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Propósito
<p style="text-align: justify;">1.Analizar las características con las que cuenta Europa a partir de su Demografía siglo XX y XXI.</p><p style="text-align: justify;">2. Comprender y crear una concepción diferente de lo que es el territorio.</p><p style="text-align: justify;"><span></span></p>
Motivación
<p>2.Respondo lo que creo según las siguientes preguntas:</p><p>¿Por qué es importante analizar la sociedad?</p><p>¿Qué es eso de sociedad y quienes la integran?</p><p>¿Qué entiendo por territorio?</p><p>¿Cómo entiendo la integración de las personas o grupos poblacionales en el territorio?</p>
Explicación
<p style="text-align: justify;">Europa es un continente densamente poblado especialmente en sus áreas centrales y costas, desde las primigenia hominización (7 millones de años) hasta la actualidad el continente Europeo ha variado su ciclo de poblamiento, solamente y hasta el siglo XVII como lo recuerda Braudel en La dinámica del capitalismo, fue posible estandarizar y empezar a crecer en número de habitantes “la potencia de los hombres”. En el siglo XXI Europa sufre una ralentización de su crecimiento que en no pocos estados deriva en una tasa negativa de crecimiento.</p><p>La demografía Europea tiene en general las siguientes características: </p><ul><li>Alta esperanza de vida al nacer (en torno a los 75-79 años en la mayoría de estados europeos), y población en un rápido proceso de envejecimiento (más del 15% de los habitantes tienen más de 65 años). <i>La esperanza de vida en el momento de nacer se elevaba a 77,8 años en 2015 en el conjunto de Europa, frente a 76,7 años en 2010. La esperanza de vida de las mujeres (81,1 años) sigue siendo superior a la de los hombres (74,6 años) en seis años y medio, una diferencia que se redujo ligeramente. Pero las disparidades son importantes según los países: los hombres viven casi 16 años más en Islandia (81,4) que en Kazajistán (65,7 años).En España, la esperanza de vida al nacimiento es de 85,5 años para las mujeres y 80,1 años para los hombres. </i> <i>Mantenimiento del declive de las áreas rurales, asociado a un elevado grado de urbanización (más del 75% de la población europea reside en ciudades, superando el 85% en Alemania, Reino Unido, Países Bajos y otros estados).</i></li> <li>Contención de la tasa de crecimiento vegetativo, debido a una fuerte disminución de la tasa de natalidad y a un incremento de la tasa de mortalidad asociada al envejecimiento de la población europea. El punto de inflexión para llegar a la segunda transición se explica en un evento histórico desastroso para el continente Europeo; La segunda Guerra Mundial, además de movimientos como mayo del 68, las fases de descolonización y la liberación femenina. También es importante señalar que las fases primigenias de consolidación del sistema capitalista estimulaban un crecimiento demográfico que se va a disminuir ante la emergencia de la crisis del modelo keynesiano. Este modelo usa tres ejes, curva de crecimiento natural, línea de natalidad, línea de mortalidad y sobre el eje X tiempo y sobre el eje Y las tasas. </li> <li>El anterior proceso deriva en una muy baja densidad demográfica en la mayoría de países exceptuados aquellos demasiado pequeños, especialmente los principados y países bajos.</li></ul><p style="text-align: center;"><img 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" 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oKjxFQtc1y2N3t7+9h31CKMY0RkIvuthqJ2HkpGogkAovSOHK0UC8ezHEM9ETBITVCQsvcUvbEpeVjyyqYUal5jS03DkMblm9T/wTAwoBE8xEJF6Q2oK4cSUuPZCLBHjWrejcys/CEzJrWJLpqA7Ep4SlFFDTbg0KFjlJ6ex/93ImBwmoBhSRMVtS1ab/pgGW4jID+x5/x5/m3so8OdPtEw6OEIGItGMDQMaASEsUfFqFjzUZkFwbUT0Qgg8EMVC1TTA/OttgTWwTKsRli4jvbsUQ23SFLCJMAQYPCaAFTVt/Oew5VkqCqBmtJdXK7+RcOC1kZAqQbE45hb2I6pF3UoBAapsjOxwRQcEsfPtfV+TRmOJiDZGGRHALjjsLVqCDAKTYjbfeIyQoDBgjIYl5EEDJL6WavUv2hY0NoICrPOeE9RFSAFCokeAHqrtoz0wTIcTUDWOjiXsBhF2WUQIBwU09OJxlU14dChw+pnI0dR0cASCyPBrl2jD9zdv3+/+tnIkZWVpX42cgQFqWK7FFy1ESTGHrIRDACyEa6Cr79bRNf/5l566pl36c+3PU4/+vEtNOU/bqKbb3mAHJy8aOXqLUygAKJPjmRva6fHn3qbv4tgMgU4/oab76PHnlR9BvfMLX96hHkJBjTC//38LxQaGkc///XtXOLjp7+8jckSINNnrqCf/OJW/uy//vf39HPx3s9+dRsLPk9MzGSSBTzHMXhf+Y2f/vJWuuvu5/iz72YsUb9/a/8jquHjOT6fCGiGx+NGAoP3FBAru0ELq7wSv6oZx6pw3oJyAwCfrQLluULQCwxIocVNgPzquruYyQI3BvL7Pz1MN/z2H3THX5/m17fd+STf6BvFezf99n5u4V9P/StNvfHvdN31d9N1N/ydbvrd/eLxbnWj3EHXTPsrN9zUG+/h4355rep/3S5+E8cprycCIWEqmhtbew8OiEaWEva63T1VFa2Q79bU1MJ0suBEDAqJ4dU8oCTBL1qyjiorTrFbfrW5KnFx9RobuigaLyQslm6/62mqrKyiAHWNVxCKrTTbzM+vmkwuMfa4jFZBYvwx5a6XV6qfSkwEZANMMKbc+dIK9dOxwbffL6HlKzdx3XxEYYMh3GK9Az3z/Ps0Z/5q8vOPYJd1bW29+hsjQ7cwdvoA3BkI/nr8yXfotrue4n1n5M0dF8Z2pCz7V8KABkCYC3xE2OZDGRhUhh8tUKgKMZ0zZi5nknps3JeWHaCFSyyYMhSNsnqtDXWKz4YLhNKvEd/BjapvaOTKkd2V1eL9dt6NQxVuhY1AV2CbE9PJs2druQIfivfOnmvG1D1jgTHXgPGCvjRgvDHljhdVjHLGjlyz0dOATwQGNAAiGZyct/OmCWg1lQgHQ8PBg8fo5KlqihYLG7CRYTWbt9qFuY2CQ2Lp2PETXOBzouKFdMGUO1641ACIQvbxC+M0JQR7HT58XP2J4QG2w2K9PdsU7+2h3ABAReXJfheCj8/oy+CPNSbFENTZfYGOxufSxe5uFmPCpGiA92zSKG25U//umDFhyu0vLFM/JVpn6cBFkDH9XLzMUi/TUH0DTPeI+jtVdZoOHDxC8YnplzUAbIGXdzCtEOsPTKvj4tJUXzZADGgAY8U7W1IpdamDik7NwLgoroYptz9vvA3QJsZ+FD2FJM2zVhU+1RCxKlMfabgY0ABYCdfVN3LyBUqSxManqj8xDOD8sCOFZO2Skn3ULhpAiZzQHIIUod4+nlpjFZuZtXPUtR/HAgMaIDk1m+sAYA3Q3j7yEoljhVlzV3FWDnaWqqrPUkfPVRqg7yLTpOcXFPP3QcNmaDC6IUiTSLDsZAMTCUL2h6cPJBIUcuFk9QAiwfNizWBoMLoGUHr8YNGmAYOF7YKBYUADBIXGkKeYhmIYWrZiY/8e6ETBzt6jn6TcR10tUNvNhwy3AVDtsE8MTbhOeGPDJziq2ug0QLNet6akLLK7nB5tkNTPMLzNJ6NogCdWXZ2jYjgaoCmGggEN4O0TQufq6qmjs5M3NJD4MN44pWbd9fYN440cYCwaAEQkP8xeSSeFof70i7kjLgQ5WlymAQqH6XgnPytAkBOYduHtvCCmmwiQGisNwHQWO2j4H8p1jzeMYgjKLD9NWfuuLDVlR7Rm0WiTixPEzqgNAxoA8fQnTlbxPmtjU8uEZB8qiyZogQJtPX6w6KIBQG1tHTvqEKYIbZsoDGgAkDJhcwMF4sCem5w8+lh5XYEpJ2p84jyUKaK2Gz5YdG0AZNgrcaGIzpgoGMUQpI2td7AMZxqqiCHBoBtAGyXmUJK2TGiAFupL7bKBmjeptjAnGgMaAJvxp6rPUMGuEl4Fu7jpr9zp1dDc3MKPKPvl63flVa820XUW1Gx1qQEQA4Xa/BOBAQ2AubDCVNs9znurdfUN/WOyAm03eigZSQNgsgEDrJlcMd4wuCFI4ayGaOOnHkpOF+3Xzk09lBQJUfNWTyQGNEC16P1YCQOYBioFV8cKBw6oKulpLoK09e7hiK4aoCkAwnAQ2ghHXc84LsoGNABqC2/3CWWeia+/W9xf6H+sgDhMBOWiQG1kdBKTlWq7ucOR0TYAMmO6xRAIDwA2ccYLBjcEabu5w5HRNsBEwSAa4CmzWK1TS11Et2modmm2Hn/n44AGwCwI7giUm8rfWUwrzVTVT/UJxNoDzmLF66quja0rz5w2GY0GKIIGAJkJbN/s+WuoXF3vZiwxoAFgDOGGGOsqRzB2cAMrPhhDagAAG/9g5BoPj/CED0Ffb8umr7ZmjVry7QKoxcZ91NLq5KM+s/HBgAZAnQLE28BLiNbXJWtlOCgtVdWJQVihMvXU1ptHIvrQAEjTapv+ns+1G9R1MscKAxogKDiaXNz9qaLiFEVFXWLl1Re22LjSfjH3x05bXEI6v6ftZo5E9NkA6Rl5lJqWK+yUH0/Jz55VVTEZC0z4EKRZJIILRWgpAjEcyVzjqr0IxDBEs0hE09rxrZc84Q2gia6eXnpW9OaRyGimoROJAQ2AIScjK5+HoOrqs7Rs1diy1GIFjDSoM6drOLWo+3yf1uFlODLahRhiSBGaj4zL8arHABicBmi7ucOR0TbARMGgGkATX23L0loKZSgpcAzWWgZlKGkPUbGlTDQGNMCRoxW8F6xgvEI1kpJVTr9Nm53ZKQaOHUS7aevpQ4muGtC61Zcs1qsMLqhoduwc27JYQ2FAA2za4swxkzsLipkcOztnfCpgW9u40d7S/WS1xYW9osgDGI8GeP6lj/l/eXojTrREfTbjC4Mdgl7fkEjvbE4ZtmSv96QmC4dhS6tXqPo/TSwMsgFG4hsaiRFuEVow0RjQACFhcVS0u5Sfg90EIepjDexEAU7bvLk8FzCeDVCrZmnp6Oii5JRsfj6ekBowwTC4BpjtuYM+sc/QWXZs9qXmTc66yUYDKAak2QA7dhRRRGQC80ujah1kLIHQF2SsIA4oSKyEDx46Sp87Zmrt4VeTkWgABAgWq1/wWJ8+U8tsieOJAQ2AE0G5QpSMLd5TRiV7R8/FfCVgY2ZHfhEHgDU0NIvpqOuENADIvrE7h4iIL79ZyO+NFwxuCJrhlktvbUrWWnfsSpJjKaah2uqOXUnMbdX/deJgkEa4o/u81l5+JdFVAxpmT1xEtCYGNEBaei7ZOXhy1sjRo5VM2DEeWLh4He0p2cfkS3Hx6dQ5AqfcSBpA2flCpVZwC41HufTBkBowwTDIBlDwsmWi1sp72iRrrbvWynvapE8diW0IGNAA8QlpnJlYUXmKY4SwOT9eiI5V0UzOXbCGPaLAkzqUUNdFA/rqGsnTO5hDYxAgoAQLTAQGNACmnanCDiA4q6WlbQBF+1jD2s6NysoOckwOcgTOnWsY0waA2wGkJJh6TsTYr8Cgh6CNUXu4YLRdfNlV5WBUFnVEJl9V2kPjqU+sPwwFBtUASrEDhAb2qkPjH10RpbXHD5bhagDAv9/bJ2ZB/HJCMaABoPrgdkbGCLg3Fy5Zr/5kfNDTo9qBA98bzgVD0lg0QISGuwFT0ImEQQ9BwFg0gCHB4BsAeGBphNYqe5qSvNBWa5U9TblwUsVDYUgY0ACIDQXzeGOjapNkIggsFG+kjZ0Hr4qB4cyGhqMBvaIB7B29+PqQjIhqexONAQ2QmpYjLjqNw8bZHd00/gsWqy3OVFRcSuGRCeyVxY3SZwPEiPUGMvEhCD6baBjFEJReVq215K2mnB0GWUefusyUIUFrA4xHYsLVoHkO/1yrvddrynA0wBChtQEwFUWmDGpoTQTA0oK6XshSAU2xPhsAw5qSGrV+gyM/TiSMYggyOQ0wNDy4NFLr1FNThjMN7a1R1VI2JGhtAEVFleLP44nyclV5cmdXXy5+CTylp1lQX2098xGhvDsCADIz8/n3JxJaGyBJHaCEEx1vBARFcZyo9/YQjlJAxqbeGuBcA9eNxG+iTuREekEVXHEIAoErxD8gckjx8QnQ+v4lufpv+PoFa31fkc+WONIXSx3p8yuI5ZxV5LXIYmhZaEF+nkFaf18RH98rfz6c++HrF6L1fU3RxKhtQGjo6INc9VES3cHBSf1s5EhLG32hh7IyVWjncDFkA8ANgAxBuIgRN6MNS5ZZcmznlYidAgKFgbwC95y7+B/Y/HFx9VO/czly8wo5hWmo9QnOD0wv2E0bCvEJ6ZSanqN+dTm2ufioruUK57HV2YdjZodikYHtBL0+yt9qQ+neAzy0gqcI9xYYtQZIjA6yASYYsgEmGLIBrgIlS16TSHYogItUG8DH
Ejercicios
<p>1. Leer las noticias correspondientes a cada grupo (grupos de 4 personas)</p><p><a href="https://www.acnur.org/emergencia-en-europa.html">https://www.acnur.org/emergencia-en-europa.html</a></p><p><a href="https://elpais.com/elpais/2018/11/17/opinion/1542468669_227621.html">https://elpais.com/elpais/2018/11/17/opinion/1542468669_227621.html</a></p><p><a href="https://www.elespectador.com/noticias/el-mundo/europa-llego-su-limite-con-la-migracion-ilegal-articulo-796917">https://www.elespectador.com/noticias/el-mundo/europa-llego-su-limite-con-la-migracion-ilegal-articulo-796917</a></p><p>Leer lo siguiente</p><p><a href="http://www.ub.edu/medame/TEMA2-1.pdf">http://www.ub.edu/medame/TEMA2-1.pdf</a></p><p><a href="http://www.ub.edu/medame/TEMA2-2.pdf">http://www.ub.edu/medame/TEMA2-2.pdf</a></p><p><a href="http://www.ub.edu/medame/TEMA2-3.pdf">http://www.ub.edu/medame/TEMA2-3.pdf</a></p><p><a href="http://www.ub.edu/medame/TEMA2-4.pdf">http://www.ub.edu/medame/TEMA2-4.pdf</a></p><p>2. Realizar una reflexión respecto a una de las lecturas que mas me hayan parecido relevantes (extensión 2 paginas).</p><p>3. Escuchar las orientaciones dadas por la docente y socializar las preguntas dadas al principio.</p>
Evidencia
Evaluación
<p style="text-align: justify;">Mediante un análisis autocritico las y los estudiantes participaran de un foro donde trabajen sobre la demografía europea identificando cada una de las características del mismo y a su vez analizando como ciertos conflictos externos.</p>
Bibliografía
Foro
calificable?
Activo
Actualizar