tag:blogger.com,1999:blog-20426857014885281892024-03-05T01:29:25.530-08:00DEPORTECNOLOGY Tecnología deportiva, análisis de material, entrenamiento, herramientas útiles, noticias interesantes y mucho más...Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.comBlogger91125tag:blogger.com,1999:blog-2042685701488528189.post-67090134032772121702014-06-28T00:50:00.000-07:002014-06-28T00:51:27.450-07:00¡Deportecnology alcanza las 100.000 visitas!<div style="text-align: justify;">
Jamás se me pasó por la cabeza allá por el mes de marzo de 2013, cuando inauguré este blog, que algún día alcanzaría la cifra de <b><u>100.000 visitas</u></b>. Ese día ha llegado y no tengo más que palabras de agradecimiento a todos los que la habéis hecho posible. Es cierto que últimamente por cuestiones personales no escribo todo lo que quisiera, pero esto es una inyección de moral para buscar tiempo donde no lo haya. Gracias de nuevo por vuestro interés y espero que pronto tengáis nuevas noticias y artículos en Deportecnology.</div>
Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-25126316307527126902014-04-22T10:19:00.001-07:002014-04-22T10:19:53.912-07:00Adidas Energy Boost 2: virtudes y debilidades.<div style="text-align: justify;">
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" 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" width="200" /></a>Hoy os traigo el análisis de mi última adquisición, la<a href="http://www.adidas.es/" target="_blank"> Adidas </a>Energy Boost 2. Desde que Adidas sacara la temporada pasada su <a href="http://deportecnology.blogspot.com.es/2013/03/adidas-energy-boost.html" target="_blank">tecnología Boost</a>, he estado deseando probarla... y por fin me he decidido esta temporada con este modelo en concreto. He realizado con ellas unos 300 kilómetros en todo tipo de entrenamientos: tiradas largas, series cortas, series largas, rodajes por caminos, rodajes en asfalto e incluso he competido con ellas en una media maratón. Durante todos estos kilómetros he estado apuntando sensaciones, virtudes, deficiencias y experiencias con ellas para no olvidarme de nada a la hora de elaborar este análisis. Espero que os guste y os sea de utilidad.<br />
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La Adidas Energy Boost 2 es una zapatilla para neutros y supinadores con un peso de 280 gramos y un drop de 10 milímetros. Son unas zapatillas muy versátiles con un margen muy amplio de usuarios tipo tanto en peso como en ritmos de carrera. Considero que se desenvuelven fenomenal a ritmos más lentos de 3:50 min/km aunque también mantienen el tipo a ritmos más rápidos (hasta 3:30 min/km aproximadamente). En lo que al peso del corredor se refiere, considero que presentan amortiguación suficiente para corredores de casi cualquier peso, pero al mismo tiempo tienen respuesta suficiente y firmeza como para que la puedan llevar corredores ligeros de menos de 70 kgs. Dicho esto, no me atrevo a etiquetarla ni como zapatilla de entrenamiento ni como zapatilla mixta, ya que es capaz de contentar a usuarios que busquen ambas cosas. Por tanto diré que es una zapatilla de entrenamiento y mixta.<br />
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" style="cursor: move;" width="200" /></a>Lo primero que llama la atención de la zapatilla cuando la coges es lo ligera que se siente, más teniendo en cuenta que se ve un poco aparatosa al tener la mediasuela un perfil muy alto. Ese perfil tan alto de tecnología boost es el causante de uno de sus puntos débiles, la estabilidad. Sin ser mala, es uno de los aspectos que tiene que mejorar, sobre todo cuando se corre en curvas cerradas a ritmos muy rápidos o cuando corremos por terrenos muy irregulares. Es cierto que tiene una pieza estabilizadora en el interior de la zona del talón, pero la considero insuficiente y Adidas debería trabajar más en ello para la futura Boost 3.<br />
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Otro de los aspectos a mejorar de la zapatilla es el sistema de ajuste del talón. No considero que sea problema de la morfología de mi pies, pues es la primera zapatilla con la que tengo este problema. La cuestión estriba en que si aprieto mucho los cordones las zapatillas me hacen daño en el pie y si aflojo un poco, el talón baila ligeramente, no es excesivamente incómodo y te acabas acostumbrando, pero considero que el sistema no está a la altura del resto de la zapatilla.<br />
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTlSxBkieYz0HqO7-8jZSTW3k-UbIPX4bnEU_G3TC7oEp7N3JBg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="102" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTlSxBkieYz0HqO7-8jZSTW3k-UbIPX4bnEU_G3TC7oEp7N3JBg" width="200" /></a>Y para terminar lo que yo considero los puntos débiles de esta zapatilla hablaremos de la suela. Es cierto que las suelas de las zapatillas no están elaboradas teniendo en cuenta específicamente los terrenos deslizantes pero algo más se puede hacer en ese sentido. Gran parte de la culpa la tiene el hecho de que la suela no recubre el total de la mediasuela de boost, sino que está adherida en diversos puntos de esa mediasuela un poco en plan "multitacos". He salido a correr con ellas en días de lluvia y tenía verdaderos problemas de tracción en asfalto, además, en plena competición en la Media Maratón de Málaga también tuve problemas del mismo tipo en un tramo que transcurría por una calle peatonal de mármol.<br />
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Pero todo no van a ser deficiencias, la zapatilla en su conjunto es fabulosa y entiendo que tiene muchas más virtudes que deficiencias, veámoslas:<br />
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- El upper: se ajusta al pie como un guante, independientemente de su morfología. La culpa la tiene la tecnología techfit que actúa de forma parecida a como lo hacen unas mallas. Son tan cómodas que cuando te las pones por primera vez parece que llevas tiempo corriendo con ellas y ya estuvieran hechas a tus pies. Me recuerda mucho al fenomenal ajuste que tienen las Nike Lunarglide 4.<br />
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- Amortiguación: como ya hemos visto corre de la mano de la tecnología Boost. La verdad que he leído muchas opiniones al respecto así como informaciones sobre dicha tecnología. Puedo deciros al respecto que no es tanto como se cuenta pero sí que ha superado mis expectativas. La amortiguación es peculiar, las sensaciones que ofrece no las había sentido con ninguna otra amortiguación (y he probado varias: lunarlon, gel, progrid, powergrid...). Es como si en cada pisada tras la deformación que sufre el boost consecuencia de la presión, éste retornara a su forma original de manera instantánea, en muy poco tiempo, lo que se traduce en una sensación que te incita a aumentar la frecuencia de zancada, a correr más rápido consecuencia de ese retorno inmediato de energía.<br />
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRdbP2dGnYkQww9p6NpvJmRwPnXstIhewQDTqK6CM-Ftty7LWKk" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRdbP2dGnYkQww9p6NpvJmRwPnXstIhewQDTqK6CM-Ftty7LWKk" width="200" /></a>- La horma de la zapatilla es de una anchura que considero acertada, ni muy estrecha ni muy ancha. Normalmente tengo problemas en un sentido o en otro, pero con esta zapatilla no ha sido el caso. Esta apreciación es personal ya que depende de la morfología del pie de cada persona.<br />
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Resumiendo puedo decir que estamos ante una zapatilla muy cómoda de entrenamiento y mixta para neutros y supinadores de cualquier peso, con la que podemos correr a casi cualquier ritmo. Es muy divertido correr con ellas, por esa peculiaridad de la amortiguación, por lo que normalmente repito con ellas algún día a la semana en mi rotación habitual de zapatillas.<br />
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-59905655171443320972014-04-03T05:24:00.002-07:002014-04-03T05:28:35.971-07:00TomTom Runner Cardio Gps.<div style="text-align: justify;">
<a href="http://static.trustedreviews.com/94/00002b9b4/2340_orh350w620/TomTom-Runner-Cardio.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://static.trustedreviews.com/94/00002b9b4/2340_orh350w620/TomTom-Runner-Cardio.jpg" height="179" width="320" /></a>Hace poco nos hacíamos eco de la incorporación en solitario del gigante <a href="http://sports.tomtom.com/es_es/" target="_blank">TomTom</a> al mundo de la monitorización de los desempeños físicos. Su estreno dio lugar al <a href="http://deportecnology.blogspot.com.es/2013/07/lanzamiento-y-precios-de-tomtom-runner.html" target="_blank">TomTom Runner y al TomTom Multisport</a>. Parece que la cosa no se detiene ahí, y estos de TomTom van en serio. Ahora con el apellido de "Cardio", renuevan a sus recién nacidas criaturas con un sensor de pulso que va integrado en el propio reloj, con lo cual nos ahorraremos la para muchos incómoda cinta torácica. Las características del producto siguen siendo las mismas, salvo esta novedad que comentamos. Desconocemos el precio oficial en Europa, pero saldrá a la venta en Estados Unidos a un precio de 299 dólares. Se fabricará en blanco o negro, ambos combinados con el color rojo. En el siguiente vídeo podéis ver el funcionamiento de dicho sensor:</div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-29112678427426252752014-02-24T03:21:00.002-08:002014-02-24T03:21:43.165-08:00Fresh Foam de New Balance, arquitectura en la media suela.<div style="text-align: justify;">
<a 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" 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" width="200" /></a>Saludos, tras cierto tiempo de inactividad por el blog, ando bastante liado por asuntos personales, reaparezco para presentaros una nueva tecnología de la que un amigo no para de hablarme y con razón. En numerosas entradas hemos hablado de muchas de las tecnologías que <a href="http://www.newbalance.es/index.php" target="_blank">New Balance</a> aplica en sus zapatillas de running, y es que esta marca deportiva apuesta fuerte por la investigación y desarrollo en este campo de auge imparable. Ahora nos sorprenden con <a href="https://www.newbalance.com/Fresh-Foam-980/400167,default,sc.html?ICID=frshf_mblhm_mk_937" target="_blank">Fresh Foam</a> una nueva tecnología patentada que dará mucho que hablar y que de momento únicamente aplicará en un modelo, la 980. Intuyo, como ya adelanté con el <a href="http://deportecnology.blogspot.com.es/2013/03/adidas-energy-boost.html" target="_blank">Boost</a> de Adidas, que se irá extendiendo progresivamente a la mayor parte de la gama de New Balance. </div>
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Centrémosnos en el Fresh Foam, ¿en qué consiste?, ¿es realmente algo revolucionario?. Fresh Foam significa literalmente "espuma fresca". Yo diría que esta tecnología es revolucionaria en lo que a resultado se refiere por la estructura y forma de construcción de la media suela, no al material en sí, como ocurre con el boost de Adidas. Por tanto lo que es realmente novedoso y que no se ha visto en ninguna zapatilla hasta el momento es que la media suela Fresh foam es construida con tecnología 3D en función de un exhaustivo estudio biomecánico con tecnología de arquitectura de presiones y fuerzas, lo que se traduce que la mediasuela, estando formada en su totalidad por el mismo material, espuma ligera de gran absorción, presenta microestructuras de diferentes formas en función de las presiones que tiene que soportar y absorver cada zona, el resultado es un tacto y amortiguación ideal en cada zona del pie. Esta tecnología trasladada al running tendrá como resultado zapatillas muy ligeras, amortiguadas y cómodas. Os dejo varios videos demostrativos:</div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-89057886197061759842013-12-22T02:33:00.003-08:002013-12-22T02:40:14.961-08:00Análisis Saucony Ride 6: evolución esperada.<div style="text-align: justify;">
<a 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" 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" width="200" /></a>Saludos, hoy por fin traigo el esperado análisis de las <a href="http://www.saucony.eu/es-ES/6484/yellow-blue/5421/powergrid-ride-6.html" target="_blank">Saucony PowerGrid Ride 6</a>, unas zapatillas que he adquirido hace días y con las que aproximadamente he recorrido unos 70 kilómetros divididos en rodajes, series y tiradas largas. Estamos ante la evolución de las <a href="http://deportecnology.blogspot.com.es/2013/03/analisis-saucony-progrid-ride-5.html" target="_blank">Progrid Ride 5</a>, las zapatillas con cuyo análisis inauguré el presente blog hace ya nueve meses. </div>
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Para los que no conozcan esta gama de zapatillas de Saucony, les diré que estamos ante una zapatilla neutra de entrenamiento ligera (280 gramos) y rápida, que pueden ser perfectamente utilizadas en sesiones de calidad, tiradas largas y competiciones por corredores de no más de 75 kilos. Corredores más pesados deberían limitar su uso a competiciones y entrenamientos de calidad. Yo la describiría como una zapatilla muy equilibrada y polivalente. Reseñar también que el drop (la diferencia de altura entre talón y punta del pie) es de tan sólo 8 milímetros, lo que favorece el apoyo de mediopié cuando corremos. </div>
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" 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" width="200" /></a>Según explica Saucony en su página web americana, la zapatilla ha experimentado una evolución pero manteniendo el concepto de zapatilla que tan buenos resultados les ha dado. Se ha aumentado el tamaño de los surcos de flexión situados en el antepié, supuestamente para mejorar la respuesta y flexibilidad de esa zona. Se ha remplazado también el material de la entresuela, pasando del Progrid al PowerGrid que por lo visto es un 15% más ligero y aporta un 30% más de amortiguación. Se ha mejorado el ajuste y además, como no podía ser de otra manera, se han modificado los colores y acabados.</div>
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Tengo que decir que la zapatilla mantiene todas las virtudes de su predecesora: cómoda, ligera y relativamente rápida... La mayor evolución que presenta es el paso del Progrid al PowerGrid, teóricamente para mejorar: no cabe duda de que la zapatilla es más ligera con este cambio (ahí están los datos), tampoco dudo que amortigüe más... sin embargo sigo prefiriendo el tacto que tenía la Ride 5. Cuando analicé las <a href="http://deportecnology.blogspot.com.es/2013/11/analisis-saucony-cortana-3-amor-tercera.html" target="_blank">Saucony Cortana 3</a> ya os hablé de que el tacto era más firme, yo achacaba este hecho a su drop de 4 milímetros. Una vez probadas las Ride 6 empiezo a creer que esa mayor firmeza de las cortana 3 no se deba exclusivamente al menor drop y que el tacto del PowerGrid es un poco más firme que el del ProGrid, aunque amortigüe más. </div>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRZKHt4xVGMJjoAAmRDob6jXoFsJjqA20yLzXkb1lEGa8epUJ5_" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="178" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRZKHt4xVGMJjoAAmRDob6jXoFsJjqA20yLzXkb1lEGa8epUJ5_" width="200" /></a>Otro importante cambio ha sido el ajuste, según dice la propia Saucony ha mejorado..., yo tengo mis dudas, al menos teniendo en cuenta las características de mis pies. Está claro que las zapatillas se tienen que ir haciendo, pues aún llevo pocos kilómetros con ellas, pero a pesar de haber ajustado bien los cordones noto un poquito de baile en el antepié, lo que me hace pensar dos cosas: que la horma de la zapatilla es un poco más ancha en esa zona o que la culpa de este hecho la tiene el mayor tamaño de los surcos de flexión del antepié. O incluso que el problema sea una combinación de ambos factores.</div>
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Sigue siendo una zapatilla muy polivalente en cuanto a ritmos, te sentirás cómodo con ellas independientemente de la velocidad a la que vayas y de la zona del pie con la que aterrices. Yo la utilizo como zapatilla de entrenamiento principalmente.</div>
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Resumiendo diré que estamos ante la Saucony Ride 5 con PowerGrid en lugar de ProGrid, puesto que en el resto de facetas de la zapatilla a penas he notado cambios, lo cual es un acierto, pues las Ride 5 son unas zapatillas fabulosas con pocos puntos débiles.<br />
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com1tag:blogger.com,1999:blog-2042685701488528189.post-75924832106786246322013-11-16T05:30:00.001-08:002013-11-16T05:30:53.733-08:00Análisis Saucony Cortana 3: amor a tercera vista.<div class="separator" style="clear: both; text-align: center;">
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" 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" 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Saludos a todos, hoy quiero hablaros de mi última adquisición, las <a href="http://www.saucony.eu/es-ES/6527/black-green/5489/cortana-3.html" target="_blank">Saucony Cortana 3</a>, unas zapatillas de running de gama alta que no pasarán desapercibidas ni dejarán indiferente a nadie, te pueden parecer horrorosas o hermosas, lo que sí está claro es que además de llamativas son unas zapatillas fabulosas. El título de esta entrada no es casualidad, lo de tercera vista hace referencia al número de entrenamientos que he necesitado para adaptarme a ellas y realmente valorar sus virtudes y qué pueden ofrecerme. Tras 100 kms con ellas en las que he realizado desde tiradas largas a entrenamientos interválicos, estas son mis conclusiones:</div>
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<a href="http://i1.wp.com/www.takbo.ph/wp-content/uploads/2013/08/Saucony-Cortana-3-Upper.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="122" src="http://i1.wp.com/www.takbo.ph/wp-content/uploads/2013/08/Saucony-Cortana-3-Upper.jpg" width="200" /></a>Podemos definirla como una zapatilla mixta, minimalista y amortiguada que podremos utilizar en nuestros entrenamientos diarios. Yo la situaría en la antesala de las zapatillas de natural running. Posee un drop de tan sólo 4 mms y un peso de 269 gramos. Corredores neutros y con ligera pronación de menos de 75 kgs podrán utilizarlas para competir y entrenar. Corredores de más peso podrían utilizarlas para competir en largas distancias y realizar entrenamientos de calidad.</div>
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No es una zapatilla con la que iniciarse en el mundo del running, pero si eres un corredor con cierta experiencia, con una técnica de carrera aceptable y ya has probado zapatillas con drop de 8 mms, este puede ser el modelo ideal con el que introducirte en el segmento de las zapatillas con drop de 4mms, ya que no interfieren en exceso en tu pisada, si es verdad que favorecen el apoyo del medio pié, pero puedes talonear con ellas sin problemas, de hecho en esa zona presentan incluso mayor amortiguación.</div>
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Ya hablé maravillas de las <a href="http://www.deportecnology.blogspot.com.es/2013/03/analisis-saucony-progrid-ride-5.html" target="_blank">Saucony Ride 5</a> en la entrada que inauguró este blog. Si las comparamos con ellas, os diré que las cortana 3 tienen mejor ajuste, mejor respuesta en la fase de tracción y son un poco más ligeras. Sin embargo me gusta más el tacto de la amortiguación de las Ride 5. La amortiguación de la Cortana 3 es más firme a pesar de disponer de Powergrid (una evolución del Progrid que presta mayor amortiguación con menor peso). El motivo de esa mayor firmeza no es otro que el hecho de que su media suela es más fina por aquello de los 4 mms de drop, lo que nos permite ir más pegados al suelo. No quiero decir que el tacto de la amortiguación sea duro, pero sí que es más duro que el de la Ride 5, que me parece que tiene un equilibrio exquisito.</div>
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En cualquier caso la amortiguación de la Cortana 3 presenta un buen equilibrio entre respuesta y dureza, y es esa mayor firmeza lo que posibilita esa gran tracción que nos permitirá ir cómodos a ritmos más elevados. Es una zapatilla muy polivalente, me he sentido muy cómodo con ellas tanto a ritmos por debajo de 4 min/km como a ritmos de más de 5 min/km. Son muy estables a ritmos rápidos consecuencias de una pieza estabilizadora situada en la parte interna del medio pié.</div>
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No quiero terminar este análisis sin dejar constancia de las sensación tan placentera que supone el correr pegado al suelo sintiendo cada apoyo y sin sufrir un gran estrés articular consecuencia de las presión de nuestro peso. Animo a todos a probar de manera progresiva y gradual zapatillas con menos dropp que el estándar habitual: 12 mms, ¡es una pasada!.</div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-71566174733320758582013-10-24T02:27:00.001-07:002014-10-25T07:14:59.354-07:00miCoach Smart Run de Adidas.<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4cixZU1MwW0WoPtctezmks-hgWzni-5vo1Oa2N_NijRYIybSMXVNqGm5C5Y_yPQAOSfswvkWHSraz6VqjH8dMmbhTjn4w8rq8H78qiah4dEA6Wljl5CvbjbA8DVBYI37nxLFjk7Q1WS-k/s1600/images.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi4cixZU1MwW0WoPtctezmks-hgWzni-5vo1Oa2N_NijRYIybSMXVNqGm5C5Y_yPQAOSfswvkWHSraz6VqjH8dMmbhTjn4w8rq8H78qiah4dEA6Wljl5CvbjbA8DVBYI37nxLFjk7Q1WS-k/s1600/images.jpg" height="112" width="200" /></a>El ya conocido auge del deporte, y más concretamente del running, que sufrimos en la actualidad ha impulsado la aparición de todo tipo de dispositivos y tecnologías que miden nuestro desempeño físico: <a href="http://www.deportecnology.blogspot.com.es/2013/03/nike-fuel-band-mide-tu-actividad.html" target="_blank">Nike Fuel Band</a>, <a href="http://www.deportecnology.blogspot.com.es/2013/03/motoactv-de-motorola-mucho-mas-que-un.html" target="_blank">Motoactv</a>, <a href="http://www.deportecnology.blogspot.com.es/2013/08/ya-disponibles-relojes-gps-tomtom.html" target="_blank">tomtom</a> o <a href="http://www.deportecnology.blogspot.com.es/2013/05/armour-39-mide-tu-fuerza-de-voluntad.html" target="_blank">Armour39</a> son claros ejemplos de ello. El último en sumarse a esta puja tecnológica ha sido <a href="http://www.adidas.es/" target="_blank">Adidas</a> con su <i>miCoach Smart Run</i>, un dispositivo todo en uno con el que la marca alemana espera hacerse con su trozo del pastel.<br />
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<i>miCoach Smart Run</i> es un reloj inteligente pensado para corredores con sistema operativo Android 4.1.1 Jelly Bean y con interfaz personalizada por Adidas. Con un peso de tan sólo 79 gramos, posee una pantalla cuadrada de 1,45 pulgadas con resolución de 184x184, acelerómetro, sensor cardíaco, gps, conexión bluetooth y 4 GB de almacenamiento interno.</div>
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<a href="http://www.ohmygeek.net/wp-content/uploads/2013/10/MiCoach-Smart-Run-500x273.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.ohmygeek.net/wp-content/uploads/2013/10/MiCoach-Smart-Run-500x273.jpg" height="109" width="200" /></a>En lo que a características específicas se refiere, cabe destacar su sincronización de datos a través de la red wifi, su entrenador virtual, una batería que puede durar hasta 8 horas (según configuración gps), capacidad de medir el pulso en la muñeca (sin banda pectoral) y el nivel de actividad física diaria y la posibilidad de almacenar música para escucharla mientras realizamos nuestras rutinas. Aguanta una lluvia ligera, pero no una inmersión en agua.</div>
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Este dispositivo será lanzado en Noviembre en Estados Unidos, previsiblemente a comienzos del 2014 llegará a Europa con un precio aproximado de 399 euros. No estamos ante un producto novedoso dentro del sector, de hecho en el año 2011 Motorola lanzó Motoactv, un reloj android gps multideportivo con todas las características que posee el producto de Adidas y a un precio de tan sólo 199 euros. Además se rumorea que en breve gigantes como Samsung y Apple lanzarán sus propios relojes inteligentes con lo cual la competencia en el sector será feroz.</div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-7919263664862856642013-10-11T10:02:00.000-07:002013-10-11T10:02:03.493-07:00Garmin Forerunner 620 controla tu técnica de carrera.<div style="text-align: justify;">
<a 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" 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" /></a><span style="font-family: Arial, Helvetica, sans-serif;">Saludos a todos, hoy analizamos una de las características más llamativas del nuevo reloj gps para running de <a href="http://www.garmin.com/es-ES" target="_blank">Garmin</a>, el </span><span style="font-family: Arial, Helvetica, sans-serif;"><a href="https://buy.garmin.com/es-ES/ES/entrenando/running/forerunner-620/prod122785.html" target="_blank">Forerunner620</a></span><span style="font-family: Arial, Helvetica, sans-serif;">. Entre sus novedades, cabe destacar la aportación de datos que ayudan a mejorar nuestra técnica de carrera. Estamos por tanto ante el primer reloj GPS que ofrece comentarios en este sentido, y lo hace registrando varias métricas: cadencia, oscilación vertical del centro de gravedad y el tiempo de contacto con el suelo. A estas medidas las llama dinámica de carrera, y en función de ellas el reloj nos dirá que aspectos debemos mejorar. Esto es posible gracias al acelerómetro que mide el movimiento del torso mientras corremos. La cadencia es el número total de pasos que damos por minuto, combinando el pie izquierdo y el derecho. La oscilación vertical es el grado de "suspensión" durante el movimiento que realizamos al correr, medido en centímetros. El tiempo de contacto con el suelo es justamente eso, el tiempo que tenemos los pies en el suelo en cada paso que damos medido en milisegundos. Un indicador de color facilitará la comparación de nuestra dinámica de carrera con la de otros corredores. Interesante, ¿verdad?.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Además de esta novedad, cabe destacar las siguientes características de este modelo:</span></div>
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<ul>
<li><span style="font-family: Arial, Helvetica, sans-serif;">Pantalla táctil a color de alta resolución (sí has leído bien, a color).</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif;">Cálculo del tiempo de recuperación y estimación del consumo máximo de oxígeno cuando se usa con frecuencia cardíaca.</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif;">Funciones online: carga automática a Garmin connect, seguimiento en tiempo real, uso compartido de redes sociales...</span></li>
<li><span style="font-family: Arial, Helvetica, sans-serif;">Compatible con los planes de entrenamiento gratutitos de Garmin Connect.</span></li>
</ul>
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<span style="font-family: Arial, Helvetica, sans-serif;">Para terminar deciros que el precio oficial en España está aún por determinar, pero se rumorea que rondará los 400 euros. Hasta pronto.</span></div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-18984273746231326772013-09-20T09:15:00.004-07:002013-09-20T09:17:46.148-07:00Más carriles bici en Andalucía.<div style="text-align: left;">
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcS6fdIkNSkAZhNCpStslWL0OeMDuGnhyMegdQG_sooDr3_PSGjUbQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcS6fdIkNSkAZhNCpStslWL0OeMDuGnhyMegdQG_sooDr3_PSGjUbQ" /></a><span style="font-family: inherit; text-align: justify;">Una nueva cultura de la movilidad se esta implantando en las sociedades avanzadas, y se concreta en que los modos de trasportes sostenibles desempeñen un mayor papel: viajes a pie, la bicicleta y el transporte público. </span></div>
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<span style="font-family: inherit; text-align: justify;">El </span><span style="text-align: justify;">cicloturismo es una práctica cada vez con mayor número de usuarios y puede generar oportunidades de desarrollo, contribuyendo además a evitar la excesiva estacionalidad de esta actividad de gran peso en la economía andaluza. </span></div>
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<span style="font-family: inherit; text-align: justify;">El modelo de movilidad basado en el vehículo privado es perjudicial por sus efectos ambientales, por el consumo de recursos energéticos no renovables y por el uso del espacio en las ciudades. </span><span style="font-family: inherit; text-align: justify;">También se ha convertido en un problema para garantizar la accesibilidad a los bienes y servicios que la población precisa: atascos, dificultad para aparcar, etc. </span><span style="font-family: inherit; text-align: justify;">En este contexto la </span><a href="http://www.juntadeandalucia.es/fomentoyvivienda/portal-web/web" style="background-color: transparent; font-family: inherit; text-align: justify;" target="_blank">Consejería de Fomento y Vivienda</a><span style="font-family: inherit; text-align: justify;"> apuesta por un modelo de movilidad sostenible donde la bicicleta esta llamada a incrementar su uso. Es un medio sin efectos negativos sobre el medio ambiente y sobre el consumo de energía primaria, beneficioso para la salud de las personas y barato en términos de costes. Además, para un porcentaje muy elevado de viajes en nuestras ciudades es el medio más rápido.</span></div>
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<span style="background-color: transparent; font-family: inherit; text-align: justify;">Por tanto, el <a href="http://www.juntadeandalucia.es/fomentoyvivienda/portal-web/web/areas/transportes/plan_bici" target="_blank">Pl</a></span><span style="background-color: transparent; font-family: inherit; text-align: justify;"><a href="http://www.juntadeandalucia.es/fomentoyvivienda/portal-web/web/areas/transportes/plan_bici" target="_blank">an Andaluz de la Bicicleta</a> tiene por objeto que la bicicleta se use en nuestras ciudades y áreas metropolitanas como un modo de transporte más, fundamentalmente para ir al trabajo, a los centros de estudios, visitas, etc. Al mismo tiempo la extensión, complejidad y oportunidades de un territorio como Andalucía, explica que en este plan la bicicleta se plantee también para la práctica del deporte, el ocio y el turismo. </span></div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-78782804963354035272013-09-10T06:15:00.001-07:002013-09-10T06:15:56.189-07:00El tatuaje inteligente para deportistas.<div style="text-align: justify;">
<a href="http://www.unocero.com/wp-content/uploads/2013/07/TAT.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="112" src="http://www.unocero.com/wp-content/uploads/2013/07/TAT.jpg" width="200" /></a>La noticia de hoy no tiene desperdicio y supone un claro ejemplo de la tecnología puesta al servicio del deporte y la actividad física. Un equipo de investigación de <a href="http://www.ucsd.edu/" target="_blank">San Diego (Universidad de California)</a> está desarrollando (en fase experimental) un tatuaje temporal que monitorea con sensores bioquímicos el sudor de los deportistas para medir el pH y la acumulación de ácido láctico del sudor.</div>
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Muchos os preguntaréis ¿qué utilidad tienen estos datos?. Pues os diré que la acumulación del ácido láctico en sangre es un claro indicador del estado de forma y de la intensidad del ejercicio. Los mecanismos para medir en sangre el ácido láctico son invasivos y están al alcance casi exclusivamente de atletas de élite. Este tatuaje supone por tanto poner al alcance del deportista de a pie una interesante forma de controlar de manera instantánea la intensidad del ejercicio y el estado de forma.</div>
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Este equipo de investigación espera que sus tatuajes empiecen a comercializarse en el año 2015. En estos momentos están centrando sus esfuerzos en buscar una correlación entre la cantidad de ácido láctico concentrado en sangre con la cantidad concentrada en el sudor para que los datos que nos aporten sean totalmente fiables y útiles.</div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-12427206343991447122013-09-06T07:10:00.004-07:002013-09-06T07:10:48.784-07:00¿Conoces los beneficios de la oxigenoterapia hiperbárica?.<div style="text-align: justify;">
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSRN3IzdQGeAlpKpJMnhnQV2f97FgefVvpQBk0iy4N4yjd93E8A5w" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="179" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSRN3IzdQGeAlpKpJMnhnQV2f97FgefVvpQBk0iy4N4yjd93E8A5w" width="320" /></a><a href="http://www.ohbmedical.com/" target="_blank">OHB Medical</a> es un centro médico especializado en oxigenoterapia hiperbárica que nace de la necesidad de buscar terapias que mejoren la salud en el presente pensando en el futuro para mejorar la calidad de vida. Su objetivo es hacer llegar al ciudadano de a pie la oxigenoterapia hiperbárica. El aire que respiramos normalmente (21% de oxígeno) a la presión del nivel del mar es suficiente para satisfacer la mayoría de las necesidades de los tejidos. Este oxígeno está combinado con la Hemoglobina (95%).</div>
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Durante el tratamiento con oxígenoterapia hiperbárica existirá una mayor cantidad de oxígeno disuelto en el plasma al haber mayor presión. Sirva como ejemplo que a una presión de dos atmósferas (el doble de la presión atmosférica) el oxígeno disuelto en el plasma se incrementa de 0,32 ml a 4,4 ml. Esta cantidad de oxígeno adicional que se consigue es casi suficiente para satisfacer las necesidades del tejido sin contribución del oxígeno combinado con la hemoglobina y es responsable de la mayor parte de los efectos beneficiosos de esta terapia:</div>
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<li>Ayuda a recuperar mejor de los esfuerzos del entrenamiento.</li>
<li>Mejora la regeneración del ácido láctico.</li>
<li>Mejora la circulación.</li>
<li>Mejora nuestro metabolismo basal.</li>
<li>Fortalece el sistema inmunológico.</li>
<li>Combate los radicales libres.</li>
<li>Purifica y limpia la piel.</li>
<li>Mejora la cicatrización de las heridas.</li>
<li>Mejora la audición.</li>
<li>Ayuda a reponerse de quemaduras.</li>
<li>Disminuye el tiempo de recuperación de lesiones.</li>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-77074758388411709142013-08-29T04:08:00.003-07:002013-08-29T04:08:46.433-07:00TS2, el sistema antipronación de New Balance.<div style="text-align: justify;">
<a href="http://static.liveclicker.net/thumb/7/6234_1_Flv_512x288_thumb_2.jpg/new-balance-ts2-2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="179" src="http://static.liveclicker.net/thumb/7/6234_1_Flv_512x288_thumb_2.jpg/new-balance-ts2-2.jpg" width="320" /></a>Todas las marcas deportivas especializadas en running tienen sus propias tecnologías patentadas para combatir las posibles lesiones derivadas de una pisada pronadora. La mayoría de estas tecnologías se basan en una doble densidad que da soporte a la zona interior del pie evitando una rotación excesiva del mismo hacia dentro. Hoy nos centraremos en TS2, el sistema que aplica <a href="http://www.newbalance.es/" target="_blank">New Balance</a> a sus zapatillas para pronadores.</div>
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TS2 es lo último en tecnología de control de pronación. La principal característica que lo diferencia del resto de "sistemas antipronación" es que ofrece una corrección progresiva, dando mayor soporte en el talón y menor soporte en la zona media, facilitando una pisada más natural pero al mismo tiempo controlada. Os dejo un vídeo con el que apreciaréis mejor como actúa:</div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-3007946978628414832013-08-21T08:16:00.000-07:002013-08-21T08:16:28.609-07:00La nueva red social para deportistas: wan2sport.<div style="text-align: justify;">
<a 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" width="320" /></a>¿Te aburres de practicar tu deporte favorito en solitario?. ¿Te faltan personas para completar equipos para ese partido dominguero?. Posiblemente <a href="http://www.wan2sport.com/que-es-wan2sport" target="_blank">wan2sport</a> sea la solución a tus problemas. Hablamos de una nueva forma de encontrar personas que practiquen tu mismo deporte. Sólo basta con introducir dónde y qué deportes queremos practicar, mediante un mapa de google maps, podemos visualizar a otros deportistas, ver su perfil deportivo y si nos interesa, enviarle un mensaje o chatear con él o ella.</div>
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El programa es totalmente gratuíto para todos los usuarios. En un futuro los creadores pretenden añadir nuevos servicios extra de pagos para aquellos que quieran una experiencia más completa aún. Los pasos para usar la red social son muy sencillos:</div>
<div style="text-align: justify;">
</div>
<ol>
<li>Rellenar un formulario para dejar constancia del lugar donde practicas así como el deporte en cuestión.</li>
<li>Visualizar el mapa para ver a todos los deportistas registrados de tu zona de práctica.</li>
<li>Si te interesa contactar con alguien, ahora será el momento de registrarte.</li>
</ol>
<div>
Posiblemente el número de usuarios de esta red social aún no sea muy amplio en tu zona. Pero hay que reconocer que es una gran idea y que con el tiempo puede extenderse su utilización facilitando el hecho de compartir entrenamientos con deportistas de nuestro nivel.</div>
<div>
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<div style="text-align: center;">
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src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxQTEhQUExQVFRQXFRgWFxUUGBYVGBcYFRgXFxcXGBUYHCggGBwlGxUUITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OGhAQGywkHyQwLC8vLCwvLCwsLCwvLCwsLCwsLCwsLCwsLCwsLSwsLCwsLCwsLCwsLCwsLCwsLCwsLP/AABEIAJwBQwMBIgACEQEDEQH/xAAbAAABBQEBAAAAAAAAAAAAAAAAAgMEBQYBB//EAEwQAAEDAQQECwQFCQYGAwAAAAEAAhEDBBIhMQVBUWEGExQVIlJTcYGRoTKSsdEzQnLh4gcjYnOiwcLS8BZDVKOy8SQ0NUR0ghdjk//EABoBAAIDAQEAAAAAAAAAAAAAAAABAgMEBQb/xAA1EQACAQIEAggEBgIDAAAAAAAAAQIDEQQSIVETMQUUMmGBkaHwIkGx0QYVUnGiwZPhM0JT/9oADAMBAAIRAxEAPwDaOYtDS0dSZDS0OOtxA85OJVRUp4eXxWhNLCSYMwdazvN/1RMhGyU+oz3Qqix6VoOqBrqF1ri9rXFrcSzMkRIGf9ETpbwjDMaznBVNZNAtbXfVIgfVknN2fR1ZHVrVNSnNta3+hbTcLPMV9i0nRruFMUSy8HOp1QG9INgGCMR3FOMpG4puiNDMo1KjmxhNyNQcZeQDl9xUeziMf6zVlPNl+IVXJm+EiXEui2CpT6MFJ4tTKiNVpQUni1PqMkApLKUlAEenRgSUF5Uio2Sk8WgBi+dyL53J/i0cWgBg1DuRfO5UelS1lcPrO6IHQBBLA+RdLmtxdr3CMVXu0tUosaGkG86QH9IhuECRgYMidcKuM23Yjm1NhVJCqeEFV/FdFpILrrw3A3XAjAnLGMVI0HbX16d97QDMAiQHDaAe/wBFYmmrU7MkZN9obQNR9AzS4oQDDmcYLrREQJvCpO2JyIS+Dmm6laoWPY0iJvARGye9S9KaNfaagYOhRZm7rOOYaNcDCd5Vxo/R7KQDGNga9p3k6ypSYI7aGZBMXdWtT67jBjOMFhCwPbWe8vZaGmGRrLJJuNmTgWTuxConOzsiMpWNdxB2Fd5OdizFo4T16brouENABkTjAvCZ2yFrbNUc5jXEFpLQS3YSJhTWqTJJ3GuTHYq3hDVdRol4HlmFd3TtKRVsgqNc12RCnBpSTZGabi0jFmu9jqDg54L2jjaVZzQ8YuF+6XXsYBgCI2KbYeELX1GsLC28Q0EGcSYEiAq+2WEl5YxpdWdLZJJIbOOJPRGPqr7QnBttGHv6VTbqb3bTvV1e17FOHTs2WvEDrfBBpN2p7i1ntKOcbS1jmXqV2843roA9kmPrkXmw3asdSeW1jbTp52+4u+LZv9UXG7CsfZdLuo0jccKjS+GXr5N2MZLmtJIMata0fBvSZrMcXMAc0gSMjM7coj1TpyzxuKrDJKxPexrRJCYFbYweYUqrTJB2kFZumyu0zxbjHls1FYcfWr08vBXPnpctw8Kcr5y65T+iPeHySTXdnA88FCZbLQB9CZyGGAHdOP7k2202kf3ZyjEbonPNYutYz3Ev4VH2yxqVJxA9Qm7+71CjPttonCiQMMDJy3yEz+fe5t6mcCBOWE4kyULFYy60/iLhUbf7Lltm24LpIGDfNS3Uw7X4FNuokal3jAQyxCl8WhAEiqwQgWWqZF52YOeGA6UC8JnHZE64g506Qq66hIkSIbiJx1LbU6rTDmiRmDe+5FOafIbVikqWStmCZ1SZOYzM4GL2LdZGxOU7PWN6C7UekZ1uGp3SzbhhG05K7qGIIaMccZQ2oYJy1CIGPhulWXIlFzbXJB3yST+iBi4kZEE5axlrdpMEBWFR8AuccBiSdixQtlXVUIGrBvyVc5pcySVzVtaCI16ki4FSWanaHNDxWAEkdK6Mv/VOVLNaAelXYDvLR/Clmv8AILFyxgIIQxoAJ8FUUrHaTi2s090H+FK5Bau1b6fyov3AWdwIuBVnNtq7Uen8q5zfau1b6fyov3AWlwIuBVXILT2rfT+VAsNpOVZuHd/Ki/cFh/Slmlt4CSNQxJHcqvR3Bu/U420YkmRTmQAMg46+4YKcbBaRnVb6fypbdF2vMVB5fhUVG0nKzFlV7liaY1YDLDci4FXDRdrOPGDy/Cjmq19f0/CpXezH4ljcCVSYJVZzTa+v6fhXRou2dp6fgRrswLC6FQ6Zsxa6abbznewABMnfqAzU3mm19f0/Ajmm19f0/AoThm5picUyDoTgyylD6sPqZ7WtO6czvV/cCruabX1/T8KOarX2np+FTu9mOyLG4EssAb3qqOi7X2g8vwpR0XbD/een4EXezCxNbQaCSAJOZ1mMsUq4FX802vr+n4Ec02vr+n4UXezCyLG4FXaZsbXMkgOjMETht8Ec02vr+n4U0bJaBINZg2g3fXoqFSHEi42ZOnU4clJFRYtAG0Pv1PzdIYNGRcNw+qDtVrTtLaYuMpgNBIHzTVqZXY28aoIJjowcYJ6u5R5XH6WxNTDwhGk7GrDwVWUpT1J/OR6o8yjnI9UeZUBC4n5pi/1v0+xr6tS2J/OR6o8ykHS/6MxnAc4DvIEBRA2cNuHrj6Sr+m27Abg0ZAZLrYGrXrU3UnUfO2lvsZq0IRllUStbpWRIa0jcSu85nqjzKY0lTDavRwvNkgZXpz8VHWLF4zFUKrgqja8C2lRpTjfKT+cj1R5lTdH2wvmRERvz/wBlRrhqub7Lrs54A/FWdH9I4ieIjGcrrw2FXoQUG0jUdHZ8ELLcsq9ofJvyQvTcWJzcrOU2AjEqZRs7wOg94GxriM92ShMogiSU+LBhgTBjXty+Pqubnlmdn5G1QjlWg+7jIM1auBM9M5gTt2JQp1Y+lqRgfbOvLWo3Np3+Y1+KG6OkSCYPd80+JPd+/AeSOy9+I9Usr3CC97hsLiR5EpmpZQBifhv+S7zcdp7pHwnvSKlhuiSSB4fNJzlu/fgChHb35lvotreIlwBulxEidepWVltLXzkYIGd2JOJx2KHoJk0Y3n4pdpsx6XSnonUIGC6sHon3HNnfMxYt7do2YJLbSHHA5eCjtspnB5x1ACAmnUp6LiTj3Zdyrk7lbZPNfaUzT0q28AMe9dNKBkmaFIkj83G9V2k3cauWYtDPvXZaRIk4qOLNvTjaeEK5Nt6juxu2VwwXjJxgbfVXtld+aYf0AccNWtUnEnartjZpAZdCJ2dFWw+ZLSxk316EFpr3SWxAa4iJbgDIJaIERGLidcKbo/S1mpm8KpdIxJaccZB8MR4qmfoN7jjRpvOGM0zOw4mYTFp0HXMBlCjAGN64YnYAe9cVY7G3twvR/c3LCYda515mxZwioHJxPc1x/cnXaaohodezJAAa69hEy2JGYz2hZDRuiawnjbPTxMxTcwYgZ4nMSE/atA1SxpZLekSWMe28BDQJJwOROG5XrFYzI24a7Wft/siLo0syWb1Rpef6O13uO+SOf6O13uO+Sx40DaMcamMf3lP070h3B60x7VXV/eU9Sz9ex/8A5/xkW9WofrXmjbUNNUnODQ4gkwJa4AnZJEJjTza74ZQdcMSTEg44AmRGRyxVdZbPVdxTDTDQHMN8vaZuEOMAazGrary11iHbG3SXGdmzwnFdXD1ak43nz/Zr0ZjqU4p2X1/tHmXCq3utAqWeu385Z2mHAuBL7s32FjhBi7ifmth+TK2Wmro+i61g8cLzSXZua1xDXHfGG+JWG4E6ZbpSu97WuFxpFeQLkOcQxgM43htGTSvX7PF0XQAAAIGQ3KylmzScidbJlio+Y6hCFeZzixelqf55+H1icz4YLarGaVP52p9oqylG8iuo9CJbfoB+t/hKhBTbd9AP1v8ACVBLgBJwXlfxH24+J1OjuyzqE3x7es3zCOPb1m+YXmsr2OldGc0vpyrUq8nscGpm+ofZpjaf6xWus+kHtaAS1zoALogE6zdkx3SqOpZGAuLHMYXGXXbovHaYzKbbZT2o8wussW4QUKPwpbq7b3Zl4V3eerLpziSSTJOv9w3LijWd7WiC8HxCd49vWb5hcyq5zk5S1ZoiklZDiRVQK7esPMIqrT0cmsTHx+hXiP8AjY2hCF6s5YtlEHGYT40eYmTG5RC1dk9Z3ms7pyu2aFUjZIlcgdlLv9/HchlhdEgu1jZ361Ex6x811pIyc7zRw2PixJXNztp/28UzxA65TWPWPmuXd5SdOXyHxYmn4PvAptG0ujw/3CnWqnAOZ6JnyVPo8/mBiQZdEOu44ZqyNdzmm9EAYQQZ8l14dlHNn2mLLoxiNSUwAGYz1rgdeG5LafIIsQO3wSRCrOMrgnothTapJOxNXHj62HdqSZZCVr6XHAScgnWjDFcY4AQEPcAJOQ2IuQsOSrKgDxTZibgnZ7OPgqNtupnJ3oe7Yr+l9GPsj4KcBlTZ7C6CQKJcHDGHRqn0jFL5pMNhlCRn0XRgTEY70y2pUbdHKGwCLwuScL97GJM9HyTjX1OieUDFwBHFiDlIGGBzxVmUjZDjNFwBDKIcL0wHRji2PEmU1S0U8fUs47mvnEQ7GdisLPbGhoDn3nCATBEnbEYKalYeVFLX0U50ANoQMgWuOo78MyF0aIjDi6MXQMQ7OGg68va35K5QiwZUVFh0e9jmFzaMNmLgcCJEGJP2fJI4QioQ1jHMDXy2oHUzUc5uEgNgyIJBkH2grpZ/hTZHvAutc4FrmG60PIlzHYtJEg3ShxvoNKwxYbM2jVdxLKdGgQSGUrM5l58ANc+6zGIPhCXStFcU39Mca58iKFQNa26BAEYmZMmVXWuyvqNpiLYwsEE0m3L/ALPtAO/R9Soz9EvIAv6RBDQ2QcTBmTjF7emMvnWmtNECoboDeNPE1LziPag3YAPdhCvqbw4AgyCJBGRBWQ0VRfRvCLZVvFpHGi8WwxrYBJyN293uK02iqRbSYHCHAYjOJxj1QBKKxulPpqn2itksbpT6ap9oq6j2iqryItu+gH63+Eqn0gwupkAScMAri3fQD9b/AAlQmNmAF5T8Qu1SL7zqYDsshaOtJp0XU3UnulzjlgbwYIOOq6dRz1J59opn/tnEyDJa2coxnMDZkpZoOwwnux1TGG5AoOMiDhn4rlLG1kksvoa+DDncjGtRDiRZi4fZAH1zN3b0gI/R7k2bQzi7vJney4DotgOc1omcyZbM5qbyZ/VPkh9BwzB1euSHja36V5C4MN/Ug6PrMbDX0CQW02khrfqmXuOEmTB8E6y2sBEWd2EwbrdbWgw3JsxMj95Unkz+qfJBs7tiFjayXZ9A4MN/UpNIU772mnScxoABEASQTjhhlHkrOrqUg2dwzEYE44ZZqPVUsLUlPFRclbn9AqRSptIbQhC9Ic4EIQgAQhCABCEIA0mg6YNESAekc1Kr04EAYQcBgo2gKwbSEkCS7PvU6rWYQbrgTGpboPRFElqJDMAE61uEBJtNnLmw0wTrGpNWXRj2OaXVC4YyEDjBNXbFOsgeYM98wuNsIbUzMRhJw2FT3UJBxiVCfYyHNBe8TIzCTTCK+Q86j/QXGBO0aFwEXid5zG5dptg96lYhYZDSrazDoN+yPgoFVp+5T7N7Dfsj4KcQQ5CIXUKQzkLqEIAEIQgAUS1Nk5E4ajGtS1DtQEyQMsy67tw+KjPkNHGU8JuuBkYFyWKDTjiCcTBIxUYubldG32xn5pTSwuxAGZm+PhO8qvMiRI5M3afM/wBa1ICiCnS6w97u37gn+UM6zfMKaaIsdKxmlPpqn2itdyhnWb5heacIdL1W2ms1lF72h+DmtcQcAcCBir6M4p6srqRbRZW76Afrf4SotnBvNAMEkCc/awy8V2hWfVsrS5jmu409EggwGnGM4TlnoO9qCLvSxGZGIELzHTiz1YW11OlgdIO5pKOgw5rSKr4IBGDZggROGcLo4OAT+dfjub8lAZwjqgCKbA3IYOjDUMe5LPCOtMcW2dkO+ak8T0b84vykLh4jf6E7+z3/ANr/AADfkk/2aERxr4w1N1eCgjhPV6jPJ2vLWuHhRV6jP2vmk8V0Zs/Jj4WI92LH+z2JPGv8m/LBc/s4O1f5M79igHhNV7Nvk75oHCar1G+TvmjrPRmz8pBw8R7sGm9E8VTvcY52IEENjHDUNwWcqalcaS00+qy45rQJnCdXeVT1NSw8ShPHQdDlbv567l2WcaLU+YhCELuGIEIQgAQhCABCEIA1PBtgNLEA4mJx1qxtVFobgAO4Kv4MmKXifird/dPhPot9NXiimXMTRwbtK6Km5Rn0XEDpFuGyVW0dIMDsazjBx6O/JO9uYKDlyLhxJEZSNWag1qLi4DjHZYZSI3qe2cyVBqNql392cyDj6qM+Qoi6LSMC4uxmTn3KYxmEFN3IaJz1x+5F7Wny5kUJqO1D45q0s3sN+yPgsnaiHPJ466NmpaqxfRs+yPgim7lk4ZUh9CEK0gCEIQAIQhAAq+3MBqUwRgSZVgodtpuljmi9dJwmMxtVdVXj5Eo8yEGOkg2dkSYdfAEXiMRnlB8YSaQcWzyZgdhA4xpmZkyBqw751INgBMmzyZLp4zWcdu8rtGx3XBzbOARkb8xlqPcFC9Pb0H8W52ox4cQLK0iYBvtEjHEiMMvULtx/SmzNwaS2HglxwhuWGv71K5RV7L9sI5RV7L9oIvT29Ba7kUsdBPJhm0AX2yQfaO4DD7lwMf8A4VueuoBh4AqXyir2X7YVHa+G9npPdTeQHtN1w6ZgjMSGwj4NvQNdzQMsbCASwAxiM43YJu1WRgY4hokAqss/Cmm+mKjQCwuuh0uzGqC2UP0+14ugDpdEYnXgPqqmrWoQVpWTe6JxhN8igdZpc47SRMTheGvUJOPcnmCoOrt16o+7v3qxFKjdl1mrF0EkC9j+0BO5LdQs4APJq+vAB5IjDHpbvULkPomu3e/q/sautQ29CqqB8hpLc5HgfSZSem4ES2GkbdWM5b1b1LPZwY5PXMGJAeRnHW2rtahZ24cnrnXgH9Ytk9LcT3KP5NXfzXm/sPrcNvQrQagzu4iR7Wr/AG1pLW1TrbhG3WQfHEBWNOlQMf8AC2gTtDxEbekrTmGh1P2n/NS/KK+6839hdaht6GPtVQmJM4eU6jiolVanT+iqVOleY2HXgJlxz7ystVWGGGnh8dGM3d8/Rl7qKdFtCEIQu8YQQhCABCEIAEIQgDV8GG/mvE/FXCqOC/0XifirZxIyErfDsoplzEVqsBVj2tEEUmuk7ArA0JOPrilCm0Ebk2rkU2uRFIL2kPY4NwOJz14RshQrTQYxwAp1SBgSC4gyAZzzlTrZb20yGl0SRvgE4k7oBUfSdZzaV8PAF+JddiMSNW4eaTvlHew/Y8jDXDHC9nqyTdorubMNJwnvOxP2SveY10guIxIynXHiio2UueomVIs7exdjmryxWogDCBBMOzEd2pM2duc+CjV7MJJL3tbiTDroAxJ1fGcAktESzOVrlo/SBABgYgbdYlNDSpx6Iw3/AHKloVGXgBVL9V0unHPZnAnzVJwo09xX5thhxGMbFJSbIzTTsXGl+HYouuimHnXDoj0Krx+Us/4Yf/p+BedurEudO43pmZxOGrUlMk5KV2Ruehf/ACUf8N/mfgXR+Uk/4b/M/AsAAtdwG0GHuNprw2jSxF7AFwxkzqb8U7jPSNG13vptfUZxbnCSyb12cgTAxhUPCXhrRspuCKlTW28Ghve7HHcs9wl4cuqB1Oyy1mRqkQ532R9Ub8zuWDtNnDvaBPfOvPJCkrjeiPQR+U6crOD3VPwro/KWf8N/mfgXndOmG5CNuf70wIzId3SjW+gJ7npD/wAp8f8Abf5n4E3/APKZ/wAL/m/gXnDzJwDl2FbCOmpCUtjfW38p9VzCKdBrHHJznl8bw26MVg6jy4lziSSSSTmScSSkwghWJJEG7m54P/8AT2/r3f6SprDEEZjHyULQH/T2/r3fAqYF5H8Qu0o+J18ByZZDTdo7T9ln8quxZrX27PdH8qybTitEdP0+sfdd8lV0XUVVS49Vq1rfE1/ZLExy2yRXkP0qdpcJbaaZG4NP8KXya19uz3R/KqahbaTYio7VPQdjF2NWHshJFqoxHGOjL2HZTMTEwuhajbtv/I/uVWe38S75Na+3Z7o/lVZpDSNppPuOqgmA6Q1uRkdXcUuzaYpMBhxJMSS10mABs3Kr0paxVqlzZi60SQRiC46+8LN0g6dOhmpVXmv+tv8AslQTlO0oq37WF2rSdWo2698iZiGjEdwVfVTiRVXIwNWdTFRc22+/X5M11oqNNpIbQhC9QcwEIQgAQhCABCEIAct+kHUaNBwe9ovVgbhiTcIZOow4g4gjcVCs2ly4y6paxOptSpd1E43sgb47o1rvCR8Wahl9JUzx1BZ9lpcBgYG4Df8AM+a6FPsoolzL216ZJYblS1h9xob06kXgBieliTDpw1pdPTAJbFW1kHWajxrkN9vK6HSdyzjrTVmQ8eIB3fBN8ZV6IviBl0e8bdhPmp2EW7nsqCa3KnODzL5fNy8SJ6WJu3R5pB0myoOLdVtV1oADC95F4XW4C9jEnPwyxg8odt2bBliE1Wq4HVOcACe+AmBpKel2tN1r7WOiQAXvMDpAkC8IIwxy8cVFbpVwdUJq2osg3QHvDmHHOTjqOO1UPKnzN7Hbhu9cBjuGxAtb+l0vazyxlREaMaUIe6X2y6bhZFSpl9eekSPHfuSKekZvcY61uZfcPbeOgcGNIvfanwVFyx/W1zqzmfjik8sqTOv/ANcdaVhouLNbaUtJ5VMtxvvmYId9bE55R8Uiq6i6C4V3ZBxdJP1pIlxgyWeSpuVvkZiLztRxdgcCEuz6RfJl5mAcQJzO7aFFTjmyjd3qycyz0ZcXNqlskNIvYQ0CM+tOe7epzmWenDQKzs3dC/mSIBxGrPVJ8FQHSDxMOGJJJjbnOGKKNveSelMjGBM7NWUz6qXcKxZ1LTQ6RBqjHotDnx7GM9Lrz4AJzSukGPpXKVSvDTLWPe4sgZC7ejM59+3CitFWC0QJ3AN192K69kNc6MmkyJnAd6dgXMBaagOLnb+kdnftXH2uocnO8XFM0arXi8CR3jNd8U4xuEmhpweSZe/wJTlOR9Z3mUpCsSsQbO3j1neZXLx6zvMoQpCO3j1neZXL56zvMoK4gDc8HSeQCST/AMQ7P7CsmWSoQCG4eCreDn/ID/yHf6FrKXsjuHwXGx9OE5/Gk/3NlCTS0ZTcjq9X1HzRyKr1fUfNTdN1XNoPcwEuAEAZ+0NirNFWlxZQcW1L761RrpDgGtYxpGuMS4YkfDGql0XRqUnUyrTu7rkp4mUZKN2Pcjq9X1HzRyOr1fUfNW1LSTQCCWi7eGMTIy80qz1gbkj27uuPaOPpJ8IRPoulFReWOvcQpYyVSTim9Cn5HV6vqPmjkdXq+o+a0lWm3GGuERBccMXXfv8AFP2uyta18BwLS0ScjOzaoPo2mk3kjoW9YluzKciq9X1HzTFooubF4RsWiVbprJveVXSoUoyTjFJkpTk1ZsqkIQthSCEIQAIQhAAhCEAROFIBs1Ce0f8AALMBmxxWm4Vviy0MJ/Ov+AWWNzXn4+K6FK2VFMuY4Gbz5rjWjU4+aTLBsxw/eiWbvLxVhEfTdaYwS2ulIrOgZSkwGQugpIbuhJfIMAjx1qOo7DwXHt2Jht/9H1Q9riMTjqhFwsdqUznexyGHpCS1kHHHbhKXSpXTiScI+9dLoBnKQd2CMivcVzlQgtICbouAMdIav6hFqrw0QbzsDG7v1JLHkjER4z6p5G3ceayaCtUJcLuURJGyUh1IHA4jZq8k4hWqKK8xxojJdQhSECEIQAIQuIAF1cXUDNxwc/5Af+Q7/QrmnpWABdyG37lTcHP+QH/kO/0J9czEpOepppu0SzdpUHAskd/3JDdINGIpgd0fJV6FnyoncnutzDiaTSd8fJOc6jK5h37MtSrEJ5UFy053/R9fuSnabJzBI3uVShFguWnO/wCj6/cotttnGRhAHjmoqElFILghCFIQIQhAAhCEACEIQBH4SMcbNQugn84/ITqCzJY/s3+DStrRtlRghriBsCc5yq9o5ao10klYrcLsw4pv7N/ulApv7N/ulbjnKr2jlznKr2jlLrMdhZGYcNf2dT3Sm69B7m+xUb/6lb3nKr2jkc5Ve0cjrEdh5GefUbO8Zsf7pXKtlf1am32XfJeg851e0cu85Ve0co8dDcWefOs7z9R8/Yd8lziKhxuuw/QcvQucqvaORzlV7RyOPEWVnn4o1Oo6dt13wSTQqdR/un4QvQucqvaORzlV7RyaxEfmhODPOuSv6j/dd8l3kr+o/wB13yXonOVXtHI5yq9o5T63HYjwmedclf1H+675LvJX9R/uu+S9E5yq9o5HOVXtHI63HYOEzzrkr+o/3XfJHJX9R/uu+S9F5yq9o5HOVXtHI63HYOEzzrkr+o/3XfJHJX9R/uu+S9F5yq9o5HOVXtHI63HYOEzzrkj+o/3XfJHJX9R/uu+S9F5yq9o5HOVXtHI63HYOEzzrkr+o/wB13yXeSv6j/dd8l6JzlV7RyOcqvaOR1uOwcJlfwfpkWAAgg8odgQR9TenU9Xtb3iHOJEzj/W9MrLVnnlctirKwIQhVkgQhCABCEIAEIQgAQhCAP//Z" /></div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-941303355932623072013-08-17T05:49:00.002-07:002013-08-17T08:40:13.497-07:00Análisis del mercado de zapatillas: Brooks.<div style="margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
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<a 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" width="200" /></a><a href="http://brooksrunning.es/run_happy_es.html">Brooks</a><span class="apple-converted-space"> </span>es una empresa deportiva que produce
calzado y prendas de alto rendimiento. Fue fundada en 1914 por Morris
Goldenberg. Su filosofía se basa en la idea de que correr debe ser divertido, y
para hacerlo divertido la comodidad es absolutamente necesaria. Sin comodidad
el rendimiento es difícil, y la diversión es prácticamente imposible.
Afortunadamente, si hay algo que Brooks hace bien, es diseñar prodcutos
increíblemente cómodos. Existe la comodidad, y la comodidad de Brooks. Todo un
círculo de tecnologías de comodidad en combinación que proporciona a los
corredores la última experiencia en carreras eliminando todas las distracciones
posibles. Veamos que tiene que ofrecernos en lo que a zapatillas de running se
refiere: (para cualquier aclaración terminológica consultar nuestro<span class="apple-converted-space"> </span><a href="http://deportecnology.blogspot.com.es/2013/05/habla-con-propiedad-diccionario-runner.html">diccionario
runner</a>)<o:p></o:p></div>
</div>
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<div style="text-align: justify;">
<br /></div>
</div>
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<div style="text-align: justify;">
</div>
</div>
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<div style="text-align: justify;">
<br /></div>
</div>
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<div style="text-align: justify;">
<b><u>NEUTRAS</u></b>:<o:p></o:p></div>
</div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
<a href="data:image/jpeg;base64,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"></a><o:p></o:p></div>
<ul type="disc">
<a 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" 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" 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<li class="MsoNormal" style="text-align: justify;"><b><u>Pureflow 2</u></b>: zapatilla neutra minimalista para correr de manera más natural.
Con un peso de 249 gramos y un drop de 4 mm, es ideal para corredores que
quieran iniciarse en una nueva forma de correr más libre y natural. Su uso
es recomendado para corredores de peso medio y ligero (menos de 75 kgs).<o:p></o:p></li>
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<ul type="disc">
<a 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" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Pureconnect 2</u></b>: zapatilla neutra minimalista para correr de
manera más natural. Con un peso de 204 gramos y un drop de 5 mm, es ideal
para corredores ligeros (menos de 70 kgs) que quieran iniciarse en el
natural running.<o:p></o:p></li>
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" 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" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Puregrit 2</u></b>: zapatilla minimalista de trail. Con un peso de 275 gramos y un
drop de 4 mm, son ideales para corredores de trail con una buena técnica
de carrera, independientemente del peso y la distancia a recorrer.<o:p></o:p></li>
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<a href="data:image/jpeg;base64,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"></a><o:p></o:p></div>
<ul type="disc">
<a 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" 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" 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<li class="MsoNormal" style="text-align: justify;"><b><u>Glycerin 11</u></b>: zapatilla neutra de entrenamiento muy amortiguada. Tiene un peso
de 330 gramos y un drop de 10 mm. Son ideales para competiciones y
entrenamientos de larga distancia si eres un corredor de peso medio o elevado
(más de 75 kgs) que corre a ritmos no más rápidos de 4:30 min/km.<o:p></o:p></li>
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" 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" width="200" /></a></div>
<ul type="disc">
<li class="MsoNormal" style="text-align: justify;"><b><u>Ghost 6</u></b>: zapatilla neutra de entrenamiento. Tiene un peso de 303 gramos y
un drop de 10 mm. Son ideales para entrenamientos y competiciones de larga
distancia si eres un corredor de peso medio (de 65 a 75 kgs) que no corre
más rápido de 4:10 min/km. Corredores más pesados deberán utilizarlas
únicamente para competición o para entrenamientos de calidad.<o:p></o:p></li>
</ul>
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" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Dyad 7</u></b>:
zapatilla neutra de entrenamiento pensadas para corredores con arcos
plantares bajos. Tiene un peso de 352 gramos y un drop de 11 mm. Son
ideales para corredores pesados (más de 75 kgs) que entrenen cualquier
distancia a ritmos tranquilos (no más rápido de 4:30 min/km).<o:p></o:p></li>
</ul>
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<ul type="disc">
<a 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" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Defyance 6</u></b>: zapatilla neutra y pronadora leve de entrenamiento muy
amortiguada. Tiene un peso de 306 gramos. Son ideales para corredores de
peso medio (70 - 80 kgs) que entrenen o compitan en cualquier distancia a
ritmos no más rápidos de 4:15 min/km.<o:p></o:p></li>
</ul>
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<a href="data:image/jpeg;base64,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"></a><o:p></o:p></div>
<ul type="disc">
<a 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" 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" 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<li class="MsoNormal" style="text-align: justify;"><b><u>Aduro</u></b>:
zapatilla neutra de entrenamiento. Cubren al corredor tipo de las Ghost,
pero a un precio más económico. Son ideales por tanto para entrenamientos
y competiciones de larga distancia si eres un corredor de peso medio (de
65 a 75 kgs) que no corre más rápido de 4:10 min/km. Corredores más
pesados deberán utilizarlas únicamente para competición o para
entrenamientos de calidad.<o:p></o:p></li>
</ul>
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" 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" width="200" /></a></div>
<ul type="disc">
<li class="MsoNormal" style="text-align: justify;"><b><u>Ghost 6 GTX</u></b>: zapatilla neutra de entrenamiento con membrana GoreTex. Tiene un
peso de 335 gramos y un drop de 10 mm. Son ideales para entrenamientos y
competiciones de larga distancia si eres un corredor de peso medio (de 65
a 75 kgs) que no corre más rápido de 4:10 min/km. Corredores más pesados
deberán utilizarlas únicamente para competición o para entrenamientos de
calidad.<o:p></o:p></li>
</ul>
<div class="MsoNormal" style="text-align: justify;">
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" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Cascadia 8</u></b>: zapatilla neutra de trail running muy cómoda. Tiene un peso de
337 gramos y un drop de 11 mm. Son ideales para entrenamientos y
competiciones de larga distancia en la montaña si eres un corredor de peso
medio (entre 70 - 80 kgs).<o:p></o:p></li>
</ul>
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<div class="MsoNormal" style="margin-left: 36.0pt;">
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" 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" 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<li class="MsoNormal" style="text-align: justify;"><b><u>Racer ST 5</u></b>: zapatilla voladora para neutros y pronadores muy leves. Tiene un
peso de 244 gramos y un drop de 8 mm. Son ideales para corredores ligeros
que entrenen y compitan habitualmente por debajo de 4 min/km. Corredores
rápidos y de peso medio podrán utilizarlas para competición.<o:p></o:p></li>
</ul>
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<a href="data:image/jpeg;base64,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"></a><o:p></o:p></div>
<ul type="disc">
<a 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" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Launch</u></b>:
zapatilla mixta para neutros muy flexible. Tiene un peso de 264 gramos y
un drop de 10 mm. Corredores ligeros de hasta 65 kgs podrán utilizar esta
zapatilla tanto para entrenar como para competir a ritmos cercanos a 4
min/km. Corredores de peso medio (65 - 75 kgs) pueden utilizarlas para
entrenamientos de calidad y competición.<o:p></o:p></li>
</ul>
<div style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-left: 36.0pt;">
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<ul type="disc">
<a 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" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>T7 Racer</u></b>: zapatilla voladora para neutros muy ligera. Tiene un peso de tan
sólo 164 gramos y un drop de 8 mm. Son ideales para corredores muy ligeros
capaces de correr por debajo de 3:45 min/km. Es una zapatilla pensada para
la competición de distancias medias.<o:p></o:p></li>
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<a href="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxMSEhUUEhQVFRUXFxgXGBcYFxwbFxwYHBcXGBYYHBwfHiggGB0lHBgXIjEiJiktLy4uGCE0ODMsNygvLisBCgoKDg0OGxAQGzQmICQsLC02LDQsNDE3LSwsLCwsLTQsLzYsLCwsLCwvLCwsNCwyLy01LywsLCwsLCw0LCw0LP/AABEIAMIBAwMBIgACEQEDEQH/xAAcAAEAAgMBAQEAAAAAAAAAAAAABQYDBAcBAgj/xABDEAABAwIDBAcECQIFAwUAAAABAAIRAyEEEjEFIkFRBhMyYXGBkQdCUqEUIzNicpKxwfCC0RVDU8LhFiSiY5Oy0vH/xAAZAQEAAwEBAAAAAAAAAAAAAAAAAQIDBAX/xAA1EQACAQIDAwoGAgIDAAAAAAAAAQIDEQQSITFBUQUyYXGBkaGx0fATFCLB4fEGQhVSI4Ki/9oADAMBAAIRAxEAPwDuKIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCIiAIiIAiIgCItfGY1lJpdUcGiCe+3IalErkN21ZsItdmMaWg6SAfVZGV2nQrJVqbdlJEmRERagIiIAiIgCItarjWtOWbqk5xgrydgbKLDSxLXLMkKkZq8XcBERXAREQBERAEREAREQBERAEREAREQBERAFixGIZTaXVHNY0aucQB6mypfTr2g08G1jcO6lWrOfBbmkNbeSY4zaJ58lUsZ0u/xDEU6Ypv60TkbnYKbRqXid4O03iNIyi5UpLa3ZcSs5ZVorlx6Ue0GjhzkpFr3zlLiZa0nSWjedN+62qo7ds1a04h9YBgEveXWLJyPAEb2UkENGpaBxX1tfY9PDjra4w08MzszzfRo6mT46Diq5ielJMNYymGtmxpMcJIEkAtgaK8JU2s1OV+x+hkpTnpKNu1ep1zYWMc+k6i7dqMBAvI0tfiBIuOBBX19LqUwG1RB4H3T4HiuQ4TpbXY8PD2yABBYGtytBAbDQLRA8F0Po90+oV9zERSebbxmm7+oi3g71Xj8oYRyqOpBaPV9D39m80pRcY5W9nkSWK6cMwtWkyvenUDt4XLC0i5HFpzDvEcVdMLiWVGh9Nwex1w5pkHzXJfar0czURi6JtRG/TtGQneqNPdaRpAtpek9FummIwR+qdLCZcx12nThwNtQuvByzUVrsLn6VRUnYntNwVZo61xov4tcC5s9zgNPEBTtLpXgnaYqj+cDlz8R6rpBMooOr0wwDRJxVHycD8hqoHb3tRwVBs0nGu+ey0FojiS5w/SUBcNo4sUmFx10HiqxhHOe4mbm89/84LRrdIBjW030+y4boHOYI8Zt5L56VbXGz8G5wI658sp8y49p0cmi/kOa8PEVJYiqoR6u0GPaHTzB4eq6lNaq5pLXGmGlocNWySJIMi03kcCtzB+03BOc1pNUSQ2XMAAkxmJmwXCv5dHVI01mAO86L2qfJ1Klqm7kZj9WtcCARcG4I0XqrPs3qF2zsPLi4hpEnWA4gDyEKzKxIREQBERAEREAREQBERAEUXtTpBh8P8Aa1AD8Iu7zA081UukPtTw9Fh6prn1JIgiIsDJvfXSR/ebMi50FR+09tUMPHW1GgnRsjMfLgO8wFxbE+1TE4hwFMOpDSesA7uDCdVWNqbTc97i6oXuNzJmTcknmb+UKyhpcjNrY7Ltj2jU2MqClSqF7QcrnZermLOlrjIGsd2oVHwvT3GU5fXqPdTJgjdDiYdpaGi14iLTM357sWmQ7M7KAcwOYxwOkiwiRw9QsmP2kXlrLmk0nK3hzMN0aCYsP1R2SuiPqbtuNipiGPa59Kk0hrSHHI4ZWucBMaB0wA4T2jzlR9PE1GP61joMyCNWnh/O9KLJtLabe6b+cHlp3KT2f0dq1hNKm5wGtR0NpjxLrDzWc5Jay0RZI0cRtKpWeXVXlzjxPHu8O"></a><o:p></o:p></div>
<ul type="disc">
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRFCqbeg3gpTxm7VlPH8wSPNoZwpeOv6MBrH-p2WHxrF1Ar5iVa" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="95" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRFCqbeg3gpTxm7VlPH8wSPNoZwpeOv6MBrH-p2WHxrF1Ar5iVa" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Adrenaline ASR 10</u></b>: zapatilla de entrenamiento polivalente (trail o
ciudad) para neutros o pronadores leves. Tiene un peso de 318 gramos y un
drop de 12 mm. Corredores de hasta 80 kgs podrán utiliza estas zapatillas
para recorrer largas distancias tanto en monte como en ciudad a ritmos no
demasiado rápidos (más lento de 4:30 min/km).<o:p></o:p></li>
</ul>
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<ul type="disc">
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" 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" 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<li class="MsoNormal" style="text-align: justify;"><b><u>Aduro</u></b>:
zapatilla de entrenamiento neutra de gama media. Tiene un peso de 315
gramos y un drop de 12 mm. Son ideales para corredores de peso medio y
elevado (70 - 85 kgs) que entrenen medias y largas distancias a ritmos no
muy rápidos (más lentos de 4:30 min/km).<o:p></o:p></li>
</ul>
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<b><u>PRONADORAS</u></b>:<o:p></o:p></div>
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<a href="data:image/jpeg;base64,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"></a><o:p></o:p></div>
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" 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" width="200" /></a></div>
<ul type="disc">
<li class="MsoNormal" style="text-align: justify;"><b><u>Purecadence 2</u></b>: zapatilla pronadora minimalista para natural
running. Con un peso de 263 gramos y un drop de 5 mm, son ideales para
corredores con buena técnica de carrera de hasta 80 kgs, pues poseen buena
amortiguación.<o:p></o:p></li>
</ul>
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" 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" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Puregrit 2</u></b>: zapatilla minimalista de trail. Con un peso de 275 gramos y un
drop de 4 mm, son ideales para corredores de trail con una buena técnica
de carrera, independientemente del peso y la distancia a recorrer.<o:p></o:p></li>
</ul>
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<ul type="disc">
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTMz0KyWRax4Xj0yFMmcTlY2_IxNR9v4PXjaZggTOHhxr-DP5LJ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="85" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcTMz0KyWRax4Xj0yFMmcTlY2_IxNR9v4PXjaZggTOHhxr-DP5LJ" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Puredrift 2</u></b>: zapatilla minimalista muy radical para correr de manera más
natural. Con un peso en torno a los 150 gramos y un drop de 2 mm, es
ideal para corredores expertos con buena técnica de carrera y que
aterricen con el medio pie. Son muy radicales, por eso están
desaconsejadas para personas que se inicien en el natural running.<o:p></o:p></li>
</ul>
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<a href="data:image/jpeg;base64,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"></a><o:p></o:p></div>
<ul type="disc">
<a 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" 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" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Trance 12</u></b>: zapatilla de entrenamiento para cualquier grado de pronación.
Tienen un peso de 352 gramos y un drop de 10 mm. Son idóneas para
corredores de más de 75 kgs que corran largas distancias a ritmos no más
rápidos de 4:30 min/km.<o:p></o:p></li>
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<a href="data:image/jpeg;base64,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"></a><o:p></o:p></div>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRFCqbeg3gpTxm7VlPH8wSPNoZwpeOv6MBrH-p2WHxrF1Ar5iVa" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" height="95" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRFCqbeg3gpTxm7VlPH8wSPNoZwpeOv6MBrH-p2WHxrF1Ar5iVa" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Adrenaline ASR 10</u></b>: zapatilla de entrenamiento polivalente (trail o
ciudad) para neutros o pronadores leves. Tiene un peso de 318 gramos y un
drop de 12 mm. Corredores de hasta 80 kgs podrán utiliza estas zapatillas
para recorrer largas distancias tanto en monte como en ciudad a ritmos no
demasiado rápidos (más lento de 4:30 min/km).<o:p></o:p></li>
</ul>
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<a 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" 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" 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<ul type="disc">
<li class="MsoNormal" style="text-align: justify;"><b><u>Adrenaline GTS 13</u></b>: zapatilla de entrenamiento muy amortiguada para
pronadores medios y severos. Tiene un peso de 320 gramos y un drop de 12
mm. Son ideales para corredores de entre 70 y 85 kgs que entrenen y
copitan largas distancias a ritmos no demasiado rápidos (más lentos de
4:30 min/km).<o:p></o:p></li>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSCZtGlFgq7TRAwy6MnK-g2nUrDY6U9ZeV7NrcjheBepSgUZDpQgw" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="133" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSCZtGlFgq7TRAwy6MnK-g2nUrDY6U9ZeV7NrcjheBepSgUZDpQgw" width="200" /></a></div>
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<li class="MsoNormal" style="text-align: justify;"><b><u>Vapor 10</u></b>: zapatilla de entrenamiento de gama media para pronadores leves y
medios. Tiene un peso de 332 gramos y un drop de 10 mm. Corredores de
hasta 85 kgs que entrenen a ritmos más lentosde 4:15 min/km encontrarán en
esta zapatilla ideal.<o:p></o:p></li>
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" 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" 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<li class="MsoNormal" style="text-align: justify;"><b><u>Beast 12</u></b>: zapatilla de entrenamiento para pronadores muy severos muy
cómoda y amortiguada. Tiene un peso de 396 gramos y un drop de 12 mm. Es
una zapatilla diseñada para devorar kilómetros si eres un corredor de peso
medio o elevado (70 - 90 kgs) que no corre más rápido de 4:30 min/km.<o:p></o:p></li>
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" 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" width="200" /></a>
<li class="MsoNormal" style="text-align: justify;"><b><u>Addiction 10</u></b>: zapatilla de entrenamiento de gama media para
pronadores muy severos. Tiene un peso de 351 gramos y un drop de 12 mm. Es
ideal para corredores de peso medio y elevado (70 - 85 kgs) que entrenen a
ritmos no muy elevados (más lentos de 4:30 min/km).<o:p></o:p></li>
</ul>
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<a 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" 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" 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<a href="data:image/jpeg;base64,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"></a><o:p></o:p></div>
<ul type="disc">
<li class="MsoNormal" style="text-align: justify;"><b><u>Ravenna 4</u></b>: zapatilla de gama media para entrenamientos regulares y
pronadores leves. Tiene un peso de 300 gramos. Son ideales para corredores
de hasta 75 kgs que entrenen largas y medias distancias. También se pueden
utiliza para competición a ritmos más lentos de 4:30 min/km.<o:p></o:p></li>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-65779978177397254642013-08-11T05:28:00.003-07:002013-08-11T05:29:05.218-07:00Ya disponibles: Relojes GPS TomTom.<div style="text-align: justify;">
Hace varios meses que venimos hablando de los tan esperados <a href="http://deportecnology.blogspot.com.es/2013/04/relojes-gps-tomtom.html" target="_blank">relojes GPS de TomTom</a>, el modelo Runner y el modelo Multisport. Parece que ya por fin se han oficializado los precios:<br />
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<ul><a href="http://img.clubic.com/05917422-photo-tomtom-runner-et-tomtom-multi-sport.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><img border="0" height="146" src="http://img.clubic.com/05917422-photo-tomtom-runner-et-tomtom-multi-sport.jpg" width="200" /></a>
<li style="text-align: justify;"><a href="http://www.tomtom.com/es_es/products/your-sports/running/tomtom-runner-gps-watch/index.jsp" target="_blank">Modelo Runner</a>: con precio oficial de 169 euros, salvo que lo quieras con banda de pulsómetro, entonces el precio será de 219 euros.</li>
</ul>
<ul>
<li style="text-align: justify;"><a href="http://www.tomtom.com/es_es/products/your-sports/tomtom-multi-sport-gps-watch/" target="_blank">Modelo Multi-Sport</a>: desde 199 euros (sin accesorios). Si lo quieres con banda de pulsómetro, el precio será de 249 euros. Si lo quieres con todos los extras (banda de pulsómetro y sensor de cadencia, velocímetro y altímetro) el precio se va a los 299 euros.</li>
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Ahora sólo nos falta saber cuándo empezarán a dispensarlos, ya que de momento sólo se pueden reservar en puntos de venta oficiales.<br />
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-45678739436177054882013-08-06T02:54:00.000-07:002013-08-06T02:54:12.786-07:00Análisis del mercado de zapatillas: Asics.<div style="text-align: justify;">
<a href="http://marxrunning.com/wp-content/uploads/2012/12/AI_AsicsLOGO.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="124" src="http://marxrunning.com/wp-content/uploads/2012/12/AI_AsicsLOGO.jpg" width="200" /></a><a href="http://www.asics.es/" target="_blank">ASICS</a> es una empresa de material y ropa deportiva japonesa fundada en 1949 en Kobe (Japón). La empresa tiene unas ventas anuales aproximadas de 1.600 millones de euros y emplea a 5.200 personas distribuidas entre las 14 sedes en Japón y las 9 filiales internacionales. La empresa es en 2010 la quinta marca de calzado deportivo del mundo. En 1977 la se fusionó junto con otros dos competidores para resultar en el nombre actual, que se deriva del latín: <i>Anima Sana In Corpore Sano</i> (alma sana en cuerpo sano). Veamos que tiene que ofrecernos en lo que a calzado de running se refiere: (para cualquier aclaración terminológica consulte nuestro <a href="http://deportecnology.blogspot.com.es/2013/05/habla-con-propiedad-diccionario-runner.html" target="_blank">diccionario runner</a>)</div>
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<b><u>NEUTRAS</u></b>:<br />
<ul>
<a href="http://a.asics.eu/product_variations/main_images/thumb/T3B0N_4293.png?1370325655" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3B0N_4293.png?1370325655" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Nimbus 15</u></b>: zapatilla de entrenamiento muy amortiguada para neutros y supinadores. Con un peso de 330 gramos y un drop de 11 mm, son ideales para corredores medios y pesados (más de 70 kgs) que corran a ritmos no más rápidos de 4:30 min/km. Son ideales para realizar competiciones y entenamientos de larga distancia.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T3C0N_7001.png?1370326004" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3C0N_7001.png?1370326004" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Cumulus 15</u></b>: zapatilla de entrenamiento para neutros y supinadores. Con un peso de 323 gramos y un drop de 11 mm, son ideales para corredores de peso medio (70 - 85 kgs) que compitan o entrenen en cualquier distancia a ritmos más lentos de 4:30 min/km. Corredores más pesados deberán limitar su uso a competiciones y entrenamientos de calidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T315N_4391.png?1370335394" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T315N_4391.png?1370335394" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Excel 33 2</u></b>: zaptilla de natural running para neutros y supinadores. Con un peso de 270 gramos y un drop de 10 mm, son ideales para corredores de peso ligero y medio (menos de 75 kgs) que entrenen distancias de no más de 20 kms a ritmos más lentos de 4 min/km. Corredores más pesados pueden utilizarla como zapatilla mixta para competiciones y entrenamientos de calidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T318N_9349.png?1370324383" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T318N_9349.png?1370324383" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Hyper 33 2</u></b>: zapatilla mixta de natural running para neutros y supinadores. Con un peso de 290 gramos y un drop de 10 mm, son ideales para competiciones y entrenamientos de larga distancia si eres un corredor ligero (menos de 65 kgs). Corredores de peso medio (65 - 75 kgs) deberían utilizarla únicamente para competiciones de hasta 21 kms y para entrenamientos de calidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T317N_4701.png?1370324321" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T317N_4701.png?1370324321" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Lyte 33 2</u></b>: zapatilla mixta y ligera de natural running para neutros y supinadores. Con un peso de tan sólo 240 gramos y un drop de 6 mm, es ideal para entrenamientos y competición de larga distancia si eres un corredor ligero (menos de 65 kgs) capaz de correr por debajo de 4:30 min/km. Corredores de peso medio (65- 75 kgs) podrán utilizarlas como zapatilla de competición y entrenamientos de calidad. Requiere una técnica de carrera depurada con aterrizaje de medio pie. </li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T3E4Y_3001.png?1372063408" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3E4Y_3001.png?1372063408" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Kinsei 5</u></b>: zapatilla de entrenamiento muy muy amortiguada para corredores neutros, supinadores o pronadores leves. Con un peso de 355 gramos, son ideales para corredores de más de 75 kgs que entrenen o compitan largas distancias a ritmos más lentos de 4:30 min/km.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T31TQ_9301.png?1370324504" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T31TQ_9301.png?1370324504" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Kurow</u></b>: zapatilla de entrenamiento para corredores neutros y supinadores. Con un peso de 330 gramos, es ideal para corredores de entre 70 y 85 kgs que entrenen largas distancias a ritmos no más rápidos de 4:30 min/km. Corredores más pesados deben limitar su uso en volumen e intensidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T31RQ_3001.png?1370324445" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T31RQ_3001.png?1370324445" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel DS Trainer 18 Neutral</u></b>: zapatilla mixta para neutros y supinadores. Con un peso de 260 gramos y un drop de 9 mm, son ideales para entrenamientos y competiciones si eres un corredor ligero (menos de 65 kgs) que no corre más rápido de 3:45 min/km. Corredores de peso medio (65 - 75 kgs) pueden utilizarlas para competiciones y entrenamientos de calidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T306N_9990.png?1370324109" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T306N_9990.png?1370324109" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Noosa Tri 8</u></b>: zapatilla mixta neutra y pronadora leve pensada para triatletas. Con un peso de 275 gramos y un drop de 9 mm, son ideales para entrenamientos y competiciones si eres un corredor ligero (menos de 65 kgs) que no corre más rápido de 3:45 min/km. Corredores de peso medio (65 - 75 kgs) pueden utilizarlas para competiciones y entrenamientos de calidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T2A4N_9093.png?1353467909" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T2A4N_9093.png?1353467909" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Fortitude 6</u></b>: zapatilla de entrenamiento para neutros y supinadores. Tiene un peso de 335 gramos y un drop de 10 mm. Es ideal para corredores de peso medio y elevado (más de 75 kgs) que entrenen distancias medias a ritmos no demasiado elevados (hasta 4:30 min/km).</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T215N_3001.png?1353467656" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T215N_3001.png?1353467656" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Tarther 2</u></b>: zapatilla voladora para neutros y supinadores. Tiene un peso de tan sólo 215 gramos y un drop de 9 mm. Es una zapatilla de competición, ideal para distancias largas si eres un corredor de menos de 70 kgs capaz de correr por debajo de 4 min/km.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T3H2N_4293.png?1370326353" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3H2N_4293.png?1370326353" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Fuji Sensor 2</u></b>: zapatilla de trail para neutros y supinadores. Tiene un peso de 348 gramos y un drop de 10 mm. Es una zapatilla ideal para corredores de cualquier peso que entrenen y compitan largas distancias en montaña y terrenos pedregosos.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T3A4N_7393.png?1370325380" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3A4N_7393.png?1370325380" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Zaraca 2</u></b>: zapatilla mixta de natural running para neutros y supinadores. Tiene un peso de 270 gramos y un drop de 10 mm. Es una zapatilla ideal para entrenamientos y competición si pesas menos de 70 kgs y eres capaz de correr por debajo de 4:20 min/km. Corredores más pesados pueden utilizarla como zapatilla de competición y para realizar entrenamientos de calidad.</li>
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<ul><a href="http://a.asics.eu/product_variations/main_images/thumb/T3J2N_2330.png?1370326599" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3J2N_2330.png?1370326599" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Fuji Trabuco Neutral 2</u></b>: zapatilla de trail muy amortiguada y cómoda para neutros, como su nombre indica. Con 355 gramos de peso y un drop de 10 mm, es ideal para corredores de peso medio y elevado (más de 70 kgs) que compitan o entrenen largas distancias en la montaña a ritmos no excesivamente elevados (hasta 4:30 min/km).</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T322N_8690.png?1370324568" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T322N_8690.png?1370324568" width="200" /></a></div>
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<li style="text-align: justify;"><b><u>Gel Fuji Elite</u></b>: zapatilla de trail ligera para neutros y supinadores. Con un peso de 280 gramos son ideales para corredores de peso ligero y medio (hasta 75 kgs) para distancias medias (20 kms aprox.) a ritmos vivos (por debajo de 5 min/km).</li>
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<ul><a href="http://a.asics.eu/product_variations/main_images/thumb/T216N_0730.png?1353467665" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T216N_0730.png?1353467665" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel DS Racer 9</u></b>: zapatilla voladora para neutros y pronadores leves y moderados. Con un peso de 215 gramos y un drop de 6mm, es una zapatilla apta para corredores ligeros (hasta 65 kgs) que entrenen y compitan largas distancias por debajo de 4 min/km. Corredores de peso medio (65 - 75 kgs) deberán utilizarlas como zapatilla de competición o de entrenamientos de calidad para distancias de hasta 20 kms.</li>
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<ul style="text-align: start;"><a href="http://a.asics.eu/product_variations/main_images/thumb/T217N_4707.png?1353467674" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T217N_4707.png?1353467674" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Hyper Speed 5</u></b>: zapatilla voladora para neutros y supinadores. Con un peso de 198 gramos y un drop de 7 mm es ideal para corredores ligeros (menos de 65 kgs) que corran por debajo de 4 min/km distancias hasta la media maratón.</li>
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<ul style="text-align: start;"><a href="http://a.asics.eu/product_variations/main_images/thumb/G200N_4307.png?1353467244" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/G200N_4307.png?1353467244" width="200" /></a>
<li style="text-align: justify;"><b><u>Piranha SP 4</u></b>: zapatilla voladora para neutros y supinadores. Con un peso de tan sólo 120 gramos y un drop de 5 mm, son ideales para corredores de élite o muy rápidos (más rápido de 3:45 min/km) de peso ligero (menos de 65 kgs) y hasta distancias de 10 kms.</li>
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<b><u>PRONADORAS</u></b>:<br />
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T300N_7092.png?1370323920" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T300N_7092.png?1370323920" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Kayano 19</u></b>: zapatilla de entrenamiento muy amortiguada para pronadores leves y moderados. Con un drop de 10 mm y un peso de 310 gramos, son ideales para entrenamientos y competiciones de larga distancia si eres un corredor de más de 70 kgs, a ritmos no más rápidos de 4:30 min/km.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T308N_9743.png?1370324168" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T308N_9743.png?1370324168" width="200" /></a>
<li style="text-align: justify;"><b><u>GT 3000</u></b>: zapatilla de entrenamiento relativamente ligera para pronadores leves, medios y severos. Con un drop de 8 mm y un peso de 300 gramos, son ideales para corredores de hasta 80 kgs que corran a ritmos de hasta 4 min/km. Corredores más pesados deberán limitar su uso en volumen e intensidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T2K2N_0147.png?1370323164" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T2K2N_0147.png?1370323164" width="200" /></a>
<li style="text-align: justify;"><u><b>GT 2000</b></u>: zapatilla de entrenamiento amortiguada y con buen ajuste para pronadores leves y moderados. Con un peso de 323 gramos y un drop de 10 mm, son ideales para corredores de hasta 80 kgs a ritmos más lentos de 4:15 min/km. Corredores más pesados podrán utilizarlas en competición o controlando volumen e intensidad en los entrenamientos.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T2L1N_0190.png?1370323544" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T2L1N_0190.png?1370323544" width="200" /></a>
<li style="text-align: justify;"><b><u>GT 1000</u></b>: zapatilla de entrenamiento muy estable para pronadores medios y severos. Con un peso de 343 gramos y 10 mm de drop, son ideales para corredores de entre 65 y 85 kgs a ritmos más lentos de 4:30 min/km. Corredores más pesados deberán limitar su uso a la competición o a entrenamientos de calidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T3E4Y_3001.png?1372063408" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3E4Y_3001.png?1372063408" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Kinsei 5</u></b>: zapatilla de entrenamiento muy muy amortiguada para corredores neutros, supinadores o pronadores leves. Con un peso de 355 gramos, son ideales para corredores de más de 75 kgs que entrenen o compitan largas distancias a ritmos más lentos de 4:30 min/km.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T305N_2193.png?1370881932" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T305N_2193.png?1370881932" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel DS Trainer 18</u></b>: zapatilla mixta para neutros, supinadores y pronadores leves. Con un peso de 260 gramos y un drop de 9mm, son ideales para entrenamientos y competiciones si eres un corredor ligero (menos de 65 kgs) que no corre más rápido de 3:45 min/km. Corredores de peso medio (65 - 75 kgs) pueden utilizarlas para competiciones y entrenamientos de calidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T306N_9990.png?1370324109" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T306N_9990.png?1370324109" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Noosa Tri 8</u></b>: zapatilla mixta neutra y pronadora leve pensada para triatletas. Con un peso de 275 gramos y un drop de 9 mm, son ideales para entrenamientos y competiciones si eres un corredor ligero (menos de 65 kgs) que no corre más rápido de 3:45 min/km. Corredores de peso medio (65 - 75 kgs) pueden utilizarlas para competiciones y entrenamientos de calidad.</li>
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<ul style="text-align: start;"><a href="http://a.asics.eu/product_variations/main_images/thumb/T3J0N_3093.png?1370326537" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3J0N_3093.png?1370326537" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Fuji Trabuco 2</u></b>: zapatilla de trail para pronadores de cualquier tipo, muy amortiguada y confortable. Con un peso de 380 gramos y un drop de 10 mm, es una zapatilla ideal para corredores de más de 70 kgs que quieran recorrer grandes distancias por montaña a ritmos no excesivamente elevados.</li>
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<ul style="text-align: start;"><a href="http://a.asics.eu/product_variations/main_images/thumb/T216N_0730.png?1353467665" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T216N_0730.png?1353467665" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel DS Racer 9</u></b>: zapatilla voladora para neutros y pronadores leves y moderados. Con un peso de 215 gramos y un drop de 6mm, es una zapatilla apta para corredores ligeros (hasta 65 kgs) que entrenen y compitan largas distancias por debajo de 4 min/km. Corredores de peso medio (65 - 75 kgs) deberán utilizarlas como zapatilla de competición o de entrenamientos de calidad para distancias de hasta 20 kms.</li>
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<b><u>SUPINADORAS</u></b>:<br />
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T3B0N_4293.png?1370325655" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3B0N_4293.png?1370325655" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Nimbus 15</u></b>: zapatilla de entrenamiento muy amortiguada para neutros y supinadores. Con un peso de 330 gramos y un drop de 11 mm, son ideales para corredores medios y pesados (más de 70 kgs) que corran a ritmos no más rápidos de 4:30 min/km. Son ideales para realizar competiciones y entrenamientos de larga distancia.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T3C0N_7001.png?1370326004" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3C0N_7001.png?1370326004" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Cumulus 15</u></b>: zapatilla de entrenamiento para neutros y supinadores. Con un peso de 323 gramos y un drop de 11 mm, son ideales para corredores de peso medio (70 - 85 kgs) que compitan o entrenen en cualquier distancia a ritmos más lentos de 4:30 min/km. Corredores más pesados deberán limitar su uso a competiciones y entrenamientos de calidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T315N_4391.png?1370335394" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T315N_4391.png?1370335394" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Excel 33 2</u></b>: zaptilla de natural running para neutros y supinadores. Con un peso de 270 gramos y un drop de 10 mm, son ideales para corredores de peso ligero y medio (menos de 75 kgs) que entrenen distancias de no más de 20 kms a ritmos más lentos de 4 min/km. Corredores más pesados pueden utilizarla como zapatilla mixta para competiciones y entrenamientos de calidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T318N_9349.png?1370324383" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T318N_9349.png?1370324383" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Hyper 33 2</u></b>: zapatilla mixta de natural running para neutros y supinadores. Con un peso de 290 gramos y un drop de 10 mm, son ideales para competiciones y entrenamientos de larga distancia si eres un corredor ligero (menos de 65 kgs). Corredores de peso medio (65 - 75 kgs) deberían utilizarla únicamente para competiciones de hasta 21 kms y para entrenamientos de calidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T317N_4701.png?1370324321" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T317N_4701.png?1370324321" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Lyte 33 2</u></b>: zapatilla mixta y ligera de natural running para neutros y supinadores. Con un peso de tan sólo 240 gramos y un drop de 6 mm, es ideal para entrenamientos y competición de larga distancia si eres un corredor ligero (menos de 65 kgs) capaz de correr por debajo de 4:30 min/km. Corredores de peso medio (65- 75 kgs) podrán utilizarlas como zapatilla de competición y entrenamientos de calidad. Requiere una técnica de carrera depurada con aterrizaje de medio pie. </li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T3E4Y_3001.png?1372063408" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3E4Y_3001.png?1372063408" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Kinsei 5</u></b>: zapatilla de entrenamiento muy muy amortiguada para corredores neutros, supinadores o pronadores leves. Con un peso de 355 gramos, son ideales para corredores de más de 75 kgs que entrenen o compitan largas distancias a ritmos más lentos de 4:30 min/km.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T31TQ_9301.png?1370324504" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T31TQ_9301.png?1370324504" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Kurow</u></b>: zapatilla de entrenamiento para corredores neutros y supinadores. Con un peso de 330 gramos, es ideal para corredores de entre 70 y 85 kgs que entrenen largas distancias a ritmos no más rápidos de 4:30 min/km. Corredores más pesados deben limitar su uso en volumen e intensidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T322N_8690.png?1370324568" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T322N_8690.png?1370324568" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Fuji Elite</u></b>: zapatilla de trail ligera para neutros y supinadores. Con un peso de 280 gramos son ideales para corredores de peso ligero y medio (hasta 75 kgs) para distancias medias (20 kms aprox.) a ritmos vivos (por debajo de 5 min/km).</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T31RQ_3001.png?1370324445" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T31RQ_3001.png?1370324445" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel DS Trainer 18</u></b>: zapatilla mixta para neutros y supinadores. Con un peso de 260 gramos y un drop de 9mm, son ideales para entrenamientos y competiciones si eres un corredor ligero (menos de 65 kgs) que no corre más rápido de 3:45 min/km. Corredores de peso medio (65 - 75 kgs) pueden utilizarlas para competiciones y entrenamientos de calidad.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T2A4N_9093.png?1353467909" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T2A4N_9093.png?1353467909" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Fortitude 6</u></b>: zapatilla de entrenamiento para neutros y supinadores. Tiene un peso de 335 gramos y un drop de 10 mm. Es ideal para corredores de peso medio y elevado (más de 75 kgs) que entrenen distancias medias a ritmos no demasiado elevados (hasta 4:30 min/km).</li>
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<li style="text-align: justify;"><b><u>Gel Tarther 2</u></b>: zapatilla voladora para neutros y supinadores. Tiene un peso de tan sólo 215 gramos y un drop de 9 mm. Es una zapatilla de competición, ideal para distancias largas si eres un corredor de menos de 70 kgs capaz de correr por debajo de 4 min/km.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T3H2N_4293.png?1370326353" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3H2N_4293.png?1370326353" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Fuji Sensor 2</u></b>: zapatilla de trail para neutros y supinadores. Tiene un peso de 348 gramos y un drop de 10 mm. Es una zapatilla ideal para corredores de cualquier peso que entrenen y compitan largas distancias en montaña y terrenos pedregosos.</li>
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<a href="http://a.asics.eu/product_variations/main_images/thumb/T3A4N_7393.png?1370325380" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/T3A4N_7393.png?1370325380" width="200" /></a>
<li style="text-align: justify;"><b><u>Gel Zaraca 2</u></b>: zapatilla mixta de natural running para neutros y supinadores. Tiene un peso de 270 gramos y un drop de 10 mm. Es una zapatilla ideal para entrenamientos y competición si pesas menos de 70 kgs y eres capaz de correr por debajo de 4:20 min/km. Corredores más pesados pueden utilizarla como zapatilla de competición y para realizar entrenamientos de calidad.</li>
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<li style="text-align: justify;"><b><u>Gel Hyper Speed 5</u></b>: zapatilla voladora para neutros y supinadores. Con un peso de 198 gramos y un drop de 7 mm es ideal para corredores ligeros (menos de 65 kgs) que corran por debajo de 4 min/km distancias hasta la media maratón.</li>
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<ul style="text-align: start;"><a href="http://a.asics.eu/product_variations/main_images/thumb/G200N_4307.png?1353467244" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="113" src="http://a.asics.eu/product_variations/main_images/thumb/G200N_4307.png?1353467244" width="200" /></a>
<li style="text-align: justify;"><b><u>Piranha SP 4</u></b>: zapatilla voladora para neutros y supinadores. Con un peso de tan sólo 120 gramos y un drop de 5 mm, son ideales para corredores de élite o muy rápidos (más rápido de 3:45 min/km) de peso ligero (menos de 65 kgs) y hasta distancias de 10 kms.</li>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-66389896251388986072013-08-02T02:21:00.000-07:002014-02-25T02:31:11.155-08:00Análisis del mercado de zapatillas: New Balance.<div style="text-align: justify;">
<a href="http://goodlogo.com/images/logos/new_balance_logo_2581.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://goodlogo.com/images/logos/new_balance_logo_2581.gif" height="109" width="200" /></a><a href="http://www.newbalance.es/" target="_blank">New Balance</a> es una marca deportiva americana con sede en Inglaterra comprometida con el running y la buena ejecución técnica de la carrera. Cuenta con multitud de <a href="http://www.newbalance.es/centro-tecnico/tecnologias.htm" target="_blank">tecnologías</a> patentadas que aplica a sus zapatillas de running. Entre otras destacan: N-Grip, RevLite, N2, Abzorb, TS2, Ndurance, Lightning Dry, Sure Lace, X-Static y Dry Release. (Para cualquier aclaración terminológica consulte nuestro <a href="http://deportecnology.blogspot.com.es/2013/05/habla-con-propiedad-diccionario-runner.html" target="_blank">diccionario runner</a>)</div>
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<b><u>NEUTRAS</u></b>:</div>
<ul><a href="http://www.newbalance.es//images/resized/images/product/M870BG3-R_1373623652_590x290.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/M870BG3-R_1373623652_590x290.jpg" height="97" width="200" /></a>
<li style="text-align: justify;"><b><u>M870v3</u></b>: zapatilla neutra y pronadora leve que podríamos situarla a caballo entre mixta y de entrenamiento. Cuenta con un drop de 8 mm y un peso de 279 gramos. Corredores de peso ligero (menos de 65 kgs) podrán utilizar esta zapatilla para entrenamientos largos y competición. Corredores de peso medio (65 - 75 kgs) deben limitar un poco su uso a entrenamientos intensivos y competición.</li>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRxAFJ8UXcvbZKiK4q1RFhE885MS0TK-cS3p8Kk-4Ueuf8i9I9ouQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="107" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRxAFJ8UXcvbZKiK4q1RFhE885MS0TK-cS3p8Kk-4Ueuf8i9I9ouQ" width="200" /></a>
<li style="text-align: justify;"><b><u>M1080v4</u></b>: zapatilla de entrenamiento neutra y supinadora muy amortiguada y ligera. Posee un drop de 8 mm y un peso de 290 gramos. Corredores de peso medio (65 - 80 kgs) encontrarán esta zapatilla ideal para entrenamientos y competiciones largas. Corredores más pesados también podrán entrenar y competir con ellas pero reduciendo volumen e intensidad. Se desenvuelve muy bien a ritmos más lentos de 4 min/km.</li>
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<ul><a href="http://estaticos.runners.es/rcs/galerias/5010/imagenes/thumb/new-balance-880-v3-4_thumb_e.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://estaticos.runners.es/rcs/galerias/5010/imagenes/thumb/new-balance-880-v3-4_thumb_e.jpg" height="103" width="200" /></a>
<li style="text-align: justify;"><b><u>M880v3</u></b>: zapatilla de entrenamiento neutra y supinadora muy amortiguada. Posee un drop de 12 mm y un peso de 319 gramos. Corredores de peso medio y elevado (65 - 90 kgs) encontrarán en esta zapatilla la compañera ideal para devorar kilómetros a ritmos no más rápidos de 4:30 min/km.</li>
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<ul>
<a 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" 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" 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<li style="text-align: justify;"><b><u>980 Fresh Foam</u></b>: zapatilla de entrenamiento neutra y supionadora muy ligera y amortiguada. Posee un peso de tan sólo 257 gramos y un drop de 5 mm. Posiblemente sea la zapatilla más amortiguada que existe relación peso-amortiguación. Corredores de hasta 80 kgs podrán utilizar estas zapatillas para competir, tiradas largas, entrenamientos intensivos, interválicos... Corredores más pesados deberán usarlas exclusivamente para competiciones y entrenamientos intensivos. Te sentirás cómodo a ritmos más lentos de 3:50 min/km.</li>
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<li style="text-align: justify;"><b><u>M780v3</u></b>: zapatilla de entrenamiento neutra y supinadora con buena relación calidad-precio. Posee un drop de 12 mm y un peso de 309 gramos. Corredores de peso medio y elevado (65 - 90 kgs) podrán utilizarlas para entrenamientos y competiciones de larga distancia a ritmos más lentos de 4:15 min/km.</li>
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<ul><a href="http://www.newbalance.es//images/resized/images/product/MT10SO_1373623655_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MT10SO_1373623655_950x500.jpg" height="90" width="200" /></a>
<li style="text-align: justify;"><b><u>MT10SO</u></b>: zapatilla minimalista de trail con drop de 4 mm y un peso de tan sólo 201 gramos. Sólo corredores ligeros (menos de 70 kgs) y experimentados en el natural running deberían utilizarlas para realizar competiciones o entrenamientos de media distancia.</li>
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<ul><a href="http://www.newbalance.es//images/resized/images/product/M890RL3_1374690820_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/M890RL3_1374690820_950x500.jpg" height="96" width="200" /></a>
<li style="text-align: justify;"><b><u>M890v3</u></b>: zapatilla mixta para neutros y pronadores leves. Posee un drop de 7 mm y un peso de 271 gramos. Corredores ligeros (menos de 65 kgs) podrán utilizarlas tanto para entrenamientos como para competiciones. Corredores de peso medio (65 - 75 kgs) podrán utilizarlas para entrenamientos de calidad y competiciones de cualquier distancia a ritmos en torno a 4 min/km.</li>
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<li style="text-align: justify;"><b><u>M790v3</u></b>: zapatilla mixta para neutros. Posee un drop de 12 mm y un peso de 279 gramos. Corredores ligero de menos de 70 kgs podrán utilizarlas tanto para entrenamientos como para competición a ritmos no más rápidos de 4 min/km. Corredores más pesados deberán limitar su uso a entrenamientos de calidad y competición.</li>
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<ul><a href="http://www.newbalance.es//images/resized/images/product/MRC1600G_1374703930_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MRC1600G_1374703930_950x500.jpg" height="82" width="200" /></a>
<li style="text-align: justify;"><b><u>MRC1600</u></b>: zapatilla voladora para neutros. Con un peso de tan sólo 164 gramos, esta zapatilla es ideal para competir distancias de no más de 10 kms o realizar entrenamientos de calidad si eres un corredor ligero (menos de 65 kgs) capaz de correr a ritmos más rápidos de 4 min/km. Sólo corredores élites deberían usar estas zapatillas para competir en media y larga distancia.</li>
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<ul><a href="http://www.newbalance.es//images/resized/images/product/MR00BY_1373623641_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MR00BY_1373623641_950x500.jpg" height="82" width="200" /></a>
<li style="text-align: justify;"><b><u>MR00</u></b>: zapatilla minimalista y asfaltera. Posee un drop de 0 mm y un peso de 181 gramos. Sólo corredores ligeros y experimentados en el natural running deberían utilizar esta zapatilla en entrenamientos hasta media distancia (15 kms aprox.) y en competición.</li>
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<li style="text-align: justify;"><b><u>MR10v2</u></b>: zapatilla minimalista para asfalto y caminos. Posee un drop de 4 mm y un peso de 184 gramos. Es una zapatilla ideal para corredores ligeros como transición al natural running y como complemento de las zapatillas de entrenamiento habituales para distancias de hasta 12 kms o para competición.</li>
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<ul><a href="http://www.newbalance.es//images/resized/images/product/MT10GL2_1373623640_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MT10GL2_1373623640_950x500.jpg" height="87" width="200" /></a>
<li style="text-align: justify;"><b><u>MT10V2</u></b>: zapatilla minimalista de trail. Posee un drop de 4 mm y un peso de 175 gramos. Es ideal para corredores ligeros a modo de transición hacia el natural running combinando su uso con zapatillas de entrenamiento. No es recomendable realizar tiradas largas con este tipo de zapatillas, sobre todo en el inicio de esta forma de correr.</li>
</ul>
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<div style="text-align: justify;">
</div>
<ul><a href="http://www.newbalance.es//images/resized/images/product/m1010rb_1373623664_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/m1010rb_1373623664_950x500.jpg" height="94" width="200" /></a>
<li style="text-align: justify;"><b><u>M1010</u></b>: zapatilla minimalista de entrenamiento. Posee un drop de 4 mm y un peso de 215 gramos. Es ideal para aquellos corredores ligeros y medios (menos de 75 kgs) que quieren iniciarse en el natural running. Pueden acabar siendo ideales para tiradas largas si las vamos introduciendo con precaución y de manera gradual en nuestros entrenamientos.</li>
</ul>
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<div style="text-align: justify;">
</div>
<ul><a href="http://www.newbalance.es//images/resized/images/product/MT1210BO-2_1373623652_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MT1210BO-2_1373623652_950x500.jpg" height="82" width="200" /></a>
<li style="text-align: justify;"><b><u>MT1210v1</u></b>: zapatilla de trail para corredores con cualquier pisada con gran amortiguación. Posee un drop de 8 mm y un peso contenido de 292 gramos teniendo en cuenta la amortiguación que ofrece y su uso. Es ideal para corredores medios y pesados (más de 75 kgs) tanto en entrenamientos como en competición de larga distancia.</li>
</ul>
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<br /></div>
<div style="text-align: justify;">
</div>
<ul><a href="http://www.newbalance.es//images/resized/images/product/MT1010B2_1374233820_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MT1010B2_1374233820_950x500.jpg" height="92" width="200" /></a>
<li style="text-align: justify;"><b><u>MT1010v2</u></b>: zapatilla mixta y de trail para corredores con cualquier tipo de pisada que quieran iniciarse en el natural running. Posee un drop de 4 mm y un peso de tan sólo 241 gramos. Corredores de menos de 75 kgs podrán utilizar prudentemente y progresivamente estas zapatillas tanto para entrenamientos como para competiciones de trail.</li>
</ul>
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<div style="text-align: justify;">
</div>
<ul><a href="http://www.newbalance.es//images/resized/images/product/MT00BO_1373623657_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MT00BO_1373623657_950x500.jpg" height="85" width="200" /></a>
<li style="text-align: justify;"><b><u>MT00</u></b>: zapatilla minimalista barefoot de trail para corredores con cualquier tipo de pisada. Posee un drop de 0 mm y un peso de tan sólo 181 gramos. Ideal para corredores ligeros (menos de 65 kgs) experimentados en el natural running y que quieran experimentar sensaciones cercanas a correr descalzos en la montaña.</li>
</ul>
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<div style="text-align: justify;">
</div>
<ul><a href="http://www.newbalance.es//images/resized/images/product/m3090ny2_1374690832_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/m3090ny2_1374690832_950x500.jpg" height="95" width="200" /></a>
<li style="text-align: justify;"><b><u>M3090v2</u></b>: zapatilla minimalista para corredores neutros y pronadores leves de gran amortiguación. Posee un drop de 4 mm y un peso de 221 gramos. Corredores ligeros de menos de 65 kgs podrán utilizarlas para entrenamientos hasta 15 kms y competiciones. Corredores de peso medio (65 - 75 kgs) podrán utilizarlas para entrenamientos de calidad y competición.</li>
</ul>
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<br /></div>
<div style="text-align: justify;">
</div>
<ul><a href="http://www.newbalance.es//images/resized/images/product/MR1400DY_1373623643_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MR1400DY_1373623643_950x500.jpg" height="88" width="200" /></a>
<li style="text-align: justify;"><b><u>MRC1400</u></b>: zapatilla voladora con gran amortiguación para cualquier tipo de pisada. Con un peso de tan sólo 201 gramos es ideal para corredores ligeros y medios (hasta 70 kgs) que realicen entrenamientos de calidad y competiciones por debajo de 4 min/km.</li>
</ul>
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<div style="text-align: justify;">
<b><u>PRONADORAS</u></b>:</div>
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</div>
<ul><a href="http://www.newbalance.es//images/resized/images/product/M1260BG3_1373623651_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/M1260BG3_1373623651_950x500.jpg" height="96" width="200" /></a>
<li style="text-align: justify;"><b><u>M1260v3</u></b>: zapatilla de entrenamiento para pronadores con drop de 8 mm y un peso de 305 gramos. Pronadores desde leves a severos de peso medio y elevado (70 - 90 kgs) podrán utilizar esta zapatilla para entrenar cualquier distancia y realizar competiciones a ritmos no demasiado elevados (más lento de 4:15 min/km).</li>
</ul>
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<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
</div>
<ul><a href="http://www.newbalance.es//images/resized/images/product/M860WB3_1373623652_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/M860WB3_1373623652_950x500.jpg" height="98" width="200" /></a>
<li style="text-align: justify;"><b><u>M860v3</u></b>: zapatilla de entrenamiento para pronadores con drop de 12 mm y un peso de 329 gramos. Pronadores desde leves a severos de peso medio y elevado (70 - 90 kgs) podrán utilizar esta zapatilla para entrenar cualquier distancia y competir a ritmos no muy elevados (más lento de 4:30 min/km).</li>
</ul>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<ul><a href="http://www.newbalance.es//images/resized/images/product/M870BG3-R_1373623652_590x290.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/M870BG3-R_1373623652_590x290.jpg" height="97" width="200" /></a>
<li style="text-align: justify;"><b><u>M870v3</u></b>: zapatilla neutra y pronadora leve que podríamos situarla a caballo entre mixta y de entrenamiento. Cuenta con un drop de 8 mm y un peso de 279 gramos. Corredores de peso ligero (menos de 65 kgs) podrán utilizar esta zapatilla para entrenamientos largos y competición. Corredores de peso medio (65 - 75 kgs) deben limitar un poco su uso a entrenamientos intensivos y competición.</li>
</ul>
<div style="text-align: justify;">
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<div style="text-align: justify;">
</div>
<ul><a href="http://www.newbalance.es//images/resized/images/product/m770ct3_1373623653_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/m770ct3_1373623653_950x500.jpg" height="97" width="200" /></a>
<li style="text-align: justify;"><b><u>M770v3</u></b>: zapatilla de entrenamiento para pronadores leves con drop de 8 mm y un peso de 293 gramos. Corredores de peso medio (65 - 75 kgs) podrán utilizarla para todo tipo de entrenamientos y competición a ritmos de 4:15 min/km como mucho. Corredores más pesados deben limitar su uso tanto en volumen como en intensidad.</li>
</ul>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<ul style="text-align: start;"><a href="http://www.newbalance.es//images/resized/images/product/M890RL3_1374690820_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/M890RL3_1374690820_950x500.jpg" height="96" width="200" /></a>
<li style="text-align: justify;"><b><u>M890v3</u></b>: zapatilla mixta para neutros y pronadores leves. Posee un drop de 7 mm y un peso de 271 gramos. Corredores ligeros (menos de 65 kgs) podrán utilizarlas tanto para entrenamientos como para competiciones. Corredores de peso medio (65 - 75 kgs) podrán utilizarlas para entrenamientos de calidad y competiciones de cualquier distancia a ritmos en torno a 4 min/km.</li>
</ul>
<div>
<br /></div>
<div>
</div>
<div>
<ul style="text-align: start;"><a href="http://www.newbalance.es//images/resized/images/product/MT1210BO-2_1373623652_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MT1210BO-2_1373623652_950x500.jpg" height="82" width="200" /></a>
<li style="text-align: justify;"><b><u>MT1210v1</u></b>: zapatilla de trail para corredores con cualquier pisada con gran amortiguación. Posee un drop de 8 mm y un peso contenido de 292 gramos teniendo en cuenta la amortiguación que ofrece y su uso. Es ideal para corredores medios y pesados (más de 75 kgs) tanto en entrenamientos como en competición de larga distancia.</li>
</ul>
<div>
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<div>
</div>
<div>
<ul style="text-align: start;"><a href="http://www.newbalance.es//images/resized/images/product/MT1010B2_1374233820_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MT1010B2_1374233820_950x500.jpg" height="92" width="200" /></a>
<li style="text-align: justify;"><b><u>MT1010v2</u></b>: zapatilla mixta y de trail para corredores con cualquier tipo de pisada que quieran iniciarse en el natural running. Posee un drop de 4 mm y un peso de tan sólo 241 gramos. Corredores de menos de 75 kgs podrán utilizar prudentemente y progresivamente estas zapatillas tanto para entrenamientos como para competiciones de trail.</li>
</ul>
<div>
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<div>
</div>
<div>
<ul style="text-align: start;"><a href="http://www.newbalance.es//images/resized/images/product/MT00BO_1373623657_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MT00BO_1373623657_950x500.jpg" height="85" width="200" /></a>
<li style="text-align: justify;"><b><u>MT00</u></b>: zapatilla minimalista barefoot de trail para corredores con cualquier tipo de pisada. Posee un drop de 0 mm y un peso de tan sólo 181 gramos. Ideal para corredores ligeros (menos de 65 kgs) experimentados en el natural running y que quieran experimentar sensaciones cercanas a correr descalzos en la montaña.</li>
</ul>
<div>
<br /></div>
<div>
<ul style="text-align: start;"><a href="http://www.newbalance.es//images/resized/images/product/m3090ny2_1374690832_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/m3090ny2_1374690832_950x500.jpg" height="95" width="200" /></a>
<li style="text-align: justify;"><b><u>M3090v2</u></b>: zapatilla minimalista para corredores neutros y pronadores leves de gran amortiguación. Posee un drop de 4 mm y un peso de 221 gramos. Corredores ligeros de menos de 65 kgs podrán utilizarlas para entrenamientos hasta 15 kms y competiciones. Corredores de peso medio (65 - 75 kgs) podrán utilizarlas para entrenamientos de calidad y competición.</li>
</ul>
<div>
<br /></div>
<div>
</div>
<div>
<ul style="text-align: start;"><a href="http://www.newbalance.es//images/resized/images/product/MR1400DY_1373623643_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MR1400DY_1373623643_950x500.jpg" height="88" width="200" /></a>
<li style="text-align: justify;"><b><u>MRC1400</u></b>: zapatilla voladora con gran amortiguación para cualquier tipo de pisada. Con un peso de tan sólo 201 gramos es ideal para corredores ligeros y medios (hasta 70 kgs) que realicen entrenamientos de calidad y competiciones por debajo de 4 min/km.</li>
</ul>
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<div style="text-align: justify;">
<b><u>SUPINADORAS</u></b>:</div>
<div style="text-align: justify;">
<ul style="text-align: start;">
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRxAFJ8UXcvbZKiK4q1RFhE885MS0TK-cS3p8Kk-4Ueuf8i9I9ouQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" height="107" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRxAFJ8UXcvbZKiK4q1RFhE885MS0TK-cS3p8Kk-4Ueuf8i9I9ouQ" width="200" /></a>
<li style="text-align: justify;"><b><u>M1080v4</u></b>: zapatilla de entrenamiento neutra y supinadora muy amortiguada y ligera. Posee un drop de 8 mm y un peso de 290 gramos. Corredores de peso medio (65 - 80 kgs) encontrarán esta zapatilla ideal para entrenamientos y competiciones largas. Corredores más pesados también podrán entrenar y competir con ellas pero reduciendo volumen e intensidad. Se desenvuelve muy bien a ritmos más lentos de 4 min/km.</li>
</ul>
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<div>
<a href="http://estaticos.runners.es/rcs/galerias/5010/imagenes/thumb/new-balance-880-v3-4_thumb_e.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://estaticos.runners.es/rcs/galerias/5010/imagenes/thumb/new-balance-880-v3-4_thumb_e.jpg" height="103" width="200" /></a><br />
<ul style="text-align: start;">
<li style="text-align: justify;"><b><u>M880v3</u></b>: zapatilla de entrenamiento neutra y supinadora muy amortiguada. Posee un drop de 12 mm y un peso de 319 gramos. Corredores de peso medio y elevado (65 - 90 kgs) encontrarán en esta zapatilla la compañera ideal para devorar kilómetros a ritmos no más rápidos de 4:30 min/km.</li>
</ul>
<div>
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<div>
<ul style="text-align: start;"><a href="http://www.newbalance.es//images/resized/images/product/m780sb3_3_1373623640_590x290.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/m780sb3_3_1373623640_590x290.jpg" height="109" width="200" /></a>
<li style="text-align: justify;"><b><u>M780v3</u></b>: zapatilla de entrenamiento neutra y supinadora con buena relación calidad-precio. Posee un drop de 12 mm y un peso de 309 gramos. Corredores de peso medio y elevado (65 - 90 kgs) podrán utilizarlas para entrenamientos y competiciones de larga distancia a ritmos más lentos de 4:15 min/km.</li>
</ul>
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<div>
</div>
</div>
<div>
</div>
<div>
<a href="http://www.newbalance.es//images/resized/images/product/MT1210BO-2_1373623652_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MT1210BO-2_1373623652_950x500.jpg" height="82" width="200" /></a><br />
<ul style="text-align: start;">
<li style="text-align: justify;"><b><u>MT1210v1</u></b>: zapatilla de trail para corredores con cualquier pisada con gran amortiguación. Posee un drop de 8 mm y un peso contenido de 292 gramos teniendo en cuenta la amortiguación que ofrece y su uso. Es ideal para corredores medios y pesados (más de 75 kgs) tanto en entrenamientos como en competición de larga distancia.</li>
</ul>
<div>
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<div>
</div>
<div>
<ul style="text-align: start;"><a href="http://www.newbalance.es//images/resized/images/product/MT1010B2_1374233820_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MT1010B2_1374233820_950x500.jpg" height="92" width="200" /></a>
<li style="text-align: justify;"><b><u>MT1010v2</u></b>: zapatilla mixta y de trail para corredores con cualquier tipo de pisada que quieran iniciarse en el natural running. Posee un drop de 4 mm y un peso de tan sólo 241 gramos. Corredores de menos de 75 kgs podrán utilizar prudentemente y progresivamente estas zapatillas tanto para entrenamientos como para competiciones de trail.</li>
</ul>
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.newbalance.es//images/resized/images/product/MT00BO_1373623657_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MT00BO_1373623657_950x500.jpg" height="85" width="200" /></a></div>
<ul style="text-align: start;">
<li style="text-align: justify;"><b><u>MT00</u></b>: zapatilla minimalista barefoot de trail para corredores con cualquier tipo de pisada. Posee un drop de 0 mm y un peso de tan sólo 181 gramos. Ideal para corredores ligeros (menos de 65 kgs) experimentados en el natural running y que quieran experimentar sensaciones cercanas a correr descalzos en la montaña.</li>
</ul>
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<div>
<ul style="text-align: start;"><a href="http://www.newbalance.es//images/resized/images/product/MR1400DY_1373623643_950x500.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" src="http://www.newbalance.es//images/resized/images/product/MR1400DY_1373623643_950x500.jpg" height="88" width="200" /></a>
<li style="text-align: justify;"><b><u>MRC1400</u></b>: zapatilla voladora con gran amortiguación para cualquier tipo de pisada. Con un peso de tan sólo 201 gramos es ideal para corredores ligeros y medios (hasta 70 kgs) que realicen entrenamientos de calidad y competiciones por debajo de 4 min/km.</li>
</ul>
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<ul style="text-align: start;"><a 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0o47eSJkrCpBCzATrhgw5XR1jjLBtLQsqqZ1TYe8Mi1isp8aBrrAq101uuAc1NDQ8iMCCIx2f48eR0TMrEEiAEAIAQAgBACAEAIAQAgBAHIPjrbvpbJJwoA8wjjWir+Desa8Iveucquxidn7Rl2ebLSYMRIlC9QtS9LV6UGlXYmlchzjNWw9StTcoP5pO3i1+C1GpGD1M4LJIMt6BTJcVZL30ZI+dSD9GwB8S8aEGMCrV1NXvmXHj3Pmux+Z2nShJXj69ekaptvcqYo7Wz35sulaU+lUfaT5uq+gj1sN0pTm8lV5ZfR9zMs6UocDWSDkFWo1yOGFMdY9fPpscEtdwqk4MacK4+8SpZt2H7uyPFIyKsTxypy6QTjsS825VLVjReOQAxry6+sQ5tLXRCyvcztn3c7JRMtj9glKhPFPf7sv5PvNSPPljc7yYdZ3z+VePHwLW4sl2S0zJ4aRYpfYSaVmPeobo+adPOn2RQZ0BjjUhTotVMRLPLgrfSMfz9iVroiLP2lJsuFlHaTRgbQy5H/cofD98450pHVUatfWvpH/Bf/p/jYi64GAtAdjfZq3jUkksSdb3Ex6HVZUrWSKxkm7W1KJlwd5CcNDpw6iJeRaxCzPSRJsNmmWmYsuSg7Rj8uH8xOgGsZ8Vi4Uabqz0SLQp623OoWKxDZ8tZEgCdbZ4zPLOY/1ZKVyzJ4kx8JWr1OkarrV3anHZfjvZujFU1aJD21tGXsmUZat2tsnd+ZMbEkn+8bgo+VOHvqwuCn0jVUqiy0o7L8ftlZTyLTclbQDONlFqlu0RiTxuAk+8YaX9upiEtFqvqb8PSz05y5Ruab8RXA2jNOfdSo/4S6+8fWf8Pe7gYN9v3PIrpubSNfab80sFegrTl+/xj3M3GJwy8JGy7j7qG2zBNm4SFPe4uw+QcBxOgwzy8TpbpSOHWSL99/Tt/R3pQv3HX3tFnmSijypRs8sUF5Rdouqg4BVpnywyx+fXSU4tRS97s3NLhpqcU2/apEy0ObKnZShgCWPeNfFjio4CPscAsR1S696+tL8WYamVPRGMDKKh2NeIxHnXHzjXZLiVd3qkUE96lBw5xX3r8C2lrlcyWR4gV6xO2klYqrPVansiYqMHaaZRUG6wBJLYlVWmRJ1wAxMcqry2tG936b9XLR1JCbwTxMDyaSgpqhHfcHU9owvNUknE00yFIzLBLeUm35fRaHR1bHXNg/FCzTFAtF6S9BVitUY0xIpUqK8eOcZqmEnHbU6Rqpm62G2y5yB5Tq6nJlII9ozNNbnQkRAEAIAQAgBACAEAIAQBxH41CtulY/3IXHkzN/3CNuC3aOFU16TvMwRZcyTZ5wRQoMyWS11clvqQTTSsXlglmbhKUb66PTyKZtCVY9u2apf+HeTlVpM0kVFCCZU0FTTOOVTCV2vjUl/uj+VqSppPQ3HY21LNNCrLtAvgADtCZb1GVK1BY1OIYx4eJw1endyhp2ar6fo2QxEXpIo2nYu2m9nPsqOVUF5zVlNlgomL4zWpriAAczgLUK0qNPPCo1faO/jZ7FZU4TnaHma7tTYtlk4zJNtQcZbS5iDzKgjL5qHAx6mHxuIq6QnB96aZwnRcd0yB2uzlxEq1zOTuiL/kBYRqtjpaZoR7k39zl7qPW3mZBSyypVmBwvIt+ZTgZr4+lIhdHxk715OfY9F5LQZuRb2Bsd7bPa811VBebNZrxVRmSScWI48zpF8ViY4Wksq1ekUErst7w7eWYOws69nZUPdUYGYf9pMPzMeeURhcK6b62q71Hx5diDd9EYNb2TVAPLAef+seglJaMreO6KDKCHEgg8MaiGVReuwzOS0L1gsrTJqpIVndzQA+Va5UA4nSOGIxNPDwdRvT1oWjBz0Z17YuxU2fLCogm2udoMASMTjTuSVzJ6ZkgR8Ri8TPH1c8/dguHrizbTgoIsbd2smy5bG8J1unipY+gNPllLjdXkc8TGjCYOWMmla1OPrzfFlZzyrtOTWm1tOZnbvTGNSxzY61j7GnCMIqnCNrbGR6O7Z1+aprs1TmB+EtI/OU3/efaz6PB/8ATVn2L7nPN/pwG0bTVbwrLz0pJl5R9n0C1HAwur7/AHZ4FeLc9HYp3S3dmWyZQVSQPG/EfVXixGumZ0q6W6WWBp6fE9l+fW4p0lN3Z1CTdb+rWcXLPK7sxlwBIzlKeP120yzJK/EzlKH96rrOWqX5f4RtWmiNG323rM+tnsv9imDFR4yMAAPqCnnThSv1HQfREqa9oqr33suXb3/YyV6qfu8DTx3h3iAwrgdeHQx9RbNu9TNfLstD2UQVpTEZNXDp++GcE01awaae5kbJY3cKpICnItgCOQAqwHIGKyqpKzdwoa3RZtcoKbt4PzGQ/f5xKedaobMstKqNCODVJ/CkQ01sSmjwqeUT7xGgqBk5I1oLpHn+/eIyR3vcXb0tYqkWhlJaWZlRqpow60zg4qXC4vbsNg2Zv1b5IwnO6jSYBMHQk94escJ4WElexdVGna5tdh+LjinbWZTXVGK+gIb8YzywPJnRVjN2X4qWRvHLnode4CB6GvtHJ4KpwLddEyMj4ibPb++K/elzB73aRzeFqrgT1sTISN7rE+Vqk+bhfY0ijo1F8rLZ48zJWXaEqb/ZzZb/AHHVvwMc2mtyxJiAIAQAgDiXxlStrQ1PDHIVRKD1rG3B7v1zOFU0MtTFRTjrHqJ8UcLcJHjpQ1OvA1PODVndkJ3VkW6hT3cjx/SKvKtiyTa1M3snee12UC69Zf1H7yjldJqv8pEY8T0bRq+9KPitGTGpwRtlj3zkWhKN/V5nympMm9dui9doyjkajnlTxZ9FVKTvH348eEv1+TSsRLiaptXY86STMdQUepE1SHlNU5hlFMeBA6R7eHxVKqssXqvlejXgZmmjHVyxI+7+841EGy7oW+Wi2qzzWWUtpS4JlahGowF7HBe+ccsOceX0jQnKVOtTV3B3tzReL3Rr+19kTrO1ychUnwsMVYaMrZMP3hG6hiKdeOanL9rvRRpp6kAVyc4aHP24R3u9pMbfCi5YrPfcSlBdnICgcTgNY51KtOlBynsibSlsdo3R3VXZ8km72k9/ERpwQHRRqdfQR8VjcZLFz10itl+e8204KJ5vLt2Xs2WZjUmWqbkOmWHyyl0Gp5kmLYPBzxUsq0it/XNipNRONW+2NNmGe7s7s1WLceHSmAAwoI+zpUqdGKVNaIxNylpItMS4JVQKDG7h04frHV3mrpEK0dGzsG0XpaNmKdVb2lJH5sovqasmfQ4eoo4erHnl+5qe1tgzLbtS0oqgIGS/Np4B2Us0HFjoPPTH3sP0pTwXRdNyV5NOy8X9Dx5UnOo7M2qWAx/gLFVElYT5y/3dcTLVtZ7VxPy1rnQR4SU2/a8VrKXwxf37lwNGi92JrO+286S0/grKAJSC65U0BGqKdR9Y6kkcY93ofouUpe14lXb1S/P6Rwq1L+7FmjFmGKVCnhx4H/WPq25LWOxltF6S3JVj2c01iVFaUJJwVa8WJpnlx5xScoQd5eCJu9kZkWeVIWr95ivdqKMToVQ+FftuMdF1jh1k6rstvW7/AAvFiyRj7ZtFmJDEqOGJ541xbPoKnKO9OnGP7IbZD7SmgavHCvClDhHXbdXIy342K2lHxBhTr7EcYiVNr3l68AppvKzIWBVnSyqr9IMVIBqQTiCMqAnPSo0rHNzs1Lgy1uBDEts0FCMDxr5/vCOyv8pzk1tItGrYlwr8K0rXhT8InfjZjRaWui1RaYE3umB/eMV0feW18D0EHAKa6ipIPSmP/wCwSTeiDut2eqla0TyJNfLGsMvYQ3bdlLHCvc/MfrDL3E314lcuWSaDGuVFxPK7TGKySWtwmXGUy6Gt1hlQ0IPUeE+8crKWxa9jqHw33+eYRZrUbxA7s0+LOgD8eufHjHmYyCpNPg9Ddhqcq0ZZd0r+B1KM5UQAgDk/xmspJvcFRx5MyGnMl18lEacM7S9d/wCDlURy8PXIUVvT1j2ItvbZmV247opoAaNj0PvzhotGLtq6KUmnw4Y+vIwUn8IcV8Q7K6aNgDw/GGXK7SJzXV4nlQpw73Mw92L01GslroZLZO2p9mNZTEI2akXpbDUOhw5Vz6RlxGEp1lece5rdeJKlbS5l1mWS1UxFjnciTZ3P4yvdYy/8zh//AJI//Zfv7ltH2GN2lsmbZjSalyvhYd5XGfdOII1jXRxNOurwd+ziu8hpolbM25OlIJdBOknOXMW9Kz0UjukciI5VsHTqSz/DLmtH/JKky6bPYrQKo5skz6rVmyT0el9BzIIEc8+Ko/Es65rSXlsxaLIO0t3p0lb7Sw8o5TZZDoed9ch970jpSxVGq8qdnyej8n+Bqi9sbfC3WaipOvp9WYLwHClcQOQMcK3RVCq7tW7Vp9Ni6qtIxO0bY86c820PfZ8TTQaAcAMgI20MPToRUFt61KOblqiMHCHu4g8dY7ZlB6FcrktSqYrXbwwFNNPLhCSlbMtgnG+VnVN5bSsq27LLsFQLMqxNAKoqip0FeMfA4elKphayWrZ6ee2hM2jtJrRNNksLLeOM+0LQrKU4YEYNNIFBwpyw4YfBqlFVsTw+GPP+CrlwRr29m3pVllf0fYmuUqJs0Ymp8YDDNyfE3OnT3ujejniJ+04nwXrhyM9Wq46RNAl0AK3QRxOnT0yj6hP5UjM1xuZ3Z+xG7vahyWpckp/avXIkZSpeffYZDAHOMlTFJJqD0W8nsv2+xE5SVtXaySQqSrhZMiuMqU32Aa9rN/3rV+zxjlSoufv1LpPnvLv5L/avElvgjXCWm1apqTjeOLcydY9CMG1pouRRyUXqBMXJq149eJi148Q1LhseiY47pBC1xFKDrXX84m8tuBFo3utykywtDW8MsD7E6f6RFlHW9ybuWmxfslquuGQEAcyeTAnmD7xSUVK6Wz+jJ1W+5kttWNSBMlPUMoLZ3l+UMTQVqQQaZHOlY5Upv4ZaPh+v12EyS3MOwWmNb/DAA8SDGh5X3lE5X7CkzSwoFAI1GvPrDNfhqTltuy9LkTppAF5m4ICzYcgIic7K8nYhJLRImjd56/Ssss5/SOA3+BazK4cI4PEwfw3l3L86L6lkmivsLPLF4FprV0HZr6mrEeSxKdaXBR+r/X3I0LE7aBIooVFOFEwr1bFm8yYvGir3lq+39bEZuRD96cDmY6sgnbAm3J4+0Cp8xh7gR5XSsM2HduGp6/QtTJio346eZ9IbNnX5Mt/rIreqgx58HeKZWtDJUlHk2vqSYschAGj/ABIk9qJaLLeYcQwWgorqRWpIqRWoHGKe0wpS1ZWSujjEzY1qQlGkT6VzEpyvWt2PVpY6hJWzq3eZpRa1sRZshlqGluCMiVYD8BhHdYii1bMn4kZZXuWTPJF04dcPKLqsp6XIyqOpSsxcmanSh/flE3jtJjXeJ6tpAwoDzOJHOCqJaEuF9Su8wwYm6c8cKRbM1pLYjR6x3PMFya8Dww/POKuy2ZKvLdGZ2NvG8lezIE6QfFJmYr1U5y25j0MZK2FhVeeLyz5r88ybuOhOt+y5TyxarIWeUCBMQkCZIJyvADvJ9oeepjnRxM1Pqa6tLg+Eu7t7A1xRhA2BxH8mf5YRuuQTdnbRmyWDSXZCRiQ1CfvJWjdCDkI5VaNOqrVEn65kptbGQG1bPPH9Zs4LazbMOzfHVpfgc+kZvZ61L/RnpylqvPdE3T3LUzddJv8A6WfLnnPs2+inDldY0bqD5Q9tyf8AUQce1arzQs+DMLa7FMkns5ksofqzFIPUVjdSqxnH3GmijWt2QwCDVvDrjWoh3lu46XN3l2XtFES1h5LKKK5yXKoDjDQeIUyj5WOAxeDu6dpRfrY1dZGWjLG29vSbFZxY9mMGLYzJ4YHMaMMC9NRgoFBjlowvR9XFT67EKyWy9cPuUlVjH3VuaNYtnNPYJLV2c4kDKgzYk+EakkiPoqs6VOGabsvXqxmTlczMopZ2CS7s60EgB6XpctjQASwf7R6/ORQaA5xmeerFyqe7BcOLXbyXZu+JO225Vtm2dj2khHvMTS0zq1M1x4kBz7NTh9oip0ERQpqaVWS0+WPJcH3v6B8kYFn1UEg5VGf6RvWZaorZPRsTJIbG8K6iuI4094lxT1uFJ3tYAq1AFo2hzBoOGVdf0ibp6JakWa1b0HeOEw0HMZfrCzek2LpawR5ghyvg+QPA6xF1DtJs5LkVG/iyVut6Z6/rCUZNabBON7PcymydqCWCrUZTUVoGaXeAvUBzU4VU5061zVKeZ3W/Ln64MsnbuJD7LWZ35ZRMcCWBlk6UY96W32WFecRGu4u0tfv+n3ohxujFW+RNRheF08/Cw5EYHqI79Z1msX67iIxUdGVWDabyibpoWF1lIvI4zukEUYV/0jnUUZ2U148vXkWSe6J5tkqacf6tMoBeQEysBSl3xyxzBboI5tVqeq99eT/T+hF7mPt1jmSyA4HeF5WBvK68VYYMP2Y70a0KivHhuuK70VaZYEtjpnhl7c46ZkLMuLJxxA+rlrFXIlIl2KT9LKHE16gVJjBjJrqZt8j0MBFuvBLmj6J2GhWzyAcxKSv+ER5dNWgu464p3rTfa/uToucBAGk7T2upnNT6xGVcjQdMo8uvBzk2VchJ2qlaX1rwqKxklRlyIzE1LZUZxwcGi10XO1B0HpHN5idC08iU3ilyz1QH8oZ6i2YsiO+yrMc7PIPWUn6RdV63+T8xZFDbDsZFDZbOf+En/wBYt7ViP835sjKi227FgP8A7Sz/APLUflErG4lfO/MZUWZ25mz2wNmQfcZ0/wClhHWHSmKh8zDhFjZu5lkkOXlCahZSjDtCysrZghgaiLVulK1WKU+DuttCqppbGGnfDKR/d2icnVUP4Baxuh09U+aKI6pGNtPwznA1l2iS5Grq6HkagsK+UaodOwfxKxXqmYTaG5VuljvSDNAOcplbTgO8fSN1LpTDz427yjgzB2hGln6RGlmmF9WVxQcDSp/eEbIV4T0i7kWMnY95J4S4W7eXXwTVExdMKNUjyIjlLCUZSzJZXzWn2F2em02OZW/JeSeNne8P+XMrTyeGTEw+Cakv9y/K/RGjKF2TZm8FsQV0myXU/wCW+D6xPtFaPxUvJp/oW7SpLBZFNZlqabT5JEpqn+dwAB5GDrYmWkKeXtk19ldkWXMtW/a5ZexkoJEk5opJZ+BmOcXPLADhF6WHSl1lR5pc+C7lw+4b4EfZFpEqfJmsO6kxHIOoVwx86COuIg6lGUFu019CFo7ja9k7Kc6MagmqsMnRu8jg6ggg+sRh6qqUk15cmt0TszHh3XDJemBGtDGiM2+4hxW/E9cKpvBr2PCnrjjFtFqtSLuSs9CoEv4FukcKD3w10iVeXwojSPxO4ShwmMQRkcz0JiNNpPUar4VoUieEqt0HriRXOn7/AFhny6WJcG9blbK6nGt08TgR04+WES1NPXYhOD23PCFUgg3+WXlr+/SKSjHfcsnJ6bFyXbmRr0u8uhpj5MMiPblFJxUlqrr6oW8zJ2S1B+4oCOx8NKyZjHIFD4GOhGH3c4z1IZfeeq5/MvHj3fckivZ0mKWRSpUXiuJUioBKtmpqcjXkdI6Z5QajLVPZ8fH9ryItyILTKmlP9P3WOzfvaEJaGZv3LHdcnvzBMQaqqhlduQcsBz7MnSMd08RmjwVn28l4fkuloWrHYnmkiXLmtUfKCaZYYD3hVxlKn8UkSombsm69oqLw7NftsMuAAqT7VjzqnTFLaCbZdRNk3Z3WlPaUuKSsv+0bQ8AOGVMNCYw9fWxMrT23sezh4+y0HVekpK0efazqwEbDzRAEbaNo7OVMmAVKIzU43VJ/KAOJzbYuU1TQnArjllXjFY0m/hevacS9adost29JV5ZHdYnEjXvDM8o5ezwberTIuZWxs7y62d0A+pSjCuOAat6M1SEYv31ftJLlnttqRhfF5darcpzvUAjhKFKXwrXzF2UbQ2qobuWopxVgWoeTAEEeUTHDVP8AEnMXtk2qbMqyTjPp8q3Vy1xF4+Qis6Dj8SsMxZmbctIJARBQ5Gt70rBUqVhdku07VYJV5ps7faUOp/lwYREaGb4VcZi3szbDO4X+JlzOQllSf5iwAiamGlGN3G3iTmJFv2xaEYhZYw0IJPqMI5QhSa1Juy5N3iEtVM7uMdM/wBp5xaOEzv3CMxeXbgaX2qI8xa43BVhzu50iksNlllk7MnMSLHtkMpajoBnfUpT1EcpYZp2WvcSpGRS2rMWlVdedGEc31sGTdMw+0d1rBP8AHZ0U8ZZMs/5SB6iNVLpDE09n68SrhFmBt/w4lNUyLQ0snR1D/wCZSpHvHo0empr41f14lXT5GBtnw/tiHASpwGqzKNnwYD8Y3Q6Zove6KdWz2x/D+1OD2rSpfnVq87q09zFanTdKPwJsKm3uZWz/AA2T57UT92UB7ljX0jHPp2p8sPqXVJFu0fDLH6K1inCZLqR5qwHtF49PO3vQ8mQ6XJl9dw5xQSpk2TMQeAgsjyic7pukFTmUOGoIOMU/rEVPPBNN78n39vb9x1ZgbX8O7cpIVZc1dCJgFfJiKHoY3w6ZoSXvXTK9XJGPO5tvl1IsjmuYqr/9LRqh0rQW0voysqbkQ5+7tuz/AIS0Dksp8PQfhHf26hLXOvOxGW2jRQ2xbRTvWW1hqf7CZQ+dzOL+24Zr41fvRFpp9hSuz7SQF/hZ/I9jMrgNTd4axPt1Fq2ePmv2R1dnfU9TYtqrdazWmnKRMNDyopp+/KqxlBaOa80Wae6RUmxLUGIFjtLj/wCCYPMd384r7fhofOn4oZZS7CXZd17cxws08A4UK3ajq1PWOMulaMdpInqr7mwWHce1oO7LVXOHaOy0lg53FBqW+0ctAPFGCp0rRe97cuff+vPkWyMnD4fTCLhnSpSYXqBnaYRq3hAHBRgOZxjg+m0nmy3f0Xdv5lurJNm+Htkl4zJ0yZTGndUHrQE+8Z59MYmd8isTkiZVUsksl0lq7ZXjWYRTAKCahdAFFNMIyf8AMVFlk9PXq5N0Q7dvGwJUC6fqijMPvAGi9Ca9I7U8FG15fwTFSk7RWrJOyN37TaWVplZco0N4kF2B0AHh9v10qlwjtz/SN9OnSoXlV96f+PBd7/B0Sy2VJa3Zaqq8FFBGuMVFWRmnUlN3k7svRJQQBYt1nEyW8smgdStRpeBFfeAOIbWsD2VpisL4BNOdDpqDHWMo1dL7eZFWhOmk2tHxMb/SUxAGln6KlCpoQpGVQeI14x0dKm3aXgzgT1swtEu+s2kwZo5AJz8B/LSOUpOk7W07AU2NbRIcEhiuomiqU88PSKOdOorLfsBKt1vsbtUB5R1AUOteRqMIosNXW1n4gty+4hm2a8xBrfyKnTuA4dTWKuDUrVfL+QQ129azT6djyFKn0EdXQw61yom5lZ9qszqvbP2U0eIEFgedNDyjOqFa7cNUC19CFaZKrNu60uAe+MHGpFpT0uCLK23bHYATnIOg0HWOzpUIr4ULmTtdrskxgXmlXoFZQt43hnrxjPHDV43stBcottoeTdWQTLqK1BxYHKJpRi759QZCwbYCqVtTMWamOBPT8PWOVTCuo81JaC5Llz1CF5QF1jgWAoca4rkMuEcHTebLLgLl2zbTFCJn0Z0IwHkDgYpPD63jqTmLiW3OkwPTHAUr70rFXR7LC5XI2peyPrhFJYfLuicx5N2gRianpiYtGhcjMWG2qD4c+DYfnhF1hnx+gueTdtBKX1u1+0SPWsTHCOXw6i5fXaoanZ96ulae5NIo8Lb4tBcuTtsCXS/eSvMN7jD3iiwmb4dScxcl7bUist7x4ZRV4WUXqrE5iQm1HOh8mQ/99YnqLfMRmIz70opoZhBGYIOEdFharVxmL8veC94XqOOQ9SQIq6E1uxmLj7bKipatM6FWPoDFepm3a5OYtJvHX/aU+4aeuUHhprj9RmLU7eKWBVpyDq1T6AEe8THBTlwYzER9sFxWWyFcrzsUFeAwx8o6xwaWklr5kZmQZm22yR5MxgKnEhF5liMelR0MaI4RL4k0vXAi7MXa9vTK0afKJHyopMsdSKXugBrzjVHCR4QfnqRqUWfZ9stYvoJk4KaBsJaryVQw45k+kdLRgnlXgtfNs1U8M211jyrt/Rvu6e5EuRLBnojTS140qVGVF+1zPPlFXHPrM7daqTaoPx4v9G4ARczHsAIAQAgDA7e3bWfVlIVzn9Vuo/OM9Shd5ouzPQwuOdJZKizR5HO9s7szJJLFCml4CqsOBP5GIWKqU9Ksbrn60+xp/p2ExWuHnZ8v43/Brc7ZzUIoADiCuh6aV5Rsp4yi17r8/wBmGt0Tiafy37tf5LMkzZRBIvqM1JqPQ4jrSNLlGotvH+TzpQlB2krMrtcmUSWRwoOkxWw5XgKERzjKpHRq/iVYk2qZIS/Ia9Xuk4FdDlwwiZKM3aoC5YNtTXcCbcVdWVFBFcPEBhFZ0KSV4LXvBTP2ZiT2ko14zBWJjUla1n5A8l297N3ZS3ifFeGHof3hEZIVV7/0BPs+0Zs9GqJaNTu3Qq66nhHGdKELOF39QY0WASjfmFe7jRWDEnnTKOvWOWi0BLsm8c9iJfdVaUqVUkLlnSE8NR3S1BJtslJkw/SI3BVYM4GZ7owGMcYOcI7W+wKLNtybKJSXS7zUHAZx1lhqU1eW4JU50dQTMWuZqwvV6Z65UjjGMoSsogj2ba5kGii8p0bD2i8sKqqvJ2YPZm1gzXgoWuNBT8dYLC2Vr3ILk3aBYgy8DrU/qYrGhGPxkli12y/QTa1pmKZHnlSOlOjl1p7AttaipF3v8b2NcceR6xZUVJe9p3ATrUHu36yz9gUr/LUCEKLjfJr3i5embQpd7JzMrmJgGB6Vu0iiw+vvq3d6uCTPt0xpP0ySwlfHLuXgf+GcPMUiioxz+43fk/5BEs1psoPee0jh3kpXpTKOsqFbkhcvyto2hMJbyVXS8VQ00JBqaxTqaT1abZFzzae0Fvf1oX2pgZRCgj74xJ8oUqLt/adl2klEraMmg7ENKeuDu99eveXPoKxMqE7+87rkt/oC421Z1MbaDwAD48OQ8gYh4eH/AIwRpu1iDhZrPUfM5VzXida+UWjh0/ml4aEkafaDNxaQsxj8wJVaDIUWlepi1oUlbNZfU7UsPVq/BFsnSN3p81VPYi6xooRKiuoqPzjO8XGOtNN9vr+D0KfRdn/dmo21tfU3Ldz4dgAm0C6NEUivOtBQeUc31tX43Zcl+S7rYfD6UI5n/k19v/Rvmz7DLkIJcpQqjQc8yTmTzMdIxUVZGGrVnVlmm7skxY5iAEAIAQAgBAHhFcDAbGHt269mm4mXdPFO77Ze0cJYanLgb6PSeJpaKV126/yYK1/D9T4JpHJlr7j9I5eyuPwSsbl00pK1Wmn67bmJnfDub8plH1H/AGxZe1R2n68iHiujZ/FSt4L8MiHcK0r4VH8syn5iJdTFcbPyIt0VLg15/tng3BtMxXvqAwAuhmqGNcRWpphx4xeFbELgl67zjUpdGqyi5O/080WJPw4nnxSpY5hli3X4jkvXiV6jo1L45evAqO61rAoZTNp4UJ/xEH8Y4urVv/p/V/s6+w9HP/uv14Ee17lTr1HlTHNBiFDDEZVAp5Rf2uvHRQ8rkRwGBkrqq132X4PbNujPQMyyHC1AKlFx4G4Vx6gREsTVmtYfcf0/A3Ueu+33Kpe5k+cxUyiooT3kuKaDLwgEnLziaeIq7KFvMrUwOBpq/Wt91mW7DuVPDVlyGlstcbqrXDLLvV8xD2irJNOH1ZMsDgYq7rPw1/Bd/wDDlqmsFMhxeNCSgRerEAYdYpCrUT0h9xLAYGKbdXbuKJW401jQWcKRUglbuI0vV1/OLxxFe9sv1IlgsBFX61vy/RdXdm2MGrIu3RWvzHkMTXjhFFOotcv1IeBwKaXXb+tTGLu9aan6GcCBU1ltkOox6COvtcrWdP15Fn0Vh/8Azr6fstzNiT3qbrtdzohqNMQBEwxqW0GRLoaK/wC9H14kQ2RjhUN5GtBnp+6RZY+lfZr13lX0FW4SX1LT2F8sI6x6Ro835HN9B4vkvM8m2CZSpx0qT6RaOPw/B/RlH0Ni18v1RbexvTIDof8AWLRx1BfN9H+iv9JxXCH1X7KRYZnD3ES8dQfzfRkf0rF/4fVfsrlWWYuSIOeEVeLwz+b7/ohdFYt/J9V+y1/Rz1/RqD2i39Qo2+L6Mt/SMVxj9USEsD6ELrx944y6Rore7O0Og8TLkvH+CfZdhTZ+AvzDwArHH29N/wBuB2/osYK9aqomQ2ZuLNdlBkuqkgFmF2gJxNDStBpFfa8RN6Rt67S0sHgKUW5TzPlffyRn7L8OGDYmWFBwIqSR0p+cUl7TN+9PQRxWBpq8Kd32/vX7Gy2DcyzoBfBmGuZJUdKAxEcJBfFqznV6Wry0p+6jYJElUUKqhVGQAoBGlJJWR5s5ym80ndlyJKiAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAKbg4CBN2WhY5dSbiVIoe6MRwyiMq5FutnzfmUDZ0m6yCVLCuKMAoAYcxTHOIyR2sWdeq2pOTuttdiIu7dlBqJEv/AAxXqafI7e3Yn/N+ZSm7FkBJEhKnjU58iaRHUU+RL6QxLVs7Fj3asspw6SgGXI3mNPIkiEaMIu6QqY/EVIuMpaPsX6Lh3fsxYsZEskmpqNTnDqad72KrHYhJJTZJkbOlJ4JUteigflF1CK2RynXqz+KTfiSQIscj2AEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgBACAEAIAQAgD/9k=" 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" 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<li style="text-align: justify;"><b><u>980 Fresh Foam</u></b>: zapatilla de entrenamiento neutra y supinadora muy ligera y amortiguada. Posee un peso de tan sólo 257 gramos y un drop de 5 mm. Posiblemente sea la zapatilla más amortiguada que existe relación peso-amortiguación. Corredores de hasta 80 kgs podrán utilizar estas zapatillas para competir, tiradas largas, entrenamientos intensivos, interválicos... Corredores más pesados deberán usarlas exclusivamente para competiciones y entrenamientos intensivos. Te sentirás cómodo a ritmos más lentos de 3:50 min/km.</li>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-45481584026357034342013-07-31T03:17:00.000-07:002014-10-25T05:07:36.565-07:00Análisis del mercado de zapatillas: Adidas.<div style="text-align: justify;">
<a 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" 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" width="200" /></a><a href="http://www.adidas.es/" target="_blank">Adidas</a> es una marca deportiva alemana especializada en multitud de deportes como golf, fútbol, natación, fitness, rugby, baloncesto o tenis. Pero lo que hoy toca es analizar qué tiene que ofrecernos en lo que a zapatillas de running se refiere. Entre las tecnologías que aplica a sus zapatillas destacan: <a href="http://deportecnology.blogspot.com.es/2013/03/adidas-energy-boost.html" target="_blank">boost</a>, adiwear, adiprene, geofit, formotion, torsion system y climacool. (Para cualquier aclaración terminológica consultar el <a href="http://deportecnology.blogspot.com.es/2013/05/habla-con-propiedad-diccionario-runner.html" target="_blank">Diccionario Runner</a>)<br />
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<li style="text-align: justify;"><u><b>Supernova Glide 5</b></u>: zapatilla de entrenamiento para neutros y supinadores con 12 mm de drop y un peso de 318 gramos. Corredores con un peso de 70 a 80 kgs podrán utilizar esta zapatilla para entrenar y competir como mucho a ritmos de 4:15 min/km. Corredores más pesados podrán utilizarlas para entrenamientos de calidad y competiciones de larga distancia.</li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn12W0sF3OUTbUKoN3XypQjk9CY2GZl2cSQ9eHQNVQtJkJC_xnGc-bwC15F2_kfZoJ6iyiTIdi49WDTEH9dhOhwraUVx9PcUV_B1iaXUX9GQQwwxfrUU5m_4ty4ZSPOYkYaEjX4K9LcX5O/s1600/descarga+(1).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn12W0sF3OUTbUKoN3XypQjk9CY2GZl2cSQ9eHQNVQtJkJC_xnGc-bwC15F2_kfZoJ6iyiTIdi49WDTEH9dhOhwraUVx9PcUV_B1iaXUX9GQQwwxfrUU5m_4ty4ZSPOYkYaEjX4K9LcX5O/s1600/descarga+(1).jpg" height="133" width="200" /></a>
<li style="text-align: justify;"><b><u>Response Cushion 22</u></b>: zapatilla de entrenamiento para neutros y supinadores con 12 mm de drop y un peso de 325 gramos. Corredores de peso medio podrán utilizar esta zapatilla para todo, con ritmos no más rápidos de 4:30 min/km. Corredores más pesados limitarán su uso a entrenamiento de calidad y competiciones de larga distancia.</li>
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<li style="text-align: justify;"><b><u>Energy Boost</u></b>: zapatilla de entrenamiento para neutros muy ligera y amortiguada con la revolucionaria tecnología boost. Tiene un drop de 10 mm y un peso de tan sólo 270 gramos. corredores de hasta 80 kgs podrán utilizar esta zapatilla para todo, pues a pesar de su amortiguación dispone de una gran respuesta a ritmos elevados. Corredores de más peso podrían utilizarla para entrenamientos de calidad y competiciones.</li>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQzHkm8dh-Ooinm2HejitWYAZSzk50soUdrVX--TWdUIlZ6jdcqNw" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="132" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQzHkm8dh-Ooinm2HejitWYAZSzk50soUdrVX--TWdUIlZ6jdcqNw" width="200" /></a></div>
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<a href="http://johnlewis.scene7.com/is/image/JohnLewis/000477710alt1?$prod_main$" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Buy Adidas Men's Sonic Boost Running Shoes Online at johnlewis.com" border="0" src="http://johnlewis.scene7.com/is/image/JohnLewis/000477710alt1?$prod_main$" height="200" width="200" /></a><br />
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<li style="text-align: justify;"><b><u>Duramo 5</u></b>: zapatilla neutra de gama baja para iniciarse en el running. Con drop de 12 mm y un peso de 278 gramos es una zapatilla ideal para corredores de peso medio (65 - 75 kgs) que corran dos o tres veces a la semana no más de 8 kms.</li>
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<li style="text-align: justify;"><b><u>Sonic Boost</u></b>: zapatilla de entrenamiento para neutros y pronadores leves que utiliza la tecnología boost pero en menor medida. Con un drop de 10 mm y un peso de 240 gramos es una zapatilla ideal para corredores de peso medio que corran a ritmos no excesivamente rápidos (no más de 4:20 min/km). Corredores de más de 80 kgs deberán limitar su uso a competición o entrenamientos no excesivamente largos.</li>
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<li style="text-align: justify;"><u><b>Climacool Chill</b></u>: zapatilla neutra muy ligera y muy refrigerada con el sistema climacool. Con un peso de tan sólo 230 gramos es una buena opción para correr en condiciones de calor extremo si pesas menos de 75 kgs. Corredores más pesados deberán limitar mucho su uso, tanto en volumen como intensidad.</li>
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<li style="text-align: justify;"><b><u>Marathon 10 NG</u></b>: zapatilla neutra con un peso de 298 gramos. Como puede deducirse de su nombre, están pensadas para entrenar distancias medias y largas así como para competir tanto en medias como en maratones. Está recomendada para corredores de no más de 80 kgs. Si pesas más debes utilizarlas únicamente en competición y en entrenamientos de calidad. </li>
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<ul style="text-align: start;"><a href="http://www.marathinez.es/uploads/content/1368453796_ADISTARBOOST.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.marathinez.es/uploads/content/1368453796_ADISTARBOOST.jpg" height="103" width="200" /></a>
<li style="text-align: justify;"><b><u>Adistar Boost</u></b>: zapatilla de entrenamiento para neutros y pronadores leves con drop de 11 mm y un peso de 315 gramos. Corredores de peso medio y elevado (70 - 85 kgs) podrán utilizar estas zapatillas tanto para entrenamientos como para competición de medias y maratones a ritmos no más rápidos de 4:15 min/km. Corredores más pesados aún deberán limitar su uso en volumen e intensidad.</li>
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<ul style="text-align: start;"><a href="http://www.evasionrunning.com/wp-content/gallery/adizero-adios/374707_10150442934478019_145629788018_8598743_115421230_n.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.evasionrunning.com/wp-content/gallery/adizero-adios/374707_10150442934478019_145629788018_8598743_115421230_n.jpg" height="161" width="200" /></a>
<li style="text-align: justify;"><b><u>Adizero Adios 2</u></b>: zapatillas voladoras y neutras con un peso de tan sólo 210 gramos. Están pensadas para competición en distancias de no más de 10 kms, salvo que seas un corredor muy ligero (menos de 65 kgs) y muy rápido (por debajo de 3:40 min/km), en este caso podrás competir con ellas en medias y maratones. Con estas zapatillas el atleta nacional Carles Castillejo ha batido el récor de España de Maratón.</li>
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<li style="text-align: justify;"><b><u>Response Trail 20</u></b>: zapatillas neutras o supinadoras de trail con drop de 12 mm y un peso de 360 gramos. Corredores de menos de 80 kgs podrán utilizarlas para competiciones y entrenamientos de trail de larga distancia. Corredores más pesados deberán limitar su uso tanto en volumen como en intensidad.</li>
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" 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" 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<li style="text-align: justify;"><b><u>Adizero Aegis 3</u></b>: zapatilla mixta para neutros y pronadores leves con drop de 10 mm y un peso de 250 gramos. Corredores ligeros (menos de 65 kgs) pueden utilizarlas para competir y entrenar. Buena opción para competir distancias largas y realizar entrenamientos de calidad si eres un corredor de peso medio (65 - 75 kgs). En cuanto a ritmos, se desenvuelve muy bien por debajo de 4:20 min/km.</li>
</ul>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjga-GCabwUAxsQ1NOVSg4iTHZkxx_qMhlEfZ6vlUPzx2xhKnZj2IQtUJLGUIRDEVG2jjNWoiNUdHBNjkuRcbKHTsjSfBt3PYzO2M8sVFGZX_6TXSqyQZioXydsuDSqg1K-5ivasFW_zVMg/s1600/descarga+(2).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjga-GCabwUAxsQ1NOVSg4iTHZkxx_qMhlEfZ6vlUPzx2xhKnZj2IQtUJLGUIRDEVG2jjNWoiNUdHBNjkuRcbKHTsjSfBt3PYzO2M8sVFGZX_6TXSqyQZioXydsuDSqg1K-5ivasFW_zVMg/s1600/descarga+(2).jpg" height="130" width="200" /></a></div>
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<ul style="text-align: start;">
<li style="text-align: justify;"><b><u>Adizero Tempo 6</u></b>: zapatilla mixta para pronadores y neutros con drop de 10 mm y un peso de 255 gramos. Pueden ser utilizadas para "todo" por corredores ligeros y rápidos (por debajo de 4:10 min/km). Corredores de peso medio limitarán su uso a competiciones de hasta 20 kms y entrenamientos de calidad.</li>
</ul>
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<ul style="text-align: start;"><a href="http://66.147.244.224/~gadgett6/wp-content/uploads/2012/07/adidas_adizero_mana_7.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://66.147.244.224/~gadgett6/wp-content/uploads/2012/07/adidas_adizero_mana_7.jpg" height="82" width="200" /></a>
<li style="text-align: justify;"><b><u>Adizero Mana 7</u></b>: zapatilla voladora y amortiguada para neutros y pronadores leves. Posee un drop de 11 mm y un peso de 230 gramos. Es una voladora pero no tan radical como la Adios 2, por lo que corredores de peso medio que sean rápidos (por debajo de 4:00 min/km) pueden utilizarlas para competir hasta 10 kms y realizar entrenamientos de calidad. Corredores ligeros y rápidos (por debajo de 70 kgs) pueden utilizarlas para competir en distancias largas (medias y maratones).</li>
</ul>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQNo-2hU0tT2v_8F3JdKoQlcbooAy6GY0mdTAOd_BJBadEKwqcK" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQNo-2hU0tT2v_8F3JdKoQlcbooAy6GY0mdTAOd_BJBadEKwqcK" width="200" /></a></div>
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<a 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" 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" 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<li style="text-align: justify;"><b><u>Adizero F50 Runner 3</u></b>: zapatilla mixta amortiguada para neutros y pronadores leves con drop de 12 mm y un peso de 272 gramos. Ideal para realizar entrenamientos de calidad y competiciones de hasta 20 kms si eres un corredor de peso medio (65 - 75 kgs). Corredores más ligeros podrán utilizarlas para entrenamientos y competición.</li>
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<li style="text-align: justify;"><b><u>Adizero Boston 4</u></b>: zapatilla mixta y neutra. Con un peso de 270 gramos será ideal para corredores de peso medio (65 - 75 kgs) que la utilicen para competir y realizar entrenamientos de calidad. Si eres un corredor más ligero podrás utilizarla para todo.</li>
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<li style="text-align: justify;"><b><u>Adizero Hagio 2</u></b>: zapatilla voladora para neutros. Con drop de 6 mm y un peso de tan sólo 186 gramos es ideal para competir en distancias hasta el medio maratón si eres un corredor rápido y ligero (menos de 65 kgs).</li>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSW9hrPXziXBbOai6R4NtU-9i4jwQduaSMBhXd9FFtVRw8wKO7X" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="164" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSW9hrPXziXBbOai6R4NtU-9i4jwQduaSMBhXd9FFtVRw8wKO7X" width="200" /></a></div>
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<a href="http://equipatetrailrunning.com/wp-content/uploads/Adidas-Marathon-Trail-Runner-10.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://equipatetrailrunning.com/wp-content/uploads/Adidas-Marathon-Trail-Runner-10.jpg" height="200" width="200" /></a><br />
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<li style="text-align: justify;"><b><u>Adipure Gazelle 2</u></b>: zapatilla minimalista para natural running con un peso de tan sólo 180 gramos. Sólo corredores ligeros y experimentados en esta forma de correr deberían utilizar esta zapatilla en sus rutinas de entrenamientos habituales.</li>
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<li style="text-align: justify;"><b><u>Marathon Trail 10</u></b>: zapatilla de trail ligera para neutros. Con un peso contenido de 319 gramos (teniendo en cuenta que es de trail) es ideal para corredores de peso medio que entrenan y compiten cualquier distancia en montaña. Corredores más pesados deberán limitar su uso tanto en volumen como en intensidad.</li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIJA2ve2tRy1KiZhRHGEgxVCTnn-W4nEefjMGYeyjnPYPXTggFNPQw9vuuADJLMoeCDP-Fxo0liuL0c-ZpHSGC-1PtqdJznPAa2MeF4QA46En43oqWaHupCLxXa089aFOSGtNJZ_OLkf_j/s1600/descarga+(3).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIJA2ve2tRy1KiZhRHGEgxVCTnn-W4nEefjMGYeyjnPYPXTggFNPQw9vuuADJLMoeCDP-Fxo0liuL0c-ZpHSGC-1PtqdJznPAa2MeF4QA46En43oqWaHupCLxXa089aFOSGtNJZ_OLkf_j/s1600/descarga+(3).jpg" height="133" width="200" /></a><b><b><u>PRONADORAS</u></b></b></div>
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<li style="text-align: justify;"><b><u>Supernova Riot 5</u></b>: zapatilla de trail para pronadores leves con 12 mm de drop y un peso de 340 gramos. Gran zapatilla para entrenamientos y competición en la montaña si eres un corredor de peso medio. Corredores de más de 85 kgs deberán limitar su uso a la competición en trails.</li>
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<a href="http://johnlewis.scene7.com/is/image/JohnLewis/000477710alt1?$prod_main$" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Buy Adidas Men's Sonic Boost Running Shoes Online at johnlewis.com" border="0" src="http://johnlewis.scene7.com/is/image/JohnLewis/000477710alt1?$prod_main$" height="200" width="200" /></a></div>
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<li style="text-align: justify;"><b><u>Sonic Boost</u></b>: zapatilla de entrenamiento para neutros y pronadores leves que utiliza la tecnología boost pero en menor medida. Con un drop de 10 mm y un peso de 240 gramos es una zapatilla ideal para corredores de peso medio que corran a ritmos no excesivamente rápidos (no más de 4:20 min/km). Corredores de más de 80 kgs deberán limitar su uso a competición o entrenamientos no excesivamente largos.</li>
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<ul><a href="http://www.marathinez.es/uploads/content/1368453796_ADISTARBOOST.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" src="http://www.marathinez.es/uploads/content/1368453796_ADISTARBOOST.jpg" height="103" width="200" /></a>
<li style="text-align: justify;"><b><u>Adistar Boost</u></b>: zapatilla de entrenamiento para neutros y pronadores leves con drop de 11 mm y un peso de 315 gramos. Corredores de peso medio y elevado (70 - 85 kgs) podrán utilizar estas zapatillas tanto para entrenamientos como para competición de medias y maratones a ritmos no más rápidos de 4:15 min/km. Corredores más pesados aún deberán limitar su uso en volumen e intensidad.</li>
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<ul><a 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" 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" 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<li style="text-align: justify;"><b><u>Adizero Aegis 3</u></b>: zapatilla mixta para neutros y pronadores leves con drop de 10 mm y un peso de 250 gramos. Corredores ligeros (menos de 65 kgs) pueden utilizarlas para competir y entrenar. Buena opción para competir distancias largas y realizar entrenamientos de calidad si eres un corredor de peso medio (65 - 75 kgs). En cuanto a ritmos, se desenvuelve muy bien por debajo de 4:20 min/km.</li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjga-GCabwUAxsQ1NOVSg4iTHZkxx_qMhlEfZ6vlUPzx2xhKnZj2IQtUJLGUIRDEVG2jjNWoiNUdHBNjkuRcbKHTsjSfBt3PYzO2M8sVFGZX_6TXSqyQZioXydsuDSqg1K-5ivasFW_zVMg/s1600/descarga+(2).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjga-GCabwUAxsQ1NOVSg4iTHZkxx_qMhlEfZ6vlUPzx2xhKnZj2IQtUJLGUIRDEVG2jjNWoiNUdHBNjkuRcbKHTsjSfBt3PYzO2M8sVFGZX_6TXSqyQZioXydsuDSqg1K-5ivasFW_zVMg/s1600/descarga+(2).jpg" height="130" width="200" /></a></div>
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<ul>
<li style="text-align: justify;"><b><u>Adizero Tempo 6</u></b>: zapatilla mixta para pronadores y neutros con drop de 10 mm y un peso de 255 gramos. Pueden ser utilizadas para "todo" por corredores ligeros y rápidos (por debajo de 4:10 min/km). Corredores de peso medio limitarán su uso a competiciones de hasta 20 kms y entrenamientos de calidad.</li>
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<ul><a href="http://66.147.244.224/~gadgett6/wp-content/uploads/2012/07/adidas_adizero_mana_7.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: start;"><img border="0" src="http://66.147.244.224/~gadgett6/wp-content/uploads/2012/07/adidas_adizero_mana_7.jpg" height="82" width="200" /></a>
<li style="text-align: justify;"><b><u>Adizero Mana 7</u></b>: zapatilla voladora y amortiguada para neutros y pronadores leves. Posee un drop de 11 mm y un peso de 230 gramos. Es una voladora pero no tan radical como la Adios 2, por lo que corredores de peso medio que sean rápidos (por debajo de 4:00 min/km) pueden utilizarlas para competir hasta 10 kms y realizar entrenamientos de calidad. Corredores ligeros y rápidos (por debajo de 70 kgs) pueden utilizarlas para competir en distancias largas (medias y maratones).</li>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQNo-2hU0tT2v_8F3JdKoQlcbooAy6GY0mdTAOd_BJBadEKwqcK" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQNo-2hU0tT2v_8F3JdKoQlcbooAy6GY0mdTAOd_BJBadEKwqcK" width="200" /></a></div>
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<li style="text-align: justify;"><b><u>Adizero F50 Runner 3</u></b>: zapatilla mixta amortiguada para neutros y pronadores leves con drop de 12 mm y un peso de 272 gramos. Ideal para realizar entrenamientos de calidad y competiciones de hasta 20 kms si eres un corredor de peso medio (65 - 75 kgs). Corredores más ligeros podrán utilizarlas para entrenamientos y competición.</li>
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<ul><a href="http://www.foroatletismo.com/imagenes/2013/01/Adidas-Response-Stability-5.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.foroatletismo.com/imagenes/2013/01/Adidas-Response-Stability-5.jpg" height="93" width="200" /></a>
<li style="text-align: justify;"><b><u>Response Stabil 5</u></b>: zapatilla de entrenamiento para pronadores. Con drop de 11 mm y un peso de 330 gramos son ideales para corredores medios y pesados (más de 70 kgs) que entrenen largas distancias a ritmos no muy elevados (más lentos de 4:30 min/km).</li>
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<a href="http://a248.e.akamai.net/f/248/9086/10h/origin-d5.scene7.com/is/image/adidasgroup/G97328_01?wid=500&hei=500&fmt=jpeg&qlt=92,0&resMode=sharp2&op_usm=1.1,0.5,1,0" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://a248.e.akamai.net/f/248/9086/10h/origin-d5.scene7.com/is/image/adidasgroup/G97328_01?wid=500&hei=500&fmt=jpeg&qlt=92,0&resMode=sharp2&op_usm=1.1,0.5,1,0" height="200" width="200" /></a></div>
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<li style="text-align: justify;"><b><u>Supernova Sequence 6</u></b>: zapatilla de entrenamiento para pronadores moderados y medios. Con un peso de 326 gramos es ideal para corredores de entre 70 y 85 kgs de peso en entrenamientos largos y competición a ritmos no más rápidos de 4:20 min/km. Corredores más pesados deberán utilizarlas únicamente para competiciones de hasta 15 kms y entrenamientos de calidad.</li>
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<li style="text-align: justify;"><b><u>Adizero Ace 5</u></b>: zapatilla voladora y ligeramente amortiguada para pronadores. Con un peso de 230 gramos es ideal para competir y realizar entrenamientos de calidad si eres un corredor ligero capaz de correr por debajo de 4 min/km.</li>
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<b><u>SUPINADORAS</u></b></div>
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<li style="text-align: justify;"><u><b>Supernova Glide 5</b></u>: zapatilla de entrenamiento para neutros y supinadores con 12 mm de drop y un peso de 318 gramos. Corredores con un peso de 70 a 80 kgs podrán utilizar esta zapatilla para entrenar y competir como mucho a ritmos de 4:15 min/km. Corredores más pesados podrán utilizarlas para entrenamientos de calidad y competiciones de larga distancia.</li>
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<li style="text-align: justify;"><b><u>Response Cushion 22</u></b>: zapatilla de entrenamiento para neutros y supinadores con 12 mm de drop y un peso de 325 gramos. Corredores de peso medio podrán utilizar esta zapatilla para todo, con ritmos no más rápidos de 4:30 min/km. Corredores más pesados limitarán su uso a entrenamiento de calidad y competiciones de larga distancia.</li>
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<li style="text-align: justify;"><b><u>Response Trail 20</u></b>: zapatillas neutras o supinadoras de trail con drop de 12 mm y un peso de 360 gramos. Corredores de menos de 80 kgs podrán utilizarlas para competiciones y entrenamientos de trail de larga distancia. Corredores más pesados deberán limitar su uso tanto en volumen como en intensidad.</li>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-88793819404417103652013-07-29T04:05:00.001-07:002014-10-25T07:23:51.769-07:00Análisis del mercado de zapatillas: Saucony.<div style="text-align: justify;">
<a 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width="200" /></a><a href="http://www.saucony.eu/es-ES/4/inicio.html" target="_blank">Saucony</a> es una marca deportiva americana especializada en running y triatlón. Entre las diversas <a href="http://www.saucony.eu/es-ES/9/tecnolog%C3%ADa.html#" target="_blank">tecnologías</a> que aplica a sus zapatillas destacan: <i>SSL EVA, Progrid, Powergrid, Flexion Plate, Plantilla comfortride, SRC y Comfortemp</i>. Veamos que tiene que ofrecernos: (Para cualquier aclaración terminológica consulten: <a href="http://deportecnology.blogspot.com.es/2013/05/habla-con-propiedad-diccionario-runner.html" target="_blank">Diccionario Runner</a>)</div>
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<ul><a href="http://www.saucony.eu/cmsfiles/resources/temp/imagescript/cache/12985_3d0da98f6ba8d57dc9953f168ffb99f4.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Hattori" border="0" src="http://www.saucony.eu/cmsfiles/resources/temp/imagescript/cache/12985_3d0da98f6ba8d57dc9953f168ffb99f4.png" height="107" width="200" /></a>
<li style="text-align: justify;"><u><b>Hattori</b></u>: zapatilla de entrenamiento natural running. Posee un drop de 0 mm y un peso de tan sólo 125 gramos. Sólo corredores muy experimentados y familiarizados con esta forma de correr deben utilizar estas zapatillas.</li>
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<ul><a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRDJtJIKTbnKv0uqlerZgfeO5VGJVtTUryfXL8EE7vIpvyDlpYbKQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="103" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRDJtJIKTbnKv0uqlerZgfeO5VGJVtTUryfXL8EE7vIpvyDlpYbKQ" width="200" /></a>
<li style="text-align: justify;"><b><u>ProGrid Mirage 3</u></b>: zapatilla mixta que posee un drop de 4 mm y un peso de 247 gramos. La podrán utilizar tanto corredores con pisada neutra como con una ligera pronación. Buena opción para competir y entrenar si pesas menos de 70 kgs. Corredores más pesados deben utilizarla únicamente para competición y entrenamientos de calidad.</li>
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<li style="text-align: justify;"><b><u>PowerGrid Kinvara 4</u></b>: zapatilla minimalista para natural running con un drop de 0 mm y un peso de 218 gramos. Corredores neutros y de menos de 70 kgs podrán utilizar estas zapatillas, sobre todo para competición y entrenamientos de calidad.</li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjN-vPc5AbfRTyxsBfTv6WoN-YMUwLz9WYwMhlrenQ68ff_yRFfWVvQdPFt_67Gc930m88pOjzBHsuZXUliAPGHWUOMnNyeDtpoyjFW-dkiiyTe5OGbxoPR7IPNFN8sjXWP5vKPb0W8SO1/s1600/descarga+(2).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjN-vPc5AbfRTyxsBfTv6WoN-YMUwLz9WYwMhlrenQ68ff_yRFfWVvQdPFt_67Gc930m88pOjzBHsuZXUliAPGHWUOMnNyeDtpoyjFW-dkiiyTe5OGbxoPR7IPNFN8sjXWP5vKPb0W8SO1/s1600/descarga+(2).jpg" height="84" width="200" /></a>
<li style="text-align: justify;"><b><u>PowerGrid Ride 6</u></b>: zapatilla de entrenamiento muy versátil con buena amortiguación, drop de 8 mm y un peso de 280 gramos. Corredores neutros de hasta 75 kgs pueden utilizarla para competir y entrenar. Corredores más pesados deben limitar un poco su uso, tanto en kilometraje como en intensidad de carrera.</li>
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yRfMQUf8AIQdVPkfPrXHOmo8tMycbZRse1uAw0OnHS4/KdNDVe2v3l49Oo/Kf+aGojkB9SSG6XJDAcPcfQ1QQqGta4IutzpcWuB05H51jvj0Z7ibLiRlzBrcwcwHtV+z9tHKC+oPPna+hPtY1r44kBYWHJhoCRfiPPX61Y5Gqg8z6WOvGrQrOL9pZVXHk68NVwNc5unjS/wARGTfspgovyDxo9vS5PzroQa9aL3K53xe5JmQVdVgq6pLFapVapQCtVvHixFDmbwlgp9DetrUPayKYnzC4ALWtc93XQUByLSWUOpLIf4hy/lb2q5ZAdQRarsHPE6gRMpUaWB1HkVOoPrVsmHBN8tj1Fwa5K2lU+Ys5KmnUndFjGsZqk2HPJyP3gGH1BqDPFiQDlML9ATJF9Q1vnXFLR1DklpZk6/XXy5+x5ViZeYP9bfzrS4jE7QVSfg0c8hHOGv53YKR8jWoxG8GPvb+z5L+Yc9OeW3X5VaGnqp4Lwo1Uze7V2HBij31yyW0lSwbTk19GHr8643a26c8VyF7VRrmivceZTxD2vUqTGbaltkwqxAc3t/3kVY+E20NGxqJzyrk0/hU/WvUpqSj7jvgml7jlXiI1HLifxeluBosnLQcdDoPa/A1u8fuzjZSWlxiMbcSGBt5lU1961Y3amJGXFYdz0L2PpZlH61awcUYBrw49K3e7G0osPJmlgDg2s1gWjt+JQdD589NK1Lbr45eEQfj+zkRvkAb1jmixMX7SGUfvRt+rcDViyuerdsMQvaQYgMBysGUD8skZsw/erXxyToSqQRG/ih7QrnHWNX0Ps1ebxbY7JgysysODISD6X0PtwrrNnb4JMoXFKGHFZYxZ1P5imgJ81sfI1y1aLlyjmrady5RtBvLDGDHKkqxHQpKgJQ/4XB19Kzjb2FK5Hm7WE+FjmDxnle45db8qLjM65zIjKNBiIlLgdFxEVrj94gW86wzbLhkIBQRysLgxFkgnv+V0Nlb10rjlCKdpJo4XGMfyTRsI9rQMBHJPE6X+7mWRcwPK+ujfWpna5wI5n+8BvFNHoCRw1Xn1XnXHT7oBg3YA518eHxUcUx9UbRiPetPNupIiGQYeOdAdTh55InQ/4o2vY+xoqNKWGXjTpSxI9PN5GAdezxMY7knEMOvLMp5rypPi8wzl1gxEfizEBXX8pLWup5HlXjk2FjUXnTaUQ/C11lUA+Zy/oaixYHAyHvbRdSDYGXDSNpy1VjarLSR+f0aLTLN/0emba39wcTCWNmeYgK8aXysNdGbw3HIi9clhtrS7TxYSUvGpJfJBcBQguWsdS9tMx/S9XbpLgMNL2h2hG7jRUeJ1jvybtDe2hOtha9bbfbfCOMD4OQJPJ3ZmjysQq8PvBpmJvqOXStIQUJWiv+l1FRdorn5Nvi8PDsiM4nDZpBJZAsspy5muc9wLsdDp9KbI3mO0bo8ISMGzlSzKhbQHOev5bfpXHbK2ZjtogPiJJfh0OrNq3+Ixx6ZmtxJHz4V6js3Bx4WNUiQHDMOZvlLaXY/jDdTwJ6cKzrKks3kRKps4veRBwu5OzoWCvCJM+gaS5ubeG17LcAkW86nbO3aw0MhMcbRvYd5HYZl5XUkg2P8AXS9TES14XbukfdsPEANbX/Mp58xbzq7vOBx7aI3Gtg3l+6w+XtXE6032YOcnklls6kFlDAjUD8Q1Bt0Oh96slluoYAkghrHy0a3tmFYHxIurpYZhZgeh1F7cwb/OsRlGovx1+fHTgKj8iHP4JM012BXTiL87HkflVEbz0rUz7WgjtnlQHoWH0qbg5TIMwVlXiCwysb8LKdQPM2rWFGbeBCnOTuTNx5M0uOa1h26L7pGAT9K60NWk3c2amHiypm77tKxY5iWc9elgAPStsrV68F7UerBWikSlNXisKGswqxcqTVpejVgc0Bm7SoO1ZrJYc9KvLVrtupKYrw2LqQwVuDjml+RI4HqBVKibi0isk2uDncfsmKQklSrHQtGQpPqp0PtWqfd5l8GKnT+O3po1qn4XeSFu657Jr2Ky6C/k/D52NbG6kXFiOqnT5ivJlKrT7aOJucTkNsYnFYVM/bdonNhe48yHvceYNWbI2njcSpeFlyg2zShFBP5V7t2tzPDXjWy3pYGFwdQRbXWsm62AEOCgT/BnIIB1kJfn6ge1WjrJqH2FqJYIpbaY/Dhn92U/PSg2htAeLBxt/lzAfoSa3hj9Plb6GqFP+Zm/nVVrao88zmxvgisVlheNhxXNHmHs+U2qSN6sGdGcp5SxuPe9iKb2bKEsOfKDJFZ0bQnuG+W9uGnCttFiO2RX8SuocXXMO8L9a39e1FOxb1L+CJFNhZh3JImvyWRb6+V71SfYULcVI0A5gHLcrccGtckX4Vbi9iYWT9ph4T55Ch+YAqKN341/YzTxeUcxdf4GNaR/yEHlF1qY9lJd1U0KyMCAdScx114trx4epq07GmRSElbjfxG9tO7c+QI06k1l7HHR+GeKYdJo2ib+NNP0rKNsSIPvcLKoH4oss6evc73/AE10w1NOWGaKrB9nP43ZMpN5IopeAJyWYdTmXKx015k3PStdPubDKoZbxMeTXYcdNbB19weNd7gtqQzeCRWI4qdHHqrWYVnbDRtxX5Vsmng0TueSybv43CkSRtILcHiPaaDzXvAeotWSHerFqpV0hmU8bDIT1Jy2F/MAGvVYsGqm4Zra90kWOn6VrtqbAgm1kjF/zL3W/iHH3vUSipZRDipZOCw2/EZyrPFIAvgfNeWPoFfQsPI/Ot5BvZhXbN8TEkvKYKwDjpNEw09QTUfaO4hP7ORWHJZBr/Ev9K5jH7kTqf2L+seWQfIa/pXPLSwZzy0dN4PQoNpRE2SWJWYd6LtFaCXzQ3IUnoawzbLwcl74eFxrmjfIsqX5o4IzCvJ59gyJxuv76On1FR/7Pk4XU/6hULS2wyi0dsSPSv8AwjszUk9w/iSU5kJ5OhP61sNn7v4CHLlSFXveOYuHR/IhyQD5fKvMsJLjIxZHIF7/AIG6dQegqSm1toj+8PLisJ4G/Nal6dv+TLPTSatuZ7B/aUasW7WKKYDvRl1CyAcCpvb0Ye9Vh2vBYvG2dGuJIuLA8yqjj5gceIryD+1NoE/tyt+hjT08AFZodkbQxJ8eIk4cDO4+Z0rP0Me2VWjXyerT7bw8YyO/cJvG1iHQg2As9joeDexrVYrfaMlcpDSC65UvdgedkBsDYaE6XNcxsv7KsZIReErzPaFVHuFua7XBfZ0kagT4kADjHAoUehOpNWjoqaNFpYdmhxO8k5IAVFzHRRd3udbBV4/WpuE3Xx2I72IkaKM/hc94j/KX/uPtXWbKiwmGZkw0arIAMzEFpNeWZr/K9SZZ+up/WtlGnAuoU4YRr9mbAw2HsVTMw/G9ifYDur7D3roMNgyxBYWXjx1PtyrXYdgTr8r/APL1s45j1qU9xdO5tL1cprXrMakRS1oXNhFWcVGhNSRUEhqwSCszViagIzio05IFTTWKRaEHBbxbJWYk3yOfxAXDfvLz9RY+tcVjMFisMcyFltqGhLZfdeB9GFeyT4JG4rUJ9jJyv870aTyHZnkG09+EkiKSRsJrWIQAox/MLm6ehGnnWybf42Xs4UyBVADlw2igEG2g16V3+I3ZjY3yrfqUBP61Hl3c0IBX+H+lcy0tP4MFQhfBxQ+0JALyYYgdUlB/RlFSYN/8MwvkmA/+tvo4qdN9mmGa94x7GQfzrAPsvwv5T/E/9ah6Kk+ifBAtl33weU5mkAseMRN9OGhNaXcnfGGPDiKdyrISE7jNmQ6gd0HUaj0tW/j+zHBjWz3/AHjWdfs6wg/CT+9c/wA6j0kLbSPBEitv3hRw7Y+kYH1ao7/aHhrlRHMx5jLH/N62GL+zjDSG5aRf8s5R8rmsUf2W4EG5Mx9ZP6Ci0VIeCJr239g/9vN/+Q+jVgP2gYa9+znBvY2CkDzvm19q6OH7OsCv92x/ekcj9KnQ7nYNfDAo/X60ejpdIh0Imgwe+mEk4uVP+ON/ra361s8JvBhn0WdCeFicp+TfyrcrsOMcBb0AFWSbvxtxsfVVNQtNsd4shUmsMokgPp5a1eJPOoL7qJ+A5LajIXj16902qp2NiR4Zz/qyMP1AP61ruqr7L3mvsmOV5ge2n0qyLs3vkcNY2NiGseh5itLtTYGPlFhiAgPHs0AJ/wBRY1B3f3RnwcjSK7tnADgrfOAb8bkg+fma2U3blF1J9nV/D+f1/rVh2fE3jRWHmAfqKiyYidT/AOWlYdVK/RrVjXaMuaxwuIC28VkOvTKDf3qnm+mV8n0Tf/D2zj4sMvsiVkbYWykBPw4AAuSUjAFuZJ0rX/2k/LC4o8f7tdPmdagbcgxuJhaKPCOiuLFpHTNbmAl7C/qalVU3hkqpfo6fZsmCVQ0EEbA8GGQg+mUVOk244GmRB5Afzrz/AHc3e2jhomiVYwpJZe0PhLcTZDrfzrajY20WuGmgjB/9NTmA6Bjc+/Hzo5y6Qc5dI6CbaLtxdj+grV4nbEajRgx5BSD7k8hUeDdFrKJMSzheA7zW6+I+fGtthdgxILWzeoH8qhb39Ffe8nOYdiWz27xN7+ZN62+HhY8jW5jwCDgg+VZ1hPSp2dkqFiFh8JbjUxUrKITV6wedWSsXsWKtSIVqqQ1JijqxYzQCpIrHGtZRUElrViasxrGwoDARVhFZytUy0IIxWrclSilU7OgsRclOzqV2dMlBYidkKp2AqZ2dMlSLEL4cVT4cVO7OnZ0FiD8MKp8LU/s6dnQWIHwtPhan9nTJQWIHw1Phan5KZKCxB+GFPhhU7JTJQWIPwwp8KKnZKZKAhfDCqiAVMyUyUFiH2A6U7AdKmZKdnQWIYgHQVXsR0FS+zp2dBYidnVclSuzqnZ0FiNkpkqV2dU7OgsRslXBKkdnVQlBYxIlZ0SqqlZVFCSqirhQVWoBS1MtKUBTIKZBSlAMgpkFKUAyCmQUpQDIKZBSlAMgpkFKUAyCmQUp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" 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<li style="text-align: justify;"><u><b>Cortana 3</b></u>: zapatilla muy ligera y amortiguada con 4 mm de drop y un peso de 269 gramos. Corredores neutros y con ligera pronación de menos de 75 kgs podrán utilizar esta zapatilla para competir y entrenar. Corredores de más peso podrán utilizarlas para competir en largas distancias y realizar entrenamientos de calidad.</li>
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<li style="text-align: justify;"><b><u>ProGrid Triumph 10</u></b>: zapatilla de entrenamiento neutra muy amortiguada. Posee 8 mm de drop y un peso de 298 gramos. Corredores de cualquier peso pueden utilizar esta zapatilla para entrenamientos largos o competición, responde muy bien a ritmos vivos cercanos a 4 min/km.</li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgromEdXiXsYsuay0db6Kb0FqEf7Any5POOHP25sq_vFcLm0IRasVLZQAS6RU9wdz2hPgIyc298mPibpZaWHkjmjmyDdMU0K44c63Vf1HoAlso2jZkFES8QM2_LVBj4nyuwguBfPAF563Ed/s1600/descarga+(5).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgromEdXiXsYsuay0db6Kb0FqEf7Any5POOHP25sq_vFcLm0IRasVLZQAS6RU9wdz2hPgIyc298mPibpZaWHkjmjmyDdMU0K44c63Vf1HoAlso2jZkFES8QM2_LVBj4nyuwguBfPAF563Ed/s1600/descarga+(5).jpg" height="97" width="200" /></a></div>
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<li style="text-align: justify;"><b><u>ProGrid Echelon 3</u></b>: zapatilla neutra de entrenamiento con drop de 8 mm y un peso de 298 gramos. Por su anchura es apta para introducirle plantillas. Corredores neutros de más de 75 kgs podrán utilizar estas zapatillas para entrenamientos largos.</li>
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<a href="http://www.gadgetsparacorrer.com/wp-content/uploads/2013/03/Saucony-Progrid-Jazz-16.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.gadgetsparacorrer.com/wp-content/uploads/2013/03/Saucony-Progrid-Jazz-16.jpg" height="95" width="200" /></a></div>
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<li style="text-align: justify;"><u><b>ProGrid Jazz 16</b></u>: zapatilla neutra de entrenamiento muy ligera con drop de 8 mm y un peso de tan sólo 269 gramos. Es ideal para competir y entrenar distancias largas si pesas menos de 75 kgs. Corredores más pesados deben utilizarla exclusivamente para entrenamientos de calidad y competición.</li>
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<ul><a href="http://66.147.244.224/~gadgett6/wp-content/uploads/2012/04/saucony_ignition_3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://66.147.244.224/~gadgett6/wp-content/uploads/2012/04/saucony_ignition_3.jpg" height="106" width="200" /></a>
<li style="text-align: justify;"><b><u>Grid Ignition 3</u></b>: zapatilla neutra de gama baja para iniciarse en el running con drop estándar de 12 mm y un peso de 318 gramos. Recomendadas para corredores de peso medio que corran dos o tres veces por semana a ritmos no muy rápidos. No recomendadas para tiradas largas.</li>
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<ul><a href="http://www.saucony.eu/cmsfiles/resources/temp/imagescript/cache/12825_73f637b31aa8be9d353bd3d70c353f59.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.saucony.eu/cmsfiles/resources/temp/imagescript/cache/12825_73f637b31aa8be9d353bd3d70c353f59.png" height="121" width="200" /></a>
<li style="text-align: justify;"><u><b>Grid Cohesion 6</b></u>: zapatilla neutra de entrenamiento con drop de 12 mm y un peso de 289 gramos. Es una zapatilla para todo tipo de entrenamientos si pesas menos de 75 kgs. Puedes utilizarla como zapatilla de competición y de entrenamientos de calidad si tu peso es mayor.</li>
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<a href="http://www.saucony.com/commonimages/saucony/zoom/25159-3_1_1200x735.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLCsePlSw7l7sv9Gm5l-MpTXIIDRKtL1jD93dRd3Rvoc7sYyLUAo7zy_YaS-6jVTPZnE3ojSCo9Qp9lAQEHfwq6u96T1yArLN_Jw6d1BwYiisdlv11XvrFWy5Kdwoq_0oUSQ2Lc3_B7Nkn/s1600/descarga+(3).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLCsePlSw7l7sv9Gm5l-MpTXIIDRKtL1jD93dRd3Rvoc7sYyLUAo7zy_YaS-6jVTPZnE3ojSCo9Qp9lAQEHfwq6u96T1yArLN_Jw6d1BwYiisdlv11XvrFWy5Kdwoq_0oUSQ2Lc3_B7Nkn/s1600/descarga+(3).jpg" height="94" width="200" /></a></div>
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<li style="text-align: justify;"><b><u>Spectrum</u></b>: zapatilla neutra y mixta muy ligera con drop estándar de 12 mm y un peso de tan sólo 221 gramos. Corredores ligeros de menos de 65 kgs pueden utilizar esta zapatilla para entrenar y competir. Corredores de peso medio pueden utilizarla en competición y entrenamientos de calidad.</li>
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<ul><a href="http://zonafinisher.com/wp-content/uploads/2012/11/saucony-guide-6-post.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://zonafinisher.com/wp-content/uploads/2012/11/saucony-guide-6-post.jpg" height="134" width="200" /></a>
<li style="text-align: justify;"><b><u>ProGrid Guide 6</u></b>: zapatilla de entrenamiento muy amortiguada para pronadores leves con drop de 8 mm y un peso de tan sólo 283 gramos. Corredores de menos de 75 kgs pueden utilizar esta zapatilla para entrenamientos largos, de calidad e incluso para competir. Corredores más pesados deben utilizarla únicamente para competición y entrenamientos de calidad.</li>
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<li style="text-align: justify;"><b><u>ProGrid Phoenix 6</u></b>: zapatilla de entrenamiento para pronadores leves con drop de 8 mm y un peso de 275 gramos. Es una zapatilla ideal para cualquier distancia si pesas menos de 75 kgs. Corredores más pesados deberán usarlas únicamente para competir y realizar entrenamientos de calidad.</li>
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<ul><a href="http://media.theathletesfoot.com.au/media/wysiwyg/saucony_hub/SauconyMarch2013_1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://media.theathletesfoot.com.au/media/wysiwyg/saucony_hub/SauconyMarch2013_1.jpg" height="106" width="200" /></a>
<li style="text-align: justify;"><u><b>PowerGrid Hurricane 15</b></u>: zapatilla de entrenamiento muy amortiguada para pronadores medios y severos con drop de 8 mm y un peso de 317 gramos. Este modelo es ideal para corredores de peso medio y alto que entrenan largas distancias y compiten en maratones o medias a ritmos no muy rápidos (por encima de 4:30 min/km).</li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFgvZRiH4HbMZtuR9mZci5UG06ZMdXuioXx87yjZ8qztiTYpnN42AMQjyzjcNRJBRYzmRXHOTWUt1n1G3tkCvo7AgEPiK2UX4fY-5SBYFhHNsxHaZL_UlsNzNi6me0_54otyB3UNPf0LeR/s1600/descarga+(4).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFgvZRiH4HbMZtuR9mZci5UG06ZMdXuioXx87yjZ8qztiTYpnN42AMQjyzjcNRJBRYzmRXHOTWUt1n1G3tkCvo7AgEPiK2UX4fY-5SBYFhHNsxHaZL_UlsNzNi6me0_54otyB3UNPf0LeR/s1600/descarga+(4).jpg" height="112" width="200" /></a>
<li style="text-align: justify;"><b><u>ProGrid Omni 11</u></b>: zapatilla de entrenamiento amortiguada para pronadores medios y severos con drop de 8 mm y un peso de 352 gramos. Es ideal para corredores de cualquier peso que corren largas distancias a ritmos no muy vivos. También se pueden utilizar para competir en medias y maratones.</li>
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<ul><a href="http://www.saucony.eu/cmsfiles/resources/temp/imagescript/cache/8705_bdcd33740aa918159945e8cd3e73931e.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.saucony.eu/cmsfiles/resources/temp/imagescript/cache/8705_bdcd33740aa918159945e8cd3e73931e.png" height="124" width="200" /></a>
<li style="text-align: justify;"><b><u>ProGrid Stabil CS 2</u></b>: zapatilla de entrenamiento para pronaciones extremas con drop de 12 mm y un peso de 380 gramos. Es una zapatilla cuyo objetivo fundamental es controlar el movimiento del pie. Corredores de cualquier peso con pies planos y una pronación muy acusada encontrarán en esta zapatilla el modelo ideal. Se pueden utilizar para entrenamientos y competiciones de larga distancia.</li>
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<a href="http://www.run04.com/wp-content/uploads/wpsc/product_images/grid%20type%205.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.run04.com/wp-content/uploads/wpsc/product_images/grid%20type%205.jpg" height="121" width="200" /></a></div>
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<li style="text-align: justify;"><b><u>Grid Type A5</u></b>: zapatilla voladora y neutra de 4 mm de drop y un peso de 181 gramos. Corredores de menos de 65 kgs que corran por debajo de 4 min/km distancias de no más de 10 kms encontrarán en esta zapatilla su modelo ideal.</li>
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<a href="http://images.internetstores.de/products/20185_2_1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://images.internetstores.de/products/20185_2_1.jpg" height="133" width="200" /></a></div>
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<li style="text-align: justify;"><b><u>Grid Fastwitch 6</u></b>: zapatilla voladora para pronadores leves con drop de 4 mm y un peso de 196 gramos. Modelo ideal para corredores rápidos de peso ligero y medio que corran por debajo de 4 min/km distancias de no más de 10 kms.</li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8Np3npjWwFKC7081xmXvIblvNw5lSR2AQ5Iqx10x-Q3SqZG6YtXgXbNEKdUqhMkJHVBLqRQaeZtVy3bkEFtLRqncSfwCB_3K65eoucVhloUQiDZ5dDYDhT1KhCey2IWB2TNETtWcZDHTV/s1600/descarga+(7).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8Np3npjWwFKC7081xmXvIblvNw5lSR2AQ5Iqx10x-Q3SqZG6YtXgXbNEKdUqhMkJHVBLqRQaeZtVy3bkEFtLRqncSfwCB_3K65eoucVhloUQiDZ5dDYDhT1KhCey2IWB2TNETtWcZDHTV/s1600/descarga+(7).jpg" height="95" width="200" /></a>
<li style="text-align: justify;"><b><u>ProGrid Xodus 3.0</u></b>: zapatilla de trail muy amortiguada con drop de 4 mm y un peso de 314 gramos. Es ideal para corredores neutros y con leve pronación. Zapatilla ideal para cualquier distancia en corredores de entre 65 y 80 kgs.</li>
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<li style="text-align: justify;"><b><u>ProGrid Peregrine 2</u></b>: zapatilla neutra y ligera de trail con 4 mm de drop y un peso contenido de 280 gramos que no está nada mal teniendo en cuenta que es de trail. Apta para cualquier distancia si eres un corredor de menos de 70 kgs con una técnica de carrera eficiente. Corredores más pesados deben limitar kilometraje e intensidad de carrera.</li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSQDAEeUqQVkW7WYGOLfa76V1yVFAAOrjC1fCt1h_neJKk5O4ddJi6C-SaW2-JFmNjVUEUxecArmirviC-ZbcOC5erlMRbnAeKUGxuB0VnLQ2Evk4BDW_NkOxQkmeA96UxkFDVKGm6fSa2/s1600/descarga+(6).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSQDAEeUqQVkW7WYGOLfa76V1yVFAAOrjC1fCt1h_neJKk5O4ddJi6C-SaW2-JFmNjVUEUxecArmirviC-ZbcOC5erlMRbnAeKUGxuB0VnLQ2Evk4BDW_NkOxQkmeA96UxkFDVKGm6fSa2/s1600/descarga+(6).jpg" height="85" width="200" /></a>
<li style="text-align: justify;"><b><u>ProGrid Kinvara TR2</u></b>: zapatilla neutra y minimalista de trail con drop de 4mm y un peso de tan sólo 221 gramos. Ideal si eres un corredor neutro, ligero, con técnica de carrera eficiente y experimentado en el natural running. Ideal para competiciones de trail.</li>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-78701707932706736712013-07-26T04:14:00.002-07:002013-07-26T04:20:39.419-07:00Problemas y soluciones del running.<div style="text-align: justify;">
Saludos, hoy haremos un análisis de molestos problemas que pueden convertir algo tan placentero como una carrera, en una auténtica odisea, así como posibles remedios para solventarlos:</div>
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<a href="http://josebetetapalao.files.wordpress.com/2013/04/sudar.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="128" src="http://josebetetapalao.files.wordpress.com/2013/04/sudar.jpg" width="200" /></a><u><b><i>Excesiva sudoración</i></b></u>: la sudoración es consecuencia de la termoregulación que realiza nuestro cuerpo, en este caso consecuencia de la actividad física. La sudoración será mayor cuanto más temperatura y humedad haya en el ambiente, por lo que tendremos que tener especial cuidado en el verano, sobre todo en las horas de máxima incidencia del sol (12:00 - 16:00). Para solventar este problema tenemos varias soluciones:</div>
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<li style="text-align: justify;">Correr muy temprano o muy tarde en verano. Sudaremos mucho menos.</li>
<li style="text-align: justify;">Si no tenemos más remedio que correr en hora punta de calor, cuidar mucho la hidratación, bajar intensidad y utilizar protección para la cabeza (gorros, gorras...)</li>
<li style="text-align: justify;">Utilizar ropa transpirable y suelta para evacuar el calor.</li>
<li style="text-align: justify;">Utilizar gorras o cintas en la cabeza con sistemas de absorción de sudor, de este modo evitaremos que se deslice desde la cabeza hacia el cuerpo.</li>
<li style="text-align: justify;">Utilizar muñequeras con las que secarnos el sudor.</li>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTi0rLH_zq0m7jVx7IHVUPB-kN3ynYnzKwDbkXDkTDHcrKpWdMNHg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="155" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTi0rLH_zq0m7jVx7IHVUPB-kN3ynYnzKwDbkXDkTDHcrKpWdMNHg" width="200" /></a><b><i><u>Rozaduras en pezones</u></i></b>: muchos runners se quejan de las molestas rozaduras que sufren en los pezones cuando corren, consecuencia del continuo roce de la camiseta en esas zonas. Algunos incluso llegan a sangrar. Soluciones en este sentido hay varias, ninguna mejor que otra, será vuestra experiencia la que determine cuál es la óptima para vosotros:</div>
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<li style="text-align: justify;">Untar vaselina en los pezones. Esto hará que la camiseta al rozar con la zona resbale sin irritarla.</li>
<li style="text-align: justify;">Utilizar camisetas de compresión. Aquí el objetivo es que no haya deslizamiento ni movimiento de la camiseta, con lo cual evitaremos el roce en la zona.</li>
<li style="text-align: justify;">Utilizar esparadrapo, "cinta 3M" o tiritas pegadas en los pezones para taparlos directamente. Hay a quien le funciona pero el problema es que con el roce continuo y el sudor se puede mover, incluso caer.</li>
<li style="text-align: justify;">Utilizar bandas textiles ajustadas alrededor del pecho (licra por ejemplo) para evitar el roce.</li>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRalWlU1lmvryAproyOJeUoHZA49MK_ckAZedf7m3GD_kc8E1HW" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="146" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRalWlU1lmvryAproyOJeUoHZA49MK_ckAZedf7m3GD_kc8E1HW" width="200" /></a><div style="text-align: start;">
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<b><b><i><u>Ampollas</u></i></b>: </b>llegó el turno de las temidas y molestas ampollas. Lo cierto es que pueden aparecer por diversos motivos, siendo las soluciones distintas según el origen de las mismas. Veamos:<br />
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<li style="text-align: justify;">Utilizar calzado específico de running. Debemos tener en cuenta que aunque el calzado sea específico, puede que al principio aparezcan ampollas hasta que la horma de la zapatilla se haga a nuestro pie.</li>
<li style="text-align: justify;">Utilizar una talla de zapatilla óptima. Lo normal es que nuestro calzado de running sea uno ó medio número más grande que el calzado que utilizamos habitualmente. Con los kilómetros nuestro pie se dilata, aumenta su longitud y anchura levemente, lo cual puede provocar ampollas, sobre todo en las puntas de nuestros dedos consecuencia del roce de los mismos con la punta de la zapatilla. Por otro lado, si utilizamos una zapatilla demasiado grande, nuestro pie se moverá continuamente dentro de la misma, lo que provocará rozaduras en diversas zonas del pie y las consecuentes ampollas.</li>
<li style="text-align: justify;">Utilizar calcetines sin costuras o específicos de running. Las costuras también pueden provocar ampollas consecuencia del continuo roce de las mismas con alguna parte de nuestro pie.</li>
<li style="text-align: justify;">Llevar los calcetines y las zapatillas ajustadas, si quedan sueltos pueden provocar rozaduras y ampollas.</li>
<li style="text-align: justify;">Desechar los calcetines excesivamente desgastados pues habrán perdido sus propiedades y ya no actuarán ni ajustarán del modo para el que fueron creados.</li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSdefYF0zLt8v2XMTVX7T44aqoB2lYmtyhO7sPZ0obFbRpqN3G6En_ys8i03T3OTAOcrt1wSKH_BxlDzn7S2N3gQxOhzNw7R9LOHUnRDyyEGvy6jtQPVVl0HcvF4z3lPnGY8m1IKKX5d_P/s1600/P1070054.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSdefYF0zLt8v2XMTVX7T44aqoB2lYmtyhO7sPZ0obFbRpqN3G6En_ys8i03T3OTAOcrt1wSKH_BxlDzn7S2N3gQxOhzNw7R9LOHUnRDyyEGvy6jtQPVVl0HcvF4z3lPnGY8m1IKKX5d_P/s200/P1070054.jpg" width="166" /></a><u><i><b>Rozaduras en otras partes del cuerpo</b></i></u>: nos referimos por ejemplo a la entrepierna o axilas:</div>
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<li style="text-align: justify;">Evitar que esas zonas queden expuestas o descubiertas para evitar el roce directo.</li>
<li style="text-align: justify;">Evitar llevar ropa demasiado suelta.</li>
<li style="text-align: justify;">Utilizar ropa compresiva tipo mallas en esas zonas.</li>
<li style="text-align: justify;">Untar vaselina.</li>
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Espero que estos remedios os sean de utilidad. ¡Hasta pronto!.</div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-614030120518707872013-07-23T02:50:00.000-07:002013-07-23T02:52:23.247-07:00N-Fuse, la mediasuela estabilizadora de New Balance.<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.newbalance.es/images/technologies/detalle/n-fuse.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="http://www.newbalance.es/images/technologies/detalle/n-fuse.jpg" width="200" /></a></div>
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Saludos, hoy volvemos a hablar de <a href="http://www.newbalance.es/" target="_blank">New Balance</a>, y es que esta marca deportiva especializada en running es una de las que más tecnologías patentadas aplica a sus zapatillas creando modelos muy sofisticados. ¿La protagonista de hoy?, su mediasuela N-Fuse.</div>
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Me arriesgaré a afirmar que la mediasuela de una zapatilla es la parte más importante de la misma, la que más determina su comportamiento y las sensaciones del corredor. En la actualidad estamos siendo testigos de una auténtica revolución en el desarrollo de las mediasuelas: Boost de Adidas, PowerGrid de Saucony o BioMoGo de Brooks son claros ejemplos de ello. El objetivo de todas ellas es el mismo, ofrecer una gran comodidad, absorción de impactos y respuesta sin comprometer el peso.</div>
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New Balance tampoco se queda rezagada en este sentido, pues dispone de N-Fuse, una mediasuela de doble densidad que posee por un lado, una capa suave y amortiguada que distribuye las presiones por todo el pie, y por otro, una capa más firme y consistente que proporcionará confort, sujeción y estabilidad. Os dejo un vídeo con el que os podréis hacer una idea de como actúa:</div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/UCixL1wc3cc?feature=player_embedded' frameborder='0'></iframe></div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-33334058296299568162013-07-20T00:57:00.001-07:002013-07-20T00:57:10.944-07:005 accesorios para correr seguro.<div style="text-align: justify;">
<a href="http://www.petzl.com/files/imagecache/490x293/categories/lampes-frontales_generale_3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="192" src="http://www.petzl.com/files/imagecache/490x293/categories/lampes-frontales_generale_3.jpg" width="320" /></a>El calor del verano, el trabajo, los niños o cualquier otra obligación que se os ocurra son factores que hacen que muchos runners se vean obligados a correr en condiciones de poca luz, bien porque salen muy temprano o lo hacen muy tarde. Para ellos hoy proponemos accesorios que nos harán más visibles de cara a los demás y así poder evitar sustos mayores, aunque en realidad, nuestra visibilidad es siempre importante, independientemente de la cantidad de luz que haya en el momento de nuestra práctica:</div>
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<a href="http://www.wigglestatic.com/product-media/5360073889/H-Gore-VNMYTH0800-Front.jpg?w=1000&h=1000&a=7" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="http://www.wigglestatic.com/product-media/5360073889/H-Gore-VNMYTH0800-Front.jpg?w=1000&h=1000&a=7" width="200" /></a></div>
<a href="http://www.byrunner.com/ftp//TEC_M_L_REFLECTANTE_IMPORT.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="http://www.byrunner.com/ftp//TEC_M_L_REFLECTANTE_IMPORT.jpg" width="195" /></a></div>
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- <u>Chaleco de seguridad de running</u>: es un chaleco parecido al que se debe llevar de manera obligatoria en los coches, con la diferencia de que es mucho más transpirable puesto que está pensado para realizar ejercicio y suelen venir con algún bolsillo. Además de su gran visibilidad, la ventaja de este tipo de chalecos es que lo podemos utilizar combinado con cualquiera de nuestras prendas, muy útil si no disponemos de ropa llamativa o que contenga elementos reflectantes.</div>
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<a href="http://i2.keller-sports.com/out/pictures/z1/under-armour-laufshirt-run-1-4-zip-rbeua020-1_z1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a><a href="http://www.byrunner.com/ftp/TECNICA_REFLECTANTE_IMPORT.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a>- <u>Ropa llamativa</u>: debemos intentar dejar nuestra ropa de colores más intensos para las salidas con poca luz. Hablamos de ropa de colores tipo naranja butano, amarillo fosforito, rojo chillón... también podemos utilizar ropa que posea elementos reflectantes, cada vez más generalizados entre las prendas específicas de running, incluída las zapatillas.</div>
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<a href="http://www.decathlon.es/media/821/8210482/zoom_400PX_asset_81607817.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="http://www.decathlon.es/media/821/8210482/zoom_400PX_asset_81607817.jpg" width="200" /></a></div>
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- <u>Brazaletes reflectantes</u>: son bandas de colores llamativos, reflectantes y elásticas o enrolladas que se adaptan a la perfección a brazos, muñecas, tobillos, cintura... La ventaja que tienen respecto a los chalecos es la comodidad, peso reducido y el ahorrarnos una prenda que puede sobrar cuando corremos con temperaturas elevadas aún habiendo poca luz. La desventaja es clara, su reducido tamaño hace que nuestra visibilidad también se vea limitada.</div>
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<a 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" 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- <u>Luces led</u>: las virtudes de las luces led son por casi todos conocidas y su uso se está generalizando incluso en el mundo del automóvil: luz más intensa con menor consumo. Hay multitud de accesorios que utilizan este tipo de luces de manera intermitente para hacernos visibles: bandas, pulseras, cinturones, chalecos, tobilleras e incluso gorras.</div>
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- <u>Frontales</u>: en este caso, este tipo de accesorios tiene una doble función, por un lado iluminar el camino y por otro hacer que seamos vistos. Hay modelos que incluso combinan su potente foco con las luces led anteriormente descritas. Los frontales son imprescindibles para los trail-runners que se ven obligados a correr con poca luz o que prefieren hacerlo en la tranquilidad de la noche.</div>
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Ya veis que el mercado ofrece varias posibilidades, cada una con sus ventajas e inconvenientes pero con un objetivo común: nuestra seguridad. ¿Y tú, corres seguro?.</div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-33218023627993368552013-07-17T02:18:00.000-07:002013-07-17T02:25:05.277-07:005 sistemas de hidratación para runners.<div class="separator" style="clear: both; text-align: center;">
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<a href="http://gacetajoven.com/wp-content/uploads/2010/07/running1-300x199.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="133" src="http://gacetajoven.com/wp-content/uploads/2010/07/running1-300x199.jpg" width="200" /></a>Saludos, la mayoría de vosostros ya conocéis los motivos por los que la hidratación es tan importante, no sólo en el mundo del running, sino en cualquier disciplina deportiva. Sin embargo no viene mal hacer un pequeño repaso. El ser humano está compuesto aproximadamente por un 70% de agua. Cuando hacemos ejercicio nuestro organismo utiliza el agua para regular la temperatura corporal y ésta se va perdiendo progresivamente a través del sudor. En ese agua también van electrolitos como el calcio, sodio y potasio que tienen importantísimas funciones en la contracción muscular, por lo que no sólo debemos beber agua, sino que sería conveniente beber bebidas isotónicas para reponer los electrolitos perdidos.</div>
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La importancia de la hidratación es directamente proporcional tanto a la temperatura ambiente como a la duración de la práctica deportiva, por lo que tendremos que tener especial cuidado en verano y sobre todo aquellas personas que suelan correr distancias mayores de 10 kilómetros. Es necesario beber, aunque no se tenga sed, cada cierto tiempo y buches pequeños, tanto si estamos entrenando como si estamos compitiendo. Además, lo ideal sería beber por lo menos medio litro al acabar. </div>
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Dada la importancia que tiene la hidratación, más aún teniendo en cuenta que nos encontramos en pleno verano, queremos proponer cinco formas distintas de hidratarnos mientras corremos para que cada cual pueda elegir la que más se adapta a sus características, gustos o necesidades:</div>
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<a href="http://www.decathlon.es/media/815/8151275/big_800PX_23017512.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="RUNNING_accesorios y equipamiento Running, Atletismo - Botella de mano Running DECATHLON - Accesorios y Complementos" border="0" height="200" src="http://www.decathlon.es/media/815/8151275/big_800PX_23017512.jpg" width="200" /></a>1. <u>Botellas de mano</u>: este sería el método más rudimentario. Suelen utilizarlo aquellas personas que no corren largas distancias puesto que el hecho de llevar una botella en la mano no es muy cómodo que digamos. El tamaño de la botella no debe ser muy grande puesto que el peso puede pasar factura a nuestros brazos (sobrecarga) y técnica de carrera (braceo). Otra opción sería los portabidones de mano, pueden añadir cierta comodidad a esta técnica de transporte de agua, además de bolsillos suplementarios donde llevar dinero, llaves u objetos diversos pequeños.</div>
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<a href="http://www.runningfree.com/images/products/31/Nathan-Speed-Belt-4R-N30556_XL.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="http://www.runningfree.com/images/products/31/Nathan-Speed-Belt-4R-N30556_XL.jpg" width="200" /></a>2. <u>Cinturones portabidones</u>: como su nombre indica se trata de cinturones con ranuras especiales para llevar bidones de agua alrededor de la cintura. Es uno de los sistemas de transporte de agua más cómodos para el runner. Actualmente en el mercado hay multitud de cinturones a la venta: con bolsillos, con capacidad para más o menos bidones, para bidones pequeños, grandes, medianos... De lo que se trata es de estudiar el mercado y ver cuál se adapta a nuestras necesidades, bien por comodidad o por características del mismo.</div>
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<a href="http://cdn.shopify.com/s/files/1/0181/5183/products/Orange_Mud_HydraQuiver_BO_Perspective-web_large.jpg?618" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="http://cdn.shopify.com/s/files/1/0181/5183/products/Orange_Mud_HydraQuiver_BO_Perspective-web_large.jpg?618" width="200" /></a>3. <u>Mochilas</u>: existen en el mercado multitud de mochilas específicas para runners que nos permitirán correr con relativa comodidad sin incidir demasiado en nuestro desempeño. La principal característica diferenciadora de este sistema con el resto es la capacidad de carga. Estas mochilas suelen llevar ranuras para bidones de agua pero además es posible transportar otro material de diversa índole que puede ser útil para distancias muy largas: calcetines de repuestos, gorras, móvil, gafas, cremas, ropa impermeable...</div>
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<a href="http://www.bikesheduk.com/image/data/Camelbak/CBOCTXCT.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="http://www.bikesheduk.com/image/data/Camelbak/CBOCTXCT.jpg" width="200" /></a>4. <u>Camelback</u>: también se lleva a la espalda como una mochila, la diferencia en este caso es el sistema de hidratación. Aquí no transportamos bidones de agua. Dentro de la mochila existe una bolsa de agua a la que tendremos acceso de manera sencilla a través de un tubo que posee una válvula específica en la punta. Las ventajas que ofrece este sistema es que se puede beber con facilidad sin necesidad de utilizar las manos y además se puede transportar gran cantidad de agua y de objetos diversos. Muy recomendable por tanto para largas distancias.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPPNKcJ3mGUj2IWv-v7C6I_DXQxxHGEXNwKAB285ison-GxNCfG2D6fm5ugLWAnb5byFtJjRNx3x3VkYi1oSSadUiH1teuMhs7B-q1e44_qCCtWA9NDnyLKNa5wZFnmBjrnNCC0MO_dGM/s1600/Fuente.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPPNKcJ3mGUj2IWv-v7C6I_DXQxxHGEXNwKAB285ison-GxNCfG2D6fm5ugLWAnb5byFtJjRNx3x3VkYi1oSSadUiH1teuMhs7B-q1e44_qCCtWA9NDnyLKNa5wZFnmBjrnNCC0MO_dGM/s200/Fuente.jpg" width="200" /></a></div>
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5. <u>Planificación</u>: aquí ya no hablamos de accesorios. En este caso de lo que se trata es de estudiar la ruta que realizaremos para establecer puntos donde nos hidrataremos: fuentes, ríos, bares... la ventaja que tiene este método es la comodidad, la ausencia de peso extra. Los inconvenientes son la incertidumbre y las posibles sorpresas o imprevistos. Para hidratarnos de esta forma es necesario conocer la ruta muy bien. Si hacemos un circuito al que daremos varias vueltas podemos colocar un vehículo con agua en un punto estratégico o esconder botellas de agua en algún punto por el que pasaremos varias veces.</div>
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Expuestas las posibilidades... ¿con cuál os quedáis?. </div>
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Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-36992696420508117412013-07-14T01:40:00.000-07:002013-07-14T01:40:31.819-07:00¿Conoces las llamativas Reebok One Cushion?.<div style="text-align: justify;">
<a href="http://demandware.edgesuite.net/aajp_prd/on/demandware.static/Sites-Reebok-GB-Site/Sites-reebok-products/en_GB/v1373584429950/pdp/V47298_01.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="233" src="http://demandware.edgesuite.net/aajp_prd/on/demandware.static/Sites-Reebok-GB-Site/Sites-reebok-products/en_GB/v1373584429950/pdp/V47298_01.jpg" width="320" /></a>Hoy traemos a pasar revisión uno de los buques insignia del running de la marca deportiva <a href="http://www.reebok.es/" target="_blank">Reebok</a>: Reebok One Cushion, una zapatilla de entrenamiento neutra, ligera (266 gramos aprox.) y de horma ancha con la que te encontrarás cómodo corriendo tanto a ritmos rápidos como lentos, ¿el motivo?, Reebok ha diferenciado claramente con diferentes colores tres zonas en la zapatilla a las que ha aplicado distintas tecnologías para favorecer la transición y el apoyo independiente de cada parte: talón, medio pie y metatarso, que dependerá de la velocidad a la que vayamos. Mientras más rápido el apoyo será con una parte más adelantada de la zapatilla. En cualquier caso las tres partes están preparadas para el aterrizaje y una buena transición hacia delante.</div>
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La mediasuela está compuesta por tres capas de espuma: ultrasuave a prueba de impactos, ligera para orientar el pie y sensible para una gran propulsión delantera. Dispone además de un arco lateral estable y plano para que los corredores neutros sientan más el apoyo y aportar algo de corrección de pronación si es necesario.</div>
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La suela posee surcos longitudinales que mejoran la flexibilidad y la transición entre las fases de la carrera. Además posee en el talón un tratamiento antiabrasivo con caucho que alargará la vida de la misma.</div>
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<img 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" /></div>
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El upper tiene un revestimiento de malla que mejora la trasnpiración y una construcción sin costuras que dan ligereza y comodidad a la zapatilla.</div>
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En definitiva estamos ante una zapatilla ligera, neutra, de estética retro, versátil y con interesantes tecnologías aplicadas. ¿Será suficiente para competir en el duro segmento de las zapatillas neutras y ligeras de entrenamiento?. Recordemos que se medirá con gigantes tipo Cumulus de Asics, Ride de Saucony, 1080v3 de New Balance... El tiempo responderá esta pregunta.</div>
<br />Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0tag:blogger.com,1999:blog-2042685701488528189.post-69922991793336539962013-07-11T00:26:00.002-07:002013-07-11T00:29:47.395-07:00Springblade de Adidas: filamentos en tus zapatillas.<div style="text-align: justify;">
<a href="http://www.designboom.com/wp-content/uploads/2013/06/adidas_springblade_02.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="168" src="http://www.designboom.com/wp-content/uploads/2013/06/adidas_springblade_02.jpg" width="200" /></a>La maquinaria innovadora del gigante alemán <a href="http://www.adidas.es/" target="_blank">Adidas</a> no se detiene. Hace escasos meses nos sorprendieron con <a href="http://www.deportecnology.blogspot.com.es/2013/03/adidas-energy-boost.html" target="_blank">Boost</a>, una nueva tecnología de amortiguación y retorno de energía que ha tenido una gran aceptación en el mundo runner y les está dando muy buenos resultados. Hoy presentamos una nueva zapatilla aún no puesta a la venta pero que resulta bastante curiosa y llamativa: Springblade.</div>
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<a href="http://cdn.sneakerreport.com/assets/adidas-springblade-sports-shoe-august-0-copy.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="111" src="http://cdn.sneakerreport.com/assets/adidas-springblade-sports-shoe-august-0-copy.jpg" width="200" /></a>Springblade es una zapatilla de running que utiliza una tecnología basada en filamentos ajustados y modificados individualmente en la media suela con el objetivo de que la energía de retorno propulse a los corredores hacia adelante de manera eficaz. Las medias suelas tradicionales de EVA devuelven la energía en dirección vertical, Springblade con sus 16 filamentos dispuestos en ángulo devolverá la energía de la pisada instantáneamente y con elasticidad de manera convergente en dirección vertical y en el sentido de la marcha como si tuviésemos muelles.</div>
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<a href="http://s3files.core77.com/blog/images/2013/06/adidas-springblade-002.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="163" src="http://s3files.core77.com/blog/images/2013/06/adidas-springblade-002.jpg" width="200" /></a>Cada filamento se ajustará con precisión al terreno, el peso y la posición del pie en cada fase de la zancada ofreciendo un apoyo óptimo. Según comenta Adidas la zapatilla es muy flexible y con gran ajuste para aprovechar al máximo la energía de retorno.</div>
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La idea del retorno de energía y propulsión en el sentido de la marcha no es nueva, en ese sentido la gran pionera fue <a href="http://www.reebok.es/" target="_blank">Reebok</a> con su modelo <a href="http://www.reebok.es/ZigTech/ZigTech,es_ES,sc.html?start=0&sz=24&cm_mmc=ReebokSEM_Google-_-ZigTech-B-EXACT-_-ZigTech-_-reebok%20zigtech&cm_mmca1=ES&cm_mmca2=Exact" target="_blank">Zigtech </a>que no tuvo una gran aceptación al menos entre los runners puristas. La tecnología empleada por Adidas es totalmente distinta pero la idea es la misma. A la espera de ver los resultados, se agradece ese interés que muestran las grandes marcas en seguir innovando y evolucionando el mundillo. Esto es lo único que podemos adelantar de este modelo a la espera de nueva información. Hasta pronto.</div>
<br />Javihttp://www.blogger.com/profile/03521941447758870025noreply@blogger.com0