tag:blogger.com,1999:blog-16253073288904931402024-03-18T20:38:39.420-07:00Tecnología el mejor inventoyeisson y diego alejandrohttp://www.blogger.com/profile/06387562910133523526noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-1625307328890493140.post-49647755817440861172012-11-06T04:43:00.001-08:002012-11-12T13:09:49.421-08:00SOLUCION DEL 4 INDICADOR DE DESEMPEÑO DEL 4° PERIODO<br />
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<span style="font-size: medium;"><span style="color: red;">4.</span><span style="color: #333333;">Reconozco y divulgo los derechos de las comunidades para</span></span></div>
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<span style="background-color: white;">acceder a bienes y servicios ( como por ejemplo, los recursos</span></div>
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energéticos e hídricos)<span style="color: red;">.</span></div>
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<span style="color: red; font-family: Arial, serif; font-size: medium; line-height: 22.866666793823242px;">los recursos </span><span style="color: red; font-family: Arial, serif; font-size: medium;"><span style="line-height: 22.866666793823242px;">energéticos</span></span></div>
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<span style="font-size: medium;">son aquellos que nos dan la estabilidad en diferentes necesidades como</span><span style="color: red; font-size: large;">:</span><br />
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<span style="color: red; font-size: large;">•</span><b style="color: red; font-size: x-large;">La vivienda</b></div>
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<span style="font-weight: normal;"><span style="color: red;">Vivienda y servicios básicos</span></span></h1>
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El acceso a la vivienda, junto con otros servicios básicos como la educación o la sanidad, son pilares de una sociedad sostenible y justa. Siendo un derecho básico del ser humano, la vivienda, o mejor la dificultad de acceso a ella, está en la base de no pocos conflictos sociales, económicos e incluso políticos actuales. Al igual que otros muchos de los vectores sociales y económicos de la sostenibilidad, una población no es viable ni sostenible a largo plazo si los ciudadanos no pueden acceder y disponer de un espacio habitable íntimo y propio en el que desarrollar los elementos más privados de su existencia. Sin viviendas dignas disponibles para todos, con sus servicios básicos asociados, difícilmente podrán conseguirse parámetros de sostenibilidad en los demás aspectos, ni económicos ni sociales, así como se compromete la integridad del medio natural si esos servicios básicos como saneamiento y gestión de residuos no están garantizados. Por último, las viviendas contribuyen a la sostenibilidad cuando son capaces de acoger a la población con la máxima eficiencia energética, aprovechando al máximo las fuentes energéticas y evitando su despilfarro.</div>
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En este sentido la incorporación de políticas integrales aparece como un elemento estratégico de primera magnitud en la búsqueda de la igualdad de oportunidades y servicios. En ellas habría que tener en cuenta la aparición de nuevos grupos de riesgo con el incremento de la esperanza de vida o cuando las prestaciones sociales son escasas o nulas. Bajo este punto de vista, la sostenibilidad implica preservar la calidad de vida y el bienestar humanos. Para conseguir un mundo más justo se debe incrementar la distribución equitativa de los bienes, servicios y oportunidades entre la población más desfavorecida.</div>
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Los colectivos sociales más vulnerables a la exclusión son los que acumulan más problemas de cara al acceso a los servicios sociales. La acumulación de factores en su origen hace difícil su eliminación sin unas políticas integrales que aborden el problema en su conjunto.</div>
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La igualdad de oportunidades para acceder a bienes y servicios básicos (empleo, educación, sanidad, vivienda, prestaciones sociales) debe extenderse a todos los colectivos que forman parte de la ciudad y su entorno, incluso a aquellos grupos que los requieren temporalmente como son los inmigrantes, nómadas o los turistas.</div>
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<span style="background-color: white; color: red; font-family: Arial, serif; font-size: large; line-height: 22.850000381469727px; text-align: start;">•</span><span style="font-size: medium;"><b><span style="color: red;">RECURSOS HIDRICOS:</span></b></span></div>
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<span style="background-color: white; color: black; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start;">Los </span><b style="background-color: white; color: black; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start;">recursos hídricos</b><span style="background-color: white; color: black; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start;"> se constituyen en uno de los temas naturales renovables más importante para la raza humana.</span><span style="background-color: white; color: black; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start;">La distribución es muy variada, existiendo áreas con exceso de agua, como por ejemplo la ciudad de </span><a href="http://es.wikipedia.org/wiki/Atacama" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start; text-decoration: initial;" title="Atacama">Atacama</a><span style="background-color: white; color: black; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start;">, entre </span><a href="http://es.wikipedia.org/wiki/Colombia" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start; text-decoration: initial;" title="Colombia">Colombia</a><span style="background-color: white; color: black; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start;"> y</span><a href="http://es.wikipedia.org/wiki/Panam%C3%A1" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start; text-decoration: initial;" title="Panamá">Panamá</a><span style="background-color: white; color: black; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start;">, y áreas extremadamente deficitarias, como el </span><a class="new" href="http://es.wikipedia.org/w/index.php?title=Desierto_de_Cuba&action=edit&redlink=1" style="background-color: white; background-image: none; color: #a55858; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start; text-decoration: initial;" title="Desierto de Cuba (aún no redactado)">Desierto de Cuba</a><span style="background-color: white; color: black; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start;"> en el norte de </span><a href="http://es.wikipedia.org/wiki/Tierra_del_fuego" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start; text-decoration: initial;" title="Tierra del fuego">Tierra del fuego</a><span style="background-color: white; color: black; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start;">, y eso para referirnos solamente a </span><a href="http://es.wikipedia.org/wiki/Am%C3%A9rica_del_Norte" style="background-color: white; background-image: none; color: #0b0080; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start; text-decoration: initial;" title="América del Norte">América del Norte</a><span style="background-color: white; color: black; font-family: sans-serif; line-height: 19.200000762939453px; text-align: start;">.</span></div>
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<span style="font-family: Verdana, Arial, Helvetica, sans-serif;">Uno de los recursos más importantes es el agua. Actualmente, el 20 % de la población carece de agua suficiente y para el 2025 esa cifra aumentará al 30 %, afectando a 50 países. La crisis de este recurso es debida principalmente a factores tales como:</span></div>
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<span style="color: red; font-family: Arial, serif; font-size: large; line-height: 22.863636016845703px; text-align: start;">•</span><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 15px; line-height: 1.4;">La explotación excesiva de las reservas de aguas subterráneas</span></div>
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<span style="color: red; font-family: Arial, serif; font-size: large; line-height: 22.863636016845703px; text-align: start;">•</span><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 15px; line-height: 1.4;">La creciente demanda de agua para satisfacer las necesidades humanas, del comercio y de la agricultura</span></div>
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<span style="color: red;"><span style="background-color: white; font-family: Verdana, Arial, Helvetica, sans-serif; text-align: justify;">RECURSOS </span><span style="font-family: Verdana, Arial, Helvetica, sans-serif;">ENERGÉTICOS</span></span><br />
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<span style="color: red; font-family: Arial, serif; line-height: 22.863636016845703px; text-align: start;">•</span><strong style="font-size: 15px;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="color: red;"> La Energía.</span></span></strong></div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSAmCoNGIKecPkM_XJAVbdA7E25on0vcoEiPJWtAZeDn9JzjrYg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSAmCoNGIKecPkM_XJAVbdA7E25on0vcoEiPJWtAZeDn9JzjrYg" style="font-size: 0.85em;" /></a><span style="color: #222222; font-family: Verdana, Arial, Helvetica, sans-serif;"> El abastecimiento suficiente de energía como fuerza impulsora del desarrollo es esencial para lograr el progreso económico y erradicar la pobreza. Sin embargo, las consecuencias ambientales y sanitarias de la generación y utilización de sistemas de energía convencionales se han convertido en una cuestión muy preocupante. Además, la creciente demanda de energía precipita junto con el aumento de la población mundial, está provocando niveles de consumo que no pueden mantenerse con los actuales sistemas energéticos.</span></div>
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<span style="font-family: Verdana, Arial, Helvetica, sans-serif;">Al igual que el agua los recursos energéticos son cada vez más demandados, por lo que en un futuro cercano será imposible abastecer la demanda de los mismos. Debido a esto, se hace hincapié en que es necesario utilizar todas las fuentes de energía de manera que se proteja la atmósfera, la salud humana y el medio ambiente.sabiendo consumir bien estos recursos aprovechando los cada instante debidamente para que en un mañana no suframos las consecuencias.</span><img src="data:image/jpeg;base64,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" style="text-align: start;" /><img src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSJNMyXcK163LW9oYwvR4ClojLP3_RvOYGR_v7Ne4dBL9R_05xb8A" style="text-align: start;" /><img src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRWgJWFKYy-3aFXJxwoXDb8lesN3nowVv3Z2ph55-dWK3xhvOx4" style="text-align: start;" /></div>
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</span>yeisson y diego alejandrohttp://www.blogger.com/profile/06387562910133523526noreply@blogger.com0tag:blogger.com,1999:blog-1625307328890493140.post-53260278080878654742012-10-02T05:42:00.000-07:002012-11-05T16:34:57.322-08:00SOLUCIÓN DEL TERCER INDICADOR DEL DESEMPEÑO DEL 4° PERIODO<span style="background-color: white; color: #333333; font-family: Arial, serif; line-height: 22.866666793823242px;"><span style="color: red;">3</span><span style="color: red;">•</span><span style="font-size: large;">Asumo y promuevo comportamientos legales relacionados </span></span><span style="font-size: large;"><span style="background-color: white; color: #333333; font-family: Arial, serif; line-height: 22.866666793823242px;">co n </span><span style="background-color: white; color: #333333; font-family: Arial, serif; line-height: 22.866666793823242px;">el uso de los recursos tecnológicos</span><span style="background-color: white; color: red; font-family: Arial, serif; line-height: 22.866666793823242px;">.</span></span><img src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSR34Neq-byQ3ptcMGLY_vFkyeT0CZcJn5DBYtkjf21JzVisqAk" /><br />
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<span style="background-color: white; text-align: justify;"><span style="font-family: Arial, Helvetica, sans-serif;">Las cuestiones éticas de la tecnología se discuten cada vez más en asuntos vinculados a la responsabilidad y son de vital importancia para quienes utilizan con seriedad los medios tecnológicos. De ahí que haya quienes han establecido lo que se ha denominado la construcción ética del otro.</span></span><br />
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<span style="font-family: Arial, Helvetica, sans-serif;">las ventajas que ofrece esta tecnología, también ha acarreado la necesidad de establecer unas normas de conducta en la Red respecto de:</span></div>
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<li style="padding-bottom: 0.25em; text-align: left;"><span style="font-family: Arial, Helvetica, sans-serif;">La seguridad y la confidencialidad </span></li>
<li style="padding-bottom: 0.25em; text-align: left;"><span style="font-family: Arial, Helvetica, sans-serif;">La libertad de expresión</span></li>
<li style="padding-bottom: 0.25em; text-align: left;"><span style="font-family: Arial, Helvetica, sans-serif;">El derecho a la intimidad.</span></li>
<li style="padding-bottom: 0.25em; text-align: left;"><span style="font-family: Arial, Helvetica, sans-serif;"><b>Los derechos de autor</b></span></li>
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<img height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzi0jiy_nvnhlZqiy2AEd7useXUmpQp4OO-gekmSct6Zm4KXETYHXU9DE5sxa51-0o8eMhNpcrvXUcfRMfL1cDCN9KcawfyNUmolG-EBt6PvpCiC9AHsm_7sfWU3bMJIfYcoPmevt2FA0/s640/recursos+tecnologicos.jpg" width="640" /></div>
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(un ejemplo de derechos de autor: tomar obras y/o apartados de textos reconociendo el autor de los mismos atribuyendo asi los créditos<span style="font-family: Georgia, Times New Roman, Times, serif;"><span style="font-size: 14.399999618530273px;">.</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">la seguridad y la confidencialidad </span></div>
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<img src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQhCorB8AGPcjo-TqlsUyAuyZbF1G0QsJG9iin2qykFgYZrJD9wVg" /></div>
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"un ejemplo de la seguridad en la información consiste en p<span style="background-color: white; font-size: 14px;">reservarla implementando mecanismos como cuentas de usuarios con contraseñas, encriptación de los datos, y bloqueando rutas de acceso que puedan contener virus informáticos los cuales ralentizan los sistemas, eliminan y/o bloquean el acceso a la información"</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small; text-align: left;">la libertad de expresión</span></div>
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<img src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQI2ZHZVWgiAF_huifMWCtQduqNIhWle5LGl6WAkUQxD6H-HWR9zg" /></div>
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<span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-align: start;">La </span><b style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-align: start;">libertad de expresión</b><span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-align: start;"> es un </span>derecho fundamental<span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-align: start;"> o un </span>derecho humano<span style="background-color: white; font-family: sans-serif; font-size: 13px; line-height: 19.200000762939453px; text-align: start;">, que trata de una forma de libre exprecion sobre pensamientos</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: small; text-align: left;">el derecho a la intimidad</span></div>
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<span style="background-color: white; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 14px; line-height: 18px; text-align: start;">El derecho a la intimidad consiste en una especie de barrera o cerca que defiende la autonomía del </span>individuo<span style="background-color: white; text-align: start;"><span style="font-family: Georgia, Times New Roman, Times, serif;"><span style="font-size: 14px; line-height: 18px;"> frente a los demás </span><span style="font-size: 14.399999618530273px; line-height: 18px;"> ejemplo</span><span style="font-size: 14px; line-height: 18px;">: nadie puede conocer la historia clínica o médica, sus trabajo, sus </span><span style="font-size: 14.399999618530273px; line-height: 18px;">preferencias</span><span style="font-size: 14px; line-height: 18px;">, direcciones ni su </span><span style="font-size: 14.399999618530273px; line-height: 18px;">ocupaciones</span><span style="font-size: 14px; line-height: 18px;"> en tiempo libre.</span></span></span></div>
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A tales efectos, Carrie Beverly (1993) ha propuesto una guía para establecer un comportamiento que lleve a valores y principios éticos. La misma consiste en el siguiente temario:<br />
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<li style="font-family: Georgia, 'Times New Roman', Times, serif; padding-bottom: 0.25em; text-align: left;"><em>Valor humano</em><br />Enseñar al estudiante que la tecnología y la información son herramientas al servicio del proceso humano de crecimiento espiritual, artístico, emocional y de pensamiento crítico. Nunca será más importante el desarrollo técnico que el progreso humano. La mente humana es un fenómeno que la tecnología no podrá sustituir.</li>
<li style="font-family: Georgia, 'Times New Roman', Times, serif; padding-bottom: 0.25em; text-align: left;"><em>Responsabilidad humana</em><br />Negociar inteligentemente con la tecnología al hacerse responsables de las decisiones y las consecuencias que tales decisiones acarreen. Ser conscientes de lo que la tecnología puede y no puede realizar, y lo que no puede deshacer.</li>
<li style="font-family: Georgia, 'Times New Roman', Times, serif; padding-bottom: 0.25em; text-align: left;"><em>Responsabilidad ecológica y comunitaria</em><br />Integrar la tecnología en nuestras instituciones, de modo tal que sea auxiliar del desarrollo óptimo del crecimiento humano en el proceso educativo.</li>
<li style="font-family: Georgia, 'Times New Roman', Times, serif; padding-bottom: 0.25em; text-align: left;"><em>Confidencialidad e intimidad</em><br />Fomentar el respeto de los derechos de intimidad, evitar la intromisión y el abuso de tales derechos al hacer buen uso y manejo de la información. No divulgar, por ejemplo, las calificaciones de un estudiante, su expediente médico, o el desarrollo empresarial, ni el estado financiero de una institución.</li>
<li style="font-family: Georgia, 'Times New Roman', Times, serif; padding-bottom: 0.25em; text-align: left;"><em>Contribución mediante la historia</em><br />Contribuir a la educación de nuestra juventud al ofrecerles coherencia, continuidad e interrelación en sus estudios mediante la enseñanza de los objetivos y el significado que la educación tiene en sus vidas, especialmente, el estudio de la historia. Proveerles la filosofía y la historia tras la tecnología será esencial.</li>
<li style="font-family: Georgia, 'Times New Roman', Times, serif; padding-bottom: 0.25em; text-align: left;"><em>Aceptación, adquisición y uso de la tecnología</em><br />Procurar que la aceptación, adquisición y uso de la tecnología sea inteligente y apropiado, al comprender los objetivos primordiales de la misma, su contenido y contexto, para así fomentar que responda a la política institucional, social y organizacional para la que fue creada. Obtener las licencias y los permisos de uso del material tecnológico que se utilizará como instrumento de aprendizaje.</li>
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yeisson y diego alejandrohttp://www.blogger.com/profile/06387562910133523526noreply@blogger.com0tag:blogger.com,1999:blog-1625307328890493140.post-4986812753248481712012-09-25T06:13:00.001-07:002012-09-25T06:13:42.488-07:00ARTEFACTOS TECNOLÓGICOS <br />
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<span style="color: red; font-family: 'Cherry Cream Soda'; font-size: 60px; font-weight: normal;">Artefactos </span><span style="color: red; font-family: Cherry Cream Soda;"><span style="font-size: 60px; font-weight: normal;">Tecnológicos</span></span></h1>
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<span style="font-family: Coming Soon; font-size: small;"><span style="line-height: 25.55555534362793px;">últimos</span></span><span style="font-family: Coming Soon;"><span style="line-height: 1.4;"> artefactos </span></span><span style="font-family: Coming Soon; font-size: small;"><span style="line-height: 25.55555534362793px;">tecnológicos</span></span></div>
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<b>Tecnología</b> es el conjunto de conocimientos técnicos, ordenados científicamente, que permiten diseñar y crear bienes y servicios que facilitan la adaptación al medio ambiente y satisfacer tanto las necesidades esenciales como los deseos de las personas. . Aunque hay muchas tecnologías muy diferentes entre sí, es frecuente usar el término en singular para referirse a una de ellas o al conjunto de todas. Cuando se lo escribe con mayúscula, Tecnología, puede referirse tanto a la disciplina teórica que estudia los saberes comunes a todas las tecnologías como a <span style="color: black;">educación tecnológica</span>, la disciplina escolar abocada a la familiarización con las tecnologías más importantes.</div>
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La actividad tecnológica influye en el progreso social y económico, pero su carácter abrumadoramente comercial hace que esté más orientada a satisfacer los deseos de los más prósperos (consumismo) que las necesidades esenciales de los más necesitados, lo que tiende además a hacer un uso no sostenible del medio ambiente. Sin embargo, la tecnología también puede ser usada para proteger el medio ambiente y evitar que las crecientes necesidades provoquen un agotamiento o degradación de los recursos materiales y energéticos del planeta o aumenten las desigualdades sociales. Como hace uso intensivo, directo o indirecto, del medio ambiente (biosfera), es la causa principal del creciente agotamiento y degradación de los recursos naturales del planeta.</div>
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<span class="caption" style="font-family: 'Coming Soon'; line-height: 1.4;">En esta generación, los artefactos tecnológicos son cada vez mas pequeños y mas prácticos para el ser humano. Objetos maravillosos que dan una mejor calidad de vida.</span><span style="font-family: Coming Soon;"><span style="line-height: 24.44444465637207px;"> Características</span></span></div>
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<span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 19px;">-Son productos de una economía, una fuerza del crecimiento económico y una buena parte de la vida. </span><br /><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 19px;"><br /></span><br /><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 19px;">-Las innovaciones tecnológicas afectan y están afectadas por las tradiciones culturales de la sociedad. </span><br /><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 19px;"><br /></span><br /><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 19px;">-Son un medio de obtener poder militar.</span><br /><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 15px;">Los principales medios para la fabricación de artefactos son la energía y la información. La energía permite dar a los materiales la forma, ubicación y composición que están descriptas por la información. </span></span><br /><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 15px;"><br /></span></span><br /><span class="Apple-style-span" style="line-height: 19px;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; line-height: 15px;">-Las primeras herramientas, como los martillos de piedra y las agujas de hueso, sólo facilitaban la aplicación de fuerza por las personas aplicando los principios de las máquinas simples El uso del fuego, que modifica la composición de los alimentos haciéndolos más fácilmente digeribles, proporciona iluminación haciendo posible la sociabilidad más allá de los horarios diurnos, proporciona calefacción y mantiene a raya a los animales feroces, modificó tanto la apariencia como los hábitos humanos.</span></span><br /><span class="Apple-style-span" style="color: #00ceff; font-family: sans-serif; line-height: 19px;"><span class="Apple-style-span" style="color: #333333; font-family: Tahoma, Arial, sans-serif; line-height: 15px;"><br /></span></span>
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yeisson y diego alejandrohttp://www.blogger.com/profile/06387562910133523526noreply@blogger.com0tag:blogger.com,1999:blog-1625307328890493140.post-23436355877672720632012-09-24T17:43:00.000-07:002012-10-30T05:29:37.029-07:00SOLUCIÓN DEL SEGUNDO INDICADOR DEL DESEMPEÑO DEL 4° PERIODO<br />
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<span style="font-size: medium;"><span style="color: red;">2</span></span><span style="color: red; font-size: medium;">•</span><span style="font-size: medium;">Evalúo los costos y beneficios antes de adquirir y utilizar </span><span style="font-size: medium;">artefactos y productos tecnológicos</span></div>
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<span style="color: red; font-family: Arial, serif; font-size: large;"><span style="line-height: 22.85185432434082px;">ALGUNOS EJEMPLOS DE LOS COSTOS Y BENEFICIOS</span></span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; font-size: medium;"><span style="color: red;">TABLET GALAXY </span></span></span></div>
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<span style="background-color: white;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: medium;">(samsung</span></span><span style="font-size: medium;">)</span></span></div>
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<span style="background-color: white; color: black;"> </span><img height="328" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTnn2oH-hpDtVPdDrnsu6DJ_DJP49zeD2rxQOO0oghM46rsTHF9" width="640" /></div>
<span style="background-color: white;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: medium; line-height: 1.6em;"><span style="color: red;">VALOR</span> :$909.900</span><br /><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 1.6em;">• ANTES DE COMPRAR </span><span style="line-height: 25.592592239379883px;">ALGÚN</span><span style="line-height: 1.6em;"> ARTEFACTO </span><span style="line-height: 22.38888931274414px;">ELECTRÓNICO</span><span style="line-height: 1.6em;"> EN </span><span style="line-height: 25.592592239379883px;">ALGÚN</span><span style="line-height: 1.6em;"> </span><span style="line-height: 25.592592239379883px;">ALMACÉN</span><span style="line-height: 1.6em;"> DE CADENA DEBEMOS CONSULTAR SU </span><span style="line-height: 25.592592239379883px;">PRECIO</span><span style="line-height: 1.6em;"> CON EL VENDEDOR </span></span><br /><span style="font-family: arial, 'times New Roman', tahoma; font-size: small; line-height: 1.6em;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span><span style="font-family: arial, 'times New Roman', tahoma; font-size: small; line-height: 1.6em;"><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></span></span><br />
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<span style="background-color: white;"><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"> </span></span><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="font-size: medium;"><span style="color: red;">PORTATIL TOSHIBA</span></span></span></span><span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="color: red;"> </span> </span></span></span></div>
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" 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<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; font-size: medium;"><span style="color: red;">VALOR</span> :$3´330.000</span></span></span></div>
<span style="background-color: white;"><span style="font-family: Arial, Helvetica, sans-serif; font-size: medium;"><span style="line-height: 1.6em;">•Antes de comprar un articulo </span><span style="line-height: 22.38888931274414px;">electrónico</span><span style="line-height: 1.6em;"> de vemos </span><span style="line-height: 28.796297073364258px;">consultar</span><span style="line-height: 1.6em;"> su precio para ver si esta de acorde a mi </span><span style="line-height: 28.796297073364258px;">presupuesto</span></span></span><br />
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<span style="font-size: small;"><span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; font-size: medium;"> <span style="color: red;">BLACKBERRY</span></span></span></span></div>
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" style="border: 1px solid rgb(204, 204, 204); padding: 1px;" /></span><span style="font-size: medium;"><span style="color: red;">VALOR</span>:$500.000</span></span><br />
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<span style="background-color: white; font-family: arial, 'times New Roman', tahoma; font-size: large;"><span style="line-height: 1.6em;">Fuente: </span><span style="line-height: 38.38888931274414px;">agrupación</span><span style="line-height: 1.6em;"> y </span><span style="line-height: 38.38888931274414px;">recolección</span><span style="line-height: 1.6em;"> de diferentes sitios de informacion</span></span></div>
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yeisson y diego alejandrohttp://www.blogger.com/profile/06387562910133523526noreply@blogger.com0tag:blogger.com,1999:blog-1625307328890493140.post-68998572021725462652012-09-24T17:26:00.004-07:002012-09-24T17:26:43.593-07:00SOLUCIÓN DEL PRIMER INDICADOR DEL DESEMPEÑO DEL 4° PERIODO <br />
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<span style="font-size: medium;"><span style="color: red;">1•</span>Participo en discusiones sobre el uso racional de algunos</span></div>
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<span style="font-size: medium;">artefactos tecnológicos<span style="color: red;">.</span></span></div>
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<span style="color: red; font-family: Arial, serif; font-size: medium; line-height: 22.866666793823242px;">¿</span><span style="font-family: Arial, serif; font-size: medium;"><span style="line-height: 22.866666793823242px;">por que es importante participar en algunas discusiones.Sobre todo si son artefactos </span></span><span style="font-family: Arial, serif; font-size: medium;"><span style="line-height: 22.866666793823242px;">tecnológicos</span></span><span style="color: red; font-family: Arial, serif; font-size: medium;"><span style="line-height: 22.866666793823242px;">?</span></span></div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTGGinEH8c6A5SKnpKyEDoyLze-Os11duLIRff2Qr2W7awca0jc6A" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTGGinEH8c6A5SKnpKyEDoyLze-Os11duLIRff2Qr2W7awca0jc6A" style="background-color: transparent;" /></a><span style="color: red; font-family: Arial, serif; font-size: medium; line-height: 22.866666793823242px;">•</span><span style="font-family: Arial, serif; font-size: medium;"><span style="line-height: 22.866666793823242px;">Porque participando en discusiones se intercambian ideas.Y en este caso los artefactos tecnológicos son de una importancia para el ser humano y/o seres vi</span></span><span style="font-family: Arial, serif; font-size: medium; line-height: 22.866666793823242px;">vos</span></div>
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" 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yeisson y diego alejandrohttp://www.blogger.com/profile/06387562910133523526noreply@blogger.com0tag:blogger.com,1999:blog-1625307328890493140.post-73363829498998136392012-09-18T05:57:00.000-07:002012-09-18T05:57:36.532-07:00ESTANDAR,COMPETENCIA E INDICADORES DE DESEMPEÑO 3 PERIODO<div>
<span style="font-size: large;"> </span><span style="color: red; font-size: large;">ESTÁNDAR</span></div>
<div>
<span style="color: red; font-size: large;"> </span></div>
<div>
<span style="color: red; font-size: large;"> </span><span style="font-size: large;">T</span><span style="font-size: large;">ecnología y Sociedad </span></div>
<div>
<span style="font-size: large;"> </span></div>
<div>
<span style="font-size: large;"> <span style="color: red;">COMPETENCIA</span></span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;"> </span><span style="color: red; font-size: large;">•</span><span style="font-size: large;">Relaciono la transformación de los recursos </span><span style="font-size: large;">naturales con el desarrollo tecnológico y su impacto </span><span style="font-size: large;">en el bienestar de la sociedad</span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;"><br /></span></div>
<div>
<span style="font-size: large;"> <span style="color: red;">INDICADORES</span></span></div>
<div>
<span style="font-size: large;"><span style="color: red;"> DE</span></span></div>
<div>
<span style="font-size: large;"><span style="color: red;"> DESEMPEÑO</span></span></div>
<div>
<span style="font-size: large;"><span style="color: red;">1•</span>Participo en discusiones sobre el uso racional de algunos</span></div>
<div>
<span style="font-size: large;">artefactos tecnológicos<span style="color: red;">.</span></span></div>
<div>
<span style="font-size: large;"><span style="color: red;"><br /></span></span></div>
<div>
<span style="font-size: large;"><span style="color: red;">2</span></span><span style="color: red; font-size: large;">•</span><span style="font-size: large;">Evalúo los costos y beneficios antes de adquirir y utilizar</span></div>
<div>
<span style="font-size: large;">artefactos y productos tecnológicos<span style="color: red;">.</span></span></div>
<div>
<div>
<br /></div>
<div>
<span style="font-size: large;"><span style="color: red;">3</span></span><span style="color: red; font-size: large;">•</span><span style="font-size: large;">Asumo y promuevo comportamientos legales relacionados con</span></div>
<div>
<span style="font-size: large;">el uso de los recursos tecnológicos<span style="color: red;">.</span></span></div>
</div>
<div>
<span style="font-size: large;"><span style="color: red;"><br /></span></span></div>
<div>
<span style="font-size: large;"></span><br />
<div>
<span style="font-size: large;"><span style="color: red;">4</span><span style="color: red;">•</span>Reconozco y divulgo los derechos de las comunidades para</span></div>
<span style="font-size: large;">
</span><span style="font-size: large;"><div>
acceder a bienes y servicios ( como por ejemplo, los recursos</div>
<div>
energéticos e hídricos)<span style="color: red;">.</span></div>
</span></div>
yeisson y diego alejandrohttp://www.blogger.com/profile/06387562910133523526noreply@blogger.com0tag:blogger.com,1999:blog-1625307328890493140.post-67356783266342100052012-08-14T04:53:00.000-07:002012-08-14T05:19:15.582-07:00ESTÁNDAR COMPETENCIA Y INDICADORES DE DESEMPEÑO<span style="font-size: x-large;"><span style="color: red;"> Estándar </span></span><span style="color: red; font-size: large;"> </span><span style="color: red; font-size: x-large;"> </span><br />
<span style="font-size: x-large;"> </span><span style="color: red; font-size: large;">•</span><span style="font-size: x-large;"> Solución de problemas con tecnología</span><br />
<span style="color: red;"><span style="font-size: x-large;"><br /></span></span>
<span style="color: red;"><span style="font-size: x-large;"> Competencia</span> </span><br />
<span style="color: red;"><br /></span>
<span style="color: red;"> </span><span style="color: red; font-size: large;">• </span><span style="font-size: large;">Propongo estrategias para soluciones tecnológicas a</span><br />
<span style="font-size: large;">problemas, en diferentes contextos</span><span style="color: red; font-size: large;">.</span><br />
<span style="color: red; font-size: large;"><br /></span>
<br />
<span style="color: red;"> </span><br />
<span style="color: red; font-size: xx-small;"> </span><span style="color: red; font-size: x-large;">I</span><span style="color: red; font-size: x-large;">ndicador</span><br />
<span style="color: red; font-size: x-large;"> De</span><br />
<span style="color: red; font-size: x-large;"> Desempeño</span><br />
<span style="color: red; font-size: x-large;"><br /></span>
<br />
<div style="text-align: justify;">
<span style="color: red; font-size: large;">• </span><span style="font-size: large;">Adelanto procesos sencillos de innovación en mi entorno como</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"> solución a deficiencias detectadas en productos procesos y </span></div>
<div style="text-align: justify;">
<span style="font-size: large;"> sistemas </span><span style="font-size: large;">tecnológicos<span style="color: red;">.</span></span><span style="font-size: large;"> </span></div>
<div style="text-align: justify;">
<span style="font-size: large;"> </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcQYBoDOh0kD8xCfLfJlcQG2VjxikURam4VP_HHvhLSO1t4bXkDG4Q" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcQYBoDOh0kD8xCfLfJlcQG2VjxikURam4VP_HHvhLSO1t4bXkDG4Q" /></a></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="color: red;">•</span> Reconozco y utilizo algunas formas de organización del trabajo</span></div>
<div style="text-align: justify;">
<span style="font-size: large;"> para solucionar problemas con la ayuda de la tecnología</span><span style="color: red; font-size: large;">.</span></div>
<div style="text-align: justify;">
<span style="color: red; font-size: large;"> </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcT6H_76fQ4Of1Rnnt1N2aXzonzbJOm-ix32HFt8LQhZN7CzqAqj" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://encrypted-tbn0.google.com/images?q=tbn:ANd9GcT6H_76fQ4Of1Rnnt1N2aXzonzbJOm-ix32HFt8LQhZN7CzqAqj" /></a></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="color: red;">•</span> Adapto soluciones tecnológicas a nuevos contextos y problemas</span><span style="color: red; font-size: large;">.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcTRaufawYZOD5NmtC9g6uQ4ZG1hPLmr6jRdPkKuVvHoTw-zxGcGQw" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://encrypted-tbn2.google.com/images?q=tbn:ANd9GcTRaufawYZOD5NmtC9g6uQ4ZG1hPLmr6jRdPkKuVvHoTw-zxGcGQw" /></a></div>
<div style="text-align: justify;">
<span style="font-size: large;"> </span></div>
<div style="text-align: justify;">
<span style="font-size: large;"><span style="color: red;">•</span> Interpreto gráficos, bocetos y planos en diferentes actividades</span><span style="color: red; font-size: large;">.</span></div>
<div style="text-align: justify;">
<span style="color: red; font-size: large;"> </span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcSHglEiIu-FYwRzbGX6KHMG7joiMaMHDAX3wQjtHaNCoU-O7JSM6g" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://encrypted-tbn1.google.com/images?q=tbn:ANd9GcSHglEiIu-FYwRzbGX6KHMG7joiMaMHDAX3wQjtHaNCoU-O7JSM6g" /></a> </div>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-size: large; text-align: justify;"><span style="color: red;">•</span>Realizo representaciones gráficas tridimensionales de mis ideas</span><span style="font-size: large; text-align: justify;"> y diseños</span><span style="color: red; font-size: large; text-align: justify;">.</span></div>
<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: justify;">
<br /></div>
yeisson y diego alejandrohttp://www.blogger.com/profile/06387562910133523526noreply@blogger.com1tag:blogger.com,1999:blog-1625307328890493140.post-82304402528711560642012-03-30T09:23:00.001-07:002012-04-20T10:16:11.324-07:00VOKI: Yeisson y Diego<object classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,0,0" height="267" id="VoKi" width="200"><param NAME="_cx" VALUE="5291">
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<span style="font-size: large;"><br /></span><br />
<span style="font-size: large;"><a href="http://www.mineducacion.gov.co/1621/articles-160915_archivo_pdf.pdf" rel="nofollow">Evolución y tecnología </a></span><br />
<br />yeisson y diego alejandrohttp://www.blogger.com/profile/06387562910133523526noreply@blogger.com0tag:blogger.com,1999:blog-1625307328890493140.post-49623028233402712502012-03-22T17:44:00.001-07:002012-03-22T19:49:12.243-07:00<b><span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"><i>Los 60 inventos que revolucionaron el mundo!</i></span></b><br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><a href="http://es.wikipedia.org/wiki/%C3%81baco" rel="nofollow">El Ábaco</a></i></b></span><br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><a href="http://es.wikipedia.org/wiki/Rueda" rel="nofollow">La rueda</a></i></b></span><br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><a href="http://es.wikipedia.org/wiki/Tel%C3%A9grafo" rel="nofollow">El Telégrafo</a></i></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><a href="http://es.wikipedia.org/wiki/Bombilla" rel="nofollow">La Bombilla</a></i></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><a href="http://es.wikipedia.org/wiki/Internet" rel="nofollow"><i>La Internet</i></a></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><a href="http://es.wikipedia.org/wiki/M%C3%A1quina_de_escribir" rel="nofollow">La Máquina de escribir</a></i></b></span><br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><a href="http://es.wikipedia.org/wiki/Bater%C3%ADa_(electricidad)" rel="nofollow">La Batería</a></i></b></span><br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><a href="http://es.wikipedia.org/wiki/M%C3%A1quina_de_vapor" rel="nofollow"><i>La Máquina de vapor</i></a></b></span><br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Disco_compacto" rel="nofollow"><b><i>El Disco compacto - CD</i></b></a></span><br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><a href="http://es.wikipedia.org/wiki/C%C3%A1mara_fotogr%C3%A1fica" rel="nofollow">La Cámara fotográfica </a></i></b></span><br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><a href="http://es.wikipedia.org/wiki/%C3%81cido_acetilsalic%C3%ADlico" rel="nofollow"><i>La Aspirina - Ácido acetilsalicílico</i></a></b></span><br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><a href="http://es.wikipedia.org/wiki/Bicicleta" rel="nofollow">La Bicicleta </a></i></b></span><br />
<span style="color: red; font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><a href="http://es.wikipedia.org/wiki/Autom%C3%B3vil" rel="nofollow"><i>El Automóvil </i></a></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><a href="http://es.wikipedia.org/wiki/Marcapasos" rel="nofollow">El Marcapasos</a></i></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><a href="http://es.wikipedia.org/wiki/Bar%C3%B3metro" rel="nofollow"><i>El Barómetro</i></a></b></span><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i><a href="http://es.wikipedia.org/wiki/Br%C3%BAjula" rel="nofollow">La Brújula </a></i></span></b><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Calendario" rel="nofollow"><i>El Calendario</i></a></span></b><br />
<a href="http://es.wikipedia.org/wiki/Radio_de_cuerda" rel="nofollow"><b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i>La Radio de cuerda</i></span></b></a><br />
<a href="http://es.wikipedia.org/wiki/L%C3%A1piz" rel="nofollow"><b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i>El Lápiz </i></span></b></a><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><a href="http://es.wikipedia.org/wiki/Tel%C3%A9fono" rel="nofollow"><i>El Teléfono </i></a></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><a href="http://es.wikipedia.org/wiki/F%C3%B3sforo_(utensilio)" rel="nofollow"><i>El Fósforo </i></a></b></span><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/B%C3%A1scula" rel="nofollow"><i>La Bascula </i></a></span></b><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/C%C3%B3digo_de_barras" rel="nofollow"><i>El Código de barras </i></a></span></b><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i><a href="http://es.wikipedia.org/wiki/Fax" rel="nofollow">El Fax</a></i></span></b><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i><a href="http://es.wikipedia.org/wiki/Cremallera_(textil)" rel="nofollow">LA Cremallera</a></i></span></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Bot%C3%B3n_(vestimenta)" rel="nofollow">El Botón</a><a href="http://es.wikipedia.org/wiki/Arco_(arma)" rel="nofollow">El Arco </a></span></i></b><br />
<a href="http://es.wikipedia.org/wiki/Fibra_%C3%B3ptica" rel="nofollow"><b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El Cable de Fibra Óptica</span></i></b></a><br />
<a href="http://es.wikipedia.org/wiki/Refrigerador" rel="nofollow"><b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El Refrigerador</span></i></b></a><br />
<a href="http://es.wikipedia.org/wiki/Sistema_de_posicionamiento_global" rel="nofollow"><b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">EL GPS - Sistema de posicionamiento global</span></i></b></a><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/L%C3%A1ser" rel="nofollow">El Láser</a></span></i></b><br />
<b><i><a href="http://es.wikipedia.org/wiki/Barco" rel="nofollow"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El Barco</span></a></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Cerradura" rel="nofollow">La Cerradura</a></span></i></b><br />
<b><i><a href="http://es.wikipedia.org/wiki/Dominio_del_fuego_por_los_primeros_humanos" rel="nofollow"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">Dominio del fuego por los primeros humanos</span></a></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Microchip" rel="nofollow">El Microchip</a></span></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Computadora_port%C3%A1til" rel="nofollow">La Laptop o Computadora portátil </a></span></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Microscopio" rel="nofollow">El Microscopio</a></span></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Telefon%C3%ADa_m%C3%B3vil" rel="nofollow">La telefonía móvil</a></span></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Telefon%C3%ADa_m%C3%B3vil" rel="nofollow">La Dinamita </a></span></i></b><br />
<b><i><a href="http://es.wikipedia.org/wiki/Reloj" rel="nofollow"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El Reloj</span></a></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Papel" rel="nofollow">El Papel</a></span></i></b><br />
<b><i><a href="http://es.wikipedia.org/wiki/Lupa" rel="nofollow"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">La lupa</span></a></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Computadora" rel="nofollow">El Computador </a></span></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Imprenta" rel="nofollow">La Imprenta</a></span></i></b><br />
<b><i><a href="http://es.wikipedia.org/wiki/Tinta" rel="nofollow"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">La Tinta</span></a></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Calculadora" rel="nofollow">La Calculadora</a></span></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Radio_(medio_de_comunicaci%C3%B3n)" rel="nofollow">La Radio</a></span></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Gafas" rel="nofollow">Las Gafas</a></span></i></b><br />
<b><i><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Telescopio" rel="nofollow">El Telescopio</a></span></i></b><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Term%C3%B3metro" rel="nofollow"><i><b>El Termómetro</b></i></a></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Herramienta" rel="nofollow"><i><b>Las Herramientas</b></i></a></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i><b><a href="http://es.wikipedia.org/wiki/Tarjeta_de_cr%C3%A9dito" rel="nofollow">La Tarjeta de Crédito</a></b></i></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Motor_de_combusti%C3%B3n_interna" rel="nofollow"><i><b>El Motor de Combustión Interna</b></i></a></span><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i><a href="http://es.wikipedia.org/wiki/Cepillo_de_dientes" rel="nofollow">El Cepillo de Dientes</a></i></span></b><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i><a href="http://es.wikipedia.org/wiki/C%C3%A1mara_digital" rel="nofollow">La Cámara Digital</a></i></span></b><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i><a href="http://es.wikipedia.org/wiki/Bol%C3%ADgrafo" rel="nofollow">El Bolígrafo</a></i></span></b><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><a href="http://es.wikipedia.org/wiki/Fotocopia" rel="nofollow"><i>La Fotocopia</i></a></span></b><br />
<b><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><i><a href="http://es.wikipedia.org/wiki/Horno_de_microondas" rel="nofollow">El Horno de Microondas</a></i></span></b><br />
<b><i><a href="http://es.wikipedia.org/wiki/Transistor" rel="nofollow"><span style="font-family: Arial, Helvetica, sans-serif; font-size: large;">El Transistor</span></a></i></b><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><a href="http://es.wikipedia.org/wiki/Control_remoto" rel="nofollow">Los Controles Remotos</a></i></b></span><br />
<span style="font-family: Arial, Helvetica, sans-serif; font-size: large;"><b><i><a href="http://es.wikipedia.org/wiki/Aspiradora" rel="nofollow">La Aspiradora</a></i></b></span><br />
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<br />yeisson y diego alejandrohttp://www.blogger.com/profile/06387562910133523526noreply@blogger.com0