tag:blogger.com,1999:blog-11510888517465592312024-03-16T13:36:10.789+01:00CEIP Escultor Vicente Ochoa - Juanjo (PE)Physical Education Blog of Grades 4th to 6th at CEIP Escultor Vicente Ochoa, taught in English by Juan José Hermosilla Calvo.Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.comBlogger23125tag:blogger.com,1999:blog-1151088851746559231.post-46506254369424685242020-05-19T15:44:00.002+02:002020-05-19T15:45:54.577+02:00Quizizz sobre el sistema nervioso<div><font face="courier">En entradas pasadas estudiamos el sistema nervioso como uno de los implicados</font><font face="courier"></font><font face="courier"> en el movimiento, concretamente en su control.</font></div><div><font face="courier"><br /></font></div><div><font face="courier">Si pulsas sobre la siguiente imagen puedes poner a prueba tu aprendizaje de los conceptos mediante un Quizizz. Puede serte de mucha ayuda, si trabajas en un ordenador, tener abierta en una pestaña paralela el <a href="https://lariojaedues-my.sharepoint.com/personal/jjhermosillac01_larioja_edu_es/_layouts/15/onedrive.aspx?id=%2Fpersonal%2Fjjhermosillac01%5Flarioja%5Fedu%5Fes%2FDocuments%2FEVO%202019%2D2020%2FMateriales%20y%20evaluaci%C3%B3n%2FMateriales%20compartidos%20con%20alumnos%2FAparatos%20y%20sistemas%20relacionados%20con%20el%20ejercicio%5Fsistema%20nervioso%2Fresumen%20del%20sistema%20nervioso%2Epdf&parent=%2Fpersonal%2Fjjhermosillac01%5Flarioja%5Fedu%5Fes%2FDocuments%2FEVO%202019%2D2020%2FMateriales%20y%20evaluaci%C3%B3n%2FMateriales%20compartidos%20con%20alumnos%2FAparatos%20y%20sistemas%20relacionados%20con%20el%20ejercicio%5Fsistema%20nervioso&originalPath=aHR0cHM6Ly9sYXJpb2phZWR1ZXMtbXkuc2hhcmVwb2ludC5jb20vOmI6L2cvcGVyc29uYWwvampoZXJtb3NpbGxhYzAxX2xhcmlvamFfZWR1X2VzL0VXWkNhbjZENHZsUGp2OS0wUDlReVFNQkhoUmtITXdQeTRrTlAybllFTTJoeGc_cnRpbWU9WmxUaEhfcjcxMGc">esquema visual</a> del tema.</font></div><div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://quizizz.com/join/quiz/5ec255d1162434001bd58175/start?referrer=5a78ce67cbb771001f2e50bb" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="697" data-original-width="1050" height="264" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjb4PLowi6dDtlQjxkUOs7WVvYClIYRwAiAaufYIowCigN7c_FyOcQcttaeLS31cYQnN2iQWBRemXkuymnX2qO7nrX7uIKizWG6YL76d8KZSukbaK-BYyRTWrmCBx_LaI2YVjXLWignjMw/w400-h264/portada+Quizizz+sistema+nervioso.jpg" width="400" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Pulsa sobre la imagen para acceder al Quizziz<br /></td></tr></tbody></table><font face="courier"><br /></font></div>Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-80312536637343069982020-05-17T09:00:00.002+02:002020-05-21T17:19:58.495+02:00Quizizz de Los sentidos<div><font face="courier">Hola. Anteriormente puse una entrada sobre <a href="https://ceip-vicenteochoa-pe-juanjo.blogspot.com/2020/05/los-sentidos.html">Los sentidos</a>. Si queréis practicar lo aprendido podéis pinchar sobre la siguiente imagen para acceder a un Quizizz con preguntas sobre ella. ¡Espero que os guste!</font></div><div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto;"><tbody><tr><td style="text-align: center;"><a href="https://quizizz.com/join/quiz/5eba6c41523e50001bc04d35/start?referrer=5a78ce67cbb771001f2e50bb" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="703" data-original-width="1055" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzmygN4WDoprFiujwodRf9pE8s2uyNPSTTevA322rcuBGAPrxtFScne_aebzrIGnK-Sw438XBt5al_kq8J4T4vngl0aia2gDH9DqtztDPoXnU-A_QQRJu9DIOjSr_ZNApdLsZj5gTTnZc/w400-h266/imagen+portada+Quizizz.jpg" width="400" /></a></td></tr><tr><td class="tr-caption" style="text-align: center;">Pincha para acceder a un Quizizz sobre los sentidos<br /></td></tr></tbody></table><font face="courier"></font><br /></div>Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-90222925293068020112020-05-07T13:48:00.001+02:002020-05-07T14:22:10.814+02:00Aplicaciones para registrar la actividad física<span style="font-family: "courier new" , "courier" , monospace;"><b>¡¡Por fin podemos salir a pasear!!</b> Ya sabéis que desde hace unos días, desde las 12 a las 19 horas podemos salir a jugar y pasear, aunque con condiciones. Estas condiciones son la regla de los "unos": no más lejos de 1 km de casa, solo 1 de los papás acompañándonos y como máximo durante 1 hora. Además, esto es lo más importante, todavía no podemos acercarnos a otras personas que no vivan con nosotros. Debemos mantener una distancia social de al menos dos metros. <a href="https://www.mscbs.gob.es/profesionales/saludPublica/ccayes/alertasActual/nCov-China/documentos/2020_05_02_COVID19_Salidas_infantil.pdf" target="_blank">Aquí </a>pudes consultar la normativa más detallada.</span><br />
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</span> <span style="font-family: "courier new" , "courier" , monospace;">Son muchas limitaciones, pero es un gran paso adelante. Cada uno teniendo en cuenta vuestra situación personal y familiar, yo os recomiendo que salgáis a pasear todos los días. Primero paseos más cortos y lentos (recordad que estamos desentrenados) y luego cada vez más largos y rápidos.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Para comprobar nuestros progresos podemos utilizar aplicaciones gratuitas que se instalan en el teléfono móvil y nos dan información sobre el ejercicio(distancia recorrida, tiempo y velocidad de práctica, calorías gastadas, etc.).</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Existen muchas en el mercado que podéis pedir a vuestros papás que instalen para utilizar cuando salgáis a pasear juntos.
</span> <span style="font-family: "courier new" , "courier" , monospace;">Yo os recomiendo una llamada Endomondo, que, aunque con anuncios, tiene una versión gratuita que para pasear es más que suficiente. La aplicación os va informando de el ritmo al que camináis y la distancia recorrida y cada kilómetro os anuncia el ritmo al que lo habéis completado. ¡¡Conocer tu progreso en tiempo real es muy motivante!! Cuando termináis el ejercicio os genera un informe de actividad como el siguiente, queda almacenado para que vayáis viendo vuestras mejoras a lo largo de los días, semanas y meses.</span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFpO8Ihy27yBVBZ9q2EJKyC4-Q6aw7U2tx4TxU0f_cowrV7rmENlu-mplDQ3o2cl9UX33AbbUs9IvOhSGe_WekJtk3WmjuHKI75_WYniZkA-bWio5norBB7Jr0dSukkzACZGofLBuuU4g/s1600/captura+Endomondo.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="750" data-original-width="940" height="510" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFpO8Ihy27yBVBZ9q2EJKyC4-Q6aw7U2tx4TxU0f_cowrV7rmENlu-mplDQ3o2cl9UX33AbbUs9IvOhSGe_WekJtk3WmjuHKI75_WYniZkA-bWio5norBB7Jr0dSukkzACZGofLBuuU4g/s640/captura+Endomondo.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Algunas aplicaciones como Endomondo nos ayudan a registrar y analizar nuestra actividad física</td></tr>
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<span style="font-family: "courier new" , "courier" , monospace;">El siguiente vídeo os muestra cómo podéis instalar y utilizar Endomondo. ¡Espero que os sea útil!</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/jypX9res1RQ" width="560"></iframe>Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-86007043511091099062020-05-07T11:03:00.000+02:002020-05-07T14:39:47.154+02:00Rutina de ejercicio (4º, 5º y 6º)<span style="font-family: "courier new" , "courier" , monospace;"><b>SUGERENCIAS DE RUTINA DE EJERCICIOS</b> </span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><b>¡¡Por fin podemos salir a pasear!!</b> Ya sabéis que desde hace unos días, desde las 12 a las 19 horas podemos salir a jugar y pasear, aunque con condiciones. Estas condiciones son la regla de los "unos": no más lejos de 1 km de casa, solo 1 de los papás acompañándonos y como máximo durante 1 hora. Además, esto es lo más importante, todavía no podemos acercarnos a otras personas que no vivan con nosotros. Debemos mantener una distancia social de al menos dos metros. <a href="https://www.mscbs.gob.es/profesionales/saludPublica/ccayes/alertasActual/nCov-China/documentos/2020_05_02_COVID19_Salidas_infantil.pdf" target="_blank">Aquí </a>podéis acceder a una explicación de la normativa más concreta.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">En otra entrada os recomiendo una <a href="https://ceip-vicenteochoa-pe-juanjo.blogspot.com/2020/05/aplicaciones-para-registrar-la-actividad.html" target="_blank">aplicación para que podáis comprobar el progreso en vuestros paseos</a>.</span><br />
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</span> <span style="font-family: "courier new" , "courier" , monospace;">Aun así, como el tiempo que podemos permanecer fuera es reducido, <b>os recomiendo que sigáis haciendo ejercicio en casa para <u>mantenernos en forma</u></b>. Dentro de las limitaciones que tenemos, deberíais tratar de estar lo más activos posibles y nunca pasar más de dor horas seguidas sentados, especialmente viendo la tele o jugando videojuegos. Una buena idea para incrementar la actividad suave es ayudar a vuestros padres con las tareas de casa (hacer las camas, barrer, recoger, ayudar a cocinar...). Pero además de lo anterior, <b>al menos tres veces a la semana, tenéis que hacer actividad física más intensa</b>.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">A continuación os propongo, en forma de vídeos, dos nuevas propuestas de trabajo para mantener vuestros niveles de actividad física. Más abajo todavía están enlazadas las propuestas que hice en semanas pasadas, por si os gustaban mucho. Da igual si utilizáis estas propuestas u otras. <b>¡¡Lo importante es mantenerse activos!!</b></span><br />
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<span style="color: red;"><b><span style="font-family: "courier new" , "courier" , monospace;">¡Invitad a vuestros padres y hermanos a trabajar con vosotros! ¡Puede ser un reto muy divertido! Si queréis, podéis grabaros en vídeos y enviármelos mediante un enlace a mi correo electrónico para que pueda poneros en este blog:</span></b></span><br />
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<span style="color: red;"><b><span style="font-family: "courier new" , "courier" , monospace;">jjhermosillac01@larioja.edu.es</span></b></span><br />
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<span style="color: red;"><b><span style="font-family: "courier new" , "courier" , monospace;">Para ello debéis utilizar el correo eletrónico de uno de vuestros padres, que consentirá a que las imágenes se publiquen en este blog. </span></b></span><br />
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<span style="color: red;"><b><span style="font-family: "courier new" , "courier" , monospace;"><span style="color: black;">¡Ánimo y a trabajar!</span></span></b></span><br />
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<span style="color: red;"><b><span style="font-family: "courier new" , "courier" , monospace;"><span style="color: black;">NUEVA PROPUESTA BASADA EN <u>EJERCIC<span style="font-family: "courier new" , "courier" , monospace;">IOS GIMNÁSTICOS</span></u></span></span></b></span><br />
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<span style="color: red;"><b><span style="font-family: "courier new" , "courier" , monospace;"><span style="color: black;"> </span></span></b></span> <span style="color: red;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="color: black;">La siguiente es una propuesta de ejercicios gimnásticos muy completa y fácil de seguir. Dura unos 20 minutos, no necesitáis apenas espacio para hacerla y no es demasiado dura (se puede hacer todos los días).</span></span></span><br />
<span style="color: red;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="color: black;"> <iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/T8jI4RnHHf0" width="560"></iframe></span></span></span> <span style="color: red;"><span style="font-family: "courier new" , "courier" , monospace;"><span style="color: black;"><b>NUEVA PROPUESTA <u>BASADA EN EL BAILE</u></b></span></span></span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Quienes os guste más el baile podéis usar el siguiente vídeo, que tiene música muy divertida y combina ejercicio y baile.</span><br />
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<span style="color: red;"><span style="color: black;"><span style="font-family: "courier new" , "courier" , monospace;"><b><br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/GHCqRsrQwNU" width="560"></iframe>------------------------------------------------------------</b></span></span></span><br />
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<span style="color: red;"><span style="color: black;"><span style="font-family: "courier new" , "courier" , monospace;"><b>PROPUESTAS DE SEMANAS PASADAS</b></span></span></span><br />
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<span style="color: red;"><span style="color: black;"><span style="font-family: "courier new" , "courier" , monospace;">La siguiente es una rutina de ejercicios gimnásticos corta, de unos 15 minutos de duración, que podéis hacer fácilmente los días. Todos deberíais poder terminarla sin problemas.</span><br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/L_A_HjHZxfI" width="560"></iframe><br />
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<span style="color: red;"><span style="color: black;"><span style="font-family: "courier new" , "courier" , monospace;">La rutina que sigue es del mismo estilo que la anterior, pero más larga (algo más de 30 minutos) y un poco más dura. Sería una buena rutina para hacer 3 días a la semana (lunes, miércoles y viernes, por ejemplo). Está organizada por 5 ciclos de ejercicios que se repiten. Si terminas el ciclo 3 ya habrás hecho un ejercicio considerable, si terminas el ciclo 4 demostrarás estar realmente en forma y si terminas el ciclo 5 e<span style="font-family: "courier new" , "courier" , monospace;">res una <i>máquina</i> 😉.</span></span><br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/lc1Ag9m7XQo" width="560"></iframe><br />
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<span style="color: red;"><span style="color: black;"><span style="font-family: "courier new" , "courier" , monospace;"><b> </b><br />
A continuación tenéis un vídeo que os permite ejercitaros a través del baile. Son 34 minutos de coreografías del grupo KIDZ BOP, al ritmo de muchos de sus mejores temas. ¡Son divertidísimos y si completas todo el vídeo bailando acabarás sudando de verdad! Se puede hacer todos los días sin problema.</span><br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/sHd2s_saYsQ" width="560"></iframe><br />
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<span style="color: red;"><span style="color: black;"><span style="font-family: "courier new" , "courier" , monospace;">La siguiente el la primera propuesta que os hice para ejercitarnos desde casa.</span></span></span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/dhCM0C6GnrY" width="560"></iframe> <span style="font-family: "courier new" , "courier" , monospace;"> </span>Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-61422046760794992572020-05-05T11:10:00.005+02:002020-05-16T19:31:14.182+02:00Los sentidos<div class="separator" style="clear: both; text-align: center;">
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<span style="font-family: "courier new", "courier", monospace;"><b>LA PERCEPCIÓN</b></span><br />
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<span style="font-family: "courier new", "courier", monospace;">Para poder sobrevivir los seres humanos debemos poder percibir los cambios que se producen tanto en el exterior como en el interior de nuestro cuerpo. Esta información nos permite evitar peligros (un coche que se acerca) o detectar oportunidades (dónde hay comida o agua, por ejemplo).</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIDOvDRC90o3qNe9ow8jqqecrf9ouDxfQiHpfE-N_h4tDxSW8FdAXTYw-FSyoT2rjWqot3tORlbxqW0r726aab1REWVB2zcCyBowHFFVk9iLwEwr3_u_RB7Y2u7dmVRCGRCOR_t8JM5oU/s1600/sanfrancisco_bicycle_oak_traffic_divisadero-395758.jpg%2521d.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="750" data-original-width="1200" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIDOvDRC90o3qNe9ow8jqqecrf9ouDxfQiHpfE-N_h4tDxSW8FdAXTYw-FSyoT2rjWqot3tORlbxqW0r726aab1REWVB2zcCyBowHFFVk9iLwEwr3_u_RB7Y2u7dmVRCGRCOR_t8JM5oU/s400/sanfrancisco_bicycle_oak_traffic_divisadero-395758.jpg%2521d.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>© </b>Robert Couse-Baker</td></tr>
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<span style="font-family: "courier new", "courier", monospace;"></span><br />
<span style="font-family: "courier new", "courier", monospace;">Cuando practicamos juegos motores, deportes o actividad física en general, también necesitamos conocer los cambios que se producen en el exterior. Del exterior, por ejemplo, podemos necesitar conocer dónde se encuentra una compañera para pasarle la pelota o ver cómo se mueve la cuerda para poder saltarla en el juego de la comba. Del interior, por ejemplo, necesitamos saber cómo estamos de cansados para regular nuestro ritmo en una carrera, por ejemplo.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">Para poder notar los cambios que se producen en nuestro interior y exterior, lo que denominamos <b>estímulos</b>, nuestro cuerpo tiene unas estructuras llamadas <b>receptores</b>. En ocasiones estos receptores se agrupan en órganos específicos, que llamamamos <b>órganos de los sentidos</b>. Cada <b>sentido</b> nos proporciona información específica de uno o varios tipos de estímulos concretos del interior o exterior de nuestro cuerpo.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">Cuando los sentidos detectan un estímulo se produce lo que llamamos <b>sensación</b>. Esta sensación viaja por los <b>nervios</b> del cuerpo hast el <b>cerebro</b>, donde se interpreta. Esta interpretación es a lo que llamamos <b>percepción</b>. Así, nuestra vista informa de la presencia de líneas y colores, pero es nuestro cerebro el que decide si esas líneas y colores son un rosotro humano o un sofá. Un concepto importante sobre la percepción es que es <u>multisensorial</u>. Es decir, nuestro cerebro integra la información que recibe de todos los sentidos para percibir.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">Los siguientos dibujos muestran cómo la percepción es una construcción del cerebro a partir de las sensaciones que nos envían los sentidos. A la izquierda hay varias líneas sobre una superficie plana (la pantalla del ordenador), pero nosotros percibimos un cubo (una figura con volumen en tres dimensiones). A la derecha, las mismas sensaciones pueden hacer que percibamos un jarrón o dos caras enfrentadas.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJfg7_UFBLKU2BE4RuEDnitIwOyLil_QBI2jJk71H1Ekz9aMAgxUAPWpWYKOKPdV8u0hO_uP-YcKyUrlrj9rPYbuNzufSJI1fFM9nSFrEYbCia6eXpa0lo3X5ONYP0B-HNsSKdsgYQ-jk/s1600/percepci%25C3%25B3n.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="431" data-original-width="1024" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJfg7_UFBLKU2BE4RuEDnitIwOyLil_QBI2jJk71H1Ekz9aMAgxUAPWpWYKOKPdV8u0hO_uP-YcKyUrlrj9rPYbuNzufSJI1fFM9nSFrEYbCia6eXpa0lo3X5ONYP0B-HNsSKdsgYQ-jk/s640/percepci%25C3%25B3n.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">La percepción es una construcción del cerebro a partir de sensaciones</td></tr>
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<span style="font-family: "courier new", "courier", monospace;"></span><br /><div><font face="courier">El siguiente vídeo muestra de una manera divertida cómo nuestra percepción puede crear ilusiones ópticas.</font></div><div><pre style="text-align: left;"><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/aS-vzPuZzuk" width="320" youtube-src-id="aS-vzPuZzuk"></iframe></div><font face="courier"><br /></font></pre></div>
<span style="font-family: "courier new", "courier", monospace;"><b>CLASIFICACIÓN DE LOS SENTIDOS </b></span><br />
<span style="font-family: "courier new", "courier", monospace;"><br /></span>
<span style="font-family: "courier new", "courier", monospace;">Los primeros sentidos que aprendemos son los que nos proporcionan <u>información del exterior</u> de nuestro cuerpo: <b>vista</b>, <b>oído</b>, <b>tacto</b>, <b>gusto </b>y <b>olfato</b>.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">Además de los dos anteriores, en esta entrada vamos a ver otros sentidos de los que quizá no hayas oído hablar: la <b>propiocepción </b>y el el <b>equilibrio</b>.</span><br />
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<span style="font-family: "courier new", "courier", monospace;"><b>LA VISTA</b></span><br />
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<span style="font-family: "courier new", "courier", monospace;">La <b>vista </b>es nuestro <u>sentido más importante</u> a la hora de recibir información que proviene del exterior. La vista es posible gracias a la acción de los <b>ojos</b>, unos órganos que son capaces de detectar la <b>luz </b>y sus cualidades (color y brillo) a través de unos receptores que se encuentran en una estructura llamada <b>retina</b>.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXuh3vBPbCyUe1LIa_FmkF1XW624ye3yiIL4_IXO12gayfRvr4KfGpYs5Vg-y38_Ct7ItUUs666COUV33yyh9JhaewWzpT702H3hEtpqQgAOVNdfbXUSV94V4Q226Ps4n3bw42Z9U-Vyw/s1600/ojo.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="900" data-original-width="1600" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXuh3vBPbCyUe1LIa_FmkF1XW624ye3yiIL4_IXO12gayfRvr4KfGpYs5Vg-y38_Ct7ItUUs666COUV33yyh9JhaewWzpT702H3hEtpqQgAOVNdfbXUSV94V4Q226Ps4n3bw42Z9U-Vyw/s320/ojo.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Estructura interna del ojo, con la retina destacada<br /></td></tr>
</tbody></table>
<span style="font-family: "courier new", "courier", monospace;"></span><br />
<span style="font-family: "courier new", "courier", monospace;">Cuando la luz incide en los objetos, parte de ella rebota en ellos y llega hasta receptores específicos de la luz en nuestros ojos, de forma que se estos generan una sensación que es interpretada en el cerebro para percibir dichos objetos. Cuando estamos a oscuras no hay ninguna luz que pueda rebotar en los objetos y por lo tanto no podemos verlos.</span><br />
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<span style="font-family: "courier new", "courier", monospace;"> </span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL1CFRX7lteaTrOwiyIXo-kIx8MfKzGbDts1utuSeiz4jaOM-ZRsQNa18mYl5WqGnc15gseZKeIIvRvVRYBEAP1L7BaSEk1EI6KEwicwZRJJWFH7jDB3r3zhFfJV_53nO5x4cq2WqaIhQ/s1600/vista.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="598" data-original-width="1024" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL1CFRX7lteaTrOwiyIXo-kIx8MfKzGbDts1utuSeiz4jaOM-ZRsQNa18mYl5WqGnc15gseZKeIIvRvVRYBEAP1L7BaSEk1EI6KEwicwZRJJWFH7jDB3r3zhFfJV_53nO5x4cq2WqaIhQ/s320/vista.png" width="320" /></a></div>
<span style="font-family: "courier new", "courier", monospace;">A la incapacidad de ver por causa de una enfermedad o trauma la llamamos ceguera. Las personas ciegas tienen que obtner la información que no perciben del exterior a través de la vista mediante otros sentidos, especialmente el oído y el tacto. Por ejemplo, las personas que padecen ceguera usan para escribir y leer un sistema que se llama Braille, en el que los signos se representan mediante puntitos con relieve (abultados) que son capaces de leer con el tacto de los dedos.</span><br />
<span style="font-family: "courier new", "courier", monospace;"><br /></span>
<span style="font-family: "courier new", "courier", monospace;"><b>EL OÍDO</b></span><br />
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<span style="font-family: "courier new", "courier", monospace;">El <b>oído </b>es el sentido que nos proporciona la información del exterior del cuerpo relacionada en el <b>sonido</b>, que es percibido a través de dos órganos también denominados <b>oídos</b>. Dado que los humanos hemos desarrollado el lenguaje para comunicarnos y que el lenguaje está basado en el sonido, el oído es también muy importante para nosotros.</span><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmGDD0yO43hUFNLJTJItGxBWhwOa98A23LUmM5vCi6gOg5JeVHZwuR1NL6tL4dfG-Y0obQZ-_RIhalk7AavdrDPF2IPSkRHiv8yr8OgIXH8DOOk3FxtkShc0qIoMMHWKhYioSqL8a7OoY/s1600/estructura+del+o%25C3%25ADdo.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="512" data-original-width="640" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmGDD0yO43hUFNLJTJItGxBWhwOa98A23LUmM5vCi6gOg5JeVHZwuR1NL6tL4dfG-Y0obQZ-_RIhalk7AavdrDPF2IPSkRHiv8yr8OgIXH8DOOk3FxtkShc0qIoMMHWKhYioSqL8a7OoY/s320/estructura+del+o%25C3%25ADdo.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Estructura interna del oído</td></tr>
</tbody></table>
<span style="font-family: "courier new", "courier", monospace;">El sonido es la vibración que se transmite a través de una onda que se desplaza a través de gases, líquidos o sólidos. Nuestros órganos de los oídos son capaces de percibir estas vibraciones, que normalmente nos llegan a través del aire.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG970VjsZoJKcBhAIaa2rKuaEXwokd5jhPgMr1W_qXVA1aQljgq0i7LDZNvqyVPGgDDhjY-iOwilbrXfMH2M3g60_YtR-7hpuXETIBOASlzJNMtWTTHTRI4fhaCVDmM6PemqTVP8TDtWU/s1600/sound+wave.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="452" data-original-width="1156" height="155" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG970VjsZoJKcBhAIaa2rKuaEXwokd5jhPgMr1W_qXVA1aQljgq0i7LDZNvqyVPGgDDhjY-iOwilbrXfMH2M3g60_YtR-7hpuXETIBOASlzJNMtWTTHTRI4fhaCVDmM6PemqTVP8TDtWU/s400/sound+wave.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">El oído es detecta ondas acústicas </td></tr>
</tbody></table>
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<span style="font-family: "courier new", "courier", monospace;">A la incapacidad de oír por causa de una enfermedad o trauma la llamamos sordera. Las personas que padecen sordera, al no poder oír a los demás, tienen que hacer un esfuerzo mayor para aprender a hablar y pueden no llegar a hacerlo tan bien como las personas que no la padecen. Para comunicarse, las personas con sordera aprenden a leer los labios de los demás cuando hablan, y aprenden lengua de signos para comunicarse.</span><br />
<span style="font-family: "courier new", "courier", monospace;"><br /></span>
<span style="font-family: "courier new", "courier", monospace;"><b>EL TACTO</b></span><br />
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<span style="font-family: "courier new", "courier", monospace;">El <b>tacto </b>es un sentido que nos proporciona información sobre muchos tipos de estímulos como la <b>presión</b>, la <b>vibración</b>, el <b>cosquilleo</b>, el <b>picor</b> y la <b>temperatura</b>.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX4P8Sg0665O1ZUTEDWEm50930uk8_vPSyf_apjbxdV6WfpTmmrE3f5qE8GXj6OXKTZnqo6vl2QQ0nwYM6_h47N8TJfctHxCWKNxOhhcSj-99YJ0bzRyt2Y1H7Z_YpYbXvgKtUbI4CR7U/s1600/Massage-hand-4.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1369" data-original-width="1600" height="272" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhX4P8Sg0665O1ZUTEDWEm50930uk8_vPSyf_apjbxdV6WfpTmmrE3f5qE8GXj6OXKTZnqo6vl2QQ0nwYM6_h47N8TJfctHxCWKNxOhhcSj-99YJ0bzRyt2Y1H7Z_YpYbXvgKtUbI4CR7U/s320/Massage-hand-4.jpg" width="320" /></a></div>
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<span style="font-family: "courier new", "courier", monospace;">La percepción de estos estímulos se hace gracias a receptores de presión, dolor y temperatura que tenemos en la <b>piel</b>, órgano principal del tacto, pero también en otros órganos como la lengua, el pelo, la garganta y las mucosas.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtVvvv_llyeQyl-WF-ft4I_2d3WkFxjQdfKeTlheVWv4l1oqb8YB91xvEx2HAhFAkDWMWIM74gSc8GdjTuB502zbrDYdIzIJ4xmeO2MaNdPBI7SW9Is5yAjWJkChXHGBArkPeGBg4kT1s/s1600/estructura+de+la+piel.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1024" data-original-width="1024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtVvvv_llyeQyl-WF-ft4I_2d3WkFxjQdfKeTlheVWv4l1oqb8YB91xvEx2HAhFAkDWMWIM74gSc8GdjTuB502zbrDYdIzIJ4xmeO2MaNdPBI7SW9Is5yAjWJkChXHGBArkPeGBg4kT1s/s320/estructura+de+la+piel.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Estructura interna de la piel</td></tr>
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<span style="font-family: "courier new", "courier", monospace;"><b>EL GUSTO</b></span><br />
<span style="font-family: "courier new", "courier", monospace;"><b> </b></span><br />
<span style="font-family: "courier new", "courier", monospace;">El <b>gusto</b> es el sentido responsable de que podamos percibir los <b>sabores</b>. La <b>lengua</b>, y concretamente unas estructuras sobre ellas llamadas <b>papilas gustativas</b>, es el órgano en que reside el sentido del gusto.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk3pbD9O0OB9UwzDLMhakBfLZ0uC1UVvbBY_snvGdQdL5hu6Xh4AvOUuPSyjIACAtWi3Izhv1lIS6XtpKF1TpOXBrpeSy0SXk9XjuPulpjM0qHNLwVuJRqnh_caU1HprO_e1LMi2DS8Cw/s1600/lengua.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="451" data-original-width="640" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjk3pbD9O0OB9UwzDLMhakBfLZ0uC1UVvbBY_snvGdQdL5hu6Xh4AvOUuPSyjIACAtWi3Izhv1lIS6XtpKF1TpOXBrpeSy0SXk9XjuPulpjM0qHNLwVuJRqnh_caU1HprO_e1LMi2DS8Cw/s320/lengua.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">La percepción de los sabores puede hacerse gracias a la lengua</td></tr>
</tbody></table>
<span style="font-family: "courier new", "courier", monospace;"><span style="font-family: "courier new", "courier", monospace;">Las papilas
gustativas son capaces de detectar las sustancias químicas presentes en
la comida de forma que podamos percibir los sabores. Los sabores básicos
son <b>dulce</b>, <b>salado</b>, <b>ácido</b>, <b>amargo</b> y <b>umami.</b></span></span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzyhTLXemLlgn_0ZRu9K3X8_DY_N9dWV-BLO0QkpV_VeVn1u_BB7rvfWADuI7NY28ZyKOaybi5mlSKQ7q3BDRtvHdoT6SVT_8D3CAi004Bw86deAjYt_-XbHvVfq6Jx1ULFlHi7E85ucg/s1600/sabores+b%25C3%25A1sicos.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="761" data-original-width="1577" height="307" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzyhTLXemLlgn_0ZRu9K3X8_DY_N9dWV-BLO0QkpV_VeVn1u_BB7rvfWADuI7NY28ZyKOaybi5mlSKQ7q3BDRtvHdoT6SVT_8D3CAi004Bw86deAjYt_-XbHvVfq6Jx1ULFlHi7E85ucg/s640/sabores+b%25C3%25A1sicos.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Todos los sabores se generan a partir de la combinación de estos 5 sabores básicos</td></tr>
</tbody></table>
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<span style="font-family: "courier new", "courier", monospace;"><span style="font-family: "courier new", "courier", monospace;"><b>EL OLFATO</b></span></span><br />
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<span style="font-family: "courier new", "courier", monospace;"><span style="font-family: "courier new", "courier", monospace;">El sentido del <b>olfato</b> nos permite identificar los <b>olores</b>. Los receptores olfatorios, en el <b>epitelio olfatorio</b>, que se encuentra en la cavidad superior de la <b>nariz</b>, son capaces de detectar cientos de moléculas químicas diferentes para producir las sensaciones que nos permiten percibir los olores.</span></span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3I_gEWymUWHhUV09P67tSY6S5ElsMfbH3Xa1N4JU59bePhNhx9jLOzWK2yDScHtLJBxwnuZISdGe-OzmFGnOpmNfNXUEIPpdXRhT8sVRuA5i8i4PbOYU_TS-H7EyWlrAzJVQMI1_1_zg/s1600/cavidad+nasal.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="562" data-original-width="600" height="296" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi3I_gEWymUWHhUV09P67tSY6S5ElsMfbH3Xa1N4JU59bePhNhx9jLOzWK2yDScHtLJBxwnuZISdGe-OzmFGnOpmNfNXUEIPpdXRhT8sVRuA5i8i4PbOYU_TS-H7EyWlrAzJVQMI1_1_zg/s320/cavidad+nasal.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Estructura interna de la cavidad nasal</td></tr>
</tbody></table>
<div><span style="font-family: "courier new", "courier", monospace;"><span style="font-family: "courier new", "courier", monospace;">El <b>sabor</b> de un alimento, aunque hemos dicho que depende del sentido del gusto, también depende, en su mayoría, de hecho, del sentido del olfato. La nariz y la boca están conectadas en el interior de nuestro cuerpo y las sustancias químicas volátiles que se desprenden de los alimentos llegan hasta el epitelio olfatorio.</span></span></div><div><span style="font-family: "courier new", "courier", monospace;"><span style="font-family: "courier new", "courier", monospace;"><br /></span></span></div><div><span style="font-family: "courier new", "courier", monospace;"><span style="font-family: "courier new", "courier", monospace;">El sabor de un alimento, por lo tanto, es un ejemplo de <u>percepción multisensorial</u>. ¿Nunca habías notado que los alimentos pierden gran parte de su sabor cuanto estás acatarrados? La explicación es que, al estar acatarrados, nuestra nariz está congestionada y por lo tanto el sentido del olfato se ve afectado.<br /><b></b></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEZ7fdTdCseynWkA5gSsqHAV5X5UCl9aQpL-IUSjvEoqYTz5WK_dzjaaikfPwPy4BTADuSDNzuIIvrfeLyOzzdZjnn0c1HOk7mrgw6Hmtl3OprOI3ggGGD2IT9KItSL0bpL9spI8iURMw/s1600/vanilla+flavor.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="686" data-original-width="1024" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEZ7fdTdCseynWkA5gSsqHAV5X5UCl9aQpL-IUSjvEoqYTz5WK_dzjaaikfPwPy4BTADuSDNzuIIvrfeLyOzzdZjnn0c1HOk7mrgw6Hmtl3OprOI3ggGGD2IT9KItSL0bpL9spI8iURMw/s400/vanilla+flavor.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">El aroma es un ejemplo de percepción multisensorial</td></tr>
</tbody></table>
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<span style="font-family: "courier new", "courier", monospace;"><span style="font-family: "courier new", "courier", monospace;"><b>LA PROPIOCEPCIÓN</b></span></span><br />
<span style="font-family: "courier new", "courier", monospace;"><b> </b></span><br />
<br />
<span style="font-family: "courier new", "courier", monospace;">La <b>propiocepción</b> es el sentido que nos permite percibir el propio <b>movimiento </b>y la <b>posición corporal</b> (la posición relativa de unas partes respecto a otras). A diferencia de los 5 sentidos clásicos anteriormente estudiados, la propriocepción nos proporciona <u>información sobre el interior de nuestro propio cuerpo</u>.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">La propiocepción puede establecerse gracias a la información que envían receptores que se encuentran en <b>articulaciones</b>, <b>músculos </b>y <b>tendones</b>.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioTakGE2ipDDjjcWRtTv7e1kJyT118fTrDFfj4pgGuCuVpIiwioNeDVudmsHr8E-hhq-dZ6L00cBnK3J0fZVJh9yBLUFNcOnNoABea-S8TLnKOgcTqe5dBKqTLZ-I_mHcIfo9wSsBHwQc/s1600/propioceptores.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="269" data-original-width="211" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioTakGE2ipDDjjcWRtTv7e1kJyT118fTrDFfj4pgGuCuVpIiwioNeDVudmsHr8E-hhq-dZ6L00cBnK3J0fZVJh9yBLUFNcOnNoABea-S8TLnKOgcTqe5dBKqTLZ-I_mHcIfo9wSsBHwQc/s320/propioceptores.jpg" width="249" /></a></div>
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<span style="font-family: "courier new", "courier", monospace;">La propiocepción nos permite conocer dónde se encuentra cada una de las partes de nuestro cuerpo, aunque no podamos verlas. La mujer de la fotografía tiene una idea mental de cómo están situadas unas partes de su cuerpo respecto a otras en la postura que mantiene, aunque no pueda verlas. Cuando andamos en bicicleta sabemos hacia dónde estamos girando el manillar, aunque estemos mirando hacia adelante y a no a nuestras manos. Esos es así porque la propiocepción también nos informa de cómo se mueven las partes de nuestro cuerpo.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwdv24eTyLBw3Y1QfmJAh6vaOVcDopgKK-55YaS4G1DI8r3Q1BKxXsMvsYvpI8PM9j4aYKGkswfEi497I1q9Usmvj-Wf-MnVZQBpw2dL7SVqf5SKl61XfcB1iQAUsAeFjm8WbbZs1lD8k/s1600/ejemplos+propiocepci%25C3%25B3n.JPG" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="379" data-original-width="1143" height="212" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwdv24eTyLBw3Y1QfmJAh6vaOVcDopgKK-55YaS4G1DI8r3Q1BKxXsMvsYvpI8PM9j4aYKGkswfEi497I1q9Usmvj-Wf-MnVZQBpw2dL7SVqf5SKl61XfcB1iQAUsAeFjm8WbbZs1lD8k/s640/ejemplos+propiocepci%25C3%25B3n.JPG" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">La propiocepción nos informa de la posición de las partes de nuesto cuerpo y de su movimiento</td></tr>
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<b><span style="font-family: "courier new", "courier", monospace;"> EL EQUILIBRIO</span></b></div>
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<span style="font-family: "courier new", "courier", monospace;">Cuando hablamos de <b>equilibrio </b>solemos referirnos a la habilidad de mantener posturas y movernos sin caernos, o a ejercicios que requieren de un grado elevado de esta habilidad. Sin embargo, el <u>equilibrio también es un sentido</u>, que nos permite manifestar la habilidad del mismo nombre.</span></div>
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<span style="font-family: "courier new", "courier", monospace;">El sentido del equilibrio reside en el <b>oído interno,</b> concretamente en una estructura llamada <b>vestíbulo</b>. El vestíbulo tiene receptores que nos informan de la posición de la cabeza y su movimiento, así como del movimiento del cuerpo. Las sensaciones que registran estos receptores permiten al cerebro determinar si el cuerpo está equilibrado, orientarse en el espacio y determinar aspectos como la dirección y la aceleración.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZEXLVSaaKaHJG-9URdfhiFTM91eZbKAkYoyQEw5hpvxRUSPbfg1Tj3VNkfo-iv9DAcUYyQVVVlP1IdfJ6CyMstY8GP9jdUda_te_AElzlpCdRMW6chQQ0WivovcjcVORqtiQ0F9LH4GY/s1600/vest%25C3%25ADbulo.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="512" data-original-width="640" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZEXLVSaaKaHJG-9URdfhiFTM91eZbKAkYoyQEw5hpvxRUSPbfg1Tj3VNkfo-iv9DAcUYyQVVVlP1IdfJ6CyMstY8GP9jdUda_te_AElzlpCdRMW6chQQ0WivovcjcVORqtiQ0F9LH4GY/s400/vest%25C3%25ADbulo.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">En la imagen aparece resaltado el vestíbulo, dentro del oído interno</td></tr>
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<span style="font-family: "courier new", "courier", monospace;">Para conseguir el equilibrio el cerebro no solo utiliza la información que le llega desde el oído interno, sino que integra esta información con la de otros sentidos, especialmente la propiocepción y la vista. Recuerda que la percepción es multisensorial. ¿Nunca has notado lo difícil que es mantener una postura de equilibrio complicada con los ojos cerrados? El motivo es que al cerrar los ojos el cerebro no puede integrar la información de la vista para controlar el equlibrio como normalmente hace.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdqdlelIgrwioO78kVKkzQXfxL6mQpAsKkFJgz2lv9kiBV7IkxXxROymgxVgGIcSk1-ghVva9z7wVpAeAG2yGY7hs0dmqNwnUbmy-umNdvU_7rpUJbck6zehlDNsb0ZkpsOuCyTzE4m_E/s1600/balance.jpg" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1324" data-original-width="880" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdqdlelIgrwioO78kVKkzQXfxL6mQpAsKkFJgz2lv9kiBV7IkxXxROymgxVgGIcSk1-ghVva9z7wVpAeAG2yGY7hs0dmqNwnUbmy-umNdvU_7rpUJbck6zehlDNsb0ZkpsOuCyTzE4m_E/s400/balance.jpg" width="263" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Para equilibrarnos usamos integramos información del sentido del equilibrio, de la propiocepción y de la vista</td></tr>
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<span style="font-family: "courier new", "courier", monospace;"><b>OTRAS SENSACIONES DEL INTERIOR DEL CUERPO</b></span></div>
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<span style="font-family: "courier new", "courier", monospace;">La propiocepción no es el único sentido que nos da información sobre el interior de nuestro cuerpo.</span></div>
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<span style="font-family: "courier new", "courier", monospace;">Cuando percibimos que tenemos sed, hambre, dolor de estómago o necesidad de ir al baño, por ejemplo, también estamos analizando sensaciones que se han producido en el interior del cuerpo. A la percepción basada en las sensaciones que provienen de receptores repartidos por los órganos y tejidos internos de nuestro cuerpo, la llamamos <b>interocepción</b>. La interocepción nos informa del <u>estado general interno de nuestro cuerpo</u>.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL_clN8hRHL73_TJ6OL91VgT3OteKSmFdRmo1QgLNauW_UVaLBerz6UWyuoJ5CrinSRYIENQ57WRiox_sIt8G9tK-ko4rbiCM0Pde06YpOFDOSc6CO1py0rsMZXste6tgscCgFuiQDVe8/s1600/interocepci%25C3%25B3n.png" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="664" data-original-width="1023" height="414" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL_clN8hRHL73_TJ6OL91VgT3OteKSmFdRmo1QgLNauW_UVaLBerz6UWyuoJ5CrinSRYIENQ57WRiox_sIt8G9tK-ko4rbiCM0Pde06YpOFDOSc6CO1py0rsMZXste6tgscCgFuiQDVe8/s640/interocepci%25C3%25B3n.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">La interocepción nos informa del estado general del interior de nuestro cuerpo gracias a una gran cantidad de receptores</td></tr>
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Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-85332665936354887122020-05-04T17:18:00.003+02:002020-05-18T16:32:37.283+02:00Aparatos y sistemas relacionados con el ejercicio: El sistema nervioso<br />
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<span style="font-family: "courier new", "courier", monospace;"><b>COMUNICACIÓN, INTEGRACIÓN Y CONTROL EN NUESTRO CUERPO</b> </span><br />
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<span style="font-family: "courier new", "courier", monospace;">Como ya vimos en una entrada anterior, el <b>sistema nervioso</b> es el encargado de controlar el movimiento, por lo que es importante para nosotros conocerlo en Educación Física.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">En general, el sistema nervioso está organizado para detectar cambios en el interior y exterior de nuestro cuerpo, evaluar esa información y responder iniciando modificaciones en músculos y glándulas. Estas modificaciones permiten mantener la estabilidad de nuestro medio interno (temperatura, concentración de sustancias...). En su actividad reguladora, el sistema nervioso no actúa solo, sino que lo hace en coordinación con otro sistema: el <b>sistema endocrino</b>.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">Así, tanto el sistema nervioso como el sistema endocrino son los que establecen la <b>comunicación </b>(transmisión de la información), <b>integración </b>(procesamiento de la información) y <b>control </b>(acciones de respuesta) de todos los aparatos y sistemas del organismo.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">El sistema nervioso actúa a través de impulsos nerviosos y produce cambios rápidos, pero de corta duración y solo en los órganos que están conectados a sus nervios.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">Por su parte, el sistema endocrino actúa sobre todos los tejidos, a través de unos mensajeros químicos llamados hormonas. Las hormonas son generadas en las llamadas glándulas endocrinas y son transportadas a cualquier lugar del cuerpo por medio de la sangre. Las hormonas tardan más en actuar que los impulsos nerviosos, pero sus efectos son más duraderos.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg017_w3zXxZ68dGREVz91mR05xhkw27oNMUgnXuI2UYBlKCGWXjj_bYi7wUgIOyK9U4dZSFVuNb8_qjKHkNVM-TpbFLkJsOReQ4rrunZRBxkjvQfGz8E4jMvu7OGHPGXbLJBOY6592pQE/s1600/sistema+nervioso+y+sistema+endocrino.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="774" data-original-width="857" height="576" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg017_w3zXxZ68dGREVz91mR05xhkw27oNMUgnXuI2UYBlKCGWXjj_bYi7wUgIOyK9U4dZSFVuNb8_qjKHkNVM-TpbFLkJsOReQ4rrunZRBxkjvQfGz8E4jMvu7OGHPGXbLJBOY6592pQE/s640/sistema+nervioso+y+sistema+endocrino.JPG" width="640" /></a></div>
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<span style="font-family: "courier new", "courier", monospace;"><b>EL SISTEMA NERVIOSO</b></span><br />
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<span style="font-family: "courier new", "courier", monospace;">La base del sistema nervioso son unas células llamadas <b>neuronas</b>. Estas neuronas son capaces de transmitir de unas a otras <b>impulsos nerviosos</b>, que son pequeños impulsos eléctricos.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiykwqLyIEC3J3OW4qMu3H9j7uxEnW1qGo5969vdYbtWpmKGn95jJcVYm23ngA-x9D5httClit0BSu5O-S9KT522UakCgN8fF5tBY8UHGpzvBAUDBq-6oy2yeoeqwiF3Ro_h01tf9eIxmI/s1600/neurona.webp" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="480" data-original-width="960" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiykwqLyIEC3J3OW4qMu3H9j7uxEnW1qGo5969vdYbtWpmKGn95jJcVYm23ngA-x9D5httClit0BSu5O-S9KT522UakCgN8fF5tBY8UHGpzvBAUDBq-6oy2yeoeqwiF3Ro_h01tf9eIxmI/s320/neurona.webp" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Neurona</td></tr>
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<span style="font-family: "courier new", "courier", monospace;">Las neuronas se agrupan formando los <b>nervios </b>y el resto de las estructuras del sistema nervioso. Podemos pensar en los nervios como una especie de "cables" por los cuáles se pueden transmitir señales elécricas.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">La siguiente imagen muestra las partes en que se divide el sistema nervioso.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVbCQwrrX9eCOvervP55HCHCUjUCrF1tCVIcQ025iKOHoVMqP3_N22OP2Nc65VymEpOprBW3qgXExMUp27W2cysRSraQVKk5ogNsoeWylcYQWp45LhHBglQhiHDN4I2oQgYZTLXdg7ako/s1600/sistema+nervioso.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="760" data-original-width="841" height="578" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVbCQwrrX9eCOvervP55HCHCUjUCrF1tCVIcQ025iKOHoVMqP3_N22OP2Nc65VymEpOprBW3qgXExMUp27W2cysRSraQVKk5ogNsoeWylcYQWp45LhHBglQhiHDN4I2oQgYZTLXdg7ako/s640/sistema+nervioso.jpg" width="640" /></a></div>
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<li><span style="font-family: "courier new", "courier", monospace;">El <b>sistema central (SNC)</b> es el centro estructural del sistema nervioso y está formado por el <b>encéfalo</b> (que incluye al <b>cerebro</b>) y la <b>médula espinal.</b> El sistema nervioso recibe información sensitiva que le llega, <u>evalúa la información y elabora respuestas</u>.</span> </li>
<li><span style="font-family: "courier new", "courier", monospace;">El <b>sistema nervioso periférico (SNP)</b> está formado por los nervios que están en la periferia (exterior) del sistema nervioso y que parten del encéfalo o de la médula espinal. En el sistema nervioso periférico podemos distinguir entre el sistema nervioso sensitivo o aferente y el sistema nervioso motor o eferente.</span><span style="font-family: "courier new", "courier", monospace;"> </span></li>
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<li><span style="font-family: "courier new", "courier", monospace;">El <b>sistema nervioso sensitivo o aferente</b> ("que trae") es el que <u>transmite la información recogida por todos los receptores</u> del cuerpo hasta el sistema nervioso central.</span><span style="font-family: "courier new", "courier", monospace;"> </span></li>
<li><span style="font-family: "courier new", "courier", monospace;">El <b>sistema nervioso motor o aferente</b> ("que lleva") es el que <u>transmite las órdenes o respuestas</u> elaboradas por el sistema nervioso central a los lugares del cuerpo que las ejecutan. El sistema nervioso motor o aferente se divide en dos ramas:</span></li>
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<li><span style="font-family: "courier new", "courier", monospace;">El <b>sistema nervioso somático</b>: Lleva órdenes o respuestas de <u>movimiento voluntario</u> a los efectores somáticos:</span></li>
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<li><span style="font-family: "courier new", "courier", monospace;">Los <b>músculos esqueléticos</b> (músculos del aparato locomotor), son los efectores somáticos.<br /><b></b></span></li>
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<li><span style="font-family: "courier new", "courier", monospace;">El <b>sistema nervioso autónomo (SNA)</b>: Lleva las órdenes o respuestas a los efectores autónomos, es decir, a los órganos que van a ejercer un efecto, ejecutar una orden, de forma <u>autónoma o involuntaria</u>. Los efectores autónomos son:</span></li>
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<li><span style="font-family: "courier new", "courier", monospace;"><b>Músculos lisos</b>.</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Músculo cardíaco (corazón)</b>.</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Glándulas</b>.</span></li>
</ul>
<span style="font-family: "courier new", "courier", monospace;">El sistema nervioso autónomo, a su vez, tiene dos secciones:</span><ul>
<li><span style="font-family: "courier new", "courier", monospace;">
<b>Sección simpática:</b> Genera respuestas defensivas rápidas, de "combatir o huir".</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Sección parasimpática:</b> Coordina las actividades normales del cuerpo en reposo, es decir, las de "reposo y reparación". </span></li>
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<span style="font-family: "courier new", "courier", monospace;"><b>LA RECEPCIÓN DE INFORMACIÓN</b></span><br />
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<span style="font-family: "courier new", "courier", monospace;">Nuestro cuerpo percibe los cambios en el exterior e interior del cuerpo a través de sus <b>receptores</b>. Los receptores son estructuras anatómicas del sistema nervioso periférico sensitivo o aferente <u>capaces de percibir cambios</u>. Según el tipo de cambios al que son sensibles distinguimos:</span><br />
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<li><span style="font-family: "courier new", "courier", monospace;"><b>Quimioreceptores:</b> Se activan por cambios en las sustancias químicas presentes (como en el gusto y el olfato).</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Mecanorreceptores:</b> Se activan por cambios en la presión y el sonido (como en el tacto y el oído).</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Fotorreceptores:</b> Se activan por la luz y radiaciones (como en la vista).</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Termorreceptores:</b> Se activan con los cambios de temperatura (como en el tacto).</span></li>
</ul>
<span style="font-family: "courier new", "courier", monospace;">También podemos clasificar los receptores considerandon de dónde obtienen la información.Así, los exteroceptores obtienen información del exterior del cuerpo, mientras que los propioceptores y los interocepciones obtienen información del interior:</span><br />
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<li><span style="font-family: "courier new", "courier", monospace;"><b>Exteroceptores</b>: Proporcionan información sobre <u>cambios que se generan en el exterior del cuerpo</u>. Los siguientes sentidos están basados en exteroceptores:</span></li>
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<li><span style="font-family: "courier new", "courier", monospace;"><b>Vista</b>.</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Oído</b>.</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Tacto</b>.</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Gusto</b>.</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Olfato</b>.</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Equilibrio</b>: Receptores que se encuentran en el oído interno informansobre la posición y movimiento de la cabeza y del cuerpo. Ello nos permite la percepción del equilibrio y orientarnos en el espacio.</span></li>
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<li><span style="font-family: "courier new", "courier", monospace;"><span style="font-family: "courier new", "courier", monospace;"><b>Propiocepctores</b>: Son receptores situados en huesos, músculos y tendones que nos <u>informan del movimiento y de la posición relativa de las partes de nuestro cuerpo</u>.
La propiocepción te permite conocer la posición de las partes de tu
cuerpo aunque no las veas. Cuando con los ojos cerrados eres capaz de
tocarte con la punta del dedo tu nariz, por ejemplo, estás usando la
propiocepción.</span> </span></li>
</ul>
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<li><span style="font-family: "courier new", "courier", monospace;"><b>Interoceptores</b>: </span><span style="font-family: "courier new", "courier", monospace;">Proporcionan <u>información sobre órganos y tejidos internos de nuestro cuerpo</u>, así como del <u>estado general del organismo</u>.
La interocepción es la que te hace notar cuándo necesitas ir al baño,
si tienes dolor de estómago, o si tienes sed o calor, por ejemplo.</span></li>
</ul>
<span style="font-family: "courier new", "courier", monospace;">Si quieres aprender más sobre la percepción y los sentidos pulsa <a href="https://ceip-vicenteochoa-pe-juanjo.blogspot.com/2020/05/los-sentidos.html" target="_blank">aquí</a>. </span><br />
<ul>
</ul>
<span style="font-family: "courier new", "courier", monospace;"><b>LA TRANSMISIÓN DE LA INFORMACIÓN HACIA EL SISTEMA NERVIOSO CENTRAL</b></span><br />
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<span style="font-family: "courier new", "courier", monospace;">Los receptores, que se encuentran en el extremo del sistema nervioso periférico sensitivo o aferente, detectan cambios en el exterior o interior de nuestro cuerpo. Al detectar estos cambios generan impulsos nerviosos, que viajan a través del sistema nervioso periférico sensitivo o aferente hasta el sistema nervioso central.</span><br />
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<span style="font-family: "courier new", "courier", monospace;"><b>EL PROCESAMIENTO DE LA INFORMACIÓN</b></span><br />
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<span style="font-family: "courier new", "courier", monospace;">La información que llega desde los receptores es procesada en el sistema nervioso central. Un concepto importante es que el <b>procesamiento de la información</b> es multisensorial, es decir, analiza la información recibida por los diferentes sentidos en su conjunto. Piensa por ejemplo en lo raro que sabe la comida cuando estás acatarrado.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">El procesamiento de la información que hace el sistema nervioso central puede ir desde un procesamiento complejo a un</span><span style="font-family: "courier new", "courier", monospace;"> procesamiento automático.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">El <b>procesamiento complejo</b> se realiza en el <b>cerebro</b> donde la información recibida se analiza comparándola con recuerdos sobre la situación almacenados en la memoria para tomar una decisión. La elaboración de órdenes de <u>movimientos voluntarios del músculo esquelético (aparato locomotor) son un ejemplo de procesamiento complejo</u>.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">Un portero, por ejemplo, cuando los rivales atacan, analiza la posición de atacantes y defensas y su velocidad, su propia posición, las posibilidades de disparo de quien lleva la pelota... Compara toda esa información con sus recuerdos sobre situaciones parecidas y cuál fue el resultado según sus decisiones. Así, elabora una respuesta que puede ser salir o quedarse en el sitio para parar la pelota. Tras la jugada, el resultado de sus acciones se almacena en la memoria para tomar futuras decisiones.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">El sistema nervioso central también puede realizar un <b>procesamiento automático</b> de la información recibida y elaborar una respuesta sin que intervenga nuestra voluntad y de la que a veces ni siquiera somos conscientes.</span><br />
<span style="font-family: "courier new", "courier", monospace;"><br /></span>
<span style="font-family: "courier new", "courier", monospace;"><u>Los <b>reflejos</b> son ejemplos del procesamiento automático de la información</u>. Si mientras cocinas, por ejemplo, tocas una sartén muy caliente, los receptores del dolor de tu piel envían una señal por los nervios del sistema nervioso sensitivo o aferente al sistema nervioso central, concretamente a la médula espinal. La médula espinal, de forma involuntaria y casi inmediata, envía un impulso nervioso hacia los músculos del brazo a través de las vías nerviosas del sistema nervioso somático, que al recibirla se contraen, haciendo que apartes la mano de la sartén. Todo esto ha ocurrido de forma automática, no has necesitado pensar sobre ello ni tomar una decisión consciente.</span><br />
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<i>Arco_reflejo.gif (imagen GIF, 586 × 224 píxeles) - Escalado (0%)</i>. (s. f.). Recuperado a partir de <a href="http://recursostic.educacion.es/ciencias/biosfera/web/alumno/3ESO/Relacor/imagenes/Arco_reflejo.gif">http://recursostic.educacion.es/ciencias/biosfera/web/alumno/3ESO/Relacor/imagenes/Arco_reflejo.gif</a> Esta obra está bajo una <a href="http://creativecommons.org/licenses/by-nc-sa/3.0/es/" rel="license" target="_blank">licencia de Creative Commons Reconocimiento-NoComercial-CompartirIgual 3.0 España</a></div>
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<span style="font-family: "courier new", "courier", monospace;">El mantenimiento de la postura y el equilibrio y la regulación del ritmo cardiaco son otros ejemplos de procesamientos automáticos de la información relacionados con el ejercicio.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">La regulación del movimiento (músculos esqueléticos) que realiza el sistema nervioso central utiliza órdenes tanto voluntarias como involuntarias generadas en el sistema nervioso central.</span><br />
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<span style="font-family: "courier new", "courier", monospace;"><b>LA TRANSMISIÓN DE LAS ÓRDENES Y RESPUESTAS A LOS ÓRGANOS EFECTORES</b></span><br />
<span style="font-family: "courier new", "courier", monospace;"><b><br /></b></span>
<span style="font-family: "courier new", "courier", monospace;">Las órdenes o respuestas que elabora el sistema nervioso central se transmiten a los órganos que van a ejecutarlas a través de los nervios del sistema nervioso periférico motor o eferente, de nuevo mediante impulsos nerviosos.</span><br />
<span style="font-family: "courier new", "courier", monospace;"><br /></span>
<span style="font-family: "courier new", "courier", monospace;">Las órdenes o respuestas de movimiento voluntarias que se transmiten a los músculos esqueléticos (aparato locomotor) se ejecutan concretamente a través del sistema nervioso somático.</span><br />
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<b><span style="font-family: "courier new", "courier", monospace;">LOS ÓRGANOS EFECTORES</span></b><br />
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<span style="font-family: "courier new", "courier", monospace;">Los órganos que ejecutan las órdenes o respuestas del sistema nervioso central son los órganos efectores (efector significa que realiza un efecto).</span><br />
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<span style="font-family: "courier new", "courier", monospace;">En el caso de las órdenes o respuestas de movimiento los órganos efectores son los músculos esqueléticos (aparato locomotor).</span><br />
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<span style="font-family: "courier new", "courier", monospace;">Si recuerdas, una de las características de los músculos esqueléticos es su excitabilidad eléctrica, es decir, que responden a los impulsos eléctricos contrayéndose.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">Así, los impulsos nerviosos, que son impulsos eléctricos, cuando llegan a los músculos desencadenan las contracciones musculares, es decir, el movimiento.</span><br />
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<span style="font-family: "courier new", "courier", monospace;"><b>EL CONTROL DE LOS MOVIMIENTOS</b></span><br />
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<span style="font-family: "courier new", "courier", monospace;">A lo largo los apartados precedentes hemos visto cómo el sistema nervioso recoge información del interior y el exterior del cuerpo,la procesa en el sistema nerviso central y ordena respuestas, que en el caso de ser movimientos son ejecutados por los músculos esqueléticos.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">En la Educación Física y el deporte, a la hora de aprender nuevos movimientos y estrategias en juegos y deportes, solemos simplificar todas las operaciones del sistema nervioso hablando de tres procesos:</span><br />
<ul>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Percepción</b>: Engloba todo lo relacionado con detectar e interpretar los cambios relevantes que se producen en el ambiente.</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Decisión</b>: Supone analizar la información del proceso anterior, compararla con nuestras experiencias previas y seleccionar una respuesta.</span></li>
<li><span style="font-family: "courier new", "courier", monospace;"><b>Ejecución</b>: Supone aplicar la respuesta decidida en el apartado anterior. Nuestras acciones van a suponer cambios en el ambiente que debemos evaluar, lo que hará que el proceso comience de nuevo.</span></li>
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<span style="font-family: "courier new", "courier", monospace;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjad8fIo_-e68LNJTqeBkAKyTVV92sG4g_QtT9QdIBmMrpFylCx0cXkpFJADa3eBIAY8SeG1MHpBSXd5Up5hz_Ue6R7vkZS4Td4wRnwgApfFoNN5taS30yMgtK5m9QaGY0moLPY55EpQXI/s1600/percepci%25C3%25B3n%252C+decisi%25C3%25B3n+y+ejecuci%25C3%25B3n.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="399" data-original-width="1600" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjad8fIo_-e68LNJTqeBkAKyTVV92sG4g_QtT9QdIBmMrpFylCx0cXkpFJADa3eBIAY8SeG1MHpBSXd5Up5hz_Ue6R7vkZS4Td4wRnwgApfFoNN5taS30yMgtK5m9QaGY0moLPY55EpQXI/s640/percepci%25C3%25B3n%252C+decisi%25C3%25B3n+y+ejecuci%25C3%25B3n.JPG" width="640" /></a> </span></div>
<span style="font-family: "courier new", "courier", monospace;">La </span><span style="font-family: "courier new", "courier", monospace;">percepción, decisión y ejecución se muestran para su mejor comprensión como un proceso lineal. Sin embargo, los tres procesos pueden darse a la vez. En "Pelota sentada", por ejemplo, puedes estar recibiendo una pelota que te han pasado para liberarte (ejecución) mientras a la vez estás buscando a quiénes puedes pasar tú la pelota (</span><span style="font-family: "courier new", "courier", monospace;">percepción) </span><span style="font-family: "courier new", "courier", monospace;">y al mismo tiempo estar decidiendo a cuál en concreto la vas a pasar (decisión).</span><br />
<span style="font-family: "courier new", "courier", monospace;"><br /></span>
<span style="font-family: "courier new", "courier", monospace;">En algunos juegos y deportes, o situaciones dentro de estos, es más imporante la percepción, en otros la decisión y en otros la ejecución.</span><br />
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<span style="font-family: "courier new", "courier", monospace;">Por ejemplo, si alguien está esquiando fuera de pista, es muy importante percibir por qué lugares se puede seguir descendiendo sin peligro (evitar árboles, rocas, barrancos...).</span><br />
<span style="font-family: "courier new", "courier", monospace;"><br /></span>
<span style="font-family: "courier new", "courier", monospace;">En los deportes colectivos (baloncesto, fútbol...), por ejemplo, suelen ser muy importantes los procesos de decisión, porque tenemos muchas alternativas de acción.</span><br />
<span style="font-family: "courier new", "courier", monospace;"><br /></span>
<span style="font-family: "courier new", "courier", monospace;">En deportes como la gimnasia lo más importante es la ejecución, pues el medio no cambia, no hay compañeros ni adversarios y todos los movimientos que van a ejecutarse están decididos de antemano (se ejecuta una rutina ya planificada que se conoce de memoria).</span><br />
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<b><span style="font-family: "courier new", "courier", monospace;">RESUMEN</span></b><br />
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<span style="font-family: "courier new", "courier", monospace;">La información de este tema es mucha y complicada. Si pulsas sobre la siguiente imagen podrás acceder a un resumen visual en el que se resume todo lo explicado.</span><br />
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<tr><td style="text-align: center;"><a href="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/EWZCan6D4vlPjv9-0P9QyQMBHhRkHMwPy4kNP2nYEM2hxg?e=cnDDvO" style="margin-left: auto; margin-right: auto;" target="_blank"><img alt="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/EWZCan6D4vlPjv9-0P9QyQMBHhRkHMwPy4kNP2nYEM2hxg?e=cnDDvO" border="0" data-original-height="1133" data-original-width="1600" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjzA1iU4WcJbGJMbN5Q00YPJg0TZ-GvnDJv1UPQHohM-QLEaX7-Qxqcr_lvQIQXnpwzSOW1YV59XWySVxOzV4wdEvCiurXrcPrEPAByDSwZeqez5hvQ3WLpGvxDNpMu4VKtWfU9gaIX-So/s400/imagen+para+acceso+al+resumen+del+sistema+nervioso.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Pulsa para acceder a un resumen visual del tema</td></tr>
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<br />Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-45683983327447119732020-04-28T14:56:00.000+02:002020-05-03T12:26:16.293+02:00Quizizz sobre Aparatos y sistemas relacionados con el ejercicio: El aparato locomotor<span style="font-family: "courier new" , "courier" , monospace;">En una entrada anterior comenzamos a estudiar los aparatos y sistemas que están relacionados con el ejercicio (aparato locomotor). Después de <a href="https://ceip-vicenteochoa-pe-juanjo.blogspot.com/2020/04/aparatos-y-sistemas-relacionados-con-el.html" target="_blank">repasar</a> esos contenidos puedes poner a prueba tus conocimientos con el siguiente Quizizz:</span><br />
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<tr><td style="text-align: center;"><a href="https://quizizz.com/join/quiz/5ea7fe3b8ee4ab001e4ac3a9/start?from=soloLinkShare&referrer=5a78ce67cbb771001f2e50bb" style="margin-left: auto; margin-right: auto;" target="_blank"><img alt="https://quizizz.com/join/quiz/5ea7fe3b8ee4ab001e4ac3a9/start?from=soloLinkShare&referrer=5a78ce67cbb771001f2e50bb" border="0" data-original-height="647" data-original-width="857" height="301" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb6T-i2mM19nbZUWECF3Ibv1tHEQI7mJAymt_T9Pd0k_4xBg0x6K22HynZyT2jWLts5rGSBx7B2NnAbZCI3d3-qZsYfXBxNrY0jhmg99TQJdtyAVhCJzh2TCAhgLg-2iBuI0FSkZLheew/s400/foto+enlace+Quizizz+aparato+locomotor.JPG" width="400" /></a></td></tr>
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<br />Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-15061023063477848392020-04-27T16:55:00.004+02:002020-04-27T17:00:39.996+02:00Quizizz sobre el aparato locomotor y los segmentos corporales<span style="font-family: "courier new" , "courier" , monospace;">Hola, en una entrada anterior publicamos una entrada sobre el aparato locomotor y los segmentos y articulaciones corporales. Después de <a href="https://ceip-vicenteochoa-pe-juanjo.blogspot.com/2020/04/el-aparato-locomotor-y-los-principales.html" target="_blank">releerlo</a>, pon a prueba tus conocimientos haciendo un Quizizz sobre el tema:</span><br />
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<tr><td style="text-align: center;"><a href="https://quizizz.com/join/quiz/5ea68c2f07d575001b73da72/start?from=soloLinkShare&referrer=5a78ce67cbb771001f2e50bb" target="_blank"><img alt="https://ceip-vicenteochoa-pe-juanjo.blogspot.com/2020/04/el-aparato-locomotor-y-los-principales.html" border="0" data-original-height="447" data-original-width="831" height="215" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlSp4iST9TSykXhR4e-TjVLu2uvw-_UMwpI4gpDxWdNByZrHVQBLshpZ16xp0ltZvrWXA-qjt9tYzHLi27IS7fXP92VbCtH4tinqJTOah_oqVEOtmoXpg-QaeBWLO5WLhdwgopTe996YU/s400/Acceso+a+Quizizz.JPG" width="400" /></a></td></tr>
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Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-30809955996489104592020-04-20T21:33:00.000+02:002020-05-03T12:10:22.675+02:00Aparatos y sistemas relacionados con el ejercicio: El parato locomotor<div style="text-align: center;">
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" width="400" /> </span></div>
<span style="font-family: "courier new" , "courier" , monospace;">Como ya sabes el <b>aparato locomotor</b> es el encargado de generar el movimiento en nuestro cuerpo. Lo que quizá no te parezca tan evidente es que, para poder realizar su función, el aparato locomotor necesita también de la colaboración de otros aparatos y sistemas: el <b>sistema nervioso</b>, el <b>aparato digestivo</b>, el <b>aparato respiratorio</b>, el <b>aparato excretor</b> y el <b>aparato circulatorio</b>.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Si pinchas sobre la imagen siguiente podrás acceder a un mapa conceptual en el que muestra cómo todos estos aparatos y sistemas se coordinan para poder generar el movimiento.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><b>EL APARATO LOCOMOTOR</b></span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">El <b>aparato locomotor</b> es el encargado de producir los <b>movimientos </b>en nuestro cuerpo. Consta de dos sistemas diferenciados: el sistema óseo y el sistema óseo y el sistema muscular.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">El <b>sistema óseo</b> nos permite sostenernos y protege los órganos internos. Es la parte pasiva del aparato locomotor.</span><br />
<div style="text-align: center;">
<span style="font-family: "courier new" , "courier" , monospace;"><img alt="https://upload.wikimedia.org/wikipedia/commons/thumb/9/9f/Human_skeleton_front_es.svg/532px-Human_skeleton_front_es.svg.png" class="shrinkToFit transparent" height="640" src="https://upload.wikimedia.org/wikipedia/commons/thumb/9/9f/Human_skeleton_front_es.svg/532px-Human_skeleton_front_es.svg.png" width="332" /> </span></div>
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<span style="font-family: "courier new" , "courier" , monospace;">El sistema óseo consta de los siguientes elementos:</span><br />
<ul>
<li><span style="font-family: "courier new" , "courier" , monospace;"><b style="mso-bidi-font-weight: normal;"><span lang="ES">Huesos</span></b><span lang="ES">: <span class="NormalapuntesmayoresCar">Son estructuras</span> rígidas, muy duras y ligeras. Los huesos forman el <b style="mso-bidi-font-weight: normal;">esqueleto</b>, que nos sostiene y protege nuestros órganos internos.</span></span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES"><b>Cartílagos:</b> Son tejidos elásticos que se encuentran revistiendo las articulaciones para que los huesos no se froten entre sí, además de en otras partes del cuerpo.</span></span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES"><b>Ligamentos articulares:</b> Son tejidos fibrosos que unen los huesos en las articulaciones y les dan estabilidad.</span></span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;"><b style="mso-bidi-font-weight: normal;"><span lang="ES">Articulaciones</span></b><span lang="ES">: Son los lugares por donde los huesos se unen. Dependiendo de su movilidad podemos clasificarlas como <b>fijas</b> (huesos del cráneo, p. ej.), <b>semimóviles </b>(columna vertebral, p. ej.) y <b>móviles </b>(hombro y codo, p. ej.)</span></span><span style="font-family: "courier new" , "courier" , monospace;"></span><span style="font-family: "courier new" , "courier" , monospace;"><b style="mso-bidi-font-weight: normal;"><span lang="ES">. </span></b><span style="mso-bidi-font-weight: normal;"><span lang="ES">Las articulaciones que más nos interesan en Educación Física son las articulaciones móviles. A continuación puedes ver cómo es una articulación móvil por dentro.</span></span></span></li>
</ul>
<div style="text-align: center;">
<span style="font-family: "courier new" , "courier" , monospace;"><span style="mso-bidi-font-weight: normal;"><span lang="ES"><img alt="" class="mw-mmv-final-image png mw-mmv-dialog-is-open" crossorigin="anonymous" height="200" src="https://upload.wikimedia.org/wikipedia/commons/f/fb/Illu_synovial_joint.es.png" width="180" /></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES"></span></b></span></div>
<span style="font-family: "courier new" , "courier" , monospace;">El <b>sistema muscular</b> es un conjunto de músculos que podemos controlar voluntariamente (<b>músculos esqueléticos)</b> y forma la parte activa del aparato locomotor, pues es la que produce efectivamente el movimiento. Los músculos producen el movimiento gracias a su capacidad de contraerse, que veremos más adelante.</span><br />
<span style="font-family: "courier new" , "courier" , monospace;"><br /></span>
<span style="font-family: "courier new" , "courier" , monospace;">Otros músculos del cuerpo, que no podemos controlar voluntariamente, sino que funcionan de forma automática (musculatura cardíaca -en el corazón- y musculatura lisa -el aparato digestivo, en el circulatorio...-) no suelen considerarse parte del sistema muscular. Exceptuando el corazón, los músculos que funcionan de forma automática no son tan interesante para nosotros en Educación Física.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Los músculos son unos órganos blandos que se unen a los huesos a través de unos órganos llamados <b>tendones</b>. Los músculos tienen las siguientes características:</span><br />
<ul>
<li><span style="font-family: "courier new" , "courier" , monospace;"><b>Exitabilidad eléctrica:</b> Son capaces de responder a impulsos eléctricos.</span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;"><b>Contractibilidad:</b> Los músculos tienen la capacidad de contraerse como respuesta a los impulsos eléctricos.</span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;"><b>Extensibilidad:</b> Los músculos pueden extenderse, es decir, enlongarse o hacerse más largos.</span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;"><b>Elasticidad:</b> Después de contraerse o estirarse, los músculos tienen a volver a su longitud original, es decir, son elásticos.</span></li>
</ul>
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<span style="font-family: "courier new" , "courier" , monospace;">La siguiente imagen te muestra los principales músculos del sistema muscular.</span><br />
<div style="text-align: center;">
<span style="font-family: "courier new" , "courier" , monospace;"><img alt="Archivo:Sismuscu.jpg - Wikipedia, la enciclopedia libre" class="n3VNCb" data-noaft="1" height="451" src="https://upload.wikimedia.org/wikipedia/commons/4/47/Sismuscu.jpg" style="margin: 0px;" width="640" /> </span></div>
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<span style="font-family: "courier new" , "courier" , monospace;"><b>LA CONTRACCIÓN MUSCULAR</b></span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Cuando deseamos realizar un movimiento, a través del sistema nervioso, enviamos una orden a un conjunto de músculos para que lo ejecuten. Detallaremos este proceso en otra entrada del blog.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">La orden que llega a un músculo en forma de impulso eléctrico produce que las <b>fibras musculares</b> que lo forman se acorten, con lo que el conjunto del músculo se contrae, es decir, se hace más corto. Al hacerse más corto, el músculo genera una fuerza que se transmite a los huesos a los que está unido a través de los tendones. Se produce así el movimiento en las articulaciones móviles.</span><br />
<span style="font-family: "courier new" , "courier" , monospace;"><br /></span>
<span style="font-family: "courier new" , "courier" , monospace;">La siguiente ilustración muestra cómo se producen los movimientos de flexión (izquierda) y extensión del codo (derecha):</span><br />
<span style="font-family: "courier new" , "courier" , monospace;"><br /></span>
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<div style="text-align: center;">
<span style="font-family: "courier new" , "courier" , monospace;"><img alt="https://www.cienciasnaturalesonline.com/wp-content/uploads/2013/05/3397197651_5956f35c63.jpg" height="264" src="https://www.cienciasnaturalesonline.com/wp-content/uploads/2013/05/3397197651_5956f35c63.jpg" width="320" /> </span></div>
<span style="font-family: "courier new" , "courier" , monospace;">Para cada movimiento, los músculos implicados pueden actuar de una de las tres siguientes formas:</span><br />
<ul>
<li><span style="font-family: "courier new" , "courier" , monospace;"><b>Músculos agonistas</b>: Son los que, al contraerse, ejecutan la acción principal para el movimiento articular. </span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;"><b>Músculos antagonistas: </b>Son los que deben relajarse para permitir el movimiento articular que generan los agonistas.</span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;"><b>Músculos sinergistas:</b> Son músculos que se contraen para ayudar a los músculos agonistas a ejecutar su labor (fijando la articulación, por ejemplo).</span></li>
</ul>
<span style="font-family: "courier new" , "courier" , monospace;">Es importante que pienses que un músculo puede ser agonista para un movimiento y antagonista para otro diferente. Por ejemplo, si nos fijamos en la ilustración anterior vemos que:</span><br />
<ul>
<li><span style="font-family: "courier new" , "courier" , monospace;">Flexión de codo (izquierda): El bíceps es el músculo agonista (se contae) y el tríceps es el músculo antagonista (se relaja).</span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;">Extensión de codo (derecha): El tríceps es el músculo agonista (se contrae) y el bíceps es el antagonista (se relaja). </span></li>
</ul>
<span style="font-family: "courier new" , "courier" , monospace;">Normalmente un músculo es antagonista de otro cuando el primero, al contraerse, realiza la función opuesta del segundo (flexión y extensión, por ejemplo, serían movimientos opuestos).</span><br />
<br />
<span style="font-family: "courier new" , "courier" , monospace;">Los grados de <b>tensión</b>, o grado de contracción, en que se encuentra un músculo está constantemente variando en relación con nuestros movimientos y posturas. Nuestros músculos siempre tienen un grado de contracción mínimo, que se llama </span><span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES"><b style="mso-bidi-font-weight: normal;">tono muscular.</b>
Cuando estamos relajados nuestro tono muscular disminuye, pero cuando
hacemos ejercicio o nos ponemos nerviosos éste aumenta (nos ponemos
tensos). Actividades como los estiramientos y los ejercicios de relajación ayudan a reducir nuestro tono muscular y por lo tanto a sentirnos mejor tras el ejercicio.</span></span></span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Las fibras musculares, para realizar el proceso de contracción muscular, necesitan de oxígeno y glucosa. El proceso de la contracción muscular, además del movimiento, genera dióxido de carbono, calor y sustancias de desecho.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiktR9R2bzK4SBXYAaS_qnlfdLOS6kEOz7dFGDsYIXXtHBAnr0u07mDJH5jBwpe-zEV7i0l9PGbFasSBw1cJxENTb4yy5JdS7b9of_8ws76ymCDui_iyBKnzW1dTpWvIeW5aInFtqskRmM/s1600/esquema+contracci%25C3%25B3n+muscular.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="717" data-original-width="767" height="299" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiktR9R2bzK4SBXYAaS_qnlfdLOS6kEOz7dFGDsYIXXtHBAnr0u07mDJH5jBwpe-zEV7i0l9PGbFasSBw1cJxENTb4yy5JdS7b9of_8ws76ymCDui_iyBKnzW1dTpWvIeW5aInFtqskRmM/s320/esquema+contracci%25C3%25B3n+muscular.JPG" width="320" /></a></div>
<span style="font-family: "courier new" , "courier" , monospace;">En otras entradas del blog mostraremos qué aparatos y sistemas del cuerpo están implicados en proporcionar al músculo oxígeno y glucosa para la contracción muscular y cuáles se ocupan de eliminar el dióxido de carbono, el calor y las sustancias de desecho que se generan tras ella.</span>Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-28834073829226047582020-04-20T11:54:00.004+02:002020-05-03T10:23:14.857+02:00El aparato locomotor y los segmentos y articulaciones corporales<span style="font-family: "courier new" , "courier" , monospace;"><b><span lang="ES">EL APARATO LOCOMOTOR</span></b></span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Nuestro cuerpo, para sostenerse y poder moverse utiliza el <b style="mso-bidi-font-weight: normal;">aparato locomotor</b>. El aparato locomotor está formado por:</span></span><br />
<ul>
<li><span style="font-family: "courier new" , "courier" , monospace;"><span style="mso-list: Ignore;"><span style="font-feature-settings: normal; font-kerning: auto; font-language-override: normal; font-size-adjust: none; font-size: 7pt; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"></span></span><b style="mso-bidi-font-weight: normal;"><span lang="ES">Huesos</span></b><span lang="ES">: <span class="NormalapuntesmayoresCar">Son estructuras</span> rígidas, muy duras y ligeras. Los huesos forman el <b style="mso-bidi-font-weight: normal;">esqueleto</b>, que nos sostiene y protege nuestros órganos internos.</span></span><span style="font-family: "courier new" , "courier" , monospace;"></span><span style="font-family: "courier new" , "courier" , monospace;"><b style="mso-bidi-font-weight: normal;"><span lang="ES"> </span></b></span><span style="font-family: "courier new" , "courier" , monospace;"></span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;"><b style="mso-bidi-font-weight: normal;"><span lang="ES">Articulaciones</span></b><span lang="ES">: Son los lugares por donde los huesos se unen. En educación física nos interesan las articulaciones <b style="mso-bidi-font-weight: normal;">móviles</b>.</span></span><span style="font-family: "courier new" , "courier" , monospace;"></span><span style="font-family: "courier new" , "courier" , monospace;"><b style="mso-bidi-font-weight: normal;"><span lang="ES"> </span></b></span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;"><b style="mso-bidi-font-weight: normal;"><span lang="ES">Músculos</span></b><span lang="ES">: <span class="NormalapuntesmayoresCar">Son órganos con diferentes formas que tienen la capacidad de <b style="mso-bidi-font-weight: normal;">contraerse.</b></span></span></span><span style="font-family: "courier new" , "courier" , monospace;"></span><span style="font-family: "courier new" , "courier" , monospace;"><span class="NormalapuntesmayoresCar"><b style="mso-bidi-font-weight: normal;"><span lang="ES"> </span></b></span></span></li>
<li><span style="font-family: "courier new" , "courier" , monospace;"><span class="NormalapuntesmayoresCar"><b style="mso-bidi-font-weight: normal;"><span lang="ES">Tendones:</span></b><span lang="ES"> Son órganos muy duros y flexibles que unen los músculos a los huesos.</span></span></span></li>
</ul>
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<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Los músculos, al contraerse, se hacen más cortos, de ese modo los tendones tiran de los huesos a los que se encuentran insertados y se produce el <b style="mso-bidi-font-weight: normal;">movimiento</b>.</span></span></div>
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<a href="https://www.blogger.com/blogger.g?blogID=1151088851746559231" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES"><img alt="https://www.cienciasnaturalesonline.com/wp-content/uploads/2013/05/3397197651_5956f35c63.jpg" src="https://www.cienciasnaturalesonline.com/wp-content/uploads/2013/05/3397197651_5956f35c63.jpg" /> </span></span></div>
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Name="List 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/> <w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/> <w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/> <w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/> <w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/> <w:LsdException Locked="false" Priority="39" Name="Table Grid"/> <w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/> <w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" Name="Light List"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" SemiHidden="true" Name="Revision"/> <w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/> <w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/> <w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/> <w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/> <w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/> <w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/> <w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/> <w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/> <w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/> <w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/> <w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/> <w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/> <w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/> <w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/> <w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/> <w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/> <w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/> <w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/> <w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/> <w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/> <w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/> <w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/> <w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/> <w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/> <w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/> <w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 1"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 1"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 1"/> <w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 1"/> <w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 2"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 2"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 2"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 2"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 2"/> <w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 2"/> <w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 3"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 3"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 3"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 3"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 3"/> <w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="52"
Name="List Table 7 Colorful Accent 3"/> <w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 4"/> <w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 4"/> <w:LsdException Locked="false" Priority="48" Name="List Table 3 Accent 4"/> <w:LsdException Locked="false" Priority="49" Name="List Table 4 Accent 4"/> <w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark Accent 4"/> <w:LsdException Locked="false" Priority="51"
Name="List Table 6 Colorful Accent 4"/> <w:LsdException Locked="false" Priority="52"
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mso-ansi-language:ES;
mso-fareast-language:ES;}
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<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Nuestros músculos nunca están relajados del todo. Es decir, siempre tienen una pequeño grado de tensión o contracción muscular. Esta pequeña tensión se denomina <b>tono muscular</b>. Tras el ejercicio o cuando estamos nerviosos nuestro tono muscular aumenta. A través de actividades como los estiramientos y los ejercicios de relajación podemos disminuir el tono muscular para encontrarnos mejor tras el ejercicio.</span></span><br />
<br />
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">El siguiente dibujo muestra los principales huesos del cuerpo:</span></span></div>
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<span style="font-family: "courier new" , "courier" , monospace;">Los siguiente dibujos muestran los principales músculos del cuerpo:</span><br />
<div style="text-align: center;">
<span style="font-family: "courier new" , "courier" , monospace;"><img alt="Archivo:Sismuscu.jpg - Wikipedia, la enciclopedia libre" class="n3VNCb" data-noaft="1" src="https://upload.wikimedia.org/wikipedia/commons/4/47/Sismuscu.jpg" style="height: 361px; margin: 0px; width: 512px;" /> </span></div>
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<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="font-family: "courier new" , "courier" , monospace;">El siguiente vídeo explica el aparato locomotor de una manera clara y entretenida.</span><br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/gmc6QIanvD0" width="560"></iframe><br />
<br />
<b><span style="font-family: "courier new" , "courier" , monospace;">LOS SEGMENTOS Y ARTICULACIONES CORPORALES</span></b><br />
<br />
<span style="font-family: "courier new" , "courier" , monospace;"></span><br />
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<![endif]--><span lang="ES" style="font-size: 12pt;">Ya hemos visto cómo es y cómo funciona nuestro aparato locomotor. Sin embargo éste se
encuentra recubierto por la piel. Así, al referirnos al cuerpo no nombramos
normalmente huesos o músculos, sino <b>partes del cuerpo</b>.</span></span><br />
<br />
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES" style="font-size: 12pt;">Al nombrar las partes del cuerpo debemos distinguir entre <b>segmentos</b> y <b>articulaciones</b>. Los segmentos son partes del cuerpo que no se doblan. Las articulaciones son los lugares donde se unen los huesos. A nosotros en Educación Física nos interesan particularmente las que permiten el movimiento, es decir, las articulaciones móviles.</span></span><br />
<br />
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES" style="font-size: 12pt;">En el siguiente dibujo puedes ver los segmentos corporales (etiquetas rectangulares) y las articulaciones móviles (etiquetas elípticas), que ya deberías conocer pues los hemos visto durante cursos anteriores.</span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfUPg0f-IkHvfUKwAXq7R-TnI7Rx5CsbKBHmMf6FYBpbE1U8QfvMrCDjVTU25ub0Dq1dxaiDYSKKvPCpfcD37z0QXI7qnSg2u_PqLUErMMNr_rScy6pG9xUbN8Vak_cT9nGvXuBQ-CJL8/s1600/columna+vertebral.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="827" data-original-width="819" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfUPg0f-IkHvfUKwAXq7R-TnI7Rx5CsbKBHmMf6FYBpbE1U8QfvMrCDjVTU25ub0Dq1dxaiDYSKKvPCpfcD37z0QXI7qnSg2u_PqLUErMMNr_rScy6pG9xUbN8Vak_cT9nGvXuBQ-CJL8/s640/columna+vertebral.JPG" width="632" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<br />
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES" style="font-size: 12pt;">Como has podido ver en esta entrada nuestro cuerpo puede moverse gracias al <b>aparato locomotor</b>. El aparato locomotor está formado por el <b>sistema óseo</b> (huesos) y el <b>sistema muscular</b> (músculos). Los <b>huesos </b>nos permiten sostenernos y dan forma a nuestro cuerpo y los <b>músculos</b>, insertados en los huesos a través de los <b>tendones</b>, al contraerse, generan el movimiento.</span></span>
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{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
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mso-style-parent:"";
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</style> <![endif]--><span style="font-family: "courier new" , "courier" , monospace;"></span> Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-74776226325339582172020-04-06T16:31:00.002+02:002020-04-06T16:38:18.423+02:00Quizizz sobre la gimnasia (5º y 6º)<span style="font-family: "courier new" , "courier" , monospace;">Si leíste la entrada sobre <a href="https://ceip-vicenteochoa-pe-juanjo.blogspot.com/2020/04/la-gimnasia-un-gran-universo.html" target="_blank">la gimnasia</a> y vistes los vídeos en ella ya estás preparado para hacer un Quizizz sobre la gimnasia en el que pongas a prueba tus conocimientos.</span><br />
<span style="font-family: "courier new" , "courier" , monospace;">Pincha sobre la imagen que sigue y en la pantalla que se abra sobre el botón "Jugar". Puedes hacerlo tantas veces como quieras, ¡hasta hacerlo perfecto si puedes! No necesitas enviarme los resultados. ¡Espero que te diviertas!</span><br />
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Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-45326532840821337442020-04-04T20:46:00.000+02:002020-04-05T21:30:06.241+02:00Quizizz sobre la alimentación saludable (4º de Primaria)<span style="font-family: "courier new" , "courier" , monospace;">Hola, una vez habéis trabajado las entradas de sobre la <a href="https://ceip-vicenteochoa-pe-juanjo.blogspot.com/2020/03/sanos-y-en-forma-4-de-primaria.html" target="_blank">salud </a>y la <a href="https://ceip-vicenteochoa-pe-juanjo.blogspot.com/2020/03/piramide-de-la-alimentacion-4.html" target="_blank">pirámide de la alimentación</a> y habéis hecho un <a href="https://ceip-vicenteochoa-pe-juanjo.blogspot.com/2020/03/quizizz-sobre-salud-4-6.html" target="_blank">Quizizz sobre salud</a>, para esta semana os propongo el siguiente <b>Quizizz específico sobre la alimentación saludable</b>. Pincha sobre la imagen para acceder a este Quizizz y luego pulsa sobre el botón "Jugar". Podéis repetirlo tantas veces como queráis y no necesitáis enviarme el resultado. ¡Espero que os guste!</span><br />
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Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-15750942905162657392020-04-01T20:08:00.003+02:002020-04-01T20:35:44.319+02:00La gimnasia: un gran universo<b><span style="font-family: "courier new" , "courier" , monospace;">CONCEPTO DE GIMNASIA</span></b><br />
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<span style="font-family: "courier new" , "courier" , monospace;">El término gimnasia es polisémico. No es lo mismo para una una persona adulta que acude a clases de mantenimiento físico por la mañana que para una niña que practica gimnasia rítmica o para una profesora de educación física que plantea ejercicios gimnásticos a su alumnado durante un calentamiento en clase.</span><br />
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</span> <span style="font-family: "courier new" , "courier" , monospace;">Haz clic sobre la siguiente fotografía para tener una panorámica general sobre el término gimnasia a través de un mapa conceptual.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Como habrás comprobado en el mapa conceptual, al hablar de gimnasia, fundamentalmente, podemos referirnos a una forma sistematizada de ejercicios físicos o a una serie de disciplinas deportivas llamadas gimnásticas.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">La palabra gimnasia tiene origen griego. Los antiguos griegos ya se ejercitaban para conseguir una buena forma física, que era apreciada tanto en mujeres como en hombres. Cuando los romanos conquistaron a los griegos sistematizaron estas prácticas y comenzaron a utilizarlas en la preparación de los hombres para la guerra.</span><br />
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</span> <span style="font-family: "courier new" , "courier" , monospace;">Alrededor del 1800 se empezó a desarrollar la gimnasia educativa y los primeros aparatos gimnásticos, que serían el origen de la gran variedad de actividades gimnásticas que tenemos hoy en día.</span><br />
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</span> <span style="font-family: "courier new" , "courier" , monospace;">Actualmente, al hablar de gimnasia, podemos referirnos a una serie de <b>disciplinas deportivas </b>gimnásticas o a una <b>forma sistematizada de ejercicios </b>físicos.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><b>LA GIMNASIA COMO FORMA SISTEMATIZADA DE EJERCITARSE</b> </span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">En la escuela, en Educación Física, entre muchas otras actividades, incluimos los ejercicios gimnásticos. Así por ejemplo, los usamos en el calentamiento o en la parte principal para mejorar las capacidades físicas (fuerza, flexibilidad...). También utilizamos practicamos ejercicios gimnásticos cuando aprendemos habilidades básicas de los deportes gimnásticos, que veremos más adelante.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Hace no mucho tiempo, en las escuelas, no existía la Educación Física como tal y lo más parecido que había era la Gimnasia, donde solo se incluían ejercicios gimnásticos. De ahí que sea <b>muy común, aunque <u>incorrecto</u>, llamar Gimnasia a la Educación Física</b>. Como ya sabes, la Educación Fíca tiene muchos otros contenidos aparte de los gimnásticos.</span><br />
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</span><span style="font-family: "courier new" , "courier" , monospace;"> </span> <span style="font-family: "courier new" , "courier" , monospace;">El siguiente vídeo te muestra cómo eran las clases de Gimnasia. Después de verlo, ¿llamarías todavíaa la Educación Física Gimnasia?</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/FkHTOmxNDp4" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Los ejercicios gimnásticos también se utilizan con fines terapéuticos (curativos) o de promoción de la salud en general. Muchas de las actividades físicas actuales basadas en música y movimiento como aeróbic o zumba son formas de gimnasia. También muchos ejercicios dirigidos a la salud de colectivos específicos, como la gimnasia para embarazadas o para personas mayores, son ejemplos de actividades gimnásticas. Echa un vistazo a los vídeos que siguen.</span><br />
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</span> <span style="font-family: "courier new" , "courier" , monospace;">A continuación tienes un vídeo corto de zumba.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/HRkNfdlm5Qs" width="560"></ifra<iframe width="560" height="315" src="https://www.youtube.com/embed/6m0KjKeF_hY" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">El siguiente vídeo muestra una clase de ejercicios para personas mayores. ¡No hay edad para dejar de cuidarse!</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/6m0KjKeF_hY" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Por último, los ejercicios gimnásticos competitivos serían los que se utilizan específicamente para preparar las disciplinas deportivas gimnásticas (deportes gimnásticos), de las que hablaremos más adelante.</span><br />
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</span> <span style="font-family: "courier new" , "courier" , monospace;">A continuación tenéis un vídeo de las gimnastas de Estados Unidos que ganaron las olimpiadas de Río en 2016. También puedes ver que no les fue nada fácil llegar hasta allí. Después de verlo, ¿todavía piensas que nos ejercitamos duro en Educación Física?</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/lqJFtuY572M" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><b>LAS DISCIPLINAS DEPORTIVAS GIMNÁSTICAS</b></span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Las disciplinas deportivas gimnásticas o deportes gimnásticos son un conjunto de disciplinas que comparten muchas habilidades y destrezas gimnásticas comunes (posturas, giros, saltos, equilibrios...). Estas habilidades y destrezas motrices se caracterizan por requerir gran fuerza, flexibilidad, potencia, agilidad, coordinación, gracia/elegancia, equilibrio y control.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Si observas el mapa conceptual al que enlazábamos al princio de esta entrada, podemos distinguir dos grandes grupos dentro de las disciplinas deportivas gimnásticas: los deportes gimnásticos olímpicos y los deportes/disciplinas gimnásticas no olímpicas.</span><br />
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<u><span style="font-family: "courier new" , "courier" , monospace;"><b>Deportes/disciplinas deportivas no olímpicas</b></span></u><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Dentro de los deportes/disciplinas deportivas no olímpicas nos encontramos con la gimnasia para todos, la gimnasia en trampolín, la gimnasia aeróbica y la gimnasia acrobática (ACROSPORT).</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">La <b>gimnasia para todos</b> es una modalidad gimnástica no competitiva. En ella suelen realizarse coreografías gimnásticas aptas para cualquier edad y nivel, con elementos escogidos de entre las otras modalidades gimnásticas y al ritmo de la música. En la gimnasia para todos se busca mejorar la forma física a través la diversión y la amistad, usando la gimnasia como elemento integrador.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">En la gimnasia para todos es común mostrar las coregrafías preparadas en unos festivales gimnásticos llamados "gimnastradas", que aglutinan a personas de muy diversa procedencia en una celebración de la gimnasia.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">A continuación puedes ver un video que retrata una gimnastrada. Tiene pinta de ser algo muy divertido, ¿no?</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/FwxYVENAknI?start=578" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">La <b>gimnasia en trampolín</b> es un deporte gimnástico en el que los participantes realizan ejercicios acrobáticos gimnásticos ayudándose de aparatos elásticos: tumbling, doble mini-tramp y cama elástica. De todas las modalidades de la gimnasia en trampolín, la única que es olímpica es la que se ejecuta en la cama elástica. Por ello, en el mapa conceptual del principio de esta entrada del blog he clasificado la gimnasia en trampolín como no olímpico.</span><br />
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</span> <span style="font-family: "courier new" , "courier" , monospace;">Aquí tienes un vídeo que te explica en inglés en qué consiste la modalidad de tumbling, que se sirve de un suelo elástico que amortigua e impulsa a los gimnastas.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/ctpzE88kZnA" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">A continuación tienes otro vídeo, también en inglés, que te explica en qué consiste el doble trampolín.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/2tMweEglMP4" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">El siguiente vídeo muestra la única especialidad olímpica, y por lo tanto la más conocida, de la gimnasia en trampolín: la de trampolín o cama elástica. El siguiente vídeo te muestra cómo es esta especialidad.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/UJwwMpLuVfI" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">También existe una modalidad de trampolín sincronizado, en la que participan gimnastas por parejas ejecutando la misma rutina de forma sincronizada, lo que se tiene en cuenta para la puntuación. ¡¡Observa en el siguiente vídeo la increíble coordinación que muestran las gimnastas en el siguiente vídeo!!</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/zMODVR6iXzY" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">La <b>gimnasia acrobática </b>o <b>ACROSPORT </b>es otro deporte gimnástico no olímpico por equipos en el que sus componentes ejecutan movimientos acrobáticos y gimnásticos de forma cooperativa. Una de sus características más llamativas es la creación de figuras y pirámides corporales por parte de los participantes. A continuación puedes ver un vídeo de un cuarteto de gimnastas de élite.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/bW6Dk8rHHF4" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Pero por sus características cooperativas el ACROSPORT no solo se realiza de forma competitiva, sino que es muy popular también como contenido de Educación Física. En el siguiente vídeo aparecen un grupo de 2º de la ESO mostrando su coreografía. ¿Creéis que podríais hacer algo parecido?</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/kzeiVkQf_wY" width="560"></iframe><br />
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<u><span style="font-family: "courier new" , "courier" , monospace;"><b>Deportes gimnásticos olímpicos</b></span></u><br />
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</b></span></u> <span style="font-family: "courier new" , "courier" , monospace;">Los dos <b>deportes gimnásticos olímpicos más conocidos </b>son la <b>gimnasia artística</b> y la <b>gimnasia rítmica</b>. Como puedes ver ambos tienen muchas características comunes, que a su vez comparten con la mayoría de deportes gimnásticos. Haz clic sobre la imagen para ver un mapa conceptual de estas características comunes.</span><br />
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<a href="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/EQAKMNrDS7hAmKQtiiR9EzMBEIDzKO6TxINTPDdt98VtHg?e=ywEhVX" target="_blank"><img alt="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/EQAKMNrDS7hAmKQtiiR9EzMBEIDzKO6TxINTPDdt98VtHg?e=ywEhVX" border="0" data-original-height="1014" data-original-width="1600" height="404" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicDktP0CI_BInxuSKjjuGIc4S7smXeSI2vfaE3cWtygJ7MMs2B-ntbEWjjhE9t4VvCwvMEhrN_-kffUBkj7uGY7e9I2-4fvHIut-RjEuOe4TC50jGJc1SvU99zdhRNG_EURliVDHK6X7c/s640/02_Caracter%25C3%25ADsticas+comunes+art%25C3%25ADstica+y+r%25C3%25ADtmica.jpg" width="640" /></a></div>
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<span style="font-family: "courier new" , "courier" , monospace;">Siguiendo el mapa conceptual anterior podemos ver que tanto la artística como la rítmica, con la excepción de la modalidad de competición en conjuntos de rítmica, son deportes individuales. Es decir, el resultado depende solo de unos mismo, pues no existen otros deportistas con los que tengamos que colaborar o que se opongan motrizmente a nosotros.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Los deportes gimnásticos, además, no tienen incertidumbre ambiental. Todas sus instalaciones y aparatos son siempre estándar y se practica dentro de un recinto cerrado.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Por último, son deportes en que se decide el vencedor o vencedora a través de un sistema de clasificación. Quien más puntos obtiene es el primero o primera, quien obtiene el segundo mayor número de puntos será el segundo o segunda clasificado, etc.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Lo interesante de los deportes gimnásticos es que el éxito depende, además de la dificultad de los ejercicios y su realización técnica (lo más parecida a un modelo ideal), de componentes estéticos. Es decir, no solo deben hacerse ejercicios difíciles y hacerlos bien, sino que además deben presentarse de forma "bella". Esto diferencia a los deportes gimnásticos de otros como el atletismo, por ejemplo. Así, en atletismo no gana el que corre con más "estilo", sino el que más rápido lo hace, independientemente de cómo lo haga.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Si pinchas en la imagen de debajo podrás ver un mapa conceptual con las diferentes disciplinas que componen la gimnasia artística y rítmica.</span><br />
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<a href="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/EaKcNY-GH31JpzN6iE5kMGYBd7rRk-bjzLOdxG-95jpu2Q?e=NyeUl4" target="_blank"><img alt="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/EaKcNY-GH31JpzN6iE5kMGYBd7rRk-bjzLOdxG-95jpu2Q?e=NyeUl4" border="0" data-original-height="826" data-original-width="1600" height="330" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWztBFL3Teh6ceNgGwUaGjxkttZEG09H-vaO9kK-8jDALua7NzVqSf5Snr3Q1xSEEOd0wmM3th46r5ieq2Zd03SitMgyJi9cuzhKsIPMy7ZrgcX9fr14fnpX76fHFI8dhXA_HHptCd97g/s640/02_Deportes+gimn%25C3%25A1sticos+ol%25C3%25ADmpicos.jpg" width="640" /></a></div>
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<span style="font-family: "courier new" , "courier" , monospace;">En la <u><b>gimnasia artística </b></u>hay pruebas diferenciadas para mujeres (pruebas femeninas) y para hombres (pruebas masculinas). Las mujeres compiten en salto, barras asimétricas, barra de equilibrio y ejercicio de suelo. Los hombres compiten en ejercicio de suelo, caballo con arcos, anillas, salto, barras paralelas y barra horizontal. Como ves mujeres y hombres solo tienen en común el ejercicio de suelo y la prueba de salto. A continuación podrás ver vídeos de todas estas pruebas (si alguno no se reproduce dentro del blog pulsa sobre "Disfruta de este vídeo en Youtube".</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">A continuación tienes un vídeo de Simone Biles, posiblemente la mejor gimnasta del mundo, ejecutando varias pruebas de <b>salto</b>.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/v2UtjV28FBY" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">En el siguiente vídeo puedes ver un ejercicio de <b>barras asimétricas</b>. Se denominan así porque las barras sobre las que las gimnastas ejecutan sus rutinas se encuentran a diferente altura.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/A1VRgER6u7Q" width="560"></iframe><br />
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</span> <span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "courier new" , "courier" , monospace;">La <b>barra de equilibrio</b> es una de las disciplinas de gimnasia artística más conocidas. A continuación puedes ver una espectacular actuación en este aparato.</span></span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/FoPNGc6Lg8k" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "courier new" , "courier" , monospace;">El ejercicio de <b>suelo </b>es realizado en gimnasia artística tanto por mujeres como por hombres, pero solo ellas actúan al ritmo de la música (el componente estético tiene mayor peso, por lo tanto). El siguiente vídeo muestra un ejercicio de suelo femenino. Fíjate cómo al comenzar el ejercicio la gimnasta parece tener dificultades para concentrarse, aunque luego se repone y lo hace genial. La gimnasia no solo requiere enforme fortaleza física, sino también mental.</span></span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/tooPCeR3IIY" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><span style="font-family: "courier new" , "courier" , monospace;">A continuación veremos las pruebas masculinas, comenzando por la de <b>suelo</b>. Observa en el siguiente vídeo que los chicos actúan sin acompañamiento musical.</span></span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/XYbDuwJulNM" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">El siguiente vídeo muestra un ejercicio en el aparato de <b>caballo con arcos</b>.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/KKADtH_zMQA" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">En el próximo vídeo, en inglés, un competidor te habla un poco sobre la especialidad de <b>anillas</b>.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/BXfksjMusiQ" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">El siguiente vídeo, también en inglés, te habla sobre la prueba de <b>salto</b>.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/JUuFww8u0rw" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">En el aparato de <b>barras paralelas</b> los gimnastas ejecutan su rutina coreográfica apoyándose en dos barras que están a la misma altura. En el siguiente vídeo puedes ver un ejercicio en este aparato.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/O2b03YtMeRU" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">El último aparato masculino del que hablaremos es la <b>barra horizontal</b>. Sería el equivalente a las barras asimétricas en las mujeres, pero aquí solo hay una barra. En el siguiente vídeo, en inglés, se explica este aparato.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/EMVa7emA-7M" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">La <u><b>gimnasia rítmica</b></u> es otros de los deportes olímpicos más conocidos. Es un deporte tradicionalmente practicado por mujeres, aunque en los últimos años está aumentando la práctica también entre los hombres. Existe una competición individual y una competición por equipos.</span><span style="font-family: "courier new" , "courier" , monospace;"> En las dos modalidades las gimnastas ejecutan coreografías al ritmo de la música, demostrando su dominio de los aparatos que utilizan a la vez que ejecutan movimientos gráciles y bellos, en los que el componente estético de cara al público es muy importante.</span><br />
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</span> <span style="font-family: "courier new" , "courier" , monospace;">En la competición individual las gimnastas realizan 4 ejercicios, uno cada uno de los aparatos actualmente reconocidos: el aro, la pelota, las mazas y la cinta.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">En la competición por equipos las gimnastas realizan 2 rutinas. Una todas con el mismo aparato (5 aros, o 5 pelotas...) y otra con dos aparatos diferentes (3+2).</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">A continuación puedes ver un ejercicio individual de <b>aro.</b></span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/leHWs_-fCZ0" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">El siguiente vídeo muestra una coreogafía ejecutada con la <b>pelota</b>.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/MwzcqGDw9bo" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">El próximo vídeo muestra una coreografía ejecutada con las mazas.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/8hZwLOBQTyY" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">La <b>pelota </b>es el último de los elementos que falta por presentar en la competición individual. Observa el siguiente vídeo.</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/cJTSIYmROBI" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Por último ya solo queda por presentar la competición de <b>gimnasia rítmica por equipos</b>. Recuerda que los equipos están formados por cinco participantes, que actúan dos veces: una con los 5 aparatos iguales y otra con dos aparatos difernetes (3+2). El siguiente vídeo muestra una intervención de con 3 aros y 2 cintas. Los aparatos pertenecen al equipo en su conjunto, no es que sean utilizados sin ser intercambiados. ¡La interacción y la creatividad son muy importantes!</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/PZV29rxCUOE" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><b>CONCLUSIÓN</b></span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Si has leído toda esta entrada del blog habrás podido comprobar la cantidad de significados que contiene el término gimnasia. Hablar de gimnasia es hablar de muchas cosas diferentes. Ahora ya sabrás usar el término con más propiedad,¿no?</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">¿O vas a seguir llamando a la Educación Física "gimnasia"? </span>Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-80927466293504765862020-03-26T17:19:00.003+01:002020-03-26T19:39:31.283+01:00Quizizz sobre salud (4º a 6º)<span style="font-family: "courier new" , "courier" , monospace;">Hola queridas alumnas y alumnos. La semana pasada creé una entrada repasando los conceptos que acabábamos de ver en la unidad "Sanos y en forma", de 4º de Primaria. Estos conceptos también los vimos en 5º y 6º en la unidad "Condición Física y salud", del primer trimestre.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Os propongo ahora que pongáis a prueba vuestros conocimientos con el siguiente Quizziz sobre la salud. Completarlo puede llevaros unos 20-30 minutos máximo y podéis repetir la práctica tantas veces como queráis.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Hac clic en la imagen para acceder al Quizizz y a continuación en el botón "Jugar". ¡Que te diviertas!</span><br />
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<a href="http://quizizz.com/join/quiz/5e7b42c09c469b001bbf6046/start?from=soloLinkShare&referrer=5a78ce67cbb771001f2e50bb" target="_blank"><img alt="Quizizz sobre la salud" border="0" data-original-height="379" data-original-width="501" height="242" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6wbdQRiBVnRXd8NxdnylH-xlmynPMlRwNmtlCZ9wiqFhakEv4vZb27rPlnE_QztXCUmyPE2paB1nx35989lTr96D9ESZvBgVI7MWt7703fOeHCFwTGVfx4tqFEI6Ix83w29Kw0t4LofU/s320/La+salud+enlace+a+Quizziz.JPG" width="320" /><span id="goog_530199350"></span></a><span id="goog_530199351"></span></div>
Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-15811394003631111612020-03-23T10:47:00.002+01:002020-03-23T12:41:15.883+01:00Pirámide de la alimentación (4º)<span style="font-family: "courier new" , "courier" , monospace;">Hola, como ya vimos en una entrada anterior, una alimentación adecuada es fundamental para la salud. Comer de forma saludable es un hábito que influye positivamente en nuestra salud.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">A continuación os incluyo un vídeo que os explica la pirámide de la alimentación, una herramienta que nos ayuda a adoptar una alimentación suficiente, variada y equilibrada. Después os enlazo el mismo vídeo, pero en su versión en inglés. Os recomiendo ver ambos para adquirir mejor los conceptos y establecer relaciones cruzadas entre ambos idiomas.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Estos días podéis poner en práctica lo aprendido, ayudando a cocinar a vuestros padres y mejorando vuestras habilidades culinarias.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Un saludo y... ¡buen apetito!</span><br />
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<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/4MEfZRGHefw" width="560"></iframe><br />
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<span style="font-family: "courier new" , "courier" , monospace;">A continuación tenéis la versión en inglés del mismo vídeo:</span><br />
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<br />Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-6056243169961738692020-03-19T11:58:00.002+01:002020-03-23T12:41:45.424+01:00Sanos y en forma (4º de Primaria)<br />
<span style="font-family: "courier new" , "courier" , monospace;">Queridas alumnas y alumnos de 4º de Primaria. Os propongo un <b>trabajo para esta semana</b>. Para hacerlo deberéis leer el contenido completo de esta entrada y ver todos los materiales enlazados. <b>En una publicación posterior añadiré un Quizizz donde podréis poner a prueba cuánto habéis aprendido</b>.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Como recordaréis, hace unas semanas explicamos en clase conceptos relacionados con la salud. La presentación que utilicé estaba en inglés. Si pincháis en la imagen de abajo podéis descargarla en español. A lo largo de la entrada se explican todos los contenidos que aparecen en las diapositivas.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><b> </b></span><br />
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<a href="https://lariojaedues-my.sharepoint.com/:p:/g/personal/jjhermosillac01_larioja_edu_es/Eb0GWaFAnlFCkN_AFF8vxisBi7YDVjFAww3y2BngmcZlMQ?e=BtZA10" target="_blank"><img alt="Presentación sobre la salud" border="0" data-original-height="1125" data-original-width="1500" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXy62KNRCdHnKLIfoTwJTt4B7gQxDAbSlHNHFjP9LpjYjaDvIEdqHj1yEeme_sXiTURXwFgOrHyM31UKHKomtUuzSFTHci22WBN-F9lvhJOGco8VQ6b7ywB0Mv_Pe9p5x7UYh4S1-VNiE/s320/Salud+4%25C2%25BA-page-001.jpg" width="320" /></a></div>
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<span style="font-family: "courier new" , "courier" , monospace;">Pinchando en la imagen que sigue podéis descargaros la fotocopia que os repartí en clase, con el mapa conceptual de los contenidos de la unidad, la pirámide de la alimentación y la del ejercicio.</span><br />
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<a href="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/EcCuvaIQJfFLu6Z5Ua4dDOcBM9TU3gH6YTOtqEOqT9wUmg?e=rrCpra" target="_blank"><img alt="Mapa conceputal conceptos salud y pirámides alimentación y ejercicio" border="0" data-original-height="828" data-original-width="1179" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcrQMYrS8Z5kH_bu-UW8BMS-sm3AXYa53a0vLLZ8nJVQmKoe0f2zjdh3MiYhgpoyo-ieF6F7YYhhTVNl1Hs5TPV2nwBrGRscSPLV3QQSFqbzdj61kBoOsaKbgBD2apNUXaqkN8eMEfkJI/s320/Teor%25C3%25ADa+salud+2%25C2%25BA+ciclo+foto+para+enlace.PNG" width="320" /></a></div>
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<span style="font-family: "courier new" , "courier" , monospace;">A continuación se explica el contenido de cada diapositiva. ¡Ánimo!</span> <br />
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<span style="font-family: "courier new" , "courier" , monospace;"><b>CONCEPTO DE SALUD</b></span><br />
<span style="font-family: "courier new" , "courier" , monospace;"><b> </b> </span><br />
<span style="font-family: "courier new" , "courier" , monospace;">Tradicionalmente la <b>salud </b>se ha definido en contraposición al de <b>enfermedad</b>. Es decir, decíamos que estábamos sanos cuando no estábamos enfermos.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Actualmente tenemos un concepto más global de la salud. Entendemos la <b>salud como el estado de total bienestar físico, mental y social</b> que nos permite <b>realizar con normalidad las tareas propias de nuestra edad</b>.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimOOoXcSypp0bViXpnbkLzSOddK_hySxeHUGt8-CZUxlpDfwVO-4FcMeWFIApE5GjhRnhzi40zDUl8kZTWeciCvQRZKdizpzmsBGNNUNaTyv_hf_cvujkyYbPECvqOioUMTE-SP_FmFOE/s1600/Salud+4%25C2%25BA-page-002.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1125" data-original-width="1500" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimOOoXcSypp0bViXpnbkLzSOddK_hySxeHUGt8-CZUxlpDfwVO-4FcMeWFIApE5GjhRnhzi40zDUl8kZTWeciCvQRZKdizpzmsBGNNUNaTyv_hf_cvujkyYbPECvqOioUMTE-SP_FmFOE/s320/Salud+4%25C2%25BA-page-002.jpg" width="320" /></a></div>
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<span style="font-family: "courier new" , "courier" , monospace;"><b>¿DE QUÉ DEPENDE LA SALUD?</b> </span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">La salud depende de <b>factores controlables</b> y de <b>factores no controlables</b>.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Sobre los factores no controlables que influyen en nuestra salud, como el padecer una enfermedad de nacimiento o vivir en un lugar contaminado, es algo sobre lo que no podemos hacer nada o tenemos una capacidad de cambio limitada.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Desde el punto de vista de responsabilizarnos de nuestra salud los factores controlables son mucho más interesantes, pues con nuestras acciones podemos actuar sobre ellos. Fundamentalmente podemos influir sobre los factores controlables de la salud a través de nuestros <b>hábitos</b>, que son aquellas actividades que llevamos a cabo con cierta frecuencia.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">En función de cómo afectan a la salud, podemos distinguir entre <b>hábitos saludables</b> y <b>hábitos no saludables</b>. Los hábitos saludables son aquellos que favorecen nuestra salud, mientras que los no saludables son aquellos que la perjudican.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Los hábitos saludables incluyen la alimentación saludable, la actividad física saludable, el descanso, los hábitos higiénicos y la atención médica.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><b>ALIMENTACIÓN SALUDABLE </b></span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Una <b>alimentación saludable </b>debe ser suficiente, variada, equilibrada, higiénica y satisfactoria.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJaAviofswvHWr2bqq0fhpe3ErAZZeea_Qw9WRXxENqQYUz-1S3JlUvwoj7EnK4zL5H6fC4GlsvOCLjejwQcIeHQEox6qfDVdS_uUzsEgeIZ-kTwf5yzUkXuQZb2k54L7QbjbdJxURXkk/s1600/Salud+4%25C2%25BA-page-005.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1125" data-original-width="1500" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjJaAviofswvHWr2bqq0fhpe3ErAZZeea_Qw9WRXxENqQYUz-1S3JlUvwoj7EnK4zL5H6fC4GlsvOCLjejwQcIeHQEox6qfDVdS_uUzsEgeIZ-kTwf5yzUkXuQZb2k54L7QbjbdJxURXkk/s320/Salud+4%25C2%25BA-page-005.jpg" width="320" /></a></div>
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<span style="font-family: "courier new" , "courier" , monospace;">Por <b>alimentación suficiente</b> entendemos que cada persona debe comer la cantidad de alimentos necesaria para cubrir sus necesidades de gasto de energía y crecimiento. Así, si alguien tiene un trabajo activo y/o hace mucho deporte, tendrá que consumir más eneregía que alguien que ejecuta un trabajo sedentario y apenas desarrolla actividad física. Los niños, además de la energía necesaria para las actividades que desarrollan, deben consumir un aporte extra para poder crecer y desarrollarse.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9fzsEXQ9JzZgHIjIieHsOnMhyRghHbHS0Xvbyuk0FEjxLowcnKmMJ_-BvXo2_1IGAiJmuW6Dl3qStKRJKUgIlyHBsfUTj87o75QaJ-dtsjmx3-ZHr3KorfNczp5KA-Uuna8Gd-s4to4Y/s1600/Salud+4%25C2%25BA-page-006.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1125" data-original-width="1500" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9fzsEXQ9JzZgHIjIieHsOnMhyRghHbHS0Xvbyuk0FEjxLowcnKmMJ_-BvXo2_1IGAiJmuW6Dl3qStKRJKUgIlyHBsfUTj87o75QaJ-dtsjmx3-ZHr3KorfNczp5KA-Uuna8Gd-s4to4Y/s320/Salud+4%25C2%25BA-page-006.jpg" width="320" /></a></div>
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<span style="font-family: "courier new" , "courier" , monospace;">No solo tenemos que comer la cantidad que nos aporte la cantidad de energía que necesitamos, sino que además tenemos que realizar una <b>alimentación variada</b>, es decir, que incluya una gran diversidad de alimentos de origen vegetal y origen animal.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Pero no basta que con que comamos todo tipo de alimentos, sino que estos, además, deben tomarse en la proporción correcta, es decir, debemos tener una <b>alimentación equilibrada</b>. La alimentación equilibrada asegura la ingesta de todos los nutrientes necesarios, cada uno en su justa medida. Para ayudarnos a lograr una alimentación equilibrada contamos con la ayuda de la <b>pirámide de la alimentación</b>, que es una representación visual del número de raciones que debemos consumir de cada grupo de alimentos.</span><br />
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<a href="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/EcrsNjxCsqFMsAntb-5bHi4BLiFDSoZXGKpXWtO7yRalvw?e=DAF658" target="_blank"><img alt="Pirámide de la alimentación saludable" border="0" data-original-height="1600" data-original-width="1133" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQirNV0IeVZDXPiaI5ZT0i1O-mQu96YJVuvL5wIi_EZMnmRi9P-HSA1o-JlFvjkpoTcj7vOeDhBcVIzTjf3898nRxVVDaUe77bJsJk68pQtkUMUETMtJCCDFj79oR1eaRGZHUChGSLWcQ/s640/PIRAMIDE-2_pages-to-jpg-0001.jpg" width="451" /></a><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Nuestra alimentación debe también ser <b>higiénica</b>. La higiene de los alimentos incluye su correcto transporte y conservación, su manipulación y la forma adecuada de cocinarlos. Debemos, por ejemplo, llevar rápido al congelador los alimentos congelados que compremos, preparar los alimentos en superficies y con utensilios limpios y cocinar bien la carne antes de comerla. La <b>fecha de caducidad</b> nos indica cuándo no podemos confiar en que un alimento esté en condiciones de ser consumido de forma segura, por lo que no lo haremos después de ella.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Por último, mientras se cuplan todas las condiciones anteriores, debemos pensar que la alimentación debe ser una fuente de placer, es decir, debe ser <b>satisfactoria</b>. Podemos por tanto adaptarla a nuestros gustos mientras sigamos cumpliendo con todas las otras condiciones para hacerla saludable. De todos modos, debemos educar nuestro paladar y estar abiertos a nuevas alternativas culinarias.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><b>ACTIVIDAD FÍSICA SALUDABLE</b></span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Otro hábito que puede influir muy positivamente en nuestra salud es la <b>actividad física saludable</b>. Para que la actividad física sea saludable debe cuplir una serie de condiciones: debe ser adaptada, continuada, no competitiva y lúdica y social.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">La <b>actividad física adaptada</b> es aquella que es adecuada para una persona en concreto teniendo en cuenta su edad, su estado de salud, su condición física y su nivel de habilidad. Por ejemplo, las personas jóvenes pueden y deben desarrollar actividades físicas vigorosas, mientras que las ancianas deben realizar actividades físicas más tranquilas. Así también, las personas sanas pueden ejercitarse con más intensidad que aquellas que sufren problemas de salud y las personas más fuertes y entrenadas deben competir contra otras de similares características, no contra personas que estén todavía al inicio del aprendizaje de un deporte o actividad.</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;">Para que pueda surtir sus efectos, la actividad física debe ser <b>continuada</b>, es decir, realizarse con cierta frecuencia. Sesiones de ejercicio muy distanciadas entre sí no lograrán los objetivos de mejora de la salud que pretendemos.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">La actividad física orientada hacia la salud es una <b>actividad física no competitiva</b>. Cuando se rebasa un nivel de competitividad determinado, la salud pasa a un segundo plano. La norma general es: cuanto más competición, menos salud. Los deportistas profesionales, por ejemplo, al depender económicamente de sus resultados competitivos, comprometen en ocasiones la salud. Así, llegan a veces a lesionarse y en ocasiones entrenan y compiten sin estar completamente recuperados de estas lesiones. Las modificaciones extremas a que someten a sus cuerpos, a veces, también pueden ser negativas para su salud.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">Por último, la actividad física saludable debe ser <b>lúdica y social</b>. Si disfrutamos de la actividad elegida y somos capaces de compartirla con otras personas es mucho más probable que demos continuidad a su práctica. El ejercicio físico en general y el deporte en particular deben proporcionarnos satisfacción, no debemos concebirlo como una obligación. Para ello debemos buscar aquellas actividades físicas a nuestro alcance que nos parezcan más divertidas para promocionar nuestra salud.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"><b>DESCANSO</b></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">Los hábitos de <b>descanso</b> son esenciales para la salud. Dentro de estos hábitos se encuentra el sueño y la recuperación entre actividades.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"><b>Dormir</b> es esencial para nuestra salud. El sueño permite recuperarnos de las actividades del día, afianzar los aprendizajes y prepararnos para poder afrontar las actividades del día siguiente con energía. El sueño, además, es fundamental para nuestro crecimiento y desarrollo. ¡A nuestra edad debemos dormir entre 9 y 11 diarias!</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">Además de dormir suficiente, con un sueño de calidad, debemos considerar, en relación al descanso, los períodos de <b>recuperación entre actividades intensas</b>.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">Así, tras un ejercicio intenso, que debemos finalizar con una vuelta a la calma adecuada (tareas más suaves, estiramientos, relajación, etc.), debemos descansar y beber mucha agua. También, a la hora de planificar las actividades físicas intensas a lo largo de la semana, debemos hacerlo dando tiempo a recuperarnos entre cada una de las sesiones. Será mejor por ejemplo salir a andar en bicicleta lunes, miércoles y viernes que lunes, martes y miércoles seguidos, por ejemplo. La acumulación de sesiones de ejercicio intensas sin una recuperación adecuada, al igual que una falta de continuidad su práctica, son perjudiciales para la salud.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"><b>HÁBITOS HIGIÉNICOS</b></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">Al hablar de higiene todos pensamos en la limpieza y el aseo, lo que es verdad. Sin embargo la palabra higiene abarca todos aquellas actividades y consideraciones que tienen por objeto mantener la salud y prevenir enfermedades. Algunos hábitos higiénicos importantes son la higiene corporal y la higiene postural.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">La <b>higiene corporal</b> incluye la ducha, el cambio de ropa, el cepillado de los dientes y el lavado de manos.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">Así, en función de nuestras necesidades, a nuestra edad, una buene higiene debe incluir de una a varias <b>du</b></span></span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"><b>chas </b>a la semana. Una buena idea es ducharnos los días que hemos hecho actividades físicas más intensas y por lo tanto hemos sudado mucho. No es necesario ducharse todos los días y cuando nos duchemos debemos evitar agua muy caliente y abusar del uso de champús y geles. Una ducha corta (5-10 min) no solo es suficiente, sino que te permitirá ahorrar agua.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">El <b>cambio de ropa</b> es otro aspecto importante de nuestra higiene. Mientras que debemos cambiarnos de ropa interior todos los días para lavarla, solo deberíamos lavar el resto de la ropa cuando realmente esté sucia o huela mal, para evitar gastar agua inútilmente y generar aguas residuales.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">El <b>cepillado de los dientes</b> contribuye a la salud de nuestros dientes (aparición de caries) y a nuestra salud en general, pues los problemas en nuestros dientes pueden afectar al resto del cuerpo. Lo ideal sería cepillarse siempre después de comer algo, pero en la práctica eso es muy difícil. Por ello trataremos de cepillarnos los dientes, al menos, después de las tres comidas principales (desayuno, comida y cena). El cepillado más importante es el que hacemos tras la cena, pues nos permitirá tener nuestros dientes limpios a lo largo de toda la noche, por lo que nunca debemos saltárnoslo.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">El <b>lavado de manos</b> con agua y jabón es una de las medidas higiénicas más importantes que podemos llevar a cabo. Lavarnos las manos previene que contraigamos y transmitarnos a otros enfermedades, por lo que debemos hacerlo con frecuencia. Siempre debemos lavarnos las manos antes de comer y después de usar el baño.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">La <b>higiene postural </b>hace referencia a la adopción de posturas adecuadas en las diferentes actividades de nuestra vida diaria. Las posturas correctas inciden sobre todo en la salud de nuestra columna vertebral, una parte fundamental en nuestro aparato locomotor.En líneas generales debemos mantener nuestra espalda recta estamos sentados, de pie o sentado. Al levantar pesos debemos flexionar las rodillas y elevar la carga con la espalda recta. Estos hábitos posturales nos permitirán preservar las curvaturas fisiológicas de una columna vertebral sana.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;"><b>ATENCIÓN MÉDICA</b></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">La <b>atención médica</b> es esencial para la salud. Esta atención médica comprende la prevención y la curación.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">La <b>prevención</b> en la atención médica es el conjunto de actividades e intervenciones que tienen por objeto evitar que aparezcan enfermedades y problemas de salud o que estos se agraven si están en sus momentos iniciales. La prevención incluye los chequeos médicos rutinarios, como los de <b>control de crecimiento y desarrollo </b>que se producen a lo largo de la infancia. Otra medida preventiva esencial son las <b>vacunas</b>, que evitan que desarrollemos enfermedades que pueden llegar a tener efectos terribles.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">Las atenciones médicas de <b>curación</b> son aquellas que se desarrollan para tratar de restablecer nuestra salud cuando esta se ha visto alterada a consecuencia de una enfermedad o trauma.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">Las <b>enfermedades</b> son alteraciones que deterioran nuestra salud a causa de factores internos o externos. Por ejemplo, cuando nuestras amigdalas (anginas) se inflaman por una infección causada por bacterias o virus, decimos que estamos enfermos de amigdalitis.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">Los <b>traumas </b>son alteraciones de la salud que aparecen de forma súbita a causa de un accidente. Así, cuando nos caemos de la bicicleta y nos rompemos un hueso, somos atendidos por una doctora o doctor que se denomina traumatólogo.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "courier new" , "courier" , monospace;">Los médicos, atendienco a los síntomas de los pacientes (fiebre, dolor...) y realizando pruebas diagnósticas (análisis, radiografías...) prescriben a sus pacientes tratamientos, que pueden incluir tomar medicamentos. Así por ejemplo, para nuestro hueso roto tras la caída con la bicicleta, el traumatólo puede enyesarnos el miembro para evitar que lo movamos y recetarnos analgésicos para reducir el dolor.</span></span></div>
Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-49039161369289748172020-03-17T12:22:00.000+01:002020-03-23T13:17:24.387+01:00Tareas on-line<span style="font-family: "courier new" , "courier" , monospace;">Hola, reproduzco a continuación el comunicado que envié ayer por RACIMA a todas las madres y padres de mi alumnado en relación a la interrupción de las clases y las medidas a implantar en Educación Física para mis cursos:</span><br />
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Bullet 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Number 5"/>
<w:LsdException Locked="false" Priority="10" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Closing"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Signature"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="true"
UnhideWhenUsed="true" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="List Continue 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Message Header"/>
<w:LsdException Locked="false" Priority="11" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Salutation"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Date"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text First Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Note Heading"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Body Text Indent 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Block Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Hyperlink"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="FollowedHyperlink"/>
<w:LsdException Locked="false" Priority="22" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Document Map"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Plain Text"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="E-mail Signature"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Top of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Bottom of Form"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal (Web)"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Acronym"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Address"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Cite"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Code"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Definition"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Keyboard"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Preformatted"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Sample"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Typewriter"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="HTML Variable"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Normal Table"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="annotation subject"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="No List"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Outline List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Simple 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Classic 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Colorful 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Columns 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Grid 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 4"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 5"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 6"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 7"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table List 8"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table 3D effects 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Contemporary"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Elegant"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Professional"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Subtle 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 1"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 2"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Web 3"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Balloon Text"/>
<w:LsdException Locked="false" Priority="39" Name="Table Grid"/>
<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
Name="Table Theme"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 1"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 1"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 1"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 1"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 1"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 1"/>
<w:LsdException Locked="false" SemiHidden="true" Name="Revision"/>
<w:LsdException Locked="false" Priority="34" QFormat="true"
Name="List Paragraph"/>
<w:LsdException Locked="false" Priority="29" QFormat="true" Name="Quote"/>
<w:LsdException Locked="false" Priority="30" QFormat="true"
Name="Intense Quote"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 1"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 1"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 1"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 1"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 1"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 1"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 1"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 1"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 2"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 2"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 2"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 2"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 2"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 2"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 2"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 2"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 2"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 2"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 2"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 2"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 2"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 2"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 3"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 3"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 3"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 3"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 3"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 3"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 3"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 3"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 3"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 3"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 3"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 3"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 3"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 3"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 4"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 4"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 4"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 4"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 4"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 4"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 4"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 4"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 4"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 4"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 4"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 4"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 4"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 4"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 5"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 5"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 5"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 5"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 5"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 5"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 5"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 5"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 5"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 5"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 5"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 5"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 5"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 5"/>
<w:LsdException Locked="false" Priority="60" Name="Light Shading Accent 6"/>
<w:LsdException Locked="false" Priority="61" Name="Light List Accent 6"/>
<w:LsdException Locked="false" Priority="62" Name="Light Grid Accent 6"/>
<w:LsdException Locked="false" Priority="63" Name="Medium Shading 1 Accent 6"/>
<w:LsdException Locked="false" Priority="64" Name="Medium Shading 2 Accent 6"/>
<w:LsdException Locked="false" Priority="65" Name="Medium List 1 Accent 6"/>
<w:LsdException Locked="false" Priority="66" Name="Medium List 2 Accent 6"/>
<w:LsdException Locked="false" Priority="67" Name="Medium Grid 1 Accent 6"/>
<w:LsdException Locked="false" Priority="68" Name="Medium Grid 2 Accent 6"/>
<w:LsdException Locked="false" Priority="69" Name="Medium Grid 3 Accent 6"/>
<w:LsdException Locked="false" Priority="70" Name="Dark List Accent 6"/>
<w:LsdException Locked="false" Priority="71" Name="Colorful Shading Accent 6"/>
<w:LsdException Locked="false" Priority="72" Name="Colorful List Accent 6"/>
<w:LsdException Locked="false" Priority="73" Name="Colorful Grid Accent 6"/>
<w:LsdException Locked="false" Priority="19" QFormat="true"
Name="Subtle Emphasis"/>
<w:LsdException Locked="false" Priority="21" QFormat="true"
Name="Intense Emphasis"/>
<w:LsdException Locked="false" Priority="31" QFormat="true"
Name="Subtle Reference"/>
<w:LsdException Locked="false" Priority="32" QFormat="true"
Name="Intense Reference"/>
<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
UnhideWhenUsed="true" Name="Bibliography"/>
<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 1"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 2"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 2"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 2"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 2"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 2"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 2"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 3"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 3"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 3"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 3"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 3"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 4"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 4"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 4"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 4"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 4"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 5"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 5"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 5"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 5"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 5"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 5"/>
<w:LsdException Locked="false" Priority="46"
Name="Grid Table 1 Light Accent 6"/>
<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 6"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 6"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 6"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 6"/>
<w:LsdException Locked="false" Priority="51"
Name="Grid Table 6 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="52"
Name="Grid Table 7 Colorful Accent 6"/>
<w:LsdException Locked="false" Priority="46" Name="List Table 1 Light"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2"/>
<w:LsdException Locked="false" Priority="48" Name="List Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="List Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="List Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="List Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="List Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
Name="List Table 1 Light Accent 1"/>
<w:LsdException Locked="false" Priority="47" Name="List Table 2 Accent 1"/>
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<div align="right" class="MsoNormal" style="text-align: right;">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">16 de
marzo de 2020</span></span></div>
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</span><br />
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<br /></div>
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</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Estimados padres y madres de 4º a 6º de
Primaria.</span></span></div>
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</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Me dirijo a ustedes en conjunto por primera
vez desde la interrupción de las clases. Lo primero de todo, quiero
manifestarles mi deseo de que todos ustedes y los suyos se encuentren bien y de
que estén sobrellevando esta situación extraordinaria de la mejor manera
posible. Les transmito mi ánimo, con la seguridad de que entre todos y por el
bien común superaremos esta situación, saliendo fortalecidos como comunidad
educativa y como sociedad en general.</span></span></div>
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</span><br />
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Como ya seguramente sabrán, a través de la
página web del colegio y/o comunicaciones previas del Equipo Directivo y otros
maestros, mientras dure esta situación, desde el centro se van a utilizar
diferentes vías de comunicación para mantenerles informados y proponerles
diferentes tareas formativas con las que sus hijos e hijas puedan afianzar los
contenidos tratados hasta la interrupción de las clases. Yo utilizaré para las
comunicaciones en general la plataforma RACIMA, mientras que para las
propuestas didácticas utilizaré mi blog, que está enlazado en la página web del
colegio, en la sección blogs.</span></span></div>
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<br /></div>
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</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Les recuerdo que la página web del CEIP
Escultor Vicente Ochoa es:</span></span></div>
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</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES"><a href="https://ceipescultorvicenteochoa.larioja.edu.es/index.htm">https://ceipescultorvicenteochoa.larioja.edu.es/index.htm</a></span></span></div>
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</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">La dirección de mi blog es la siguiente:</span></span></div>
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</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES"><a href="https://ceip-vicenteochoa-pe-juanjo.blogspot.com/">https://ceip-vicenteochoa-pe-juanjo.blogspot.com/</a></span></span></div>
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<br /></div>
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</span><br />
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Cuando lleve a cabo actualizaciones relevantes
en el blog les informaré por RACIMA, por lo que les recomiendo encarecidamente
que descarguen y configuren la app RACIMA, si no lo han hecho ya, en sus
teléfonos móviles. La app RACIMA se puede descargar para Android en el
siguiente enlace:</span></span></div>
<div class="MsoNormal">
<br /></div>
<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES"><a href="https://play.google.com/store/apps/details?id=org.larioja.mvRacimaExt&hl=es">https://play.google.com/store/apps/details?id=org.larioja.mvRacimaExt&hl=es</a></span></span></div>
<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">La app RACIMA para iPhone se puede descargar
en el siguiente enlace:</span></span></div>
<div class="MsoNormal">
<br /></div>
<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES"><a href="https://apps.apple.com/us/app/racima-padres-alumnado/id1158798643">https://apps.apple.com/us/app/racima-padres-alumnado/id1158798643</a></span></span></div>
<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">A través de RACIMA, además, tendrán acceso a
las calificaciones de este trimestre, que, si no se producen cambios, podrán
consultarse a partir del 18 de marzo. Para todos los cursos que imparto (4º a
6º de Primaria), las calificaciones del segundo trimestre solo han incluido la
unidad didáctica “Expresión corporal”, por lo que es posible que los resultados
sean un poco extremos. Ni la unidad “Salud” (4º de Primaria) ni la unidad “Gimnasia
deportiva” (5º y 6º de Primaria), de las que llevábamos impartidas para ambas unas
tres semanas de sesiones, se han tenido en cuenta para la calificación. Esto es
así porque en el momento en que se interrumpieron las clases estábamos a punto
de realizar las pruebas prácticas y teóricas finales de evaluación, que así no
pudieron llevarse a cabo. Cuando se reanuden las clases pasaremos estas pruebas
y las calificaciones de estas unidades serán tenidas en cuenta para la
calificación final del curso.</span></span></div>
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<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Dado que la consigna general que tenemos desde
la Consejería de Educación es no avanzar materia, las primeras propuestas
curriculares que añada en el blog estarán relacionadas con los contenidos
teóricos de la unidad didáctica “Salud” para 4º de Primaria y de “Gimnasia
deportiva” para 5º y 6º de Primaria. Más adelante comenzaré a plantear
actividades de repaso sobre las unidades impartidas con anterioridad.</span></span></div>
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<br /></div>
<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Como saben, al enmarcarse la impartición de la
asignatura en el contexto de un Programa de Innovación Lingüística en Centros
(PILC), la materia se imparte en inglés. Sin embargo, para asegurar la
comprensión de los contenidos por parte del alumnado y permitir a todas las
madres y padres ayudar a sus hijos/as si fuera necesario, todos los nuevos
materiales que se añadan al blog estarán redactados en español. Excepción a lo
anterior serán aquellos contenidos en los que, por su naturaleza, el uso del inglés
no suponga un reto para su comprensión. Esto será así mientras no se reanuden
las clases. Trataré de que las tareas y materiales curriculares propuestos sean
de carácter lúdico y/o eminentemente visual. Ninguna de las tareas propuestas
es obligatoria ni será objeto de calificación, aunque recomiendo que todo el
alumnado que pueda acceder a ellas las haga.</span></span></div>
<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Por el momento he subido un vídeo con una
rutina de ejercicios de unos 20 minutos de duración que puede ejecutarse en
casa y permitirá mantener la condición física de los niños/as si se ejecuta al
menos tres días a la semana. Les animo a ejecutarla junto a sus hijos/as para
motivarles y contrarrestar el encierro a que todos nos vemos forzados.</span></span></div>
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<br /></div>
<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Les envío un afectuoso saludo y les agradezco
su implicación con el aprendizaje de sus hijos también en estos complicados
momentos.</span></span></div>
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</span><br />
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<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Juan José Hermosilla Calvo</span></span></div>
<span style="font-family: "courier new" , "courier" , monospace;">
</span><br />
<div class="MsoNormal">
<span style="font-family: "courier new" , "courier" , monospace;"><span lang="ES">Maestro Especialista en EF, 4º a 6º de
Primaria</span></span></div>
Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-83901301902282872762020-03-02T17:26:00.000+01:002020-03-23T13:15:51.740+01:00Bodily Expression (4th to 6th Grade)<span style="font-family: "courier new" , "courier" , monospace;">This is the presentation we used at 5th and 6th Grade to introduce the concepts of the unit Bodily Expression. 4th graders can use it also, because a lot of slides were common to them. You can download a copy of the presentation <a href="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/Eaa1Cyw4WNBLskhws-9l4QkBPs6LJdr616SaAWhcOqeT1Q?e=q29wOL" target="_blank">here</a>.</span><br />
<br />
<iframe allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/g9vj5PHEtJE" width="560"></iframe>Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-65739122759746688082019-12-11T11:58:00.003+01:002020-03-23T12:43:50.904+01:00Fencing complementary activity pictures<div class="separator" style="clear: both; text-align: center;">
<img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzQI6-X9KlQSYsFEksOa0o3YLPAYqh-XbPf_XANCOCJ_HANZo44k0GDD4f0rkCISIFmZnbpA-o86vRILeROSScF8UNsrm2FM-5Q_A-9PjT0NozZUWqSpSCgu0HTafFnkFIKKaXwUsuPbM/s320/Esgrima.jpg" width="320" /></div>
<br />
You can watch <a href="https://lariojaedues-my.sharepoint.com/:f:/g/personal/jjhermosillac01_larioja_edu_es/EtKmXesVX6pOjm7T4ifElBcBuum-nRLoOJklHf-_h2UDvA?e=ygIjv3" target="_blank">here </a>the pictures of the complementary activity of fencing we held at the school.Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-31585932003187757062019-12-05T08:06:00.001+01:002020-03-23T12:44:14.555+01:00Body Systems Related to the ExerciseHere you can download the <a href="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/EVRIr0tQqhZAuULZdqfqRR0B-h3YkNKUicmPaRcBUM7zdA?e=QzSprb" target="_blank">slideshow print-out</a>.<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxP4Mke7hoE75oOBbd1tdcZD9Ntljo9ljO4TicedX14cqv5KylImjRwwL6KGlmyjxPDvYjn2VcR8tGPeQBPCg' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-43324347803641424072019-12-05T08:03:00.000+01:002020-03-23T12:44:37.766+01:00HealthHere you can download the <a href="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/EVcxKvv4tzRNsZb_CrvQnY8BPUfR0rMH51a4Zadsf4FsMA?e=R8Vr0R" target="_blank">slideshow print-out</a>.<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dx4HcvNnjNQmL52klvoz4N2wLnjaqGuoFMC6NvOqRhMtElz8zvshD-iFnWVa8b5bdPMmg8S14wvNSqomsD3Iw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-16916105672311399652019-12-05T07:57:00.002+01:002020-03-23T13:15:21.268+01:00"We Start the Course"<a href="https://lariojaedues-my.sharepoint.com/:b:/g/personal/jjhermosillac01_larioja_edu_es/EcwmCjqQcr9Lk9cqyIUPJWIBAlx_MOc9Cz4SvAxRVxbmLA?e=zVXClQ" target="_blank"> slideshow print</a>.Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.com0tag:blogger.com,1999:blog-1151088851746559231.post-61635400400846778892019-11-24T20:05:00.000+01:002020-03-23T13:11:48.034+01:00JUANJO'S PE BLOG<span style="font-family: "courier new" , "courier" , monospace;">Hi, this is the Physical Education (PE) Blog for Grades 4th to 6th at CEIP Escultor Vicente Ochoa, taught by Juan José Hermosilla Calvo in English.</span><br />
<span style="font-family: "courier new" , "courier" , monospace;"><br /></span>
<span style="font-family: "courier new" , "courier" , monospace;">Here mainly you will find links to course materials like lecture notes, mind maps and questionnaires/tests.</span><br />
<span style="font-family: "courier new" , "courier" , monospace;"><br /></span>
<span style="font-family: "courier new" , "courier" , monospace;">I hope you enjoy the site and that it helps you to improve your learning.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.logronodeporte.es/media/k2/galleries/13/Vicente-Ochoa-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="350" data-original-width="600" height="186" src="https://www.logronodeporte.es/media/k2/galleries/13/Vicente-Ochoa-1.jpg" width="320" /></a></div>
<br />Juan José Hermosilla Calvohttp://www.blogger.com/profile/06404461532244396758noreply@blogger.comCalle Poniente, 9, 26005 Logroño, La Rioja, España42.468271 -2.460221400000023118.642232500000002 -43.768815400000022 66.2943095 38.848372599999976