tag:blogger.com,1999:blog-18254431583243367712024-02-22T02:52:35.802-08:00Kirberianos HistóricosKirberianos Históricoshttp://www.blogger.com/profile/09469357986624334157noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-1825443158324336771.post-745779988949636602016-06-20T22:07:00.003-07:002016-06-20T22:15:52.369-07:00Guía de Trabajo Periodo Colonial<div align="left" class="MsoTitle">
Guía de trabajo</div>
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<b><span style="font-family: "verdana" , sans-serif;">Completa el siguiente cuadro de Síntesis sobre la administración Colonial en Chile. La información que se presente debe ser explicativa.</span></b></div>
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<b><span style="font-family: "verdana" , sans-serif;">Puedes ayudarte de tu cuaderno, el Texto de Estudio de Segundo medio o información que Encuentres en la WEB. </span><span style="font-family: "arial" , "sans-serif";"> <o:p></o:p></span></b></div>
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<b><span style="font-family: "arial" , sans-serif;"> Cuadro sinóptico sobre la administración colonial</span></b><br />
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<b>Instituciones<o:p></o:p></b></div>
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<b>Ubicación<o:p></o:p></b></div>
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<b>Cargos-Participantes<o:p></o:p></b></div>
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<b>Funciones<o:p></o:p></b></div>
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CONSEJO DE INDIAS<o:p></o:p></div>
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CASA DE CONTRTACIÓN<o:p></o:p></div>
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REAL AUDIENCIA<o:p></o:p></div>
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CONSULADO<o:p></o:p></div>
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CABILDO<o:p></o:p></div>
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Kirberianos Históricoshttp://www.blogger.com/profile/09469357986624334157noreply@blogger.com0tag:blogger.com,1999:blog-1825443158324336771.post-36600038577055736022016-06-14T11:58:00.000-07:002016-06-14T11:59:27.857-07:00Periodo Colonial en Chile<!--[if !mso]>
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<br />
<div align="center" style="text-align: center;">
<br /></div>
<div align="center" style="text-align: center;">
<span class="titulo"><u><span style="font-size: 20.0pt;">Periodo Colonial En<span style="mso-spacerun: yes;">
</span>Chile</span></u></span><u><span style="font-size: 20.0pt;"></span></u></div>
<div style="text-align: justify;">
En Chile, este período se sitúa entre principios
del siglo XVII y principios del siglo XIX. En esta fase se fue asentando una
sociedad nueva y se afianzó la institucionalidad del reino, delimitándose una
frontera en el río Biobío, donde por siglos convivieron de manera pacífica,
bélica y alternada españoles y mapuches. Esta zona fronteriza se convirtió en
un área de particular mestizaje, donde se fundieron tradiciones españolas e
indígenas. </div>
<div style="text-align: justify;">
El primer gobernador de la colonia es Alonso de
Ribera, quien llega a nuestro país en 1601 y que, al contactarse con la
situación local, se da cuenta de que no se puede seguir combatiendo con las
milicias vecinales, sino que es necesario organizar un ejército permanente.
Para tal efecto pide autorización al rey, quien ordenó –en 1604– enviar, desde
las cajas reales de Perú, un <em>real situado</em> para poder pagarles a los
1.500 hombres que conforman este ejército. Considera, además, un esfuerzo
inútil fundar ciudades y fuertes dentro del territorio mapuche y propone
establecer una línea fronteriza fortificada. </div>
<div style="text-align: justify;">
La economía chilena de la época se organizó, por
una parte, en torno al desarrollo de las riquezas mineras del virreinato del
Perú, cuyo símbolo fue Potosí. Chile enviaba mulas para el transporte y
productos como cereales, frutas secas, vino, aguardiente, telas, ponchos,
frazadas, lona, cuerdas, maderas, cueros, vellones, charqui y sebo como materia
prima para elaborar velas y jabón. </div>
<div style="text-align: justify;">
El Norte Chico fue el centro de la minería del
cobre que se enviaba a España y regresaba convertido en bronce o en cañones. </div>
<div style="text-align: justify;">
A fines del siglo XVII, la producción de trigo
adquirió importancia, sobre todo en la exportación al Perú, pues los cultivos
de este país se vieron afectados primero con un terremoto que destruyó las
instalaciones de las haciendas y las obras de regadío de los distritos
productores de cereales cercanos a Lima y, luego, con la plaga del polvillo
negro que arruinó las cosechas por varios años. Se cultivó trigo en la zona
central del país y en regiones como La Serena y Concepción. </div>
<div style="text-align: justify;">
Con el dinero que se obtenía de la exportación se
compraba a los comerciantes limeños azúcar, cacao, tabaco y también las
manufacturas españolas y europeas como papel, hierro, géneros, quincallería,
alhajas, espejos, muebles y armas, que consumían los grupos más adinerados de
la población. </div>
<div style="text-align: justify;">
Así –a medida que transcurre el siglo XVII–, las
faenas agropecuarias van teniendo mayor importancia, ya que anteriormente el
papel principal lo había ocupado la explotación minera. La tenencia de la
tierra es cada vez más importante, pues entrega no solamente bienestar
material, sino también poder político y prestigio social. </div>
<div style="text-align: justify;">
La mano de obra, luego del enorme descenso
sufrido por la población de los pueblos originarios, se obtenía alquilándola a
los encomenderos o contratando también a nativos libres, cuyos derechos estaban
estipulados en un documento llamado <em>asiento de indios</em>. Se recurrió
también a la compra de esclavos, que se obtenían por medio de los prisioneros
de guerra, la compra de siervos negros, cuya presencia había aumentado
considerablemente en las primeras décadas del siglo XVII, y a los mestizos, que
se habían convertido en peones asalariados. </div>
<div style="text-align: justify;">
La moneda casi desapareció, pues los yacimientos
de oro y de plata explotados en Copiapó no pudieron sustituir a los lavaderos
de oro perdidos en el sur. Se dificultaron las transacciones externas y la
circulación interna, por lo que se utilizó el trueque. La escasa moneda que
circulaba era la que se acuñaba en Perú. Frente a esta situación, la corona
ordenó que el situado se enviara en dinero. Los intereses que giraban a su
alrededor hicieron que sus remesas se demoraran haciendo más complicada la
economía chilena. </div>
<div style="text-align: justify;">
La manifestación artística del mestizaje en este
siglo fue el barroco con inspiración religiosa. En Chile se construyeron
espléndidos templos, pero se ha conservado solamente el de San Francisco en
Santiago, cuya edificación se comenzó en el siglo XVI (en el sitio educativo “<a href="http://www.educarchile.cl/Portal.Herramientas/sitios_educativos/miratu/index2.htm" target="_blank">Mira tú</a>”, puedes recorrer de forma entretenida esta
iglesia). Se destacó el peruano Juan Zapaca Inga, que fue el único que firmó
sus obras. También la crónica siguió siendo el género literario preferido y sus
temas principales eran fundamentalmente las prolongadas guerras de conquista.
Una obra que puede destacarse en este período fue la <strong>Historia General
del Reino de Chile, Flandes Indiano</strong> del jesuita Diego de Rosales,
quien recorrió todo el país y logró hacer un acabado cuadro de la vida chilena
de su tiempo.</div>
<div style="text-align: justify;">
<strong>La Sociedad Colonial</strong></div>
<div style="text-align: justify;">
La Guerra de Arauco que revisáramos
anteriormente, fue un factor importante para la configuración de la estructura
social en Chile durante el período colonial.<br />
Como veíamos, la Guerra Ofensiva en busca de mano de obra indígena, hizo
disminuir considerablemente el número de población nativa, lo que sumado a la
rápida conquista de los territorios al norte del río Biobío, provocó una
verdadera catástrofe demográfica en los grupos originarios; a ello hay que
sumarle las enfermedades traídas por los conquistadores, los trabajos forzosos
a los que fueron sometidos los indígenas y la propia composición de la hueste
conquistadora, la cual formada casi en su totalidad por hombres, fue uno de los
factores determinantes que explican el intenso mestizaje.<br />
El paso del siglo XVI al XVII marcó además, una selección del contingente
militar que venía al territorio chileno (Ejército Profesional) y la
liberalización de labores militares para los descendientes de los primeros
conquistadores, quienes pudieron dedicarse a otras labores en los territorios
ya conquistados.<br />
Durante la Colonia, la sociedad en los territorios conquistados, estuvo
jerarquizada en base al color; de esta manera la población blanca ocupaba un
lugar preponderante en la sociedad, distinguiéndose en ella dos grupos; por un
lado existió un grupo minoritario de población blanca venida directamente desde
España para ocupar los cargos políticos en la administración colonial
(gobernadores, oidores de a Real Audiencia, etc), estaban de paso y recibían el
nombre de peninsulares. El otro grupo correspondía a los hijos de los
conquistadores nacidos en América, los cuales recibían el nombre de criollos.
Este grupo, que con el tiempo se fue haciendo de la propiedad de las tierras,
podía también participar políticamente en su órgano de representación; este era
el Cabildo. Esta Aristocracia terrateniente era la que además se dedicaba a las
actividades comerciales y podía acceder a las instituciones de educación, lo
que le daba un importante prestigio cultural.</div>
<div style="text-align: justify;">
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" /> </div>
<div align="center" style="text-align: center;">
<span style="mso-no-proof: yes;">
</span></div>
<div style="text-align: justify;">
<em>(Imagen que representa a una familia de los
grupos privilegiados durante la colonia; en ella se aprecian vestuario y
ciertos gustos)</em></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Bajo este grupo, se encontraba la población
mestiza, la cual se constituyó en el grupo más numeroso de la sociedad
colonial. Como veíamos anteriormente, fueron mayoritariamente el resultado de
la mezcla del hombre blanco con la mujer indígena debido a la composición de la
hueste conquistadora. Durante la Colonia, los mestizos fueron la principal
fuente de mano de obra, la cual a través del sistema de inquilinaje o peonaje
se dedicaba a las labores agrícolas y ganaderas en las Haciendas. La principal
dificultad de los grupos mestizos se daba por su origen bicultural, lo que no
les permitía ser aceptado en ninguno de los grupos de origen, y además, en una
sociedad jerarquizada, tendían a ser despreciados, lo que llevó a mucho de
ellos a “blanquearse”; es decir, tratar de asemejarse al padre blanco (en
cuanto a lenguaje, costumbres, etc) abandonando las costumbres indígenas.</div>
<div style="text-align: justify;">
<br /></div>
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<img alt="" 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" /> </div>
<div style="text-align: justify;">
<span style="mso-no-proof: yes;">
</span></div>
<div style="text-align: justify;">
<em>(Algunos oficios comerciales desempeñados por
mestizos en la Colonia)</em></div>
<div style="text-align: justify;">
La población indígena había disminuido
considerablemente según lo que hemos explicado y su mayor número se encontraba
en el territorio al sur del Biobío. Con respecto a los otros grupos que se
ubicaban en la parte inferior de la estructura social, los mulatos y zambos
también correspondían a mezclas raciales; en el primer caso entre blancos y
negros, y en el segundo entre indígenas y negros. Estos grupos ocupaban la base
de la pirámide social junto con la población negra que llegó al país como mano
de obra esclava, no siendo muy significativos en términos numéricos debido a su
alto costo (al tener que adquirirlos en las ferias comerciales en el Caribe) y
a que no eran tan necesarios debido a la gran cantidad de mano de obra mestiza
existente.</div>
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<br /></div>
Kirberianos Históricoshttp://www.blogger.com/profile/09469357986624334157noreply@blogger.com0tag:blogger.com,1999:blog-1825443158324336771.post-60716636227786732782016-06-14T11:51:00.002-07:002016-06-14T11:51:46.645-07:00Kirberianos Históricoshttp://www.blogger.com/profile/09469357986624334157noreply@blogger.com0tag:blogger.com,1999:blog-1825443158324336771.post-58640680630902043072016-06-13T14:56:00.000-07:002016-06-13T15:06:16.477-07:00Gobiernos Radicales (1938-1952)<div class="MsoFooter">
<span style="font-family: "Times New Roman","serif"; font-size: 9.0pt; mso-ansi-language: ES-CL;"><b>Fuente: Historiador
Luis Patricio González, Archivo
Chile, CEME.</b><o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El gobierno de Pedro Aguirre Cerda: el primer gobierno Radical.<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Pedro
Aguirre Cerda era oriundo de Aconcagua. Nació en 1879. Estudió en el Liceo de
San Felipe y en la Universidad de Chile, donde obtuvo los títulos de profesor
de Estado y abogado. Fue diputado por san Felipe y Santiago, y senador por
Concepción, además de ministro del interior en el primero gobierno de Arturo
Alessandri. Como buen radical, era miembro de la Masoneria. Tenía fácil llegada
en el pueblo y sus discursos eran escuchados con atención y aplaudidos
entusiastamente. Era apodado cariñosamente “don Tinto”.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
labor de la CORFO<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
CORFO fue creada en 1939, con el fin elaborar, financiar y llevar a cabo un
conjunto de planes de electrificación, industrialización y fomento agrícola. El
plan de electrificación fue entregado a la filial Empresa Nacional de
Electricidad (ENDESA). Con la industrialización del país, se buscaba alcanzar
una relativa independencia de los productos importados, evitando estar a merced
de los vaivenes de la economía internacional y concretar un proceso de
sustitución de las importaciones.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
incorporación del Territorio Antártico.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Durante
el gobierno de Aguirre Cerda se dictó un decreto que fijó los límites del
territorio antártico chileno, entre los meridianos 53 y 90 de longitud oeste,
siendo su extremo austral el polo sur.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Este
sector tiene una superficie de 1.250.000 km.2 y se separa del territorio
continental por el tormentoso mar de Drake, al sur de las islas Diego Ramírez.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
Periodo de Pedro Aguirre Cerda.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
educación y cultura. “Gobernar es educar” fue el lema del gobierno de Pedro
Aguirre Cerda. La educación primaria fue fomentada con la fundación de 1.000
escuelas a cargo de unos 3.000 profesores. Se desarrolló la educación técnica,
minera e industrial, creando nuevos liceos y escuelas técnico-industriales. A
su vez, la Universidad de Chile, bajo el rectorado de Juvenal Hernández, tuvo
un impulso mayor hacia la investigación, manteniendo su carácter de formadora
de profesionales. Fue en esta época cuando se creó, además, la Facultad de
Economía y Comercio.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Durante
su gobierno se reconoció el aporte de los escritores al desarrollo cultural del
país con la creación del Premio Nacional de Literatura, que en 1942- ya bajo el
gobierno de Juan Antonio Ríos- favoreció al escritor y diplomático Augusto
Greomine Thomson, conocido por el seudónimo de Augusto D’Halmar.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
designación de monseñor Caro.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
papa Pío XII nombró arzobispo de Santiago a José María Caro Rodríguez
(1939-1958), quien desde 1946 fue el primer cardenal miembro de la iglesia
Católica chilena. Se desempeñó al frente de la feligresía capitalina y primado
del país hasta su muerte. Fueron dos décadas en la que su labor fue reconocida
por el mundo católico como uno de los mejores periodos de la iglesia en Chile.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
Ariostazo (agosto de 1939).<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
grupo ibañista que había apoyado a Aguirre Cerda en 1938, incitó a un golpe de
Estado en agosto de 1939. Este intento
fue dirigido por el jefe de la segunda División del Ejército, general Ariosto
Herrera Ramírez, quien traía de Italia
la influencia fascista. La conspiración incluía a algunos oficiales alessandristas y a otros en retiro. El golpe
estaba programado para el 5 de agosto, pero el gobierno lo frustró a tiempo.
Herrera fue apresado e Ibáñez se refugió en la Embajada de Paraguay.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
Reforma Electoral de 1941.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">En
noviembre de 1940 se realiza una elección complementaria para diputado, se
presentan 3 candidatos:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Benjamín
Edwards, apoyado por liberales, conservadores y la falange nacional.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Aníbal Cruzat,
apoyado por radicales y el frente popular.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Cesar Godoy,
apoyado por socialistas una parte de los socialistas, los llamados
inconformistas.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Sale
electo después de una campaña llena de actos violentos don Aníbal Cruzat. En
febrero de 1941, Arturo Olavarría, el joven ministro del interior, que
reemplaza al destituido Guillermo Labarca, que es acusado constitucionalmente
por la oposición de ser responsable de los desórdenes, éste logró el despacho
de una importante ley electoral, la Nº 6.825 que establecía:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL; mso-fareast-font-family: "Times New Roman";">1.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Entregaba a las fuerzas armadas el control de los
procesos electorales a través de los jefes de plaza.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL; mso-fareast-font-family: "Times New Roman";">2.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Prohibición de manifestaciones públicas desde el medio
día antes de la elección hasta las 18:00 hrs. De la tarde del día de la
elección.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo2; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL; mso-fareast-font-family: "Times New Roman";">3.<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Se faculta a los jefes de plaza para allanar los
locales donde se practica el cohecho.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Las
elecciones parlamentarias de 1941.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
orden y la tranquilidad reinaron durante las elecciones parlamentarias
celebradas el 2 de marzo. Los resultados fueron favorables para la coalición
oficialista. La falange Nacional obtuvo 3 diputados y la Vanguardia Popular
Socialista, el exmovimiento nazi
chileno, 2 diputados.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Los
sectores de Gobierno lograron el 62% de los votos, obteniendo una amplia
mayoría en ambas cámaras.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
ruptura del Frente Popular.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Cuando
se realizaron los nombramientos para organizar el gabinete en 1941, el partido
Comunista estaba afuera de la coalición de gobierno, por lo que no aceptó
puestos en el gabinete, ocupando sólo cargos subalternos. Desde ahí los
comunistas aprovecharon la situación para promover la movilización sindical y,
de paso, rechazar los frentes populares que ya habían perdido el sentido de los
pactos entre Hitler y Stalin y la invasión a Polonia en 1939. Lo anterior
provocó un quiebre entre socialistas y comunistas.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
política Social de Aguirre Cerda.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
política social del gobierno electo de 1938 fomentó un aumento de los salarios
que debían ser costeados con parte de las utilidades de las empresas. Esto
evitó el alza de los precios y mejoró el nivel de vida de los sectores
populares. Era la política del sacrificio compartido. Al mismo tiempo se
ampliaron los servicios sociales, la salud y previsión. Se construyeron 5.000
casas para empleados y se establecieron colonias agrícolas. También se
otorgaron títulos de propiedad en el extremo sur. Se dictó, además, la ley de
sueldos vitales y la de reconocimiento de los sindicatos, pero no así la de los
sindicatos campesinos.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Las
candidaturas presidenciales de 1942.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
muerte sorprendió tempranamente a Pedro Aguirre Cerda, en noviembre de 1941.
Chile perdía a uno de sus prominentes estadistas.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Del
radicalismo salieron dos candidatos para elecciones de 1942, Juan Antonio Ríos
y Gabriel González Videla. Se optó finalmente por Ríos. El socialismo levantó
la candidatura de Oscar Schnake, tratando de unir a la izquierda.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Ibáñez
fue proclamado en esta ocasión por conservadores, agrariolaboristas, algunos
liberales y su Alianza Popular Libertadora.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Ante
el temor del triunfo de Ibáñez, los socialistas retiraron su candidatura y
apoyaron al candidato radical. Una fracción liberal, dirigida por Arturo
Alessandri hizo lo propio. En consecuencia, Ríos pudo triunfar con un 56% de
los votos. Asumió como presidente de la República el 2 de abril de 1942.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: ES-CL;">EL
gobierno de Juan Antonio Ríos Morales.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
hombre y su pensamiento.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Juan
Antonio Ríos nació en Cañete en 1888. Se recibió de abogado en la Universidad
de Chile. Fue Radical desde joven. Sin embargo, su colaboración en la
administración de Ibáñez le valió la expulsión del partido; su habilidad
política le permitió volver a él y ser uno de los dirigentes más destacados,
llegando varias veces a la presidencia del partido. La revista satírica Topaze,
lo bautizó con el apodo de “don Mandantonio”, por su carácter autoritario,
rasgo que demostró durante su administración. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
Política de Ríos<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Dado
el amplio apoyo que tuvo al ser elegido,
en sus gabinetes participaron desde socialistas hasta liberales. Frente a
discrepancias internas invitó a integrar el gabinete a sus amigos personales y
militares. En el ámbito internacional tuvo que ceder a las presiones
norteamericanas y romper relaciones con Alemania, Italia y Japón, en 1943. La
vinculación con la economía estadounidense era demasiado fuerte como para poder
mantener la neutralidad.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
política económica.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
gobierno prosiguió con su plan de fomento a la producción y buscó sentar las
bases de la industria siderúrgica chilena. En el ámbito agrario, la CORFO
estudió un plan agropecuario cuya finalidad era incrementar la producción de
alimentos para su exportación, evitar la erosión, hacer obras de regadío y
mecanizar el trabajo agrícola. Además, se fomentó la educación rural, como
forma de aumentar la productividad del campesinado. Pero el énfasis principal
estuvo en el proceso de industrialización. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Descubrimiento
del Petróleo en Magallanes.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">En
1943, la CORFO inició las prospecciones en busca del Petróleo en la zona
austral del país. Esta tuvo éxito cuando en 1946, bajo el siguiente gobierno
radical, se localizaron yacimientos de crudo en Manantiales (Magallanes). Si
bien el petróleo nacional nunca cubrió la demanda total de ese combustible que
tenía el país, en algunas épocas satisfizo parte significativa de esas
necesidades.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Una
Premio Nobel Chilena.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Gabriela
Mistral, nació en Vicuña en 1889, con el nombre de Lucila Godoy Alcayaga. Después
de una larga labor pedagógica y luego de desempeñar cargos consulares en Madrid
y Lisboa en la década de 1940, fue nominada como candidata al Premio Nobel de
Literatura durante el gobierno de Aguirre Cerda. Lo obtuvo en 1945,
transformándose en la primera figura de la literatura latinoamericana en
recibir tal distinción. En su obra poética destacan los títulos Sonetos de la
Muerte lagar, Ternura y Poema de Chile.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Obras
del gobierno de Juan Antonio Ríos.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Preocupado
por el problema de la vivienda, Ríos reestructuró la Caja de Habitación
Popular, dándole mayor capacidad económica. Durante su gestión, se construyeron
más de 4.000 casas, todo un logro para la época. También se preocupó de los
niños huérfanos, creando la Ciudad del Niño, institución benefactora que fue
patrocinada por la Primera Dama, Marta Ide de Ríos.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Política
exterior de Ríos.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
política exterior del gobierno de Ríos estuvo marcada por la ruptura de
relaciones con los países del Eje. En cambio se establecieron relaciones con la
Unión Soviética, lo que fue altamente criticado por los partidos de derecha.
Asimismo, luego de un gran debate parlamentario se decidió declarar la guerra a
Japón, el 13 de abril de 1945. Además, le cupo a Ríos mandar representantes
para la firma de la Carta de las Naciones Unidas, en Junio del mismo año. En
diciembre de 1945, Chile adhirió a los Convenios de Bretton Woods (1994).<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Los
Acuerdos de Bretton Woods, alcanzados en 1944 cuando aún proseguía la Segunda
Guerra Mundial, establecieron las bases del sistema monetario internacional
para la etapa que se iniciaría tras la derrota de las potencias de Eje. A
partir de estos acuerdos, se creó el Fondo Monetario Internacional y el Banco
Internacional de Reconstrucción y Fomento. Dichas instituciones tuvieron como
fin fomentar el desarrollo mundial y contribuyeron a la reconstrucción
económica de Europa y Japón. En 1945, Ríos efectuó una gira continental de
solidaridad, recorriendo Estados Unidos y países de América Latina.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Las
elecciones Presidenciales.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Juan
Antonio Ríos murió en 1496, antes de concluir su periodo presidencial. Para
sucederlo, se presentaron:<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Eduardo
Cruz-Coke, abanderado conservador. Contaba con el apoyo de la Falange Nacional
y sectores independientes.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Fernando
Alessandri, proclamado por los partidos Liberal, Socialista Auténtico, Agrario
Laborista, Radical Democrático y grupos Ibañistas.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Gabriel González
Videla, candidato de los partidos Radical, comunista y Demócrata.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Comic Sans MS"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL; mso-bidi-font-family: "Comic Sans MS"; mso-fareast-font-family: "Comic Sans MS";">-<span style="font-family: "Times New Roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Bernardo Ibáñez,
dirigente socialista.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
4 de septiembre de 1946 Gabriel González Videla obtuvo 192.000 votos contra
142.000 de Cruz- Coke. Como ninguno de
los candidatos alcanzó la mayoría absoluta, tenía que dirimir la elección el
Congreso Pleno para decidir quién sería el sucesor de Ríos. Hubo negociaciones
entre partido Liberal y González Videla, en las cuales éste pidió el apoyo del
partido a su candidatura. El 4 de octubre se reunió el Congreso y la votación
favoreció al candidato del oficialismo, González Videla, por 138 votos contra 46
de Cruz-Coke.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
gobierno del último Radical: don Gabriel González Videla.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Gabriel
González Videla nació en 1898 en la Serena, se recibió de abogado en la
Universidad de Chile, fue diputado, senador y embajador en Francia y en Brasil.
Asumió la presidencia de la República el
3 de noviembre de 1946, apoyado por los partidos Comunistas y liberal,
además de su propio partido, el Radical.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
Política interna.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
primer gabinete de González Videla lo integraron liberales, comunistas y
radicales, lo que era muy singular, con pocos símiles en el mundo que estaba en
plena Guerra Fría. Los comunistas ocuparon los ministerios de Agricultura,
Obras Públicas, Tierras y Colonización. Al poco tiempo, la derecha acusó a los
comunistas que a través de sus ministerios incitaban a huelgas laborales. Esto
llevó a la creación de la Acción Chilena Anticomunista (ACHA), un grupo
paramilitar en el que estaban todos los partidos, incluso el Socialista.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
ruptura entre el gobierno y el Partido Comunista.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">No
pasó mucho tiempo sin que se produjeran tensiones entre el gobierno y los
comunistas, tanto por la presión de Estados Unidos en plena Guerra Fría como
por la política de agitación sindical. Los liberales renunciaron al gabinete,
forzando al Presidente a replantear su política de alianzas de gobierno. Así,
en 1947, luego de las elecciones municipales, en las cuales el partido
Comunista obtuvo un alto número de votos, González Videla pidió la renuncia de
los ministros de esa colectividad.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
ley de Defensa de la Democracia (1948) o “ley Maldita”.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Una
vez fuera del gobierno, los comunistas intensificaron la política de agitación
y protesta permanente en contra de éste. Pablo Neruda, senador comunista, fue
desaforado por el Congreso por escritos injuriosos contra el Presidente. En mayo
de 1948, al abrirse el Congreso Nacional, González Videla condenó duramente al
partido Comunista. La ruptura entre el gobierno y los comunistas llegó al punto
de la promulgación del proyecto de ley de Defensa de la Democracia, el 3 de
septiembre de 1948, quedando el partido marginado de la arena política y sus
militantes privados de derechos políticos.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
debate en torno a la llamada “ley Maldita” fue intenso. Un grupo del partido
Socialista, encabezado por Raúl Ampuero, se opuso a la medida, pero el grupo de
Bernardo Ibáñez la aceptó. Sectores del partido Conservador, el ala
socialcristiana comandada por Horacio
Walker, también se opusieron a la ley, aunque la mayoría de los parlamentarios
de dicho partido votaron a favor de la exclusión de los comunistas. Algunas
voces críticas, si bien minoritarias, surgieron desde las filas radicales. Así,
desde 1948 y hasta 1958, los comunistas actuaron en la clandestinidad.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
Voto de la Mujer.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
mujer ya había logrado en 1934 el derecho a Voto, pero a pesar de este logro,
no dejaba a la mujer en igualdad de condiciones políticas con el hombre. En
1949 la mujer alcanza el voto que le deja en igualdad de condiciones, se
permite a ella votar por candidatos a parlamentarios y presidente. El voto lo
ejerce por primera vez en 1952, al salir electo Ibáñez por segunda vez.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
aspecto económico.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Como
un fantasma omnipresente en todos los gobiernos de este periodo, la inflación
laceraba las políticas en pos del desarrollo que se impulsaban. El gobierno de
González Videla no fue una excepción. Este aumento de la inflación se intentó
detener a través del control de precios y cambios, situación que no prosperó.
Solo los continuos reajustes salariales permitieron a empleados y obreros
sobrevivir a la inflación, si bien los reajustes contribuyeron a profundizar el
problema inflacionario y la crisis económica chilena.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
Estado gestor.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Durante
el periodo 1939-1952, los gobiernos radicales se caracterizaron por extender
beneficios sociales a los empleados y obreros a través de una política estatal
de subsidios. Se desarrollaron empresas públicas con participación de
empresarios privados, como medio de alcanzar el desarrollo. A pesar de ello,
hacia fines del periodo los conventillos fueron desplazados por las
“poblaciones callampas” fomentadas por las migraciones campo-ciudad. Mientras
algunas áreas se desarrollaban otras se estancaban, como era el caso de la
agricultura, provocando un desequilibrio estructural grave.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
transformación industrial.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Una
de las actividades de fomento industrial más importantes materializada durante
la administración de González Videla fue la creación de la planta siderúrgica
de Huachipato (1950) y la fundición de Paipote (1955), ambas empresas fundadas
como filiales de la CORFO.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Planta
Siderúrgica de Huachipato.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
compañía de Acero del Pacífico fue creada en 1946 con capitales estatales y
privados. Ello favoreció un intenso desarrollo de plantas para la producción del
mineral del hierro. En 1950 se inauguró la planta de Huachipato, en la
provincia de Concepción. La usina se abrió con el fin de producir hierro,
acero, planchas, hojalatas y cañerías comenzando una exportación del mineral
por su alta calidad a Japón, Estados Unidos y Latinoamérica.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Fundición
de Paipote.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
fundición de Paipote- ubicada en la provincia de Atacama- fue construida entre
1947 y 1949, su objetivo era fomentar el desarrollo de la pequeña y mediana
industria minera del Norte Chico. Refinaba cobre y oro, para ser
exportados con cierta elaboración y no
en bruto como había ocurrido hasta entonces.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
plan Serena.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Una
de las obras más originales dentro de la gestión de González Videla fue el plan
Serena, el primer ensayo urbanístico regional. El proyecto estaba centrado en
modernizar la ciudad y también su red vial, con nuevos trazados de calles y
carreteras como la Panamericana y la de San Juan, obras de regadío,
construcción de centrales hidroeléctricas, obras en los puertos de Coquimbo,
los Vilos y Guayacán y la construcción de balnearios como los de Peñuelas,
Tongoy o la Herradura. Con este plan se resaltó en estilo arquitectónico de la
Serena.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
desgaste del Partido Radical.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Desde
1938 a 1952, el radicalismo vivió en Chile su máximo apogeo, con tres
presidentes de sus filas. Sin embargo, al comenzar la década de 1950 el
desgaste experimentado fue menoscabando la importancia política de la
colectividad. Las continuas luchas de poder en su interior y la formación de
una suerte de casta burocrática, lo convirtieron paulatinamente en un partido
de menor importancia. En las décadas siguientes, el partido fue perdiendo
influencia electoral y fue desplazado por los partidos de masas.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">La
Declaración de Santiago de 1952.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
23 de junio de 1947, el presidente González Videla dictó un decreto en el que
se estableció la soberana chilena sobre 200 millas marítimas de mar de fondos
submarinos. En 1952, Ecuador y Perú se sumaron a la iniciativa Chilena y firmaron
el 8 de Agosto la Declaración de Santiago, en la cual suscribieron la tesis de
las 200 millas. Con el tiempo, esta tesis ha ido ganando terrero en la
comunidad internacional, siendo respaldada por todas las naciones.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Elecciones
de 1952.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">A
fines del gobierno de González Videla el electorado había perdido la confianza
en los radicales. La gente criticó fuertemente a los partidos y a los políticos por sus promesas no
cumplidas. Todo parecía indicar que la elección presidencial de ese año iba a
estar marcada por una clara orientación contra los partidos, orientándose los
votantes hacia líderes personalistas. Los radicales perdieron el poder en 1952,
iniciando una etapa de decadencia de su influencia política e ideológica. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Las
candidaturas presidenciales de 1952.<o:p></o:p></span></i></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
candidato radical fue Pedro Enrique Alfonso, quien contó con la aprobación de
González Videla y las asambleas radicales. Era respaldado además por una
fracción demócrata y los falangistas.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">Arturo
Matte Larraín fue el candidato de la derecha, lo apoyaron los partidos Liberal
y Conservador.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
candidato de la izquierda fue el Socialista Salvador Allende, que estuvo
apoyado por los partidos Comunista y Demócrata.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%; mso-ansi-language: ES-CL;">El
cuarto candidato, Carlos Ibáñez del Campo, el “general de a esperanza”, con una
escoba como símbolo de su campaña, prometía barrer con el desorden y la
politiquería aplicando a diestra y siniestra el “termocauterio”. Fue apoyado
por los agrariolaboristas, los socialistas populares, y gran cantidad de
independientes, así como la mayoría del electorado femenino, que por primera
vez votaba en una elección presidencial. Su base de apoyo era inorgánica en su
orientación y coyuntural en sus motivaciones.<o:p></o:p></span></div>
Kirberianos Históricoshttp://www.blogger.com/profile/09469357986624334157noreply@blogger.com0tag:blogger.com,1999:blog-1825443158324336771.post-81475531163331664422015-06-15T14:07:00.001-07:002015-06-15T14:07:08.856-07:00La ciudad en la Historia<div style="text-align: center;">
<h3>
La ciudad Contemporánea.</h3>
<h2>
<span style="font-size: large;">Unidad Nº4: La Ciudad Como sistema vivo.</span></h2>
<h3>
Uso de Suelo. </h3>
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/ObCMfx3ppM0/0.jpg" src="https://www.youtube.com/embed/ObCMfx3ppM0?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<h3>
</h3>
<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/wb3Nhcrlm-s/0.jpg" src="https://www.youtube.com/embed/wb3Nhcrlm-s?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<h3>
<br /></h3>
</div>
Kirberianos Históricoshttp://www.blogger.com/profile/09469357986624334157noreply@blogger.com0tag:blogger.com,1999:blog-1825443158324336771.post-2525910890721423902015-06-15T12:58:00.002-07:002015-06-15T12:58:42.120-07:00Consecuencias de la Revolución Rusa<h2 style="text-align: center;">
<span style="font-size: large;">Primeros Medios</span>.</h2>
<h2 style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">Unidad I:</span> <span style="font-size: small;">"<i>El Mundo en Crisis durante la Primera Mitad del Siglo XX</i>"</span>.</span></h2>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif;"> Aprendizaje
Esperado: "Caracterizar, apoyandose en diversas fuentes de información,
las principales Transformaciones políticas y económicas en el mundo
entre guerras(...)"</span></div>
<h3 style="text-align: justify;">
Objetivo: "Reconocer las consecuencias de la Revolución Rusa "</h3>
<h4 style="text-align: center;">
<span style="color: #cc0000;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;">Consecuencias de la Revolución Rusa </span></span></span></h4>
<h4 style="text-align: justify;">
Instrucciones:</h4>
<h4 style="text-align: justify;">
Observa el video que se te presentan a constinuación y responde las
preguntas planteadas. Debes apoyarte en los videos, en tu texto de
estudio de historia y en información que puedas extraer de la
web.
Puedes trabajar en Grupos de hasta 4 integrantes o sól@ (como lo
prefieras).</h4>
<h4 style="text-align: justify;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/JC3CCaUglWY/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/JC3CCaUglWY?feature=player_embedded" width="320"></iframe><span style="color: red;"> </span></h4>
<h4 style="text-align: justify;">
<span style="color: red;">Debes enviar el Producto de tu trabajo a mi correo <a href="mailto:monica.soto@liceotecnologico.cl">monica.soto@liceotecnologico.cl</a>,
indicando el nombre de los integrantes y el curso, tienes plazo hasta
el viernes 19 de Junio (a las 23:59). En formato word o PDF.</span></h4>
<h4 style="text-align: justify;">
</h4>
<h4 style="text-align: justify;">
Responde: </h4>
<h4 style="text-align: justify;">
1. Construye un cuadro comparativo indicando el antes y el después de la
revolución Rusa, considerando carácteristicas políticas, sociales y
económicas.</h4>
<h4 style="text-align: justify;">
2. ¿En qué consistió la NEP o nueva política económica?, explica.</h4>
<h4 style="text-align: justify;">
3. En términos políticos, explica cómo quedó conformada Rusia.</h4>
<h4 style="text-align: justify;">
4. ¿Qué fué la URSS?, ¿cuáles fueron sus características?</h4>
<h4 style="text-align: justify;">
5. Explica el Rol de Stalin en la URSS.</h4>
<h4 style="text-align: justify;">
6. Construye un esqueme indicando la forma en la que quedó organizada la URSS. (política, social y económicamente).</h4>
<h4 style="text-align: justify;">
</h4>
<h4 style="text-align: justify;">
</h4>
<h4 style="text-align: justify;">
</h4>
Kirberianos Históricoshttp://www.blogger.com/profile/09469357986624334157noreply@blogger.com0tag:blogger.com,1999:blog-1825443158324336771.post-78641447882796934102015-06-08T17:26:00.002-07:002016-06-20T21:37:46.978-07:00Sistema Electotal Chileno<h2 style="text-align: center;">
<span style="font-size: x-large;">Guía de trabajo</span> </h2>
<h2 style="text-align: center;">
<span style="font-size: large;">Cuartos medios.</span></h2>
<h2 style="text-align: center;">
<span style="font-size: large;">Sistema Electoral Chileno. </span></h2>
<h2 style="text-align: justify;">
<span style="font-size: small;">Completa el siguiente cuadro de síntesis que hace
referencia al sistema electoral en Chile. para ello utiliza tu texto de
estudio de cuarto medio e información de la web.</span></h2>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="color: purple;"><span style="color: red; font-size: large;">Nota: El Plazo para enviar el trabajo es hasta el Domingo 26 de Junio a las 23:59 hrs, en formato word o PDF.</span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="color: purple;"><span style="font-size: large;"><span style="color: red;"> Mi correo es</span><span style="color: purple;"> </span></span></span><span style="font-size: large;"> <u>monica.soto@liceotecnologico.cl</u></span> </span></div>
<h2 style="text-align: justify;">
</h2>
<h2 style="text-align: justify;">
</h2>
<h2 style="text-align: justify;">
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; margin-left: .95pt; mso-border-alt: solid windowtext .5pt; mso-border-insideh: .5pt solid windowtext; mso-border-insidev: .5pt solid windowtext; mso-padding-alt: 0cm 3.5pt 0cm 3.5pt; mso-table-layout-alt: fixed; width: 626px;">
<tbody>
<tr style="height: 48.0pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td style="border: solid windowtext 1.0pt; height: 48.0pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 80.55pt;" valign="top" width="107"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 48.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.85pt;" valign="top" width="94"><div class="MsoNormal">
Elecciones Presidenciales</div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 48.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 78.1pt;" valign="top" width="104"><div class="MsoNormal">
Elecciones Parlamentarias</div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 48.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.5pt;" valign="top" width="122"><div class="MsoNormal">
Elecciones de consejos regionales</div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 48.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.25pt;" valign="top" width="95"><div class="MsoNormal">
Elecciones Municipales</div>
</td>
<td style="border-left: none; border: solid windowtext 1.0pt; height: 48.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 77.25pt;" valign="top" width="103"><div class="MsoNormal">
Elecciones Primarias.</div>
</td>
</tr>
<tr style="height: 36.0pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 36.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 80.55pt;" valign="top" width="107"><div class="MsoNormal">
¿Cada Cuanto se realizan?</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 36.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.85pt;" valign="top" width="94"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 36.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 78.1pt;" valign="top" width="104"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 36.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.5pt;" valign="top" width="122"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 36.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.25pt;" valign="top" width="95"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 36.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 77.25pt;" valign="top" width="103"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 57.75pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 57.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 80.55pt;" valign="top" width="107"><div class="MsoNormal">
¿Cuándo es la Próxima elección?</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 57.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.85pt;" valign="top" width="94"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 57.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 78.1pt;" valign="top" width="104"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 57.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.5pt;" valign="top" width="122"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 57.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.25pt;" valign="top" width="95"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 57.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 77.25pt;" valign="top" width="103"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 41.25pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 41.25pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 80.55pt;" valign="top" width="107"><div class="MsoNormal">
¿Qué división Territorial se utiliza?</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 41.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.85pt;" valign="top" width="94"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 41.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 78.1pt;" valign="top" width="104"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 41.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.5pt;" valign="top" width="122"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 41.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.25pt;" valign="top" width="95"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 41.25pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 77.25pt;" valign="top" width="103"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 27.75pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 27.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 80.55pt;" valign="top" width="107"><div class="MsoNormal">
¿Qué cargos se eligen?</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 27.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.85pt;" valign="top" width="94"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 27.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 78.1pt;" valign="top" width="104"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 27.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.5pt;" valign="top" width="122"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 27.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.25pt;" valign="top" width="95"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 27.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 77.25pt;" valign="top" width="103"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 39.75pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 39.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 80.55pt;" valign="top" width="107"><div class="MsoNormal">
¿Cuántos candidatos se pueden presentar?</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 39.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.85pt;" valign="top" width="94"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 39.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 78.1pt;" valign="top" width="104"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 39.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.5pt;" valign="top" width="122"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 39.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.25pt;" valign="top" width="95"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 39.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 77.25pt;" valign="top" width="103"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 40.5pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 40.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 80.55pt;" valign="top" width="107"><div class="MsoNormal">
¿Cuántos son elegidos por división territorial?</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 40.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.85pt;" valign="top" width="94"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 40.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 78.1pt;" valign="top" width="104"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 40.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.5pt;" valign="top" width="122"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 40.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.25pt;" valign="top" width="95"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 40.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 77.25pt;" valign="top" width="103"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 46.5pt; mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 46.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 80.55pt;" valign="top" width="107"><div class="MsoNormal">
¿Por cuántos candidatos hay que votar?</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 46.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.85pt;" valign="top" width="94"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 46.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 78.1pt;" valign="top" width="104"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 46.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.5pt;" valign="top" width="122"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 46.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.25pt;" valign="top" width="95"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 46.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 77.25pt;" valign="top" width="103"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 78.75pt; mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 78.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 80.55pt;" valign="top" width="107"><div class="MsoNormal">
¿Cuántos son elegidos en mi región/ provincia/comuna?</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 78.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.85pt;" valign="top" width="94"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 78.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 78.1pt;" valign="top" width="104"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 78.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.5pt;" valign="top" width="122"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 78.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.25pt;" valign="top" width="95"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 78.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 77.25pt;" valign="top" width="103"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 93.0pt; mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 93.0pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 80.55pt;" valign="top" width="107"><div class="MsoNormal">
¿Cuáles son los requisitos para poder presentarse como
candidatos?</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 93.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.85pt;" valign="top" width="94"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 93.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 78.1pt;" valign="top" width="104"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 93.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.5pt;" valign="top" width="122"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 93.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 71.25pt;" valign="top" width="95"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 93.0pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 77.25pt;" valign="top" width="103"><div class="MsoNormal">
<br /></div>
</td>
</tr>
<tr style="height: 9.75pt; mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 9.75pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 80.55pt;" valign="top" width="107"><div class="MsoNormal">
¿Con qué sistema se define el ganador?</div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 9.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 70.85pt;" valign="top" width="94"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 9.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 78.1pt;" valign="top" width="104"><div class="MsoNormal">
<br /></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 9.75pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 91.5pt;" valign="top" width="122"><div class="MsoNormal">
<br /></div>
</td>
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¿Quién(es) sale(n) ganador(es)?</div>
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</h2>
Kirberianos Históricoshttp://www.blogger.com/profile/09469357986624334157noreply@blogger.com0tag:blogger.com,1999:blog-1825443158324336771.post-16408166803467725042015-06-08T16:51:00.004-07:002015-06-08T16:52:30.802-07:00Guía de Aprendizaje Ibañez<br />
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<span lang="ES" style="font-family: Algerian; font-size: 18.0pt; mso-bidi-font-family: Verdana; mso-bidi-font-weight: bold;">Guía de
Aprendizaje.</span></div>
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<br /></div>
<div align="center" class="MsoNormal" style="mso-layout-grid-align: none; text-align: center; text-autospace: none;">
<b><span lang="ES" style="font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: Verdana;">GOBIERNO DE CARLOS IBÁÑEZ
DEL CAMPO (1952 - 1958)</span></b></div>
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<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES">En 1952 arrasó en las elecciones, con la promesa de “barrer” con los
políticos. Sin embargo, una vez en el gobierno mostró una conducción errática,
que lo llevó a forjar las alianzas políticas más diversas y a enfrentar una
agitación social cada vez más fuerte frente a los problemas económicos. La <span style="color: black;"><a href="http://www.memoriachilena.cl/temas/index.asp?id_ut=inflacionenchile1878-2002"><span class="destacadoboldlink1"><span style="color: black; text-decoration: none; text-underline: none;">inflación</span></span></a> </span>iba en aumento y el
plan de ajuste fiscal que aprobó a mediados de su mandato activó más todavía la
oposición de obreros y estudiantes. Sin embargo, lo más significativo de su <span style="color: black;"><a href="http://www.memoriachilena.cl/temas/dest.asp?id=ibanezsegundo"><span class="destacadoboldlink1"><span style="color: black; text-decoration: none; text-underline: none;">segundo gobierno</span></span></a></span> fue la apertura
política a que condujo la elección de 1952 -en la que por primera vez muchos
votantes tradicionales de la derecha se inclinaron por otro candidato- y las
reformas electorales de fines de su mandato -que ampliaron el universo
electoral y eliminaron el fraude- abriendo el paso para el crecimiento de los
partidos de izquierda en el país.</span><span lang="ES" style="font-family: SymbolMT; font-size: 10.0pt; mso-bidi-font-family: SymbolMT; mso-hansi-font-family: Verdana;">
</span></div>
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<span lang="ES">Sin
embargo, tras la “limpieza general” que significaron las elecciones de ese año,
no hubo ningún proyecto de fondo. Su conducción fue errática, caracterizándose
por una elevad<span style="color: black;">a <a href="http://www.memoriachilena.cl/temas/index.asp?id_ut=inflacionenchile1878-2002"><b><span style="color: black;">inflación</span></b></a></span>, ante la que tuvo que
llamar a una comisión de expertos –la llamada <span style="color: black;"><a href="http://www.memoriachilena.cl/temas/dest.asp?id=conformaci%F3ndelaideolog%EDaneoliberalenchile%281955-1978%29misionklein"><span style="color: black; mso-bidi-font-weight: bold;">misión Klein Sacks</span></a>-</span>
que recomendaron un duro ajuste fiscal. </span></div>
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<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES">La reducción del gasto público provocó un
descontento generalizado, que se expresó en huelgas obreras y protestas
estudiantiles, ante las cuales los intentos de recurrir a la represión política
fueron inútiles por la negativa del<span style="color: black;"> <a href="http://www.memoriachilena.cl/temas/index.asp?id_ut=elcongresonacionaldechile"><span style="color: black; mso-bidi-font-weight: bold;">Congreso</span></a></span> en
secundarlo. Por otro lado, la heterogénea coalición que había apoyado a Ibáñez
en 1952, liderada por el novel Partido Agrario Laborista, no tardó en
fragmentarse y su base de apoyo parlamentaria se vio mermada. Los últimos meses
de su gobierno fueron turbulentos, y ante la expectativa de nuevas elecciones
presidenciales, el Congreso, dominado por los partidos de centro en alianza con
la izquierda, aprobó dos importantes leyes electorales: una que ampliaba el
universo electoral y otra que imponía la Cédula Única, lo que significaba
erradicar la posibilidad de fraude electoral y daba un duro golpe al
clientelismo político. A la postre, ello significó que buena parte de la
población rural quedó libre de votar por los partidos de izquierda, lo que
efectivamente harían en las décadas siguientes</span><span lang="ES" style="font-family: SymbolMT; font-size: 10.0pt; mso-bidi-font-family: SymbolMT; mso-hansi-font-family: Verdana;"></span></div>
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<span lang="ES">Los dos primeros años del Ibañismo se
desarrollaron dentro del marco consecuente de su programa de gobierno y su
fuerza electoral: Partido Agrario - Laborista, Partido Socialista Popular y
Partido Democrático del Pueblo. Sus gabinetes representaban su alianza
electoral y la inclinación populista fue la constante.</span></div>
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<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<b><span lang="ES" style="font-family: "Verdana","sans-serif"; font-size: 10.0pt; mso-bidi-font-family: Verdana;"> </span></b><b><span lang="ES">CARACTERÍSTICAS:</span></b>
</div>
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<span lang="ES" style="font-family: "Wingdings-Regular\,Bold"; mso-bidi-font-family: "Wingdings-Regular\,Bold"; mso-hansi-font-family: Verdana;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES">Sin una base política
incondicional: Inestabilidad de los gabinetes</span></div>
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<span lang="ES" style="font-family: "Wingdings-Regular\,Bold"; mso-bidi-font-family: "Wingdings-Regular\,Bold"; mso-hansi-font-family: Verdana;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span lang="ES" style="mso-fareast-font-family: "Wingdings-Regular\,Bold";"><span style="mso-spacerun: yes;"> </span></span></b><span lang="ES">Gobernó con amigos personales y parientes.</span></div>
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<span lang="ES" style="font-family: "Wingdings-Regular\,Bold"; mso-bidi-font-family: "Wingdings-Regular\,Bold"; mso-hansi-font-family: Verdana;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><b><span lang="ES" style="mso-fareast-font-family: "Wingdings-Regular\,Bold";"><span style="mso-spacerun: yes;"> </span></span></b><span lang="ES">El Congreso recibió todos sus proyectos de Ley, rechazándolos o
simplemente demorándolos innecesariamente.</span></div>
<div class="MsoNormal" style="margin-left: 36.0pt; mso-layout-grid-align: none; mso-list: l0 level1 lfo1; text-align: justify; text-autospace: none; text-indent: -18.0pt;">
<span lang="ES" style="font-family: "Wingdings-Regular\,Bold"; mso-bidi-font-family: "Wingdings-Regular\,Bold"; mso-hansi-font-family: Verdana;"><span style="mso-list: Ignore;">-<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span lang="ES">El permanente enfrentamiento entre
Ejecutivo y Legislativo El conflicto con el Congreso llevó a ciertos
partidarios de Ibáñez a pedirle que hiciera una demostración de fuerza y
disolviera el Congreso. En este convencimiento se organizó la Línea Recta,
integrada por oficiales del Ejército y la Aviación que dieron al Presidente el
más amplio apoyo para que actuara por vías extra constitucionales. Sin embargo,
el Presidente eligió el camino de la legalidad, apegándose estrictamente a la
Constitución de 1925, aún en los momentos más difíciles de su administración.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<b><span lang="ES">LAS PRINCIPALES REALIZACIONES DE ESTE GOBIERNO FUERON:</span></b></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span lang="ES" style="mso-fareast-font-family: SymbolMT;"> </span><span lang="ES">Creación
del Banco del Estado de Chile</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span lang="ES" style="mso-fareast-font-family: SymbolMT;"> </span><span lang="ES">Fundación
de la Base Pedro Aguirre Cerda en la Antártica</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span lang="ES" style="mso-fareast-font-family: SymbolMT;"> </span><span lang="ES">Corporación
de la Vivienda (CORVI)</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span lang="ES" style="mso-fareast-font-family: SymbolMT;"> </span><span lang="ES">Instituto
de Seguros del Estado</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span lang="ES" style="mso-fareast-font-family: SymbolMT;"> </span><span lang="ES">Creación
de la Superintendencia de Educación</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span lang="ES" style="mso-fareast-font-family: SymbolMT;"> </span><span lang="ES">Ley
Herrera sobre construcción de edificios escolares.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span lang="ES" style="mso-fareast-font-family: SymbolMT;"> </span><span lang="ES">Creación
de la Asignación Familiar y el Salario Mínimo Agrícola.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span lang="ES" style="mso-fareast-font-family: SymbolMT;"> </span><span lang="ES">Creación
de la Fundición de Ventanas y del Depto. del Cobre, para la comercialización
del metal rojo.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span lang="ES" style="mso-fareast-font-family: SymbolMT;"> </span><span lang="ES">Se
deroga la Ley de Defensa de la Democracia.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES" style="mso-fareast-font-family: SymbolMT;"> </span><span lang="ES">Se reforma la ley electoral, implementando la “cédula única” para
impedir el cohecho y la violación del secreto del voto. </span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES">Durante el gobierno de Ibáñez se produjo una
gran agitación social que se traduce en huelgas, protestas, disturbios
callejeros. En abril de 1957 se produce una gran huelga de la Locomoción
Colectiva a la que se suman los estudiantes y sectores de trabajadores, la que
es reprimida por carabineros y el ejército.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span lang="ES">Carlos Ibáñez fue incapaz de cohesionar a la
heterogénea mayoría que le dio el triunfo, ella se presentó dividida en las
elecciones parlamentarias de 1953 y no pudo conquistar el control del Congreso.
Comenzó a experimentar sucesivas derrotas, que culminaron en las elecciones
parlamentarias de 1957.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
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<b style="mso-bidi-font-weight: normal;"><u><span lang="ES" style="font-family: Algerian; font-size: 14.0pt;">Actividad</span></u></b></div>
<div class="MsoNormal">
<span lang="ES">Desarrolla las siguientes preguntas en tu
cuaderno de manera explícita y bien desarrolladas(cuando corresponda).</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEid7C7v5aqy9TXKF9IfDkSObzYn7TSAV7v-XXNgelgbs9Nhv_yXE1Tg9ARyslVC48DOziLqS8Lu11kMd40G9c-of0OsQKKWeoIVYWjEMCNbwzbgoNDjoDQMD_JPNc-nEgwvckrllcCTYs8/s1600/Topaze_12091952_p4_x_380.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEid7C7v5aqy9TXKF9IfDkSObzYn7TSAV7v-XXNgelgbs9Nhv_yXE1Tg9ARyslVC48DOziLqS8Lu11kMd40G9c-of0OsQKKWeoIVYWjEMCNbwzbgoNDjoDQMD_JPNc-nEgwvckrllcCTYs8/s320/Topaze_12091952_p4_x_380.jpg" width="320" /></a></div>
<br />
<div class="MsoNormal">
<br /></div>
<b>
</b><br />
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="mso-list: l1 level1 lfo2;"><b><span style="mso-bidi-font-weight: normal;"><span lang="ES">Explica el contexto en el que asume Carlos Ibáñez
del Campo su segundo gobierno.</span></span><span style="mso-bidi-font-weight: normal;"><span lang="ES"></span></span></b></li>
</ol>
<b>
</b><br />
<ol start="3" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="mso-list: l1 level1 lfo2;"><b><span style="mso-bidi-font-weight: normal;"><span lang="ES">¿Por qué la derecha lo apoya en las elecciones
de<span style="mso-spacerun: yes;"> </span>1952?</span></span><span style="mso-bidi-font-weight: normal;"><span lang="ES"></span></span></b></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2;"><b><span style="mso-bidi-font-weight: normal;"><span lang="ES">. ¿Por qué se dice que Ibáñez <span style="mso-spacerun: yes;"> </span>cambio el “caballo” por la “escoba”</span></span></b><b><span style="mso-bidi-font-weight: normal;"></span></b></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2;"><b><span style="mso-bidi-font-weight: normal;"><span lang="ES"></span></span>Según tu opinión ¿qué es lo que quiere expresar el
autor de la presente caricatura?</b></li>
</ol>
<b><span style="mso-bidi-font-weight: normal;"><span lang="ES"></span></span></b><br />
<div class="MsoNormal" style="margin-left: 36.0pt;">
<b><span lang="ES"></span></b></div>
<b>
</b><br />
<ol start="5" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="mso-list: l1 level1 lfo2;"><b><span style="mso-bidi-font-weight: normal;"><span lang="ES">Construye un MAPA CONCEPTUAL en tu cuaderno
indicando las características del gobierno de Ibáñez. Deberás
clasificarlas en políticas, económicas, sociales y culturales. Según
corresponda.</span></span><span lang="ES"></span><span lang="ES"></span> </b></li>
<li class="MsoNormal" style="mso-list: l1 level1 lfo2;"><b>Investiga
y explica en que consiste la llamada misión Klein Sacks</b></li>
</ol>
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<br />
<span lang="ES"></span><br />
<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-ansi-language: ES; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="color: black;"><a href="http://www.memoriachilena.cl/temas/dest.asp?id=conformaci%F3ndelaideolog%EDaneoliberalenchile%281955-1978%29misionklein"><span style="color: black; mso-bidi-font-weight: bold;"></span></a></span></span></b>Kirberianos Históricoshttp://www.blogger.com/profile/09469357986624334157noreply@blogger.com0tag:blogger.com,1999:blog-1825443158324336771.post-7216790562735857922015-06-08T16:04:00.004-07:002016-06-20T21:39:35.252-07:00<blockquote class="tr_bq">
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large;">Terceros Medios</span>.</div>
</blockquote>
<div style="text-align: center;">
Periodo 1946 a 1960 </div>
<span style="font-family: "georgia" , "times new roman" , serif;">Actividad: Observa el siguiente Video y responde las preguntas que se te plantean a continuación. </span><br />
<br />
<h3>
<span style="font-family: "georgia" , "times new roman" , serif;">Debes Enviar el producto de tu trabajo (en formato word o PDF) a mi correo <a href="mailto:monica.soto@liceotecnologico.cl">monica.soto@liceotecnologico.cl</a> , recuerda incluir tu nombre y el curso. </span> </h3>
<h2>
<span style="font-family: "verdana" , sans-serif;"><span style="color: #cc0000;">PLAZO hasta el viernes 24 de JUNIO</span></span></h2>
<br />
<blockquote class="tr_bq">
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/vbvItspRWgk/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/vbvItspRWgk?feature=player_embedded" width="320"></iframe></div>
</blockquote>
<br />
Responde:<br />
1. Explica el contexto en el que se desarrolla el presente documental.<br />
2. Indica las características políticas, sociales, económicas y culturales del periodo al que hace alusión el video.<br />
3. ¿Por qué se produce un conflicto político en el gobierno de gonzález Videla?<br />
4. ¿En qué consistía el Plan Serena de Videla?<br />
5. Explica el concepto de "Barrer con la Demagogia".<br />
6.¿ Qué función Cumple GLotario Blest en la Historia de Chile?<br />
7. ¿Por qué en 1960 el presidente le pide austeridad a los Chilenos?<br />
<br />
<h4>
Nota: RECUERDA QUE LAS RESPUESTAS DEBEN SER EXPLICATIVAS Y ARGUMENTATIVAS!!!!! </h4>
Kirberianos Históricoshttp://www.blogger.com/profile/09469357986624334157noreply@blogger.com0tag:blogger.com,1999:blog-1825443158324336771.post-19157463841306732512015-06-08T15:39:00.000-07:002015-06-08T16:33:46.163-07:00<h1 align="justify">
<span style="font-family: Arial; font-size: medium;">PRIMERO MEDIO</span></h1>
<h1 align="justify">
<span style="font-family: Arial; font-size: medium;">La revolución bolchevique: noviembre de
1917</span><span style="font-family: Arial; font-size: x-small;"><span style="font-weight: 400;"><br />
<br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">La situación excepcional de la guerra, el derrumbamiento del aparato del
estado con deserciones masivas de soldados, el descrédito de las opciones
más moderadas y el activismo disciplinado de los bolcheviques explica como
una minoría marxista radical consiguió hacerse con el poder en las
capitales rusas en noviembre de 1917.<br />
<br />
<img align="left" border="2" src="http://www.historiasiglo20.org/HM/images/2-3.jpg" height="208" hspace="3" vspace="3" width="309" />Tras muchas dudas por parte de los dirigentes bolcheviques, </span></span></span></span><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small; font-weight: 400;">
<a class="b" href="http://www.historiasiglo20.org/BIO/lenin.htm" target="_blank">Lenin</a></span><span style="font-size: small;"><span style="font-weight: 400;"> se
decidió a actuar. Su partido controlaba en ese momento el Soviet de
Petrogrado y Trotsky, el otro gran líder bolchevique, que dirigía el
denominado Comité Militar Revolucionario, dio la orden de asaltar el poder
a la Guardia Roja, una milicia de soldados revolucionarios controlada por
el partido de</span></span><span style="font-size: small; font-weight: 400;">
<a class="b" href="http://www.historiasiglo20.org/BIO/lenin.htm" target="_blank">Lenin</a></span><span style="font-size: small;"><span style="font-weight: 400;">.<br />
<br />
El golpe de estado del 7 de noviembre fue un éxito. El gobierno
provisional fue destituido y sus miembros huyeron o fueron arrestados.
Lenin se puso al frente de un gobierno de los Comisarios del Pueblo basado
en un partido de doscientos mil miembros que proclamaba su dominio sobre
un estado de más de ciento setenta millones de habitantes.<br />
El Congreso de los Soviets reunido en aquel momento decidió apoyar el
golpe de estado y aceptar el nuevo gobierno. Muchos mencheviques y
socialistas revolucionarios protestaron y dimitieron antes de aprobar un
golpe de estado ilegal. Trotsky les despidió así: “Sois unos penosos
individuos aislados; estáis corruptos; ya no pintáis nada. Marchad ahora
mismo a donde pertenecéis, ¡al vertedero de la historia!”.<br />
</span></span></span></h1>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/Ro2gbeqYR3c/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/Ro2gbeqYR3c?feature=player_embedded" width="320"></iframe></span></span></div>
<h1 align="justify">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><span style="font-weight: 400;"><br />
Nada más llegar al poder, el nuevo ejecutivo aprobó dos decretos con los
que buscaba el apoyo de las clases trabajadores:</span></span></span></h1>
<ul>
<li><h1 align="justify">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><span style="font-weight: 400;">Decreto de la
paz, en el que se proponía a todos los contendientes una inmediata paz sin
anexiones ni reparaciones. De hecho, los bolcheviques firmaron el
armisticio con Alemania en diciembre de ese año.</span></span></span></h1>
</li>
<li><h1 align="justify">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><span style="font-weight: 400;">Decreto de la
tierra, estableciendo la expropiación de los terratenientes y el reparto
de la tierra entre los campesinos.</span></span></span></h1>
</li>
</ul>
<h1 align="justify">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small; font-weight: 400;">
<img align="right" border="2" src="http://www.historiasiglo20.org/HM/images/2-3-1.jpg" height="181" hspace="3" vspace="3" width="279" />L</span><span style="font-size: small;"><span style="font-weight: 400;">enin
trataba así de afianzar su poder. No pudo evitar en contra de su voluntad
que se celebrasen las prometidas elecciones a la Asamblea Constituyente.
El resultado fue claro. Los bolcheviques solo consiguieron un cuarto de
los diputados en una asamblea donde los socialistas revolucionarios eran
mayoritarios. La respuesta del gobierno de los Comisarios del Pueblo fue
fulgurante: la Guardia Roja disolvió la Asamblea el 5 de enero de 1919. En
adelante, el gobierno de </span></span><span style="font-size: small; font-weight: 400;">
<a class="b" href="http://www.historiasiglo20.org/BIO/lenin.htm" target="_blank">Lenin</a></span><span style="font-size: small;"><span style="font-weight: 400;"> basó la legitimidad de su gobierno en los
Soviets, controlados férreamente por los bolcheviques. Se trataba de
justificar la dictadura comunista y presentarla como una democracia basada
en los Soviets.<br />
<br />
Desde un principio, los comunistas, como empezaban a ser denominados los
bolcheviques, fueron estableciendo las bases de la dictadura. En diciembre
de 1917, antes de la disolución de la Asamblea, un decreto había creado la
Checa, la policía política, dirigida por Felix Dzerzhinsky. Las demás
fuerzas políticas, incluyendo a mencheviques y socialistas
revolucionarios, fueron prohibidas y perseguidas. </span></span></span></h1>
Kirberianos Históricoshttp://www.blogger.com/profile/09469357986624334157noreply@blogger.com0