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Actualizar Secuencia Didactica: 10253
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<p>Que el estudiante reconozca la importancia y el aporte de las antiguas culturas americanas y evidencie sus legados en la actualidad.</p>
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<table><tbody><tr><td><p><b>COLOMBIA PRECOLOMBINA</b></p><p><b><u> </u></b></p><p>Desde hace miles de años, el territorio de nuestro país fue poblado por grupos indígenas que aprovecharon las oportunidades que les ofrecía el entorno para vivir y desarrollar su riqueza cultural. Algunos de ellos crearon cacicazgos y comenzaron a establecer confederaciones cuyos jefes tenían influencia sobre grandes territorios debido a alianzas y acuerdos que sostuvieron con otros caciques.</p><p><v:shapetype><v:stroke><v:formulas><v:f><v:f><v:f><v:f><v:f><v:f><v:f><v:f><v:f><v:f><v:f><v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:f></v:formulas><v:path><o:lock></o:lock></v:path></v:stroke></v:shapetype><v:shape><v:imagedata><w:wrap></w:wrap></v:imagedata></v:shape>Los diferentes pobladores del territorio colombiano llegaron por diferentes rutas. Desde el norte del continente ingresaron por el Istmo de Panamá. Otros por el sur y se asentaron en lo que hoy es Nariño, Cauca, Huila, Putumayo y parte del Tolima. Otros llegaron por el océano Pacífico, procedentes probablemente de la Polinesia. Hacía el 1200 a. C. llegaron pobladores de México, Guatemala y otras zonas de Centroamérica. Finalmente, utilizando la ruta del río Amazonas, llegaron varios grupos procedentes de Brasil.</p><p><b>Periodos del poblamiento de Colombia.</b></p><p><b><i><u>Paleoindio (15.000 a 7.000 a. C.).</u></i></b> Eran pueblos nómadas y se organizaron en hordas, vivían en cavernas y dominaban el fuego, elaboraban herramientas de piedra y hueso, existen hallazgos en Cundinamarca, en Tolima y Caldas.</p><p><b><i><u>Arcaico (7.000 a 1.200 a. C.).</u></i></b> Cuando bajaron las temperaturas los pobladores cambiaron sus formas de subsistencia: cazaban pequeños animales, pescaban, recogían moluscos o frutos. Habitaban en las orillas de los lagos, los mares y los ríos. Su estilo de vida era seminómada, basada en una agricultura de raíces. Los principales asentamientos fueron los de Monsú, Puerto Hormiga, Canapote y San Jacinto en la costa Caribe.</p><p><b><i><u>Formativo inferior (1.200 al 500 a.C</u></i></b>.). Hubo grandes migraciones hacia el interior del país por el valle del río Magdalena. Se consolidó la agricultura como modo de subsistencia y se desarrollaron la cerámica y la cestería. Los principales hallazgos arqueológicos se ubicaron en Malambo, Momil y San Agustín.</p><p><b><i><u>Formativo medio (500 a. C. al S. XVI).</u></i></b> Inició el proceso de sedentarización alrededor del cultivo del maíz. Aumentó la población y se estableció una organización política basada en el cacicazgo. Surgió la metalurgia, el intercambio y un desarrollo artístico religioso. Las principales culturas de este periodo fueron: Calima, Quimbaya, San Agustín y Tierradentro.</p><p><b><i><u>Formativo superior (Siglo XVI).</u></i></b> Se desarrollan ampliamente los muiscas y taironas. Se establecieron confederaciones o unión de cacicazgos y su sociedad se organizó jerárquicamente. Construyeron aldeas, centros ceremoniales y sistemas de producción agrícola. En este periodo llegaron los españoles.</p><p><b>Los cacicazgos.</b></p><p><v:shape><v:imagedata><w:wrap></w:wrap></v:imagedata></v:shape>Las primeras aldeas en territorio colombiano se constituyeron a partir del desarrollo de la agricultura. Así, los nuevos grupos humanos pudieron atender de manera adecuada los cultivos, responder por la familia y cumplir los deberes adquiridos con su grupo. De esta forma comenzaron a modificarse las estructuras sociales. El elemento más representativo de esta organización fue la aparición del cacique como líder de la sociedad indígena. La unión de tribus o de aldeas constituía un cacicazgo, que fue la estructura social, política y administrativa, característica de la vida indígena colombiana.</p><p><b> </b></p><p><b>Las familias lingüísticas.</b></p><p>Las culturas indígenas colombianas se agrupan en tres familias lingüísticas, de acuerdo con las distintas de acuerdo con las distintas lenguas que utilizaban para expresarse. Las principales familias lingüísticas son: chibcha, caribe y arawak.</p><table><tbody><tr><td><p><b>Cultura San Agustín</b></p></td><td><p><b>Cultura Muisca</b></p></td><td><p><b>Cultura Tairona</b></p></td></tr><tr><td><p><v:shape><v:imagedata></v:imagedata></v:shape></p></td><td><p><v:shape><v:imagedata></v:imagedata></v:shape></p></td><td><p><v:shape><v:imagedata></v:imagedata></v:shape></p></td></tr><tr><td><img 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" alt=""></td><td></td></tr></tbody></table></td></tr></tbody></table>
Ejercicios
<ul><li>1.Realiza la lectura del texto y escribe en tu cuaderno las ideas principales.</li><li>2.Teniendo en cuenta los periodos del poblamiento de Colombia realiza un mapa conceptual.</li></ul>
Evidencia
Evaluación
<ul><li>1.Ideas principales en el cuaderno.</li><li>2.Mapa conceptual de los periodos del poblamiento de Colombia.</li></ul>
Bibliografía
Foro
calificable?
Activo
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