tag:blogger.com,1999:blog-21973228481496824802024-03-05T04:15:42.678-08:00erquímicolocoMOD3erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.comBlogger54125tag:blogger.com,1999:blog-2197322848149682480.post-25369059543810169182019-06-06T08:07:00.003-07:002019-06-06T08:07:43.099-07:00Blog de medioambienteOs dejo el enlace a mi blog de medioambiente, en la etiqueta energía, encontraréis muchos recursos.<br />
<a href="http://erquimicolocomedioambiente.blogspot.com/" target="_blank">http://erquimicolocomedioambiente.blogspot.com/</a>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-82332136848611264172019-06-06T08:05:00.001-07:002019-06-06T08:05:44.971-07:00Energía<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/videoseries?list=PL_t45Jn3aI1dlF5Zt3bG9uqVJBig1bDKc" width="425"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-18400445354818939652019-06-06T08:03:00.001-07:002019-06-06T08:03:58.460-07:00300 AÑOS DE COMBUSTIBLES FÓSILES EN 300 SEGUNDOS NUESTRO INCIERTO FUTURO<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/rNNioXE4qi4" width="480"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-6187263007022274312019-06-04T08:46:00.001-07:002019-06-04T08:47:18.830-07:00Tipos de corriente | AC y DC<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/8J2UstWL8bs" width="480"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-73650014756050049812019-06-03T04:58:00.000-07:002019-06-04T02:53:12.091-07:00Estudio de la electricidadPara el tema de la electricidad tenemos estos recursos del Ministerio de Educación:<br />
<br />
<a href="http://recursostic.educacion.es/newton/web/materiales_didacticos/electricidad3E/quees.htm">http://recursostic.educacion.es/newton/web/materiales_didacticos/electricidad3E/quees.htm</a><br />
<br />
Usaremos este enlace al proyecto CIDEAD para estudiar la electricidad:<br />
<a href="http://recursostic.educacion.es/secundaria/edad/3esofisicaquimica/3quincena11/3q11_index.htm" target="_blank">http://recursostic.educacion.es/secundaria/edad/3esofisicaquimica/3quincena11/3q11_index.htm</a><br />
<br />
<a href="http://procomun.educalab.es/es#">http://procomun.educalab.es/es#</a>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-46117495517307012492019-05-22T08:45:00.001-07:002019-05-22T08:45:51.808-07:00Las matematicas son para siempre | Eduardo Saenz de Cabezon | TEDxRiodel...<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/jej8qlzlAGw" width="480"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-15537443609749800532019-05-21T07:12:00.001-07:002019-05-21T07:12:47.354-07:00MONTY PYTHON SEXO<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/QweZooYtCGo" width="480"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-60153804622951393382019-05-16T08:10:00.001-07:002019-05-16T08:11:01.212-07:0023 horas y media - Español<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/ZQ-bay45rBY" width="480"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-40159784940065721472019-05-14T08:03:00.003-07:002019-05-14T08:03:32.655-07:00Miopía, Fatiga Visual Digital, Riesgos de las pantallas e Ideas para Cuidar la Vista<br />
<div style="background-color: #f7f7f8; color: #161616; font-family: "Noto Serif"; font-size: 16px; line-height: 26px; margin-bottom: 20px; padding: 0px;">
<a href="https://www.fitnessrevolucionario.com/2018/11/01/miopia-fatiga-visual-digital-ramon-garcia/" style="font-family: "Times New Roman"; font-size: medium;" target="_blank">https://www.fitnessrevolucionario.com/2018/11/01/miopia-fatiga-visual-digital-ramon-garcia/</a></div>
<div style="background-color: #f7f7f8; color: #161616; font-family: "Noto Serif"; font-size: 16px; line-height: 26px; margin-bottom: 20px; padding: 0px;">
Con <span style="font-weight: 700; margin: 0px; padding: 0px;">Ramón García</span>, optometrista y creador de <a href="https://cuidatuvista.com/" rel="noopener" style="color: #0070cb; margin: 0px; padding: 0px; text-decoration-line: none;" target="_blank">CuidaTuVista</a>. Algunos de los temas que tratamos:</div>
<ul style="background-color: #f7f7f8; font-family: "Noto Serif"; font-size: 16px; line-height: 26px; list-style: none; margin: 0px 0px 20px; padding: 0px 0px 0px 45px;">
<li style="line-height: 26px; list-style: square; margin: 0px 0px 12px; padding: 0px;">Causas de la miopía y cómo prevenirla.</li>
<li style="line-height: 26px; list-style: square; margin: 0px 0px 12px; padding: 0px;">¿Qué es la fatiga visual digital?</li>
<li style="line-height: 26px; list-style: square; margin: 0px 0px 12px; padding: 0px;">Peligros de las pantallas en los niños (y no tan niños).</li>
<li style="line-height: 26px; list-style: square; margin: 0px 0px 12px; padding: 0px;">Efectos de distintas luces en la vista según el momento del día: espectro, intensidad, temperatura…</li>
<li style="line-height: 26px; list-style: square; margin: 0px 0px 12px; padding: 0px;">Configuración del entorno de trabajo para cuidar la vista.</li>
<li style="line-height: 26px; list-style: square; margin: 0px 0px 12px; padding: 0px;">¿Funcionan el Yoga visual o el Método Bates?</li>
<li style="line-height: 26px; list-style: square; margin: 0px 0px 12px; padding: 0px;">Impacto de la vista en el rendimiento deportivo.</li>
<li style="line-height: 26px; list-style: square; margin: 0px 0px 12px; padding: 0px;">Y mucho más.</li>
</ul>
<div style="background-color: #f7f7f8; color: #161616; font-family: "Noto Serif"; font-size: 16px; line-height: 26px; margin-bottom: 20px; padding: 0px;">
<span id="more-16857" style="margin: 0px; padding: 0px;"></span></div>
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Puedes escuchar también el episodio en <a href="https://www.ivoox.com/episodio-155-miopia-fatiga-visual-digital-riesgos-de-audios-mp3_rf_29777716_1.html" rel="noopener" style="color: #0070cb; margin: 0px; padding: 0px; text-decoration-line: none;" target="_blank">iVoox</a> y <a href="https://itunes.apple.com/es/podcast/radio-fitness-revolucionario/id881260378" rel="noopener" style="color: #0070cb; margin: 0px; padding: 0px; text-decoration-line: none;" target="_blank">iTunes</a>.</div>
<div style="background-color: #f7f7f8; color: #161616; font-family: "Noto Serif"; font-size: 16px; line-height: 26px; margin-bottom: 20px; padding: 0px;">
Algunos enlaces relacionados con la entrevista:</div>
<ul style="background-color: #f7f7f8; font-family: "Noto Serif"; font-size: 16px; line-height: 26px; list-style: none; margin: 0px 0px 20px; padding: 0px 0px 0px 45px;">
<li style="line-height: 26px; list-style: square; margin: 0px 0px 12px; padding: 0px;"><a href="https://www.fitnessrevolucionario.com/pantallas" rel="noopener" style="color: #0070cb; margin: 0px; padding: 0px; text-decoration-line: none;" target="_blank">Curso gratuito para cuidar la vista</a>.</li>
<li style="line-height: 26px; list-style: square; margin: 0px 0px 12px; padding: 0px;"><a href="https://cuidatuvista.com/mejores-ereaders-lectores-ebooks/" rel="noopener" style="color: #0070cb; margin: 0px; padding: 0px; text-decoration-line: none;" target="_blank">Comparativa de eReaders</a>.</li>
<li style="line-height: 26px; list-style: square; margin: 0px 0px 12px; padding: 0px;"><a href="https://www.fitnessrevolucionario.com/2018/04/21/la-luz-artificial-engorda/" rel="noopener" style="color: #0070cb; margin: 0px; padding: 0px; text-decoration-line: none;" target="_blank">Peligros de la luz artificial por la noche</a>.</li>
</ul>
<br />erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-1085107439753548112019-05-09T09:59:00.001-07:002019-05-09T09:59:01.999-07:00Eugenio - El Oido<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/5F1YUsBPAh0" width="480"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-22237170152946767632019-05-09T08:51:00.001-07:002019-05-09T08:51:22.618-07:00El gusto y el olfato<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/oPW9ujV9prs" width="459"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-28483927994308366602019-05-08T06:51:00.002-07:002019-05-08T06:51:36.375-07:00Página para el estudio de la función de relaciónComo para otros temas usaremos el proyecto biosfera:<br />
<a href="http://recursos.cnice.mec.es/biosfera/alumno/3ESO/Relacor/contenidos.htm" target="_blank">http://recursos.cnice.mec.es/biosfera/alumno/3ESO/Relacor/contenidos.htm</a>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-61225150460633248112019-03-26T11:54:00.000-07:002019-03-26T11:54:07.307-07:00Astrocopla y química cómica<a href="https://www.telecinco.es/gottalent/natalia-ruiz-manuel-gonzalez-astrocopla-nino-ukelele-quimico-comico_2_2727930192.html">https://www.telecinco.es/gottalent/natalia-ruiz-manuel-gonzalez-astrocopla-nino-ukelele-quimico-comico_2_2727930192.html</a>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-67130147113731901322019-03-19T05:31:00.003-07:002019-03-19T05:31:58.038-07:00Industria Petroquímica<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/qnNvKhhvju0" width="480"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-34767878364625713682019-03-19T05:31:00.001-07:002019-03-19T05:31:41.781-07:00¿Cómo funciona una refinería?<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/tFJ064TLW4E" width="480"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-71259753934118997322019-03-19T05:30:00.003-07:002019-03-19T05:30:44.269-07:00LLUVIA ÁCIDA<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/f5nBJgczY_4" width="459"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-60096028454150430662019-03-19T05:30:00.001-07:002019-03-19T05:30:23.588-07:00El Efecto Invernadero<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/WK5w5-_4fVU" width="459"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-84058378470575373582019-03-19T05:29:00.001-07:002019-03-19T05:29:39.583-07:00La capa de ozono<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/ZKTYtegi614" width="459"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-6244929591935748152019-03-14T12:31:00.003-07:002019-03-14T12:31:11.322-07:00Reacciones químicasUsamos esta página para estudiar las reacciones químicas. Espero que os sirva de ayuda par que lo comprendáis mejor.<br />
<a href="http://recursostic.educacion.es/ciencias/ulloa/web/ulloa1/tercero/tema4/oa2/index.html" target="_blank">http://recursostic.educacion.es/ciencias/ulloa/web/ulloa1/tercero/tema4/oa2/index.html</a>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-22156635340053167442019-02-19T10:52:00.002-08:002019-02-19T10:52:56.401-08:00Viaje por la materia según la escala espacial.<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/bsl6kJ65DVeuUA" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
<div style="margin-bottom: 5px;">
<strong> <a href="https://www.slideshare.net/erquimicoloco/macrocosmos-y-microcosmos-132441118" target="_blank" title="Macrocosmos y microcosmos">Macrocosmos y microcosmos</a> </strong> from <strong><a href="https://www.slideshare.net/erquimicoloco" target="_blank">erquimicoloco</a></strong> </div>
erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-11857846922384879252019-02-19T10:49:00.000-08:002019-02-19T10:49:00.002-08:00Viaje al corazón de la materia<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/nKCZ26JmPrY" width="480"></iframe>erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-61041906699594830512017-05-25T09:35:00.000-07:002017-05-25T09:35:49.449-07:00BIOCANTABRIA <img height="327" src="http://www.biocantabria.com/images/bio-cantabria.jpg" width="640" /><br />
<a href="http://www.biocantabria.com/" target="_blank">http://www.biocantabria.com/</a><br />
<br />erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-8732865196381064282017-05-18T09:54:00.000-07:002017-05-18T09:54:22.206-07:00Cálculo del gasto energético totalComo ejemplo del gasto calórico total os pongo un día mío para que os sirva de referencia:<br />
<img alt="" height="428" 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" 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erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-87458011318414614232017-05-17T08:51:00.002-07:002017-05-17T08:51:59.415-07:00Mercado saludable de los alimentos<h3 class="post-title entry-title" itemprop="name">
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Los alimentos que se deben tomar cada día y sus cantidades están reflejados en el llamado<br />
<span style="font-size: medium;"> <b><span style="color: olive;"><a href="http://www.fen.org.es/mercadoFen/mercadofen_ajus_General.html" target="_blank" title="Mercado Saludable de los Alimentos"><span style="color: olive;">Mercado Saludable de los Alimentos</span></a></span></b> </span><br />
<br />
que ordena los grupos de alimentos de izquierda a derecha y de arriba a
abajo, según la cantidad y frecuencia de consumo recomendado. Así, los
alimentos situados por encima de la balda central, deben ser consumidos
frecuentemente y a diario, mientras que, de los situados por debajo de
dicha balda, se recomienda un menor consumo, ya sea de forma semanal u
ocasional.<br />
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Banco de imágenes de la FEN. <span class="title"><i>Mercado Saludable de los Alimentos</i></span> <span class="license"><span class="sep">(</span><a href="http://creativecommons.org/licenses/?lang=es" rel="license nofollow" target="_blank">CC BY-NC-ND</a><span class="sep">)</span></span></div>
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Obra publicada con <a href="http://creativecommons.org/licenses/by-nc-nd/4.0/" rel="license">Licencia Creative Commons Reconocimiento No comercial Sin obra derivada 4.0</a></div>
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Fundación Española de Nutrición</div>
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erquimicolocohttp://www.blogger.com/profile/08921055747468331437noreply@blogger.com0tag:blogger.com,1999:blog-2197322848149682480.post-82446892276023227362017-05-09T09:17:00.002-07:002017-05-09T09:17:14.508-07:00Componentes de los alimentos<iframe allowfullscreen="" frameborder="0" height="485" marginheight="0" marginwidth="0" scrolling="no" src="//www.slideshare.net/slideshow/embed_code/key/mD1fFwmjEcaWqV" style="border-width: 1px; border: 1px solid #ccc; margin-bottom: 5px; max-width: 100%;" width="595"> </iframe> <br />
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