen9Wpi9vMh2X54yfwamiC+PQ/8Aj1TS3LwqMyQ8/wCySab/AGlHt5bPoVjb/Cj6vAPbzIzBedC//j1O+zXYPDcfXFPS+X0JyegQ1YS5Lj5Qh7ANT+r0xe3mVfsl6OQwB9mpPsl83Jcn8a0VkVPvRIP91Ov6Uj3kZ4WJn+kZp/VoB7eZn/Yrvu/50Czux1mA9MmrhuNmWaB9vsh/wph1BMH9z0/6Zt/hT+r0xe2mVzZ3ZOTIPrmlFlcsP9cB+NW4Z1dSAEzjo0bD/wBlpWm28l0X38o//E0fV6Ye2mU/sNz3lFO+wzdpD+C//XqwJfMwVkTk9RGx/pVkvsGVkU/9s2/wp+wpi9tMoHTph1lP/fNJ/Z0ucecfyq8s0kh5ZQP+ubf1FOOc8uPY4o9hT7B7aZR/s6XHMx/AUDTmzgyyH8KvFnJAVkHqSpp4yc7pVGB12Hmn7Gn2F7Wfcz/7O+bHmSfgKU6bggeY/wCNWftQwdrN/wB+SP54o81QFzMd3tD/APXp+xp9g9rPuRrpUWfmaQ1INMt9vRz7kmpVm55dvxSnecD1J4PTZVezgugvaT7lb+y4epL/AEpy6dbA/cJ9ck1OHXOA7Y9QhpEZcsDLN7Foz/hQoQ7C5p9yH+zLbOdh/wC+qcLVV4QOnur1NjI+a6A+sdGA3S5TaDgZU1SjFbEtyF2yKuBLJn8P8KeC46u344qJhs6y7s91RiKZyejYXHQoaoWpOct/HJ9M8Upcj+J/zqARSnlXhC9sqaQrLna0kH1OaNBaknmjOd7+nen7i3O9xURD4wDC34k0z5gSCkQ+po0DUmwMY3S4+tIYFPVn+uagIcYKwKc91Yf4ikBuM8RY54wQf60aBqWvs4xy8v4PijyFI5aU/VjUHm3mcOrle2F4/nSNLdO+VgIA7bRx/wCPUD1LH2dezSj/AIEaPKUdZZf++qi86fHzKR9V/wDr0edc/QdsKTQLUeYVP/Lab/vqj7Oo6zSn2zQjSt94sfTK4qcIQuCyg/71GgakXkp3eTHu1Bt4mHLMakEcmflk59A1OH2lCQZ2GD0L4ouGp4k12zZAl3c8EAKf0rdtdAS4jjk+3yAuAdvpViZnhQSmyvlUnC7lcjP1NbVnrG6CALZaju2gDEeAx9s9a85wd9zsUkYw8Nuyny72Z+M/LzS/8IleuuWnuNoxklOP510ov7qLco03UCewxGMcY9agbUrgP8+nXm77xDbP8aORj5kYieGblcg6lKMdmT/69Tf8I4ykh9Rm3Y/hXj+dasV8N+DpV5IAfmAljH9af9tgcqG0W8yBwxkBz+tNQYroyF0Iwble/fd1IZP/AK9TJocbbjJezEDqAoGDWkb+0O0nTpwxHyksMnr700ahp7DYtjPuXr04/OnyyFeJXh0FFKsl7cKD0GcZ/lWrbwpBgve3EjAcZl6VSN7aO2wWxGztkU6K/t2YoqFeMEZHAq0mLQ2BHE4wkhx1JMhJP4ZqIQozkecF57qf6tUUF1BswqErnJIKn+tSG5QniOQg9Tt+vv71aUiW4kjaTbtlpZYjj/plyPxzUsenEbhFdSFc8gKvFVnl8xiUedGPcoKlSQx7gZ5gr/eAjAz+NP3ifdGPodpK+5pNzHruROamt9LhtVZreVU452xqaY97CvD3b8joduaX7bEfmWU4zk7sfWn7waDpNOtpn3STfOONwjCkflTTo8DRL/pUu3GcE1H9pR9wa5IB4ADKMCkN5axnLTuCO4cf40veD3SX+xLYgAM5IHZBTY9IhWTAnnJz0AXAqCPUNJV8fbHZjxt3A1O1/pzqQZnOe276+/vT94PdJTpxwNt44HYkil/s92z/AKcy7evH/wBeokvrKPARpcey/wCFILixDKQ91x0wtO8gtEk/s6baduoy8HkhRgUg09kX59SduMn5KZ9qto12pJclT2C8+1L9qjEm8yy59WUZ7e/tReQe6KLGHAIv5zk4yDR9gtv+f+Q+nNRSXcBAJmPy9Nyp/jSrfWe0AyNjbjCgc/rR7wWiWhZW+PLa7ZjnoRzTxY2+MrcY5xylUm1C3bzNsk244ySo7VDHqVqrZNy6ndnGep/Oj3g900otPhc5FwXBONpjWnPp8LEBZFDZOAYx/jWcL+0G0F3bHTLLSm+tlZWUPtGfTHf/ABovILRL39nJv+aaM44IEa5qQWMWAROOegAHP61mHVbfc2ZJADyMDGBx/hQuqWhyBcggjkHHNF5BaJpmwJG7zgF7HBA/nUJ0gM277SAT7k/1qsupxsgAeIHqDhQeufWpft8QwpdQo9VH09aLyC0SwNLIDbbjdj2PH601LAufllQ+ny1It7aOu0KX91x3696abq0Rt0kTucc7glF5BaI02EplINwu7OMFDk/rTTYE/I0ihgcfc6/rTjfafvDKp9lAWnf2jbAnbHIuTyoxReQWiQDS1YKyXKDd0ynX9aZLpE4cbb1U9/LyPzNWRfWoCkhyV7nHt/hTzeK5DRK4AHyjgrT94XulRdLvCCf7SyvfCqMUraNOFy+oSdMjBGf1FTJd7Aq/xL90hRx+GakMyNgMkxXbtIUflSvIdolI6PKB/wAftxJgH+NBVb7JcquDNKc9i2f/AGWteSaFi5YSgsOV2cZFUg0cZ4ULx1qot9SZJdDNltbpshJH47FmqL7HeuRljnv8z1qmbPRo2Xv14pFKbsK4Ge2atE6md9kugCBdKPQMzjFM+zXqrg3cWf8Aroa2VYEHPOOvJpy7Ou4++CaA1MhUuFHzzxs3f9+39BT/ALVPGvEu3HdJXP8A7LWo+0HKufbcxH9aiaYkYVo2+slFxWZmfa5ZV2i9nB9pHP8AShdxGWupWb33NWgfPyCAAMckSmnAycHzP/HqYtSoqEgbp5jj0RwKlhgRc75ZW9Mlx/WrQmOcGVRj0anCR8cP+ORTEQNFERgPIM+jtUL2ahSTLLg+rsat/aDuwxT/AL6p/nOBgBD6ndQBzrvaLJk6ldmTPQSKB+JpfNijlV11Et8vDF1JH6VgppuhhszapKgJ6KQxx+Arsrfwz4c+yLIs0u3yVcl+vIXr+dcPNY6lG5lpqRZWA1U8H+KVMH9KzZ77zRlLmBJA3VpSDj8FrpLrw3ptvu8uKOZQcZ3EEc4z06ZplrYaYqjOmqcqWYtIcAZwO3r+lHOiuQ55JHdt8urQsQMHYpfI/EU4XsEUTbpriR93y+Usa5/McV1H9i2YkCzaXEuRnBkP4/lUiaBpbFmbTIQqH5hn2zj9c/gafOhcjOTiu4Jd5ntbwqRwTcJx+lL58D/KISVB4AZM4/IV10OkaBJD5qaZEuWPBJ4HHpn1qVdD0zc3+g26YwXAL5XP/wCvtQpIHBnDhR5u4rgDoGjRj+dStcT5zG6rn1iQfyGa7WLQtNJl2i2AQ42lyfX9eKd/wjtlkAlOW24Ctwe/aq54k8jOMRmZ9xYs3fLYX/0Gn+Y4fMjW6/ST/Fa7NtAsIjtOxmxnBXj069KT/hHLOZRlIccYDI3t/wDFCnzxFyM5W2IzkSrJ/sgR8fpmpFE+TkQ7Ce6DP610y+F7Fgjm3ttp/wBg5HT29xTV8PQQypiG3zJjAUYI+vPuKaqIXIzAQqnynYSeOUPH8qlIiHYA+p4/TNdGujoQNpjOemCfXGaQ6Tb5XcsLqTknkkDGe/tT50HIzmWiiPRF29wEBpoWFDuEe36ptrqF0WPcCgT0xu4zxx+tOk09F3EogUE/xcgc+n0o9qhezZyqiV2JDug9dgxTi0oUZR5D6bQM/ma6OXR0C4IU5P3fMwf5+1MPh+J41/dKWOMATN3x+HcUe0Q1BmHDcTBjixkGf9pR/Kn/AGuYOoFt1PBaTP8AKtdfDdlubckeB381mBpz+HoIuYYIlUD5wXbilzofIzJY3Ui7FEa+mZ3X+lUmt755ApWAY9biWt2Tw8gk8vyIwSMnEhYCnL4Wg2eYRFtPcAjsTn1xxS50PlZhNHOoy4hX0IuCB+tLFGzPym4esd1u/Q10A8M2qluYwqg5Jz1z71INFgJ2oVLA7O/JHWn7RC5Gc3KskKZitrhuekbrTI2nHzf2ddIccmRkH/s1dC2iQmJXwnzAkKU64po0hIG8xNi5QEHaR6enuaPaByHPzG9lChYJhg/89VH9aR7ZmT5obgMevziumn06aJvlMOEA3AkgZ4/xpGsC4aUmLChcgsR1x0OPehVUHs2cmmnzI+RJcFf9tv8A61WU092OWcj0wa6WLToSd2+PcRxtZ255x7djUn9j2rhUdrd2PCnBIPT/ABFP2iFyM5drIheZxn1I6UxLYry9zER2AOP611K6LpocgfZ+OpVjjpmpf7GtVHyzBMDp5rL3xT9og5Gcwm5V4njb0Ckc/rSjzG5igQt/eGP6V040eEsoDliwGCZT3+tDeHrUJvUxnPq3X6Z+tHOg5GcvnUMZUoD0wD0/8doCX42hi7n/AH+P6V1K+HbQR7kRVyMnDYz1zSDw/AEUgnpnG8n1/wAKOdBys5sw3pbzGV0PoHyP51OFnIB3uGxyMAg1vyeHYQZCrrtXoScHv0/KohocO1iXcEdxIcfpS50HKzKiSViweUDuMjAqvLFch9pNtJH3IUg4/M10R8P7XYtOfl6/MeP05po8PiSXazR8Njvn3o50PlZzcbXqS5KW/lDoFbmpDPfE/uwF59cit2TQUWAuJf4SV2t6fhWILR14+0z/AF3D/Cri1IiV0NLX4QEDc3cBv8RUU3244/1mO+Ah/matiCQdLmXp/s1GbafORe3Ax1yFP9KqxNyg8bMMs1wreoiGP51GARlTLP8A7zRf4VqiGcjP2gt7lRSGCVl4d/crx/Q0xGRvAwu78TA39KY5KMGEkJ9A0cla/wBmk73E30JH/wATSCxyciaQkepzRYLmZHbzTZfzbWP2Gf8AGnfZmDAOtrLz1BZD/OtLaUODcAfXFOZsKMzLt7/KKLBcpHTYJV2/ZVDDrickVIunpGuVsVx6iQGnMlr1DE/7u0VEUsD94rkd2daNQFYXe7bHp0px1xJmlU3Y+ZrS4Qdsg/4VC9pY3HK3W3nojirKIkSbUuJsdBum/wDr09Q0OEe5kEm420YX2VsE/nW3p3iC9bZCYxsC7cqCWPGOmayfLhYjEcDKPUg0+O5S3k3x2kDEdCQp/Q1xWN7nUrq/2shZ5nWOIdGUkg/hUT6oAsnlRFlXBywADADjHfNYEuqmUqTGkZH/ADyiC5+uKjkullbeG2NjgCqtELs6E6rciEyluSeFcAdevQ1ctNSkueGS0JGMkyN1NcYXkyQrLyP4kBpCJmTYY4nzyQEUVI0z0SPVbOKTAltFk+7tEpoGqmF98dzbqvqBux+tecpHDG6t9jdm/iBbg/8AfNVzbsZN4SbHYEf/AF80r26DPRl8Swb2eKWAZBBGwZI/AioD4kmcs6vbr5f3cuQfy3cVxVl9pRdn+kkDnBbArThnnDhlWVcHg+ZVRsxO50Q8R3bqGMMcinvk/wCNP/4SO6ARhbADvgMTWI8r7d00UjZ7sS36U+2u7VNw8tk99pH9a0siLs2V8VXyzqURRGOEznP5E8U5vFNwZFVYVO3qN5/xrLN5Bu/49Lh17nbkD8zVn7REpG63fbjoFBx+AquWIXkXJPEc7Zygbndgg5/nRF4igEbo8Em8jjylB/8AZqhEsCqWaF0XGSWiIqnLfWW5dqFiehVR/WjkixKTNL/hKZ3k2pbTeUicbo9pqvH4tnM3lvaSmPPbB/SoRPBOuCZPoTg0p8mMgCWRQf8Aao5EPnZoDW45l2IzZLZG9GOP0xVlry5Me1JSy4yNuVzWJ9ot9+37bODnoBip/wC0LeJgA9yD6uDg/nRyIOZl55JeCEl3fxESZz+dBurlvlMUrL2LPj+tQfaAybiZMHuBTd+4ZUTH3o5ELnkaC3kwADQNxjHGenTvTv7YmSNgLeQ4OcFSf61lSXDRBS5kVSPlJRiT+lPF2ynd5+OP+eZ/wp8kQ5pFo69MJspa3BZhgkKB/M0o12/8ohbIgk9C3/16rLck/wDLZfXBXFPWcngMG+mKXIg52XG13VkwYrSN2A+UmUcfnUH/AAkWom3xPpspk7qgXaf/AB6k86T+7265qBruReqgjPZqORD52Tf27qUq86ewGOhdf8aeNWvWjwbLGexkyKgE0zDdtx7f5NK01xt+XZ7Z/wD10+RE8zLQ1i9wiG1Xao+XDjilfWdTG7bFEVbqCwyce+apfabsDGPw3Af1pDcXODmFGOecyijlQczLX9vamG3/AGIF8EZMqj+tEet6iCd9pChIxn7Qc/yqnl5Dl4YlPswpj+d0WC2x6lTRyIOZmkusXbH54oM44xKSRUn9r3DsQ5jKnqCx5rFN1IhCGwV88ZRc/pmpg7uuG0scDnG0Ef8Aj1Fkh6s1xqrhdo2hT2BpBq0gDKgXB45JFYcUkhkI/sllXsyyg/1qxvRSF8p1b0Lj/wCvTSiK7NN9XvuSWTkYJ3nmmR6zdKuDLGBn7vOP5VTeeNU2lokJ/vnLVCt0UTYSr/7SjB/lRaPYLyNga5MZfM81XYdMMD+hpx1OUrgzPgndjA5/WsX7bNs/dQ7sdSTzThfXB+X7IWOepyKORdg5maTXkzwtEWcof4Qvr+NZ4tAOhY46ZY1XnvLkDH2MyfRsD+dOXUJ4rfaYFX2LYFNabC1e5aCyKMB5PoHJpwjcj5S5PuCaz11SVWy4xzwMmpDqkjkCVQvPHf8AlTuwRcbcnXDexGKjilDSEPMiqOw61TXU5nkI8g4zjIYfyzVpL4o2DbSdOvHP60ASlUfqUI9cUqiJRy2D2warPqMasQ8ZQZ4wh/xqP7RA5BVtnuUP9KLsROfJLbfNG70IH+FDiFRyAfqlS/bVaMI8xYY4IjamNdQR/dbdnuBRdhZDdtqVy0Se2BTswrgLH9MMaDfBVzsmIPTCZqBtS3/dF2ox2ixTuxWRZ8uMrzHJ9N3+NOKJjDJKB7EH+VVI9QLDCrdce9SCaTqY5fqzdaauLQ86XWNOQgh7kY6AAU7+3LAnINyfYqtMSz0hRhnLn1Aamiw0qSXabl1Vjx8ucV595+R1WiPOr2XU2rP6E7aa+q2jDIgVc9QWz/SrcNrodsNj2yXffe29T+hxU3meHlQlNKj3Y6/Ow/LNO8urD3SkLywdM4jLdxlv8KaLyCM5AC+nLD+laBn0XyFzosZPcrvXP61VF5ZbWSPR1bngljkUncLIljuomwWuUAx3y39Ksg2r8JKJMjnFu9UGiEm0rpip/vTGr6F8KEslUY5zN1/NaqLZLSBI1VjiCRv92Lb/AFq9buWXZ9kk9wVFFs6LzLYg89TcZx+WKuiWHqqiNfQuf/r1rFEtjBYsxy8cgUjoZOlTQ6UqMxLy89i2aQgOuQkMn40qxEphomQf7JzWhFyb+z4ejeb/AL2AaJrKJkCm5k2r2JamARJ955/zNThLecchnPYsv+Ipiuyu2mQSRsqXsq5GCBjH8qj/ALPtIgMXUfH9+MH/AOvWgNPi28Ix9Tmo/sUat/qPxzRZDuyi0Nptx5pbPaNSM0kZs4WBTerL0wB/hWrDbxQjCIB7ZodIVbc0SZ9fLBosFyut4iKCglTjqqrTo7wS7sXLlh1yw4p0k1vvJYD3IQU37VBEcjeM9hHn+lFgECJvLy3G5vVyKuQOkf8Aq5ghB6rj/Cqo1K2xnL491Aqs+t2wVtpg3dlMw5/SjQNb6GyZEkOXkZj24wKhYQMjIyN04JAwKx31+3STyzEJcjrEwI/PAqa31S1u1y9rKmO4XNSrdCnzLc0RDECpG4ADBA71MY7QE4jAB7Ems37TaRjJRwvqYuaY1zbvtWO/eM+tMDRMdqxXCEYHAJpEVQSqlc+8nSs1pZQuI9SVue+2qk9vd3eP9JhOOw2j+Qouw0ZvmTY2M/8Ajwp4kPQIc/Uf41zZstRiRQYvMXtskUioVnv0baUulweiNnNHMLlOq8wgcsq+3WomnbkpIv4xn/GudWed5Ot6jn1Vaf5txEf+Pm9yOxK//Xp3DlN03LYyTGR3yn/2VVpJ2BzlF9CIs/8As1Zf9qzMNitdmTOTsAc/limRahezS+W63SY6llVcfpS5ugcuhrJJGw3NNGT2LRUySTuArj/ZO3mnQW8rEE3Ei5/2EP8ASnHT5xIGiu3QqMBsov8ASm2CRGt00Dg+RMCTwFmNWUu0HzNDcqxbHAJ/XNRxWl7AGZtTuHJPIJDZ/MU+fz57ZIDPLHtPBRgpqdexWhMzI3JS4VexaFyPzpVaEttVlckcBVIP8qqCAKB5ly8pHTzTupzSyHaBKQR0IXGPyqlcl2LB2qQTIwB6DeDRvtn4L898g/4VW8qUjk7vT94aTy2WXzNgD4xuD8/nVai0LDNBGeXYZ6fJ/wDWp4MB4ErE+m0/4VAbiVecSs3qJRmmi7JOHSf6NJmjUNC3+5+6ZcfXANRlUcbYnVz6bc1Ua8SMjCyAn+EP1/CpEnnkUmHzUDHn5V/wouxWQeVAGy5gLDttH+NSGOF1zhfyGKJreZ0KlpG9MRqufxpY7VojjypCB0xgEH1ouFiSK1ZV+SGPaBnIQUojDA7oY3XvnFOaUY2tFPvxzluv61A57tFIM9cAc/maSuPQUCzVcBIBz04o/wBCzgCL8CKh/dMPmhII7n/9dN3QjhXA9yMVVybE7R2oJAi3fQika2tdmQrL9GP+NQi8wP3bh8ddq1G+o32dq2yexZgKAsTi3sN2SF3e7tUoitGGBJg+zms03txI22RUX3STP9KPN3yYDF/Tkj+lMRxYs5nYjefYslTLZNENxkj687oiMVYhnQXkk5DouPkVosgn8B/Sr9tcWgi/eWcrN1OGxn9OK4lGLOltmdFDK5OfLB/hDMRn8s1M8dzDt3WvyEde351caeGRmItBHn7vzfd/Dp+lO+2NFtECjkchiSP0xV8pNygrzB9rWuOeqMDn9aeWYkAxH8eK1jqoMYR7O2df9zn881HdXNlcR4ghMMmcBnxtH5UAUUt3fogP0UGkFuyg5zt7bFI/rWzb6na29qsMkjtt4byBw34EVHPqKb90MxjTHyiWFSf6UaAZYjdTw1wc9smp0eaNsGKbPfdVy4nlmt1M0AAY588QbP1zSQJM/lsonkB+YnbkN9MYo9BBBcvhQ0UgJ6bzV9ZnB2hfm/2jiq0jytJsa0IVRt2saVZbwsGWCAKOMMSf5dKpXFYtN5/aSMZ6YFNPnPwJW4/uD/61V5DfFcG4gTP9yLP8zSJDcIuXv2PphVAq02KyLX2dwdxD59C5odSibiFK9yUzTCZXyTctk9/lGPyFWYtRu7WLyk1IrHjlGIIP6Uai0KwvYkO0yAN6CM06O7Ep+WUcDstIk6BmYXMnJ+YIWxTzdAbisUrEjlhFjP4mnqPQlimdxlTu9wM1JiRk6cfXH9KqRs0fzxQoC33iZMH+VTC6YpgshIHTBbFGoiU7ujJx6k5qN4YXHz2sbDuGiB/pSBnIyoT17iphNLg7vLVvYbqYFb7PadVtIyfaPFTDYo4gYewWl8xyMDyyQfvGHNRNcTBsFI29/u0ASmKOQcwD8cVUfSLVn3mFUb1UgGrgnjIHGG75f/CpFmix80Rb3V6QIym0iIZCSyoc/wAOKSS2uEBMIOf9okCtbzEPCxsvphc/rRtRhlonP1SnYLmXC99j5Ug6d3/wFCPqSzZMdowHQFW/nWoduMCPA9wKPlHHmAD0AX/CiwXKP+lSgs9pZpzywQ0gtz13RD6IatmWJc46juAf6UC5Yn5YpGHr5LUIG2yFfNjbImIb/ZVuf1pzPPnlnb88VOHcpuWNBn+8cf0pGhvNm8TW+3uoOTSug1K5kmJ4HQehpd7A8l+R6cU9IZ5ckXIVsdGGKY1vMD89yjZ7A9Kd0FmKjHkgPn3z/jRtbAJUknuP/wBdJ5B3bWmxz1SnC0B5EhOOxFO6FYjcuABsXrxkc01N27kAjuPLzVgwx7uJCp9C9KtuA2TPx3NABGIV+YQqG7gLjP6U77TAvG0Ke48rP9KkEUbfdlLcdStN+zw5+Zv50aAKGt2GQmee8eP6U4+S3RIxx/cpP9HUcSJShlzkOuPrigBwnSNdo491Q1EblpFz58m3PdDUpck8Ov507e3RjuHT73+NIdynNMjKFNxI4z0KGoxJbgHNxhu+4H+daAYZ5DD0wBUczgkkqz+5XmgDOKKz4AWRex3k0NAeuyT14bIq2NhOTB9SRTvMiU8RFf8AdxVElMQN1MTfUvinxxIeRgevzg1aDxZ3COT8TmgCLqVb86LgV3CRriNSx9cf/WoSKaRCyFFGOchcirQWANuCMrjoyinYi+8dxb3XmlqMzXWdOTOpA9Ic/wAqvWizT6PdRrNtY4wRHj+ZGP609JViUhExn8DV22VZ7OZjvEi/3n4xj3qZ7Dja55mihP8AnuP+2Tf4USTbcfPN7fJiqcE8knzSMp+pc1cVlAy2wY/uwvXNF3NXoKss3BVZPxX/AOvTkecthohg+lOgR3bjlfXymH86sHevCxofc8VokxNjB5rLgqPQUi2Yzkxxg+wFWlZjHghd3oKQCfkmPoeDvFVZdSbkfktGo+ZF9gwFLIiyKqSATeils4o+0yL8pWIt6byf0xQJpByvDZ7BuKWg9SVbclNnkOYwOAGyP5VNGbqEgRRsF6Bd/Aqn9oCsQ0lwTnrlv0q1BIXJCwzOT3kfj9aNBaljz7pkw8EzY6Yk6VLFJcYG4SxAdB5uaktoJMfOyr7Kc1ZC7TkBj+VWibkGG7TSD1BOaXymPzGZh9FqZlL8NFn/AL5p3kgjBgGPciqEVRC5O4y59D5VL5Ixjf8AhsA/pVnyYF6qi/R6CLdRnr9BmgCMIMY34GemBQbdXbOTx3BqNrq1U4K/pTluLVx8sf47aALIjYLwe3aoSz/MHl2em1Gb+lJ5wxhBIPcR4/nTRtZsmW4J/KgCWNWbkyyY7fIRT5ITgAGX34UUwMo6NN9SelLiUv8ALcjHrQACziHzPNJz2wtPSOBTgMD/AN8/4U4jPDyg+xBp0SK3CMQSeoA/rQMUxL/Dn65AqM4Q5LSAezf/AFqsCEpks0nH95xUbrIcjK7D2YZpXQrMhKq53JNP9FamlGycecx9zUnkN0WYKP8AYjxVhUCpwxz3O0GncZFCHxhlRuOMAA09IlVx+7YeuJBx+lWFkLDbvA9nXH8qqyfO33se6kipGTSrGTiNZQR/edQPzpIvtBTJkCeuJagAx0mY/wDAs1YWQEBNqN7sn9aGmgTuQqmyXcUDHPJyOf0qwp3dGAHozZH8qYXYZBkTHpsH+FIu09CBk/3P/rUWC5YU4fesK5HcGnGYn/ljHj3AqvvZSwO4kd8YpDeZf7j7sdQtKw7kpVWLbl4PbNQm1Q8qop4mOflP1GaY7qTkl/qWxVIliC2cHOQfqCf604+YDgldv+yKTccDDN+DH+tNZnAyZGP1A/wp2EAV8HJP1zTTEzcgK/qajkZG+Vt7+2FIoA2qBGDHjpkD/GmBKIXGSQR9KX7PKTnefxAqvvAYGSdtw6/PUonGPlZm/OgRJ5LDq/6UAHuy/limGTdyQOPUc0xpwnVc/wC6v/16YFnBA5dfwpABnlxVL7cqt80Eg99o/wAakF9H0C4Po2P8aALfHoD+NLgd8fjVA6hF5nlnduJ4whqUyENncAvptoAtfJnA2UoUd8D8aoGYFsidAfrmnjeek8Z/CgRZYxD70yj6sKBsb7sqn6EVXMDvz5o/75oELg/eJ9gKYE7R/wB5x+VWIBEunXEZc/ORxu/pnNUlWRT1x9a0Io0bT5y8sasGBCk8n6fnUz2HHc87GiSW8ixPNcKxyciPOPwOKa1vewkBWkcjtsX/ABqK6nuhKDHKnyKC2V4PscZ/nTre41BJo5jFAVxlwp2t+B5rkuuiN7Ml33qjAiZSByCB/SpTHN5IlMqbyP8AVlW/U1ZmRry1klW4jjkJ+VPOjcZ9/lrIjvZmdY7i3YLnbkuwQfiv9KpsViUSzr88qSYB52wkj9ad5oZllaWMKB9xI1BP4etVpNOuHy8bXAjY/LskBX+ealTw/PK2GklbdwAz7cfian3uhWheg+wyy5F2INxyAzKDn6D/AAq5JpFmqeYt/FJjOSxArJ/4Q6dcM99DF/smXcac/hNlQsb2OQLyBnOfwJoXP2E+XuTrNG77FltTjjeGGBWvbW0YjLPfQBew+YVnwaXBawxFY1Mynl441B/XP6VpI8MafMG3/wB4n/61apS6kuxYhslY5MgKk4DK2c/hVr+zo4stHN+YxmqyZYZ39fSng7RyGb/gORVpMm6HkgDAR+vUkf4VLFtyNwCg9yAKr+YT/ABn0XFNIUnrJj0yKokuSCDaSJVLdhjrUIfnGwfU9KheI/8ALMyn8QKasLfxhx/vNmlYCwxjz83lnjt2qrNLMgxCYF5+8W/pUpgX+8i59VBpDbmPkS8f7KgUDK6SXLkK4hZfVZCv8qtLBHgAq3Xkq7H+lNySeWmb6k08wBhuJ49GJ/xoAl3QpyA344FI8qsvyA59FfOaZ9nDfcjj47gj/CgR9mIP1f8A+tQA5Z3YgGzx7tJjFWDOqjCqoPf581XCRI+9UjVh0IApxnBOd2W+tFguSLLnpGzc9sU4Esd3lOPXBzVdpDjKoG+r1H58jDb5CoO+G60WC5ZLHoFBz1GRSElOAGHtvqoxZTkKD7BSaeLn5f8AVuv/AAGnYVyfzH7YI9M0ebL0CjOeuaqNO54Ec/8AwFVH8zQj5I3eYp9yB/I0bhqWhLIp+ZQfcvTjcHvx/wAD/wDrVXDt2Yg+hake4aJctLj1JIoDUs+duPL/AK//AFqNw6GQ/TIqil8JgfLuc4PIBH+FMluZlHL8diSuaAVzR3r08zA7jcOaN53EK/B7bhWO2o3UZ+SJmXHJZc05ru4Zd4A6Z4joDU1hGWGGkY/8CFHknoWfA7lqxvtdyWGF477owBUzXTrysYJ9AKANTyjnIk/EtSCEsceb+TVni8uGGBEwz02n/EU3zbxeQkx453Yp6hY0DbAPxO2R1G6nbcdd596opPqJ4CLntuqykl4EzJHGSetAD9xzhQfxNROZycKM/WlS4kc7dqn1GSKkAHUxMPcnigRBiY/edB/s55/rShivUn8EBqYYHUjB7g0rNEBkEH2zTuBASpBJHPr5dQ+UN2Vkx9U/wq4s0SjJQ59mo8+MdQ2D0wKQFNkkHJuFz+AqLzJd2A6t/wACH+NaAlRsjApn7jd9xSffFMCusj94930XP9ak8/HP2dv++R/jVgRxFcmFPwxR5MPaIfgaBFb7YnQjZ9Til+2Qnhpk/PNWNqMuBEufYCmiJv8AniPzH+FAEIvrXH/Hyp+hIq5BeWzadOwmiO1gNrcnn04z27VAbYHll2+4YVet4oTplwSFYqw53cj0/r2NTLYqJ521xbXEmCkR5y7yTbs4743VJHZB2xbfZMY45ZifypGi2hvMRt+OCNuP5VGIboREQyqG7AED/wBlrnszW5rafp9tbDNzDGZM8ER4/wDQhUr2rSz5h5U9F2AH86ykjuCqq9tvYc5a7b+lWIryeJlQ2SRKp/1gkBI/76FUnZbCZpf2fOGAe1YqDkBkX+dKty1qxxAgP905I/lVZL4IxdGQyd3B5/QVTuNZeV+ZZF29D5G7+YFPmQrO5sTMJUWSVWjJ6LGT/KnJIYo1zDJIpGQWXaf5iucm1tflRi6YXACxKB9cc81VOrAJs33E6kYUSIpFS6qRXIzsFPymRnVF/ulzx+n9aYJbZw0gZXGcEifgfrXHExzAloYhxxkt/LNWLe8itbdvs0YTHVk6n8zU+11Dk0N5rx1fZCpfB7KVA/E8Vcj1FQg87EZPbO7+VYljcSXPzGPcuOCwJz/Sr0MEwkLIFCnttx/WtItvUlpI0hqEBIVXO73U1Is6s23eCfQnkfhVdIggy0abvVVLVKk8PCn5SegMZGatXJLHmdB834LUq/MMlWH1NVuOqz/gADSsi45LyeuIwuP0piJmkjRgC3NNd0cZb5V9cYqBZDu2qeAf+elTGOGVsyIN3Yk5osO4huoUUt50a49TUb6hCyfu3ic9wz4qQ2sJ5ADc8/NSCygZ/mVAvqTQFyk2orkAImfTzlP9aspdu5wbTjH3tynH61L9itEbcqxn6CpNkWOgH40WC4ximORj8BTD/suD+X+FTBYgeE/I1L5ajG6Mr+FUIqhyOpX8P/1U/ecdSfwzUjonQM4+lN8sDkySj8aQiEuM8r+UVKtwB1jJ/wCAgVOPKX7zk/VqXz4gPlKfiaBlYzEnKxIfrioyWZuYQP8AdqybjPQr+ApQzk/e/KmIqiEbssuPohp32KF23eUT9VGKsb27zfypxcYwxY/Q0AVW0+JxgxAfQ4qP+zolUBgz47MQf51aLRf33H/AqUbO07H2LCgZU+yRAY2MR2UsMUwWKqjCKLbnuHq/y2AFRh7tmo5Q8Y4UD/dTd/WgNSrHZsjgkHdjlh/+qnpCFLFtw9s0oYHkxhvqmKd+9YgLHEOe6UALHtTPySle2TkU17pFGAhU9tzBaf5U/YKf9xcf1o+z5bcYQW/2lBoEVm1AoR+7U+uJef5U9bx5OViOPdv/AK9WTaDZloYx6cChbcFMGGP6k0DuQC5O7abfH4ZqZpHZPkgRh6McVJ9mfPytGvoCM1IYWVcl4/fK0CKX71j80UaAdiR/jTDa7uAkQ56hzVzdEOkkXucgUhktRyzwH/gQo0DUrNA+ADhffJP9aVIX27UcnjuxxVkPDjMcURz3UimkknH2fd/wIUbiGLHMoGdh9SGqcRAj5ypqHyogctbgfjR/o6HhVH1ancCTZEvCEfgKkUN6qfwNNS7hI2iQfnmmvKu7CvGT6FiKLhqSBhnBwe33TxTQ6KcEE/8AAaN8mAFaM8f3qQyMD8zxr65YUgHtPbr1ZFPpViK4iazmUR4xz5nb6dOPzFZzTp3ljI/3xV22vbL+z7qMywB227RvXJ5qZbFI/9k=" 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" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">Kribi (Camerún)</span></td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: "Bradley Hand ITC"; font-size: 10.0pt; line-height: 150%; mso-bidi-font-family: "Times New Roman"; mso-fareast-font-family: +mn-ea; mso-font-kerning: 12.0pt;">¡Bonus! Un truco: aprenda de memoria el
nombre de 10 países africanos (hay hasta 54), y cuando se te quiere salir de la
boca la palabra “África” cámbiala por algún país africano que habrás aprendido,
así un camerunés/senegalés etc. te hará más caso.<span style="mso-spacerun: yes;"> </span>África no es un país.<span style="mso-spacerun: yes;"> </span></span></b></div>
<br />
<br />
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</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<br />Anonymoushttp://www.blogger.com/profile/13235625719687929267noreply@blogger.com2tag:blogger.com,1999:blog-6325133552363133135.post-63548371654986175922013-05-05T06:29:00.001-07:002013-08-05T05:32:53.380-07:00Le mythe de l’Europe<!--[if gte mso 9]><xml>
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<div class="separator" style="clear: both; text-align: center;">
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<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> J’ai préféré
rédiger cette entrée en français car contrairement à mon post précédent sur
(África en Primera persona—L’Afrique selon le ‘je’ d’un africain) sur les
stéréotypes qu’ont les occidentaux en général et espagnols en particulier sur
le continent africain, cette réflexion est dédié particulièrement au public
africain francophone. Pas dans l'objectif de vexer qui que ce soit mais plutôt d'éveiller certaines conscience en manque de lucidité, bonne lecture!</span></div>
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S’il est vrai que pendant l’esclavage les fameuses puissances occidentales ont
tabassé*, transporté par force et comme des objets nos ancêtres de nos terres
pour l’occident, afin de les vendre comme des machines agricoles d’occasion
pour des travaux dans des plantations et usines au double salaire de
coups du fouet et tortures de toutes sortes, aujourd’hui triste est de
constater que nous africains, mieux dire certains africains en manque de
lucidité constante, nous sommes prêts à tout pour nous rendre dans un lieu qui
pendant des siècles a été pour nos ancêtres et parents un pure et dure enfers.
D’autres vont jusqu'à croire que ce lieu, qui malheureusement garde encore
quelques spectres de son passé merdique, est une terre paradisiaque, un ‘el
dorado’.</span></div>
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width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">échappatoire, égarement, paradoxe.</td></tr>
</tbody></table>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="clear: left; float: left; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; margin-bottom: 1em; margin-right: 1em;"></span><span lang="FR" style="clear: right; float: right; font-family: "Times New Roman","serif"; font-size: 12pt; line-height: 150%; margin-bottom: 1em; margin-left: 1em;"> </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 1.0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-tab-count: 1;"> </span>Un film comme ‘Paris à Tout prix’ de
notre sœur camerounaise Joséphine Ndagnou n’est qu’une peinture objective de
cette triste connerie africaine toujours aussi d’actualité. Ce qui me fait le
plus mal c’est que, malgré ce qui est fait jusque là par les artistes et
intellectuel(le)s et critiques africain(e)s (écrivains, cinéastes, enseignants,
blogueurs, youtubeurs…), les gens ne se rendent toujours pas compte que
l’Europe n’a rien d’un paradis terrestre, à part si le concept ‘el dorado’ a un
sens figuré que j’ignore. En tout cas, juste après avoir publié ce post je vais
fouiller le Dictionnaire de la Connerie pour voir si le concept ‘el dorado’ a
un autre sens, une connotation figurée lié aux maux qui règnent
dans l'Europe/Espagne actuelle: le traitement différencié, la misère, le
chômage, la pauvreté, corruption, la crise social, intellectuelle/mentale et
économique... Au fait, à qui la faute de cet imaginaire stéréotypé et des
conséquences qui en découlent? </span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> À qui la faute ? (les causes)</span></b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoListParagraph" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.25pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level2 lfo1; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-list: Ignore;">1.</span></span></b><b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> Firstly, aux médias occidentaux</span></b><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 1.0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-tab-count: 1;"> </span>Bon nombre d’africains sont victimes
de cette connerie, ils considèrent l'occident comme la terre du bien être où on
amasse de l’argent n’importe comment et quand on le désire. Cette conception
stéréotypée est parfois due aux médias européens. Comment voulez vous qu’un
enfant africain n’ai pas une mentalité stéréotypée et de fugue lorsque chaque
soir il met en marche le téléviseur satellite et regarde des films, feuilletons
et j’en sais quoi d’autres dans lesquels on vante l’Occident tout en ternissant
l’image de l’Afrique? À ce propos je pense directement à un post d’un ami sur
facebook il ya quelques semaines, dans lequel il exprimait son indignation
après une soirée de cinéma. Je cite [-« Dieu a quitté
l’Afrique » (Bruce Willys), -« Non padre après la mort ce n’est pas
l’enfer : c’est l’Afrique » (Clint Eastwood) –« Ya pas de mal en
Afrique, l’Afrique elle-même c’est le mal » (Al pacino) God ! tout ça
pour nous ?] Bip up Steve Keudem!Les exemples sont multiples, lisez le paragraphe de mon post antérieur sur les médias européens vs l'Afrique.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 1.0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> C’est la triste réalité, la vie est une jungle, aucune loi, je soigne mon image
en te montrant mes merveilles après une sélection des plus belles images de moi
mais en ternissant ton image, à toi de montrer aux yeux du monde ce que tu
vaux. La culture d’autoreprésentation positive et l’alter-représentation
négative, les sociologues.
L’enfant africain par exemple ne saurait imaginer qu'en Europe il y’a des
mendiants, il ya des voleurs (mais bon il dira du pauvre et du voleur du film
que c’est le trucage mais il n’ignore en fait que tout est trucage et
manipulation). Car il n’a jamais vu à la télé un enfant qui crève de faim mais
plutôt des gamins qui se gavent de nourriture jusqu'à l’indigestion, des jeunes
qui en font une histoire parce que leurs baskets ne leur vont plus… En fin
c’est du paradis totale quoi! On a apparemment tout à l’excès et très
facilement comme tombé du ciel quoi ! Nous avons tous 2 visages mais d'aucuns ignorent l'impact des concepts telles d'autorepésentation positive et du moin d'alter-représentation négative. capitalisme, globalisation & culture de l'image. </span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
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1mezhk2SM+Z5Yh9xOwz2rqbmRbG4KFVLMK5ATG+knSNXjiZyzSdNxzQ7Aj1LxINZ/swvobr9qQ52MB869wM9DXnscfjnxD59tczz2qqQHQxbCR7Y/wD1V65Vae5S3cbwRu/i4q9APLZ/CWvWQRTeOoJ++Lt8j8MVLa6T4thhuWHiC4QIuV3sXB/OvSkuTKGIhOAOM4qKRpLmMgo8Zx2dQSf1ouB59b6Z4xuYSp16Ug99u369a4240jUIpXEl8oAYg4+UEivX78qsDKbNnd8L8suDj3I5qi+jwrBi2VQXTA388/mP5Uku4zyc6e87bJLpRkYHzdqsPoAiQl5eR28xun516Ha+H04lLxRxsQAwQZYk465roVtYIjLNM6q4XJMTcIO2OP8AGpUirHjaeF2MrZvHkCn5l5IB/CtdPCFr5dv513Apc8+XL5jj/gGK9FxYQxsj6nefv8thlA7f7oxTjp9s6edBasjKuz5Bt3/ljNHOKxw9z4I02JY1jvb8zSn5UayI47n7tPbQ9OsppGY+ZIqYRfLwx/nzXWS31wlmZVnvBetwU+zZx/wHH9adpSPbLNfAQzyS8tyY5eOgxz/Okm2PY57/AEOOEwzPeFH5cO0ZLH2Df0qynhq1kgVJbOTLxiVgY9pQ+mU9vQHp2rYvpra98pbxBb7nAAjYNKD7noBTbjT9L2zTDUZwwTDMZQRt/wA5pO4aGJc+H7K2tdz2kkJLbQ0O6Uk/Qirel6VFfWZmj06CODcdhywcgZ5YdRz2Fajabu8mUhpYYxlYzMSTkY+6eP1psNo8xmVGSzUZjSPHzA9c/KfU1MZO+pTs9ihH4ZAjTyFtJWfLHMhH4AYPaqlzo13aTI502ISuSECzs4Jx/FxitHybiC5mSG18uaEAicyl8g/UYrN1D7bcSSNPJq77AT8o2DH/AAFau7aJ2ZYl8Pi+jjhv7mAHaWVLWLGPqT1qwPCeg2Fkkl4gml6KSBuc+grDs5xAw/0HVLh3IHzSycH/AHgua617sLADNp91EqAHzN/QD1J5/OmuZdQ0M5/D2jyRLBJthuJOmEyQOtRxaDbWtlhNL+0LIR87PhQD3xTb8W8sksiX81q8owPMUNtXvj/GtLS4p4kRk1Ka6iK7QJI+PTr9PemubqLToYh8JvdWgTyF89huRwylQM1Nqfh42cVskFvdhQ4ZnidBW1cWtil0buMT28hG3Cu0aH6jgUXF2sVkZL3UUWQsFWO1fPU46nn+VS7gc3Jopum85LO5jQL8pe83eYT/ACrRh8OxxRQosMsN0nPnv824984atK6FmgAtZw9wpG2PzmcnHtmk1CdriLyrhri1jddhYxMRk9h2/nUqTKsUJdJCNFJcSurDgeWvKtz39Kz/ALDbtqjPcWAdoEBd5J3AcHp/Djt/9etqHTLa0kSc3CWsEKEeatsIyP8AeZutSyX8ETLYzSR3L3GGV3AWOVfU9uPTvijmCxnnQLN4laHSposN9+SfaMHqfvZqpJ4X0uLUY9t+hVVLytMwIzkYGa1J7OCG1nSfWJ5DIDtSE/KOegHP8xVmS+0ySykspG3wxxhXBQkAYovYNzN/sbTrtnSK1tzFENqvCuFc+5FZtpYWEVw1iLZpMEguzPtH9KtfY5o7cfZW+02sfC8ENs9OlXtPmjsLRfOu0tnY8q6k7vT0OaV2x7FKfTtN08s01nK0TsACo3YPoFz/AEqJLCOWCFRaTQ/vQUPklfKXd3z1ODVvVb6/uo44ZI5oXDiSIRodz4z+fX0FWnnKRiAzrHdeUGZd25lJ7YqtREGsvHZ6Hfz27vc3EUDFCZWygxk9OnTp7V5ro1iQ/wBomyzuoLtn3zXo2qQy3mjXImedykcgcbNhztP3ua5SBBFCqqgI2gDjrW2HW5lUYqF7eQ7MszEMpLdic1mauwuNEKxqVUuMZP0rXjJtyyPyUb5CRn5d3H6VjXDF9JIx92QfzFdHUyOg8MaksVxbXJWRhKnlOiddwrprvXIhN5P2C6SRVBG+PJ56V55olzLHDOqD/USCZTj3r0m0m+1Xctw/lnfbqVA5qKyvqVTdtDBivZrO4jim02eSZy7RhYWyy9+g9xVMXVzBrNnLLYXMKGXBLQPknB+UDHpmptf8Uvp7RvavG17EkkTBRny84/Xj3rM0Ge7ubyC8vJ5WYybgJJDxweawT1saHXHX7SCU/wCkPGrHaHliZQpJPHTOegqppsyXCNaidXJDNuJ5I60moxJFC8l+iiEyRmPBzuOfmJ9OgqS5kS/jeey37DtxtYKQtMCy6JZ2UW8wgRqMtIcD8TXJ6jqYXzBLawvGW+V4+c/QYrrnAlgdPMGAMFV7/WsN7MTXDB2/dR8KCo61LY0jiJdM0e4kLtJMjMedxCKD9e1UoI7S3vI3i8wLHKCuHzuwa76TS7dN7GOJ2x12D8q5TUrEHVUhj2RI7D7qgACmmmI6pbi61S1AtbeOGzdd7zMvVu/J61HNdalckAQqqlxtUntW5eNbWNisAkjCxKBjHIHtVJVS8dn37QyYjdBhjj0qLu49LC3TXFpEkKYaYD5mH9KBbvLaCWeZ5H6EL8ufxqe20+yMabd8jhuXdqgvvJs5xaxOAJeEXPX1pvzAcqC1jUeasRx8iOc0lvPw00UxZOwUY/CsDUxc74vsrstwv3dyAkn8elY9zeyoDG91cSP/ABlmC8+yjimKzOjv9UglleKLH2iUFd7SABPwznP4VAGsbTSV8qQCKLOW65rm7Od1uFkWDzQ2VZ5GyfzqeaxkmkKGKXylPyqFPJqbXHoj6BrL1iOCWBFmmeIZzuTHT8RWpWRr0Uc0EaypGU3cl8gCqk7IEZK2Ul5ZtHbyHGTtdzx+VUotKubeQ/bLvKKVUGJ8FmPbp/hSateWej2ULQo8xMgG2Fifl9OtWk1HTprgQm3nDg7wAu45/DvUqV0VaxDJaMbjJ8xixxCrZ2ADqSc1ZNrbiMBy0LJyZfmOB6LmqywvIsgf7RHOFxEJW7+pFXIrLyXiR5p3G3mQyAhTUpSG7FZLjT7d0iiiTzGHmRSkttcd+vA6/rU8UKTrGyrGqsMmISFuT3NKYLf7bFNA9xIYw0QZhlB04H/fNWomjtp1meNgF4HPTPc0XArR28kMLWVzHHOjlmG0HOc9+9XUhcefIYw4KhRFIm0AUlzJJf5jtxOPLkG5ozt/WqS2SmVpJResCeE8zp700xD1+1w2DyWSrGFHCse3+NLFNNfCKSGRpJE4OF+6fbdiiWxlmixbi4iVhnaXHX3zUTag+2dHzEkK7GyAdp9sUXQWL8NyljE4uo2gctliUA3E98jiqyaHFd3s+oTyeas6gJGztHsXHse9WLe5U2v7wvcIcYLR1m3ccl3BMySr5bbUhiUEEt9c/SlzIdmT3NpqDTG3jitY3K/LcqpOwZwOowT+NRSWVzDHuub8ApJ87xJsyv59aj2XsTRRNcGKXJLSebuUKD93mkuktmkjEoLKHO7E7EyNjsBQ7NBqhJJtKu1aPyb+ckghUaTJI7+lXJJ7d4i8r3iSqpZIZEH7v/E1PY3TRQebBakROwVOSeOneoXb7Z5supQSxRxOAgDfr60PbQXUS3uPJLSO85nlVYxIiA1LcWupsFj+3qu44Mix54xzkVUd7Ka3jnCTxruOHkbjHqaSIw3UytY3AnGWLNg7RjtUpvYdi6bW7hlbyJoCONv7oKR9fXn6VRNmtzOs17ctC0OfLgUKrIAfvZHbI/WnpNZNdO0zyu6Yz5e5Qg5yaZdWelyfvWvDic7AZWyfw9v8aq7FoWUaC8t5AXuJ1QkbzIFz9OgpkFta2jvcC2Z5XJ/eNLucflUkkWmS232fT7tIm2kxpHtIJ7duapwaHDJLKklxl1IcMvy/XIo1GrFxLhYJpJBlGOGIiiMm4fzq0+pPLEhRHctyzOuwIPXmsm2nnu5X+x2iRrDhcu/+sFUra+jh1CSOSyeWZAwEAkL5PrjoKYGxNNcS28cgRTADvkyM7lHbGe5q48Ueo2QWSxlkjIzskwuPasYOt6UuUhFuqkiWEnlj0x1xWjaarfSutusawyhSzC64YDtgCl5AUPK1JfKQPFGjYQCQ7dp9PlJ/pUeZbKYh57W6LkCaER/Njtg961o76xt3kgvY4/OQZebYNsnHWq2w20L/AGWzgSNvmUnHK8mm2CM0+cxmbymW3kxsjt3UMPqPSpbjTrdIYby2cR3UWNhliUDd6cAVTS5tYyVS2gSGV/rgetPWSKydPKltXjzuaVpMbfqKzSdx3Rrm41h9PBmtVSXOWdZB8o+meazZFiW4jvVlmDSg7pJGPzAfjgdaZfa0txLJBHf2sMLqcyFsn8qvS+ItKEUKmWCZEXHXPNaWbJuZl0trLZXP2e5lWYRksgk37v8AernnZoYXfdjan6ZrrZNUsY9Mvo44RGLgMSUjPJIritQvLN42tjJLhl25ELetbUWoqxE9S3dvunVxn7iHr3wKxXc/2XJ6b17dOlXx5shdSMEn5d393JxVC5ZhpKjtuGP0roW5ixdLuRArJtyJZFQ8c85rp9Ge4uIbuzUupRBGsinG0f8A6q5ayIiXzBy6yBgPwNa+lXFy19bGB/La7jAJJ6GlLWLQ1o0yr/ZsdldEpuKsxxvOa3Etvspt5nIASZSMewzTEskW+WGSTfIok3ntnitee2jlWLzGKxNMAXx22nNYK1jQoarbxCNppo7mTzH3uWPyD8var1tZJb6eqWzRwx7RnJzkemfxqxq0kVvHFChAi3LjJycD+dJGsLzSiJD5Knge/el0Agltria3lXTwROq4Yv0asgW8tsGSZ9kmehOST9a6S41CSI4igQJHxurn9T1W0uX2R3W7H3gozioepRRltdVkcJFC0gJ+8JACBXO6xG/21bYHfMBtKo+cH61tTazdwIRAUSJBwWbBJqgLFB9nvhE8e6UM5b600gNi40+7ktEurgqZDgOAc4NW7dv9OJs977U2NleMVowRecruf9XjCx54+tULC4+xQGOXPmMxYnHUUteghkVzPp+9APndjxnIAqNh9uVriGU/I22Tc3OKV45JL7exWMg5JLcYqm4NpfG2E8YBy5ZTnr7UMZcaSCW5D842kA965P7Akt5IY2a4DHkAHg9q6iztkguZZppg5wNjY+7VfTtPn0+7leaWMWtyPkdRgg0NWQXF03SmhVQ0aqrZyQ2SK6K2RgcgnyUHyg9zVeKVI7lUDJ5W35SGzxTdTnEdvs3HbIdowatbEs9MrK1mV4YkZYHmXPzKqbv0rVrM1aSWNU8rfknHyqG6+xNKWxS3MKJ4b9GaS3uowrECILg596mine0tfKt5I4ETJYKoGM/XqaLO8fcYLaBxgkMXi53cZ9qXVxdyW8UEi20ayuN7Mx4HWsdehoOa8EumxyfaovNmYbc4BYe9S2JaOHEyQyb3J8yNsjFV5JlSQRPbwPKqZGxRioLLdE7TeUrQ5IVZH9M5wO1HMhWNO6uJord1tGiEj5EIHO33xVCw/wBEsdl1HDLcsq5BX5nP404ac63Nxd2WyJpBuTa38OP0qG4WZZQ14RcOJBjAztHYj8TQ12BFi3je+R7dZ5YyeZg2QVPbFWb5mhKRmWBITw7MxBRf5VXltbcq255ZSxOBvI8scdK56/1Tw9Ki2sF+XmjxuEvQ/XNOzC6OtadILVIob0SSKBjADEis4RXEU2yFwBNub5yBhq5O78V6YXC21zi72FFaBMt+lcXN4m8QaZ5paRpQzcMVNPkFzHrjhrFmjnZJHk+csrYQH0oit7izbymaeeaQ7kk39s5+nFeM/wDCUa1cqHluhAB18z/Ct5PiHf3Si2sYJ7yYKMtnABo9n2Hzdz0fUUaBzDdS7TIpETjLlj3+X2JphuneyhS5X541AzMTGHY9xXnc194yusSN8kmMLtwNo+tVtX1e8NhYx3V88E8CMkhfcd5zwelHIw5j1G3mure2gjS6jQDO1Nxfn3PaqsnzXkn2nUS5IVyqHC5rxqXxLdRRsP7U3ZGMKx5/Srmg+J0e3kinWWR4+VYnPHpScGLmPWIb9LOzwGt8FmL+YCePaqll4us4ZUhsisgyBsICqv415ZqHiK7uidhEAHA4ycVGmrRCzEazqJWAwE5JPehQQOTPVftfka5HfXd6JIcHMJchSx6fWpZfFGk6xqkUVxBbl4CWiEg6tjHWvKrjxKscHlNcxsy5HzDLZ+lW9L0K+YreC7S3Yn5PNwR/3zVcrsF1c9XmvrOBnkZrSIIf3e1h8qgVl6x4ssHESiaJoyDuZPvZrjtW8LvfuJ9U1dIwg58lAo/KsWcWtiiQ6alze4BAIjGSTQoA5HoP/Ca2UuxYpY4toCg9CR9alsdXty/7uVfNc5JU8k158ml67qKB7yA2aD7oW33Ej8KuQ+E4FYOdSv43PUrbnGafKFz0lZUjQyTPtUc7mfHNZGpeJdHtiN85llA58pixxXMHQ7u5UW7eIZPIAOA9uwNWbXwVpsYd5NXlkbH90cH2oshXYl74v+UtZQyRgH5i6/eqpL4luZrgZnzlQeTWLqs16+pTWFg326EHDOkWMfjS2PhS6v1LfaYI5R/yyZuRVJIWpr61qN7b6fAwmik83O7YfugVRg1uznykuISVG7eetTDwJqwUIZ4Nn+8T+lSN8N2YLJPqQR1xyE4xSuhmfPrlkbgIX/dqOGXvUT31nI4KOr+vmN2rRvvB+kJGDea5HGR/zzQf0rJbw94aQHbq95Lj/nnEKWgFp9XdH3rOEC/3Ju1Mu/E39oQtZ8GRzhXzgfjWNceG3vZ1GifaJYMYd7jC4atjSPB8mn3CTXV1HLMvPkRJ5hFUkK50GjTu2l25mk80odpb+8N1Q3RP9mpz8u/gflmluNXdbhYUgtfKjyWXzOQR9OKr3cgaziCNlS57/St4SuZSRYsBucKvVmP8jS2VzIsJVHZZbQoysewIp+mBgFdQrHcRg/7pqjb3DR62qMpKToEP1Ciqj8Yn8J2WlWzSX8Ekk4zMruw68cVpXbW7WqJvkjtVm+Zm4yCD/n8azvD06CKGNELTxLKJBjnHGK1poBcMhu4yJ3mAG0Y+UZrCSs7GkdVcoJcxy2qy3MkWxwPIT+LHfJqS3uZhNMI9zSSds9DUmoWWmm5muo0VbsqqnIJAHoPwWpNOk+zLduts0t0WwsfcDFQ9iiS1mkGmh50/eKvPHJNYU175LNK9moXcdqGPG4+tbl4s5ga6mUx7gMxLzjFc2t80srOtpO6DOCUP/wCqovYqwyR7WeRD9hIk+87snFU9UhtL9RJGrxxw4UnJyTW2dVa0t2WC2mknYYERiJHNZ0sk1yQ13Zi3fBAbyz+tWnck3bee3FoiW25DuBLvnBqhqbwRoJUl3+UoXG3rVyzLXGmR+WFZVUfOPUVBBDFdXCR3Y4zx74qW2NWK892k7RWsMO2MH55WOOKp3VvbR/Zjb7T1DuDmpL6W18g+c2Tzg5xgVjx/Z5rdku72SNPm8rYNmR75pN9QSLjXqruMKvI+O3r9ayrm41bVLy2tbYvIIW3uoPygfWn6fMsyLOf36crGrj5VFb2mapAqPC5itCuWjcYH5007vUVrLQqzaVqFrJBFDNEbaXO5om+dT6VaOmpa7JLsEFT8u+QtiqTO8GoPqVrHI9siFfMk+Xc2ewrD1PxDqt3eSQ21uqHHzSSndV3QrM+jKy9VMHyedP5R5K4faT+RrRSRZASjAgHHFUNRLFgitBnGcSqD/WlJXQ4vUxIby23bYrjcFzvPmnIFOtrdpovtEbq6ybicnkg02GwW28ya4iiCljgCTAX6DtVad5pbmKaG5to4Yckq43ZNc7g0bcyZo20uy1WPyTMwI27iCR9a5rxHdX+n3Acw2s0bclVjzt+taUmslstJGpdgMGJj1rOmuTcMSXPTABbJxVJMhtGUfH8KbBNC20cNtk4FZU/xTEay/ZbNCWxtaXnFXLjwhpV2MvbuqE5OxioJp9l4c0XTD+5skkfPDP8AMa2IOak8T+LdbVhAZgjdPKTyxj61STwVqdy4u7yaPOctHvJZvxr0QKqAlE2gDjPHNchr/iu/08lGNkGH/LNXZ2A/IUK4C2+l6ZDIEttHu3cjDPvKAH6mtGPQoTGYWgjgtWOWXzGkJP1OB/OuDl8bazKONvPcZFZU11qF++bu+kVSem7P6VVguelN4c8PFyjStPJnJR5un4ZpW1+20HzLLSLON5VX7kQ7n1/+vXmRtYrZTcCVrmPuvnCNs/TOaJtVRoVihsZEUZwDcORmiwjvrzVPFV8oJuLOyB65lBb9KxhoFvPIZNV8TryfmCDn82rkUvZMjEFuMf3yW/mafFeXMbsUnih9fKULQM7mysfBKlon1C4uDk7vMJwx/Cti2m8KW0bra2cL+ojjLMcfrXmY1a68xd+pTFQ3IDnmtk+N7m2URWZEcZ67IxmlYLncrbLqKZh8PWltEfuyXKqmfw6019DhLAXepRxgn/U2kQXj/gOa4WbxjcyAZm+bP8QFQS+MdRdWRLpkB67OP5UWA9Cg8J+G4X8/7DdsynO9oi3P40k2l2azeZJJeRhuQZpFjUflXmH/AAkOoEKjXspj543HioZNQ3ZzK78etFmB6YE0G63wf2vEkgH3nZpB+uBWTfeKm0h2ttOuZZlU4MoxGD9AK4XerYYMwOeRUgdW6/hxTsBv3HjHWJ48C8nj9cSsf5mqC+I9Zz8t5cYPX56oMUCHp7UkMyKgDg7vpTA0ZNX1WVcS3kpHu1Sw3ltHGHuLu4Zz95V4rJeQZH3snsV5pkrlsDY2R7UWEd3p3i6x0qyMdpBDu5POSSfesfWPFdzqB3JDbwOD9+JdrZ+tc+HUrxnd6VEySEZ2HHuKAN228TayYx/xMpBg8LmoLjVtUumLS30rD6msqFCM/vCv4VOVaThS5FKyGWzI8yjz5ZJCO2cCq0d7Np1wr207Rk5D49KaIzjGJCPXNQtGgz0OO1FhF5fEd2m4fbHfd681BNrdxIuGmmYfWoPlJGxEB+tSrDNI2A0a5HHBoAuaTd3as622nTXBcdlJrq4zN/Ztus9v5DBmJBGD2/z+Nc5pMGox3Crb6h5HHPljbn8c10t1K8tlFO8pdixVsvnniqhpIUtjQ06SX5VSLzBkkgf7pqgBJFdCaT5nhVpOB6JWho7lUULnJJ7f7BqrPzdThyOYXxx/0zq29SVsdHoEnmaxGY7gwrcw5DBc88cV02sXc9nah443nuI5Vfc2FyTkAVw8F2Y2imj4lsnTdg9sCu91HyLi3g80b5HcEqjZ3ADpRVV3zdwhpoZV1qmoC7jgkht0hupCsJQHdtXv+NaFgmZ2370eItvYj/WE+/sKrThbWOEljLLGu75jkKePuDPvVqNLm0ZpLlAWk5k9AMdvcVhY0LLnGYxJkFzuPcCq41O0TKYLH1UU2K3i1aSQlWWAoBgHb1qWDRNJs1HlwtIR3yW5rNwcik0ixFPDcRs25cAdO9QOUXIjyzemKkEBRmKRpGpqKSOaPcwcD6L2qlBonmTIEMyzTQgZVT8gRcZPWsSe4uBdqkcPlM3Amk5AP8VMfUHh1J0M+2TcSVI6g1X1LWPs1wsJcyxbd3zn7hY/SobKSM7WbK6hufIRIzCrBpJpHADfQdRRfWaajDCY4YmhY5fMgG0DtjrVNb4XEsskrvNGZBu2DcSB+tWDdJcpLLaWhW1QBRHIux/fg1UZMGjWTS9GZE2Q7FxjZFIQufaongs7C43xWEbOy/KW5IFZEGoutqwEJiOMIM8j3qAajKzHzpcyDuT2qLu+o7Gg9/POkiO2cqcZHSsSafZdlDwrgbPc9KlOp21ssk9zOiIeBlutYd/qA1Bo30wNJJG+VZkwtUrsXU9/t7qV58WrjGDkGn30cEzebqEe5VTg+eVI9OF61mC3vJAogVowMZyMVetTflS9zbs2GJG1hx+tVNu2hz0G27MbHa6ZqkdsZp5GjH+rg3nj65NZmqvrX2s2FtbxQ2sY+QiZRlfUnOa32llmKfuY9it1kOeaimYorvM0iMozwvBx6VHM7HTY5ODTNUuw4iubFduQWkn7/gK4TV/E+r6bqE9m6LHJE5V/r+VerWwW+SRJrwmFsSCJ2Gd2c/3a8e8dX0Wo+Iri4t164UgjHI4q4yu7EtIr/wDCZaqzHe4x2AJofxrqqphHVR9TzXNM0o7AGomZ3+9nArSwro25/E2rTkk3bKDnhaxwJLh2eRmYk9SetQRhZZQg8wN7tWl5bRooB6daBFdbcAnfkg9s9qmCRjGI0/KpPLOPm9OtMERPIPFIZGxRWwqKCOvFQvdkN8pUfhVsw7sjv24qlJZENz0FCYWHpeyEAEg59KlF1/eQHPqKqeRtYFanW1d+d2cdqYE6SRkj92ualVUdgwVVb6VVENyrcKCKsqkyYOzJPXmgBJRtH+rU/hVWOTLtuQADpxVqQSEcqQKi8nC8rQBKgiYfdUikdIiSVQYHtSLANmdp596YsLr/AAPQA0uyOcL9RUgYHHyDJoKEjlDn6VIkLgZK8e9ADx5Xy4Xp1570rxowBDJUsVq7524x9aV9PmY8FfzpgQK+wgjGR04pWleaTJfpTzZSqRkjJp/2SSMBvXpSASP53xs5+lStbseCe3pUsKNGxLjnnkGpt4Khs4z60XAxJLZ1Zs8AVPb/ACZD+netE4ZsH7pPpVaSIBi2/g9cUAEaQOmOjeuKlFn3XB/Cq9updpF3ZXHTFX7aNYwzM+Ys9z0NFxDVsJ36cAdSF/xoNpATiZEb1LLk1dF1aAY3tjtxT45LSfcAxGehK0rjsZklnpsvywpFHID64q6ls8cf2aOJt5bcI41yPr606HT1N0BBMD8wIyetdCwayvIWmDLIx2gMMdqcXqJ7GVpTSPeCAHgRMxB9cGnnzZJpTgBvKfO4/wCxVSGPMkzFmBLnpT5UMO4I5AwRgf7tbEF+zKf2heK/DXBVQPpGK7TQp4J9NsQyF5kmKSlgTnGe/pjFefSJMLyB/tDHbejOf+uVdJpqu+pSW6XU0Mbr5yiMj5j3603rT9Cb2kdhqS2zq/lJvEZ+Y9MD2qO11ZpbeVJoJGx+8jc9l/2qopbSyxoVv7oRrzg7c5+oAq7HHdLvZbrqOAR/9euc1LtlqUUpjikEiO4O1WQjP41dC4PAHNY0Mt0kpG9CQB8xXqKWaa5lAH2kx8/wJzQkw0NaQE4461E65RsjkDPFYI+0rKS99cOCDxinl5yxX7VOQfQ4o1FoWEtpZUP2q0twoz5ThAW2n1PrXN61NcRaddoJSzrJ5ZXYoBHrxWs7z4Ma3VwcdQX6028s7eRA1xnggMFGMj61D0KRjQTwCwWK3k8oIigEHZz7+9ZF2Zvt4tbGNbmaZgNwlACHuc108ek2JL/uQeeGcdaxtR0y201rdrOEIS7s5Bx2qVJPQqzRhMY4Zri2ms5WeF8O8XIz9QaqWFpp+pXTKjhSCSwlBJ/Wu78PaZZDQUWS4g+0OxlbnpntWVrWhpqOoQR2zpCu753QYwK0SVrk3Zi2/gXT9V1aS4urpbazQAKkagFzVrxB4W0zRrNJbfUZ8N9yLdtyPwraXSlscwnUJJXcfKxxhfesWyFxceIJItetURbcEK+4sMdiv1/GlzIdnueyR3gePcTjrnJqxblbiBZlRiecfNiuOjmnDZUdfvAnvXS6bbh9PUtLJlicqHwKSjy6nNSleQr3F2dq/ZpI40JYsh7VTGqahcrMLcSpFtxG0ijJNXrnYHMVtMCdvzAvnFR/Y1ER3yZA/wCeKZrLVs7FYyNQ1g2FnJO+nRXk0EYzJIVP/wBevFNVf+0Lq6vIrYxI7l/L/uCvYNbQWllMkdk21gOJV6mvINauJGv5967GYn5F6AelXTutxSt0ME9ehpCu8DAPX0q79nY/KTyf5VLBAkZJY5x0rXmIsYyxyQu0hQ4Hr1xVpbpZO2Tjn2qxeyoIWViASPWs+yXAb3NFw6lo3TLgFMgdKrz6nsGNgGOvNSyLg/hWZefOTj2pLUbLT6u67dqA5610HhCGx8RatJa6ndiziEJdZOOTkcc/WuRij3EL6VII9rcU2hI9Ym8FeGraMlNc+0Nu2qA6DPr3q3aeBfD15Mvla3GIwmWBcBifbNeP7Sfpnmp4wRxU8r7juj2SH4a6TJKUGvBV553IcD/vqrMnwu0hI8/2/vP+yE4/WvFU3iQYPb1qwglAO2RtpPPPFOzsF0eoJ8P7Il1GtwOF6Nx1/OpIPhnDcwb7fUGuCr4YrH8oNeRyh0UsGORmpLTVtSgOIr+5jB67ZSKXLLuO6NXxG6aZq8trZPI6RZVjKB97v0qhbazbtDItzbymUAbXjfjd9KpXIkZg7sWdjySepqFI9srjtkGmkK52/hXT9N8R3ElvJqD2TopcvMF2Y/OurfwJ4fgQyzeKYnVAS4THT25ryRTtb6UhkYfQ+9Fgud9Angp51Q399GpONxFOkuPB1tdGL7deTxA43JHgivP95De1OJBo5WHMdnq2oeFbRwumxXF7G65Z5GMbRn+tYq61YxyJuguFiCncQ4JJ7Vi7Mg/nUc6fuW9sU+ULnSXWt6IkGLa2u3ucKSZJBt5xnpWXPq0MsS+XBIsv94y8flWLEp5JHapY13SY9qdhXLH2+5Zs78Uo1KcKQwUn1xUewBqa0eSfpRYR6Tolh4f/AOEOGq3n2n7WMlljkwDz9K417uWWWTb8sWTge1d94bik1XwBFps9s1vZ5YtfNgqDnpXC6hp7afLMn2iGVUbGY2zmsk3dmllYiDgsNpkLH/apZEkwBmQE+9V4pDKuEhdjnsKtvazNAjT/ALn0LHk1SuJ2M8rcnU7eNJpljaQAndxmvQ54lS2WTmR/4CWJwPx9q4+4uo4lgbYh8qQE4OeK2RrdtdiMK77QfmXbih7k20NG+nR7t9owGUMMDtiobwANn1JHX/Zq5crbnSrRkbOCVL45PFU7qSF8gE4yxX8hXSZInwJJo0B5Ny36RCrOj3Un9mabfv8A6yMhX9x0qpbXFv8AaoWdsfvnY/TysD9aNHcqk2myvubyt4B/hOTkVVPdomfc9JtGD2oP8Ld8VL525to6Vl6RrFiNJgWdiJFXa42+lXV1PTSu5ZkHBxmud6OxotUWd4XJxk49aYjIWZfWmfaLR23faVxx2pQbQN5nnqATzx0oHZjARk56jinn5Ix8ueOvvUbSWEbAtdx8dOe9T+bbCPLXKFOpOKAsZFwrPfAnO3gnB7VW1SedpEisole4f5l3Hoo610Stp74IuI+gqKX7AZkl+2WqFV2gnripauNaHm+qXHiRIiWjmBDHdtOMiuj0GG1lsY1uG86Ux5cSPnaT1ra1K7tJVCpcW8jk53I33a4rULJGuZLldQ+zzlgqiNutQ0Wnc1JrmCGaSFIcFCQpB7VYtb5rtTEufNjUckdqzrHTLlFVre8iuXJyTMpBqnFrVta6lPHcTJHIvDBAcCpuOwl808DebypZjtHoKI72S+UJdyMViOF/wqW91PRiUAu45XJB+93qhcL9ns/tbyRorMSgDZzUWuPoehM8kJ2kbgeflrb0qR5dP3LbzMdzAFVBrOZJVkw8DdgMCtWzn+zw/vS8IBJJLgDtW0pI4qCakPayV4GQQz+bIOXdRn86iisz9tjgUtEEGXfPL+lRvq2n20z/AGi4R3OGCPwantdYtbxRJbOipznYOp/rWPPG9jtKGu2AMEjSy7khCs3zGvOPG8OlRWMMURVNQXLEod+7PYmuz1yw1O4t7uSGR5kcLtjAOWOe/tXmHi21vIL8z3cOwzncNuOTWnKJM5l3uUH9aa4naIyNJgY7daczSY+4xp8W6dkt0X96eNueprVEMSO3Rokb7zEck9akFqpGelWo9O1BIFUWrZXjqKieWaCYxTQGNgAcbqm4yu1smCBn86zLu32sdnBHbPWtd5wwxsznoayb2STzMBMKevNEbg9iKE4Jb0qfcu0GqkTEbx6mrBGUHtVkkoIzjuMVIpXPWocbefX/AOvQnI/GgCypHmZzwBzVlHyPwNUjyD61ctBuwD120AQygNGcdgc1FAoEee/FWkiBHSq+whS2cA4AoAsPtEQz1zVMFGuJOPm+XGBTpxv7nKMAKE2xSSMRk4XFAxGA+bFM4IOe1TPgh8HvVdR+8PqfypiHEAIfUHmnRjceOlIqbg+Ox5p8Y2A5Xg0WAkCgK3tT7Uw+aRcQ+dGVOU3bee1Rw5YkZ4IwafFhZW9qAuQSwqhCKOO1SiNI4lYINxJ5xUcr5cep61IzDyFHfJosBXBy3409QDIPTFLGmQT3pUjO4c4osB6z4ZsrWL4U6hdHzzMwYc52D5u3avOY1xndzzg16D4bvZE+Hs0LSTyw7JA1uo+UZ/iJxXn4dUDN1APIrJPUvoaltaiBI3dMGQjbgYp+qypCYkcfgR0pzXMFzZhJbv7KONrMMhcVasbMXGnrLdvFK+TiRlxle1KU+VagoXM2DyHdMSK5JGRirGrxwpqUCQxLGmzsO9adskLMII7W3Z2+7hM03VrAwG3fyYk+baSq4NRGV2U42RPYRRz6NcxyDJh/eJz61jyZGfbP8q39OtGUrETtW5iK5I9KzZ7YQPcRk7tgfB/Ku1axObqUrcB7pQV5z/7LS6dMIb6C4Z0GWIBB++p4/nVu0SP7f8xwAzg/98GsbU1Itmnt4l8iG3aKN1OMHLHcPrtqouzuJq6O50tFF1dWzdDiVautpieY8iyNz0XsKyLeV4bizuZPlYgI+PcV1EYBLBicelZ1o2lcqm9LEH2cLEvPIHPHWnInmRjpV0CM5Hp0pn7oEgZxWNiysbVGYfIp49KsFI40IIG0D0qZWjMfyjp05qC4QPg88dRTQiNUids+WoJzj6Via1EEtldMDc+SQPpW0kZEqYJ27W4PvVLUrVrq3jhjbLZOaYI5m9k22T/uxjI6eneo7s3bWMD2+kB1IG3u4HuOtb8unLbWkX2jktJtHHGatvJLEY2gGGA5b0PtUjM3T79Vh2sGQj/Z5BNaa+GrC7sPOeEebIxZpVHznNZmrwi6x5mNzHBANdPblRpiQRsPkjwcHpURVmU2ee+IdK07QGjtX057mac/JMHADZPp2rKnCWxXS2smdlbeYtvmc+1dVeIbvWo7a4+fEbbSx5J7CpPDVpDZapfT3k8ckq7Ug8w4IHv+P8qp2sGprXni02CI940nnSAiNGYgBe561hx+KLvUZyInie2UZbfJyx/E1wl1q326d5TK2WGMzDdgGrh2wWiHz42HP+r6/jSaGkjtLvWlii3/AGS3kkbhTjftq9Z6jIieYsjpCvzMAmBj6CvOG1CNVVkmkyvSBVJyR6810+laz4gjt5LubQ3khcbtgGDj/Ckog9DtYvFdq8Q82KVYscsVIJ/DGa85Z5rx7p3JK+adoLZwoovfHUs3mNNopR1BVcHgH3rI0/Uru5luCLQiN23BVPTNadCC5LbLHuf09qqW4UatA2VyX6A9KfJdT/OWhK5H8Td6pwSSwyiVY1JVgfmejWw0dbIZQzBd2Pl6L+dc/ribdWXj5SgpT4i1BGYC1hK+u81l31/e3kyzNDGhC461mkyiwi7pABjvisq8Uee4PGexqQm+f7u0E+9UpYblZMyMvB59auKaBu5FCOWqcD5M1FbHG6psHB9Oa0IHghu3ShV2nHY0iJg8dCam8osuc9OtACpGSN1XbQ4lIYc4NVY18sZz1BxVmykVpfcA5pgSsuFB9iarHAtl6dRVuVP3ZUnGeKoOfLtRnsOKQIhY5JP95gcUNxNIQM424NV4Mk5565qYHdJID6D+tAE5XKY6HvxVdQBNgjk1diTMY7VWePbMT6Y7UAIo2yvzTi29Tt7UFMu1Rk7CVzTAmtgRu9dvHFCN+8fPXBp9oMOx7YqJ1Id/pQBE+Cwp3UKvamlcYPcinpnJzjqO9AE0cZB9jSx7ly23I7UjH5h6YoQgk88YNDA9N0jxVolt8OX0lpHGoPG/yqnB54zXEaRZ211dQJMilHkG/JxkZqh4chiuNbVJ7lIEMcvzv0+4cCrmkuIZ977iY3+TYQCT2rG1mX0O4n0vwpBJHb/YLOOSUHPmyE8eoOcfzrH1C0s5LhraztpZAhAwjOI1/DtT7fwo1673k0si7uW8wAnP6Vtx6ckRWzVrlUCkLOWHH5H+dJyj1CzMAeFrxY/tM0qqijJi84szAf7tFptnv1tEt2mSNCxEkpQFs9iK6+O2lsoMrKJ0PeXOcVRvJ22rF8iqzZARcYoUlfQLOxbkbSorW2DpNbXUJ4jMjNzXM6msttfTCVDtmDbTnqCRXQy2Cy2ryMCWK9e+e1YesO032R3zkRY/WumntYxluVpJ4Ybt9qNzK4G7PdcVl28rv4WvIUAdYyVb2XJA/wDQa0pwfPmfrh5Gx+FZdhBJBocxx8ksC7mzxu8wn+pppCZ0QvIr2S+ihziERlcjt5a/1zXY2Ws6bJZQyPHNv2DcRGx5rhtNQReItXLdNtsgz/umtnRmI+0Wx4MbnHHY05+9TTBaSOmTVdHmLbBK5Uc/I3B/Kmm60csA/wBoXd6hhz+VQWvyEkkHAq58pAOzOa50aEKyWrvix02efAPzNL5f/oRpG1CENi80i/g2/wASjzAf++amkCMVzGDj2prwxDcAgUsD0GKYXFN3oUjB2a6jccBHR05+hFSLcaKW+b7Qhzx5gdB+oqm9uGtHQnIJ9aHgjIG0Dk8n15NArmj9p0FWDOZGI6FixFQXFzoAiZVuDu6gDmqUsKNcRgIMhqyb6xALXCBlKsTxxxQBqRqsym4K5IG4DiuRu7e6jsnuxrEkF5KdzQxfKCPy61DYy3+q6i6aXNeIygrMZiGRRT72w1a0vkhleOXA/dyFNucVnfUu2hWjs9dktTdXN7scttt2mBVs+vC9K0L6xubzSrdr6W3eaJf9ZbL5LseO54b9K0rLWJrjdHe+VPt+Xp0/Gqs8zz3RsZxFEYzuj2n8ue9UuVi1RgXFkbOxtrZdYmjwBvAT5Qc9j+I/WrXlWccax/bLtmwMSF15/DFY2uRvfzhbeVhboVVkDcbvc96v3Ph6GwijvfOJcDmIvlQazbfUaEtfDtqt+bm1eWZ5G2Rh/wC8eprsoo7bSAYYBK1w+PMzJl3/APrVx3h7xFaQTyNdGSR1z5flJmr2r+I2SQT/ANjNHM4+WSZCDTuxmx4gs4buzMkNqlvK+A4lUcjPXiq7+H4dL0hY0nhecHfIQpy/pzWBYanNd3DSuywO5wccsfoOtbVxHqFtJI9zfMluV/dsUBJ/DrQroLI5WawkLsd6HJ461nyD7NvBfLAnOK3/ACrx4gqoxeU4XfHjd9Kr6t4ZvtPJNyF81wXKqc8VV7iOeacMNvOMUtu3lsC/KjpVqDSLiS6KEbcAE81Nf6JNZ4Exb5hldoo5WVzIP9YpAIXjqKyb4L8wB6D9akRNjEedIvPQCqF3FiT5pGYZyKaT6k3Qy2B2P3GasY+QewFR2YGGHqTVkx5Ge3FaEixcsF75qeCJ2JHPWoIAy3W5QCQf1q3HNer/AAryfTtQA9Lf94gPYkVLbW5imI9+Ki8y5Of730qbzbph8iHIHJxQA+5Tfu578VnvGxhTI4xV9WuWQnBJ5z8tNR5HVfkx6/LTAylj2MGUdeOlN5W5O7sorYWQwvhow3B/hrPu1dVEhH3246cUgRKJMRgAdBzUEj/MPoKdbMzoOfmPY1DLJnP5YoAnJzOfcVBMcScUqsTMuOpxTtoZ29c0wJLdgSckAAVM6L5LnOeKrxqu76Dsalf5YF6cnFICBFJAJHHFDDEh44zz+VTYwdv071DO2JzjkEjGaYCu3APtzQrbVPJ5pAOPwpfMEY6A8UgJNEuUtdZjmkjSRAHG1xkZKkVr6HGtzfIgGCrnPtWDpsnl6lHIQcKScA10WhwCfUzObk2qkufMcZH41DQ07HYSNPKii2aSSFz85fsKlhb92iw9V4L7sVkpq9rZcrfwyo56bWHP09K0Ps15eW4mhEAhUblWM8tXL7OVzfnjY6OGCaWMIzDdjK5PFY+tWhs7uBg275ew+6az4dW1uzk8pdPMwUcnNXZb46mq+cj20iDJRvWtIxaZDaZtW4ElmpYjJHasHUI0WxnV0G6N8KfQZrc0i4tE2Wq3yNMf+eq4z9O1Qa3pM7NKjPGBPjawPGa66b1OeSZysDINQYyf6sNISfasnUFSFmNo6/Z7h2jKKMABG4/ma1o7STEoUjJin2Z7npWY0G21ImBVkREjjkHKkHDHP+e1WhMk1KVrT+37hD8yXFrjnsK3bF5LbXIHc5juV2N9aydatGa08QkENm7gTOa2dWQwSzoh/e2c3bt0P9adPVOIS3TOnAVAcDg09XA6qOBV7T7Y3dlDMGQ70DfjUjabMVw2wE5rmehe5mNKdwCDHHPNI0p2nh+OCTTxpGqifPn2u0Z456VfGkswUvMM45A6UK47FCIr5Y5wKeB84CAEH271pJpiJHtWQDPfPepEscEZkXAPbFMVjKNpmYSE5I/Km3FmWjYKoyw7it9LUDOXjIzTZ4GEeV2EY5280wOFks1sZd8UbRiQ/MMcGrF3b/adHl+0MvmYOx92CprYudBvpIXHmRyiQ8pn7o9qx5NPuo5EjuYRGCwAVj94Vly9S09LHF2un6rbxzXcKfaEJ3PEh+dfer12sD2aTX929pcRjKJI2U/AirGoGXR7xLhJQqls5j52+zCo7R7Wa5mu7mNLhZhuUMMqB7frSuk7jtdWKcXhvTYY0SPUpUkzwiSD86t3VjssBbPeIXkQ4M6Zb8hWPZaVPOqX9pew2UpTlX+fdk9fbtWnbWepyXbrca9FI6oMEIMinpYSMLSHbRGMy8yoSQyp/St3SPGbXlwbbUYxJ5jcOUBqOTRi99ummMhz95VwPxp1tpQfUpIbHyXm25MhXhaha6FL3dzo7iSwgnt5kt41ZFbmPhvrmmQ6xp0yBGjjfaTnzDk1DZaTNZxF7qVrkkMipjAGf1rk/EFhqli58pAbb++qZx7E0ezY+dHX3WuWhm2QW4uHUccfcNOs3g1RHe9X94vBXbnYo6Cq+keHBJYRzf2nGq8GUlNv15qe+07S7i8t5IHkaIBw7xP99hjGaORi5kZKw2emXl3cPJHlpAU3g5xjpWZdJNrO6aG6jJUc5GDXUx6SBvZfLkj/ALjDp+FRDw9ps0YE0IR2xzHxkUvadGHJc8+kh2Mc4bB5yelYupgAgkrhvSvXG8KaZPmK1soFc/xMx6VxHj3RbPTZUjgiVWVcsynqauNZN2E4WRy1kvXHXJqzGC7SL34xUNj90Ee9Txri4f0INbEj1i/ds3fd6+1Ne3uI4w6SPjr1qUHMW3uSK04499sNo4Uc0CMSK4vkbcrtgn0q19qvihIbB/3RVuKIGZQByDUowWb5eOlMDPW8v0TbuGG65Wo1v9SIP3AqZ6JWpdKiEDA6elNs4wIGlYfLuP50AYr398SXbZkE/wANPie9upgkiYRQWBxjmtd7y2t0djGm7nBxzWZNqkjBI0iIYDOT6UgsWUiEQzwGOScHiobq2gW08zP75sHGaZZSTXJk84jH8qiZPLdueMcZoGRnhQ3TH60RMQM9Rn1qWRFeLAPIxUQXaooEPjfBI9jUyrvjznjNVAeT7ZzU29ltx/d7UwJVOSzHnJFRSHMjMw7DFLbudjUsy72Yg5wBk0ARgkEfQZFOeIlUIH0pUQ8H1FbOm2a3Eyhn8vaOCemaGBh2Kb7yMZVctjLHAFd14Siiee8hkWK5VAydflb+vauLjjKXTjcCA5wR35rZgtb2IifTy4DEhlQHn8qhgje1G0tY5Fukit/tCjmGP7i46fWpdO126KpK8QtreNR1Hymnabb+VbvNfKEklYDByePaqWo2NzqUieXFPNAuBtjXAB9Ki5djutL1CG4tjLHiQNy7pwKw9Zu4ZJy8DExyFUL45q3o1jDpdssDOEYLukBfPJrK1eyEvmPbZyDlc9x6UX1AvRJJbs0dyglEHMT+o9an+03ck8Bll3R52gVU06aaW1AljeN1XBLjrVlw32UPjlCG6e9ax0dzNnOiZ471dzEJHI7Hj+HPNZ+tyTHXpYnOAE+THoWGf6V0HiNUa6iwAitAfbnNc5qrPP4ikLf8soY1b/eJH+FbszQ6bz/sN6DMTm4iDcdT61qaa89zr+swzyeYG2ZYjHzbf8/lWbNxbTc8vfIuKu2Uy2uq6vcvnAniXP6VEHaQ5K8Te0O+vY4jbreFFjJQqV6VoPca1tJ/tNMZGMw1kwhYNdZf4Z13L9a6HZmEcDrmoqrlkVB3RXEuqnk6lyf+mIpjPrQbP9oR47AR1fjHI4pZUypO3OP0qSrlGOXVRL/x9o/+8uOamF1fhV3TR7wfm296cg+YnA688Uq7ctj19KQrkZn1B5OLmNR6Ypxm1IH5blfypwiDMOCalEPzcDrQgIxqV8uB37kGqGvalcjTWneV2RWAK56A1ptDjrVS7WFIWE0Kyw9XQ9xT6BfUwNKKpJMk8wkS5XH3t2PrVW3jW3s/J2SfJkho+cLn860YNI0+TWrh54pFtJFBSOJsYb0qDXfCUyDzNLZxG2P3YbLCs+W5dzUnsPDl6QJbK2WQgECAlD+lYtz4Um0y+S90to2glbYUlJ+QGqGoQWt5fi/stcjuJbhRstYkaOU+38QH44q+h1qBLe1aC4kW5YxIPtEeFP8AtFSM/jSZRqoyRKI5AjuoG454zXNQ6jJpfiS5e2083UbD58PgD/Jra0zSmt7HfftFLOXZsrKSqr2AwcVJcW15exSRQ72BB+YAnj+VJe6wdmObXPEl4pa30y2tUTGElB3OKcst/doqXFvFA8vDqZxge+DXP2cl5HMI73W5IGI/1USpGFXsSW6/lWlGNNt5nklu5LxyOTK3mYH0qnUsLkKOv2GozXIiS4jkiB2xxROOFx1IFOv7e/0Wzs1t5180qd0MbEsR/ex+n4Vat7mz1C5ZHmSFgp/0hE2iNcg5x+FF5p82r+Jo7S3vEure2jWSS6YhGUf3dw70KV9EFu5Lp+r201pHvlEVxjBBPU+tTf2hZGUxyyIsi524lAwfWrk2meFWYLJHC9wn3lmnwwPXn5uaIrTTLl2jglcwntDNgKPwwf1rKaT1KiyG21pDlMhpF4BB+9XnfjnVHvNRNtGuRHwcc816I9ho8bmGwitvMHXPzH/GuJ8Z6ba2LQ+TDHGWQsdibc/Wpp25ipXscxYKVUfjVkLtmJ/SotPGcAdhV0BRJjHOP1rsMSML83A6Ed66nQ4k+xnK5Dtjp1rm8COVWPTPIzXV2Ck6Tug5bdnC0m9ARDcaYgnWRP3abulWYrG1uJdm3hSPxNSSuFijEvJz8wpUnCzMqDhiMHHaldgQahp1ujOiDoDzimST2tloaWwtldmZizbepJqa6lUyHLjGCMYzRb2LXcQklDPGVJyo+VR6H8jTuJnJXkHmyyGNCQuO3ao/IVLpGZQT5JO36GukWMxzTMFyoUDp/nvVedYW8QW8ZRHxbsWGO+adwsc1O5jmXy1EfPO3vVh7Rvsvm4yCOK3b/TLO1dEuHw0qsy8dBULCIaerwukke1sN6ilcDMNk8SBthG5QT9KrSRkbRt78Vu5mWFBn+AHntUEltHKSOQRzTAwmUFiFTBAp4TdajI5BNTNC0dwVbkgU+PH2d/lztJz7UwKeNjLgd6kCM0kijnIFKy/MhZcKOfwrRsbTa0jjHKjpk0AVYo9qruyT3GK2LMxLpNxk/MRyO9OihUrsYDnHao5IGSNgm3B680gRixoFtQ4O4kkGu48G3QTyoSuHkiYq5OAoBrlLW0WXTpTn5lJI5rpfCi24nhF3L+8iiIDAZ+Ymol8LKW53AjgMZ82ZCBxkkVcs7KF4tyvhMngHtWJMYZnECyFD1JQ9B61nXdxcW8kltZ3H2h8jZ5YPye5PSuOF27G8rJHSXF3p6K8aTRO+cNt+auWeVvtwRDmJCSQT1qH+zZ7aBpry5CvKvzKAAwHbn0pbGMbh5Qbbg5JGBW6TTMb3NV0WMxC2WUq4JIY7sH0FbX9nyNZOrW8gYoRjYTXPvOYp40P32jwNp4YV0mlX80UHki56AbVYZwPrWy0RByuqaX/aNoskjsiLHscdGzXL+UxK3Dy73uTGSuP7pxmuz8RO0elagTIoz8wf+7zmuKLtBqkjwRmO2tpFERxxngn+VdN9LmVtSR2LqsQQnOpKeB19qfqBYaXr7LG65uE5x0qvHqDxTRPnOy+87GO9Xri9M/h7WSelxfK3T3rJ3NDUlkdLawvGGJYtu/I/OuwgSWWFSEZsgEfL2rmL2eO88+1XBdIEJ49v/rV1HhzVzPo1uXcBkGw5x2q6yulIzho7ErW8wK/u3/75NNmt7jZ/qZOSO1ah1CONlV7pMt0+Wo5dWiT/AJbj8FrBGpmRW1z8wa2lHp8tWFsZhz5Lc9eKlOu2+SPtOT/u1KurRvDv80jr2FMViBbKZfmEL4qT7Hc5/wCPdyKjbWUZQyXGF5ycDrSprDlvkutyjqcDmldBYnOn3LKR5J/OqlzptyltNi1aRymFUdz2p48SN9oEYw4HU+lakes25iD794J5284quZCsedajPeWton2m3kt8SZTeMYHpUDayLaPzxeSRyoMLswcr/n616VcX+m3MbJPtZT/eFcHrmhaXeXAksrryg2c4TcoNS4lJlK2u4fD9nawW1hF55gWSR1QBiSM8sagjxqeqwC/fc7hiFEhBXj271R1HXLO+DWVtZyQzOV2CPlifpnFX2t7PT4ZWl0LVFOCizGQlgfUYrN73LWolx4fewtpf7H1KZ7leBFPh8D0U4/pTLabTW01E1q5uWvC214pZWwGB/ujisWSW9inhh0+41GK4kPyLcR8H/gRrWsfDdzAq3mr3FpvDl2czbj+OKpCaNxNGtrtl3XKRRcYH2RHyvpkYIqjqGh21iEKx6cbZXBebYQ4HXADfePtWhpsVxcxNLBe296m84ER27fzrB1211bXb5bOGEwQW0y+ZvOwhvr9P507IV2dlLp0c9ulpMtnCrIcCCEKQO+B/+usqy8NNokl21vcxSrJtO+RihUDtxkd6xLjw+UldtO1k3EwOwqxKvj0NWLy18QTafHbf2d587kCCaOfCxjHfms7O+jLurGHq11YTXf2KxT7VfM5DyuWB3fXoani8L6lJECJbWNz1zOf8KNP8CeJ7G5F8ospZBkspuB+NbrPq0Ftun0e8Mo6eSRIpNKcmthxijn4tG8Rw3TzLo3mSIMK4fA+vvWD4lfV5LjytXURzIo49q7iy1nXbVne8sruO1UZCvDyfpiuD8Tma+1SS4cyRLJ8wE33sVUHfcl6Emj2YuY4WztOG3n2q1f6d5bkxjcuOvv607w6AIkx3Rs/mK6W3tUlV5GOAHU49ulW3YVjlrPTXnlUuh2bh1+tdLBbrYW5jQDBbBZ1yRTN6rayvACqpKPKGO1JNcGfcWPJHJHei90BJdOfOibkp1IxT1LP2XkjbgVCxJWNMnJAGKTBilwGIIznI700A6RC0pCAB+cDNWtP1Y6VBl4jJbszLOMdEz1/z6VTkbbIxyG65OKs2ao8EyHG0q2ePpSlHmVhFn7Npt4jyWl/GInOVEqnP48VXfTdOg1L7Vc39oI47dhgBt2cg5xiuVivJtLuJYSN0AOQKfcTnWL3EaP8ANH8yD0+WsvZ1F9oNDX1GXQbuN7oXMkE6IEifHMgPoF6VQ+yi104RwHcgjOTmtSPRIW08JtBlBHz4qaexTZLsGCYzx+FaJlWM2BS6n5Bt8sEn8KgjUEsRJk/THFXvsvlWrt5g+ZUQDtnFVFCxnrhl6c1QjKuIWN6QOm085otYSyyo68nOODVohpHduhwfyq/YRk7vlwwwQcelO4upQttEmkgLyKfl4VO+ameP7Kyhd2CnIIHrUZkkj8945XWReFweaWMGRV+YttBySe9O4i2gYKCDznj6Uz5mYBuoB5x2qVVwq9eTntUxWWKATpGjAfeBGaBmVaqVsiBuwBJkZ4rsdNtrT/hHbe2EazLdR7plJIK/iK5m3jYWbsyMocPtbHFaUVz/AGPott524MUULtPOTWbKRs2/hnw3KoCTX+WA3IJe/wCVWoPC/h9JCf7QvY8MG8trgcn/AL5rLW0kmTly7lQ7KDz+P+RU0djdJGxS3MmeCo/hPrilawrmhJpmhP8ALaTSByMfKdw/GsOYkyFYHCbGG446j05rQk086bZhVjcEj5lDc/nWf5sETfvgqCT7jZ6GpGXL0Jdyw3MKBEEZIzwAw9KdFI8USiGYBuMyKf8AGnzM9laQI0YdJHAB9BShIzv2JGqbvlA7CtIu5LHTSCWaaK5QzI8JO3A+bHUVw8ksbskMCYj2KZBn+PBHP4V20xMGoWsmRjcUP0I/xrkL2AQazdoF2hpiQMV0R1iZPczkUFlPHMxq43/ICnA/iu1GMVThBYRHu0jYq6ELaLns17jrUsaL0LSQeMpYlP7s26hhWlpqMmoz2hPyq28D2qtHGp8V6pIx4itRU/nCLWLK7/5ZyjYxz1zVr3qdiXpI6EwIq5EecHjJzimXMKXETM0Y3joQOc1pMibBzxUZjRs4PFc5oUobKNUDMpYY/iPFCWsA2kRruPQ4q/tzHtHSmpGPl4HWgCrLYRMmVypz+FIthEqjd5hz1w5FaEiELnHUcUgGV96aFdlZLCCIkqnJ/vMTUwgjwcoMnt7VYVfxx1pHQBhu6U7ICjcKI4X2RjIWsx52Xy3Z22Y4X+dbU0TyxMq+nfpWLqMISBc72Ma5IQZJpSBGVb6joVswX7YFwoyrptbI9+tJNq9lNIZYpbqbngRxk/lUuleH49Nhju9btxeX8vRG58sVcTUnv3PyNbQxsUSKL5Mn3rKUl0Noozbq8129jjtrHSpUhlI/eSpVeDStYu5LpJZYoIUbyyZgQfw5roJryCyjZBcAFRzvk5rJmsW1vWoY5tRdrSKMNMY3xknotRdsdkOSzTRlCWetpEzHneg698c0rXq6OjXMmqi4mnfL5ALEY7Y6VvWPhvw6/wAs2m+aQP8AlrIWbFRal4P0Z7UxRWgt3duHVs7RTV77ibRzI1L+1/FmlR+bDJG7kZij2O2V/irvobRdIiaY3D+TjZHG7V5TYeHtTtvE3lacY/tVu+5JHbauK2tZ1fV0m2taT+XC2GIfepPtjtVO60QkkzsLtb65kL2FzCBj7u3j8agddVLJ9v1G3t4EIyYh96uUa+167iiaG0uIItoePy1ADDFVU8d3ccoiuVjcRDGCueawlTkzVSid9vjlxsn87jjnGR/KuN8daM9tBFNPsMs25i6/yqxpnj3Tri73348gjoF+5isjxnrlrqVwsltN5rlCAA2Qo7U6UJReoptNFHwqTJMqc7fm/lXVlCtvNGrYJiyPzFc74ch8pLcjocknPsa6SW5wrPsGQpjz7cV0SM1sUAvk2h3n5FAYDHvzUFsGcM3TC8VY3LcKyYxhRgn61HEjYAXJUnbmhbB1ElkKRCTOClaTJE0e8gMMcnPesvUYXhtHDK2Cv936VbeXzXiTBHy8jHWqWxJG4BVjk/OTtBHarFou2OV2HViP0qhJO27Zg/ISASO1WIXm8uSOMDey9T+VMOpmvCskjb0DKT6VJBbLp+tWske5Y5reTd9KsxQNBexRSud7fM3HHAqTVDLHeWaOqj9xICB+FJgi3buUt28p9yA9KrKTKruSwbY23mp2KDTcgbWI7Djioudoz8wKHtWS3NHsZy3C3Ntb5Y7gOc0yVFw7YOG6EjtUzW8aiNFwybV2kU65t/8ARhs7e9aIkz0CrcjjqOmatwSlJcdOP5VWaMJNGfXrTto+0hhwNtMkdBCJZG4O1iN2RU9xELJoolH+tDNU1lECY5DJ8+DgYpt23m3ULcNtDcAdOlFwGLkRjPXPSta1glFu8se3ZtG9D3rPaMKDzwTxx2rRgAWEbMmUjge1DAyg5ksZYyeELY/Kug0m2t722s31SKGcpEBCOglPXn3ArnXkxaOBwcvuyK6rT7Xdo+mpvYyRoJQcdh1/nUjJjp9w0hED+VETkxg9vTd1rUtbXyITgBVA+7knJ9abBOjZdnB9s1ZEqzkrtwCOTUdBlYnzt52LnBGSM1wV9amZfsnlOuJNwfOcf4V3sUoO4qylQcHHrXM3HkRz3Msh5Bz8poTEXNIvbqaCK0miDoMruPPI6VJbWhe9WBeMN9zuTSxSxjRwqTbZBhjtHQEiodRVYLpNkhWVgGWTPINXFiL+saXdR2pmWF/3ZDdPSsHxOiu1k6j523dO9dlbapdS6Su/ZK7Ag47iuP1C3uLxLQovzwF/M9q6KezRlPdHI2oPkW/HR3NXLTMmm20YH373iptPkjtpNOkkCsqrKduO9VLSdoY9OJA2i43igZsmKT+1PEMmxvkgIbjpVSxEt14Tt5XBEkY3qe+K0UvGb/hJ5vlIkjI/SptMiA8M6VGxA8y3K4x706Ts7CmtDpdMSS/0yG4SNyGUZq4NPnHSJvyrH8GajLHYTWJcbreQ4BHaupW7uCCfl+uKykrMpbFL+zrodIsjnuKE067xnyxkHpmrgvpjj99CAfXtT3vTGm8zRbf51I7FY6fcuuCo6etKNKuBj5AePWryX0LD768dean+1QgA+cv500Kxk/Yro/IsJ64Jz1qVdJuWwXAyOlaBvoFwPMHPoaQ6nbrIE80fMf1poDNl0q5ZSAFGRxzzWbPo1+myWOEZUYZQc5FdMdSgXIL8j3pv9qW5bbnmjQNeh5Jqeoatb3VpFqumTC9I3q8Pz5H9cVoLcXryb7VDcwwxFnQQlGB966TSdUaYRh1U88HPINXL288pWc7NvXPasrJml7Hi+tavc6rqHmS2ZWYfKykY/DFb2j3kMNvcy3lmdPg3x7QQc7gPeut8L2JeTUNVcBp55yu90BIUenpV+/nsnQx3VtDcKv8Az05Aq0kkK5m6Nputz2rahG0Bil5WSXO507cCrV/o9/c2hWG/MVyRyWTg1CF0qS3k8tFituMrFnAP4Vy0mj+KLe7cWF/PHYsSTcSOVjUe+alx7DudJpPhme3s7m8v5s30b5jCScHjGfp/hWfrekaolmkMmtn94GwIoQMAd6h0mzv7T7RcQaqmr3MieXKJJfL8sZ7Z69vSr17Z6zeWsMaNbrO4GQZe3fnpWc200VHYwvDen6rqOVub+W7063wqlSVDf7PrXVLZaTFN5lxpdvuUEDEXGavRy2en6UtqdC0/zY1+ZobjYu7HX7ua4uPXfEWpXkqxaL9ttYnKI0BJVf8AgXemm29BadTp9SfwpLa/6XYQ7yMBAgGW+orhPE9potvbKulw+Uy8yAnvW+vhvX7i5Se8sLa3iRQzb5On/wBeub8Qw6hOGMtskVvnaGUdfx71VpXErDtEnZ9OjKL8+VU+/Nb8yuLoJkbfLz+Z/wDrVz3hgoiqhPSQY57Zro707C00eQVQ9uOtOQIrQRkSSk4/i6+lW4sRxxDJ3FgevSoYZGMbP93KHrTLYvJCzsxBRR1HU00BLqEL3pWETCNGIUknpUEeRIzty0fyjA4qZ/KDSTSFwkZ3Fh2qGeePBKMcO5bmmIqy/Ng/xFjkn0rR0tXJuJFIDJEvX6mqJbCDf1X1qaykZElCv9+MZA9KABwz6gu488j/AMdNS3cnnXdsZeClu659Sf8A9VQ5P26D0Zx+HWmasH/cbF3O6spAPvSYIeiRtBEu7cgJxljk1K0gQSgldqg8fhVRNywDZx0yPalgV5VnLLnBJJxUW1LuFkpawt5JPlUj5d3cZqa8f/RiE5HOfSobGFE0aCTezll6Z4XmpZkZkIJKhDyPWqZJmSb/ALTDleMcVG7MLsDOMKR171fu1Akt2GOTgfSqtzD5l0HH9w1QXHtNNBbxFOzDt06VPYB5ZjIVA4JwO44qpczSeWFLMB25+lXNNn8tmdclyvBP4UCJmlBuAFHy57ilup90reUCBswuDSxZefc46twaelvHLe+WThvTgYpDMxZoYLN45ZQHcsFHrXcaQLi28MxywQGeYxjyjuGAccg1xqXkCRPaXUIMayMwfPOa7Tw/qyJptpaSmNCI1O4tjr29KEIy7JBM5Y3KNMTkx7ixT644pbmHXXUW0E8ABx9xwDit/UDpyCS+sLZJLgYBZOCf8msg+IDewlTbRFh8uH71NhkAmv7Pb5z7I1BGx+5+vWptIgivribKIODwTnNOMMiQn7THhioAjLnGPx/pUdl/oz7UXaSPl2mp6gW4LeKN8omXI2lie3aobq2xCn73e0JyWYZzUsbswBkUo3O4VXuZXRZZFYNJtGQT/DVoTsLbahFb28qSu+xwMFR0rOW+aWS9Nux8tBjDf7tRylkjQsByD09az7BmF9cwgH99CSo9x/8Arrek7TM57GZPNuS1UY/dxkfqaquzfYbIDqrEj61c1KylspI45P8AWFNx9hmmvEBbad6sCT+dU9xJi280i2OpEZ+ZcNU0WozW39hxO2IiSnX1qKJcaPqD99wFGowBpdCj/vEVKdncfQ3lEllr+5JDGtwucj1FbT3FyiCRJ3LAd6xtURvscNz/ABwOM/StuFBNbBlxtYA06y1uTB6WKgmuJWYluSMmrhinkjVDIcAYIpUgxuOOtTg4wR9D/WsTS5SghlGQJXA69asATKmRMzD2Y1IFY5xyMelSAYUZHGKaE7mPcBpZg0jgsehPpViKFhHlWAKk4ANPmhRmz04qZImS3PcmnYTK8t7LEUO98H3qY3Duobefaq1zHlkUjkDI96uxQYUcdQKHYLlDTXZJgEkO3HJ4rVv7a2ubUPe3vl2cfzyHd94+maoT27GJUt7qK1AyWbyN35DcK5rS/Cmt+KJBc3eqGPTS5CyOeWUHslZproaWvubvhy7vJ9LB0ySN4YnfPmg5xuOK1ohBq0Zi1GDypU5KknaR9aor4Q0y20dm0yH7VNG5/wBbI4M3/fBG2sVtY1D7aljYRmyiQqJILgu5Ynrg5PH407hbQ6qS1s7VBwgVW4AB2k+5rnvGvimG30qfQ0WV5piDKzYwO/Fa82kPJCiNqxjQNvK+STk/995rifEGhWdjDPc/2q11ctJwnkbfxJzRdXsI1/C3g7VbTQhf2nl3F1eFJfKnj+WNeo+bPXkVfbQvEIvEN/d28BZQFSBsEDNWxqEuiWdhHq8jxPHbCXCf6sjoFUevTNT23xA0Q70lu4SGALmUnOf7vSk1G5Wpj3HhyZr2fTp9Xmjt2t/MjOxcysO2a1/hrY32i6HPM7q1nLKSo78cVg3+sw61rW6wBuPJhYBYoTMqk9DjimXWr/2fp9pptz57EuxRBbmOVGPTHJ4pqy2FqehXOrXBhLyIptXJI4+Ye2MDj3rhPGV1cX2jieZY0UyERCOMj5fXPeoJdYfT4mTUL/UA7qP3TjZ+BzWH4k8VW2pxx2llAyxRrkvyef8ACm2JIoaQyQwq5bklunaullZnwW3ZAIUbuDXJaF+8ti5PJY9f1rti+60jBbmbnp14qZFIp2zbt4J5Ct/WrFukjRvGmCRjPPWoIItspPUFT7ZqaJoBuaBtwZeNrcZ70ICneGYRXEOeqkcHvVcglbf5uqDIPrV427TOS3AK881HtWdYZI5EKqMHjvVMSILpTj+LrzzSWc7LdOPVCR9KnuiVVQeCxPb0qnbHbfNnvuB57UDLbM3mRS9drKasXs6xTWzY5G4cn6VGzqIVbbkBQTVO/nDXMYYnAZsc47UmBdtZ/t0UflqwhHTc22pJDMtvIU+ZMYIHSqVpKGhJQZ9ye/8An+VRLcSeVKhODktkE/lU9SiS3uIDYwJbb1iAG8O2T19cVZlYSbmXpznPasjT3/dQbVwO5Pc5q/8AaEt97SPiPB60dREt0YdsEYf5w24LnqO9QSqysWKkgKefQYqha7tYv5bsAqkKgL9a2HTMcv8Ad2+nbFULqV7gIXkVBwCTj8qhgWWCTp1Rc89qs3EGI9wBKYFTogURLtYyFeec0XEWbCdUYmRM/McHHQ0SxxvOWTlyc7iKIMAruX5c81I7j7QhP3UHAHOTSuM5Sfc3nE9QWFd0dKur+KxaFzbqtuM54yR26H1rhwvmTS7WwWlIBPqTXqUclzFCBgMCgBy2wAActmmIyZNInt7aab7Qr3ABOCCnH9abp9l9lkiuXs2nuWALeWhbafYd6uNPptxIDNcyXEcR53KGBx7gc1bn1uJATbJ+9bp8m0EfhQl3C5Rkup5gftVs1u7k4SUFMDt1xUUKQhSIkwykkBBjmtFNTi1uEpMI2kjX/li2cGsqWPZfKyQ7dvoetSwLkjs9lvDEZ/h2/Nism/ldbaZM7gpySOoFaMsj+YvysIgOT61Uu4GeGTyyoLjJ+lWhHPy3G54Ikk+cxlxGetR2MxTWbUvxyUP0NX7fSom1aK4cZjgkBeIL8zcdBXYaj4e0SbTnureARTqN6djkVcXaVyXscR4jK/2oeR8sAxz9az2AYaWoP/LJjWzqtl9qnuL+QfuhbHbg/wAWOKhtrKOXUtKhn2JH9jZzuPsa1nuRHYylYf2FfD1lGPzq9exA69oMQHAUE/XFUkGNBZcD57j17ZrpZsSeOdFQwxnZAOARg8VmykRrIt+dVs+rRuRj9RV/w9KZtMRW5aIlD7Vg2Msq/EHXdqgRbhuUdjXQeGZYbPXr+znVNrASJvFay96nchaSNEglTwKRY3+UBc10Ub2JHAt8n/ZHapAbFnDFLbcOh2Cuc0OeNs6M0i7txGOfSnNE+zkHOK6NvsjR7WWHaT+GaVGgA+URkD2FMLHKPHke3tUkURkh3gHAPGRXV+bAODHGQPUCgTWZ52Re/FAnc46eEypHsxkZq5HbuqgH09K6GM6fGxaJYoyeu1RzVregGdq4xwQKAPDdX060TVNPIvL1bK5kCuomLtt9RW9JrtjpJitnNw1rbJsiCqAR+R5zS6zqelacpv202KWbBW3C8H6+w/xrlvtl7qNu5h0U7gwOY16MelZp3NUd5pWoy3Ntvu5AiNtCGJ+QPcCtcmxkti4vNsqqQkeAT+J7V5zpkV9PcSm3g8toVCSeZIEJf39asQaVr0E7ytYQSMx5Eso2k1LaNFqiPW/Et5BqgtrJ0nLYQR+WdxPrUieH576SGTUL6OKXI3RrGWOPc+tLHeWmm3kd1eaZPJqMeWMsD5jz6CpW8f205EcmnzHk7gBR5om1jV168EcFx9gtVuISoyEuSsg9eKwdC8G2/ieNtVEy2UDMyC2QGRlYeuaLjWp72NktNFu2IXC7lyBXV+DLK5sdCC3lu0VxJO8pBPrSlJ2BJXKdv8PfsG82GvXEEzYBxFtXHvzVVfhteXGpeZearHOqjPmGU5P+FdhPcuy7Xl6niqYuWt1d40ySflO7B+tZKZfKYNx4P8U2Um221yOW0OCBcN5gA/4EK5XxHpWul5o714cYIDwwqit+IFeoJf3c+PN2sCeOetZvip2TSJZJtnlZyqKcHJram0zOaaPDbN5IVI89o3VscHiu/sNRZxYwkbiYzk++3/69efMhW4JbgOSelekaLaxXXhuLLMkzRFPNXqOa0tcXQ0k2iIM65jAJb6VBdaf9ibam1Y+SI0GOapp4flChW1e62EfMpFRzx6xLNJHNcRvDGGKOB8xPNKwrjWnmiZdrjpyPel0l4mRrYIN6nceO5rPCarJZmUw57ADg1eh0q5h01d8kcN1ksJcnOfSmBLeRBpo4u5BYfSqhV4s4I2kn86WaDUbi4WSTywkKfK4kA3Gqgu3mnWGVGUSMRnHsaAHR3TDzFzyAeM0ahz5chGVZ2OffBpGiSINtHVSMj1pl6QtrbuD1Jzz7GmgLNm6+VgHhlBHFXIYwkTD1BJOKyTcfZ442/wBgZrX3ILbfg/MtS9xmbpfzRQv3GR1960pFA3eYAwIORgdKo6SvmWKouEYMTkjPFWruUSQyrGSQq4zjuaTBbElrEttpoREj2uwYnf8ANViZStvL2JQ/yqlYxbniXB2irt/F+7mlzwU2gD1waYg3YgUn7vf2OaJCyXaMpBEgwfXikKrLahMc7RnApBbbrm33bvkB2jPfBqRlkbjEQc5J9amt4PMkIPUD+9VecZZVD4JHNWVjRWPUkLyQKVh3OcS1E0txGX2p5vUema9G2rDo/l3FuPsuBEDks2OMGvOGkSH7U5ztWQn9a9DNz5tsP3KyBgMgk8cU72FYhjm0LTogBMih+QFP3quC3stRYcYtwMtz/SqtlpGlO4lk06JlQE/ePB9avPe2AhkmWF4yGCKGXhj7U2xIjlt9Mgt8W9tgqflljH3T9ap2wV4t0wPmkkcVLMxmXe8PyAfLkYH5UmnpG9kj7B8p+7jHNCAIYd8DKRiOTqD2NZdxBI04ETfI/DfStq4bY5cHAbPHp61kMJbaS5w+EaPK8dABVIChBEI7xyrfKxGWJ+6a6Oxu/t9u0O8+ZH94L3FckIhZbT8zeYMuSauWkxgu852nI5X1/wD11RJPqGxdEuokbcI1ZAfYVhOqXGq2yLnEdoN31xWndTzX0Gpo7NJKWVvcggD+lZFvHLb6hLv4dLbNby1SZmtHYqS7Ro8WB8xk5Oe2at6dfM3ia0lkJzHEVyewrNlGdPiwcHOetTafum1oMx5WMk5qCjR0K5i/4STX5ZJB84UqfUg1r3cgs9a0+/8A4GIR/SuX0ZmFxrEi98/1rchmGqeC45ussYD/AIjg/wBKulqnEie9zuG1KxSJthOeeAKQ6hp8gbKDGMbveuOtn+126SMeSnUHqamjj2L+8dpAQeprnejNVax1UOpaRzmM8dwamN3YjLRSgD/frl4pC7jCIpx1wKZPZmb5mmZWHSgDpDfROAy3UbAnoSOKhOtQIZN4TaBwelYK2USxL3bqW9aV7WJzzknH4UCujbj8R6eu3aC5bHQ9Kuvr0cPyI2FAHQ965IwpFjYu3HTFSRybOc8+/WnYLk11ffKY47ZJDtKtiIEfSsnUre7v9O3y3MdsYdrmBV2N+FZb+MtQs8BtPMTEdM4qFfF5uJMXlruhwdwB+YntWHIza6O5isrQ6VbwW9shJ53yHqfWongkVoUkgYSE/LGD+tYNnfXNxeQzR29/5SpuIWFiD6Cti61l7CBLq/tr6aY52RBOFHu1TKCGptGrcrLEq2IZdzj7qJwBWau+PUEt7fT1AwXeXYoA+prDudS8QazNNDo9oIZG+WSWN9zAeme1X7TQ/Emi6SFeGS7knceaPMBKimqaJc7l2V/EOoXPlWd5ZwW+Ms2/cRVnz73w5pUk0ry6xG0u7ci4MYx/LrVeSyu/t0UElnLH8gBckbN3PBNTTf2zE2yySB1C53GXhj6dK0lFWITdypZ+IjrSF4LAs4JAhMoD/lUGp+KYtIZY73Trm3l7KwBq8ulahFHLfn+z5tSlAH2eFeNv+8O9ZesbdbS3srmzeznjnQOjfNgeufSs1GNy7snstY1W9hWay0q5mjkPyS4CjFReJH1W40r7NdWAjVsb5hJu49K2JNesdOtN9hN5kaqIIrbd+uKy/EWu/bIltFT7qKZCRzuqlFLVCcmzzDUFzdImMAcACuu0G+8nR4UbIUFh930Y0WXgTWtdkM0EIiAJw0/yg1u2Pg/xRpNk0T2tvOisxVI3yeefaruF9CK31cFgvkOVYcnFWXlQqzImSRWlaeH0voES71CCC5OT5cQJAH1qwngq5Clra8ilXPXzKXOhWOc8xXXOPL2nofWq9/PtiyX4Irdl8OX8LMHAlA6EEda5/XdOvreDEkBA9cU09RMz7q9h+zpGWw561mCXfPFj+F+Ka/zIUk7fpUltGAyY6AirAtlmU7TznNVblXe3tIiw+Zxg+gwcVdRMykviob5QqQY4wFwffBxUhcoz2k5uSyzR7VAUqR94DvWolzM1r5XkPISAPl6DPeqUkRYB92R2NW9NnZJQmTtPvQxosWkep2UUUUunbtoyxhbdke9V5Lq9jgCPpd0Hds7NnUdua3i5DApv3MOTmk8yZHwzvz79Ki40Ylrqpt5kM9heR4zklOBVv+2LO5Fz8+EVsB+nylD/AFrWW+uVzGJWwetILpnlQXMMcsSklVKCi4GZoWs2l4pTzI1cDcFc4NWtSmSzvbR3cLHK4BJPbFSXLx3En72xtnUnvGOlRiys2A32EciAfdYnaPwouMt9F3BwV68HPFcqt9cDXAyytsMnPPatYWMdojLHmJXIztkP+cVzRJW7KIcuucZ7gUFR2NK8Ims7pwfvv2+td3ZNdW9kpKB2VQCP7wwOa88uJgmgu+PmwO3vXqu3zdHtGjneB9o2yL6e9EtFchbkCR3Vzb75br7JEQPlUc/nUr3VrLIIV3Trbchy3G7HX3qi9qgkMt1qL3DZBG8AAGkazgdVMVzzncFLZBNJSuFrFxr6C4cKrhX9PWrImUgYQJuYKdorHitZI3PnR4k7FR29K2LEslqfNKl88fSqiJlZ3WaCdChzG/BqO8TzLVgOfl7dqtSgw2qkkZZyCfrVVyIYVQ/fc/e9qoRjw20crxxMRJH9wD1qG2jxKpddp7j0IqaaVoLmRkQAx9OOMUkMm9xvZcs3r1qlsJkds5i1o8cSR9Pof/r1Q1F86vfOO1t/hV+5j8i+tpc8Byp59ayb/cuo6iCOsP5VrF3pmT+IzWH+h23HJYVasE3a046fu+aaseV05P7zCpLJtmtXGcZCECpZSItGTNtqznOAW7+1T+CZki0KWG4b93I8m0fz/pUOkyBNE1Rm6szfyrPjc23gm3mQ4kFw7KR2604S5ZXHJXR1ehqVjkgI4VuM+lajL8wQDp2rkNE1aTVdPWeH5bqH7+OprrNMu01K33kbZV4cCirD7SJhLoyZI1VhjrinSIcYHUVOqxFtqnkdak8rJ7n8KxKuUDgKAeopm7DVbkVQTnHTjmo44GJ+YdqAIZIyVBxwKpupHz8/StrYB8vqKrT26mM/Smr2FfUddRacsb29zbrdq7HcxO4xn39uKzZ4fCumzsotIFuEAJWXLfjis+Hwr4rh+0XTuiSPneJXBLU/T/Bt5O32u4WK52oH8sy7X3fWoujRHQpfRzXLSfayAwG2LzOFX6VbaYybER1ZBgkbgRXOx2MmnWssuryxZmJdYISMZ9Cai0nTkmae9S2WzhBwWDbT/wABP/6qzVPW5o5o24o5rW9uptHhESbgZYJlMYkbH8HFRXJ17VLUTWxayk3bRm4XaR61WvNf0aNVguWS7VOiy5JJ+tYV/wCIYZ3tYbGS5jAkRfJhdvKx6Y+8a05TO5sWlvq+lytPrGoI0DIdpSXeeCOf1qwNftDAqwSKzMNrM44/zise31GLU9QbTvscjNI+15YvMO4ejbs4rpU8HLIUkhjSBY/vKzdf0qZaDTFtLwsqjzfmJHKHqKq2dpK3iqbVpbhQscflqGB4pJbXVYJHEFtFLIq/ejUsP59fwqGGC6uLSSO/Z7KDeoIuYgDKfaojFj5kdQlwuA5SFyx7Rg1WvbyOKQuiRmUnJOxeD+Vc7qWgWLxB4vPEwODIjYNaGjBdHtGhCJcSMcmWYbm/OtIwbJckXv8AhJ7/AHBElCkH+6DSXXiPUjaTIJfnZGAwuDnFRG5Im83yoic8/IMVO9886hWjjX0CoBVezYudGZZ2t3Bp0NzqMEsKNCG3x8gHH8WORXN3WsOxZYLz6bHxXfQ6ndKPLaTKY6VjTaFps0rStbQlicnKDrU+z1K9oYFt4iuY1w7Hgdc1ow629wPmKyZ/hxzUV14bsLnBEXlgcDyztyP5VVl8NiFR9muGT0yM1aTFzJl+V7C7ytxbxsO+5aifTNHcqPJCFTlfLrL/ALN1KLOJopFHIAP+NSxR3aEedatkD7wkoFoTS6BDIwMN/g+jLmoJ/D80pWM3cIjGPmA5FSKLsD93avnnlj1pVN11dZN+PukcUdQIW0O5wVRop19c4rDvdO1yxnEkVmXQHoBniuvjupni3PbKu3P3hg4po1WUEL5HyYG1qpiuzkU8U3tsw8/TGyPRiBVqDxjbyEi5sp4xkHKndXomi6rG6+RfRq0RPBODgVryad4Zuc+ZZ2LA9WEYBzUaIq7PNode0655RmjJ671P9K0IJrW4UeXPGSrA43YOBXYN4P8ADFxkRRRxN1GyXn8jWdD8NdIlneV7y6dHxtUMBt/SlZdA5n1Ml1G35QO2Nop5s9w+VhnGdrHj3qS8+FEjyM2l6vdQEfdEh4/MVTg8C+LrFdv9vw7gSAGBkyPqRUjuSSW/lq+QrgA7SnNcXbFDq3zjqxrrb3w942som8k2V2vcJ8pP8q5HzdQsLwGXTrmK5z8qyR8E+xpItNWJb+H/AIlMyDIKgkfnXqn2ayvtAso76ENGsSnAYqd2PavPYdE125sFt30ydnuFwJSflAPc+ldrqEOr6fplmbSD7XHHEsU6g85FXe25mS2+i6AqrssIzt5+Y5NWrdbC2RvsyKuWO3vmuffUNS+zmeOwEKYwY3Yl2PqOKjXUdZaaNE09PLc45UsAPXrUt32BI3ZWWaXYZTtbptOMU+2KRQAZ3gnAPtWfdWHn2qrNKA0vD7lKcdflHP8AOrEEam1gjgcARHoGH9KcQexfWTFm6tGTzkH3rPu2SS2TaMsrEhccmtCOdZVVQMkZH/66pqVNyY3QhipI5xirQjBvSVnkhy2XAIJ6r607STHbTQGVBJCAN4cc4PSnTJI1/NcMS6lQoGc81TWbcn7xTtnB3LnGBiqEzrdX0W3uNOeWGJQyqJEIX0rldUjQaRdzbB5jR/M2OTXQ6Pqc62H2WSZZyGKqQOi9s+9c/qyPDpt1C/VTt+o7fpWtF7oznuQw2aQXvh5pQMP87D2qvb+V/b+qyCFWQZ25HSnSagb7UtJRCP8AR4woOKrW90Vn1hhtyzYNSxot6LFEPh7q87RIWJbDEcisjUIUj+GekgIA8jyknuef/r1YstRaLwHf2m04YMc47Zqjq8z/APCDaREcbVjcjn1NJLUoyPAWorp3iMrIA0br0PTI5r0fwvdQReMJoUVWiuQxVewPX+leNWzmDUUkQ9OnNdj4Q1Cb/hKLJ1Pz5wOPatOb3GiJR1ue9LbwfeEKAnr8opfs8R6Qp+VY6314pJ6jsNtKupXIP3+c/wB3/JrAqxpy2URIbyU/75pot4V/5YR8D+7We2p3BABbB+lN+33ODk5PHIFF0FjRNvCcfuk49qje1tnHzQR4/wB0VQe8umJCuCQOnFRtfXCglm/IcU7oLH//2Q==" 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" 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" width="200" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Espagne. Dans un village d'Aragon (c. Oscar), Madrid (c. internet).</td></tr>
</tbody></table>
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<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; mso-list: l0 level2 lfo1; tab-stops: 1.0cm; text-align: justify; text-indent: 17.25pt;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-list: Ignore;">2.<span style="font: 7.0pt "Times New Roman";"></span></span></span><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 7.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-spacerun: yes;"> </span></span><b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Secondly, À
nous même. Nous même nous contribuons à la sauvegarde de l’idiotie mentale de
nos frères et sœur. Dans à nous même la faute, je parlerai de 2 causes.</span></b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoListParagraphCxSpLast" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-add-space: auto; mso-list: l1 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-list: Ignore;"><span style="font: 7.0pt "Times New Roman";"></span></span></span></b><b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> a. Les retours glorieux ou ‘bling bling’ de certains mbenguistes au pays natal</span></b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">
Certains africains de la diaspora sont des grands obstacles a l’éclosion de la
mentalité de leur frères résident au pays. Je ne veux exclure ni indexé
personne du groupe de ces vendeurs d’illusion, de toute les façon chacun
reconnait sa position et contribution soit pour le développement ou soit
pour l’asservissement des mentalités: (i) <b>vendeur de rêves et grand
participant à la sauvegarde de la connerie africaine </b> (la plupart de
temps appelé mollah, président…) (ii) le/a <b>véridique ou destructeur(trice)
de stéréotype et contributeur(trice) à la l’éclosion des mentalités </b>(le
plus souvent taxer de ‘dur’,‘chichard’, ‘bizarre’…). </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> La majorité de ces personnes de la première catégorie, le plus souvent, vivent
en Europe certes à la sueur de leur front, d'autres de leur cul ou de sources
économiques pas toujours catholiques mais lorsqu’ils rentrent au pays, ils sont
capables de laisser croire à qui veut les entendre qu’ils vivent comme S.
Eto’o. On se connait, je ne vais pas insister sur les détails. D’ailleurs je
n’ai aucun problème avec vous, tout ce que je sollicite de vous c’est un peu
d'humilité, montrez et dites aussi à nos frère résident au pays que mbeng n’est
guère un paradis terrestre.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> L’extrait ci-dessous tiré d’un
article de presse décrit l’attitude typique de ces vendeurs de rêves, ces
défenseurs de la connerie. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> « <i>Mais une fois en
Afrique pour ses vacances, notre ramasseur de déchets urbains prend des airs de
bourgeois gentilhomme, suffoquant sous un costume-cravate qu’il porte même pour
dormir, tellement il n’est pas habitué à porter un tel vêtement. Ainsi brillera
t-il aux yeux des ignares en déficit de lucidité, en se faisant passer pour un
ingénieur alors qu’il n’est en réalité qu’un génie dans la collecte des ordures
ménagères. Au cours de sa villégiature tropicale, ce minable chiffonnier
cherchera à se faire voir en se pavanant dans le quartier de son enfance à bord
d’une voiture décapotable qu’il aura loué pour la circonstance. Il ne manquera
d’ailleurs pas au passage d’éclabousser volontairement les piétons pour bien se
faire remarquer.</i> » La suite </span><a href="http://www.camer.be/index1.php?art=23211&rub=11:1"><span lang="FR" style="color: blue; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">http://www.camer.be/index1.php?art=23211&rub=11:1 </span></a><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> Un exemple parfait: lire <i>Bleu
Blanc Roug</i>e de Alain Manbanckou</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> Sinon retenons que: <b>la
personne la plus admiré est celle là qui vit et agit avec humilité. </b></span><b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La persona
más admirable, es aquella que vive y actúa con humildad.</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span> <b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">b. L’ignorance et le manque de réflexion critique ?</span></b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span>
</div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> Un peu d’autocritique s’il
vous plait! C’est très facile d’accuser les autres (les médias occidentaux, les
retours glorieux de certains mbenguistes) mais nous alors dans tout cela,
sommes nous des marionnettes géantes? Je wanda ! En tout cas, à ce que je
sache non ! Il est déplorable que jusqu’aujourd’hui beaucoup d’africains
se lancent dans des aventures incertaines -immigration clandestine- pour aller
en Europe à tout prix sous le prétexte de l’ignorance. Depuis mon arrivée en
Espagne, j’ai eu a rencontrer plusieurs africains qui m'ont dit qu’il ya 15
ans/10ans/5ans/3ans qu’ils ont abandonnés leurs pays pour se rendre dans un
soit disant paradis terrestre. Mais lorsqu’ils y sont arrivés, ils se sont
rendu compte que la vie ne s'arrêtait pas à ce qu'ils avaient pendant
longtemps vu dans leurs téléviseurs lorsqu’ils étaient encore dans leur cher et
beau continent. Ils renchérient qu'avec la crise économique, beaucoup ont perdu les boulots
qu'ils avaient mais le pire, ils n'ont presque rien ni au pays, ni en occident
(bon à part des enfants), d'autres disent avoir la honte de rentrer au
pays. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> Il y'a un an je disais le mythe de l'Europe c'était avant, que c'est une histoire
assez démodée mais la réalité est toute autre. C’est bien triste mais ça
ne date même pas un mois que j’ai connu certain(e)s africain(e)s à peine
arrivée en Espagne, de manière peu orthodoxe bien, qui me disent qu’ils (elles)
regrettent profondément de l’avoir fait. Qu’ils (elles) ne savaient pas que
l’Europe était comme ça ! Comment ? Si 'difficile'. J'ai juste dit
'Bienvenue!..dans quelques mois vous allez me sortir les qualificatifs les plus
indiqués': misère, calvaire, échecs voire réussite pour les chanceux. En fait, Ceux-ci
(Celles-ci) ont abandonnés innocemment tout (la famille, les amies, l’étude…) dans
leur pays d’origine pensant qu’ils allaient dans une terre meilleure là, comment
une terre inconnue peut être meilleure que la tienne? celle dans tu te sens toi?
C’est comme dire 'les gens vivent mieux sur mars, saturne ou jupiter' Je
wanda ! Je suis juste resté bouche bée lorsqu’ils (elles) m’ont racontés
leurs mésaventures car je ne savais pas que à cette ère de 2013 les gens pouvaient
encore idéaliser autant L’Europe au point de le considérer comme une fin en
soi. En tout cas, tant mieux pour ceux qui réussisent et toute ma sympathie à ceux qui échouent mais à ceux qui sont encore au pays avec cette mentalité de fugue, veuillez vous préserver. L’éducation familiale, scolaire/académique et les mass-médias locaux
restent les épicentres de la rééducation et de l’épanouissement mental des
africains atteint de cette connerie. </span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 35.25pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level2 lfo1; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="mso-list: Ignore;">3.</span></span></b><b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> Thirdly, les conditions de vie dans nos pays? Oui et Non.</span></b><b style="mso-bidi-font-weight: normal;"><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La vérité c’est que bon nombre
d’africains, camerounais pensent qu’ils vivent dans les conditions les plus
précaires du monde. Si t’es étudiant camerounais ou partout ailleurs résident
en Europe je paris que t’en as marre que tes conversations sur facebook avec
plusieurs de tes ami(e)s, frères, connaissances résidents au Cameroun commence
chaque fois avec des: « Gars il n’ya que la galère qui nous gère
ici » « le pays va mal mbom », «ça va mais la galère ne
nous laisse pas ici », « le pays ne donne pas le lait » "tu
n'ignores pas le pays man" et j’en passe. Arrêtons un peu de nous lamenter par
ci par là. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Una mentalidad positiva te ayuda a triunfar. Piensa
bien, para vivir mejor. </span></b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">(Jaime Borrás)<b> </b>
Dynamisme, persévérance et optimisme.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> Je ne sais si parfois ce sont les appels de balles<b>, </b>malheureusement je
ne joue pas en 10 je suis un libéro et back droit lol! Sinon ça fait un peu
chier d’écouter ça chaque fois. La galère là tout le monde la connait même vos
ami(e)s et frères étudiants en Europe, même celui la à la peau jaune, blanche
ou café au lait. Mais ils(elles) sont nombreux(se) à te répondre « ah ka
tu veux dire quoi? » «Laisse ça! Tu galères où dis donc!» « Tu te
moques de qui ? il y’a la galère en Europe?» "On galère a Mbeng?"et parfois ça tourne au drame juste parce que tu veux lui décrire la réalité réelle de ce qu’est la
vie en Europe. Néanmoins, il est certes vrai que le contexte dans lequel vit
l’étudiant de la diaspora lui permet de bénéficier de certaines commodités mais
à quel prix? Voulez vous qu’il vous dise qu’il paye son loyer a 300€/mois?, qu’il dépense 200€/mois pour sa misère d’alimentation?
L’assurance médicale? Qu’il dépense environ 70€euros/mois pour le
métro?...Enfin juste tout ce qui englobe les nécessités basiques.
En tout cas je vous dis d’abord, ici il n’ya pas de « Carrefour
Biyemassi100fr » «Entrée campus 100fr » Ici Il n’ya pas de
« Voisin(ne) tu as préparé quoi aujourd'hui? » Ici, chaque journée/semaine commence et se termine par une scéance d'équation mathématique sur les entrées (pour les chanceux qui ont des opportunités de job) et sortie d'argent. Ici tout le monde est fort en maths, sans blague! </span></div>
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plus loin. Dans la peau de l'étudiant mbenguiste, entre un rève, une
opportunité et un cauchemard.</span></b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: FR; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
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être étudiant africain en Europe? Qu'est-ce que les gens pensent que cela
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<![endif]--><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: FR; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">"L'ETUDIANT MBENGUISTE ’’</span></b><span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: FR; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><br />
Nombreux sont les jeunes ‘camerounais ‘ (ou africains) qui se retrouvent en
terre étrangère pour y effectuer des études. Ces jeunes sont des étudiants au
même titre que les étudiants restés au pays à la seule différence qu’ils ont un
suffixe au niveau de leur statut : MBENGUISTE.<br />
Cette étiquette de mbenguiste transforme alors l'étudiant en un modèle de
réussite sociale pour certains restés au bled [pays]. Pourquoi modèle de
réussite sociale ?? Et bien parce que mbenguiste = argent.<br />
Une fois en terre étrangère il est idolâtré par tous ses petits copains qu’il a
laissés au quartier. Son nom devient le refrain de vantardise pour faire genre
« moi aussi je le connais !! ». l’EM (étudiant mbenguiste) devient aussi
l’espoir de ressources financières ou l’espoir d’approvisionnement en article
de dernier cri pour d’autres (gars send moi un appareil photo numérique 18
pixels ; gars trouve moi le dernier blackberry ; gars ya même pas 50 euros pour
les pauvres ?; une tante demande ton numéro en express pour te demander de lui
faire un western union parce qu’elle a des soucis ; ton cousin veut la dernière
PS …) .<br />
Face à tous ces multiples harcèlements l’EM se voit obligé d’entrer en « mode
sous-marin » !!! le numéro de téléphone change et devient « numéro inconnu » ,
sur Messenger il est « invisible » , les petits frères reçoivent des
instructions du genre « ne donner plus mon numéro à n’importe qui si on te
demande tu dis que j’ai changé et que tu n’as pas mon nouveau numéro », sur
facebook son dernier commentaire date d'il ya 3 mois, les mails sans réponses
se multiplient bref l’EM cherche à être le moins joignable possible car il veut
éviter qu’on vienne lui poser des problèmes.<br />
Ces personnes oublient une chose « il est étudiant » donc « pas de revenu
mensuel ». Mais est- ce que la tante qui compte sur toi pour ses multiples
soucis comprend ça ??? Pour elle tu es « mbenguiste » donc « tu as de l’argent
» et beaucoup d'argent.</span><b> </b></span><br />
<br />
<span lang="FR" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: FR; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><b>LA SUITE DANS LE BLOG <a href="http://camerounenmouvement.blogspot.com.es/2013/01/letudiant-mbenguiste-nombreux-sont-les_14.html" target="_blank">L'ETUDIANT MBENGUISTE </a></b></span></div>
Anonymoushttp://www.blogger.com/profile/13235625719687929267noreply@blogger.com0tag:blogger.com,1999:blog-6325133552363133135.post-2630928874869947572013-01-11T08:51:00.000-08:002013-09-02T18:00:24.320-07:00APP África en primera persona <!--[if gte mso 9]><xml>
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<![endif]--><i><span style="font-family: "Times New Roman","serif"; font-size: 11.5pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;">El problema es que
África es víctima de los estereotipos que le han dado. Le han puesto un gran
clavo encima como a las mariposas. Creo que la imagen es esa:Una mariposa maravillosa
dentro de una vitrina, congelada en el tiempo y, además, pudriéndose</span>.</i></div>
<div style="text-align: right;">
(Así ven Áfricas nuestros informadores<i> </i>2007:61)<i> </i></div>
<br />
<div style="text-align: justify;">
Sin lugar a dudas, el DESCONOCIMIENTO MUTUO Y DE SÍ MISMO son las primeras claves de la percepción estreotipada de sí mismo y de los demás. Como ya lo comentaba en una árticulo publicado en Diáspora (2012:10), revista incipiente de los estudiantes camerunés de español, <i>"A la pregunta: ¿qué es lo primero que te viene a la mente cuando oyes la palabra África?, determinados jóvenes europeos, dependiendo de su nivel cultural, te contestarían: "ni idea", "inmigración clandestina", "pateras", "disturbios sociales", "catástrofes naturales", "hambre", "negro", "tercer mundo", "subdesarrollo". (...) En cambio, sii formulara la misma pregunta a jóvenes africanos: ¿en qué piensas cuando oyes Europa?, éstos contestarían: "paraíso", "felicidad", "industrialización", "desarrollo", "racismo""... </i>vivimos rodeados de imágenes estereotipadas o de aparatos ideológicos del pensamiento que perjudican muy a veces nuestra percepción de la otredad.</div>
<br />
<div style="text-align: justify;">
Quiero a través de esta primera entrada ofrecer a la gente una visión global de lo que realmente es África, una visón lejos de la que suele ofrecer los medios europeos. Primero estoy consciente de que hay un vacio informativo en los medios europeos y españoles en particular sobre la realidad africana y esto con el agravante de que la poca información que sale sobre África muy a menudo o casi siempre trata de la selva y los atavismos culturales, los problemas políticos, sociales o de la visita de un tal presidente europeo o de la ONU a África para llevar paz o desarrollo. Antoni Castel (2009) ya decía que "los medios de comunicación maltratan a África" os preguntareis 'pues ¿cómo lo hacen?' Dejo que el mismisimo Antoni os lo explica:</div>
<br />
<div style="text-align: justify;">
<i>¿Cómo la maltratan?, (...) pues presentando un África de desastre, violenta, pasiva, dependiente de la ayuda occidental (...), corrupta, incapaz de gobernarse, atrapada en atavismos culturales y recia a aceptar la modernidad porque se aferra a la tradición (2009:36) A sus habitantes, se les puede ridiculizar, como se ha visto en el programa 'perdidos en la tribu' con un grupo de namibios; presentarlos en la indigencia para las campañas de solidaridad navideñas o negarles el derecho a la esperanza. '<b>Aquí, la esperanza de vida es cero</b>', se oye sentenciar en un informativo de televisión (Antena 3, 7/10/2005) a una persona que trabaja en Niger.<span style="font-family: "Calibri","sans-serif";"> Un ejemplo típico en el video</span> siguiente: </i></div>
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Así es como los medios reduce la percepción de África en el imaginario colectivo de la población occidental. Bueno esto no es más que un ejemplo entre tantos. Hay cosas peores. Creo que para deconstruir en la cognición occidental esos clichés habrá que enseñar a la ciudadania española/europea OTRA IMAGEN del continente africano y sus <b>54</b> países. </div>
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<b>1. África no es ni un país ni el tercer mundo</b><br />
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Mis vivencias en tierras europeas me han hecho realizar que hasta hoy en día hay gente que no tienen ni puta idea de lo que es el continente africano y muy a menudo la gente lo reduce a una sola realidad, a un solo universo. No!! hombre! ÁFRica es un continente que consta con una gran diversidad de realidades.<br />
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Por otra parte es frecuente oír 'tercer mundo', ' países subdesarrollados' como referencias a África o a América del Sur pero estas referencias no significan plenamente NADA. Son putos conceptos de la sociedad capitalista a ultranza donde se mide el valor de un hombre con el peso de su cartera o de su cuenta bancaria. Ser un rico no significa bajo ningún concepto no tener la cartera llena de pasta. La definición de la palabra<b> pobreza</b> o <b>riqueza</b> no se limita a la perspectiva económica. TODOS SOMOS POBRES PERO CADA UNO TIENE SU GRADO Y LA PERSPECTIVA DE POBREZA. TODOS ASPIRAMOS A LA RIQUEZA EN SU SENTIDO AMPLIO. Estamos todos en camino. <br />
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<b>2. África es el patrimonio linguístico y cultural de la humanidad</b><br />
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<b>LENGUAS</b><br />
<b>- las lenguas africanas: Se estiman a 2000 y vienen distribuidas en 8 familias linguísticas</b><br />
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<img alt="African language 276x300 Las lenguas de África" class="alignright size-medium wp-image-3539" src="http://blog-de-traduccion.trustedtranslations.com/wp-content/uploads/2011/01/African_language-276x300.png" height="300" title="African_language" width="276" /><a href="http://blog-de-traduccion.trustedtranslations.com/las-lenguas-de-africa-2011-01-19.html" target="_blank">http://blog-de-traduccion.trustedtranslations.com/las-lenguas-de-africa-2011-01-19.html</a><br />
<br />
<b>- las lenguas europeoafricanas o lenguas africanas adoptadas: el francés, el inglés, el español y el portugués</b>. Creo que lo que se llama lenguas de las ex potencias colonizadoras o sea la lengua de Francia por ejemplo (para referirse al francés) a día de hoy ya no tendrían que llamarse así dado que ya forman parte de la africanidad, de lo nuestro y por lo tanto tiene sus particularidades regionales. Ganaríamos nosotros considerandolas como lo nuestro y olvidar cualquier prejuicio de dominación linguística. Tendríamos que intentar ver el lado bueno de las cosas. <br />
<br />
- <b>las lenguas en evolución</b>: son lenguas nacidas del contacto y del maridaje linguísticas entre las <b>lenguas africanas típicas</b> y <b>las lenguas adoptadas</b>. A modo de ejemplo, destaría el <b>camfranglais</b> que es un hablar muy frecuente entre la juventud camerunesa que que nace de la unión del léxico propio a las lenguas camerunesas (CAM) y del léxico propio al francés e inglés. <br />
<br />
<b>¡OJO!</b> es en África donde se encuentra el mayor porcentaje de personas bilingües trilingües y políglotas.<a href="http://es.wikipedia.org/wiki/Pol%C3%ADglota" title="Políglota"></a><br />
<b> </b><br />
<br />
<b>CULTURA</b><br />
<br />
Lejos de ser la típica pintura de los reportajes patéticos de los medios occidentales, la cultura africana o mejor dicho de las distintas Áfricas es muy rica y humana. Para que tengáis una idea, sin viajar a África, de la cultura africana en general y camerunesa en particular os presento en 15 palabras unas de las características de mi universo cultural: <b>HUMANISMO, COLECTIVISMO, CONVIVENCIA EN LA DIVERSIDAD, FELICIDAD, ESTOICISMO, HERMANDAD, SOLIDARIDAD, PATRIOTISMO, VULNERABILIDAD, AMOR, HOSPITALIDAD, RESPETO, PACIFISMO, INGENIOSIDAD, ANTROPOMORFISMO, SINCRETISMO</b>, <b>FISIOMOFISMO, ESPIRITUALIDAD... </b>Bueno no todo es blanco y negro, ¡que comprenda el que pueda!<br />
<br />
<br />
<b>3. África también es belleza y riqueza natural</b><br />
<br />
Cuando hablo de belleza y riqueza de la naturaleza, me refiero tanto al maravilloso paisaje natural urbano y rural como a la riqueza del suelo africano en término de materias primas las cuales han contribuido desafortunadamente a unas de las claves de todas nuestras pesadillas como los conflitos bélicos (¿Has visto la peli "Diamante de sangre", pues de la recomiendo. Ya nos adentraremos a esta cuestión en el punto 8. Ahora paso a enseñaros a través de unos videos la cara de África que muchos desconocéis. <b><br /></b><br />
<b> </b><br />
<b> La belle Afrique</b><br />
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/o5mMoOQd0gY?feature=player_embedded' frameborder='0'></iframe></div>
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<b> Beautiful Africa</b><br />
<b><br /></b>
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/YoFtV-AmFjU?feature=player_embedded' frameborder='0'></iframe></div>
<b></b>
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<b>Let us end with my country <3 Africa <3 Trip to Cameroon</b><br />
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<div class="separator" style="clear: both; text-align: center;">
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<b>4. África es el espejo en el cual un ciudadano europeo tendrá que mirarse para darse cuenta de ciertas cosas:..... por ejemplo, para escaparse de la crisis de valores, de la cutrería y la mesquindad del mundo capitalista, indiviualista, competitivo actual y sobre todo para crecer mentalmente. En fin para aprender unas valores que ya han desaparecido en su mundo.</b><br />
<br />
- Sonia Yamille Sánchez López en un artículo titulado 'El español en el mundo árabe. caso del sahara occidental' comenta lo siguiente del hombre saharaui:<b> </b>"<span style="font-family: "Calibri","sans-serif"; font-size: 11.5pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Rotis Serif Std"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><i>Se dice que su identidad cultural y su
patriotismo son tan grandes, que, en cualquier lugar de la tierra, un saharaui
será amigo de un compatriota suyo aunque no lo haya conocido antes. Le ofrecerá
su casa y su ayuda incondicional, algo difícil de entender para la tradición
occidental, cuyos valores se basan en el individualismo</i>." (2012:8)</span><br />
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 11.5pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Rotis Serif Std"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">- <i><b>Carla Fibla</b> señala que es un lugar muy rico y lleno de valores perdidos en Europa, “es otro ritmo de vida, la gente tiene otra forma de plantearse la existencia"</i><b> (Asi ven áfrica nuestros informadores, 2007:61)</b></span><br />
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<div class="Default" style="text-align: justify;">
<span style="font-family: "Calibri","sans-serif";"><b>-</b></span><i><span style="font-family: "Times New Roman","serif";"> </span></i><b><span style="font-family: "Times New Roman","serif";">Testimonio muy revelador de una chica catalana durante la realización de las entrevistas de mi trabajo de fin de máster</span></b><i><span style="font-family: "Times New Roman","serif";"> (catalana que ha ido a África) </span></i><span style="font-family: "Times New Roman","serif";">Tésina P. 226</span></div>
<div class="Default" style="text-align: justify;">
<i><span style="font-family: "Times New Roman","serif";">"Allí
conocí a personas fantásticas que rápidamente nos dieron todo la que tenían,
que no era mucho. Nos abrieron las puertas de su casa con una gran generosidad.
La principal lección que aprendí y de la cual fui testimonio es que no
necesitas casi nada para ser feliz. Fue en medio del desierto y en una
situación casi infrahumana que vi en los ojos de niños y mayores la felicidad,
alegría, entonces comprendí que las occidentales tenemos mucho pero que la gran
mayoría no son felices. También sentí una paz interior plena, mezclada con una
gran impotencia y rabia por la situación que los saharauis están viviendo. Este
viaje me impulsó a luchar con más fuerza, a favor de la igualdad, a
sensibilizar a las personas que me rodeaban sobre la situación que en África se
está viviendo, situaciones injustas fruto de la corrupción, de intereses
económicos, etc. Fui testimonio que el mundo es inmensamente injusto, pero
también de la gran capacidad del ser humano de resistir, de aguantar y de tirar
adelante.</span></i><br />
<br />
<i><span style="font-family: "Times New Roman","serif";">- Otro ‘abducido’ por el continente es Ramón Lobo: “Nada más llegar a África es una fascinación total porque te encuentras un territorio donde todo son historias; la riqueza de historias es increíble. A África llegas y te engancha (...). Es el paraíso para la vista" (</span></i><i><span style="font-family: "Times New Roman","serif";">Así ven nuestro informadores a Áfricas, p. 36).</span></i><br />
<br />
<i><span style="font-family: "Times New Roman","serif";">- "Bru Rovira comparte sentimiento: “Cuando pisas una vez África, la pisas una y otra vez porque es un continente que te fascina. Si no te engancha aquello, tienes que ir al médico." (Así ven nuestro informadores a Áfricas, p. 36). </span></i></div>
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<b>5. África no es un foco de guerra ni una selva</b><br />
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">Si eres africano y que
resides en un país europeo, apuesto 100 pavos que la gente ya te haya
preguntado una y otra vez: “¿hay estabilidad sociopolítica en tu país?, ¿hay
guerras en tu país?”, “hay conflictos tribales en tu país?, “Por qué hay
guerras en tu país?" (para referirse a África como si fuera un país) . De una
manera más sencilla muchos de nosotros hemos oído, sobre todo últimamente, en
algún medio de comunicación “guerra en<b> </b>África", "conflicto armado en Mali”, “guerra en Sudan”, conflictos
en África”… bueno es<span style="mso-spacerun: yes;"> </span>que este tema forma
parte de la pequeña temática de lo que suelen tratar, los medios europeos, del
continente negro, como si allí solo ocurriesen desgracias.<span style="mso-spacerun: yes;"> </span>Es de hecho por esta razón que el ciudadano
europeo siempre te preguntará cosas acerca de este tema, 'no es culpa suya'. Añadido a
este estereotipo de los medios de comunicación hay que destacar el estereotipo
relacionado con los frecuentes <b style="mso-bidi-font-weight: normal;">golpes de
estadios</b> que ocurrieron en algunos <span style="mso-spacerun: yes;"> </span>países africanos durante la primera parte del
período postcolonial. </span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;"><span style="mso-tab-count: 1;"> </span>Es obvio que en algunos paises ocurren ajetreos, huelgas o insurrecciones
sociales leves o no como en cualquier<span style="mso-spacerun: yes;">
</span>lugar del mundo pero muy a veces los medios, por ser tan realistas al
pintar la realidad real de lo que pasa de verdad, hiperbolizan sus relatos.
Vamos a poner un ejemplo. Las <b style="mso-bidi-font-weight: normal;">huelgas</b>
que ocurrieron en la <b style="mso-bidi-font-weight: normal;">ciudad de Casamance</b>
(Senegal) durante el último período electoral (2012) para rechazar un tercer
mandato <span style="mso-spacerun: yes;"> </span>Abdou Diouf fueron relatadas
en las palabras de los medios occidentales en términos de ‘<b style="mso-bidi-font-weight: normal;">otro</b> <b style="mso-bidi-font-weight: normal;">conflicto en África’, ‘conflictos
armado en senegal’ ‘Guerra civil en Senegal’</b>… O sea primero destacamos el
tema de la desinformación sobre la realidad africana en la sociedad Europea.</span></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><span style="mso-tab-count: 1;"> </span>Segundo, desafortunadamente hay que reconocer que, aparte
de lo de la desinformación, partiendo de una visualización de los últimos
acontecimientos tristes (2012) ocurridos en el norte de África lo que se ha llamando
la primavera árabe (en países como Libia, Egipto…), de la reciente guerra postelectoral
de Costa de Marfil, <span style="mso-spacerun: yes;"> </span>de lo que a día de hoy está ocurriendo en Mali etc. se puede decir que: <b style="mso-bidi-font-weight: normal;">‘sí
que ha habido guerras en algunos países africanos últimamente’</b> o ‘<b style="mso-bidi-font-weight: normal;">hay guerra en Mali actualmente’, ‘hubo
guerra en Costa de marfil en los últimos años’... </b>Pero decir<b style="mso-bidi-font-weight: normal;"> ‘hay guerras en África’ (lo que es una
generalización, un estereotipo) </b>o considerar el continente africano<b style="mso-bidi-font-weight: normal;"> </b>como<b style="mso-bidi-font-weight: normal;"> un foco de guerra </b>es<b style="mso-bidi-font-weight: normal;"> </b>(algo
muy típico) un estereotipo muy marcado en el imaginario de la sociedad europea
que tiene que ser destruido, descontruido y quemado. </span><br />
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> Por otra parte, nos podemos
preguntar ¿por qué ocurren esas contiendas armadas en algunos países africanos?
Y ¿por qué las llamadas grandes potencias europeas, americanas siempre están allí
cuando hay un conflicto de gran envergadura? La guerra yo siempre
la he definido como ‘manipulación política’, ‘intereses escondidos, "intereses materiales’, ‘fracaso de
la comunicación o del diálogo’, 'ignorancia', 'malentendido'... Partiendo de esta definición, planteamos la
cuestión de "lo no dicho" "lo político" en las guerras que estallan en algunos países africanos. Escuchen atentamente a
este video en el que el diputado belga Laurent Louis, desde la postura de oponente de la actual guerra en Mali, expone la realidad de los conflictos en algunos países de África y la mano invisible occidental. </span><br />
<br />
<div id="watch-headline-title">
<b><span class="long-title yt-uix-expander-head" dir="ltr" title="Laurent LOUIS s'oppose à la guerre au Mali et dénonce la manipulation internationale"> Laurent LOUIS s'oppose à la guerre au Mali et dénonce la manipulation internationale</span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> </span><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/TW9kWe3MI-M?feature=player_embedded' frameborder='0'></iframe></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"> <span style="mso-spacerun: yes;"></span><b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"> </span></b><span style="mso-spacerun: yes;"></span><b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"></span></b></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin;"><span style="mso-spacerun: yes;"></span><span style="mso-spacerun: yes;"></span><span style="mso-spacerun: yes;"></span><b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"></span></b><span style="mso-spacerun: yes;"></span><b style="mso-bidi-font-weight: normal;"><span style="mso-spacerun: yes;"></span></b></span><br />
<b>6. África también es una fuerza del desarrollo económico y tecnológico</b><br />
<br />
<b>2012: Vérone Mankou (27 años) diseña </b>ELIKIA y WAY-C: el primer smartphone y el primer tablet diseñado integradamente en Congo (África)<br />
<b><a href="http://androtalk.es/2013/01/elikia-y-way-c-el-primer-smartphone-y-el-primer-tablet-disenados-integramente-en-africa/" target="_blank">http://androtalk.es/2013/01/elikia-y-way-c-el-primer-smartphone-y-el-primer-tablet-disenados-integramente-en-africa/</a> </b><br />
<br />
<b>2012: Arthur Zang (camerún, 24 años) diseña un tablet para disgnosticar las enfermedades cardiovasculares.</b><br />
<b><a href="http://www.rfi.fr/afrique/20111201-une-tablette-tactile-concue-cameroun-diagnostiquer-maladies-coeur" target="_blank">http://www.rfi.fr/afrique/20111201-une-tablette-tactile-concue-cameroun-diagnostiquer-maladies-coeur</a> </b><br />
<br />
<b>2011: Victor Kossikouma Agbégnénou (Togo) diseña </b>Polyvalent Wireless Communication System -PWCS<br />
<a href="http://www.iafriq.com/2011/03/un-africain-invente-pwcs-polyvalent.html" target="_blank">http://www.iafriq.com/2011/03/un-africain-invente-pwcs-polyvalent.html</a><br />
<b> </b><br />
<b>2009: </b><b><b>Sandrine Ngalula Mubenga (RDC) inventa un coche electrónico <a href="http://burkina24.com/news/2012/01/technologie-une-africaine-imprime-sa-marque-aux-etats-unis/" target="_blank">http://burkina24.com/news/2012/01/technologie-une-africaine-imprime-sa-marque-aux-etats-unis/</a></b></b><br />
<br />
<b> Hay un montón de ejemplos más... cosas así también pasan en el continente africano. </b><br />
<br />
<br />
<b>7. Antes de que naciera la palabra Globalización, los preceptos del concepto ya existian en África</b><br />
<br />
En realidad <b>¿qué es la globalización? </b>Madeleine Cocco (2003:11) citando a <span style="mso-spacerun: yes;"> </span>[<span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Kearney 1995:548] indica que la globalización se refiere a <i>"</i><span style="mso-bidi-font-style: italic;"><i>la intensificación en el ámbito mundial de
relaciones sociales que conectan a localidades distantes de manera tal que los
sucesos locales son moldeados por eventos que suceden a gran distancia y
viceversa</i>" En la misma línea, Ulrich Beck (1998:43) subraya que:</span></span><br />
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<span style="font-size: 11.0pt; mso-bidi-font-style: italic;"><i>La globalidad quiere decir
que se rompe la unidad del Estado nacional y de la sociedad nacional, y se
establecen unas relaciones nuevas de poder y competitividad, unos conflictos y
entrecruzamientos entre, por una parte, unidades y actores del mismo Estado
nacional y, por otra, actores, identidades, espacios, situaciones y procesos
sociales transnacionales.</i></span></div>
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<span style="font-size: 11.0pt; mso-bidi-font-style: italic;">Enfín, hablar de globalización implica una aldea global, convivencia intercultural, unidad en la diversidad: Lo que realmente es África<i> </i>aunque algunos de los preceptos de la globalización los vamos perdiendo al paso la la modernidad y la internacionalización del mundo. En Camerún por ejemplo se destaca más de 200 lenguas y etnias pero vivimos todos en la harmonia como hermanos. </span></div>
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<b>8. África como paradójico. África es desafortunadamente una de las fuentes de la riqueza exterior </b><br />
<br />
Después de la <b>esclavitud y la colonización</b>. La explotación del hombre por el hombre sigue a día de hoy bajo otra dimensión, el <b>neocolonialismo</b>. Sin embargo, hay que añadir problemas internos relacionados con la política como: la corrupción, la malversación de los fondos públicos etc.<br />
<br />
- Increible confesión de Jacques Chirac (presidente francés 1995-2007) a este respecto. Al menos tuvo los cojones de reconocerlo.<br />
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<div style="text-align: justify;">
<b> </b>- Pero ¿Quién es el responsable de la paradoja africana? y ¿cómo lo es? Os dejo leer el fragmento del artículo de un experto africano sobre la cuestión:<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"> </span></div>
<div style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;"> </span><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt;">La abundancia de materias primas en el
continente africano ha servido de base a los demás continentes para provocar la
inestabilidad de África ya que como reza el adagio popular en lengua
castellana, a río revuelto ganancia de pescadores. Para los que revuelven las
aguas africanas, la madre naturaleza no dotó de recursos naturales a África
para su propio desarrollo, sino para el desarrollo de los demás continentes y
de forma particular Europa y América. Para que estas materias primas no sirvan
para el desarrollo de África, debían darse las condiciones estructurales para
África sea la periferia de los demás continentes donde obtienen la materia
bruta necesaria para hacer funcionar sus industrias. Se echaron así los
gérmenes de la inestabilidad política que sigue conociendo gran parte de
África.</span></i><br />
<a href="http://porelimperiodelalegalidadenafrica.blogspot.com.es/2013/01/africa-materias-primas-y-estabilidad.html" target="_blank">http://porelimperiodelalegalidadenafrica.blogspot.com.es/2013/01/africa-materias-primas-y-estabilidad.html</a><br />
<br />
Bueno aqui pongo un fin a esta entrada y que no lo olvidemos: el saber ser un poder y vivir es reflexionar, poner cosas en tela de juicio no asimilarlas. <br />
<br />
<b>Alguna sugerencia bibliográfica<span style="font-weight: normal;"><span lang="X-NONE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;"> </span></span></b><br />
<b><span style="font-weight: normal;"><span lang="X-NONE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;">Beck, Ulrich (1998). <i>¿Qué es la globalización?
Falacias del globalismo, respuestas a la globalización. </i>Barcelona</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-style: italic;">:</span><span lang="X-NONE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;"> Ediciones Pa</span><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-font-style: italic;">i</span><span lang="X-NONE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;">dós Ibérica, S. A. (1ª edición en 1997).</span></span></b><br />
<span style="font-weight: normal;"><span lang="X-NONE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;"></span></span><br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-weight: normal;"><span lang="X-NONE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Castel, Antoni y Sendín, José Carlos
(Eds.) (2009). <i style="mso-bidi-font-style: normal;"><span style="mso-bidi-font-weight: bold;">Imaginar África. Los estereotipos occidentales sobre África y los
africanos</span></i>. Madrid: Catarata.</span></span></span></div>
<span style="font-weight: normal;"><span lang="X-NONE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic;">
</span></span>
<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-autospace: none;">
<span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Fernández, Mª Ángeles y Marcos J. (2007). <i style="mso-bidi-font-style: normal;">Así ven Áfricas nuestros informadores</i>. Madrid:
Euroeditions.</span></div>
Kem-mekah Kadzue Oscar (2012). 'Estereotipos y globalización: simetria y asimetrias en la interacción cultural entre universitarios cameruneses y catalanes' (Trabajo de fin de máster, UdL)<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="line-height: 150%; mso-bidi-font-size: 12.0pt;"></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Kem-mekah
Kadzue, Oscar (2012). 'Los constructores de otredades folklorizadas en la era
de la globalización. Repensar nuestras percepciones de la otredad'. Diáspora.
n.1, pp.8-18. </span></div>
Merinero, María
Jesús (2011). 'Los africanos en el imaginario occidental'. Escenarios XXI, n.
9, pp. 90-107.<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="line-height: 150%; mso-bidi-font-size: 12.0pt;"> Sédar Senghor,
Léopold (1971). </span><i style="mso-bidi-font-style: normal;"><span lang="FR" style="line-height: 150%; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt;">Liberté
2 : <span style="mso-bidi-font-style: italic;">Nation et voie africaine du
socialisme</span>, discours</span></i><span lang="FR" style="line-height: 150%; mso-ansi-language: FR; mso-bidi-font-size: 12.0pt;">. </span><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Conférences, Paris: Le Seuil.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> Sendín, José Carlos (2009). 'La
desinformación sobre lo africano como ‘infogenocido’. Caso de estudio: Ruanda, 1994”.</span><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;"> </span><span style="line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Castel, Antoni y Sendín, José Carlos (Eds.) <span style="mso-bidi-font-weight: bold;">Imaginar África. Los estereotipos
occidentales sobre África y los africanos</span>. Madrid: Catarata, pp. 43-63.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Sendín, José Carlos (2009). “La
desinformación sobre lo africano como ‘infogenocido’. Caso de estudio: Ruanda, 1994”.</span><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;"> </span><span style="line-height: 150%; mso-bidi-font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Castel, Antoni y Sendín, José Carlos (Eds.) <span style="mso-bidi-font-weight: bold;">Imaginar África. Los estereotipos
occidentales sobre África y los africanos</span>. Madrid: Catarata, pp. 43-63.</span></div>
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<b>
</b><br />
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<span style="line-height: 150%; mso-bidi-font-size: 12.0pt;"><i>"No
extrañará a nadie si doy fe de que la ciencia no ha irrumpido todavía en la
cultura popular y de que la vida cotidiana de la gente transcurre al margen del
Consejo Superior de Investigaciones Científicas"</i> (2010:25, Eduardo Punset <i>Cara
a cara con la vida, la mente y el universo, conversaciones con grandes
científicos de nuestro tiempo</i>)<span style="line-height: 150%; mso-bidi-font-size: 12.0pt;"> </span></span><br />
<span style="line-height: 150%; mso-bidi-font-size: 12.0pt;"><span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Pues si hay una barrera o falta de interacción entre el conocimiento científico y la sociedad esto significa sencillamente que 'la gente' leemos poco y sobre todo menos 'los libros de papel'. Entonces, una manera eficiente para divulgar el conocimiento ciéntifico sería partir de algo que forma parte de la cotidianidad de ser humano contemporáneo: la web, las redes sociales, o en este caso el blog<span style="font-family: "Calibri","sans-serif";">. </span>¿De qué va concretamente? siga leyendo....</span></span></div>
<br />
<span style="line-height: 150%; mso-bidi-font-size: 12.0pt;">Tal y como comentó José Luis Neila Hernández (2009:34):</span><span style="font-size: 11.0pt;"> </span></div>
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<i><span style="font-size: 11.0pt;">Es incuestionable que
el contacto de los europeos y de <span style="font-family: "Calibri","sans-serif";">O</span>cidente en general con el continente
africano ha contribuido a generar un flujo de relaciones históricas al hilo de
las cuales se ha ido forjando un caudal de imágenes y percepciones cuya
proyección en la actualidad sigue teniendo una determinante influencia.</span><span style="font-size: 11.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span></span></i></div>
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<i><span style="font-size: 11.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span></span></i></div>
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<span style="font-size: 11.0pt; line-height: 115%;"><span style="mso-spacerun: yes;"> </span></span>Añadiría que el contexto de la globalización actual con los flujos
migratorios cada vez más crecientes, los aportes de la llamada sociedad de la
información tampoco está contribuyendo a que los imaginarios de unos sobre
otros y sobre sí mismos se actualicen liberándose de estereotipos relacionados
con los clichés del pasado (la historia de la esclavitud y el colonialismo...) y los tópicos actuales (estereotipos sobre la inmigración, la crisis económica..). La
sociedad actual está viviendo una globalización que <b>celebra </b>y <b>condena</b> la otredad al mismo tiempo. Por eso, vendria bien orientarla, darle camino y estudiar sus paradojas.</div>
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El objetivo de este blog es contribuir a la visualización y la deconstrucción de los estereotipos culturales, que condicionan las percepciones y actitudes de los ciudadanos del mundo global (especialemente europeos/occidentales y africanos) hacia la otredad y hacia ellos mismos respectivamente. Quisiera partir de este espacio virtual para fomentar el conocimiento mutuo y por lo tanto desarrollar en la cognición social una de las competencias comunicativas muy importante (aunque todavia no valorado como se debería) en la sociedad actual cada vez más interconectada.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLmAQOkxun3V4khR1kZPP0-KxrjTf48yFzPlKl-eE7QAsRWqvyLLTCeCMo15Sz6KLXfjSI7o7dfwJv74-Br_82qnrOKRM-jE5Fhb0ZAiDW01Gz9dY2YPhFwo67Hknq-UWzjTBmCrCoF9M/s1600/para+mundo+sin+fronteras.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/AVvXsEgLmAQOkxun3V4khR1kZPP0-KxrjTf48yFzPlKl-eE7QAsRWqvyLLTCeCMo15Sz6KLXfjSI7o7dfwJv74-Br_82qnrOKRM-jE5Fhb0ZAiDW01Gz9dY2YPhFwo67Hknq-UWzjTBmCrCoF9M/s1600/para+mundo+sin+fronteras.jpg" /></a><a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ2oJ-M_dxo_TZOEGCWlL3B1lPktuiiDIazDDs4v_gvitd70cr6rA" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" class="rg_hi uh_hi" data-height="229" data-width="160" height="200" id="rg_hi" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ2oJ-M_dxo_TZOEGCWlL3B1lPktuiiDIazDDs4v_gvitd70cr6rA" style="height: 229px; width: 160px;" width="139" /></a></div>
Se trata de la <b>competencia comunicativa intercultural</b> clave para solucionar choques, conflictos y malentendidos interculturales.Este blog es para el ciudadano español, europeo o occidental en general una ventana para actualizar su percepción de la realidad africana y por qué repensar su percepción de sí mismo y desestereotipar su discurso. Lo mismo será para el ser negroafricano o africano en general. Muy a menudo ofendemos culturalmente por inocencia o ignorancia, creando así espacios cognitivos y sociales en nuestro entorno. Las palabras crean espacios cognitivos y sociales y ganaríamos aprendiendo de los demás. Que aprendamos a sumar el conocimientos y a restar la ignorancia. Tal vez la llave para tirar adelante en la sociedad actual marcada por la crisis económica que asola el mundo entero, consiste en INVERTIR EN EL INTELECTO, EN EL CONOCIMIENTO DE SÍ MISMO Y DE LA OTREDAD. ¿Esto no tiene precio verdad? Nos pueden desalojar, poden quitarnos todos los recursos materiales... pero el intelecto permanecerá en nosotros para siempre. El saber es un poder. Digo 'saber' no 'estereotipo'.<br />
<br />
Espero que disfruten de las lecturas!!<br />
Cualquier comentario es bienvenido. Gracias, merci, thanks!!<br />
<br />
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<div align="center" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: Chiller; font-size: 18.0pt;">"Bloguero"</span></b></div>
<div align="center" style="text-align: center;">
<b><span style="font-family: Chiller; font-size: 18.0pt;">Oscar Kem-mekah K.</span></b><span style="font-family: Chiller; font-size: 18.0pt;"></span></div>
<div align="center" style="text-align: center;">
<b><span style="font-family: Chiller; font-size: 18.0pt;">Se licenció en filología francesa, inglesa y española por
la Universidad de Dschang (Camerún). Es titular del Máster en Lenguas Aplicadas
(enseñanza de lenguas, comunicación intercultutal y analisis del discurso, mediación
linguística) de la Universidad de LLeida.</span></b><span style="font-family: Chiller; font-size: 18.0pt;"></span></div>
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