tag:blogger.com,1999:blog-63460048925054252472024-03-19T02:23:19.871-07:00RINCON DEL BIBLIOTECARIOLa idea es crear un espacio para el comentario, la información, la reflexión, el conocimiento y la amistad entre los bibliotecarios del mundo. Se incluyen noticias y notas de actualidad relacionada con el libro, las bibliotecas, los bibliotecarios y el desarrollo personal.Anonymoushttp://www.blogger.com/profile/10910925058918229848noreply@blogger.comBlogger1125tag:blogger.com,1999:blog-6346004892505425247.post-33531212963070910972014-10-01T06:22:00.000-07:002014-10-02T05:22:03.349-07:00Docentes: 8 libros que te convertirán en un educador efectivo<span style="background-color: white; text-align: justify;"><span style="color: blue; font-family: Verdana, sans-serif;">Para destacarse como docente, es importante estudiar toda la vida. Es que con los cambios que las nuevas tecnologías han hecho en la educación, se necesitan cada vez más profesionales especializados. Conoce en esta nota 8 libros que te ayudarán a destacárte en tu labor como educador.</span></span><br />
<span style="background-color: white; color: #333333; text-align: justify;"><span style="font-family: Verdana, sans-serif;"><br /></span></span><span style="background-color: white; color: #333333; text-align: justify;"><span style="font-family: Verdana, sans-serif;"><br /></span></span><span style="background-color: white; color: #333333; text-align: justify;"><span style="font-family: Verdana, sans-serif;"><br /></span></span><a href="http://noticias.universia.net.co/net/images/educacion/p/pr/pro/profesora-1406654035132.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;"><span style="font-family: Verdana, sans-serif;"><img border="0" src="http://noticias.universia.net.co/net/images/educacion/p/pr/pro/profesora-1406654035132.jpg" /></span></a><span style="font-family: Verdana, sans-serif;"><span style="background-color: white; color: #333333; line-height: 17.1599998474121px; text-align: justify;">Conseguir un </span><strong style="background-color: white; color: #333333; line-height: 17.1599998474121px; text-align: justify;">título universitario</strong><span style="background-color: white; color: #333333; line-height: 17.1599998474121px; text-align: justify;"> de docente no basta para destacarse en el ámbito educativo. Es que con la incursión de las</span><strong style="background-color: white; color: #333333; line-height: 17.1599998474121px; text-align: justify;">nuevas tecnologías</strong><span style="background-color: white; color: #333333; line-height: 17.1599998474121px; text-align: justify;"> muchas cosas han cambiado y, la educación no es ajena a este fenómeno. Por eso, cada vez se necesitan más profesionales comprometidos con la educación que busquen renovarse constantemente y continuar su formación durante el tiempo que dure su ejercicio docente.</span></span><br />
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<span itemprop="articleBody"><span style="font-style: italic; line-height: 17.1599998474121px; text-align: center;"><span style="font-family: Verdana, sans-serif;">Para destacarse en el ámbito educativo, es importante renovarse constantemente dado que las nuevas tecnologías han revolucionado los métodos tradiciones de educación.</span></span></span></div>
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<span style="font-family: Verdana, sans-serif; line-height: 1.3em;">En base a ello, a continuación te ofrecemos un listado con </span><strong style="font-family: Verdana, sans-serif; line-height: 1.3em;">8 interesantes libros para que continues trabajando en tu formación y te destaques como docente. </strong><span style="font-family: Verdana, sans-serif; line-height: 1.3em;">¡Conócelos a continuación!</span></div>
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<span style="font-family: Verdana, sans-serif;">1. “Crear hoy la escuela del mañana. La educación y el futuro de nuestros hijos”</span></span></h4>
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<span itemprop="articleBody"><span style="font-family: Verdana, sans-serif;">Este interesante libro escrito por el experto en educación, <strong>Richard Gerver</strong> plantea los argumentos para el cambio del paradigma educativo. Se centra en una experiencia que tuvo lugar en la escuela de <strong>Primaria Grange</strong>, en Inglaterra, cuyo proyecto se basó en la autonomía y la responsabilidad de los estudiantes.</span></span></div>
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<span style="font-family: Verdana, sans-serif; line-height: 1.3em;">2. “El proyecto Facebook y la posuniversidad</span></h4>
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<span itemprop="articleBody"><span itemprop="articleBody"><span style="font-family: Verdana, sans-serif;">Desde hace 5 años, el argentino <strong>Alejandro Piscitelli</strong> desarrolla en la <strong><a href="http://estudios.universia.net/argentina/institucion/universidad-buenos-aires" style="color: rgb(102, 51, 102) !important;" title="Universidad de Buenos Aires (UBA) - Estudios Universia">Universidad de Buenos Aires (UBA)</a></strong> el <strong>Proyecto Facebook</strong>, una iniciativa que nació con el fin de construir un entorno colaborativo y abierto de educación en el que los alumnos tienen un papel activo.</span></span></span></div>
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<span itemprop="articleBody"><span itemprop="articleBody"><span style="font-family: Verdana, sans-serif;">En este libro, el académico describe los puntos principales de esta iniciativa y algunos de los resultados que se lograron esta iniciativa innovadora.</span></span></span></div>
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<span style="font-family: Verdana, sans-serif; line-height: 1.3em;">3. “La buena y la mala educación”</span></h4>
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" 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<span itemprop="articleBody"><span itemprop="articleBody"><span style="font-family: Verdana, sans-serif;">Para comprender en qué consiste la calidad educativa, <strong>Inger Enkvist</strong> presnta el libro <strong>“La buena y la mala educación”</strong>, que aborda los distintos sistemas escolares existente en la actualidad. La obra propone un<strong>cambio de mentalidad y la necesidad de recuperar la lectura, el esfuerzo del alumno y la importancia de las asignaturas</strong>.</span></span></span></div>
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<span style="font-family: Verdana, sans-serif;">4. “Enseñar a ser nativos digitales"</span></span></span></h4>
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" 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<span itemprop="articleBody"><span style="font-family: Verdana, sans-serif;">Esta obra, que tiene por autor al gurú en la educación <strong>Marc Prensky </strong>propone nuevas maneras de trabajar con cualquier nivel de innovación y explica dónde y cuándo deberían utilizarse las nuevas tecnologías para cumplir un papel efectivo.</span></span></div>
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<span style="font-family: Verdana, sans-serif;">5. “Padres brillantes, maestros fascinantes"</span></h4>
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HVAx4DTqbqAm7j2oBA0wW337vNLpZwdUOpljdThqLhs0EzAEza44SEl2bPAvRvEkBzj9kuhvYvECdokb8Wqebv2dTBue1q7IHWOa0+zJYAAS+OI33QErHZk5jy0M1Q3VY72d2Yjs7C/GbTBheHzAufoLINwbyZH2ogfR2gO52hM1s30gwySBeXECe32QdN3EMBAgTqCaOcODz2RECBq2OogtPZ+s27H7JugLpC4uoAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCFDzbMaeHovrVTDGCTz5ADmSSAPFAS3GBK8x6T/AKUgwvpYdjtbXOa5xiOySLCDYkb8vVZfpj+kCvitVOn9FQNi0AEvH7ZI9wWMr0oA9/eb8PRQDTVP0gY5zS0VyBq1S0DVud3RJFwI7gm8N+kHHsMivqO3ba13CBFv54ys0xIceAQqewdFP0qtcRTxg0uJtVaAG/4gm3iLX2EL0rC4unUGqm9rxzY4OHqF8pLQ9E+lVbAVNdOHNMB9N06Xi/LYibH47KSbPpJCz3RjpjhsaIpPipEmm+zhzjg4d49y0KEghCEAIQhACEIQAhCEAIQhACFGrY+kxzWOqMa53stLgCfAJVLGU3GGvaSDEAjeA6PGCD5hAPrxD9JeOqYjF1Gaj1dHs02XALhGs+Jk35QF7evPavRGq8uc4sFU1HEkiRfZzY3ERa23dBq7LRSZ5nhcljSahgCQe838+BFtyO9R8yw9FggPmBt38R63nlC9AzHoNiBDhVpPGxY4ObbaJvIgDflvN1js46EYlkvawOH3Wukjwnf1VXJJ0y/tNq0jOVGAFwEdxHkfmE1TIDgRz4/BLq4Woz2mPbB+00jyumgdldMxaaB4EmNpMIKSAukIQSsvxjqVRtRhLXsIc0gwZHevqDL8W2tSZVYZa9rXNPcRPqvlcBfRv6Oq+vLsMeIaWf5HOZ+6pJRo0IQhIIQhACEIQAhCEBGzHGso03VahhjBJ+QHEnZeK5/05x2Kc8UHOpUhMNp2MCJJfuT4QO5b39ITi9oZMMb2nDnzPk2w8SvMsszfD0XO3FxtdhBHakRJ3/mFRy5ovrxbMzWqPJJcSTxJMnzKn5diq1FwrMqOa8G1yCZEjyIn0UrE4emahdTqNFN0uIMgjfaAb3Ss0xrCxjB2nAdqptYey1uxPieahsKJ6z0E6bjF/Q1YbX0yI2qCLxycOI81qsUL+S+aspzJ1CvTrNmabw7fcDceYkea+jsfii0sIYTTIJLx9k20gjeCCbjkriHMjlanIVHmWyTn2cvp2YG34umI7oF1nMTnhtNenJ+yInyG658sk+Ed+GDjyxGY4cOBDhMrzXPMD1VQjhuF6W0lwkA+MR8VRZ9lArXmCNlhiyaS56NfUYfchx2YCFdZYCabm8gT4iLgjyVlgujrJIJcfcnKGVubVcdmNMNEb6m3JPIT7ltPNFqkc/p/TSjJN+TKVqWlxbyJHpuvo/oJRDcvw0fapMce9zgC4+pXznjKgdUe4bFziPAmy+juhGLp1MDhzScC1tJjDzDmNAc094I/PiuldHA62dF4hCFIBCEIAQuSuoAQk6xMcV0uCAx3TGialKoGgSZF/EgRfuXiGNwz2mHC4J8PIL6CznA9ZUaQYDTPiYhUGaZDTLfYBdz5eCwbabZ1rGpxR5llWUSztu0k7AC8XO/CZKXmGTw06b9538VsXZcGDgoeLbYrlnme1nZj9LHWjzbTdfSfRisK+Bw5eJ10aeoc+yJ9V4A/LD1kOs0k37lv/wBG7i3EODHFrBTMgbE6m6Z77ldayptJeTiXpJayk+KNTm2WM+jpAdmmLDe0m0p6l0dpFoI7BIuWhsnmJ0pjOsY3WAZ07v07m1hZVOX5qTVqaZDLRyHA2VG4qb4OtQlouaLTH0W026W7DbistjgOCtsTitbg3UNRmwPrZVOI/gufLyzaPCoiUhBULMa7uqe1sAmRPGLz5wplVyh4k2KxTd2axXDRg3iDC3X6Nc0rUC8U3dl5u03Fge33GdI8/BZU4KawZzcvUujuS6eyADYNsA2YF5heonZ4fttSaZ6cklyz9XMHO1aKuoDcWB74USnmht29+cI5pdhYm+jSVK5uB6pp9UgfNQKOPOxbPe1Q82zAhsXBJsI371EskEtkaY8LbpkmvmccVX1s8PMqlx1a8ExAE+O5TVKi57dTWkgzeOViuKWTJJ0j0Y4ccVbLM526bEp+jnBJuSs9ghUq1nUWUzLRLnOsBy/nuU3G5dWpiYB5gD4FQo5VzyJPD0afDZgaljuBMhR8Y8qs6PYnUXg8GyZF4BEjxupVPLqrX2qufTPB+kkDuIAPrK6YNyjyYuKhLgr8U0G5VHixJgKyzcOc4sBc2+7QCfeCFDOCIH29iSXOkwI4WA3GwXPkin0dmNyM7jGQC51mgG/MbEq0yFww7XPJ0tgTzgfMlJxOFBYJG9Nsjx4KjzLEE6aXIand5OwPx8wpxV+xXPbVLyanLc9/Wawa6NMGGwNjEyeJVlmbertRoPqzY6nBjRuJJG948p2WCyat1WJpONgXaT52HvhetU6GsWIHitoqzHZRRQYJhbL3hmsiDoBDWgmdIm58ePcqrH4gF7o4yr/NaTaTSS6T81kngkkjjv3LLIvBKkm+AqOUWsd05UskFki/qs6N4FZQpziqI5vb8V7TlGF0tBO5XnnRnovVqV2VnDTSYdQ1C77H2Ry7z5SvTqbu4rsx/wBqPPzL62zLtyJ7Jf1pdpE7AS47ARwUluHgSZk7/wD4q3KsViA9orHsC8eE8eKs6uI1eqmUF4Ix35OsxFNrwyYJbI7+H5hS6+KEBpg8ieBWfxOE1Vm1AYgR5SD+SkY2i6QGkFx2G1hvfwlZu0uEbqEX2TRQY+YIDuIPNWlFgYwNGzR8dysziqTmtD2vOkRr0iSznI8FPrY8NZd0scOy8fnyWmGUY9qmY5ccn0+C+y7BAF7wLuO/cNviU/XpSCFHw9cupt0H7I7XkkUaRY7VUrkj7pgD5rpT+Dk57bHsHhmtpGAJeTJ4m9p8lmMfXrYch0a6beViB93vha6rUFo2j4qvxTQ8EHY81jNX0dHp56/3dMyVfOKVYdazV4ReeUDinyXMoE1T9JV+zwpt+7PE8zzSMuyTq8W3T9WZLh+EEgjvmFzpNU3IC5ZOot1yd/GySM5j8Zcdk6QWtJFw0ExJ8vzVF1BdXqHbtH0Fh8AvRejFOj+q/SQTVJLu6DpDT6e8rN5xgxTrnT7LjIj1hS8bhjv7mSyqeWn4KPM8ESy3D+bLfdE8y6+gwmzoh0cxYqt/8PlmyZ6INNOrUpcJ1DwO/vHvWeKbXDNZwvlF/i8MA9ryNWlwJBgyJuFaV8LRrsMNbB5AAtMe4pvGU7KtymnU6+GGAfbnbT872XTCSjLVq0znyQ2jtF00U1To7XNTS1sj71tMd54eG60WT9FWUiHVIqP5EdkeA4+J9FpA2ElylYYxdlJeonNUIJ5kBKFL9o+q5rP3T7vmkt72n3LQz5Me7M2sGjUJFieZ3PvS6WPZHtBSMv6AYdrCKxfVqGSX6nM/ytDoHnKs8B0ZwjGNpmkCRN6t3kkz7XHlZauDOXH6hLgwzce6piKg1dhrtLR4C/vKRm2MeKlIajAeCSN+6I4fJeg/+UMH/Ygfhe8fByZqdCcITq0vB5io63qSsnik2dC9VFR6dlLVzESHAhriIJ+y7lPemnVAGaS0De3AzvZXlPopRpklrq7gblpcxw9C380w/o/RJu+uw97JHq1se9ZSxs2j6iNETJZY3q2VtFPcB3aIm5awnh4yrWjjqYcGM7TzxNyeZUZvR+l/blw7tLT/AD5KVg8ro0Drax7n7anEmx4Abe5SlNcDbE+UWJ1Hb1Kdw9EAXMxcqBWfVMwx/dYp5jerogOPbebzzcYA8pClPllJdcMcxVMCHgXAJ7oI4qFiKVOq0h1MSe5dz3NW0XN12aYbN4GogX5C+55J44gQLzMX4G26iTTbTJjskmZqtkZaPopj7oHw5JVHoXUqlrnVmsgg6QNZgcDeB6lafLsQDPcT6b/vKRXwzTwuox41XHJGXI266GW5BTDQAXeMj5JWD6P0KbtemXxEuvbkBslDDjmfVL/V2rRRX+Jk5TapyZIqUafEM9yS00htoHhH5JnqGrnVBW5+xVRX3YmvWE2MjhA2+ajVKzjsI8VJ6tJ0qklJm0XFEFpq/fHp/FTsCyoTdzY7mn5pOhWVCnpEJjg75ZXPlpcIh06gKRjMOKrCx06TvBInzF1n8sz4POl7Sx+wMiHgfE93GDCtxjuBaZOmBa4Jif4L0JQpnjKVnMLlbqf1derH3ahFRv8Aq7X+pQ8xx+Np1qbhSbUw4nrOqPbM7O0G4IPAEzJVphsTqAkESJ4X2+af1LNxvs0jJroqj0qw49s1af8Ae0ajPeWwpGG6QYap7GIou/72z6SppUDG5Lh6v1lGm7vLRPrEqNEae6ye8h7bEHwgquaW8APIBVNboLhT9X1lI86VRw9xJCrv/TtsyMXiBPff1Wc8LfTNYZ0u0a1tXvPvSarA67pPmR8CqCj0Ij+uYvyqAfkptHouW/1vF+b2n4sVPZl5Zos8V0TcXg21Pa1f5io+ByhlKzX1dPBjnAtH4ZbI8JhPUskj+sYg+L2/8FIblv8A8tX/ADN/4qP6d/BZeq/UjnBQQWPLSDOwIPMEJ/GZm2k0OqWbIBdFhNgTyEwPNOHLz/a1f9H/AASMVlQqU3U3veWvBBkMmDb7ke5RHDKPRL9SpdkmjXDrhOwFU5fkDaA00qtQN4NcQ4DwtI9VOFKoOLXeo+a11ZVZIseKbc+Fms7x1TW4E6GtIaO2WBztLXElze06zxYERE3mA1Tzeq2mQDrM0tLnAv7NRzmxI06z2CQbb3mJNWXjJGmdWsmXYhZ6tn2kfSNGqXag0+zEwNoNwRMhKdn0SOqcXAOJAuBAJEuFhMb8FQ2VGqy5skuPD4qe4qkyPNmucaZaQ7SXE7i2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<span itemprop="articleBody"><span style="font-family: Verdana, sans-serif;"><strong>Augusto Cuty</strong> es el autor de este libro de consulta que se ha vuelto una referencia para todos muchos docentes de países como Portugal y Brasil.</span></span></div>
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<span style="font-family: Verdana, sans-serif;">6. “EDUvolution. Hacer la revolución en la educación”</span></h4>
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<a href="https://www.blogger.com/blogger.g?blogID=6346004892505425247" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6346004892505425247" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span itemprop="articleBody"><span style="font-family: Verdana, sans-serif;"><img height="200" 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" 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<a href="https://www.blogger.com/blogger.g?blogID=6346004892505425247" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6346004892505425247" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6346004892505425247" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6346004892505425247" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=6346004892505425247" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span itemprop="articleBody"><a href="https://www.blogger.com/blogger.g?blogID=6346004892505425247" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: Verdana, sans-serif;">La autora de este libro, <strong>María Acaso,</strong> es profesora de <strong>Educación Artística en la Universidad Complutense de Madrid</strong>. Allí propuso iniciar una revolución en la educación conocida como<strong>#EDUvolution</strong>. La misma consiste en trabajar en cinco ejes: aceptar que lo que enseñamos no es lo que los estudiantes aprenden; cambiar las dinámicas de poder; habitar el aula; pasar del simulacro a la experiencia; y dejar de evaluar para pasar a investigar.</span></span></div>
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<span style="font-family: Verdana, sans-serif; line-height: 20.7999992370605px;"><span style="font-weight: normal;">7. </span>“Todos los niños pueden ser Einstein: un método eficaz para motivar la inteligencia"</span></div>
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" 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<span itemprop="articleBody"><span style="font-family: Verdana, sans-serif;">En esta obra de <strong>Fernando Alberca</strong>, los docentes encontrarán las claves para que los más jóvenes potencien sus capacidades. Los temás que trata son la motivación y las cualidades para enseñar a pensar.</span></span></div>
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<span style="font-family: Verdana, sans-serif; line-height: 20.7999992370605px;"><span style="font-weight: normal;">8. </span>"Cómo aprende el cerebro: las claves para la educación”</span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=6346004892505425247" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><strong style="color: #333333; font-family: Verdana, sans-serif; line-height: 1.3em; text-align: justify;">“Cómo aprende el cerebro: las claves para la educación”</strong><span style="color: #333333; font-family: Verdana, sans-serif; line-height: 1.3em; text-align: justify;"> es un libro</span><span style="color: #333333; font-family: Verdana, sans-serif; line-height: 1.3em; text-align: justify;"> </span></div>
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<span style="color: #333333; font-family: Verdana, sans-serif; line-height: 1.3em; text-align: justify;">escrito por </span><strong style="color: #333333; font-family: Verdana, sans-serif; line-height: 1.3em; text-align: justify;">Sarah-Jayne Blakemore </strong><span style="color: #333333; font-family: Verdana, sans-serif; line-height: 1.3em; text-align: justify;">y</span><strong style="color: #333333; font-family: Verdana, sans-serif; line-height: 1.3em; text-align: justify;"> Uta Frith,</strong><span style="color: #333333; font-family: Verdana, sans-serif; line-height: 1.3em; text-align: justify;"> quienes investigan el proceso de aprendizaje del </span><strong style="color: #333333; font-family: Verdana, sans-serif; line-height: 1.3em; text-align: justify;">lenguaje, las matemáticas, la música o las emociones,</strong><span style="color: #333333; font-family: Verdana, sans-serif; line-height: 1.3em; text-align: justify;"> así como los elementos que entorpecen el aprendizaje. Esto ofrece a los docentes nuevas herramientas para organizar sus clases para mejorar la memoria y potenciar el aprendizaje de los conocimientos y las emociones.</span></div>
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