tag:blogger.com,1999:blog-46140635528730570042024-03-21T22:12:25.593-07:00Ciencia con Madame CouriePensamientos y conclusiones de un científico loco.El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.comBlogger19125tag:blogger.com,1999:blog-4614063552873057004.post-86218048383831736852017-06-20T16:25:00.000-07:002017-06-20T16:25:06.697-07:00No es un Adiós¡Hooolaaa a todoossss! Bienvenidos por última vez a mi blog, me da pena decirlo pero esta (creo que será) la última entrada que haga despidiéndome de vosotros<br />
Cuando yo en Septiembre del año pasado, estaba pensando que asignaturas coger y cuales no escogí esta porque pensaba que no se, sería una asignatura más para tener que estar horas y horas en mi cuarto estudiando para luego no enterarme de nada.<br />
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Me sorprendió bastante la verdad esta forma de aprender muy diferente a la que estabamos acostumbrados, y aunque al principio me costó un poco me fui adaptando y gustando.<br />
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Hemos aprendido un montón sobre temas que no conocíamos, hemos pedido la opinión de la gente, hemos hecho encuesta y hemos hablado de otros temas que si conociamos pero de los cuales hemos<br />
aprendido mucho.<br />
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Espero que os haya gustado mi forma de ver las cosas en los diferentes temas de los que hemos hablado, y que hay un montón de formas de<br />
aprender divirtiendose y esta es una de ellas.<br />
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¡NOS VEMOSSSS!El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-817219453119666322017-06-20T16:12:00.000-07:002017-06-20T16:12:45.125-07:00Una vida sin tecnología¡Huuuolaaa a todosss! Bienvenidos un día más al blog, hoy hablaremos de como vivian nuestros antepasados sin tecnología, de la cual nosotros no nos separamos.<br />
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La primera fue la <b>edad de piedra</b> hace aproximadamente 2,6 millones de años, el homo habilis, golpeaba piedras hasta que con ella aprendió a cazar, cortar, trabajar...<br />
Más tarde llegó la <b>edad de cobre</b> donde el hombre primitivo observó que si ejercía una corriente de aire sobre el carbón encendido, podría aumentar su temperatura, este se dio cuenta que al apagar el horno, se encontraban entre las cenizas del interior del horno cobre metálico.<br />
El hombre primitivo se dió cuenta que con este material podrían fabricar diferentes objetos como hachas, espadas, flechas para cazar...<br />
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Llegó después la <b>edad de bronce</b>, que después de aproximadamente 1000 millones de años, se le añadió a este, el cobre otro metal llamado bronce, este nuevo material fue muy bueno para la creación de nuevas armas y darle nuevas aplicaciones<br />
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Tiempo después de la edad de bronce aparece <b>la edad de hierro</b> la cual afectó mucho a la tecnología y con ello a la historia de la humanidad. Devido a la baja temperatura que había en los hornos de cerámica antiguos, no se producian gotas de material fundido, por lo que no se pudo utilizar muy bien el hierro que se conocía muy bien para el bronce.<br />
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<img alt="Resultado de imagen de edad de piedra bronce hierro" height="300" src="https://image.slidesharecdn.com/diapositivasteletrabajo-110105182723-phpapp02/95/diapositivas-teletrabajo-6-728.jpg?cb=1294252103" width="400" /><br />
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Después llegó la<b> edad moderna, </b>en esta época surgió la creación de industrias, y maquinas las cuales ahorraban esfuerzo a los hombre, sobre todo en agricultura y por último la <b>edad del conocimiento.</b><br />
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<br />El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com2tag:blogger.com,1999:blog-4614063552873057004.post-91222472888239138722017-06-01T09:11:00.001-07:002017-06-01T09:11:13.658-07:00Adicciones; Drogas y Alcohol Huuuolaaa a todossss! Bienvenidos una semana más a nuestro blog, hoy hablaremos sobre las adicciones que puede llegar a tener una persona.<br />
Los más comunes son el alcohol y las drogas.<br />
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de drogas y alcohol" border="0" class="rg_ic rg_i" data-sz="f" jsaction="load:str.tbn" name="AtpwWqyWGOTH8M:" src="data:image/jpeg;base64,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" style="height: 163px; margin-top: 0px; width: 308px;" /></a><b>Una droga</b> es una sustancia animal, mineral o vegetal que tiene un efecto estimulante, alucinógeno, narcótico o deprimente. <br />
Hay dos tipos de drogas:<br />
<ul>
<li><b>Drogas blandas; </b>son aquellas drogas cuyo grado de adicción es bajo, por ejemplo el cannabis.</li>
<li><b>Drogas duras; </b>son aquellas que causan sobre la persona, o animal que las tome una fuerte adicción, por ejemplo la heroína.</li>
</ul>
<div>
Y el alcohol a su vez es un tipo de bebida que contiene alcohol etílico, un líquido incoloro y con un olor fuerte e inflamable, que se obtiene por la destilación de productos de fermentación de sustancias azucaradas o feculenta.<br />
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Después de haber hecho estas pequeñas definiciones de alcohol y droga, os voy a dar mi punto de vista y es que habrá gente que como todas las cosas puedan estar de acuerdo con tu opinión o otras muchas que no estén de acuerdo.<br />
Para mi no es nada bueno ese mundillo de la droga y el alcohol, porque como todo causa adicción y dependencia, de la cuál no vas a poder deshacerte fácilmente.<br />
<br />
La edad media de empezar a consumir en España este tipo de sustancias es de entre 13 a 14 años, muchas de estas solo beben "por perder la vergüenza", "sentirse mejor", "ligar más", "todos mis amigos bebe"... al contrario que las razones que ellos dan al porque beben.<br />
<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de drogas y alcohol entre adolescentes" border="0" class="rg_ic rg_i" data-sz="f" jsaction="load:str.tbn" name="iGy6Kl2MxcmrAM:" 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" 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Ya no es solo responsabilidad de los padres que sus hijos consuman alcohol, en este caso, también es responsabilidad de los bares en los cuales se vende alcohol a todos los niños (esto ocurre más en pueblo que en ciudades generalmente) de cualquier edad, aunque por ley este prohibido, solo por el simple motivo de sacar más beneficios económicos para su bar.<br />
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La mayor responsabilidad es de la persona que lo hace.<br />
Pienso que deberían proponerse más actividades de ocio en los pueblo y ciudades (menos comunes en pueblos) para enseñar a los adolescentes a que hay más allá del alcohol, la fiesta y las drogas.<br />
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El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-29299275807130526362017-04-26T09:37:00.000-07:002017-05-30T06:45:50.920-07:00Enfermedades<div>
¡¡¡Huuuolaaa a todosss!!! Bienvenidos una semana más al blog, y hoy hablaremos sobre los cuatro tipos de enfermedades más comunes.</div>
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de enfermedades mentales" border="0" class="rg_ic rg_i" data-sz="f" jsaction="load:str.tbn" name="dwwevIfHuYNW9M:" 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" style="height: 224px; margin-top: 0px; width: 224px;" /></a><b><span style="color: purple;">ENFERMEDADES MENTALES</span></b><br />
Una enfermedad mental es una alteración emocional, cognitivo y de comportamiento, este abarca una amplia variedad de trastornos, cada uno con características distintas.<br />
Se suele manifestar en los procesos del razonamiento, el comportamiento, y la dificultad de ver la realidad tal y como es.<br />
Esto dificulta mucho a la persona a la hora de adaptarse con el entorno cultural y social en el que vive.<br />
<br />
Las <b>enfermedades mentales</b> más comunes son:<br />
<ul>
<li>Bipolaridad </li>
<li>Depresión </li>
<li>Tdah</li>
<li>Trastornos en la personalidad </li>
<li>Ansiedad </li>
<li>Psicosis</li>
<li>Alzhéimer </li>
<li>Trastornos alimenticios.</li>
</ul>
<div>
Las principales causas son algunas como las presiones en la vida diaria de la persona, muerte de alguien importante para ellos, genética, traumas, problemas físicos, abuso de algunos tipos de sustancias...</div>
<div>
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<div>
<b>Paranoia y esquizofrenia</b></div>
<div>
Estas son dos tipos de enfermedades mentales muy parecidas, pero que en realidad no tienen nada que ver una con la otra.</div>
<div>
La <b>paranoia </b>se caracteriza por la aparición de ideas fijas, obsesivas y absurdas, basadas en hechos falsos o infundados, junto a una personalidad bien conservada, sin perdidas de la conciencia ni alucinaciones.</div>
<div>
Y por otro lado esta la <b>esquizofrenia </b>es un grupo de enfermedades mentales que se caracteriza por la alteración de la personalidad, alucinaciones y perdida del contacto con la realidad.</div>
<div>
<br /></div>
<div>
<b>¿Cómo prevenir esto?</b></div>
<div>
Esto se puede prevenir fácilmente teniendo una buena alimentación, haciendo deporte de una forma continua y jugar a juegos para la memoria.</div>
<div>
<br /></div>
<div>
<b><span style="color: purple;">ENFERMEDADES CARDIOVASCULARES</span> </b></div>
Las enfermedades cardiovasculares es un término amplio para todo lo relacionado con problemas del corazón y de los vasos sanguíneos.<br />
Los tres tipos de enfermedades más importantes son:<br />
<ul>
<li><b>Infarto de miocardio; </b>Síntomas: Nausias, dificultad para respirar, dolor intenso en el pecho, mareos... para prevenir, lo ideal es hacer ejercicio, no fumar comer sano, no tener una vida sedentaria..</li>
<li><b>Arritmias; </b></li>
<li><b>Insuficiencia cardiaca.</b></li>
</ul>
<div>
Esto es producido a que hay unos niveles elevados de sustancias grasas en la sangre, por una presión arterial elevada, mala alimentación, fumar, obesidad, falta de ejercicio físico...</div>
<div>
<br /></div>
<div>
<span style="color: purple;">DIABETES </span></div>
<div>
<span style="color: black;">La diabetes es una enfermedad de afección crónica que se desencadena cuando el organismo pierde su capacidad de producir suficiente insulina o usarla con eficacia.</span></div>
<div>
<a href="http://www.10mandamientos.com.mx/wp-content/uploads/2016/11/diabetes-2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de diabetes" border="0" class="irc_mi" src="http://www.10mandamientos.com.mx/wp-content/uploads/2016/11/diabetes-2.jpg" height="112" style="margin-top: 41px;" width="200" /></a>Los tres tipos de <b>diabetes </b>más importantes son:</div>
<ul>
<li>Diabetes tipo 1</li>
<li>Diabetes tipo 2<a class="irc_mil i3597 i3AqkLCvieLs-zixyDjKkw5M" data-noload="" data-ved="0ahUKEwj6wMTKwcLTAhXCXhQKHVDFDx0QjRwIBw" href="https://www.google.es/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&uact=8&ved=0ahUKEwj6wMTKwcLTAhXCXhQKHVDFDx0QjRwIBw&url=http%3A%2F%2Fwww.10mandamientos.com.mx%2F2016%2F11%2Ftratamientos-para-la-diabetes%2F&psig=AFQjCNHQ45_tenYCZPH9eeysSPtKZ5Ot5g&ust=1493309508765346" jsaction="mousedown:irc.rl;keydown:irc.rlk" rel="noopener" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" tabindex="0" target="_blank"></a><a class="irc_mil i3597 i3AqkLCvieLs-zixyDjKkw5M" data-noload="" data-ved="0ahUKEwj6wMTKwcLTAhXCXhQKHVDFDx0QjRwIBw" href="https://www.google.es/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&uact=8&ved=0ahUKEwj6wMTKwcLTAhXCXhQKHVDFDx0QjRwIBw&url=http%3A%2F%2Fwww.10mandamientos.com.mx%2F2016%2F11%2Ftratamientos-para-la-diabetes%2F&psig=AFQjCNHQ45_tenYCZPH9eeysSPtKZ5Ot5g&ust=1493309508765346" jsaction="mousedown:irc.rl;keydown:irc.rlk" rel="noopener" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" tabindex="0" target="_blank"></a></li>
<li>Diabetes mellitus gestacional.</li>
</ul>
<div>
Las principales causas de esta es que una persona con esta enfermedad no absorbe la glucosa adecuadamente, y esta se queda circulando por la sangre y dañando los tejidos con el paso del tiempo. </div>
<div>
Los principales síntomas son la micción frecuente, sed continua y sequedad en la boca, visión borrosa, apetito constante, lentitud en la curación de heridas..</div>
<div>
<br /></div>
<div>
Para prevenir esto, lo mejor es asegurarse de llevar una vida mas o menos sana, y la evitación de bebidas con gas, si se habla del caso dos, el caso uno no se puede prevenir de ninguna forma y la diabetes mellitus suele desaparecer después del parto en el caso de las mujeres.</div>
<div>
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<div>
<span style="background-color: white; color: purple;">CÁNCER </span></div>
<div>
<span style="background-color: white; color: black;">El término <b>cáncer</b> engloba a un grupo numeroso de enfermedades que se caracterizan por el desarrollo de células anormales, que se dividen, crecen y se distribuyen a cualquier parte del cuerpo.</span></div>
<div>
<span style="background-color: white;">Los cuatro tipos de <b>cáncer </b>son:</span></div>
<ul><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de cancer niños" border="0" class="rg_ic rg_i" data-sz="f" jsaction="load:str.tbn" name="CUQmBZvlAdm0fM:" 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" 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<li>Leucemia</li>
<li>Carcinoma </li>
<li>Sarcoma </li>
<li>Linfoma</li>
</ul>
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Esta dolencia se diagnostica, primero de todo haciendo una serie de analíticas, pruebas de imagen y por último análisis de los tejidos.</div>
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Sustancias como el alcohol, las drogas, étc... pueden causar cáncer de pulmón y de hígado.</div>
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<b>¿Cómo se pude prevenir el cáncer?</b></div>
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El cáncer se pude prevenir con:</div>
<ul>
<li>Crioterapia </li>
<li>Radioterapia </li>
<li>Cirugía </li>
<li>Quimioterapia </li>
<li>Hormonoterapia </li>
</ul>
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Bueno, pues hasta aquí la presentación de las enfermedades más comunes que hay, espero que os guste y nos vemos la semana que viene </div>
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t6qmMelMokNC4+hK4xyfY5AdFbT2Exzw9wmFbmiBGQy0S2FM3tyGCSYWpGOTY4HgKh2/fYv5bTkDLvHgE3c7WJyb6qsXTixvtnJnyr7UJhKAXYXQuk5QhV2ybhtXtXvEta8hpnIYTAj0+Kd2veClSc6c4MdTGSoa9UUbSln7T2g9ZOahmfSOz0kVuTFby07im5zmOJZrzgcpVdsf+RTfXfkXDlmTwAWi3ouG4qFuD7TRUqZ8J7gPxPkFmd5tpDt6dGmARThx5YuE/NGV26RTBHinJhbGpWrND8y0y6dA52ceQV3vBiqUeybBzEmPyyfrCTYNZSomo723aHiXFXFhTYGh74a0d5xOgAGpWYo85/hDZp8Mf5Z52aTmHvCOvBaHY+0IjNP7Nc25fUdEUwZGWrZjMcCpu6dlRfXOKmCBJbOhg8k3trI2o+CbnLGk5eS72ZWfVIwjL8xyb/lSdq0hQAOLFVfk3kOcBO7Tv2iGNDREnLQBUNS5dVPbT3G91nHLi7zVoenjDfkhPPKf9E6wp4WOHEyZ5/srg2hWdQNnTae1qmHOz7tL3j56eqXs9xeCTk1sunQQMyr/dcMdSNZvtOJmeAByb5R8VRRJuRG2FsNtvSOJxJEnLIaQPmVb7vOkVKs+3UOeuTRw6SXKr3hunspxpi8dP2B6q92NQLLem06hgJ8Xd4/NNLSoWPdlgwqn3jhrqdQ6CQT6EfVWNF2X7/fBUf4jU3mxeWAlzHNOWsThPwco5IWmi2KVOyw3evu2puqD2C8tb1DO6T/uxeiE7sCw7C2o0eLGAH+qJcfUlCyKpUZJ27Pme82XVpXNS2DZLHZHQFhza6eoj4rQ7N3HvKoBHZCfzPcOE8GlbShsgXVZ1cg4cmN0zawEz4En0W22dZhrQdIk6cmxwTrDGrfZnvSvR5Za7pXrCQabXRrhqN4R+aOYV1Z7MuG+1QqDwGL/1la7ZDpY9+Id5xjUZYo+itrZxLSZkcM+ZST9LH5KQ9VJdox9u4jJwI8RHzVnRctJT7zQCJnP1OSjvs6RnuQRGYkanpkueXpH4ZZeqT7RWNcn2OUl+yx7riOhTFSxqN4AjofupPDNeCiywfkeY9UO8Tu+0cInzlWbHO0wlVm3ROExnmP38U2JNSVonn+x0VIXMR5fEKbYbPfVMNaY4uOg81qaO7tIMwkS7i7Qyu04FFsxYJ5fJGI8vitf/APnaXN3qkO3Zpn3nj0+yKDieWbwzVY9+IYGgNaJzkuAJhVe9gP8ACUgzNzXtPmvT7n8O7dzSDVrATMAsEkZgZtTVx+Glu9oIrVm+OB39oU8kG2mjrw5FGNM89tqnddc1TLok9IEAD0VHsuydVcajtXOxHoOA9F6Bt/8ADm4a3+S4VqYE4fYflww6O9VjKtZ1JhbhIfMERBbzkHQqLi12dEZp9E+i9j6wa50UKIxPJOWXD1RfXrr5/ZUwWUR7vF0cXfZZ9tJ1TJoIGXd8OJ6rV7EsXMhg/wCo7U/lHMrbajxiZScucvBdbubMHsaU2+1+o8pTx2e21L6jR3YMZ8DorihbNpswtPsjjqSdSVVby3YwEEiBGmuWa68WPhE4c2X3JWUzqj6hFJp79Q94xo3irradHDht2D2sI8gou5trIdcPBlxyng1WlRs1+0IyEcVWiVjO8juwt2UmwMfdJ4xqft5p7cXa2Aii491x7ukCc4JWd3vvcdQN4ME+JJn5AKNY3HDQk+nL7LK3Q6Wj03ejZvauo92QXgHwJVvWfEjTL9/JY3Y+2rio5tOn3hoC7MNIGvgP3qtlXaQAddP8/VY1VJmfJ22HWf3/AIUirSDwWuEtORHNRrMEkzoMv38VMCSXY8RLkKJf13NIDQD4mF1YkDZR2to0MgCAAYybwjknnvLaT4OjX8Cqw124CGnMAngeSbr3GG2qPxR3TzGZMLpa/Pkjf6E7v3LuyAxD18StFjIbEjhxHALFbHuixjZcM/1eA4+KvqG0SXATMzGbTlMIcbYXRfNe4DTM9BoAlV6wptkjTM+QVFX2jUcYaznwHOJ1Td3RqVpa52EZzhyPKMyl4/JvL4LmjtUQMXHx5Iv74eyCc+XgqijYZxE4chJJ4+isbezMkknj9llRQ1sS4FwDaeWuefik7N3fh2Ko9zyTJBJw5mdFYUmCT5qbRakk6RqHKbAAAAABy0SkIUig27VJLikXdXCJlJFQASdf3knrQl7EkkuwypQaAIUajhmQNfNdqAnMLWCCs7lrp9lS7W3dtr5sVWxVGQqtyeOGZ94dCrumwwnW0xqFjqqNTado8xZuBWt3HswKoOjpDcuoccj4SrXZ+7lak1xLBjcZJDmnIdVvlwiVOMVF2UnNyjR53tZ9SkCXtc0TqW5eoyWFu7l13cNpN9nFmRy4le89iNIkcQcwfFZ+83OtyXPpMFGq7UtENPiwZDyhXU0c7gzMvqtptDGjIQNeSrq15nAGruaY2vbVaDzTqth0zrk4fmB4hSNnbPENc/IuJ55aRn5qyrwToZbuxVqnGXsaXT3TiJA8hGnVTrTcd5MdvyBPZnXpLlY2t+xjy3FocpzBGUFbWwe1zGnLp4jIqUlx2VTbImwNiMtWQDicc3PPyA4BWxAPgkH4LgPopDHaVMNCWHLgPolhDNRW7XewFuIDjEgdEKq3xEupiJgO+MfZCpFaEb2Yq5t6zQWhr8RGhAMAkZyPBKbs6vUpdnjwsyJiSTE5axqVpNnVQG4NdNQM8zz6qVa1gOeo5dVZzeyaiij2dsUZYy90czGZM6AdFdWViBngE5DTQSn7etrrMjj1ITlvU1EcuZ4pZN7NXgLOkc8hqOXNO0GmTny4jmuW85934cinWBwJ8+XAysfk1eDtFmufz5pYbE+fA80yXEE58+Pmmqr+8e8OPE8ljNCnUwudrx5DkrmzIOf2WTvB33CT6HotBsR2RGfw5pZ9Gx7LVcJQU1UdkpJFGxio8ExkogpHFxjgeAUh1LH7qkUqGSpdCVZ2nTgJWDqlkZLkJLGo6AktEE8j80qEQsNFISKZ+BIS1hoIIQhADdQDiAfsuvpgiCBHgm7+ezfhMHA6DyMJVo/Exp5gH1W+LM80QbrYlCp7dJs8wIPwTdDZfZCKVRwGfdd3wPA6j46K2KQ9qZSYriUz7irSPeZLPzNMgePEKU3adPC0k5OMfGE+ZadddOXgo9axpvIOHCZmWwM+o0VLT7Qm10Th00S2lN29AMbhBJ6nVLGWSkU6M/vAJqj+gfNyEbzN77Tzb8ifuhK42K+zPVK4Y9pA1H5fP6K0s6zTMeOg5z9VX7TpAYdMncv1AfVSLHIgZacB0I59F06aE6ZZ44JAmTPLxQ2rDiIOYPE+IXaVUYm9Y4DkU1cVu8DnoOPiEV+PAXQ82qcZEZEHnxErrqrg7TXpzChU7rvDLgOJ6hK7cl7choOfVbX6C/2SK1czPTpn3VDrVXAnPhzH5VD2jcEECBpy6FRv4txyngeXIIp/6Mv9kosLnkYs+Op5K92Owgu19DzVLshhdUdJ5cf1LT2NtEmcz480shok8OlIbT5lIa0yfNOBuZUuhxTKYCU0JLRmUqErNQQgDJcDV0BBoQghAQEAJptgu6wfhH0Tib97y+qcQaCEIWAV+37ns7eo7jhIHi7IfNSLCnhptbyaPkqDeWualxb2+jS9rndYkgf+J9VpmiAqyVQX52IncmBXGldcckmmpjeRNWmCmXtMKWU2QtTMaOU3JRCaIw5p5pQwRRbxNlzf6fr/AIQkbVqTWcPyho+v1QsbMaP/2Q==" 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<b></b><i></i><u></u><sub></sub><sup></sup><strike></strike><br />El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-58681596425995429252017-04-03T08:47:00.000-07:002017-04-03T08:47:07.554-07:00Calentamiento Global<br />
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¡¡¡Huuuuolaaaa a todosss!!! Hoy en esta entrada (un poco atrasada) vamos a analizar un gráfico, el cuál trata sobre el calentamiento global, por aquí os dejaré un foto del gráfico y el análisis. <br />
¡Espero que os guste! <br />
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En el siguiente gráfico podemos observar, que las temperaturas son bajas entre los años 1880 y aproximadamente el año 1935, mientras que a partir del año 1980, las temperaturas incrementan y cada año va a más. Esto es a causa de la acumulación de CO2, la cuál afecta al aumento de la temperatura.<br />
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Entre los siguientes años (1935 y 1980), hay temperaturas más altas y otras más.<br />
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También podemos observar como la cantidad de CO2 que hay en la atmósfera va aumentando a medida que transcurren los años.<br />
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Este, como otros muchos gases lo que hace, es acumularse en la atmósfera reteniendo el calor, y por lo tanto haciendo que la temperatura aumente, este fenómeno es conocido como <b>"calentamiento global".</b><br />
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En mi opinión, tendríamos que reducir la acumulación de CO2 en la atmósfera, haciendo cosas para ayudar a la Tierra, como utilizar más el transporte público o incluso ir andando, en vez de utilizar mucho el coche.<br />
El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-77473288517057379682017-03-12T04:52:00.003-07:002017-03-12T04:52:42.470-07:00Doctor, ¿Qué me pasa?<div>
¡¡¡Huuuuolaaa a todooos!!! Hoy nos vamos a poner en la piel de los doctores y médicos y vamos a hablar de algunas de las enfermedades infecciosas más comunes que se pueden dar en niños o en adultos, y también hablaremos sobre como tratarlas y si son o no contagiosas.</div>
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Para empezar, una enfermedad infecciosa es aquella que es causada o son causadas por microorganismos patógenos, como las bacterias, virus,...y que se transmiten directa o indirectamente a las personas que tenemos alrededor, y no todas, pero algunas pueden ser muy peligrosas.</div>
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<b>TIPOS DE ENFERMEDADES INFECCIOSAS.</b></div>
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<li>Amigdalitis:</li>
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de amigdalitis" border="0" class="rg_ic rg_i" data-sz="f" height="212" jsaction="load:str.tbn" name="oZ4u-tkRRo0R-M:" 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" style="height: 183px; margin-top: 0px; width: 275px;" width="320" /></a>También es conocida por amígdalas, y es más común en niños que en adultos, y esto se produce</div>
<div>
cuando hay una inflamación en la garganta y esto se puede contagiar por las gotas que expulsamos al exterior, tanto de toser o de un estornudo.</div>
<div>
Esta enfermedad no suele presentar mucho dolor, por lo que para tratarla hay que acudir al médico y el te mandará el medicamento concreto para tratarlo y se ira viendo la evolución.</div>
<div>
*se recomienda beber agua fría*</div>
<ul>
<li>Hepatitis B </li>
</ul>
<div>
Es una infección hepática causada por el virus de la hepatitis B, puede causar un proceso agudo o un proceso crónico, que puede acabar en cirrosis del hígado, cáncer de hígado, insuficiencia hepática, fatiga, fiebre e incluso la muerte.</div>
<div>
No necesita ningún tratamiento concreto, excepto que se encuentre en la fase crónica, en el que el enfermo necesitara pasar una terapia farmacológica.</div>
<div>
El periodo medio para que una persona con esta enfermedad este en incubación es de 75 días aproximadamente, pero puede estar mucho más tiempo .</div>
<ul>
<li>Rotavirus </li>
</ul>
<div>
Es uno de los varios virus que a menudo causan las infecciones denominadas gastroenteritis, es</div>
<div>
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTETeBHkk48rKW51GEdhgTeRrAySu2UD1p3yXJZHvQbC0Czu6SbS0NnPvpw" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="rg_i" height="223" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTETeBHkk48rKW51GEdhgTeRrAySu2UD1p3yXJZHvQbC0Czu6SbS0NnPvpw" style="height: 93px; margin-top: 0px; padding-left: 0px; width: 133px;" width="320" /></a>la causa más común en la diarrea grave en niños pequeños.</div>
<div>
La gran mayoría de niños con aproximadamente 5 años en todo el mundo han sufrido esta enfermedad una vez. No obstante, con una nueva infección, el sistema inmunitario se refuerza y la infección cada vez es más leve; </div>
<div>
en adultos es muy poco común.</div>
<div>
Infecta y daña las células que recubren el intestino delgado y causa gastroenteritis.</div>
<div>
Se caracteriza por ser contagioso y resistente.</div>
<div>
Para prevenir esta infección, se administra un vacuna, la clave para prevenir esta vacuna es mantener una hidratación constante y si se pierde mucho liquido es recomendable la administración de sueros y electrolitos.</div>
<ul>
<li>Sepsis:</li>
</ul>
<div>
La sepsis es un síndrome de anormalidades</div>
<div>
fisiológica, patológicas y bioquímicas potencialmente mortal asociadas a una infección, es una enfermedad que provoca una infección que ha ocasionado.</div>
<div>
Su tratamiento es estándar aumenta de forma importante a los pacientes.</div>
<div>
El síndrome de respuesta inflamatoria sistémica se asocia con la sepsis, pero no es causa absoluta de ésta, ya que la sepsis involucra la activación tanto de respuestas proinflamatoris </div>
<div>
<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSfaoD9E5v80-0SXjO7iBpqbRWRWeyMRfIXkU-1DtFv5VSsDQby" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>como antiinflamatorias, se suele recomendar a los enfermos sueros <a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSfaoD9E5v80-0SXjO7iBpqbRWRWeyMRfIXkU-1DtFv5VSsDQby" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de sepsis" border="0" class="rg_ic rg_i" data-src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSfaoD9E5v80-0SXjO7iBpqbRWRWeyMRfIXkU-1DtFv5VSsDQby" data-sz="f" height="132" jsaction="load:str.tbn" name="EQy7yltziSx5mM:" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSfaoD9E5v80-0SXjO7iBpqbRWRWeyMRfIXkU-1DtFv5VSsDQby" style="cursor: move; height: 172px; margin-top: 0px; width: 259px;" width="200" /></a></div>
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o antibióticos, para que vayan mejorando.</div>
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En el trascurso de la enfermedad se pueden ver afectados muchos </div>
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órganos o sistemas, como el cardiaco o el respiratorio, que dejan de </div>
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funcionar con eficacia y regularidad.</div>
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Espero que os haya gustado y en la próxima entrada compartiré con vosotros un cuestionario de unas 15 preguntas aproximadamente sobre el tema el cuál acabamos de tratar.</div>
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¡Hasta la próxima semana!</div>
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El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-7379450725520578482017-03-04T10:54:00.001-08:002017-03-04T11:03:25.456-08:00Cumbres de la Tierra <div>
¡¡Huuuuolaaa a todosss!! bienvenidos un día más a mi blog, hoy os traigo una presentación sobre las cumbres de la tierra, en la que os muestro algunas fotos, las fechas en la que se crearon, etc...</div>
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Si queréis acceder a la presentación solo tenéis que pinchar aquí, donde pone <a href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAX0AAACECAMAAABLTQsGAAAB2lBMVEX///+sHyUuSZj//v////39//////yjAAAtSpaoFxykAAD9/v8sR5coRZZabaloea/ByNwPN5Dx8/cZPZGostAnP5v78PCsHyR8iLy/ZWenCA7guLeOwUaMv0nu19exuNadpchehn2Tn8SIk8JFV6gjPJtkcLOsHipFW6Bvmm9tlnNWZq+dpM0/V6Bbgn93o2Rhink7T6NynmtpkXWJuU+FtFNwnGwuRJ17qWBYfoFWe4Pp6/JQc4eHt1JjjXk9XpCBrlkAIpE7WpEeNpoALJfW2efOiYpIa4szUpNhbbJIaozIzeJvPm18OWHGc3Xx4eJ8i7qENlnS5ru2QkXmx8dylYmaKkGmIjJmmFqhJjrZqqu8VFvL1+kAH5aNksfMgH/Qk5O2aXO1NjyzO0l2GkaWLUaoeY1zK12IVnbi0duVACOlIj2RM0/Gqbq5jZl/FT64obhgKGFmQHN0PmaYc5LXop6YTWa5dYCgOEylor06NYBHRYhXP3tuZZHLvMxlQnJINXmXtZa3ycHg7NWRr47A1bnEz82OsoOmt7irypN2lZWiyXODqXvJ4q+4zbKXunZmgaW4xMuHm65phJGLoraVrqCfzF6NxDDP2tGz2Yjt9997nn6syJvD2bPg3LEbAAAgAElEQVR4nO19jWPbxpXnyJiBREISaZggIcoWGJFDySGZFK6TSYtmGxeEGpat5EZK40qqrdVut5vebrttz7d7Ta/XWM1X06TJXr113fR/vffeACBpix/6cC3d+TW1SBAAwd+8efO+h7Fn9Iye0TN6Rs/oGT2jZzSKuBCMGfRS2MGD99//XNP7gW2lJ1nDrp70O5jovRNwN2EIrt8ZJh5i3GRGfARO5nDC4beCpzXSj4RlieTx4ouZIQ677IySMOjH2A/uffi7F174yle+CvQ1om9+82tf+88PowB+jTD52BuNpOLW1hIR/N0wEHsDYFyCg1uWRU+BQ7KxuHfnztr2EmIvhoFomVwYW3fX1va2ioxzvNrCQTC28OKtIlxqnuxh/7ZkPrj/5nPPPfcCkoY/xf+b3/rWt775n5/bJ/2KxemEstnpqbUiwc8W4O10EWHmMAZbO/BZOVuezq7c5UPBx+u2V7J4o2x5jRPLw8l8LwNXw3+ZPfNcML+e2wD9333pS889R/B/Jeb9Hvo0AF//+mf5AK/gxhB5MI4WpzN9lJ1eBIblbKEMr4soKgQrrk+XeyesLAGkKYr9E09YxkJ65vQmp7Fjxc30C7KbRRCkZ30EUMryB/e//OW/A/QJ/0dZP+V+xB8GAH6RaYpjLQGD6ANsWzj4iP50kUR1cX/gjHJ2Cx5QC3X4eANk1oa+kxA7WTqDRiC7TscMfbU+Vt7kTJxQUj5hwt9l3vvL81+eDH09AH8M2DGZajFGp1ye1oxb4ixFH2S8sYmQlqendnb29QnTSyKZaILvgMhaiG+1jreaLi3slMslPA2PLeDV2dLCQiarh+SML70GMz99HmhS9L+O9I1vLAfH+zpEf3q7iLSk4dvqR5+tEWr7W8CyxtIOnlBeKSaih0RUeT2+1RZw+PQenLixgtdsw6EluuMazKIijQOM3NlFn3MO2L98tQ/95+JVN0b/q31ifxD+1wF/WDGtI85sQn8xfnMHQd/roc/FBsKXTbib7RGae1rPRZ1Mo28YFqAqQMbfpdO24bTsmh6ceHQE28HXC49+/xkiQO69qy9fvXo1Qb8Hf8r7/+dz27ajz//4tT7BE+P/RytW9I5AA+gvZQmsFH2L3UGO3e/dk6bHijYJkI01+sTQsMzybUGSZUmjL4ooqspFRifTQGaKx9QO/hZ08PtrCH6K/pfu37vfh/7XvvphT8CI4PPPAPpvJeAD/K/n2VEXtUH04U35Th/v85V4IY6/0ijGK3NC/ZKHCwt0LzwVeR9mCNvSo6k1V2L+6a2zKHm0xvjprWvXXn75aiJ57j8w772Z8j7A/7lmwh7C9uefpdgj/DOf2YwfaQQA/RKhj3rkHqAFwqOn82yQsE4VFfi7jp9sw1cs7SwA4ejs44udDVwlUM2EEdgv6yG6i6Nwl5QxHt99+7QQO00ywBI5eBHAvxYLnufvP+DsQW/VfeErv3v/0Cvt/Gff+EaM/+uvvz6T5+woKxvyfnYRJDc3int6YexDn5h3hyWLCUC4jRCiSN+aRkUpk2pMS/ENLRMUnRJpl7Rk9yZKMiPOHqHEf/HFFzX6z18F7Bl78CaInoT1f/e+YOIxk4ocDSL6LOF9oLmqOIryibyfWdnc3NzfJ6UQsO7T97emaaUUPfRxtECYcPqo305I0Gd8YVq/t/RESeXW4hlFH62lL15J0b/6rg0H7qerLqD/Pk6PQ3RlNOXhT4D4v67hn5kP2OTen9jaSmzUcmbjMfQ3WbKUc6Of97PoPiADDF6ALgkngBWmjVsSTpr3F/XYGVoT2jsNvE6TQM80zA8QfEL/1m+B79mDRN9H5v9wDDPD74tyCL6Gfyaa3KRE9EullIM3N5gpHpX7qW/HsBK5D1bunTWgffh8E1/c2SD02dIUDiSsJIZlsLtwefYu+WnhUxRs2TMn92FVOniFwCf0HwDXiPtfTtH/0ps2G7OQkgaYj8EH9C9NrvsQ72ens2THAqzohkzRFwbZTYuJU9kSxVjKWFwPSKrzxAO0TfZYBtYOHLJYcGn1VJDOs3ToUzwtIrfTwWuvvKgFz613LTjwoF/ff5+N9U0JzkHW2DdnCP3XWzMXCyCjJxoAWnXXthYXd7RhxMFe62mcZH9lpsg7BgT6P6K7b8BLfE8mFOn78betkdTZKYLogxOMIk2dDUHaEOn7peIpYHZ6ZJgWgk+8f+3Faw9wZbv3fA/9+/YRXCP5mRj9mUsVxie6LNX3N2Jxjb6dR2zd8maR/PwitnW3ezNrp0/fZ0W93q7R7xIWDADZujsosmJb987Z8nES5yP6AP+tD0yMJb3b52m4h2dMaB4CawbzM4T+BeT+iS6L0Qc2vkuMSg7+1NblsHCW0LWziA7PpQU9FrwX3upHf2OFfJyovhqowZpa9GSm14siHpnsxkmDcadLHMHXvH/rC9QoAfwe+gGI2ok998I0mIXSB3if4J+EYvQNg+RyqbxjCKOP94WxqR2b5f3Nqaz2HcPCnEK4k419yTh5tI90f2VqBai0j5NW+zjLOzsZGoc7oGIcFaEnRsLg7OFLGv1XXnkP1Ewmftvz89xPfqQxMccYrDID4ANduJjvQ2ko9XkatEftbr/GCfSof7/ct24CSwPF8bWl7IABkJnCE4o9/34JFoSzAz0jFd587bUY/QPUE4zfXkv9PPcS8WqwSYUPRsILlwj92ZmL0QSaT4o+N8RdlDLZjRj9LKEPU6EvtlVGlbSPBK638euN6UPQF73YVnl64Wx52ExhfvxSjP4BOWjeJT8Pof+gFzCxJl6qMOrkzSHrw//mgvFR7G0M6aISDpzAMFYy/RZgRC+0bxKl9wIGZjE6u7nIRL8SAJaKlTzl0vQgZZl2oNydophxdn9bnDXn/kevavRfA/Dh5396K/WyPUjPse6/8MKHbOLAIcAP3H8BaG5eMNMYzf9FzGcgnHn8Bt9hwHAphhkldRFTFe4ubrARloe+uI+SD4yt7bW97SXjuOG3J0ZvXHmJ0Efw4dkObqVetjRZQYg3X3juha98OLH9BHAXNPwzF6vo9BpDYsibU+PUxD19xrBnD6+/pNH/KxlUJij8xPpXv2wyKxGSgXZxTix98FcuX5pF3p+5mMcZNfJki1FgKn5jcI4JVtw0+YCJR0fG4CfIaRKTSLgF05JAQInJdbe/CcEzfXwdBA/A/5FWFz94Ed37AP9fUO+nnwo/+L5270/MOrh2s9zcHMmeS/a4OYMhQXwWxIYPftAHF8dBOsqv67sUrsWxnMz6+1uRyT4B8JH3/yAoIPjeLe3jfPmqmc5W+E+79393pHtza3V2htg/N9H5Mfojn/aYqjpMA9M8csjtydPDK4T+S6+Z6LplJjnZUPQcpHMe2O++Rv/w0MoQAj0/uDirRX/+NB4V3TjG2Gk07GI2ucb8tyGEG+QOoX+AXjLOvoh9nC8/YD0lmtlxLpt9pHkLo1aQWu+ZtUbqGvRNdtfzujonbthprLlaa0RHeYaYTObV54Ozxfugirxx5VXi/Y/wPQd9R6N/7b0BsO7r8MqHR/+KHEh+4P9Ly6O0DcxAsV1JlAv48EzLSqjkD46DPoxb+8aZQ9+4foV4/zVSCTn7II5tvTvgVQji2NYxsmVB9qDomb00Ms/KZIHvOHK1JR3HGWEc11Qjio6TsWWwvJuzzxb6gn1y+Tqif/1A/2IdX7l27fcDCbHizecI/g/Z8MTtIV8AWv9FFD0zc+6IFVUwu6ZkFQbXXg7rFqXsW3afsLLiWgFfktcOntXu5w6C1eo/1PcmvhGmpdJ9dUr6kX7GkyHTBNa/fv2lV/8Qx2DjyOKtHpOjqXkvzmE+Hu+sktY5e3EkyzYdp4J/Oeva8Fjc6yjVaOIK2200gmbNaQHsUd1XjVw94txrKFXPgyYTNGAyzEub8yYe6sLviOCCSk21mrCscRa5vvJzMJ3yjYYtrLzb8Gt17yz4OJH1Ef3rwPrE+wevafDfGzgtySiZ3NAdoPxFXHhnZ9xRJwHWdHMBmpdlWnUpHRBCPkjqfKjqoZSzYYF1b/i+CkHu52ToKxlWGI9CWVCOtERHOiC7Qg8PqU5byrlwGZ7XA3kmHQXHvTCEKSbhVhKm2XF+yGkTv3IF0X/1o5j1v9CB3Q8GJqaZ5DQcj/UFm49NrhHMH4TA+lQiZJlgdFSlrEZBxVG+YHnpKy/w5Kxv2V3fqUZdqxI6nh1UHRnBhUqFnSqvOipvB64jAx45fuhFnpp1bA4fN7rBbkdFMA40Q5rdqDuvwmNm+54aYTDxjcuI/qvXH+IBsEd0aPHWQa9CCqC4H+cw3zvuN0Uk+WdB7Rk6eXalTEPw3Aik08RXXSk9QN/xGImmIJb7Vk1W8OOG47JA+g4csvFMeN4aXLgr4QisNzg4rnJQiFpwKaBvxV8Rn/00CYXix4T+9Y+ZNvD/qln/XZYukPC09+MM8jeP/1Wa+WfnrKEe0gi4OVU0uSeVnmcN5QL6CnRQGIkU/UiqQhfIVTXkfbCjeReux0N1VWcRwM4tHkkZwWhUwejjaOV6EtBnQTNXdwu+Ht2nSCBrHl4myXPlQE96/gcd2O35I2EU7iX5PA+G32rMF4HkR7mPBu8wVcOWgHPqsi84NYvcO66cR94PmMX70N8N/bANFMoQ0Ac2BnVSXqBDjqwJRB/0ZUTfwolhIKMh+qHFurCa1HxYNJ42+vDrPkpYn6S+eKgDu1/EoQvQFi0AP87fvzdcSeOjSQirpWZmQemcH/40daUCHGwBXAtAAdImKLer0iX0zQH0A9CPupoQ/S48AHzqdfN4ZJdgj9HnNVVFkx0fA+U+8506qrVPn/dBqb5MvH/lkxjYvxLrv3KQnAE/P81le3OkhjwafsaW5y6gzXVpuLG5G6qajR40u17lgaNIKemGsBog+pz1SR5hozxhlD3BAwnoM9MOVUUf4v3og9yXAWpREYozadmOXl6UXD4FBE9CBjv4E6J/5bpp6FX2i9eQ9X+f+KJg7t/DwC7xvj20PBl+qD2OInK2zVwamuDAWVPOyWreqzpO20Odx42iinIa7BD0QXmU1cDutmoBI/QtvFw2gyDvN+wB9INwzveifAPuiegLMAkCO8jJpy55BPszon/9yseJV4vSqV75lLichM+naTbVg8FAaj/BtZVLF8bQjHY0zw91nxmAH6nmDshxwXKhCkGst0jflyD3cR4A+iqsgGrG3JBORvTDsIuRaDOHh8IQ0Q9D9FXQH7jMkSH8v4v6vsWaoKC2wgu+fNroc/Zflwn9N9IDyPwfaK++YTHz3TSbatSKS+jPXJgdSXoI5i6OchQF1U6tVm+SJs679dXafAFxjXLod4M/Lsw/N5fHCBDv5mqtTsEweZDLkdMNFt5crTbvMTwTTVtO1xnMrjZajdswit1cDr49X281qrabe9oaJ3v4J5L7VxIVBxaCg/cOuCF0su/BX5LKoS/dG+UYj9GfgGZGuvlB5mNFeqwBwIpvsSQL1OQmVk7QEoL6CwaBLJtCJjz2TmMElA6J+BD5EujHGKC96huZFhowZyPI8oZG/+P0YXQRmqFDuX01i/eYMVToHwX92ZlLN4c/DrdINdFrEAa5hDARZ1BZLHTGYrRBUHsMkShThKpJOKOFzMFiwDxeTOYVpomjhO8FxrVo7CiAgbmF/Om3avjzZUL/k8Gj+Hvgx8S5bJhBPsbG7aE/MzNmEGbUKjus+CK9FSeMDjk+NuR47ugyoX/5YFCsCF2sm9QsYjrV6Dj2AO/PjKFLwajkBoMbtn1Iqa8JatNTZ9bTJfNPmvcfCSRh6dbvb/Xnso1JIulD/+IYkhfb+VG1jCazVbvw2Ofc8sPqWZDVp0W4wmr0X02TBDhlyvD3rt3SUXUqWRyfv5GiP7vazY+lYLhnHdNtbD/2f6EQSkdd1JxldBhY3ORJIbaFQv5EGDxF4uwTjf6fe45H+Gu+9+KttGru6vOT+HZS9OdWJzh7uNinvhwJ+sgGvdwRQp/HLUkMqsYVtIZO8IVnkeC5/0zoX/4kbbjFzIOP4sBir2ZxfCSxH30+VjobQwUPD6IAZIxGH95EZsr8Ke8Hkc05rVN2NEFu7lkl+A0fa/TfiGc4Qo+ehrhoESSPzl4eq2sMoD+WhjCsYFEjDMN6UCNTt7satsNaFxVN+hTRZ/mOE0q52kVPXBUMWHX7aYdIjksgMv9Lo/8QROjDgy/+kFRPJDWLn046rQfQP+bjGOauVNL3wxbxfj6U/rzvhPmYMzT6XtvxlVRhlzE3VPWGc+OpG6zHJcO8TBrn5Y/+/PGrGFh/rQ/9W9c+ndwgPA30Ga8pBXZwXinHY1aoXLCycs6cpWeKljx2JbBF11cdZpJjM3ravppjkzBI4dQ+zjiPMwGfsGdJ+izSGFlyCujvhoA6MHoenWxe6KBeY0tg/kTyNHG6orrTlHNMSOWi1Dm/kv9hgv51nUlIxRMI/+/fM1M1iFvW2EZ32sc5czL0KeRtGYx0nqqqVZrNZgVjIInkaaIXznecVl0pg1WlIzuFc2uB8cPQR/i/OODY4ymGcVzJSUyFE6NfcKSBnjTSeVzlwwoctmVY7eN9WzkqV63P+QoMg4IPC7B/nJTCs0AD6KeS5w/E9ihpjOQ0Vpkb473B2iyiMehzsnKHpM93pdzFWFWEkqcp/SQsk8r9JqtIhdImHyqssQSp76vJ8tLPHln8YU/uv4r02kfvPT6R4ccvX5oZ7bpP3fej0U8KUw6vfrBBiUHBXsdVN2rLPDqa85aW7JzQrzo1ZIeqoyyWxziBJ2tnquZ5ckL0gWLu//ijvz4kN+2jpwlCfxLv8Vj0Dba1WV7ZPpz5DeTsWqXgO4g+c52w2s3n2i3yt8boe9JZjqJq6CsW3XCa3XxHjsyOO8PEufnJG0QHBw9N/RP545bVKaLPFrOZqVJ273BFxbRcEORh6Pltj95gXBENL7qj5Yew6jbgjLZ0L4Ys6OC6QIHe/5epD/1RfuOJeH8/MzUF8BeHuS52q7lqxAqVCG8SVXNuIQ1DWl5lF+6dd3MVOygUhMmiigufn1c/z4Q0Oe9jWfpI9IuZEqA/ld0adoKOULG+5O7EKUGBNaPn0Uwb+Z656s/TpR76s5fGU2sU+hvlqdHoGyj5DMuk5H0dY0w0LytWw9IEIQOjuxO0fzjf1EN/pjCCKstEFTaiCepSVqO/cdiHca0uYswtTol/or+pIc4CgcOiw75aDZ3cwZy2aIqTu/o+6T8gjtbF8olTiv5sa4Kz+XD3MfbBQMlTKh/aFQqz0pipUxZYHCd//O7ogz6JrHm0jSgeioKg7033TK3j/ehjrfehZBiJO2hUD8K7ZVp19w+NrnBWcatkRJlW1fUO1YtgXG63j5d3n3ddW9/CdQdzWoIQ7OnkqW11o3Kc2z8p6kd/RHg3EcfWMGEAl96hVTezM6Qc1HWwngQbK9XgBTdhLFH+0FhxlEYoaKohZeNTLwD419J9l4UOiVIrVcxXptoyvTzEN6+E0tb3kWGBCmFBiiHPpOibOOHsGhobgpkCZ6BOKxKW8dT2Sjia5BlxH8E2kfWnMuuHos/Jt5MHPLlF/kxDi2Odd2PqxChT2EHA9SIQ16xjG9ZUTzJjXwan9Ock1wqp4tCoAXs4mANt6nHBzntWENjJEmLaNfjUjOediVoW10XuTymdhZ8S+sBtZVI4y3uH5qcg+rO+E8Fv1uhzEXlePojbWgVexQtAxAW7uwbOL9trehFKKd7djVhUKMTyyM7jeSDAwCDwvMhKmH8QfXO3G/BuwcO781jU214lb1s1ytGlou34/LwHNzTHd1g5OiLD63hSOjXeZxuo8pRQ4Tx0RQX0a76q2abmfdbFJFoZumhQ2WAGg2nrWqxyA1Dk1m2JB+oImwrdals6bQq0FCSdJ4RpzaMx7FcO5X1ThtVcG+xmD0V9G73YcKVsq24LPuVoZ4cYbmB8V+HLRvAEOmtw7BQ6jrDLC/owT4i+wRa1wlneOFTsA/pOrotFQDH6QVt1OgprC02ro2TDrWFiecXxgQ1zUq66Dal8GJqa8mWj4fiYruyFstPM0fpRAeSbjRuV+PaPSB7fV7LTkD7WxNQwm9kLlcq5yqESsGa7Vm84s3BHy3c6FVe17SeQPDHRLXkcOTkx76+jsbWS2ReH7kqB6Hcwa78SSx6xi1I9p0JgeAp7sQKsjog+etsqmOTsoIO5plSXUvyX0f+PNRUVB/SiDtwIJpBxuNz3lYpophQ4oS8cv4YVLTWF5XYBRg0iH24WSbzM7j6RrM98Y34CWr1wGugbuOiWVqhh7CHTGNGvY/lQ2GU1HdGyo8iOMGe/BiijXgPLYQHRr8OZuCY3EVL8EKzjmnKBgX1aJFB85JRf0HgTPYb+beyZi6EzQj+Ssova8q6kcWZBFNHzBFLNdznGwJ+AERZcnJuAtO/+KOhjQ3KL+kD1lNQlre1nFw+/JEbf9udU0EBZEHXaN27cAD0oEujqJK1DkOThCpdGERcI6bosNu+4MBp+A8mHkYiwkqLTTdAvYA0kRqctRegD7FyLOPrHg8HBLwBJ42GQE766jcF71HClrAZPZH8osTo7oe/4SOiLtPG+6HnM7pLKU8oO6X+s0cd6E1VfRVAUMK9XAMkT2XG8HXObEX1LORXS/vvRrxP66oICQvQxBhw6YZL04Emp96IKMHR2KPp4mo11SfnQyXn5SgPR5906dk0JjrqLzASE6syTQB8MJGNpe23t7pbVq/WKtf2doVdp9JFLFQCadwAujrYQAlxPaklJ7ncAF1RCAG27H30s8o1vRjp7lNOV0vgSq6+16MLl+VH04eM8Dk7XAbmfw0kIbA/rEK6MVr4mbz4J9w/XNeTkHh5T+DM715pAP2VU6C/Y1mYWd+HI7m9jr0/UrDayWtu/O+xRNPom/sVaWqruRIABrCaWngP/5gRvouTxQkytAp0UEAf0byfo23SA8SrWJ2KeVRCm4ZeWcjyYkh52gxCEvpGgL2mmteDMoDYHM6PuYLTYbsCYC0pbqUr3SaBvstnJRU9rsqYq2CL8TpYYHQXNjq19W3ta8JQ3hlbead6HsQMtZhkr0GuelwtRkxQNhzRMUMwLkjROR7bcDlaYmpr3TVYH/sQ0oFpz2ZeOBXOmttysqUZy+0gqR9WUVDKCGUDo61C91UIFKh8qWa9LHyVPUyrXwxBnh1Xacr5SxQ4bT4L3U9EzO37xnZD3DZPd0Zo9wZ/Z5KBiCr5fSpw8wx4ld6OBvG+AonHjNkrqsN1WzfYPIhAR2v65bbImWlumqJL1lUPZpNou9qldbSPbe2QctSKTe34bXtWi9PZRA+S3E9Z2ccMEeaOKkseBP5a60dRdBMA42/V/UGBWLgzbN3K5doMHN+EpwHx7EoUzIJNB9FAS2nxuLN2crJWiRWZVKcW/vIar8GIZDoGhO0TjQQowJ9lAtz6mMqPTwOsKK4osXPECr5DHVj2gCpLzxs4X8gF5YKIIDVG8hkJe3QJ6IFDVijxvt5f/jxkoeQ8+w/Ivuojpa/UNOH2dxSNKkY68fMTip+">"Cumbres de la tierra".</a></div>
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Espero que os guste y nos vemos en la próxima entrada.El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com3tag:blogger.com,1999:blog-4614063552873057004.post-62827732240915945672017-02-19T09:11:00.000-08:002017-02-19T09:11:04.740-08:00Pila de combustible¡¡¡Huuuuolaa a todosss!!! Hoy vamos a hablar sobre las pilas de combustible, las ventajas que presentan estas frente a otras fuentes de energía y al final de la entrada comentaremos una tabla comparativa de los distintos tipo de vehículos que se emplean con este tipo de pila.<br />
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de pila de combustible" border="0" class="rg_ic rg_i" data-sz="f" jsaction="load:str.tbn" name="3grtsUopUREpgM:" 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" style="height: 159px; margin-top: 0px; width: 317px;" /></a>Lo primero que debemos saber es que es una pila de<br />combustible;<br />Una pila de combustible es una pila o también<br />conocida como celda de combustible, un dispositivo <br />electroquímico, en el cuál un flujo continuo de <br />combustible y oxidante sufren una reacción química <br />controlada que dan lugar a los productos y suministra <br />directamente corriente eléctrica a un circuito externo.<br />Todas las pilas de combustible tienen la misma configuración,<br />estas están formadas por un electrocito y dos electrodos<br />Se trata de un dispositivo electroquímico de conversión de energía similar a una batería. Se diferencia en que está diseñada para permitir el abastecimiento continuo de los reactivos consumidos. Es decir, produce electricidad de una fuente externa de combustible y de oxígeno u otro agente oxidante, en contraposición a la capacidad limitada de almacenamiento de energía que posee una batería.<br />Además, en una batería los electrodos reaccionan y cambian según cómo esté de cargada o descargada; en cambio, en una celda de combustible los electrodos son catalíticos y relativamente estables.<br />El proceso electroquímico que tiene lugar es de alta eficiencia y mínimo impacto ambiental.<br />En general, la eficiencia energética de una pila de combustible está entre 40-60%, y puede llegar hasta un > 85%-90% en cogeneración, si se captura el calor residual para su uso. <br />Por otra parte, dado que el proceso no implica la combustión de los reactivos, las emisiones contaminantes son mínimas.<br />El mercado de las pilas de combustible está creciendo, una de las primeras aplicaciones prácticas de las células de combustible fue en vehículos espaciales, basadas en la reacción de hidrógeno y oxígeno, dando como resultado agua, la cual puede usarse por los astronautas para beber, o para refrigerar los sistemas de la nave.</div>
<br />A continuación vamos a analizar una tabla en la cuál aparecen una serie de vehículos en los que se aplican estos tipos de pilas<br />
<br />
<br />
<br />
<table border="1" bordercolor="#000000" cellpadding="4" cellspacing="0" style="width: 100%px;">
<colgroup><col width="43"></col>
<col width="43"></col>
<col width="43"></col>
<col width="43"></col>
<col width="43"></col>
<col width="43"></col>
<tbody>
<tr valign="TOP">
<td bgcolor="#ccffff" width="17%">
<div align="CENTER">
<span style="color: #99ccff;"><span style="font-size: medium;"><i><b>Vehículo</b></i></span></span></div>
</td>
<td bgcolor="#ccffff" width="17%">
<div align="CENTER">
<span style="color: #99ccff;"><span style="font-size: medium;"><i><b>Venta</b></i></span></span></div>
</td>
<td bgcolor="#ccffff" width="17%">
<div align="CENTER">
<span style="color: #99ccff;"><span style="font-size: medium;"><i><b>Tipo de
pila</b></i></span></span></div>
</td>
<td bgcolor="#ccffff" width="17%">
<div align="CENTER">
<span style="color: #99ccff;"><span style="font-size: medium;"><i><b>Km
recorridos </b></i></span></span>
</div>
</td>
<td bgcolor="#ccffff" width="17%">
<div align="CENTER">
<span style="color: #99ccff;"><span style="font-size: medium;"><i><b>Marca </b></i></span></span>
</div>
</td>
<td bgcolor="#ccffff" width="17%">
<div align="CENTER">
<span style="color: #99ccff;"><span style="font-size: medium;"><i><b>Donde
encontrarlos </b></i></span></span>
</div>
</td>
</tr>
<tr valign="TOP">
<td width="17%">
<div align="CENTER">
<span style="color: #9999cc;"><span style="font-size: medium;"><i><b>Automóvil</b></i></span></span></div>
</td>
<td width="17%">
No<br />
</td>
<td width="17%">
FECV<br />
</td>
<td width="17%">
4.800.000 km<br />
</td>
<td width="17%">
Honda<br />
Toyota<br />
Mercedes Benz<br />
</td>
<td width="17%">
------------------<br />
</td>
</tr>
<tr valign="TOP">
<td width="17%">
<div align="CENTER">
<span style="color: #9999cc;"><span style="font-size: medium;"><i><b>Autobus</b></i></span></span></div>
</td>
<td width="17%">
Si
<br />
</td>
<td width="17%">
P.combustible
<br />
</td>
<td width="17%">
970.000 km
<br />
</td>
<td width="17%">
UTC powe<br />
Proton Motor<br />
Toyota<br />
</td>
<td width="17%">
Canadá<br />
E.E.U.U<br />
Alemania<br />
China
<br />
Inglaterra<br />
Brazil<br />
</td>
</tr>
<tr valign="TOP">
<td width="17%">
<div align="CENTER">
<span style="color: #9999cc;"><span style="font-size: medium;"><i><b>Bicicleta</b></i></span></span></div>
</td>
<td width="17%">
No<br />
</td>
<td width="17%">
ENV<br />
</td>
<td width="17%">
<br />
<br />
------------------<br />
</td>
<td width="17%">
Honda<br />
Suzuki<br />
Acta spa<br />
APFCT<br />
</td>
<td width="17%">
<br />
<br />
------------------<br />
</td>
</tr>
<tr valign="TOP">
<td width="17%">
<div align="CENTER">
<span style="color: #9999cc;"><span style="font-size: medium;"><i><b>Avión </b></i></span></span>
</div>
</td>
<td width="17%">
No<br />
</td>
<td width="17%">
UAV<br />
</td>
<td width="17%">
<br />
<br />
------------------<br />
</td>
<td width="17%">
Airbus<br />
Boeing<br />
Horizon<br />
</td>
<td width="17%">
<br />
<br />
------------------<br />
</td>
</tr>
<tr valign="TOP">
<td width="17%">
<div align="CENTER">
<span style="color: #9999cc;"><span style="font-size: medium;"><i><b>Barco</b></i></span></span></div>
</td>
<td width="17%">
Si<br />
</td>
<td width="17%">
HYDRAS<br />
</td>
<td width="17%">
------------------<br />
</td>
<td width="17%">
Tritón
<br />
</td>
<td width="17%">
Amsterdam<br />
Irlandia
<br />
</td>
</tr>
<tr valign="TOP">
<td width="17%">
<div align="CENTER">
<span style="color: #9999cc;"><span style="font-size: medium;"><i><b>Submarino</b></i></span></span></div>
</td>
<td width="17%">
Si<br />
</td>
<td width="17%">
PEM<br />
</td>
<td width="17%">
<br />
<br />
<br />
<br />
------------------<br />
</td>
<td width="17%">
Honda<br />
</td>
<td width="17%">
<div dir="LTR" id="main">
<div dir="LTR" id="Blog1">
<div dir="LTR" id="post-body-6467394983779728762">
Islandia<br />
</div>
</div>
</div>
Carolina del Sur<br />
E.E.U.U<br />
California
<br />
</td>
</tr>
<tr valign="TOP">
<td width="17%">
<div align="CENTER">
<span style="color: #9999cc;"><span style="font-size: medium;"><i><b>Montacarga
</b></i></span></span>
</div>
</td>
<td width="17%">
No<br />
</td>
<td width="17%">
PEM<br />
</td>
<td width="17%">
<div style="border-bottom: 1px solid #000000; border-left: none; border-right: none; border-top: none; padding-bottom: 0.07cm; padding-left: 0cm; padding-right: 0cm; padding-top: 0cm;">
<br />
</div>
</td>
<td width="17%">
<div style="margin-bottom: 0cm;">
Hylift</div>
<div style="margin-bottom: 0cm;">
Genco</div>
<br />
<br />
</td>
<td width="17%">
Europa<br />
E.E.U.U<br />
Francia
<br />
Australia<br />
</td>
</tr>
</tbody></colgroup></table>
<br />
Yo opino sobre este tipo de pilas combustible, que aunque son un poco más caras, ayudan a no perjudicar tanto el medio ambiente, por lo que deberíamos empezar a usarlas más.El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-892615135799946172017-02-13T09:01:00.000-08:002017-02-19T02:45:49.830-08:00Pila Daniel ¡Huuuuolaaa a todos! La semana anterior fuimos al laboratorio mis compañeros y yo a aprender a hacer una pila Daniel, y yo os voy a enseñar a vosotros.<br />
<br />
En primer lugar, la pila Daniel es un modelo de pila con puente salino.<br />
Más modernamente, se construye la pila separando las dos semirreaciones en dos recipientes diferentes: en uno de ellos hay un electrodo de cobre en una disolución de sulfato de cobre; en el otro recipiente hay una barra de zinc en una disolución de sulfato de zinc. <br />
<br />
Los <b>materiales que utilizaremos son:</b><br />
<b></b><br />
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<a href="data:image/png;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de pila daniell" border="0" class="_WCg" data-deferred="1" height="181" id="uid_0" src="data:image/png;base64,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" title="https://es.wikipedia.org/wiki/Pila_Daniell" width="320" /></a></div>
<ul>
<li>Un tubo en forma de "U"</li>
<li>Dos vasos de precipitados</li>
<li>Disolución de sulfato de Cobre </li>
<li>Disolución de sulfato de Zinc </li>
<li>Un electrodo de Cobre</li>
<li>Un electrodo de Zinc</li>
<li>Sal</li>
<li>Algodón </li>
<li>Agua </li>
<li>Cables de cocodrilo </li>
<li>Amperímetro </li>
</ul>
<div>
<b>Procedimiento para fabricarla:</b></div>
<div>
Cogemos los dos vasos de precipitados y en uno echamos la mezcla anteriormente echa de sulfato de cobre con agua y en el otro el sulfato de zinc con agua también.</div>
<div>
Introducimos un electrodo de cobre en la disolución de sulfato de cobre, y un electrodo de zinc en la disolución de sulfato de zinc y, lo conectamos al amperímetro con un cable de cocodrilo.</div>
<div>
A continuación vamos a preparar un puente salino con la mezcla, de agua y sal en un recipiente aparte, mojamos trozos pequeños de algodón en esta mezcla y lo introducimos posteriormente en el tubo con forma de "U".</div>
<div>
Y ya por último, colocamos el puente salino entre los dos vasos, y conectamos el amperímetro y comprobamos la potencia.</div>
<div>
<br /></div>
<div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb9BRIsHeR-h2P313qXQdkVnxpKjdwb5hN-KwHGQ5vbqqkKGRiM7kODWuDrfkg7HibUv-LCygwY57_AvrcWhhyS3mmmTZpmffVm9B07hHKGleJfGydt7r5zb_DJQ5_11PIgHrNUB3hvDE/s1600/IMG_7308.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb9BRIsHeR-h2P313qXQdkVnxpKjdwb5hN-KwHGQ5vbqqkKGRiM7kODWuDrfkg7HibUv-LCygwY57_AvrcWhhyS3mmmTZpmffVm9B07hHKGleJfGydt7r5zb_DJQ5_11PIgHrNUB3hvDE/s320/IMG_7308.JPG" width="320" /></a></div>
<div>
<br /></div>
<div>
Aquí os dejo una de las imágenes que hicimos en clase con el resultado final.</div>
<div>
<br /></div>
<div>
<b>¿Por qué consigue funcionar?</b></div>
<div>
En este experimento lo que hemos hecho a sido oxidar los átomos de zinc, los cuales pierden electrones, y pasa a la otra disolución la cuál tiene los iones positivos.</div>
<div>
La barra de zinc se oxida y los electrones pasan por el puente salino, hasta que llegan al otro electrodo.</div>
<div>
Así, os quedaría Zn2+ y Cu2+.</div>
<div>
<br /></div>
<div>
Espero que os haya gustado esta explicación sobre la pila Daniel y nos vemos en la próxima entrada.</div>
<div>
¡¡Hasta la próxima!!<b><br /></b></div>
El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-58720189551007415362017-01-28T04:04:00.000-08:002017-01-28T04:04:28.221-08:00Maldades del núcleo atómico<div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
<br /></div>
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¡¡¡Huuuolaaa a todosss!!! Bienvenidos una semana más a mi blog, hoy vamos a analizar las partes negativa del núcleo atómico.<br />
<br />
<b>MALDADES DEL NÚCLEO ATÓMICO</b><br />
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQO4mIgwmFomO0DQAOkEOAEufhKqCWY8Tufh1sQ5IpjOaGgvJdkbw" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de tragedia de chernobyl" border="0" class="rg_ic rg_i" data-src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQO4mIgwmFomO0DQAOkEOAEufhKqCWY8Tufh1sQ5IpjOaGgvJdkbw" data-sz="f" jsaction="load:str.tbn" name="inU9l0Y52NwoBM:" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQO4mIgwmFomO0DQAOkEOAEufhKqCWY8Tufh1sQ5IpjOaGgvJdkbw" style="height: 188px; margin-top: 0px; width: 251px;" /></a></div>
<ul>
<li><b>Es peligroso. </b>Recordemos la catástrofes tanto por explosiones de plantas (Chernobil) como por mal manejo de los cementerios de residuos radioactivos.</li>
<li><b>La cantidad de residuos radioactivos </b>que genera impactan negativamente el ambiente natural y su peligrosidad dura decenas de años. Además, aún no se ha logrado un sistema altamente efectivo de manejo de dichos residuos. Es la más sucia de las fuentes de energías.</li>
<li><b> Genera poco empleo. </b>En comparación con las energías renovables es la fuente que por kilovatio producido crea menos empleo.</li>
<li><b>Es altamente costosa. </b>El costo de producir electricidad a través de la energía nuclear está por el orden de los 6,50 dólares por vatio. Esto sin incluir los costos asociados a las operaciones, mantenimiento de instalaciones, materia prima y manejo y disposición de los residuos radioactivos. En contraposición, la energía fotovoltaica viene reduciendo anualmente sus costos en promedio podríamos hablar de una escala de 3 a 5 dólares por vatio el costo de instalación de una planta solar.</li>
<li><b>Es innecesaria. </b>Cuando tenemos un potencial extraordinario en las energías renovables (fotovoltaica, eólica, hidroeléctrica, mareomotriz y biomasa) promover la nuclear luce sencillamente insensato.</li>
<li><b>No es de largo una solución económicamente viable y s</b>ostenible para reducir las emisiones de CO2,No contribuye a la lucha contra el Cambio Climático.</li>
<li><b>El uranio al igual que el </b>petróleo es un recurso finito, también se acaba. Es una fuente no renovable.</li>
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Aquí os dejo una foto de la tragedia de Chernobyl.</div>
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Espero que os haya gustado y nos vemos en la siguiente entrada.</div>
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¡¡¡Hasta la semana que viene!!!</div>
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<br />El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-41053549937465535252017-01-14T03:11:00.001-08:002017-01-23T10:46:20.320-08:00Energía¡¡¡¡Huuuolaaa a todosssss!!! Después de este parón, quería desearos a todos un feliz año, y creo que la mejor forma es hablando de la ENERGÍA.<br />
A continuación vamos a contestar un par de preguntas bastante curiosas referidas a la instalación para la obtención de distintos tipos de energía.<br />
<br />
La primera pregunta que analizaremos es <b><u>"¿Cuáles son las tres presas más importantes en producción eléctrica del mundo? ¿Y de España?</u></b><br />
<b><u><br /></u></b>
Las centrales hidroeléctricas generan como su nombre indica energía eléctrica aprovechando la energía potencial gravitatoria que se obtiene de la caída de una masa de agua a través de un desnivel geodésico.<br />
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Las tres presas más grandes del mundo son:</div>
<ul><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de presa de las tres gargantas" border="0" class="_WCg" data-deferred="1" height="240" id="uid_4" src="data:image/jpeg;base64,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" title="http://megaconstrucciones.net/?construccion=presa-tres-gargantas" width="320" /></a>
<li><b>La presa de las tres Gargantas:</b></li>
</ul>
<div>
<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Esta presa se encuentra en China, se ubica sobre el rio Yangtsé.</div>
<div>
El propietario de esta gran presa es China Yangtze Power.</div>
<div>
La fecha de inicio fue el 14 de Diciembre de 199, y acabó en 2011.</div>
<div>
Para su producción se utilizó un capital de 22,500 W.</div>
<div>
Área inundada: 1.045 Km cuadrados.</div>
<div>
Sus turbinas son 34 tipo Francis (32 x 700 mw, 2 x 50 mw).</div>
<ul><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de presa de tucurui" border="0" class="_WCg" data-deferred="1" height="163" id="uid_2" src="data:image/jpeg;base64,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title="http://www.elmundo.es/elmundo/hemeroteca/2010/08/10/m/ciencia.html" width="320" /></a>
<li><b>Presa de Tucuruí</b></li>
</ul>
<div>
Esta presa se encuentra en Brazil, y se ubica en el rio Tocantins.</div>
<div>
No se conoce quien es el propietario de esta presa.</div>
<div>
La fecha de inicio fue en 1975 y la fecha de terminación fue en 1984.</div>
<div>
La cantidad total fue de 8.370 MW</div>
<div>
Tiene un área inundada de 3,014 Km cuadrados.</div>
<div>
Sus turbinas son de tipo 25 Francis (11 x 375 mw, 2x 22.5 mw)</div>
<ul><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de presa de grand coulee" border="0" class="_WCg" data-deferred="1" height="257" id="uid_0" src="data:image/jpeg;base64,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" title="https://es.wikipedia.org/wiki/Presa_Grand_Coulee" width="320" /></a>
<li><b>Presa Grand Coulee</b></li>
</ul>
<div>
Esta presa se encuentra en Estados Unidos, se ubica sobre el rio Columbia.</div>
<div>
De esta presa tampoco se conoce sobre el propietario.</div>
<div>
La fecha de inicio de esta presa fue en Julio, concretamente</div>
<div>
el 16 de Julio de 1933 y finalizó en 1980.</div>
<div>
La capacidad total de esta presa es de 6.809 MW.</div>
<div>
El área inundada es de 324 Km cuadrados.</div>
<div>
Sus turbinas son de tipo 27 Feancis.</div>
<div>
<br /></div>
<div>
<br /></div>
<div>
<br /></div>
<div>
Ahora hablaremos sobre las presas más grandes de España:</div>
<ul><a href="https://lh5.googleusercontent.com/-iYpIIVNu00Q/WE29yPIfltI/AAAAAAABXLA/Z5Dht1Q5J4Qda50DA7mXdAxOy4ekjfdNACLIB/s213-k-no/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>
<li><b>La presa de Almendra</b><a href="https://lh5.googleusercontent.com/-iYpIIVNu00Q/WE29yPIfltI/AAAAAAABXLA/Z5Dht1Q5J4Qda50DA7mXdAxOy4ekjfdNACLIB/s213-k-no/" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Image" border="0" class="_WCg" height="160" src="https://lh5.googleusercontent.com/-iYpIIVNu00Q/WE29yPIfltI/AAAAAAABXLA/Z5Dht1Q5J4Qda50DA7mXdAxOy4ekjfdNACLIB/s213-k-no/" style="cursor: move;" width="213" /></a></li>
</ul>
<div>
La presa de Almendra es la presa más grande que hay </div>
<div>
en España, con 202 m de altura sobre cimientos y</div>
<div>
a demás es la tercera presa por volumen de embalse</div>
<div>
después de las presas de la Serena y Alcántara.</div>
<div>
Su embalse tiene una capacidad de 2.648 Km cúbicos.</div>
<div>
Pertenece a la empresa de Iberdrola, y se encuentra</div>
<div>
en la localidad salmantina de Almendra.</div>
<ul>
<li><b>Canelles</b></li>
</ul>
<div>
La presa de Canelles , pertence a Endes<br />
a y fue en los</div>
<div>
<a 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Zc9I+IGSOSKJEmdgSygj/AK9aaQaxDKZUfFvIMFQDt59/SvPYf+ZfZuPamGnzSy3G2WR3XbjDMT0Ip4y7aHapWX+2uo1tvIVk853eIN+D7YrKqEJK+KVJHnA4+lZTdUDsz//Z" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de presa de canelles" border="0" class="_WCg" data-deferred="1" height="192" id="uid_0" 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c9I+IGSOSKJEmdgSygj/AK9aaQaxDKZUfFvIMFQDt59/SvPYf+ZfZuPamGnzSy3G2WR3XbjDMT0Ip4y7aHapWX+2uo1tvIVk853eIN+D7YrKqEJK+KVJHnA4+lZTdUDsz//Z" title="http://haypesca.blogspot.com.es/2013/03/embalse-de-canelles-huesca-lleida.html" width="320" /></a>años 60 record de altura y actualmente<br />
en España es </div>
<div>
la tercera presa con mayores dimensiones.</div>
<div>
Y esta situado en la provincias de Huelva y Lleida.</div>
<div>
y tiene una capacidad de 688 Km cúbicos.</div>
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<br /></div>
<div>
<br />
<br />
ACLARACIÓN: Estas son las presas más grandes en cuanto a tamaño<br />
<br />
<b><u>"¿Dónde están situadas las Centrales Nucleares en España?</u></b><br />
<br />
Actualmente se encuentran en España y en funcionamiento 6 centrales nucleares, todas ellas en la península, 2 de las cuales disponen de 2 reactores cada una y se encuentran en Almaraz y en Ascó, por lo que suman 8 reactores de agua ligera.<br />
<br />
<br />
<img alt="Resultado de imagen de donde estan situadas las cen trales nucleares en españa" class="mainImage accessible nofocus" data-bm="86" src="http://html.rincondelvago.com/000741803.png" tabindex="0" title="Ver imagen de origen" /><br />
Aquí os dejo un mapa en el que podemos observar algunas de las centrales nucleares que hay en España.<br />
<br />
Espero que os haya gustado y que hayáis aprendido un poquito más sobre la energía, nos vemos en próxima entrada.<br />
<br />
Espero que os haya gustado mucho y que hayáis aprendido un poco más sobre la energía.</div>
<div>
Nos vemos la próxima semana con la entrada número 13.</div>
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<br />El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com2tag:blogger.com,1999:blog-4614063552873057004.post-65332440698325343462016-12-04T03:58:00.000-08:002016-12-04T06:33:00.259-08:00¿Si somos más, perjudicamos más a la Tierra?<br />
¡Huuuolaaaa a todoooossss! Bienvenidos una semana más aquí a mi blog, hoy hablaremos de los problemas medioambientales, que perjudican cada vez más a este planeta llamado <b>TIERRA.</b><br />
Son muchos los problemas que abarcan este concepto de medioambiente, pero solamente me centrare y analizaré uno de ellos:<br />
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<b> "Incremento de la densidad poblacional"</b><br />
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Las causas de este acelerado crecimiento de la población son causadas por varios factores de los cuales hablaremos ahora con más profundidad, también comentaré la frase que sale al principio de la entrada, ¿Si somos más, perjudicamos más a la Tierra?.<br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de mortalidad" border="0" src="data:image/jpeg;base64,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" /></a><br />
<ul>
<li><b>Mortalidad: </b>A principios del siglo XX las probabilidades de muerte eran mucho mayores que ahora debido a los avances médicos, tecnológicos y económicos han ayudado a tener una mejor calidad de vida y permitir vivir más tiempo.</li>
</ul>
Estos avances han permitido la desaparición de muchas epidemias y cura de muchas enfermedades, de las cuales otras todavía no se han encontrado cura.<br />
Por ejemplo al principio del siglo XX la tasa de mortalidad de un hombre era 1000 veces mayor que la trasa de una mujer, debido a las condiciones totalmente opuestas que tenia el hombre y las que tenia la mujer, en esa época el hombre estaba sometido a trabajos más duros que los que hacia la mujer, y también no había tantos avances médicos como los que hay ahora y en aquella época por un simple catarro que hoy se cura facilmente, en aquellos tiempos podía causar la muerte de la persona que lo padecía.<br />
Otro factor muy importante que también ha influido mucho en la mortalidad era las grandes guerras y las condiciones laborales donde no se respetaban los derechos de los empleados y se les sometian a trabajos realmente duros.<br />
<br />
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRm5z69-SmQi_6zQTjpYQbybLTTa_wAvzWK0DPc2V1bFhOB9w9ZQw" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de natalidad" border="0" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRm5z69-SmQi_6zQTjpYQbybLTTa_wAvzWK0DPc2V1bFhOB9w9ZQw" /></a><b>Natalidad: </b>Si consideramos la natalidad de principios del siglo XX, con la natalidad actual,podríamos decir que está ha aumentado, pero habría que matizar; En los primero años del siglo XX, las parejas solían tener una media de 6 o 7 hijos, lo que ahora seria impensable para cualquier pareja actual, que apenas tienen un hijo. Esto nos hace pensar que la natalidad ha disminuido pero esto no es cierto si comparamos los países del tercer mundo con los del primero. En los países desarrollados la natalidad ha disminuido tanto que la población de muchos países se esta volviendo mayor, pero en los países del tercer mundo y los que están en vías de desarrollo, la tasa de natalidad es muy alta lo que ha hecho que a nivel general la tasa de la población haya aumentado<br />
Gracias a la movilidad de los inmigrantes, haces posible el aumento de la población.<br />
<br />
<ul><a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTESeSJEo5DGXUNOCVNO9Qne1VD0LXb0PTuSfKLo_M0B3hPt1GE_Q" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de ciudades grandes dibujos" border="0" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTESeSJEo5DGXUNOCVNO9Qne1VD0LXb0PTuSfKLo_M0B3hPt1GE_Q" /></a>
<li><b>Ciudades cada vez más grandes: </b>En relación con los puntos anteriores, es decir, con el aumento de la natalidad y la disminución de la mortalidad, así como la movilidad poblacional entre países y dentro de los mismos países, cabe destacar el aumento con respecto al terreno de las ciudades. Debido a la inmigración y la emigración, las personas se han ido hacinando en los mismos lugares, haciendo que cada vez sean más grandes las ciudades, por lo que se le ha ido comiendo terreno al campo, se han ido destruyendo la flora en todos los rincones del mundo (aunque siempre será más en los países desarrollados, que en los países pobres)</li>
</ul>
<ul><a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de desarrollo tecnologico" border="0" 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" /></a>
</ul>
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<a href="http://previews.123rf.com/images/captainvector/captainvector1602/captainvector160283887/53593127-gesto-de-la-mano-que-muestra-bye-Foto-de-archivo.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de adios mano" border="0" src="http://previews.123rf.com/images/captainvector/captainvector1602/captainvector160283887/53593127-gesto-de-la-mano-que-muestra-bye-Foto-de-archivo.jpg" height="200" width="200" /></a></div>
Espero que os haya gustado mucho esta pequeña observación que hemos echo acerca de las causas que aceleran el crecimiento de la población.<br />
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Con todo esto dicho nos vemos la semana que vienes ¡Adioós!<br />
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<br />El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-34854804650161489082016-11-21T10:10:00.001-08:002016-11-21T10:10:57.524-08:00¿Estamos solos en el Universo?¡Huuuolaaaa a todosssss! Bienvenidos una vez más a mi blog, hoy hablaremos de un tema bastante curioso y para mi parecer entretenido.<br />
El tema es:<br />
-¿Crees que estamos solos en el Universo?<br />
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El 6 de Marzo del 2009 de madrugada, fue lanzado el satélite Kepler, por la Nasa desde el Cabo Cañaveral, la misión de este era buscar planetas que tuvieran órbitas diferentes a las del Sol.<br />
Pero específicamente la misión que este tenia era encontrar planetas similares a nuestra Tierra.<br />
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Este satélite encontró planetas extrasolares, debido a que el Universo tiene una infinidad de estrellas, su primera y complicada misión era reconocer y diferenciar entre que era un planeta y que una estrella, esto lo hacia sabiendo que había algo llamado planeta que tapa el brillo de una estrella durante unos segundos.<br />
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Este increíble satélite encontraba una media de 2 planetas diarios.<br />
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Kepler encontró un planeta extrasolar con estrella binaria, y un planeta apodado "planeta infierno" el cuál es una estrella que orbita en una estrella con una temperatura mayor a la que se necesita para fundir el hielo.<br />
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Ahora haremos una enumeración de los planetas extrasolares, similares a la Tierra:<br />
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<ul>
<li>Kepler 22b, descubierto el 5 de Diciembre del 2011.</li>
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<a 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style="height: 185px; margin-top: 0px; width: 247px;" /></a><a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Este planeta contenía agua líquida, un poco más densa que la masa del agua que hay en la Tierra, su estrella es parecida a nuestro Sol y la cuál tiene una temperatura muy buena.</div>
<div>
Pero este tiene un pequeño problema, no tiene una superficie, estaba constituido únicamente de agua, por lo que no podríamos mantenernos en pie.</div>
<div>
<br /></div>
<ul>
<li>Kl2626, descubierto el día 28 de Febrero de 2012</li>
</ul>
<div>
<a href="data:image/png;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de estrella binaria" border="0" class="_WCg" data-deferred="1" height="140" id="uid_0" src="data:image/png;base64,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" title="https://es.wikipedia.org/wiki/Estrella_binaria" width="280" /></a>Esta es una órbita más pequeña que el sol, este al igual que el anterior tiene una tempreratura correctas, pero... tenemos un pequeño problema con el Kl2626, esté no gira sobre si mismo como hace la tierra, si no gira al rededor de una estrella, por lo que en este planeta siempre una parte esta de noche y la otra de dia, por lo que tampoco nos sirve.</div>
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<li>Kl701, descubierto a principios del año 2011</li>
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Esta orbitaba en 3 planetas, de los cuales el tercero es parecido o similar al 22b, lo que significaba que estaba cubierto de agua, pero siguieron observando y se dieron cuenta que estaba orbitado no por tres si no por cuatro panetas, lo que lo hacia perfecto.</div>
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El único problema que se le encontró es que los animales debían desplazarse sobre 8 patas porque tiene más gravedad que la Tierra.</div>
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Parece increíble que hayamos encontrado un planeta con características similares a la Tierra, espero que os haya gustado esta pequeña observación sobre los `planetas extrasolares y ya sabeis nos vemos en el siguiente post!!!</div>
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El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-48874638237386318692016-11-11T09:20:00.000-08:002016-11-11T09:20:04.041-08:00Estrellas¡Huuuolaaa a todossssssss! Hoy hablaremos en el 5º post sobre las estrellas y la clasificación que tienen dichas estrellas.<br />
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En primer lugar hablaremos de la primera persona que hizo el intento de clasificar a las estrellas, este fue Hiparco de Nicea.<br />
Hiparco de Nice fue un astrónomo, matemático y geográfico griego, y como ya he dicho anteriormente fue el primero en realizar la clasificación de estrellas.<br />
Enumeró a las veinte estrellas más brillantes, a las cuales llamo "primera magnitud, a las siguiente las llamo "segunda magnitud", y así sucesivamente hasta que ya había un punto que casi no se podían percibir a simple vista, y a estas las ubico en la "sexta magnitud"Actualmente, existen dos tipos de clasificación espectral:<br />
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<u><b>CLASIFICACIÓN DE HARVARD</b></u><br />
Esta la clasificación actualmente más usada, estas se organizan normalmente desde la más caliente hasta la más fría.<br />
<a class="irc_mil i3597 iiQUZHg0pvsk-zixyDjKkw5M" data-noload="" data-ved="0ahUKEwiA1o-Tj6HQAhXM0xoKHQwjAR4QjRwIBw" href="https://www.google.es/url?sa=i&rct=j&q=&esrc=s&source=images&cd=&cad=rja&uact=8&ved=0ahUKEwiA1o-Tj6HQAhXM0xoKHQwjAR4QjRwIBw&url=http%3A%2F%2Fzendacaballero.blogspot.com%2F2010%2F09%2Festrellas-de-colores.html&psig=AFQjCNHZfMl8rZ73T7hyHJLmKOXYTaUCxQ&ust=1478967957298109" jsaction="mousedown:irc.rl;keydown:irc.rlk" rel="noopener" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" tabindex="0" target="_blank"></a><span style="font-family: Arial; font-size: x-small;">Tras un monumental esfuerzo de un grupo de observadores de Harvard, se analizaron los espectros de varios de millones de estrellas. Al final estas fueron organizadas según la secuencia OBAFGKM, esta puede recordarse mediante la frase "<b> </b>Oh,Be a Fine Girl and Kiss Me".</span><br />
<span style="font-family: Arial; font-size: x-small;">Posteriormente se considero oportuno dividirlos en subgrupos del 0 al 9.</span><br />
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<span style="font-family: Arial; font-size: x-small;">En la siguiente tabla se recogen las principales características de los tipos espectrales más utilizados en la clasificación de Harvard.</span><br />
<span style="font-family: Arial; font-size: x-small;"></span><img alt="Resultado de imagen de CLASIFICACION DE HARVARD" class="rg_ic rg_i" data-sz="f" height="168" jsaction="load:str.tbn" name="O3xW-ghVLlhKiM:" 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" 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<b><u>CLASIFICACIÓN DE YERKES</u></b><br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de CLASIFICACION DE YERKES" border="0" class="rg_ic rg_i" data-sz="f" jsaction="load:str.tbn" name="6rWAUj2CZ7kx3M:" 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" style="height: 203px; margin-top: 0px; width: 249px;" /></a></div>
Esta clasificación esta basada en las líneas espectrales sensibles a la gravedad superficial de las estrellas, la cual esta relacionada con la luminosidad, esta a diferencia de la clasificación de Harvard, que esta basada en la temperatura superficial, fue introducido en 1943 por William W. Morgan, Phillip C, Keenan y Edith Kellman.<br />
En el esquema de la clasificación de Yerkes, las estrellas son asignadas a grupos de acuerdo al ancho de sus líneas espectrales. <br />
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Aquí en la derecha os dejo una foto de la organización o la clasificación de Yerkes.<br />
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<b><u>DESCRIPCIÓN DE LAS CLASES ESPECTRALES</u></b><br />
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<a href="http://www.javierdelucas.es/estrella_clase_o.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.javierdelucas.es/estrella_clase_o.jpg" /></a><span style="color: #0b5394;">CLASE O</span><br />
Estas son unas estrellas muy calientes y luminosas, y que poseen una fuerte tonalidad azul.<br />
La mayor parte de su radiación la emiten en ultravioleta.<br />
Muestran unas líneas de helio neutra e ionizadas, y solamente líneas débiles de hidrogeno.<br />
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<span style="color: #073763;">CLASE B</span><br />
<a href="http://www.javierdelucas.es/estrella_clase_b.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.javierdelucas.es/estrella_clase_b.gif" /></a><span style="color: black;">Estas son una estrellas también muy luminosas, sus espectros muestran líneas moderadas de helio e hidrogeno, como las estrellas del grupo O y B son tan poderosas viven muy poco tiempo, y no suelen alejarse mucho del área del que se formaron.</span><br />
<a href="http://www.javierdelucas.es/estrella_clase_b.gif" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></a> <br />
<span style="color: #073763;"><br /></span>
<a href="http://www.javierdelucas.es/estrella_clase_b.gif" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></a><a href="http://www.javierdelucas.es/estrella_clase_o.jpg" imageanchor="1" style="background-color: white; clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><b><br /></b></span></a>
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<br />
<br />
<a href="http://www.javierdelucas.es/estrella_clase_a.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.javierdelucas.es/estrella_clase_a.jpg" /></a> <span style="color: cyan;">CLASE A</span><br />
<span style="color: black;">Son las más visibles y comunes frente al ojo humano.Como sucede con todas las estrellas de este grupo "A" son de color blanco.</span><br />
Presentan fuertes líneas de hidrógeno y también de metales ionizados.<br />
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<a href="http://www.javierdelucas.es/estrella_clase_a.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></a>
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<span style="color: #f1c232;">CLASE F</span><br />
<a href="http://www.javierdelucas.es/estrella_clase_f.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.javierdelucas.es/estrella_clase_f.jpg" /></a><a href="http://www.javierdelucas.es/estrella_clase_f.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a>Estas son unas estrellas bastante poderosas pero tienden a pertenecer a la secuencia principal. Sus espect<span style="clear: left; font-family: "arial" , "helvetica" , sans-serif; margin-bottom: 1em; margin-left: auto; margin-right: auto;"></span>ros se caracterizan por líneas más débiles de hidrógeno y de los metales ionizados.<br />
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<br />
<br />
<span style="color: #b45f06;">CLASE G</span><br />
<a href="http://www.javierdelucas.es/estrella_clase_g.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.javierdelucas.es/estrella_clase_g.gif" /></a><span style="color: black;">Las estrellas de este grupo pueden ser, posiblemente las más conocidas, aunque solamente sea porque el sol pertenece a esta clase. Tienen líneas de hidrogeno aun mas débiles que las que hablábamos en el grupo F, pero además de los metales ionizados podemos encontrar más metales neutros.</span><br />
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<a href="http://www.javierdelucas.es/estrella_clase_g.gif" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></a>
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<span style="clear: left; font-family: "arial" , "helvetica" , sans-serif; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><br /></span>
<span style="clear: left; font-family: "arial" , "helvetica" , sans-serif; margin-bottom: 1em; margin-left: auto; margin-right: auto;"> <span style="color: orange;">CLASE K</span></span><br />
<a href="http://www.javierdelucas.es/estrella_clase_k.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.javierdelucas.es/estrella_clase_k.gif" /></a><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-small; margin-left: 1em; margin-right: 1em;"></span><br />
Estas estrellas son un poco más frias que nuestro Sol y muestran un color naranja, sus líneas de hidrogeno son muy débiles ( si es que presenta estas líneas) y la mayoría de las líneas corresponden a metales neutros<br />
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<span style="color: #660000;"> CLASE M</span><br />
<a href="http://www.javierdelucas.es/estrella_clase_m.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.javierdelucas.es/estrella_clase_m.gif" /></a><span style="color: black;">Este ya es el último grupo el cual vamos a hablar, este grupo son las más conocidas debido a su abundancia, son de un color rojizo, por lo que todas las estrellas enanas entran en este grupo.</span><br />
El espectro de una línea M muestra unas líneas que pertenecen ametales neutros o moléculas.<br />
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<span style="color: #660000;"><br /></span>
<a href="http://www.javierdelucas.es/estrella_clase_m.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif; font-size: x-small;"></span></a><br />
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Esta semana hay un "Easter egg" en el que os dejare una canción relacionada con todo este tema de las estrellas <br />
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" BAJO EL MISMO SOL"- ÁLVARO SOLER<br />
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ESPERO QUE OS HAYA GUSTADO Y NOS VEMOS LA SEMANA QUE VIENE<br />
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<br />El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-85811930033070420672016-10-24T08:04:00.000-07:002016-10-24T08:04:35.022-07:00Materia oscura y la Via Láctea¡¡¡Huuuolaaa a todos!!! Bienvenidos otra semana más a mi blog, hoy vamos a hablar sobre dos temas bastante interesantes, ( para mi gusto por lo menos), los cuales hablan sobre la materia oscura y la Via Láctea.<br />
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Muchos no sabréis de que hablo y no tendréis ni idea sobre ¿Qué es la materia oscura? o la Via Láctea.<a class="irc_mil i3597 iefh7BYLV9CY-zixyDjKkw5M" data-ctbtn="2" data-cthref="/url?sa=i&rct=j&q=&esrc=s&source=imgres&cd=&cad=rja&uact=8&ved=0ahUKEwj-uI7g0_PPAhUMnRoKHWXiCMkQjRwIBw&url=https%3A%2F%2Fes.wikipedia.org%2Fwiki%2FMateria_oscura&psig=AFQjCNEXVzRd4GvEx-O59kCAGZXOK_sANw&ust=1477405831475735" data-noload="" data-ved="0ahUKEwj-uI7g0_PPAhUMnRoKHWXiCMkQjRwIBw" href="https://www.google.es/url?sa=i&rct=j&q=&esrc=s&source=imgres&cd=&cad=rja&uact=8&ved=0ahUKEwj-uI7g0_PPAhUMnRoKHWXiCMkQjRwIBw&url=https%3A%2F%2Fes.wikipedia.org%2Fwiki%2FMateria_oscura&psig=AFQjCNEXVzRd4GvEx-O59kCAGZXOK_sANw&ust=1477405831475735" jsaction="mousedown:irc.rl;keydown:irc.rlk" rel="noopener" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" tabindex="0" target="_blank"><img alt="Resultado de imagen" class="irc_mi iefh7BYLV9CY-pQOPx8XEepE" height="200" src="https://upload.wikimedia.org/wikipedia/commons/thumb/0/0b/Gravitationell-lins-4.jpg/250px-Gravitationell-lins-4.jpg" style="cursor: move; margin-top: 176px;" width="192" /></a><br />
Bueno... primero de todo y para tener un poco más claro el concepto de materia oscura la vamos a definir con pocas palabras.<br />
La materia oscura (en astrofísica y cosmología) se dice que es un tipo<br />
<a 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OdWOuqRvtVlxHNBdt2rfhqvhgiQIJJO59aNaY0gnkPw3d4gMbYnSuo9MUdyH4Ua68sIthgGY7CdpoflN8rgGJ3zvW65Fy4PacLcIJA8g/q+Vcm/JqmhgfiHki2rxthgVBjUBOOpA6+1V97kZYubWpkUmGIgkdCRJj2zWzucrUXYvF1UEiVWSevUgdvrRVrgLtm2zKWW240tiZX1EwfamvI0ghh+XfD12/eW3o0EgDbTjoxB7zv1pfi34Wu8NcdILASZHb17VNe466l43mJdzklmnpjNDcdz674xuqxR5OR2MyD3HSDXXjX8b+mel3/DMPbKnP2ozhH2MRBmfp+380l62rJrL+fX+jTjTA807b4imcFxBtsGESpkSJz7GtH1GS4zX2ufSw/SgLYGyrqiT3jqfnUXE8Ld4i5pQgwYkGQc9D1HWswONaGAYgMPNBjV1zWk+DfiH/AE7AmMHE7TXNrxvPUbrVKbjOVvbfSwgj1q45LyfX5QPtn/qjOP4huMvFlXqMjYSftR16+OEuadYd4BYgyASJj5UtPbyPiYZx3wv4IBuCJEgVmOMvFEuohhXgMMZAMj137VY84+KXubknETvisjzHi5J3g98TUeHGm+j1xAvGcG6KjspC3AShP9QBgn5Gord62SguhiowTbgNp674LDpOKYSCDnSRMYmSYgemxzmoLjAkxMdJyY9ek135T/TBsk4iJ8rFlGFJEEjpIzH1rqVuKJRbZAhSSDGc4gntia6qIEVSxAGdh29q0X/t9u1wvEW7vl4lLloKAQfKdQbIMdjVVzLh7SBTbum5q6FNMCB6nIYsPWAetBtcwB0BJHz/AOhUP+XwacI4M7x9vzrUlkwRMjOY3j0pquQcGP8ABrrYnHWqEixs8e6DEifuKTU9w4BYjOBPzPYZ3ojmnIuI4dbb3UIVxKHeR6VDYuvahpKlhj/yUyM5yJGxrNev3Jp39CeK5Zct27VxlIS5q0nESpEie4kUe1q+1hLhDm0h8NSdlJ8xUfvFD8dzR7xBvOxJz9oU+0Y+nzlsu94tat6hblrgR32A3JMAMwHpms22UgvhOIGtdEg4GTnV6H3rT2eMu8NeZA3mQ6W0N7SAftNZPh7oDJ5gRiYG3SOnQferZGUO2hiyyYLCCR3Ik5rm8i/Sky+4EsxYldUwJOYzOOgJiPrWg5nzEDh1tqx2OoEYB/DUPwubJID7fzUHxPYVSQhwCRHUVh0Z5/zPhyT3nOM/hqj4pMmfWvQE42wBdtktbVlENoDtI9f6QT2rF8ZawHBBDMwAnOIyV3AOr7HtXX49C0VNy3GMfIz67/OoXGAeh/iiHWfWh2WupMwZzAqYZSD6iDmI3+tTcM4BBZdSyCRME+k9KFZyTJyfXNS2FxPrEewmfam/gI0/IOCvXPKjMAegJ2peZcua0YaasfhD4h8G6LjGTIJJ60Z8S/EHD3r4d1OiZIUwfrGK4nvftDp4Vt7lvDrwfim4DdJjR6RvNYl75HmGTONoOO3fNWfxDx9lnPgK6W+is2o/YCoLycM1m3oNwX5IcNBUjoQdx1xXR408qsz078Bua8vaz4cspFxA6kHptntkGgCafeGSJBjAI2IHb0qMx9h866UYseGAmc4jrv0Py7V1MnERmcH+Pb/JrqcYiQ1wFOL5k7TtSW52mJBn5enyqQOtuB0nO89M4iNz/FIDTJqSwoLLJgEgE9gTkx6UBTScudWCDjLriy1tvDKkOVYYErMx6GMGh+cXeF/Tw1u7E/rusJb/AOijSBOdzVPdthXZQwYAkah/VBiR+/zqwu8purZt32Ui3cJCHoSOntmoWUivakNgk+UT5iMAbkbfPJrRco5VrfQs7gQwEyOkAkVmLN4owIwQf2NXnBc7cXDcnzE6j79/+Ky8qc4Xl9LrnfKDwzsrjIA2MZ7n2oPhboEEnrt3G+/5vTuJ5gOJY+JeW36sCZ9MDcmh+A4xrbDS2xYREjIE4IIz/FYRzpRpuH4hwNUEKc/I7Z613E8x1b07mPMbR4W0ikhlLSsAAbZ7sT61mzxBPqc/kVks0thLOpbzsVWDkLqzGBEjc4npVe9y2V/qV1DGRBDHGkHt/UCc9Nq682Y3649poXiLRlgcFdwcH/k1thENjOXvb8RTcHlnIHbrRHxG/Di8x4VW8ORpLbiPbFRcDys3FZtaIFEnUYn0A6n0qrvGCfetcr+VRL+A5HQUZyiybl1QGCyQCxYDynynf0NQcVcDNKoEwBpWYwInJnMTHrUlvh2D6Ei48DSE80kiem5AJke9b/hmvpJzL/ZvXEVgwR2UMpmQDAz1FCLxhBJgEkEeYTE7kdj2NQMPtUZppIbZMAfMoIjczj9Mxn5moleKQb9alZgrkqARmJE7+/vTFRiZB3kAbCf+tjVz8LXrBfRfC+G5Gp4lgAf6T+9UuvAEbAiQc56/TFP4ri3uMXdpY7tAEwIGwA2ihqqDTgXzxLQvN4J/25Oknt+RSUHxSOD51KkgEAiMHrEbHFdVZ4v7Jf0fbcAEEAzUZoi3xjKj2xEPp1YE+WSPMRIGelQKagDn9PvRNrgWZQ2M6tI3LFYkBRkHI94qHiFURpbUI/t0weoz779ak5ZcZbttkuG2wZYcEjRJjVIzABNAiGy6yNUlZExExOY6SRtNXXMOfPetJYErZtlzbQnVAbu39RAAEx3xVVzDiGe7cdm1FmJLRE53gbTTRegMNKwY3EkR2PSiUdJ5UgMW80wRHQDDT6zHyrln1k9D27+tCq2aIa+zRqYkgQJOwGw/O9JjTLGyyKhLE+JqGlQJDIR5pacRjpnUdopLXEQ2RInaf5/mm8RzENat2xbRdOqWA8zlurH06UGjVn6lUubvGl84ExgbCnpaYjUASJAkbSek98HFB8r4nw7iPoVwpB0Ns0dD6VqvhHhbL3YvnQhMmBtvH71juZNV0zN0lTHX96PXxlWyXA8HXqUOJTVhSSBvgCeuKf8AFdlEukWzK5g+lHWudluXeDdtlk1sLbKRIuQDB6xH70J1UTM1xlsJpAuLckAnTOM/pMjfE/OnXblkWka2WN061uK6grBjSVPtIM7QCKDVCxgbnaTA77/Ko1KhSTOrp2Hr3JrZZIeiFqsOUcHcZLt63cCHhwrzqhpJgaes46VWsMZFSoWCG6LgBVgsavNsTIG8CDJ9QK0fSSC4czv/ADTVWSBjP5mjxyxtQUgBiFO++rYCi/iXkTcM4RnRmgEhCGiemOoo90nAhRAYnrjHoZ+mw+vpV5wfA8M9hh4mi+pYnV+koBI0kZ1TiPUVSEY9fr+dKJ5nxCO2pLS2VgDQpLARiZPUnNU1RJwGUAzOMHpv6envmjeLs2Bc/wBu6xTSCWa3BDRldIYyJxqn1oAbidv4pGb09KcET8VxNy7DXGZ9KqsmTpUfpWeg3gV1Qo8CBiZB9QdhH8+vSuqlwCZ1K6gRnY+899qS0DkgTA7T6ZrtBEGN5gx+3fpVpwfIrty095FLKmGjpO09vnWb0l9BIp6c7kxmYwJpXEGmUxD7V0g47QQe3akUGnaY3Ej9j/kdqJ4LhiWAG84I7zvNLTgQje8SqoY8pMYE56E7x71NwVwW3ViiXACZRtjiMwZrQ3vhm4ELsJnJ7yd59aqed8sbh3AYghlVwVMggid/TtWWfJnXEX6tACr6xic1J4hOoiFHlBUGJnaAZ6rntiobw0mNj7/yMdan5bzBrThwFJAI8ygjOMg1Yi6+Ezb8ZfF2re/FDcLKCyegmvJrBJJiBAJ37dqLHH4AIg9Wkn7VjvDZotJGt+JuWWgUW1dVi0ZPlAJ6EnttNZDh+Ka2yuu6mR+1Jf4tm3M1CCp3kfen48PKjFrV+EYER7U2JqW2kkAmBIk9vlTQu5xjufzNakhPEcouoquyEBsqe49O9AKoEkkyCBgdDMmZwcDFbXlHxUP9M1q8Na21bwh/az9Zj0OKxzI1xgEUkkbAbwJJiTjBM+lTh6fND1Pwj8WABOSZ32jGRHrv0qTiuLa5BaMAADTGB1wP3zQo6Rme35606BPbv1/OtaRfSQvnHHC6ykIqBUVAFETpH6jn9R60CpIMg1e834TgltW2sXnuXDl1KwB6TNU/C6C4DlgucjJGMe4mB86WNJrgaISkCc0Rx3BC2UAuI+pVaVMhSf6Se6yJ6VrOQXuA/wB6zcLNbafCusullIA0sQMQcgifWqTjUsG8qWEbSQquHIaXH6iCB+mdqFvvQSKi/aZGdGHmVirdYKmDB9+vWlq2+KOQvwl/wrgMkahjvtXVedLSqE00MvXV/wBPaAa4XVrhg6dKglYKx5tRIMz2Fan4X+JeIv8AEBLnEJb8RDbZ2UAFQNmgAGsVZVTcUO2hCwDMBOlSQCY6wMx6VGfKTBmDuMTGAfSo3laUGnCfmR/3XAbVBIkdal5Zyw3VutrVfDTUQxjV0he5qvZzM1M9ptKGD5pAx+rMYPWNiMQSKfq/WB9ZFtV58M3IuAxMEfzVLdBmSNM/nzq45TzPwLbhEtzfBteIxk21kaiF6SDv2mlvPsoCcZ6nxHM7R4VUWCZLufSIivKedcTNwx3kfvQx5i0QCfka6/xaYKoFcPqmScCIAU9JBJM5mK5/D4fR003ui2+AuG210WybasAWjygnMT65oQrBzg9orR/DXNrNsP41surA+XUVAY7HHvVLzXiA9wuqhQdgBArbOn7NQhpSg4ff1/P8Ufyjl733VUUMSQNOZPyAmMVWCr74U5lcsXg1ow20++P5o8lWagyk30G4zl+hykywaI0wBv3M/ajbHJ3V1S4iguCV13NAUDGpoyIOc7xVj8YcoucM63HuIztDeVpj/Bqk5zzh+Ju+LcjUQJMbwIrPOtaRbSRruE+E1uaPDbxV0FiU/wDAkE5G2AfY1jub8H4bGcf8zVpy34gNq2QAZ2mTt1xVJx/EG55zEE/mKWM69qx6kApJx+dqkPDXApfS2jUU1Ridys7THSuFsFTGosMkAYC9yaQ8Q2jw9TaJ1aZxq2mNpjE10MyIp26R+fWnCEaCA0GIn5bjtTUJnEyO370oMAjaRHy6/I4+lMQtlwpBIDYOOm2PuZ+VRaiAROME+sTE/U/U1LZtBiZdUwSJBye2Opo/4a5a/EcTbtW1DMzCAdsd/v8AShuKjSvCu4iy1tirCGG4O4pLN2GBHTIrQ/8AqJxa3ePvusQXjG2MfxWeThmZWcCVTSGPbVOn66TRl+yoPjLbmvxJcvXReaC4QoCekiJHrEiuqnvWy" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>de materia que corresponde al 27% de la materia-energía del universo <br />
y que no es materia oscura.<br />
Su nombre hace referencia a que no emite ningún tipo de radiación <br />
electromagnética ( como por ejemplo la luz si emite).<br />
La materia oscura es 4 veces más común que la materia visible.<br />
<br />
Esta debido a la fuerza de gravedad hace que las galaxias, hace que actúen como si estuvieran en un carrusel gigante en la que los pasajeros son las estrellas.<br />
<br />
La composición de esta es algo que aún no se conoce, solo se conoce que todo lo que entra dentro de ella lo descompone.<br />
<br />
<br />
Vamos a proseguir hablando de la Via Láctea, es una galaxia espiral donde se encuentra el Sistema Solar y que por lo tanto, la Tierra. <br />
Este término proviene de la mitología griega y en latín se traduce como "Camino de leche".<br />
<br />
Esta a su vez tiene unas dimensiones de 10 elevado a 12 masas solares y una espiral barrada.<br />
Su diámetro medio es de aproximadamente 100 000 años-luz, se calcula que tiene entre 200 000 y 400 000 millones de estrellas, la Via Láctea forma pare del conjunto de unas cuarenta galaxias denominada como grupo local, esta es considerada la galaxia más grande y brillante después dela galaxia de Andrómeda.<br />
<br />
Las galaxias se diferencian en tres partes:<br />
- Halo<br />
- Disco<br />
<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de la via lactea vista desde la tierra" border="0" class="rg_ic rg_i" data-sz="f" jsaction="load:str.tbn" name="HV2Os16vDUHBAM:" src="data:image/jpeg;base64,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" style="height: 185px; margin-top: 0px; width: 273px;" /></a> - Bulbo.<br />
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En algunas culturas, utilizaban las galaxias como medio para orientarse por las noches, por ejemplo, en la cultura de los Vikingos, creían que llevaba al Valhalla, que para ellos era un destino al que iban las almas de las personas muertas.<br />
Para otros como los de las culturas celtas,estos aseguraban que se dirigían hacia un castillo en el cual reinaban las hadas...<br />
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Pero ahora nos vamos a centrar un poco más en el lugar donde nosotros vivimos <b>España, </b>donde recibe el nombre popular del camino de Santiago,pues se usaba como guía.... y asi cada cultura ten<br />
ia una forma diferente de explicarlo.<br />
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Bueno pues hasta aquí llega mi explicación sobre La Vía Láctea y la Materia Oscura, espero que os haya gustado y nos vemos la semana que viene, ¡¡nos vemos!!.El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-34410427906455806812016-10-16T03:01:00.002-07:002016-10-16T03:01:20.155-07:00¿Donde estamos situados?¡¡¡Huuuolaaa a todossss! hoy en el cuarto post vamos a hablar sobre un tema que no solían preguntar mucho en el cole y nosotros siempre nos quedábamos en lo mínimo, pueblo, ciudad, región y poco más...Pero yo hoy Maria Salomea Sklodowska-Curie, me propongo investigar un poco más acerca de donde estamos sitiados.<br />
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A si que si quieres acompañarme en este viaje....<br />
<b>¡COMENZAMOS!</b><br />
Vamos a empezar desde mi lugar de residencia e iremos ascendiendo hasta donde se nos permita, ¿preparado? ¡Pues empezamosssss!<br />
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<a 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imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagen de TIERRA DESDE UN SATELITE" border="0" class="rg_ic rg_i" data-sz="f" height="150" jsaction="load:str.tbn" name="ogfXCf59biHkUM:" 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" style="height: 188px; margin-top: -1px; width: 250px;" width="200" /></a><b></b><i></i><u></u><sub></sub><sup></sup><strike></strike>------------------------------------------------------------------------ Bueno empezamos en Varsovia que es donde vivo, y vamos subir hasta situarnos a 10.000 km de la Tierra, bueno bueno por ahora podemos verla bien pero...¿Por qué no seguimos subiendo?</div>
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------------------------------------------------------------------------ ¿Y eso? Claro es la orbita de la Luna, parece mentira que ya nos encontremos ni más ni menos que a 1 millón de km. </div>
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de sistema solar" border="0" class="rg_ic rg_i" data-sz="f" jsaction="load:str.tbn" name="cpl-jLgf4uBX6M:" 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" style="height: 180px; margin-top: -3px; width: 281px;" /></a></div>
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------------------------------------------------------------------ Estamos a 10 billones de km, y podemos ver el Sistema Solar, que para quien no lo sepa es un conjunto de planetas y por su puesto la Luna y el Sol.</div>
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Hay en total 9 planetas, aunque uno ya no es considerado planeta, debido a lo pequeño que es, este planeta es Plutón.</div>
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Nosotros nos encontramos en tercer lugar después del sol y estamos entre Venus y Marte.</div>
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¡Qué pena! nuestro viaje se esta acabando ya pero... aún nos queda observar la Via Láctea pero para ello nos tendríamos que situar a 10.000 años luz, para poder verla y a una infinidad de estrellas más.</div>
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<a 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagen de via lactea" border="0" class="rg_ic rg_i" data-sz="f" jsaction="load:str.tbn" name="VnYHACKW1l2kvM:" 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" 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------------------------------------------------------------------------- ¡Bua es precioso! Parece increíble que hayamos llegado hasta aquí, es tan tan bonito...</div>
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Podriamos seguir subiendo más y más pero creo que nuestro viaje ya ha llegado a su fin.</div>
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Me parecido un viaje incleible y me ha echo darme cuenta que solo somos un punto muy insignificante en todo el mundo, el Sistema Solar, la Via Láctea....</div>
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Espero que este viaje os haya gustado tanto como a mi, no vemos la seman a que viene con el quinto post... ¿De que ira el tema de la semana?</div>
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<b> ¡FELIZ SEMANAA!</b></div>
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El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-41774315538753870642016-10-15T03:04:00.001-07:002016-10-15T03:04:31.753-07:00Ciencia al Desnudo - Big Bang<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/pA5Vutdqv7Q" width="480"></iframe><br /><br />
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¡Huuuolaaa a todos! hoy en el tercer reto vamos a hablar de la teoría del Big Bang, para ello os dejo por aquí arriba un video de National Geographic "Ciencia al desnudo".<br /><br />
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Para entender bien este concepto vamos a seguir una serie de preguntas:<br /><br />
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¿Qué había antes de la explosión? ¿Cuánto hace que ocurrió el Big Bang? ¿Cómo vario la temperatura desde el instante cero hasta ahora? ¿Cuándo se crearon las primeras particulas? ¿Aún seguimos expandiéndonos?<br /><br />
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<b><i>RESUMEN "CIENCIA AL DESNUDO" EL BIG BANG</i></b><br /><br />
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En este video nos explica que paso antes, durante y después del Big Bang.<br /><br />
Antes de esta explosión no había nada ni materia, ni energía y no había ni siquiera tiempo, en definitiva no había nada, este extraño fenómeno ocurrió hace más de 15.000 millones de años, las primeras partículas que aparecieron fueres después de la explosión al igual que la variación de la temperatura o el inicio del tiempo.<br /><br />
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A partir del primer segundo después de la explosión se creó la base de lo que conocemos como estrellas y planetas, unas pequeñas ondas hicieron que se formaran grupos de partículas que fueron aumentaron debido a la fuerza de gravedad y dieron lugar a estas.<br /><br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de big bang historia del universo" border="0" class="rg_ic rg_i" data-sz="f" height="103" jsaction="load:str.tbn" name="8rIlPHuMBCypLM:" 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" style="height: 162px; margin-top: 0px; width: 312px;" width="200" /></a>La pregunta¿Aún nos seguimos expandiendo? <br /><br />
Pues la respuesta a esta pregunta es SÍ, el universo se sigue expandiendo pero no sabemos en que dirección.<br /><br />
<a 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Resultado de imagen de big bang historia del universo" border="0" class="rg_ic rg_i" data-sz="f" jsaction="load:str.tbn" name="6CatVQ05MAV5TM:" 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<b>¡¡¡¡ESPERO QUE OS HAYA GUSTADO, Y QUE PASEIS UN BUEN FINDE SEMANA!!!!</b>El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-89884218643069340942016-10-01T04:40:00.001-07:002016-10-16T03:10:01.178-07:00¿Porque estamos aqui?¡Huuuolaaa a todos! Esta semana vamos a hablar sobre un tema el cual hace mucha preguntas y no solemos encontrar una respuesta que no sea ni científica ni religiosa.<br />
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Estas preguntas no son otras que ¿Cómo se creo el mundo?¿Y la vida?¿Y el universo?De donde venimos?¿Porque? estas son preguntas que no tienen respuesta pero aquí os dejo alguna de las opiniones de la gente?<br />
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Laura Moran Cebrino: "mi opinión acerca de la creación de La vida fue por la creación de los seres vivos con las trascurrion de los años.sobre la creación de El mundo y El universo yo opino que el mundo se creo por un cojunto de rocas que se unieron entre si y asi se empezó a crear todo ( plantas, animales, alimentos y los humanos hoy dia)<br />
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Lara Cebrino Olivera: Pienso que la vida se originó de una célula<br />
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Patricia Cebrino Galeano: Yo opino que el origen de la vida proviene de un punto muy muy pequeño en el universo y explotó, originando toda la materia.<br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de UNIVERSO" border="0" class="_WCg" data-deferred="1" height="90" id="uid_4" 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4mrrhi93iO6S4t5gJCLOodcff1rDtethLdlrclRJcMQfrtE8t/OnW7osXFPDP3TkCRgkHcMDuMe+80OP5oosyfs3wu3kZyli67AAspYAxHzx51Jd4qzCWDrVxDuhALAb7TmsTY7R4i3ePesbjf5wwYkDYY+96Ps9uvBtpYtWyCS06QDmMemMVP60nzhp5Ja/SbtRLLC6tlSx1d5qbGIyBHqfas3xFksAqGfFrVVEmY8tv4q2fjBxP/SGdMwDiAM/vVdeuh7raStvJ0qpPn9c11KeaPPyV3iBBZV0VXujh3VSSzWp1tOJjkZ3O1VzWytyGXSo30wT0BAPmatL8d+7pZK6iQkSBEb9TGfXFD27di46271wqjKfEq6guDy9Y25E+8rg1JU8TZuFwC4eFgTiPLauqdXYTCd5/wCRQP8AU11R8GMZZtpevFbJLAghQBBG284Pz+VN1IxUi3EIJJz7iTvtge1NvAf08f8AbB+ppeHP/wBwLyOCP9tc4xoAOo5ZYjVsBT1t6lJAdl28KzmCY/T7im2VVjxUgHTbkSNjqFDF3ClQzad4nE4zQAS9kMAthTgT4vCTGTg4pwRXUm6bakSsajExM+vLGKk7UtpbRDbRVJ4ewx0iMlASfehCBpIjGf1oAcVUkAg6erYkVxKSpCMcywBiR5HlRyKD2ZxF0gd4L9tQ/MAoxImq+z4lbVnTbxPLNMEE22ssRba8EtK4OtrILAQJnrEYE9etLw6/9VvBcCaWZdUSNv0MfpUXCktxbajPjO9NtZulT8IOByFAEiPrYhX0MQSxBief7TUtp7U27hhwrw1oNpJX5QPrQYyFnrUi4S+BgBZEepoTAKHFtZs3OHIHdO4IJBlfSduU+1KjvZJOhrZGxYEUP8SW2bJJ3NPCr0GHYbeVam2h7CzcR2tpZaD+Y3Gxq9SY++dOt8Y/Ds/gtwyFDrQPjAnOx2yM70FwniTiA2R3M56yM/U0t7F+BgCasqehIMsXSzKtrUGJyRg7bCnW+JVlFp20WlDZMHz5egFB8OA3F2VYAqXUEHY5p1glrLqxlQhIB5GKsrb4JoNfjHNswFCn4CyKTAxB5g4H96lW+q3YbCsAYV9VVif/AJp54z7GksElSCTG/vTm+i1taL7h+Lt3AEvHOvV3qGWgbjpOfrQvF2L/AA9uyb1vTbckW9cCQOZHLfnQSO3dAajHeDE+RNW3aADHh2YSz2CWJ3bwJvW6ryo1yV4gZt3OKRCvBqe7XQWtWWOozMkhTJzv6V1D8azG+wLHBIGdsmkpbJeMfh//2Q==" style="cursor: move;" title="http://www.cienic.com/curiosidades-sobre-el-universo/" width="180" /></a><br />
Rafael Barriga Olivera: La vida se originó de una serie de casualidades.<br />
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Estas son solo opiniones de la gente, mi opinión es que el universo se creo porque se tuvo que crear, al igual que la vida y la y la tierra, la verdad que me fio más de la teoría que dicen los científicos que la que dice la biblia.<br />
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¡ESPERO QUE OS HAYA GUSTADO,QUE PASEIS UN GRAN FINDE SEMANA Y NOS VEMOS LA SEMANA QUE VIENE CON EL NUEVO POST!<br />
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<br />El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com1tag:blogger.com,1999:blog-4614063552873057004.post-26599626273353324142016-09-24T04:27:00.000-07:002016-09-26T07:59:59.280-07:00La alquimia y los alquimistas.<b>MADAME COURIE</b><br />
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¡Huuuolaaa a toooodos! Soy Madame Courie y voy a trabajar con vosotros en esta asignatura, como muchos de vosotros no sabréis quien soy voy a presentarme..<br />
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" 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Soy <b>Maria Salomea Skłodowska-Curie, </b>aunque todo el mundo me conoce por Marie Courie, nací el 8 de Noviembre de 1867, en Varsovia.<br />
<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Allí empecé mi formación científica, hasta que con 24 años me fui con <br />
mi hermana mayor, Bronisława Dłuska, a París a continuar con mis<br />
<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>estudios, gracias a todo el esfuerzo y el empeño que puse en ello,<a 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imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de MADAME CURIE" class="_WCg" data-deferred="1" height="186" id="uid_0" 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" style="cursor: move;" title="http://www.biography.com/people/marie-curie-9263538" width="186" /></a><br />
conseguí ser la primera profesora de la Universidad de París.<br />
El primer elemento químico que descubrí fue el <i><u>polonio, </u></i>lo nombre <br />
así igual que mi país de origen, y aparte el radio.<br />
Y por último durante la primera guerra mundial, cree los primeros<br />
rayos X.<br />
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Espero veros por aquí muy a menudo y ahora os dejo con mi primera entrada "<b>La alquimia y los alquimistas</b>" espero que os guste.<br />
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<b><i><br /></i></b>
<b><i>LA ALQUIMIA</i></b><br />
En la <a href="https://es.wikipedia.org/wiki/Historia_de_la_ciencia" title="Historia de la ciencia">historia de la ciencia</a>, la <b>alquimia e</b>s una antigua práctica <a href="https://es.wikipedia.org/wiki/Protociencia" title="Protociencia">protocientífica</a> y una disciplina <a href="https://es.wikipedia.org/wiki/Filosof%C3%ADa" title="Filosofía">filosófica</a> que combina elementos de la <a href="https://es.wikipedia.org/wiki/Qu%C3%ADmica" title="Química">química</a>, la <a href="https://es.wikipedia.org/wiki/Metalurgia" title="Metalurgia">metalurgia</a>, la <a href="https://es.wikipedia.org/wiki/F%C3%ADsica" title="Física">física</a>, la <a href="https://es.wikipedia.org/wiki/Medicina" title="Medicina">medicina</a>, la <a href="https://es.wikipedia.org/wiki/Astrolog%C3%ADa" title="Astrología">astrología</a>, la <a class="mw-redirect" href="https://es.wikipedia.org/wiki/Semi%C3%B3tica" title="Semiótica">semiótica</a>, el <a href="https://es.wikipedia.org/wiki/Misticismo" title="Misticismo">misticismo</a>, el <a href="https://es.wikipedia.org/wiki/Espiritualismo_(movimiento_religioso)" title="Espiritualismo (movimiento religioso)">espiritualismo</a> y el <a href="https://es.wikipedia.org/wiki/Arte" title="Arte">arte</a>.<br />
La alquimia fue practicada en <a href="https://es.wikipedia.org/wiki/Mesopotamia" title="Mesopotamia">Mesopotamia</a>, el <a href="https://es.wikipedia.org/wiki/Antiguo_Egipto" title="Antiguo Egipto">Antiguo Egipto</a>, <a href="https://es.wikipedia.org/wiki/Persia" title="Persia">Persia</a>, la <a href="https://es.wikipedia.org/wiki/India" title="India">India</a> y <a href="https://es.wikipedia.org/wiki/China_(regi%C3%B3n)" title="China (región)">China</a>,después en <a href="https://es.wikipedia.org/wiki/Europa" title="Europa">Europa</a> hasta el siglo XVIII, en una compleja red de escuelas y sistemas filosóficos que abarca al menos 2500 años.<br />
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Actualmente es de interés para los <a href="https://es.wikipedia.org/wiki/Historia_de_la_ciencia" title="Historia de la ciencia">historiadores de la ciencia</a> y la <a class="mw-redirect" href="https://es.wikipedia.org/wiki/Historia_de_la_filosof%C3%ADa" title="Historia de la filosofía">filosofía</a>, así como por sus aspectos místicos, <a href="https://es.wikipedia.org/wiki/Esoterismo" title="Esoterismo">esotéricos</a> y artísticos. La alquimia fue una de las principales precursoras de las <a href="https://es.wikipedia.org/wiki/Ciencia" title="Ciencia">ciencias</a> modernas, y muchas de las sustancias, herramientas y procesos de la antigua alquimia han servido como pilares fundamentales de las modernas industrias químicas y metalúrgicas.<br />
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Aunque la alquimia adopta muchas formas, en la <a href="https://es.wikipedia.org/wiki/Cultura_popular" title="Cultura popular">cultura popular</a> es citada con mayor frecuencia en historias, películas, espectáculos y juegos como el proceso usado para transformar plomo (u otros elementos) en <a href="https://es.wikipedia.org/wiki/Oro" title="Oro">oro</a>. Otra forma que adopta la alquimia es la de la búsqueda de la <a href="https://es.wikipedia.org/wiki/Piedra_filosofal" title="Piedra filosofal">piedra filosofal</a>, con la que se era capaz de lograr la habilidad para transmutar oro o la vida eterna.<br />
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<b><i>LOS ALQUIMISTAS</i></b><br />
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<a 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oLTx0UiuR9m/hF+oKj5Jm5BQejYB5dRpuOpY0nvCM0JzQ0NDWiAAB5CE0FZYZohcmkrgFWjgmuCa4pJQEKdnQtU4BA/MnAoQKI0oHhab2xoe5qUKZ1p4TDNPeHOd6uVTsDC+9r02ESHvZT/ucB/O60/8A5KAdtGsOTKY7QwGPVErHVHwYTA7VK8SJ5WP0/nRMCLBdmbJq4lzKdNnvC4nI2bGJcXO6CD5LSnblagw0KrA4t3S10EsLdRyKh+zu3HYN4rUmte/K5kOmBIE6dlE2bV99jCcRZlSoXvdeAHkud84Usl9amWvFtS9ow1jy1kGDlbMXi3QDssmaTtXHeMkk9Vfe276NNtY0RFJrg2l1JADiJ1kx5LzUYh8/G6L2zH05LM45PGrnv16DsTBOcRyJ9ApftMwHDVW8gDHYgrEYL2mxFMiKkCIu0OPnrKkUfaVzmvbUB3gRPOeY4LPxd7a+5rSnIaSYHhr4jkn4Ki18sMAmcp5O5HoVCzKThsQGvDyJi5HM8D5wuzkOMpcQ4AGGiY0e0Q4kcQTqmvdFuLbDp0nkoZrEyTxMnuU1zyUEuu4HeHnPbdPPoUwO4i6Ax3Dn8x/D5p9Bji4NYCS6AANTPBB6dR+Fv5R8gkyopaBA5W8k1wWWGWBTiEIJ4KrRS1NSlyVgQcEpK4pqDpTmpGhPDDBdwmJnU6wOaDUeyValRq0K7w9zabi9waAd4A5YFuOXjwQPaLa3v8XVxAYcr3SGmZgNDRMaWCpWe8bTbVbULQahZlsQ7KwOcb6RnZ5puPovkCo8sO7MH4QYuQLTB0QWmKqAUobRDWuhxe6c0iAGsJIEbxkQdJlVSGMMaZLHOL3MLmklzjJBIJAJtoiIH03wh1zewee2htzlKuq5otp3g/oiqzaOJxLm5coDBoNSOsniqklos5kH7xJ84haYYar0Pcj/APKh4zCVNcjSedj9EFTTwrTo5vnfyR/8LAMRolOEqHgP7WqNXD26l3yVEWrTLeqmbDwYq1Q13wwSQDHDn3hQnSefnKnbEr+7qtcdPhPQG0+CIvanszROheOzh9QVx9k6XCpUHfL+ivGtTwFGds+/2QaIy13T1YD8iFO2JsJmHJeXZ36AxAaOMCTfqrVLCGxAUrhKa1LCgyjVxCRcCq0WE9oSBEEIOK4rilKAblpNibHbWwxeXGQ90D7pyiT10b5LPMEkDX9rrRUiGtw9HD1c76rc1RsMApvJgNk62mZQU+NMMos4BhqeNV54cyxlP0Wi9oNktpYdrWuLs4pk2ALyQfL4vQKkNEPe1zzlacgJicrRDBHQNA8lN2tXaalRtGoX0qZa2mXwS8Axm3WgRqfJEUeaZJ1N/wC4B31ShLWO+e31I+iQIpW6ozRJUOpUhzRzM+SkUsQDB0kHwLTBCLFkPlZRsTUDWucdB/0hjEGWxoSJ7GwVbtrEEUWj7zz5ST+iKJXqZXtPByi7Qob3dHx7Zp/lg+dvon0252tdyBlBS7QwgAa9uhse4UYK1wu/Sqt+7vD+eCqWlVGw9nsZ7ynBO8yB3HA+keCtljNhYr3dVvJ26fHT1hbXKVGa4JyTKlCiOgIhSZU1Bkcyc0oQKcq0MCuDkLMnBATKnkIeZODkE7YtAOr0xEySItElpAmbRMK/oN3mkNaIacpDWgixiC08fqs7s5gLxJgAGbE6tIAgAnVarBMpZqRZAIpe7dAu5wIc50HWwhDStwwBbB/+u8xA3wJ9VD/w7JqZHfCedon7HMforduzcrhJnw3SM4dBk9EOvhqbX1SIDXiGgAbt50aomqpatDV17Pc3/wBWOb83+SjvEFS620KID2FzjL2O+CoAMjajT9n8fooxxmH5ud2/dwVa0r6jprNHT5yhB+Vzm9cw8RdPxWNoCo0tZUBJAzOcAI0sBM+ag4ypdrh1afA2QXIfvgdW+hCge0NmUvEqXQu4HsoftS/4G8hKCe27Y+8z5R+qHs90U3dEuCdZn5D9EOiIbUHdFQ9hOk1RzH6qq4qZsarleesf8hPzKiVRDj0J+aqHyt1sTHe9pNcfiG678w4+Nj4rBOV17JYzLVLCbPFvzD+H0SpWzF0hauTwssmJpT3JBCDGIjdNUNEYFWnJQU1yUIHBPlNShBz6rgN1xb4mPJFwW0qzHWcy9icomECo23NR2YloN5EaosXh2viDo8H/AGwPmmO2riONQf2/uqn/ADdnI+iQ7WZyd6fqpppWbSxLzVeS4yTeJA0UR1Rx1cT3JKJjaoc9zhMHn2QJWmScVMbOVwPBwP0UMaqwJ/qubwII9EF3gjJaeYHyVX7SOmsOjQp2zXbrD0hVe3nzWPSAoLnBH/T/ACn6LqogP7FCwjv9Ls75IuOMNceh+SKoMO7K8d/mlxg/qO/M75qOX3B6qTjP9R3dVA03DVSxzXDVpBHhcJSglB6hh6ge1rxo4Bw7ESjPVH7I4nNRynVhI8DvD5keCunOWWDXJoCa4pQVRkAnOKa1cSjZ7U8IbSnByIfCWUrSF0IOamYl+W2TMDyMehRWtQ8SLjxQiZRxWCyNBwdRzgAHHOwS6LkDNpKe7G4PhgXf3t+cqtp1CBbn+iY95ujSp2pUYaryynkbIhszFhxUMnoj40758PkEAqoRuqn4s5a3l+ir1YbX+MHoEFlsw2A5Oj1VXtg/1nfzgp2zH70fiB+qrtpmaru6C1wrv9LxHojbZdFMqFQfal+YfRStuH+n4qDPBTa4mr3A/wCIUEKfX/1B2b/xCoA5BdqpOKEOKjOQaL2KxEVXM4OZ6tMj0LlsJXnWxcR7usx3JwB7HdPoV6IWqVmkddNhKSmyiMi1KuXI25EYuXIHtKKCuXIjkLFHTx+iRcgA26R5XLkaU+N+M+HyQFy5Vkwqx2v9g/hH0XLkUXZDt8eHyKg44/1HdyuXIJTXbrO/6Kdtt24uXIKEKbX+Jv5W/IJVyDseLjsFCeuXIOavSsFXL6VNx1cxpPctBKVcpUp5SwkXIy//2Q==" 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><b>Nicolas Flamel</b>: copista, escribano y alquimista francés que vivió en el siglo XIV, al que se le atribuyen saberes alquímicos tan complejos con los que se piensa que logró elaborar la piedra filosofal así como el secreto de la inmortalidad. Entre las muchas leyendas alrededor de este personaje, se dice que en 1355 encontró un <a href="http://lascosasquenuncaexistieron.com/2009/10/17/grimorios"><span style="color: #d54e21;">grimorio</span></a> con saberes que él no dominaba y que le llevó 21 años descifrar.<br />
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En 1399 escribió una autobiografía titulada <em>Libro de las figuras jeroglíficas</em> donde contaba todas estas experiencias en torno al grimorio encontrado.<br />
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<b> ¡QUE PASEIS UNA FELIZ SEMANA!</b><br />
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<br />El blog de Madame Couriehttp://www.blogger.com/profile/08247335588827871387noreply@blogger.com2