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	<title>zapatos para primeros pasos para niños y niñas archivos &#8226; Compre Medias</title>
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	<description>Tienda de Medias y Calcetines</description>
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	<title>zapatos para primeros pasos para niños y niñas archivos &#8226; Compre Medias</title>
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		<title>Zapatos para toda la familia Nomad Chaussons Collégein</title>
		<link>https://www.compremedias.com/producto/zapatos-para-toda-la-familia-nomad-chaussons-collegein-copia/</link>
		
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		<pubDate>Sun, 19 Nov 2023 18:21:18 +0000</pubDate>
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					<description><![CDATA[<p>Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada.</p>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-para-toda-la-familia-nomad-chaussons-collegein-copia/">Zapatos para toda la familia Nomad Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
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<h2>Detalles del producto:</h2>
<p>Zapatillas Arthur. Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada. Son lavables a máquina, a 30°, únicos activos para hacer tu día a día más fácil, ¡limpia las zapatillas como el 1er día, tan pronto como lo desees! el máximo confort para el bebé.</p>
<h3>Composición:</h3>
<p>Composición: 88% algodón &#8211; 10% poliamida &#8211; 2% elastano Lycra®</p>
<p>Hilos de alta calidad seleccionados para una mayor durabilidad y un impacto ecológico reducido.</p>
<p>El componente principal es el hilo de algodón, utilizado por su suavidad. Tejido en punto de bucle, su forro es más suave y cómodo. La poliamida da más solidez, mezclada con el hilo de elastano Lycra®, aporta elasticidad al calcetín. Luego, se inyecta en el calcetín una suela de cloruro de polivinilo (componente fabricado en Francia que cumple con los estándares REACH) para proteger mejor la salud humana y el medio ambiente. La suela es por lo tanto flexible, sólida y segura porque no contiene ningún elemento tóxico, nocivo para la salud.</p>
<p>Las zapatillas cuentan con una plantilla flexible y suave para un extra de comodidad que ayuda a regular la transpiración. Esto no es fijo para que se ajuste perfectamente al botín y al pie.</p>
<p>Para cualquier pregunta adicional, nuestro equipo está a su disposición para compartir e intercambiar información sobre nuestros productos y nuestros métodos de producción 100% Made in France.</p>
<h3>Lavado:</h3>
</div>
<div>
<div title="Page 1">El algodón no es muy frágil, va sin problema en la lavadora. Le recomendamos que lave sus zapatillas regularmente en la máquina a 30°. No se recomienda el uso de la secadora. Recomendamos encarecidamente el secado al aire libre, que respetará mucho más las fibras para una mayor durabilidad de los productos. También es recomendable lavar las zapatillas con su plantilla, y dejarla dentro al secar.</div>
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alt="page1image494196832" width="298.680128" height="96.746701" /></p>
</div>
</div>
<p>&nbsp;</p>
<div>
<p><img decoding="async" class="aligncenter" src="https://cdn.shopify.com/s/files/1/0018/4958/9830/files/cache_1345258.jpg?v=1535060456" alt="ATTIPAS ZAPATOS PRIMEROS PASOS APRENDIZAJE" /></p>
<p>La nieve y el hielo son una parte integral de la vida en los polos norte y sur. ¡Manténgase abrigado y observe cómo la aurora boreal ilumina los cielos del Ártico y la Antártida!</p>
</div>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-para-toda-la-familia-nomad-chaussons-collegein-copia/">Zapatos para toda la familia Nomad Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zapatos Niños/Niñas/Bebes Vanlife Modelos 2023</title>
		<link>https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-modelos-2023/</link>
		
		<dc:creator><![CDATA[compremedias.com]]></dc:creator>
		<pubDate>Sun, 19 Nov 2023 18:14:43 +0000</pubDate>
				<guid isPermaLink="false">https://www.compremedias.com/?post_type=product&#038;p=10369</guid>

					<description><![CDATA[<p>Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada.</p>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-modelos-2023/">Zapatos Niños/Niñas/Bebes Vanlife Modelos 2023</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div>
<h2>Detalles del producto:</h2>
<pre id="tw-target-text" class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="Traducción" data-ved="2ahUKEwiauMDk0dCCAxVtfKQEHeIsBSoQ3ewLegQIDBAQ"><span class="Y2IQFc" lang="es">Zapatillas Peter. Estos calcetines tipo pantufla son perfectos para toda la familia. 
¡Te resultará muy fácil encontrar “zapatillas que se adapten a tus pies”, 
entre multitud de modelos, estampados y colores muy variados! 
Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada. 
Se pueden lavar a máquina, a 30°, lo que son una gran ventaja para hacerte el día a día más fácil,
¡limpia las zapatillas como el primer día, cuando quieras!</span></pre>
<h3>Composición:</h3>
<p>Composición: 88% algodón &#8211; 10% poliamida &#8211; 2% elastano Lycra®</p>
<p>Hilos de alta calidad seleccionados para una mayor durabilidad y un impacto ecológico reducido.</p>
<p>El componente principal es el hilo de algodón, utilizado por su suavidad. Tejido en punto de bucle, su forro es más suave y cómodo. La poliamida da más solidez, mezclada con el hilo de elastano Lycra®, aporta elasticidad al calcetín. Luego, se inyecta en el calcetín una suela de cloruro de polivinilo (componente fabricado en Francia que cumple con los estándares REACH) para proteger mejor la salud humana y el medio ambiente. La suela es por lo tanto flexible, sólida y segura porque no contiene ningún elemento tóxico, nocivo para la salud.</p>
<p>Las zapatillas cuentan con una plantilla flexible y suave para un extra de comodidad que ayuda a regular la transpiración. Esto no es fijo para que se ajuste perfectamente al botín y al pie.</p>
<p>Para cualquier pregunta adicional, nuestro equipo está a su disposición para compartir e intercambiar información sobre nuestros productos y nuestros métodos de producción 100% Made in France.</p>
<h3>Lavado:</h3>
</div>
<div>
<div title="Page 1">El algodón no es muy frágil, va sin problema en la lavadora. Le recomendamos que lave sus zapatillas regularmente en la máquina a 30°. No se recomienda el uso de la secadora. Recomendamos encarecidamente el secado al aire libre, que respetará mucho más las fibras para una mayor durabilidad de los productos. También es recomendable lavar las zapatillas con su plantilla, y dejarla dentro al secar.</div>
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HlJivrWvmL476ebT4hfasfLeWkcmfdcof0UfnVPYSPMa9i/Z7t4H8TatO4BnjtFWPPYFhu/kK8dr0b4Jap/Z3xItoS2EvoJLc+mcbx+qAfjUrcbPqWuL+Keiprfw71aMoGltovtURxyrR/McfVdw/Gu0rN1bUNKs7OVNWvrW2glQq32iZUBBGD1NWSfE1FTXUSQXk8McqypHIyLIpyHAOAR7GoazLPr/AOG2qf2v8PNFui251thC577o/kOf++c/jWt4k0z+2fDWp6ZjJurWSJfZipwfzxXmv7Pup/aPC2oaazZa0uhIo9FkXj9Vb869gq0QfChBBIIwR1FFdF480v8Asbx3rViF2ol07IPRG+Zf0YVztSWfUfwR1P8AtD4cW8DNl7GeS3PrjO8fo4H4V6RXgX7O+qbbzWtJZvvxpcoPTaSrf+hL+Ve+1S2JZ5V8etL+2eBYb5Vy9jdIxPoj5U/qVr5pr7L8baX/AG14J1nTwu55bRzGP9tRuX/x4CvjSkxokt55LW5iuIm2yROHQ+hByK+3NOvY9S0u0v4v9XcwpMn0ZQR/Ovh+vrD4Qap/afw00zc2ZLXdbP7bW+X/AMdK0REzu6KKKoQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBT1SxTVNIvbCT/AFd1A8LfRlI/rXxHNC9vPJDKu2SNijA9iDg190V8hfE7S/7I+I+t24XCST/aE9MSAPx+LEfhUyGjka+mPgNqn23wC9kzZexunQD0VsOP1LflXzPXsf7PeqeR4i1XS2bC3Vssyg/3o2x/Jz+VJbjZ9EV8tfG3S/7O+I9zMq4S+gjuB6ZxsP6oT+NfUteHftEaXus9F1dV+5I9tIf94Bl/9Bb86p7CR4LXpfwL1T7B8Q1tWbCX9tJDjtuGHH/oJH415pWv4W1P+xvFek6luwttdRu5/wBncN36ZqUM+1KKKKskSvLfiF8X7PwtPJpmkxx32qrxIWP7qA+jY+83sOnc9q0/ix40fwh4V22b7dSviYbc94xj5n/AEAe5FfKrMzuzuxZmOSSckmk2NI29d8Y+IfEsrPq2q3E6E5EIbbGv0QcfpWHRRUlDkkeKRZI3ZHU5VlOCDXpngr4z63oM8drrUkmqabnBMhzNGPVWP3vo35ivMaKBH23pOq2WtabBqGnTpPazrujdT19vYjoR2q+a+Z/gt40k0TxEuhXcp/s7UnCoGPEcx4Uj/e+6fw9K+mKpMlnhf7Rats8OMM7AbkH6/u//AK9eE19I/H/Tzc+CbO8UZa0vF3H0VlIP67a+bql7lIK9j+HnwXj17R4Na1+4nht7gb7e2gIVmTszMQcA9gB0wc145X21oYiHh/TRDjyhaxbMdNuwY/SmkDPKvEnwD0qXT3k8O3Nxb3iLlIriQPHJ7ZxlT78j2r5/ubeazupba4jaKeFzHIjDBVgcEH8a+5a+X/jlo66b8QWuo0Cx6hbpOcDjeMq3/oIP40NCTPNa95/Z31PNvrWks33XjuYx9QVb+SV4NXovwT1T+zviRaws2EvYZLdvrjcP1QD8aS3Gz6mr54/aF0vyfEGk6qq4FzbNAxHqjZ/k/wClfQ9eW/HjS/tvgAXqrlrG6SQn/ZbKH9WX8qp7CR8zV1nwz1T+yPiLolwWwj3Agf0xICnP/fWfwrk6fDK8E0c0bFZI2DKR2I5FSUfc4rxX9obS/M0jR9WVeYZ3t3I9HG4f+gH869e0m/TVdHstQjxsuoEmXHoyg/1rlvixpn9q/DbWEC5kt4xcp7bCGP8A46GqnsQj5Kq3pepXOj6pa6lZuEubWVZY2IyNwOeR3FVKKks6vVPiX4y1fcLnX7tEP8FuwhGPT5MZ/GuXllkmkaSWRpHbks5yT+NJHHJNIscSM7scBVGSfwrqNL+G/jDWNptdBvFRujzr5K49cvjP4UCOVor17S/2fteuNralqllZKeqxhpnH4cD9a7XS/gF4ZtCrahdX1+w6qXESH8FGf/HqLMLnBfALVPsnje5sGbCX1owUeroQw/8AHd9fShrn9F8E+GvD8iyaXotpbzJws2zdIMjBw7Zbp710BqkSz5r+Pul/ZPG9tqCrhL20UsfV0JU/+O7K8pr6L/aB0z7T4U0/UlXLWd1sY+iyLz+qr+dfOlS9ykd18H9U/sv4l6XubEd1utn99y/L/wCPBa+sK+HtOvZNN1S0vov9ZbTJMn1Ugj+VfbcE8dzbRXETbo5UDofUEZFVETJ6+K/FOl/2L4r1bTduFtrqRE/3dx2/pivtSvl/46aX9g+Ib3SrhL+2jmz23D5D/wCgg/jQwR5pXvf7PGqbrLWtJZvuSJcoPXcCrf8AoK/nXglejfBHVP7O+JFvAzYS+gktz6ZxvH6oB+NStxs+paKKKskKKKKACiiigAooooAKKKKACiiigAooooAKKKq3t/aabavdX11DbQJ96WZwij8TQBZxRivNtV+OPg7TnMcE13qDDjNrD8ufq5X9M1ij9obRPMw2jaiE9QyE/ln+tK6Cx7JRXBaF8X/B+uSrCL97GZzhY75PLz/wLJX9a7sEMoZSCCMgjvTAdXzt+0JpfkeJNL1RVwt1bGJj6tG2f5OPyr6Jryv486X9s8Bx3yLl7G6RyfRGyh/Ur+VJ7DR80V13ww1T+yPiPos5bCSz/Z39MSApz+LA/hXI1JBNJbXEc8TbZInDqfQg5FSUfc9cH8YNL/tT4a6ntXMlrsuU9trfN/46WrsdMvk1LSrO/i/1d1Aky/RlBH86NSsk1LTLuwl/1dzC8LfRlIP86sg+H6KkuIJLa5lt5V2yROUcehBwajrMs+zPBWqf214J0bUC255bVPMP+2Btb/x4Gt+vK/gLqn2zwJJYs2Xsbp0A9EbDD9S1eqVoQfM/x61CS58exWm4+XaWiKF/2mJYn8iPyryyvSvjpA0XxIlcjia1icfTBX/2WvNah7lI3PCPhm68XeJLXSLZxGZSWklIyI0HLNjv7D1Ir6Q0v4O+C9NtVik0v7bJjDTXMjFm/AEAfgK8l+AlxFD8QpY5Mbp7CRI/qGRv5Ka+maaQmfPPxX+FNloGmNr+gI8drGwFzaliwjBOA6k84zgEHPWvGq+2Ne01dZ8P6jphwRdW0kIz2LKQD+Br4oZWRyrAhlOCD2NDQ0LHI8UqSRsVdGDKwPII6GvtPw5qo1zw1pmqAjN1bJKwHZiBuH4HIr4qr6f+Buqfb/h3HbM2XsLiSDHfBO8f+hkfhQgZ0fxF0z+2Ph5rlqF3P9maVB6tH84/Va+Pa+53jWRGjcBkYFWB7g18T63p7aTruoaa+d1pcyQ899rEf0okJFCvrj4W6n/a3w30aYtl4Yfs7+3lkoP0AP418j19Cfs9ap52hatpbHm3uFnUH0dcH9U/WhDZ7MK8X/aG0vzdG0fVVXmCd7dyPR1yP1Q/nXtAri/itpf9q/DbWI1XMkEQuU9vLIY/+OhvzpslHyTWjoOpNo/iHTtSUnNrcxzHHcKwJH5VnUVJZ90qyuoZSCrDII7isTxhpf8AbXg7V9OC7nntJAg/2wMr/wCPAVV+H2qf2z8P9EvC25zarG59WT5G/VTXT1ZB8KUVteL9L/sXxhq+nBdqQXcioP8AYzlf0IrFqCz6s+Deqf2n8NdPVm3SWjPbP/wE5X/x1lrt7u2ivbKe0mGYp42jceoYYP8AOvE/2d9UzFrWks33THcxj65Vv5JXulUtiWfDd7ayWF/cWcwxLbytE491JB/lUFdt8W9K/sr4l6soXEdy4uU994Bb/wAe3VxNSM+i/wBn67gn8KX1t5UYuba65cKNxR1BGT16hq9gr5u+AOrrZ+L7zTZHCrfW2UBP3nQ5A/75L/lX0jVLYTErP1HXNK0hN2palZ2gxn9/MqfzNZHxCvl074fa7cNKYm+yOiOrYIdhtXB9ckV8fO7SOXdizE5LMck0N2BI+ptT+NPgvTciO/mvnHVbSEn9WwP1rstG1SHW9GstTtwwhu4UmRW6gMM4PuK+Ja+vvhmHX4baCH6/ZQfwycfpQncGh3xH0v8Atf4ea3ahdzi2MyDvuj+cY/75xXx/X3PJGssbRuoZHBVge4NfE2s6e+k65f6a+d1rcSQnPfaxH9KUgRRr65+Fup/2t8N9FnLZeKH7O/sYyUH6AH8a+Rq+hP2e9U87QNW0pj81tcLOoPo64/mn60IbPZhXiv7Q2l+Zo+j6sq8wTvbuR6ONw/8AQD+de1CuK+K+mf2r8NtYjC5kgjFyntsIY/8Ajoam9iUfJVaXh7Uzo3iPTdTBI+y3Mcpx3AYEj8s1m0VJZ90qwZQykEEZBHenVzfgPUH1TwLol1KGEjWiI+4YJZRtJ/EqTXSVZAUUUUAFFYWq+MvDei7hf65YwOvWMzAv/wB8jJ/Sp9I8Q6VremQ6jp92JbWbdsfay5wxU8EZHINAGtRRWB4j8X6J4UtVuNXv44NwzHEPmkk/3VHJ+vSgDforwjWP2h/nZNE0MFR92W9k5P8AwBf/AIqudPx98XGTcLfSQP7ogfH/AKHmldDsfTNFeDaL+0LIZVTXdFTYT801k5BH/AGPP/fVexeH/Emk+J9PF7pF7HcxdGA4ZD6Mp5B+tMRr0UU1mCKWYgKBkk9qAOS8e+O7DwPpAuJlE97PlbW2DYLkdSfRR3P4V8u+JPFWs+K9QN5q948xyfLiHEcQ9FXoP5+uateOvE83i3xZe6m7kwbzHbIf4IlPyj8ep9ya5uobKSCilVWdgqKWYnAAGSav3OhavZWwubvSr6CA9JZbd1X8yMUDM+vSPhv8U73wpdw6fqUslzojsFKMdzW/+0nt6r+XPXzeigR9ywTR3EMc8LrJFIodHU5DKRkEH0rG8aaX/bXgnWdPC7nltX8sf7YG5f8Ax4CuD+BPid9V8Lz6LcPun0xh5WTyYWzgfgQR9CK9bqyT4UorY8VaX/Y3izVtNC7Vt7qREH+zuO39MVj1BZ9XfB7VP7T+GumhmzJaF7Z/ba3y/wDjpWu8NeHfs76nm31rSGbhHjuY1+oKt/JK9xNUtiGfIvxR0v8Asn4ka1CFwks/2hPQiQBz+pI/CuPr2T9oXS/J8Q6Tqirhbm2aFiP7yNn+Tj8q8bqXuUj2L9nvVPI8S6ppbNhbq2Eqj1aNsfyc/lX0TXyD8MtU/sn4jaJcFsI9wIH9MSApz/30D+FfX1UthM8B/aI0wrf6LqqjiSJ7Zz6bSGX/ANCb8q8Sr6h+OGl/b/hzNcKuXsbiOceuCdh/9Dz+FfL1J7jR0vw/1T+xviBol6W2oLpY3Por/I36Ma+r9T8TaHooP9o6vZWrD+CWdQ34LnJr4r6HIoJJOT1pJ2Bo+oNU+OPg6wLLbTXeoOO1vAQM/V9v6Zr5t1q8t9Q12/vbWFobe4uJJY4mOSgZiQPwzVGihu4WCvav2eNU8vVdZ0lm/wBdClwg90O0/wDoY/KvFa9L+EGl6/aeO9O1CPSL77AweKacwMECspGdxGOuD+FC3Bn1BXyt8adL/s34k3kgXEd7FHcr+I2n/wAeU19U14V+0RpeY9E1ZV+6ZLaQ/XDL/J6p7CR4TXqHwI1T7F8QDZs2Ev7V4wP9pcOP0Vvzry+trwhqn9i+MdI1EttSC7jZz/sZw36E1KGfaNQXVvHeWk9pMMxzRtG49QRg/wA6noqyT4cvrSTT9QubKYYlt5Wif6qSD/Kq9dv8XNL/ALL+JerKq4juWW5T33qC3/j26uIqCj6P+AGqfavB15pzNl7K7LAeiOAR+oevXK+bvgBqf2bxjeaczYS9tCQPV0II/wDHS9fSNUthM+ZPjvpf2L4gC8VcJf2qSk/7S5Q/oq/nXl9fQn7Qul+doOk6oo5t7hoGI9HXI/VP1r57qXuNHoXwW1T+zfiTZxltsd7FJbN+I3D/AMeUV9U18R6JqLaRr2n6kmd1rcxzcd9rA4/SvtlHWSNXRgysAVI7iqQmeHftCaCzR6Xr8SZCZtJyB0Byyfrv/MV4RX2r4i0O18SaBeaReD91cx7dwHKN1Vh7ggH8K+P/ABD4f1DwxrU+l6jEUmiPDY+WRezKe4NJjRSsb260y/gvrKZobmBxJHIvVWFexWP7Q99FZLHfaBBcXIGDLFcmNWPrt2t/OvFaKVwOx8a/EnW/G2yC88u2sY23JawZ2k+rE8sf09q46iigZPZWc+oX9vZWyF57iRYo1HdmOAP1r7V0jT49I0ax06I5jtLdIFPqFUDP6V438F/h1NazJ4p1iAxsV/0CBxyARzIR244H1z6V7lVJEsWvlT40aX/ZvxJvpFXbHeRx3K/iNrf+PK1fVVcR40+GuleONSsrzULq5g+zRtGRb7QXBORkkHGOe3ehoEfJleo/AfUWtPHz2nJjvbR0IHQMuHB/JWH417Fpnwj8FaXtK6MlzIP47t2lz/wEnb+ldfaWNpYQeTaWsFvGP4IYwi/kKSQXLNV7u2jvLKe0mGYp42jceoYYP865Xxp8RtF8EGGO/wDOnupgWS3twCwX+82SMDP+eKs+BfGVv440OXU4bZrby7hoGiZ9xGACDnA6hhVCOY0v4E+EbHa12t7qDjqJpti/kmD+prtNM8KeHdF2/wBnaNY28g6OkK7/APvo8/rXE/GfxrfeF9Fs7LS5TBeagzgzr96ONcZ2+hJYc9ua8T/4Q3xa/h0+MTFMbX/W/aDP++25xvxndjPf8enNLYZ9eiuH+JHj/wD4QKxspVsBeS3buqAy7Au0Dk8HPWsb4MeNbzxRol1YanMZ76wZcTMfmljbOCfUgggn6d65r9ouX5/DsPoLhj/5DH+NF9A6nqXgXX7nxR4Osdau4IoZrnzD5cWdoCyMo6+wrwz41z6vbePZrN9Tuxp9zDHLDA07eUgI2n5c4+8rGvavhjB5Hw10FPW23/8AfTFv61J4k8AaB4t1G2vdZtpJ3t4zGirKUUgnPO3B/XvR0A+fvFXwn1Lwf4Y/tnUtRtHYypEsFuGbO7P8RA9PSsPStU16202GGyuCluudq46cnP65r2z49lLf4fWFvGMKb+NQOvyiOT/61cF4Q8Pfb/C1nc4+/v7ejsP6UnuM9e+JPj6HwNog8oJLql1lbWJugx1dvYfqfxx8s6nql9rGoTX+o3MlzdSnLySHJP8AgPYcCuh+JXiGTxJ481K7LloIZTbW4zwI0JAx9Tlvxrk6TYIKKu6VpGoa3fR2WmWkt1dSfdjjXJx6n0HueK7o/A/xqLQz/ZbQuBnyBcrv+n939aAPOK2PDPibU/CesxalpkxSRTh4yfklXurDuP5dRWdeWdzp95LZ3kEkFxC22SKRcMp9CKgoGfZ3hXxJZ+K/Dtvq9k3ySjDxlsmJx95T9P1GD3o8ZTtbeCNenjOHj0+dlPofLbFeF/AbxI9h4om0KV/9H1FC0YJ4EqDP6ru/IV734ktDf+FtXs1GWuLKaID3ZCP61S2JPiqiiioLPpb4LeD7HTfClrr0sKSalfbnErLkxR5ICr6Zxk/X2r1CWJJomilRXjcFWVhkMD1BFcN8HNRXUPhnpq5/eWpkt39iGJH/AI6Vrvq0RmfJ3xY8IweE/GDJZR7LC9j+0QIOkfJDIPYEZHsRXC19DftCaZ53h3StUVctbXLQtj+7Iuf5oPzr55qHuUj0L4K6udL+I9nEWxFfRvbP+I3L/wCPKB+NfVFfEWj6g+k63YajHnda3Ecwx/ssD/SvtqOVJokljYMjqGUjuD0qoiZ8yfHPS/sPxCa6UYS/to5s9twyh/8AQQfxrzOvoH9obTPM0bR9WUcwTvbuR6Ou4f8AoB/Ovn6pe40ei/BPVP7O+JFrCzYS+hkt2+uN4/VAPxr6mr4l0HUm0fxDp2pKT/otzHMcdwrAkflX2wrK6hlIKkZBHcVSEzy/48aX9t8ALequXsbpJCfRWyh/Vl/Kvmavs7xjpf8AbXg3WNOC7nmtJBGP9sDK/wDjwFfGNJjQ+GV7eeOaJtskbB1I7EHIr7b0q/TVNIs7+P8A1d1Aky49GUH+tfENfVvwc1T+0/hrpwY5ktGe2f22nK/+OlaIgzqPEumf2z4Z1TTMZN1ayRL7MVOD+eK+KiCDgjBFfddfGvjrS/7G8d61YhdqR3bsg9EY7l/RhRISOerp/C/gHxF4vhefSLNJLeOTy3mkmVFVsA45OehHQVzFe4fs7aptuta0lm++kdzGPoSrf+hJSQ2QaX+zzqEm1tW1y2gHdLaJpT+bbcfka7PTPgZ4QsNrXMd5qDjr5821fyTb/M16fUM00dtbyTzNtjiQu7HsAMk1VkK5maZ4W0DRgp03RrG2ZejxwLv/AO+uv61s15hqvx08IWQZbR7zUHHTyYdq/m+P5GuK1T9obUpdy6Volrbjs9zI0p+uBtx+tF0Fj6ErgPjJpf8Aafw11BlXdJZslyn/AAE4b/x1mrY+H+v3PifwPpur3hQ3M4cS7FwNyuy8D8K29UsI9U0m80+b/VXUDwv9GUg/zpiPiCipru1lsrye0nXbNBI0ci+jKcEfmKhrMs+xPAfiGPxN4N07UEkDzeUIrgE8rKow2fqefoRXT18Y+G/GGu+Erl5tHvmgEmPMiYBkfHqp4z79a2tb+LPjDXbR7WbUlt7eQbXW1jEZYehbrj8aq5NiT4va5b678QruS0dZILWNbYSKchyudxH/AAIkfhXCUUUhnTfD7VP7G8f6JeFtqC6WNz6K/wAjfoxr7Fr4VVmRgykhlOQR2Nfa+gaiuseH9O1IEf6VbRzHHYsoJH504iZz/wAUtM/tb4b6zCFy8MP2hPbyyHP6Aj8a+R6+5biCO6tZreVd0cqFHHqCMGviPUbKTTtTu7GX/WW0zwv9VJB/lRIEVq+wvh1qf9sfDzRLotucWyxOfVo/kP6rXybpug6vrDbdN0u8vDnH7iBnA+pA4r6W+Duj63oPg+XT9asXtXW5aSBXdSSjAdgTjkHr60IbPRa5zxV4M0fxjp/2bVbfLpnybiPiSI/7J/ociujoqiT5q174DeJLGRm0eW31O3z8o3iKX8Qx2/ka5Vvhl41STYfDl7n2UEfmDivr+ilYdz5Y0v4KeNNRdfOsobCM/wAdzOv8lyf0r1bwd8FtF8Oyx3upv/at8h3L5ibYYz6hOcn3P5CvUaKLBcK59fGfhxtai0ePWLSXUJXMaQRPvO4AkgkZAPB64roK8oj+DxHxDk8UrrHkxi++2JbRwZJO7cQWJ4BOe3Q0xHq9FFcTq3xV8HaNetZ3Orq86Ha6wRNKEPuVBGfbNAHbUVm6Prema/YLfaVexXdu3G+Nuh9COoPsa0qAPmnV/h5r/iDVfGeu6jPL5WnvO0Mkg+a5KZICjsoUDp7Ad8bX7O+qbbvWdJZvvxpcxj/dJVv/AEJPyr3eaFLiCSGRQ0cilGHqCMGvl/4ZzP4X+MUOnzNj9/Np8ue55A/8eVanZjO8/aF00yaHo+pqP+Pe4eBvo6gj/wBF/rW58MJU8T/BwaZKwJEU+nyZ7A5x/wCOutdN478NnxX4Nv8ASkKi4kUPAzdBIpyPpnGPxr5y02L4i+EY9QsbC11awiZWe62wHYAo5feQQOB94EfWn1A2/gZeSaf8R5LF8j7TbSwsv+0pDf8Asp/OtP8AaHlz4g0WH+7au35tj/2Wsv4DWhufiG9wRn7NZSSZ9yVX/wBmNWP2gpd/jqxj/uacn5mST/61LoPqdNr3xB1X4feEPCdnYadayi50mJxNcFiAwVdw2gj1B6969V8M6t/b3hjTNV+XddWySOF6BiPmH4HIrx34yvpE3gbQYINRs5NQsCkZt0mVpAhjw3yg56qtX/gv4/sDpmm+EJ1n/tDfN5L7R5ezmTBOc5+927U+ouhJ+0PLjw/o0Ofv3Tv+SY/9mrY+E+lCf4ZaPKRywmP/AJGeuY/aLl+Tw9D6m4c/+Qx/jXonwri8r4Y6EvrAW/N2P9aOoLY+R5GZpGZ/vEkt9abWp4lsTpnijVbEjH2e7ljH0DED9Ky6ko+jfgDpVtB4Su9UCKbq5umjZschEAwv5kn8q9erxb9nnVPM0TWNLY8wXC3Cj2dcH/0AfnXtNUtiWeQfF74bah4p1DT9R0K1SS8IMN0TIqAqOUY5Izjkdz09K5fTP2etYm2tqms2dqp6rAjTN+u0fzr6HoosFzzbwz8GfDvh3UbbUhcX11e27iSN3kCqGH+yoH5EmvSaKKYj4r8VaX/YvizVtNxhbe6kRP8Ad3Hb+mKyK9L+Oel/YfiG12owl/bRzZ7bh8h/9BB/GvNKhlHvX7PGqbrTWdJZvuOlzGPqCrf+gpXuNfLPwS1T+zviRbQs2EvoZLc+mcbx+qAfjX1NVLYTOO+KGl/2t8ONagC5eOD7QnrmMh/5KR+NfItfcs8EdzbywSrujlQo49QRg18SanYyaZqt5YS/6y2neFvqrEH+VKQIq19f/DbVP7Y+Hmi3Rbc62whc990ZKHP/AHzn8a+QK+iv2fdU+0eF9S0xmy1pdCRR6LIvH6o350IbOs+K+l/2r8NtYjC5kgjFynt5ZDH/AMdDfnXyTX3Hd20d5ZT2swzFPG0bj1DDB/nXxHfWklhf3NnMMS28rROPdSQf5USEiCvsT4fap/bPw/0S8LbnNqsbn1ZPkb9VNfHdfSHwA1T7V4OvdOZsvZXZYD0RwCP/AB4PQhs9br4u8XaX/Yvi/V9OC7Vgu5FQf7Gcr+hFfaNfMfx20v7D8QftirhL+1jlJ/2lyh/RV/OmxI8wr3f9nfVMw63pDN91o7mMfXKt/JK8Irvvg9rseh/EOzM8gjgvUa0dieAWwV/8eVR+NStxs+ra+a/j7pJs/GltqSriO/tRk+rodp/8d2V9KV5r8avDba74He7gTddaY/2hQByY8Ycflhv+A1T2Ej5ersfhf4hh8NePbG8upBHaTBredyeFVxwT7BgpPsK46ipKPukEMoZSCCMgjvXLfEPxDaeHPBmpXFxKqyzQPBbxk8ySMpAAHtnJ9hXzHpfj/wAWaNZLZ2Gu3cVuowkZYOEHou4HA+lZOqavqWtXX2nVL+4vJsYDzyFiB6DPQewp3JsUaKKvaPpV1rmsWml2Sb7i6kEaD0z1J9gOT7CkUfUfwft2t/hdo4cYZxLJj2MrEfpiu6qjpWnQ6TpFnp1v/qbWFIU9woAz+lXqsg+Yvjd4VfRvGDatDGRZ6p+83AcLKPvj8eG/E+leY19p+IfD+neJ9Gm0rU4fMt5eQRwyMOjKexH+eK+dfEnwU8UaRcu2mwjVbPPySQECQD/aQnOfpmpaKTPNqK6iD4ceMriXy08N6iGPeSEoPzbArvfC3wE1K5nS48TTpaWwOTbQOHlf2LD5V/DP4UrBcwPhl8PZPFkOqahdQn7HDbSw25I4e4ZCFx/u5z9dteckEHBGCK+3tN0600iwgsbG3SC1hXbHGg4A/wAffvXyF460v+xvHWtWIXakd27IPRGO5f0YU2gTOer6k+Ceqf2j8N7WFmy9jNJbt9M7x+jgfhXy3XuH7O+qYuda0pm++kdzGPoSrf8AoSULcGe9Vgr4P8NRahcak2i2LXc0hlknliDsWPJOWzj8Ko/Ei41Oy8A6peaPdSW15bosokQDO0MN3X/ZzXznoejeLPiZfXEKam908Ch5GvrtiFBOBgHJ7dhTbEfWsXl+WvlbfLAwu3pT6+T93ir4Q+KoY5JdpIEjRxyFoLmPOD/IjpkV9S6bqEGq6XaajbnMF1Ck0ZPXawBH86ExFyiuS8SfEfwv4WuDbajqI+1gZNvChkdfrjhfxIqx4a8d+HvFu9NIvhJPGMvBIpSQD1weo9xmmB0tFeIfEj4o+JvCnjNtJtY7RLJFimRvKJkkQgbgSSQOQw4Fec+Itb8c6zGfE142qQabLL+4eNnSCPngLjj2z3PfNK47H1XfX1tptjNe3kyw20Kl5JG6KPWsbw7420DxXc3cOi3puWtApkPlsg+bOMbgM9K434a69ceP/hxqWk6pMZryJHtJJXPzOjodjN79Rn/Zz1rzj4Hag+mfEZtPlBT7ZbyQFT2dfn/P5WH40XCx32ufGG70j4hL4cbSIYoI7yOCa4klLMY2I+cAAY+Vs85qn8cte8R6BPpR0vVbmzsrqN1dYCFO9SOdw+bkMO/auU+PemGy8c2+oIMLe2qsWH99CVP6bK7H4pgeJ/gzpevqN0kXkXLkdt67GH/fTD8qQF3WfFV7J+z9HrNtNJ9rmtIoJJw3zBt4jkbPqcNz6mvPPhj8MdL8caHqF7e6lPDPDN5McUG35flBDsCDkHOMDH3TzXY/BxLTxR8MtV8N34LxJOyMAeVRwGUj3DBiPpXK3/wW8a6HfyS6BdJcx5+SW3ufIkx7gkYP0JoA9A+GPw21rwRqN1cXmr20tvcRbHtYFYgsDlWycYI57dzXqdfMuj/EHxp4C8SRWHiaS8mtsr59vdt5jhD/ABI5yTjnGCQcYr6WjkSWNZI2DI4DKw6EGmgZJXy18UYJPDPxfm1CBdu6WG/i9zwT/wCPK1fUteC/tEaXifRNXVfvLJbSH6EMv83oewI90t547m2iuIm3RyoHQ+oIyK5X4oXv2D4aa7LnBe38kf8AbRgn/s1J8L9T/tb4caLOWy8UH2d/UGMlB+gB/Gsf41QahfeCI7DTLK5u57q8jUx28TO20BmyQO2QKOgjjf2dbPN1r16R9xIYVP1LE/8AoIrU+LXw41vxb4psb/RreN0Nt5M7ySqioVYkHnk5DdgelbXwW8M6j4a8LXi6tZvaXVzdlxG+N2wIoBOOnO6vTKEtB31PnGf4C6rY6Hfaheava+fbW7zJb28bPvKqTt3HbjOPQ1V+BWn6Zf8AjKdryJmvLWD7RaMJGUKQdrcA88MODX0syrIhVgGVhgg9CKp2GjaXpKbNN060s1xjEEKpn8hRYLnk/wAZ/CXiDxXrWkR6Np0lzHDA++TcqKpZh1LEDtXpfhDS59G8IaTpt0qLcW1qkcoU7huA55781uUUxHyx8a9M/s74k3coXCXsMdyv5bT+qE/jXnde8ftEaXmDRdWVfutJbSH6gMv8nrweoe5SPTvgVqn2H4hC0ZsJf20kWP8AaXDj9FP519O18W+FNU/sbxbpOpFtq291G7n/AGNw3fpmvtKqQmFFFFMQUUUUAeK/tDaZ5mj6PqyrzBO9u5Ho67h/6Afzr5+r62+K+l/2p8NtYjC5eCMXKe3lkMf/AB0NXyTUspGjoGpHRvEWm6kpI+y3Mcxx3CsCR+VfbCsHUMpBUjII718LV9i/D/VP7Z8AaJeltzm1WNz6snyN+qmiImdNXyh8YdL/ALM+JWpbVxHdBLlPfcvzf+PBq+r6+f8A9omzjTVNDvhjzJoJYW+iMpH/AKGab2BHilerfAPUzaeN7mwZvkvbRgB6uhDD9N1eU12HwsuWtfiboUinG6cxn6MrL/WpW42fXdfJfxb0v+yviVqyquI7h1uU994Bb/x7dX1pXg/7QuhNu0rXo0yoBtJiB06sn/s/6VT2EjwyvUfgX4hi0nxjNp1zKI4tThEaFjgeapyo/EFh9SK8upQSpBBII5BFSM+6q8d+P+htd+G7HWYkJaxmMchHZJMcn6Mqj/gVeO2vxE8X2giRPEOoNHGQQjzlsgdiTzivq27tbLxT4aeCZQ9lqNsPrtdcgj3GQRVbi2PiuitrxV4Yv/COvT6VfoQyHMUuPllTsy+x/Q5FYtSUdjZ/FTxtYWi20GvTmJBhfNjjkYD/AHmUn9a+n/C+qDxB4Q0vUJcO11ao0oI4LYw4x9c18X19N/AnVDffD/7GzZawupIgP9lsOP1Zvyppks8t+J/wyuvCt9NqemwvLoczbgVGTbE/wt/s+h/A89fNq+53jSaNo5FV0YYZWGQR6EV5t4g+CPhfWpXuLPztLnY5P2Ygxk/7h6fQEUNBc+YaK9vk/Z0uBJ+68SxFPVrMg/8Aodaenfs86ZEytqWuXVyo5KQQrFn8SWpWY7ngllZXWo3kVpZW8lxcSttSKJSzMfYCvpb4WfDJfB9udT1TZJrM6bdoORbof4Qe7HufwHcnr/Dvg/QvC0LR6Rp0VuzDDy/ekf6sefw6VvVSQmxaKKKYhMUYqvdvcR2c72sayXCxsYkc4DPjgE9gTXzXq/xx8Y3TvFb/AGTTcEqRDBucexL55/AUm7BY+naaCGUMpBB5BHevi7VPFfiDWtw1LWb65U9Uedtn/fPT9K9V+F3xcsdL0iHQPEUjwpb/AC212FLKE7I4HIx2Pp6Y5Ljse+18y/HqzjtviHHMmN11Yxyv9QzJ/JRXsmofFjwXp9sZjrcVwcZWO2UyO3twMD8SK+bfG/iqbxl4nuNWkj8qMgRwRZzsjXoCfXkk+5NDYI52vRvghcPD8TbWNTxPbzRt9Nu7+aivOa9S+A2nPdePpLzafLs7R2Lf7TYUD8i35VK3Gz6N1Oxj1PSrywl/1d1A8LfRlIP86+bPgrfSaP8AE0afP8huopbV1PZl+b+aY/Gvp+vlfxWD4P8AjdNdqNscWox3gx0KOQ7D6csKpiR6B+0Npfm6HpGqqObe4aBiPR1yP1T9a2vhbrsk3wd86Ib7jTI54gDzkqC6j8mUVs/FPTBq3w11iNRueGEXKEf9MyGP/joP5153+z1qSuNc0aXBVglwiHuOVf8A9ko6h0OD+HvhaP4g+Mbi21TUJox5L3U0ikGSU7lBwTkZy2c4PSna3p1x8LfiZELO4kkS0kjnhkbhpIm6qcf8CU+tZ1tDrfh3x7caXoVxJBqS3b2MTKwUtl9oGW4GeOa71fgp4w1+5F54j1yBJCuGeaZ7iRR6emOv8VIZY/aD09JLjQtbhwyTwvAXHoCHT89zV2ugRp4t+AsdmqAu2mPbIoHSSLKr+qKazvidoaS/BmGKK8S/bR/IxcJj59n7pjwTjhskZ7VkfA3xdpll4dvtI1LULa0khuDPEbiUIGRlGcE8cFc/jT6i6GH+z9qn2bxXqGms2FvLXeo9Xjbj9Gb8qxNd/wCKO+OUtxnZFDqaXPHTy5CHI/75Yiq/gy/t9O+MtlNpz7rN9TeCFgPvRSMUH6MK6z4/eHbiPWLLxBDCzWs0It53UcJIpOM/UHA/3aXQfU6T9oPTPtHhfTdTUZa0ujGT6LIvP6ov50z4ff8AFU/AnUdGPzzQJcWyDvux5ifqw/KvOBr3jf4kaWvh9c3dvYwm4fy4fmfy1O3cR1Y9AO5I+tek/A/QPEXh6PVY9W0ye0tLkRyQmYgHeMgjbnIyCOo7UdRdDkv2ftU+zeLNQ01mwt5a71Hq8bcfozVo698VfGXhLx5LZ6xBbvYwSN/o0UXlieI52urnJ6YPXqCDXReFvg9ceH/HH/CQjV41hiuJXhto4ScxtuAVmJGPlb0Nej6x4e0fX4Vi1bTLa8VPuebGCV+h6j8KdmB8yeKfEGofFfxnZR6fpvlOUFvBDu3nGSSzNjpyT6ACvqaxtRZafbWgYsIIliDHvtAGf0qlo3hnRPD6sNJ0u1tN4wzRRgM31bqa1qEhC1g+KfCml+L9Mi0/VllaCOYTL5b7TuAI6+mGNb1FMDJ0Dw7pnhjTRp2kWxt7UOX2GRnyxxk5Yk9q1qKKACiiigAooooAKKKKAOC+MWl/2n8NdSKrmS0KXKe21vm/8dLV8o19vapYpqek3lhJ/q7qB4W+jKR/WviWeGS3uJIJV2yRuUYehBwamRSI6+zfBup/214L0fUC255rVPMP+2Bhv/Hga+Mq+mPgNqn23wHJZO2Xsbp0C+iNhx+pb8qEDPU6KK85+MfiTU/DXhC3utIvTaXU14sRZVUkpsckDIOOQORVEnohIVSzEADkk1g3XjXwzaXkVpNrlj9plkWNIkmDtuJwAQucc+tfI2p+Ida1lidT1W9u89pp2YD6AnAqrYu8eoWzp99ZVK/XIqeYdj7cureO8tJ7SYbopo2jceqkYP8AOvibVNPm0rVbzTrgYmtZnhf6qSP6V9wV84/Hbwo9h4gj8RW8Z+y34CTkDhJlGOf95QPxBpsEeRV7B8HPiPZaBBJ4f1qcQWckhktrhvuxseqt6A9QexznrXj9FSM+yrvxt4XsbU3M/iHTfKxkFLlXLfQKST+Ar5t+KHjiPxt4ijltEdNOtEMVuHGGfJyzkds8cegFcPRQ2Fgrs/hTZve/EzRUQEiOUzMfQKpb+g/OuMr6D+BPg2WwsZ/E97EUlu08q0VhyIs5Z/8AgRAx7D3oW4M9orG8T6Ba+KPDt5pF3xHcJhXAyY2HKsPocGtmirJPijX9A1Hw1rE+malAYp4jwf4XXsynuDWXX2h4h8K6N4psxbavYx3Cr9x/uvGf9lhyK81vP2edGklLWWtX0CnossayY/EbamxVz55r60+Euqf2r8NdIctmS3Q2z+2wkD/x3bXI2v7POjIwN3rV/KvcRIkf891ejeFvCmm+D9KbTtKE3ktKZW82TeSxABPtwB0oSE2P8R+FtH8V2As9XslnQcxvnDxn1VhyP5HvXlWo/s7W7yM2m+IJYo88R3NuHI/4EpH8q9xoqhHg1v8As6SbgbnxKoXuI7PJP4l69I8DeALDwLb3UdneXdy12UMnnldoK5xtAHHX1PauwzRmlYLi0UUUwCiiigAooooAKKKKAEFfNHxq8EyaJ4hbXrOI/wBnai+6TaOIpjywPs33h759K+lxVHVdLs9Y06fT7+BJrWZdkiMOCP6EdQe1Jq4I+I6K9N8bfBzWdAmkutHil1PS8kjy1zNEPRlHX6j8QK8zZWRirKVYHBBGCKkoSiitbRPDGt+I7gQ6RplxdHOCyJ8i/VjwPxNAzKALEAAkngAV9T/CPwbJ4T8K+Zex7NS1AiadSOY1A+RD7gEk+7EdqyPh38Hbbw7NFq2usl5qSYaKFeYoD68/eYevQds8GvWapIlsWvnf9oTTPI8RaXqarhbq2aFiP70bZ/k4/KvoivMPjjok+r+CYZrS3knubS7RgkaFmKsCpAA56lfyoewI6PwrqVtrnwz0+9vZF8iXT9ly7nA+VSkhJ+oavDPgY8kfxJVISTG9rKshH93gj9QtU9M+H3xG1jT4tPW0v7fTVJKw3c5hiTJyT5bHPU54WvaPht8NIfA0E1zPcLdarcKElkQYSNOu1c8nnBJPXA4FLcDyv4y6Je+HfiAviG2Rlt7xknilA+VJkxkH3yob8fasrxv8T9T8eWNlpp0+O1SOTeywuzmaTGB+HJ4569a+o7yytNQtXtb22hubd/vRTIHU/UHisvTfB/hzR7kXGnaHYW046SxwLuH0PUfhTsFzmPCXg+4tPg63h+/Tbd3ltMZIz/yzaTJUfUZX8a8C8B+GLXxZ4kbQ7u6ks5ZYHMEqqG2yLg4KnGRtDcZFfYNfLE4Pg747EgbIodVDYHaKU5/9Aehgj0/wZ8FLLwzrUOrX+pNqFxbtugjEPlordmPJJI7dOa9TlijnhaKZEkjYYZHXII9xUtFMRWtLK1sIfKtLaG3jJzshjCDP0FWaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5K+LOhtofxF1NAm2G7b7XEcdQ/Lf8Aj24fhX1rXl3xn8GSeJPDsep2MRfUNNDNsUfNJEfvAepGMj8fWkxo+Za674f+O7nwLrL3CRG4srhQlzb7sFgOjA/3hk/mR71yNFSUfTL/AB68ILa+asepNJj/AFPkKGz9d2P1rxf4gfEG88d6jEzw/ZbC2yLe3DbiM9WY9ycD6fmTx1FFxWCuh8C6Q+t+OdHsEUsr3KPJ7Ip3N+gNc9X0X8E/Acui2L+IdShKXt5Htt4mHMcR5yfQtx+A96EDPYKzdZ0ex1/SrjTdSgE1rOu11P6EHsQeQa0qKsk+U/HHwp1vwnPLcW8Ul/pOSVuYly0Y9JFHT69P5VwFfddc3qfgPwprEjS32g2UkrctIsexm+pXBNTYdz44qe0s7q/uUtrO2muJ3OFjhQux+gFfV8Hwn8DQPvTw9AT/ALcsjj8ixFdNp+j6bpMXlabp9rZxnqtvCqA/XA5o5QueH+AfgjcSTxal4rTyoVIZNPDZZ/8AroR0HsOfXFe9pGkUaxxqERQAqqMAAdhUlFUIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsrUPDmias27UdIsLt/709ujt+ZGa1aKAOeg8DeE7aQSQ+G9KVx0Y2qEj8xW7HGkUaxxIqIowFUYA/CpKKACiiigAooooAKKKKACiiigAqolhZpePeLawC6fAacRje2BgZbqeKt0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHjvj74Kwa3PLqvhx47S9clpbVxiKU9ypH3SfyPtXiWseDvEegyMmp6NeQBf+WnllkP0cZU/nRRUspGKqM7hFUsx6ADJrpNG+H3ivXnUWOiXexv8AlrMnlR/99NgH8KKKSBntPgX4KWOgzxajr0keoXyENHAo/cxH155c/UAe3evXKKKskKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z" alt="page1image494196832" width="298.680128" height="96.746701" /></p>
<div class="layoutArea">
<div class="column">
<p>La siguiente tabla muestra las medidas interiores de las zapatillas Collegien.</p>
<p>EU UK US CM</p>
</div>
</div>
<p><img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231424" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAACAhNAAATrAAICE0AABOsAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAmsc3lgAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231712" width="75.120000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232000" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232352" width="75.144000" height="0.480000" /></p>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>18/19</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/3</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2,5/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<div class="layoutArea">
<div class="column">
<p>20/21 24/25 28/29 32/33 36/37 40/41</p>
</div>
<div class="column">
<p>3,5/4,5 7/7,5 10/11 13/1 3,5/4</p>
<p>6,5/7,5</p>
</div>
<div class="column">
<p>4,5/5 12,5 7,5/8 14</p>
<p>11/12 16,5 1,5/2 19,5 5/5,5 21,5 8/9 24</p>
</div>
</div>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>22/23</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5,5/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>13</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>26/27</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8,5/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>15,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>30/31</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11,5/12,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>12,5/13</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>17,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>34/35</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/2,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>3/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>20</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>38/39</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5/5,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6,5/7,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>23</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>42/43</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>25,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
</div>
<p>&nbsp;</p>
<p><img decoding="async" class="aligncenter" src="https://cdn.shopify.com/s/files/1/0018/4958/9830/files/cache_1345258.jpg?v=1535060456" alt="ATTIPAS ZAPATOS PRIMEROS PASOS APRENDIZAJE" /></p>
<p>La nieve y el hielo son una parte integral de la vida en los polos norte y sur. ¡Manténgase abrigado y observe cómo la aurora boreal ilumina los cielos del Ártico y la Antártida!</p>
</div>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-modelos-2023/">Zapatos Niños/Niñas/Bebes Vanlife Modelos 2023</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zapatos Niños/Niñas/Bebes Peter Modelos 2023</title>
		<link>https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-peter-modelos-2023/</link>
		
		<dc:creator><![CDATA[compremedias.com]]></dc:creator>
		<pubDate>Sun, 19 Nov 2023 17:59:00 +0000</pubDate>
				<guid isPermaLink="false">https://www.compremedias.com/?post_type=product&#038;p=10363</guid>

					<description><![CDATA[<p>Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada.</p>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-peter-modelos-2023/">Zapatos Niños/Niñas/Bebes Peter Modelos 2023</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div>
<h2>Detalles del producto:</h2>
<pre id="tw-target-text" class="tw-data-text tw-text-large tw-ta" dir="ltr" data-placeholder="Traducción" data-ved="2ahUKEwiauMDk0dCCAxVtfKQEHeIsBSoQ3ewLegQIDBAQ"><span class="Y2IQFc" lang="es">Zapatillas Peter. Estos calcetines tipo pantufla son perfectos para toda la familia. 
¡Te resultará muy fácil encontrar “zapatillas que se adapten a tus pies”, 
entre multitud de modelos, estampados y colores muy variados! 
Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada. 
Se pueden lavar a máquina, a 30°, lo que son una gran ventaja para hacerte el día a día más fácil,
¡limpia las zapatillas como el primer día, cuando quieras!</span></pre>
<h3>Composición:</h3>
<p>Composición: 88% algodón &#8211; 10% poliamida &#8211; 2% elastano Lycra®</p>
<p>Hilos de alta calidad seleccionados para una mayor durabilidad y un impacto ecológico reducido.</p>
<p>El componente principal es el hilo de algodón, utilizado por su suavidad. Tejido en punto de bucle, su forro es más suave y cómodo. La poliamida da más solidez, mezclada con el hilo de elastano Lycra®, aporta elasticidad al calcetín. Luego, se inyecta en el calcetín una suela de cloruro de polivinilo (componente fabricado en Francia que cumple con los estándares REACH) para proteger mejor la salud humana y el medio ambiente. La suela es por lo tanto flexible, sólida y segura porque no contiene ningún elemento tóxico, nocivo para la salud.</p>
<p>Las zapatillas cuentan con una plantilla flexible y suave para un extra de comodidad que ayuda a regular la transpiración. Esto no es fijo para que se ajuste perfectamente al botín y al pie.</p>
<p>Para cualquier pregunta adicional, nuestro equipo está a su disposición para compartir e intercambiar información sobre nuestros productos y nuestros métodos de producción 100% Made in France.</p>
<h3>Lavado:</h3>
</div>
<div>
<div title="Page 1">El algodón no es muy frágil, va sin problema en la lavadora. Le recomendamos que lave sus zapatillas regularmente en la máquina a 30°. No se recomienda el uso de la secadora. Recomendamos encarecidamente el secado al aire libre, que respetará mucho más las fibras para una mayor durabilidad de los productos. También es recomendable lavar las zapatillas con su plantilla, y dejarla dentro al secar.</div>
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<div title="Page 1"></div>
<div title="Page 1"></div>
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" alt="page1image494196832" width="298.680128" height="96.746701" /></p>
<div class="layoutArea">
<div class="column">
<p>La siguiente tabla muestra las medidas interiores de las zapatillas Collegien.</p>
<p>EU UK US CM</p>
</div>
</div>
<p><img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231424" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAACAhNAAATrAAICE0AABOsAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAmsc3lgAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231712" width="75.120000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232000" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232352" width="75.144000" height="0.480000" /></p>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>18/19</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/3</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2,5/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<div class="layoutArea">
<div class="column">
<p>20/21 24/25 28/29 32/33 36/37 40/41</p>
</div>
<div class="column">
<p>3,5/4,5 7/7,5 10/11 13/1 3,5/4</p>
<p>6,5/7,5</p>
</div>
<div class="column">
<p>4,5/5 12,5 7,5/8 14</p>
<p>11/12 16,5 1,5/2 19,5 5/5,5 21,5 8/9 24</p>
</div>
</div>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>22/23</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5,5/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>13</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>26/27</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8,5/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>15,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>30/31</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11,5/12,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>12,5/13</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>17,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>34/35</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/2,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>3/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>20</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>38/39</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5/5,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6,5/7,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>23</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>42/43</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>25,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
</div>
<p>&nbsp;</p>
<p><img decoding="async" class="aligncenter" src="https://cdn.shopify.com/s/files/1/0018/4958/9830/files/cache_1345258.jpg?v=1535060456" alt="ATTIPAS ZAPATOS PRIMEROS PASOS APRENDIZAJE" /></p>
<p>La nieve y el hielo son una parte integral de la vida en los polos norte y sur. ¡Manténgase abrigado y observe cómo la aurora boreal ilumina los cielos del Ártico y la Antártida!</p>
</div>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-peter-modelos-2023/">Zapatos Niños/Niñas/Bebes Peter Modelos 2023</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zapatos Niños/Niñas/Bebes Cœur en Chocolat Chaussons cachemire et laine Collégein</title>
		<link>https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-coeur-en-chocolat-chaussons-cachemire-et-laine-collegein/</link>
		
		<dc:creator><![CDATA[compremedias.com]]></dc:creator>
		<pubDate>Mon, 07 Mar 2022 22:44:41 +0000</pubDate>
				<guid isPermaLink="false">https://www.compremedias.com/?post_type=product&#038;p=8628</guid>

					<description><![CDATA[<p>Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada.</p>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-coeur-en-chocolat-chaussons-cachemire-et-laine-collegein/">Zapatos Niños/Niñas/Bebes Cœur en Chocolat Chaussons cachemire et laine Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div>
<h2>Detalles del producto:</h2>
<p>Zapatillas casa corazón en cashmere chocolate y lana. ¡Estas zapatillas de casa de calidad, en cachemira y lana, te permitirán pasar un invierno cálido! ¡Apreciarás la suavidad del cachemir, para un efecto capullo garantizado! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada. Zapatillas de casa perfectas para toda la familia.</p>
<h3>Composición:</h3>
<p>Composición: 39 % lana &#8211; 28 % viscosa &#8211; 20 % poliamida &#8211; 11 % cashmere &#8211; 2 % elastano Lycra®.</p>
<p>La mezcla de hilos de lana y cachemir te ofrece una zapatilla de primera calidad. Estos aportan suavidad y calidez. Este material natural, derivado del vellón de las cabras, está vivo: formará bolitas, hecho inherente al cachemir, sea cual sea su calidad. Consulte la pestaña de mantenimiento para saber cómo cuidar sus zapatillas.</p>
<p>Tejido en punto de bucle, su forro es más suave y cómodo. La poliamida da más solidez, mezclada con el hilo de elastano Lycra®, aporta elasticidad al calcetín. Luego, se inyecta en el calcetín una suela de cloruro de polivinilo (componente fabricado en Francia que cumple con los estándares REACH) para proteger mejor la salud humana y el medio ambiente. La suela es por lo tanto flexible, sólida y segura porque no contiene ningún elemento tóxico, nocivo para la salud.</p>
<p>Las zapatillas cuentan con una plantilla flexible y suave para un extra de comodidad que ayuda a regular la transpiración. Esto no es fijo para que se ajuste perfectamente al botín y al pie.</p>
<p>Para cualquier pregunta adicional, nuestro equipo está a su disposición para compartir e intercambiar información sobre nuestros productos y nuestros métodos de producción 100% Made in France.</p>
<h3>Lavado:</h3>
</div>
<div>
<div title="Page 1">
<p>La lana de cachemira ama el agua, ¡puedes olvidarte de todo lo que hayas escuchado o leído!</p>
<p>Le recomendamos que lave sus zapatillas regularmente. Se recomienda un lavado suave. Puedes lavar tus zapatillas en agua fría con un detergente especial para lana o seda, o un detergente orgánico no abrasivo. Absolutamente prohibir el suavizante de telas. Recomendamos que nunca exceda las 600 rpm para el ciclo de centrifugado.</p>
<p>Te recomendamos que utilices un peine para cepillar las zapatillas para eliminar el exceso de material. Una peineta de cachemir te permitirá mantener tus zapatillas y eliminar el exceso de material que pudiera aparecer con el roce.</p>
<p>Se recomienda el secado al aire libre y en plano, lejos de un radiador cuyo calor deformaría el material. También es recomendable lavar las zapatillas con su plantilla, y dejarla dentro al secar.</p>
</div>
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HlJivrWvmL476ebT4hfasfLeWkcmfdcof0UfnVPYSPMa9i/Z7t4H8TatO4BnjtFWPPYFhu/kK8dr0b4Jap/Z3xItoS2EvoJLc+mcbx+qAfjUrcbPqWuL+Keiprfw71aMoGltovtURxyrR/McfVdw/Gu0rN1bUNKs7OVNWvrW2glQq32iZUBBGD1NWSfE1FTXUSQXk8McqypHIyLIpyHAOAR7GoazLPr/AOG2qf2v8PNFui251thC577o/kOf++c/jWt4k0z+2fDWp6ZjJurWSJfZipwfzxXmv7Pup/aPC2oaazZa0uhIo9FkXj9Vb869gq0QfChBBIIwR1FFdF480v8Asbx3rViF2ol07IPRG+Zf0YVztSWfUfwR1P8AtD4cW8DNl7GeS3PrjO8fo4H4V6RXgX7O+qbbzWtJZvvxpcoPTaSrf+hL+Ve+1S2JZ5V8etL+2eBYb5Vy9jdIxPoj5U/qVr5pr7L8baX/AG14J1nTwu55bRzGP9tRuX/x4CvjSkxokt55LW5iuIm2yROHQ+hByK+3NOvY9S0u0v4v9XcwpMn0ZQR/Ovh+vrD4Qap/afw00zc2ZLXdbP7bW+X/AMdK0REzu6KKKoQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBT1SxTVNIvbCT/AFd1A8LfRlI/rXxHNC9vPJDKu2SNijA9iDg190V8hfE7S/7I+I+t24XCST/aE9MSAPx+LEfhUyGjka+mPgNqn23wC9kzZexunQD0VsOP1LflXzPXsf7PeqeR4i1XS2bC3Vssyg/3o2x/Jz+VJbjZ9EV8tfG3S/7O+I9zMq4S+gjuB6ZxsP6oT+NfUteHftEaXus9F1dV+5I9tIf94Bl/9Bb86p7CR4LXpfwL1T7B8Q1tWbCX9tJDjtuGHH/oJH415pWv4W1P+xvFek6luwttdRu5/wBncN36ZqUM+1KKKKskSvLfiF8X7PwtPJpmkxx32qrxIWP7qA+jY+83sOnc9q0/ix40fwh4V22b7dSviYbc94xj5n/AEAe5FfKrMzuzuxZmOSSckmk2NI29d8Y+IfEsrPq2q3E6E5EIbbGv0QcfpWHRRUlDkkeKRZI3ZHU5VlOCDXpngr4z63oM8drrUkmqabnBMhzNGPVWP3vo35ivMaKBH23pOq2WtabBqGnTpPazrujdT19vYjoR2q+a+Z/gt40k0TxEuhXcp/s7UnCoGPEcx4Uj/e+6fw9K+mKpMlnhf7Rats8OMM7AbkH6/u//AK9eE19I/H/Tzc+CbO8UZa0vF3H0VlIP67a+bql7lIK9j+HnwXj17R4Na1+4nht7gb7e2gIVmTszMQcA9gB0wc145X21oYiHh/TRDjyhaxbMdNuwY/SmkDPKvEnwD0qXT3k8O3Nxb3iLlIriQPHJ7ZxlT78j2r5/ubeazupba4jaKeFzHIjDBVgcEH8a+5a+X/jlo66b8QWuo0Cx6hbpOcDjeMq3/oIP40NCTPNa95/Z31PNvrWks33XjuYx9QVb+SV4NXovwT1T+zviRaws2EvYZLdvrjcP1QD8aS3Gz6mr54/aF0vyfEGk6qq4FzbNAxHqjZ/k/wClfQ9eW/HjS/tvgAXqrlrG6SQn/ZbKH9WX8qp7CR8zV1nwz1T+yPiLolwWwj3Agf0xICnP/fWfwrk6fDK8E0c0bFZI2DKR2I5FSUfc4rxX9obS/M0jR9WVeYZ3t3I9HG4f+gH869e0m/TVdHstQjxsuoEmXHoyg/1rlvixpn9q/DbWEC5kt4xcp7bCGP8A46GqnsQj5Kq3pepXOj6pa6lZuEubWVZY2IyNwOeR3FVKKks6vVPiX4y1fcLnX7tEP8FuwhGPT5MZ/GuXllkmkaSWRpHbks5yT+NJHHJNIscSM7scBVGSfwrqNL+G/jDWNptdBvFRujzr5K49cvjP4UCOVor17S/2fteuNralqllZKeqxhpnH4cD9a7XS/gF4ZtCrahdX1+w6qXESH8FGf/HqLMLnBfALVPsnje5sGbCX1owUeroQw/8AHd9fShrn9F8E+GvD8iyaXotpbzJws2zdIMjBw7Zbp710BqkSz5r+Pul/ZPG9tqCrhL20UsfV0JU/+O7K8pr6L/aB0z7T4U0/UlXLWd1sY+iyLz+qr+dfOlS9ykd18H9U/sv4l6XubEd1utn99y/L/wCPBa+sK+HtOvZNN1S0vov9ZbTJMn1Ugj+VfbcE8dzbRXETbo5UDofUEZFVETJ6+K/FOl/2L4r1bTduFtrqRE/3dx2/pivtSvl/46aX9g+Ib3SrhL+2jmz23D5D/wCgg/jQwR5pXvf7PGqbrLWtJZvuSJcoPXcCrf8AoK/nXglejfBHVP7O+JFvAzYS+gktz6ZxvH6oB+NStxs+paKKKskKKKKACiiigAooooAKKKKACiiigAooooAKKKq3t/aabavdX11DbQJ96WZwij8TQBZxRivNtV+OPg7TnMcE13qDDjNrD8ufq5X9M1ij9obRPMw2jaiE9QyE/ln+tK6Cx7JRXBaF8X/B+uSrCL97GZzhY75PLz/wLJX9a7sEMoZSCCMgjvTAdXzt+0JpfkeJNL1RVwt1bGJj6tG2f5OPyr6Jryv486X9s8Bx3yLl7G6RyfRGyh/Ur+VJ7DR80V13ww1T+yPiPos5bCSz/Z39MSApz+LA/hXI1JBNJbXEc8TbZInDqfQg5FSUfc9cH8YNL/tT4a6ntXMlrsuU9trfN/46WrsdMvk1LSrO/i/1d1Aky/RlBH86NSsk1LTLuwl/1dzC8LfRlIP86sg+H6KkuIJLa5lt5V2yROUcehBwajrMs+zPBWqf214J0bUC255bVPMP+2Btb/x4Gt+vK/gLqn2zwJJYs2Xsbp0A9EbDD9S1eqVoQfM/x61CS58exWm4+XaWiKF/2mJYn8iPyryyvSvjpA0XxIlcjia1icfTBX/2WvNah7lI3PCPhm68XeJLXSLZxGZSWklIyI0HLNjv7D1Ir6Q0v4O+C9NtVik0v7bJjDTXMjFm/AEAfgK8l+AlxFD8QpY5Mbp7CRI/qGRv5Ka+maaQmfPPxX+FNloGmNr+gI8drGwFzaliwjBOA6k84zgEHPWvGq+2Ne01dZ8P6jphwRdW0kIz2LKQD+Br4oZWRyrAhlOCD2NDQ0LHI8UqSRsVdGDKwPII6GvtPw5qo1zw1pmqAjN1bJKwHZiBuH4HIr4qr6f+Buqfb/h3HbM2XsLiSDHfBO8f+hkfhQgZ0fxF0z+2Ph5rlqF3P9maVB6tH84/Va+Pa+53jWRGjcBkYFWB7g18T63p7aTruoaa+d1pcyQ899rEf0okJFCvrj4W6n/a3w30aYtl4Yfs7+3lkoP0AP418j19Cfs9ap52hatpbHm3uFnUH0dcH9U/WhDZ7MK8X/aG0vzdG0fVVXmCd7dyPR1yP1Q/nXtAri/itpf9q/DbWI1XMkEQuU9vLIY/+OhvzpslHyTWjoOpNo/iHTtSUnNrcxzHHcKwJH5VnUVJZ90qyuoZSCrDII7isTxhpf8AbXg7V9OC7nntJAg/2wMr/wCPAVV+H2qf2z8P9EvC25zarG59WT5G/VTXT1ZB8KUVteL9L/sXxhq+nBdqQXcioP8AYzlf0IrFqCz6s+Deqf2n8NdPVm3SWjPbP/wE5X/x1lrt7u2ivbKe0mGYp42jceoYYP8AOvE/2d9UzFrWks33THcxj65Vv5JXulUtiWfDd7ayWF/cWcwxLbytE491JB/lUFdt8W9K/sr4l6soXEdy4uU994Bb/wAe3VxNSM+i/wBn67gn8KX1t5UYuba65cKNxR1BGT16hq9gr5u+AOrrZ+L7zTZHCrfW2UBP3nQ5A/75L/lX0jVLYTErP1HXNK0hN2palZ2gxn9/MqfzNZHxCvl074fa7cNKYm+yOiOrYIdhtXB9ckV8fO7SOXdizE5LMck0N2BI+ptT+NPgvTciO/mvnHVbSEn9WwP1rstG1SHW9GstTtwwhu4UmRW6gMM4PuK+Ja+vvhmHX4baCH6/ZQfwycfpQncGh3xH0v8Atf4ea3ahdzi2MyDvuj+cY/75xXx/X3PJGssbRuoZHBVge4NfE2s6e+k65f6a+d1rcSQnPfaxH9KUgRRr65+Fup/2t8N9FnLZeKH7O/sYyUH6AH8a+Rq+hP2e9U87QNW0pj81tcLOoPo64/mn60IbPZhXiv7Q2l+Zo+j6sq8wTvbuR6ONw/8AQD+de1CuK+K+mf2r8NtYjC5kgjFyntsIY/8Ajoam9iUfJVaXh7Uzo3iPTdTBI+y3Mcpx3AYEj8s1m0VJZ90qwZQykEEZBHenVzfgPUH1TwLol1KGEjWiI+4YJZRtJ/EqTXSVZAUUUUAFFYWq+MvDei7hf65YwOvWMzAv/wB8jJ/Sp9I8Q6VremQ6jp92JbWbdsfay5wxU8EZHINAGtRRWB4j8X6J4UtVuNXv44NwzHEPmkk/3VHJ+vSgDforwjWP2h/nZNE0MFR92W9k5P8AwBf/AIqudPx98XGTcLfSQP7ogfH/AKHmldDsfTNFeDaL+0LIZVTXdFTYT801k5BH/AGPP/fVexeH/Emk+J9PF7pF7HcxdGA4ZD6Mp5B+tMRr0UU1mCKWYgKBkk9qAOS8e+O7DwPpAuJlE97PlbW2DYLkdSfRR3P4V8u+JPFWs+K9QN5q948xyfLiHEcQ9FXoP5+uateOvE83i3xZe6m7kwbzHbIf4IlPyj8ep9ya5uobKSCilVWdgqKWYnAAGSav3OhavZWwubvSr6CA9JZbd1X8yMUDM+vSPhv8U73wpdw6fqUslzojsFKMdzW/+0nt6r+XPXzeigR9ywTR3EMc8LrJFIodHU5DKRkEH0rG8aaX/bXgnWdPC7nltX8sf7YG5f8Ax4CuD+BPid9V8Lz6LcPun0xh5WTyYWzgfgQR9CK9bqyT4UorY8VaX/Y3izVtNC7Vt7qREH+zuO39MVj1BZ9XfB7VP7T+GumhmzJaF7Z/ba3y/wDjpWu8NeHfs76nm31rSGbhHjuY1+oKt/JK9xNUtiGfIvxR0v8Asn4ka1CFwks/2hPQiQBz+pI/CuPr2T9oXS/J8Q6Tqirhbm2aFiP7yNn+Tj8q8bqXuUj2L9nvVPI8S6ppbNhbq2Eqj1aNsfyc/lX0TXyD8MtU/sn4jaJcFsI9wIH9MSApz/30D+FfX1UthM8B/aI0wrf6LqqjiSJ7Zz6bSGX/ANCb8q8Sr6h+OGl/b/hzNcKuXsbiOceuCdh/9Dz+FfL1J7jR0vw/1T+xviBol6W2oLpY3Por/I36Ma+r9T8TaHooP9o6vZWrD+CWdQ34LnJr4r6HIoJJOT1pJ2Bo+oNU+OPg6wLLbTXeoOO1vAQM/V9v6Zr5t1q8t9Q12/vbWFobe4uJJY4mOSgZiQPwzVGihu4WCvav2eNU8vVdZ0lm/wBdClwg90O0/wDoY/KvFa9L+EGl6/aeO9O1CPSL77AweKacwMECspGdxGOuD+FC3Bn1BXyt8adL/s34k3kgXEd7FHcr+I2n/wAeU19U14V+0RpeY9E1ZV+6ZLaQ/XDL/J6p7CR4TXqHwI1T7F8QDZs2Ev7V4wP9pcOP0Vvzry+trwhqn9i+MdI1EttSC7jZz/sZw36E1KGfaNQXVvHeWk9pMMxzRtG49QRg/wA6noqyT4cvrSTT9QubKYYlt5Wif6qSD/Kq9dv8XNL/ALL+JerKq4juWW5T33qC3/j26uIqCj6P+AGqfavB15pzNl7K7LAeiOAR+oevXK+bvgBqf2bxjeaczYS9tCQPV0II/wDHS9fSNUthM+ZPjvpf2L4gC8VcJf2qSk/7S5Q/oq/nXl9fQn7Qul+doOk6oo5t7hoGI9HXI/VP1r57qXuNHoXwW1T+zfiTZxltsd7FJbN+I3D/AMeUV9U18R6JqLaRr2n6kmd1rcxzcd9rA4/SvtlHWSNXRgysAVI7iqQmeHftCaCzR6Xr8SZCZtJyB0Byyfrv/MV4RX2r4i0O18SaBeaReD91cx7dwHKN1Vh7ggH8K+P/ABD4f1DwxrU+l6jEUmiPDY+WRezKe4NJjRSsb260y/gvrKZobmBxJHIvVWFexWP7Q99FZLHfaBBcXIGDLFcmNWPrt2t/OvFaKVwOx8a/EnW/G2yC88u2sY23JawZ2k+rE8sf09q46iigZPZWc+oX9vZWyF57iRYo1HdmOAP1r7V0jT49I0ax06I5jtLdIFPqFUDP6V438F/h1NazJ4p1iAxsV/0CBxyARzIR244H1z6V7lVJEsWvlT40aX/ZvxJvpFXbHeRx3K/iNrf+PK1fVVcR40+GuleONSsrzULq5g+zRtGRb7QXBORkkHGOe3ehoEfJleo/AfUWtPHz2nJjvbR0IHQMuHB/JWH417Fpnwj8FaXtK6MlzIP47t2lz/wEnb+ldfaWNpYQeTaWsFvGP4IYwi/kKSQXLNV7u2jvLKe0mGYp42jceoYYP865Xxp8RtF8EGGO/wDOnupgWS3twCwX+82SMDP+eKs+BfGVv440OXU4bZrby7hoGiZ9xGACDnA6hhVCOY0v4E+EbHa12t7qDjqJpti/kmD+prtNM8KeHdF2/wBnaNY28g6OkK7/APvo8/rXE/GfxrfeF9Fs7LS5TBeagzgzr96ONcZ2+hJYc9ua8T/4Q3xa/h0+MTFMbX/W/aDP++25xvxndjPf8enNLYZ9eiuH+JHj/wD4QKxspVsBeS3buqAy7Au0Dk8HPWsb4MeNbzxRol1YanMZ76wZcTMfmljbOCfUgggn6d65r9ouX5/DsPoLhj/5DH+NF9A6nqXgXX7nxR4Osdau4IoZrnzD5cWdoCyMo6+wrwz41z6vbePZrN9Tuxp9zDHLDA07eUgI2n5c4+8rGvavhjB5Hw10FPW23/8AfTFv61J4k8AaB4t1G2vdZtpJ3t4zGirKUUgnPO3B/XvR0A+fvFXwn1Lwf4Y/tnUtRtHYypEsFuGbO7P8RA9PSsPStU16202GGyuCluudq46cnP65r2z49lLf4fWFvGMKb+NQOvyiOT/61cF4Q8Pfb/C1nc4+/v7ejsP6UnuM9e+JPj6HwNog8oJLql1lbWJugx1dvYfqfxx8s6nql9rGoTX+o3MlzdSnLySHJP8AgPYcCuh+JXiGTxJ481K7LloIZTbW4zwI0JAx9Tlvxrk6TYIKKu6VpGoa3fR2WmWkt1dSfdjjXJx6n0HueK7o/A/xqLQz/ZbQuBnyBcrv+n939aAPOK2PDPibU/CesxalpkxSRTh4yfklXurDuP5dRWdeWdzp95LZ3kEkFxC22SKRcMp9CKgoGfZ3hXxJZ+K/Dtvq9k3ySjDxlsmJx95T9P1GD3o8ZTtbeCNenjOHj0+dlPofLbFeF/AbxI9h4om0KV/9H1FC0YJ4EqDP6ru/IV734ktDf+FtXs1GWuLKaID3ZCP61S2JPiqiiioLPpb4LeD7HTfClrr0sKSalfbnErLkxR5ICr6Zxk/X2r1CWJJomilRXjcFWVhkMD1BFcN8HNRXUPhnpq5/eWpkt39iGJH/AI6Vrvq0RmfJ3xY8IweE/GDJZR7LC9j+0QIOkfJDIPYEZHsRXC19DftCaZ53h3StUVctbXLQtj+7Iuf5oPzr55qHuUj0L4K6udL+I9nEWxFfRvbP+I3L/wCPKB+NfVFfEWj6g+k63YajHnda3Ecwx/ssD/SvtqOVJokljYMjqGUjuD0qoiZ8yfHPS/sPxCa6UYS/to5s9twyh/8AQQfxrzOvoH9obTPM0bR9WUcwTvbuR6Ou4f8AoB/Ovn6pe40ei/BPVP7O+JFrCzYS+hkt2+uN4/VAPxr6mr4l0HUm0fxDp2pKT/otzHMcdwrAkflX2wrK6hlIKkZBHcVSEzy/48aX9t8ALequXsbpJCfRWyh/Vl/Kvmavs7xjpf8AbXg3WNOC7nmtJBGP9sDK/wDjwFfGNJjQ+GV7eeOaJtskbB1I7EHIr7b0q/TVNIs7+P8A1d1Aky49GUH+tfENfVvwc1T+0/hrpwY5ktGe2f22nK/+OlaIgzqPEumf2z4Z1TTMZN1ayRL7MVOD+eK+KiCDgjBFfddfGvjrS/7G8d61YhdqR3bsg9EY7l/RhRISOerp/C/gHxF4vhefSLNJLeOTy3mkmVFVsA45OehHQVzFe4fs7aptuta0lm++kdzGPoSrf+hJSQ2QaX+zzqEm1tW1y2gHdLaJpT+bbcfka7PTPgZ4QsNrXMd5qDjr5821fyTb/M16fUM00dtbyTzNtjiQu7HsAMk1VkK5maZ4W0DRgp03RrG2ZejxwLv/AO+uv61s15hqvx08IWQZbR7zUHHTyYdq/m+P5GuK1T9obUpdy6Volrbjs9zI0p+uBtx+tF0Fj6ErgPjJpf8Aafw11BlXdJZslyn/AAE4b/x1mrY+H+v3PifwPpur3hQ3M4cS7FwNyuy8D8K29UsI9U0m80+b/VXUDwv9GUg/zpiPiCipru1lsrye0nXbNBI0ci+jKcEfmKhrMs+xPAfiGPxN4N07UEkDzeUIrgE8rKow2fqefoRXT18Y+G/GGu+Erl5tHvmgEmPMiYBkfHqp4z79a2tb+LPjDXbR7WbUlt7eQbXW1jEZYehbrj8aq5NiT4va5b678QruS0dZILWNbYSKchyudxH/AAIkfhXCUUUhnTfD7VP7G8f6JeFtqC6WNz6K/wAjfoxr7Fr4VVmRgykhlOQR2Nfa+gaiuseH9O1IEf6VbRzHHYsoJH504iZz/wAUtM/tb4b6zCFy8MP2hPbyyHP6Aj8a+R6+5biCO6tZreVd0cqFHHqCMGviPUbKTTtTu7GX/WW0zwv9VJB/lRIEVq+wvh1qf9sfDzRLotucWyxOfVo/kP6rXybpug6vrDbdN0u8vDnH7iBnA+pA4r6W+Duj63oPg+XT9asXtXW5aSBXdSSjAdgTjkHr60IbPRa5zxV4M0fxjp/2bVbfLpnybiPiSI/7J/ociujoqiT5q174DeJLGRm0eW31O3z8o3iKX8Qx2/ka5Vvhl41STYfDl7n2UEfmDivr+ilYdz5Y0v4KeNNRdfOsobCM/wAdzOv8lyf0r1bwd8FtF8Oyx3upv/at8h3L5ibYYz6hOcn3P5CvUaKLBcK59fGfhxtai0ePWLSXUJXMaQRPvO4AkgkZAPB64roK8oj+DxHxDk8UrrHkxi++2JbRwZJO7cQWJ4BOe3Q0xHq9FFcTq3xV8HaNetZ3Orq86Ha6wRNKEPuVBGfbNAHbUVm6Prema/YLfaVexXdu3G+Nuh9COoPsa0qAPmnV/h5r/iDVfGeu6jPL5WnvO0Mkg+a5KZICjsoUDp7Ad8bX7O+qbbvWdJZvvxpcxj/dJVv/AEJPyr3eaFLiCSGRQ0cilGHqCMGvl/4ZzP4X+MUOnzNj9/Np8ue55A/8eVanZjO8/aF00yaHo+pqP+Pe4eBvo6gj/wBF/rW58MJU8T/BwaZKwJEU+nyZ7A5x/wCOutdN478NnxX4Nv8ASkKi4kUPAzdBIpyPpnGPxr5y02L4i+EY9QsbC11awiZWe62wHYAo5feQQOB94EfWn1A2/gZeSaf8R5LF8j7TbSwsv+0pDf8Asp/OtP8AaHlz4g0WH+7au35tj/2Wsv4DWhufiG9wRn7NZSSZ9yVX/wBmNWP2gpd/jqxj/uacn5mST/61LoPqdNr3xB1X4feEPCdnYadayi50mJxNcFiAwVdw2gj1B6969V8M6t/b3hjTNV+XddWySOF6BiPmH4HIrx34yvpE3gbQYINRs5NQsCkZt0mVpAhjw3yg56qtX/gv4/sDpmm+EJ1n/tDfN5L7R5ezmTBOc5+927U+ouhJ+0PLjw/o0Ofv3Tv+SY/9mrY+E+lCf4ZaPKRywmP/AJGeuY/aLl+Tw9D6m4c/+Qx/jXonwri8r4Y6EvrAW/N2P9aOoLY+R5GZpGZ/vEkt9abWp4lsTpnijVbEjH2e7ljH0DED9Ky6ko+jfgDpVtB4Su9UCKbq5umjZschEAwv5kn8q9erxb9nnVPM0TWNLY8wXC3Cj2dcH/0AfnXtNUtiWeQfF74bah4p1DT9R0K1SS8IMN0TIqAqOUY5Izjkdz09K5fTP2etYm2tqms2dqp6rAjTN+u0fzr6HoosFzzbwz8GfDvh3UbbUhcX11e27iSN3kCqGH+yoH5EmvSaKKYj4r8VaX/YvizVtNxhbe6kRP8Ad3Hb+mKyK9L+Oel/YfiG12owl/bRzZ7bh8h/9BB/GvNKhlHvX7PGqbrTWdJZvuOlzGPqCrf+gpXuNfLPwS1T+zviRbQs2EvoZLc+mcbx+qAfjX1NVLYTOO+KGl/2t8ONagC5eOD7QnrmMh/5KR+NfItfcs8EdzbywSrujlQo49QRg18SanYyaZqt5YS/6y2neFvqrEH+VKQIq19f/DbVP7Y+Hmi3Rbc62whc990ZKHP/AHzn8a+QK+iv2fdU+0eF9S0xmy1pdCRR6LIvH6o350IbOs+K+l/2r8NtYjC5kgjFynt5ZDH/AMdDfnXyTX3Hd20d5ZT2swzFPG0bj1DDB/nXxHfWklhf3NnMMS28rROPdSQf5USEiCvsT4fap/bPw/0S8LbnNqsbn1ZPkb9VNfHdfSHwA1T7V4OvdOZsvZXZYD0RwCP/AB4PQhs9br4u8XaX/Yvi/V9OC7Vgu5FQf7Gcr+hFfaNfMfx20v7D8QftirhL+1jlJ/2lyh/RV/OmxI8wr3f9nfVMw63pDN91o7mMfXKt/JK8Irvvg9rseh/EOzM8gjgvUa0dieAWwV/8eVR+NStxs+ra+a/j7pJs/GltqSriO/tRk+rodp/8d2V9KV5r8avDba74He7gTddaY/2hQByY8Ycflhv+A1T2Ej5ersfhf4hh8NePbG8upBHaTBredyeFVxwT7BgpPsK46ipKPukEMoZSCCMgjvXLfEPxDaeHPBmpXFxKqyzQPBbxk8ySMpAAHtnJ9hXzHpfj/wAWaNZLZ2Gu3cVuowkZYOEHou4HA+lZOqavqWtXX2nVL+4vJsYDzyFiB6DPQewp3JsUaKKvaPpV1rmsWml2Sb7i6kEaD0z1J9gOT7CkUfUfwft2t/hdo4cYZxLJj2MrEfpiu6qjpWnQ6TpFnp1v/qbWFIU9woAz+lXqsg+Yvjd4VfRvGDatDGRZ6p+83AcLKPvj8eG/E+leY19p+IfD+neJ9Gm0rU4fMt5eQRwyMOjKexH+eK+dfEnwU8UaRcu2mwjVbPPySQECQD/aQnOfpmpaKTPNqK6iD4ceMriXy08N6iGPeSEoPzbArvfC3wE1K5nS48TTpaWwOTbQOHlf2LD5V/DP4UrBcwPhl8PZPFkOqahdQn7HDbSw25I4e4ZCFx/u5z9dteckEHBGCK+3tN0600iwgsbG3SC1hXbHGg4A/wAffvXyF460v+xvHWtWIXakd27IPRGO5f0YU2gTOer6k+Ceqf2j8N7WFmy9jNJbt9M7x+jgfhXy3XuH7O+qYuda0pm++kdzGPoSrf8AoSULcGe9Vgr4P8NRahcak2i2LXc0hlknliDsWPJOWzj8Ko/Ei41Oy8A6peaPdSW15bosokQDO0MN3X/ZzXznoejeLPiZfXEKam908Ch5GvrtiFBOBgHJ7dhTbEfWsXl+WvlbfLAwu3pT6+T93ir4Q+KoY5JdpIEjRxyFoLmPOD/IjpkV9S6bqEGq6XaajbnMF1Ck0ZPXawBH86ExFyiuS8SfEfwv4WuDbajqI+1gZNvChkdfrjhfxIqx4a8d+HvFu9NIvhJPGMvBIpSQD1weo9xmmB0tFeIfEj4o+JvCnjNtJtY7RLJFimRvKJkkQgbgSSQOQw4Fec+Itb8c6zGfE142qQabLL+4eNnSCPngLjj2z3PfNK47H1XfX1tptjNe3kyw20Kl5JG6KPWsbw7420DxXc3cOi3puWtApkPlsg+bOMbgM9K434a69ceP/hxqWk6pMZryJHtJJXPzOjodjN79Rn/Zz1rzj4Hag+mfEZtPlBT7ZbyQFT2dfn/P5WH40XCx32ufGG70j4hL4cbSIYoI7yOCa4klLMY2I+cAAY+Vs85qn8cte8R6BPpR0vVbmzsrqN1dYCFO9SOdw+bkMO/auU+PemGy8c2+oIMLe2qsWH99CVP6bK7H4pgeJ/gzpevqN0kXkXLkdt67GH/fTD8qQF3WfFV7J+z9HrNtNJ9rmtIoJJw3zBt4jkbPqcNz6mvPPhj8MdL8caHqF7e6lPDPDN5McUG35flBDsCDkHOMDH3TzXY/BxLTxR8MtV8N34LxJOyMAeVRwGUj3DBiPpXK3/wW8a6HfyS6BdJcx5+SW3ufIkx7gkYP0JoA9A+GPw21rwRqN1cXmr20tvcRbHtYFYgsDlWycYI57dzXqdfMuj/EHxp4C8SRWHiaS8mtsr59vdt5jhD/ABI5yTjnGCQcYr6WjkSWNZI2DI4DKw6EGmgZJXy18UYJPDPxfm1CBdu6WG/i9zwT/wCPK1fUteC/tEaXifRNXVfvLJbSH6EMv83oewI90t547m2iuIm3RyoHQ+oIyK5X4oXv2D4aa7LnBe38kf8AbRgn/s1J8L9T/tb4caLOWy8UH2d/UGMlB+gB/Gsf41QahfeCI7DTLK5u57q8jUx28TO20BmyQO2QKOgjjf2dbPN1r16R9xIYVP1LE/8AoIrU+LXw41vxb4psb/RreN0Nt5M7ySqioVYkHnk5DdgelbXwW8M6j4a8LXi6tZvaXVzdlxG+N2wIoBOOnO6vTKEtB31PnGf4C6rY6Hfaheava+fbW7zJb28bPvKqTt3HbjOPQ1V+BWn6Zf8AjKdryJmvLWD7RaMJGUKQdrcA88MODX0syrIhVgGVhgg9CKp2GjaXpKbNN060s1xjEEKpn8hRYLnk/wAZ/CXiDxXrWkR6Np0lzHDA++TcqKpZh1LEDtXpfhDS59G8IaTpt0qLcW1qkcoU7huA55781uUUxHyx8a9M/s74k3coXCXsMdyv5bT+qE/jXnde8ftEaXmDRdWVfutJbSH6gMv8nrweoe5SPTvgVqn2H4hC0ZsJf20kWP8AaXDj9FP519O18W+FNU/sbxbpOpFtq291G7n/AGNw3fpmvtKqQmFFFFMQUUUUAeK/tDaZ5mj6PqyrzBO9u5Ho67h/6Afzr5+r62+K+l/2p8NtYjC5eCMXKe3lkMf/AB0NXyTUspGjoGpHRvEWm6kpI+y3Mcxx3CsCR+VfbCsHUMpBUjII718LV9i/D/VP7Z8AaJeltzm1WNz6snyN+qmiImdNXyh8YdL/ALM+JWpbVxHdBLlPfcvzf+PBq+r6+f8A9omzjTVNDvhjzJoJYW+iMpH/AKGab2BHilerfAPUzaeN7mwZvkvbRgB6uhDD9N1eU12HwsuWtfiboUinG6cxn6MrL/WpW42fXdfJfxb0v+yviVqyquI7h1uU994Bb/x7dX1pXg/7QuhNu0rXo0yoBtJiB06sn/s/6VT2EjwyvUfgX4hi0nxjNp1zKI4tThEaFjgeapyo/EFh9SK8upQSpBBII5BFSM+6q8d+P+htd+G7HWYkJaxmMchHZJMcn6Mqj/gVeO2vxE8X2giRPEOoNHGQQjzlsgdiTzivq27tbLxT4aeCZQ9lqNsPrtdcgj3GQRVbi2PiuitrxV4Yv/COvT6VfoQyHMUuPllTsy+x/Q5FYtSUdjZ/FTxtYWi20GvTmJBhfNjjkYD/AHmUn9a+n/C+qDxB4Q0vUJcO11ao0oI4LYw4x9c18X19N/AnVDffD/7GzZawupIgP9lsOP1Zvyppks8t+J/wyuvCt9NqemwvLoczbgVGTbE/wt/s+h/A89fNq+53jSaNo5FV0YYZWGQR6EV5t4g+CPhfWpXuLPztLnY5P2Ygxk/7h6fQEUNBc+YaK9vk/Z0uBJ+68SxFPVrMg/8Aodaenfs86ZEytqWuXVyo5KQQrFn8SWpWY7ngllZXWo3kVpZW8lxcSttSKJSzMfYCvpb4WfDJfB9udT1TZJrM6bdoORbof4Qe7HufwHcnr/Dvg/QvC0LR6Rp0VuzDDy/ekf6sefw6VvVSQmxaKKKYhMUYqvdvcR2c72sayXCxsYkc4DPjgE9gTXzXq/xx8Y3TvFb/AGTTcEqRDBucexL55/AUm7BY+naaCGUMpBB5BHevi7VPFfiDWtw1LWb65U9Uedtn/fPT9K9V+F3xcsdL0iHQPEUjwpb/AC212FLKE7I4HIx2Pp6Y5Ljse+18y/HqzjtviHHMmN11Yxyv9QzJ/JRXsmofFjwXp9sZjrcVwcZWO2UyO3twMD8SK+bfG/iqbxl4nuNWkj8qMgRwRZzsjXoCfXkk+5NDYI52vRvghcPD8TbWNTxPbzRt9Nu7+aivOa9S+A2nPdePpLzafLs7R2Lf7TYUD8i35VK3Gz6N1Oxj1PSrywl/1d1A8LfRlIP86+bPgrfSaP8AE0afP8huopbV1PZl+b+aY/Gvp+vlfxWD4P8AjdNdqNscWox3gx0KOQ7D6csKpiR6B+0Npfm6HpGqqObe4aBiPR1yP1T9a2vhbrsk3wd86Ib7jTI54gDzkqC6j8mUVs/FPTBq3w11iNRueGEXKEf9MyGP/joP5153+z1qSuNc0aXBVglwiHuOVf8A9ko6h0OD+HvhaP4g+Mbi21TUJox5L3U0ikGSU7lBwTkZy2c4PSna3p1x8LfiZELO4kkS0kjnhkbhpIm6qcf8CU+tZ1tDrfh3x7caXoVxJBqS3b2MTKwUtl9oGW4GeOa71fgp4w1+5F54j1yBJCuGeaZ7iRR6emOv8VIZY/aD09JLjQtbhwyTwvAXHoCHT89zV2ugRp4t+AsdmqAu2mPbIoHSSLKr+qKazvidoaS/BmGKK8S/bR/IxcJj59n7pjwTjhskZ7VkfA3xdpll4dvtI1LULa0khuDPEbiUIGRlGcE8cFc/jT6i6GH+z9qn2bxXqGms2FvLXeo9Xjbj9Gb8qxNd/wCKO+OUtxnZFDqaXPHTy5CHI/75Yiq/gy/t9O+MtlNpz7rN9TeCFgPvRSMUH6MK6z4/eHbiPWLLxBDCzWs0It53UcJIpOM/UHA/3aXQfU6T9oPTPtHhfTdTUZa0ujGT6LIvP6ov50z4ff8AFU/AnUdGPzzQJcWyDvux5ifqw/KvOBr3jf4kaWvh9c3dvYwm4fy4fmfy1O3cR1Y9AO5I+tek/A/QPEXh6PVY9W0ye0tLkRyQmYgHeMgjbnIyCOo7UdRdDkv2ftU+zeLNQ01mwt5a71Hq8bcfozVo698VfGXhLx5LZ6xBbvYwSN/o0UXlieI52urnJ6YPXqCDXReFvg9ceH/HH/CQjV41hiuJXhto4ScxtuAVmJGPlb0Nej6x4e0fX4Vi1bTLa8VPuebGCV+h6j8KdmB8yeKfEGofFfxnZR6fpvlOUFvBDu3nGSSzNjpyT6ACvqaxtRZafbWgYsIIliDHvtAGf0qlo3hnRPD6sNJ0u1tN4wzRRgM31bqa1qEhC1g+KfCml+L9Mi0/VllaCOYTL5b7TuAI6+mGNb1FMDJ0Dw7pnhjTRp2kWxt7UOX2GRnyxxk5Yk9q1qKKACiiigAooooAKKKKAOC+MWl/2n8NdSKrmS0KXKe21vm/8dLV8o19vapYpqek3lhJ/q7qB4W+jKR/WviWeGS3uJIJV2yRuUYehBwamRSI6+zfBup/214L0fUC255rVPMP+2Bhv/Hga+Mq+mPgNqn23wHJZO2Xsbp0C+iNhx+pb8qEDPU6KK85+MfiTU/DXhC3utIvTaXU14sRZVUkpsckDIOOQORVEnohIVSzEADkk1g3XjXwzaXkVpNrlj9plkWNIkmDtuJwAQucc+tfI2p+Ida1lidT1W9u89pp2YD6AnAqrYu8eoWzp99ZVK/XIqeYdj7cureO8tJ7SYbopo2jceqkYP8AOvibVNPm0rVbzTrgYmtZnhf6qSP6V9wV84/Hbwo9h4gj8RW8Z+y34CTkDhJlGOf95QPxBpsEeRV7B8HPiPZaBBJ4f1qcQWckhktrhvuxseqt6A9QexznrXj9FSM+yrvxt4XsbU3M/iHTfKxkFLlXLfQKST+Ar5t+KHjiPxt4ijltEdNOtEMVuHGGfJyzkds8cegFcPRQ2Fgrs/hTZve/EzRUQEiOUzMfQKpb+g/OuMr6D+BPg2WwsZ/E97EUlu08q0VhyIs5Z/8AgRAx7D3oW4M9orG8T6Ba+KPDt5pF3xHcJhXAyY2HKsPocGtmirJPijX9A1Hw1rE+malAYp4jwf4XXsynuDWXX2h4h8K6N4psxbavYx3Cr9x/uvGf9lhyK81vP2edGklLWWtX0CnossayY/EbamxVz55r60+Euqf2r8NdIctmS3Q2z+2wkD/x3bXI2v7POjIwN3rV/KvcRIkf891ejeFvCmm+D9KbTtKE3ktKZW82TeSxABPtwB0oSE2P8R+FtH8V2As9XslnQcxvnDxn1VhyP5HvXlWo/s7W7yM2m+IJYo88R3NuHI/4EpH8q9xoqhHg1v8As6SbgbnxKoXuI7PJP4l69I8DeALDwLb3UdneXdy12UMnnldoK5xtAHHX1PauwzRmlYLi0UUUwCiiigAooooAKKKKAEFfNHxq8EyaJ4hbXrOI/wBnai+6TaOIpjywPs33h759K+lxVHVdLs9Y06fT7+BJrWZdkiMOCP6EdQe1Jq4I+I6K9N8bfBzWdAmkutHil1PS8kjy1zNEPRlHX6j8QK8zZWRirKVYHBBGCKkoSiitbRPDGt+I7gQ6RplxdHOCyJ8i/VjwPxNAzKALEAAkngAV9T/CPwbJ4T8K+Zex7NS1AiadSOY1A+RD7gEk+7EdqyPh38Hbbw7NFq2usl5qSYaKFeYoD68/eYevQds8GvWapIlsWvnf9oTTPI8RaXqarhbq2aFiP70bZ/k4/KvoivMPjjok+r+CYZrS3knubS7RgkaFmKsCpAA56lfyoewI6PwrqVtrnwz0+9vZF8iXT9ly7nA+VSkhJ+oavDPgY8kfxJVISTG9rKshH93gj9QtU9M+H3xG1jT4tPW0v7fTVJKw3c5hiTJyT5bHPU54WvaPht8NIfA0E1zPcLdarcKElkQYSNOu1c8nnBJPXA4FLcDyv4y6Je+HfiAviG2Rlt7xknilA+VJkxkH3yob8fasrxv8T9T8eWNlpp0+O1SOTeywuzmaTGB+HJ4569a+o7yytNQtXtb22hubd/vRTIHU/UHisvTfB/hzR7kXGnaHYW046SxwLuH0PUfhTsFzmPCXg+4tPg63h+/Tbd3ltMZIz/yzaTJUfUZX8a8C8B+GLXxZ4kbQ7u6ks5ZYHMEqqG2yLg4KnGRtDcZFfYNfLE4Pg747EgbIodVDYHaKU5/9Aehgj0/wZ8FLLwzrUOrX+pNqFxbtugjEPlordmPJJI7dOa9TlijnhaKZEkjYYZHXII9xUtFMRWtLK1sIfKtLaG3jJzshjCDP0FWaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5K+LOhtofxF1NAm2G7b7XEcdQ/Lf8Aj24fhX1rXl3xn8GSeJPDsep2MRfUNNDNsUfNJEfvAepGMj8fWkxo+Za674f+O7nwLrL3CRG4srhQlzb7sFgOjA/3hk/mR71yNFSUfTL/AB68ILa+asepNJj/AFPkKGz9d2P1rxf4gfEG88d6jEzw/ZbC2yLe3DbiM9WY9ycD6fmTx1FFxWCuh8C6Q+t+OdHsEUsr3KPJ7Ip3N+gNc9X0X8E/Acui2L+IdShKXt5Htt4mHMcR5yfQtx+A96EDPYKzdZ0ex1/SrjTdSgE1rOu11P6EHsQeQa0qKsk+U/HHwp1vwnPLcW8Ul/pOSVuYly0Y9JFHT69P5VwFfddc3qfgPwprEjS32g2UkrctIsexm+pXBNTYdz44qe0s7q/uUtrO2muJ3OFjhQux+gFfV8Hwn8DQPvTw9AT/ALcsjj8ixFdNp+j6bpMXlabp9rZxnqtvCqA/XA5o5QueH+AfgjcSTxal4rTyoVIZNPDZZ/8AroR0HsOfXFe9pGkUaxxqERQAqqMAAdhUlFUIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsrUPDmias27UdIsLt/709ujt+ZGa1aKAOeg8DeE7aQSQ+G9KVx0Y2qEj8xW7HGkUaxxIqIowFUYA/CpKKACiiigAooooAKKKKACiiigAqolhZpePeLawC6fAacRje2BgZbqeKt0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHjvj74Kwa3PLqvhx47S9clpbVxiKU9ypH3SfyPtXiWseDvEegyMmp6NeQBf+WnllkP0cZU/nRRUspGKqM7hFUsx6ADJrpNG+H3ivXnUWOiXexv8AlrMnlR/99NgH8KKKSBntPgX4KWOgzxajr0keoXyENHAo/cxH155c/UAe3evXKKKskKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z" alt="page1image494196832" width="298.680128" height="96.746701" /></p>
<div class="layoutArea">
<div class="column">
<p>La siguiente tabla muestra las medidas interiores de las zapatillas Collegien.</p>
<p>EU UK US CM</p>
</div>
</div>
<p><img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231424" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAACAhNAAATrAAICE0AABOsAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAmsc3lgAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231712" width="75.120000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232000" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232352" width="75.144000" height="0.480000" /></p>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>18/19</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/3</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2,5/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<div class="layoutArea">
<div class="column">
<p>20/21 24/25 28/29 32/33 36/37 40/41</p>
</div>
<div class="column">
<p>3,5/4,5 7/7,5 10/11 13/1 3,5/4</p>
<p>6,5/7,5</p>
</div>
<div class="column">
<p>4,5/5 12,5 7,5/8 14</p>
<p>11/12 16,5 1,5/2 19,5 5/5,5 21,5 8/9 24</p>
</div>
</div>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>22/23</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5,5/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>13</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>26/27</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8,5/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>15,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>30/31</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11,5/12,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>12,5/13</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>17,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>34/35</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/2,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>3/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>20</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>38/39</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5/5,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6,5/7,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>23</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>42/43</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>25,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
</div>
<p>&nbsp;</p>
<p><img decoding="async" class="aligncenter" src="https://cdn.shopify.com/s/files/1/0018/4958/9830/files/cache_1345258.jpg?v=1535060456" alt="ATTIPAS ZAPATOS PRIMEROS PASOS APRENDIZAJE" /></p>
<p>La nieve y el hielo son una parte integral de la vida en los polos norte y sur. ¡Manténgase abrigado y observe cómo la aurora boreal ilumina los cielos del Ártico y la Antártida!</p>
<div class="bubble-info"></div>
</div>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-coeur-en-chocolat-chaussons-cachemire-et-laine-collegein/">Zapatos Niños/Niñas/Bebes Cœur en Chocolat Chaussons cachemire et laine Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zapatos Niños/Niñas/Bebes Macarons Chaussons cachemire et laine Collégein</title>
		<link>https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-macarons-chaussons-cachemire-et-laine-collegein/</link>
		
		<dc:creator><![CDATA[compremedias.com]]></dc:creator>
		<pubDate>Mon, 07 Mar 2022 22:37:22 +0000</pubDate>
				<guid isPermaLink="false">https://www.compremedias.com/?post_type=product&#038;p=8621</guid>

					<description><![CDATA[<p>Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada.</p>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-macarons-chaussons-cachemire-et-laine-collegein/">Zapatos Niños/Niñas/Bebes Macarons Chaussons cachemire et laine Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div>
<h2>Detalles del producto:</h2>
<p>Zapatillas Macarons Chaussonsen cashmere y lana. ¡Estas zapatillas de casa de calidad, en cachemira y lana, te permitirán pasar un invierno cálido! ¡Apreciarás la suavidad del cachemir, para un efecto capullo garantizado! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada. Zapatillas de casa perfectas para toda la familia.</p>
<h3>Composición:</h3>
<p>Composición: 39 % lana &#8211; 28 % viscosa &#8211; 20 % poliamida &#8211; 11 % cashmere &#8211; 2 % elastano Lycra®.</p>
<p>La mezcla de hilos de lana y cachemir te ofrece una zapatilla de primera calidad. Estos aportan suavidad y calidez. Este material natural, derivado del vellón de las cabras, está vivo: formará bolitas, hecho inherente al cachemir, sea cual sea su calidad. Consulte la pestaña de mantenimiento para saber cómo cuidar sus zapatillas.</p>
<p>Tejido en punto de bucle, su forro es más suave y cómodo. La poliamida da más solidez, mezclada con el hilo de elastano Lycra®, aporta elasticidad al calcetín. Luego, se inyecta en el calcetín una suela de cloruro de polivinilo (componente fabricado en Francia que cumple con los estándares REACH) para proteger mejor la salud humana y el medio ambiente. La suela es por lo tanto flexible, sólida y segura porque no contiene ningún elemento tóxico, nocivo para la salud.</p>
<p>Las zapatillas cuentan con una plantilla flexible y suave para un extra de comodidad que ayuda a regular la transpiración. Esto no es fijo para que se ajuste perfectamente al botín y al pie.</p>
<p>Para cualquier pregunta adicional, nuestro equipo está a su disposición para compartir e intercambiar información sobre nuestros productos y nuestros métodos de producción 100% Made in France.</p>
<h3>Lavado:</h3>
</div>
<div>
<div title="Page 1">
<p>La lana de cachemira ama el agua, ¡puedes olvidarte de todo lo que hayas escuchado o leído!</p>
<p>Le recomendamos que lave sus zapatillas regularmente. Se recomienda un lavado suave. Puedes lavar tus zapatillas en agua fría con un detergente especial para lana o seda, o un detergente orgánico no abrasivo. Absolutamente prohibir el suavizante de telas. Recomendamos que nunca exceda las 600 rpm para el ciclo de centrifugado.</p>
<p>Te recomendamos que utilices un peine para cepillar las zapatillas para eliminar el exceso de material. Una peineta de cachemir te permitirá mantener tus zapatillas y eliminar el exceso de material que pudiera aparecer con el roce.</p>
<p>Se recomienda el secado al aire libre y en plano, lejos de un radiador cuyo calor deformaría el material. También es recomendable lavar las zapatillas con su plantilla, y dejarla dentro al secar.</p>
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" alt="page1image494196832" width="298.680128" height="96.746701" /></p>
<div class="layoutArea">
<div class="column">
<p>La siguiente tabla muestra las medidas interiores de las zapatillas Collegien.</p>
<p>EU UK US CM</p>
</div>
</div>
<p><img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231424" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAACAhNAAATrAAICE0AABOsAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAmsc3lgAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231712" width="75.120000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232000" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232352" width="75.144000" height="0.480000" /></p>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>18/19</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/3</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2,5/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<div class="layoutArea">
<div class="column">
<p>20/21 24/25 28/29 32/33 36/37 40/41</p>
</div>
<div class="column">
<p>3,5/4,5 7/7,5 10/11 13/1 3,5/4</p>
<p>6,5/7,5</p>
</div>
<div class="column">
<p>4,5/5 12,5 7,5/8 14</p>
<p>11/12 16,5 1,5/2 19,5 5/5,5 21,5 8/9 24</p>
</div>
</div>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>22/23</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5,5/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>13</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>26/27</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8,5/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>15,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>30/31</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11,5/12,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>12,5/13</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>17,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>34/35</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/2,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>3/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>20</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>38/39</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5/5,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6,5/7,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>23</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>42/43</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>25,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
</div>
<p>&nbsp;</p>
<p><img decoding="async" class="aligncenter" src="https://cdn.shopify.com/s/files/1/0018/4958/9830/files/cache_1345258.jpg?v=1535060456" alt="ATTIPAS ZAPATOS PRIMEROS PASOS APRENDIZAJE" /></p>
<p>La nieve y el hielo son una parte integral de la vida en los polos norte y sur. ¡Manténgase abrigado y observe cómo la aurora boreal ilumina los cielos del Ártico y la Antártida!</p>
<div class="bubble-info"></div>
</div>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-macarons-chaussons-cachemire-et-laine-collegein/">Zapatos Niños/Niñas/Bebes Macarons Chaussons cachemire et laine Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zapatos Niños/Niñas/Bebes Arthur Chaussons Collégein</title>
		<link>https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-arthur-chaussons-collegein/</link>
		
		<dc:creator><![CDATA[compremedias.com]]></dc:creator>
		<pubDate>Mon, 07 Mar 2022 22:32:14 +0000</pubDate>
				<guid isPermaLink="false">https://www.compremedias.com/?post_type=product&#038;p=8618</guid>

					<description><![CDATA[<p>Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada.</p>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-arthur-chaussons-collegein/">Zapatos Niños/Niñas/Bebes Arthur Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div>
<h2>Detalles del producto:</h2>
<p>Zapatillas Arthur. Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada. Son lavables a máquina, a 30°, únicos activos para hacer tu día a día más fácil, ¡limpia las zapatillas como el 1er día, tan pronto como lo desees! el máximo confort para el bebé.</p>
<h3>Composición:</h3>
<p>Composición: 88% algodón &#8211; 10% poliamida &#8211; 2% elastano Lycra®</p>
<p>Hilos de alta calidad seleccionados para una mayor durabilidad y un impacto ecológico reducido.</p>
<p>El componente principal es el hilo de algodón, utilizado por su suavidad. Tejido en punto de bucle, su forro es más suave y cómodo. La poliamida da más solidez, mezclada con el hilo de elastano Lycra®, aporta elasticidad al calcetín. Luego, se inyecta en el calcetín una suela de cloruro de polivinilo (componente fabricado en Francia que cumple con los estándares REACH) para proteger mejor la salud humana y el medio ambiente. La suela es por lo tanto flexible, sólida y segura porque no contiene ningún elemento tóxico, nocivo para la salud.</p>
<p>Las zapatillas cuentan con una plantilla flexible y suave para un extra de comodidad que ayuda a regular la transpiración. Esto no es fijo para que se ajuste perfectamente al botín y al pie.</p>
<p>Para cualquier pregunta adicional, nuestro equipo está a su disposición para compartir e intercambiar información sobre nuestros productos y nuestros métodos de producción 100% Made in France.</p>
<h3>Lavado:</h3>
</div>
<div>
<div title="Page 1">El algodón no es muy frágil, va sin problema en la lavadora. Le recomendamos que lave sus zapatillas regularmente en la máquina a 30°. No se recomienda el uso de la secadora. Recomendamos encarecidamente el secado al aire libre, que respetará mucho más las fibras para una mayor durabilidad de los productos. También es recomendable lavar las zapatillas con su plantilla, y dejarla dentro al secar.</div>
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" alt="page1image494196832" width="298.680128" height="96.746701" /></p>
<div class="layoutArea">
<div class="column">
<p>La siguiente tabla muestra las medidas interiores de las zapatillas Collegien.</p>
<p>EU UK US CM</p>
</div>
</div>
<p><img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231424" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAACAhNAAATrAAICE0AABOsAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAmsc3lgAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231712" width="75.120000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232000" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232352" width="75.144000" height="0.480000" /></p>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>18/19</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/3</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2,5/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<div class="layoutArea">
<div class="column">
<p>20/21 24/25 28/29 32/33 36/37 40/41</p>
</div>
<div class="column">
<p>3,5/4,5 7/7,5 10/11 13/1 3,5/4</p>
<p>6,5/7,5</p>
</div>
<div class="column">
<p>4,5/5 12,5 7,5/8 14</p>
<p>11/12 16,5 1,5/2 19,5 5/5,5 21,5 8/9 24</p>
</div>
</div>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>22/23</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5,5/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>13</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>26/27</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8,5/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>15,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>30/31</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11,5/12,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>12,5/13</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>17,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>34/35</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/2,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>3/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>20</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>38/39</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5/5,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6,5/7,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>23</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>42/43</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>25,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
</div>
<p>&nbsp;</p>
<p><img decoding="async" class="aligncenter" src="https://cdn.shopify.com/s/files/1/0018/4958/9830/files/cache_1345258.jpg?v=1535060456" alt="ATTIPAS ZAPATOS PRIMEROS PASOS APRENDIZAJE" /></p>
<p>La nieve y el hielo son una parte integral de la vida en los polos norte y sur. ¡Manténgase abrigado y observe cómo la aurora boreal ilumina los cielos del Ártico y la Antártida!</p>
</div>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-arthur-chaussons-collegein/">Zapatos Niños/Niñas/Bebes Arthur Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zapatos Niños/Niñas/Bebes Guenièvre Chaussons Collégein</title>
		<link>https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-guenievre-chaussons-collegein/</link>
		
		<dc:creator><![CDATA[compremedias.com]]></dc:creator>
		<pubDate>Mon, 07 Mar 2022 22:24:54 +0000</pubDate>
				<guid isPermaLink="false">https://www.compremedias.com/?post_type=product&#038;p=8608</guid>

					<description><![CDATA[<p>Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada.</p>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-guenievre-chaussons-collegein/">Zapatos Niños/Niñas/Bebes Guenièvre Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div>
<h2>Detalles del producto:</h2>
<p>Zapatillas Guenièvre. Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada. Son lavables a máquina, a 30°, únicos activos para hacer tu día a día más fácil, ¡limpia las zapatillas como el 1er día, tan pronto como lo desees! el máximo confort para el bebé.</p>
<h3>Composición:</h3>
<p>Composición: 88% algodón &#8211; 10% poliamida &#8211; 2% elastano Lycra®</p>
<p>Hilos de alta calidad seleccionados para una mayor durabilidad y un impacto ecológico reducido.</p>
<p>El componente principal es el hilo de algodón, utilizado por su suavidad. Tejido en punto de bucle, su forro es más suave y cómodo. La poliamida da más solidez, mezclada con el hilo de elastano Lycra®, aporta elasticidad al calcetín. Luego, se inyecta en el calcetín una suela de cloruro de polivinilo (componente fabricado en Francia que cumple con los estándares REACH) para proteger mejor la salud humana y el medio ambiente. La suela es por lo tanto flexible, sólida y segura porque no contiene ningún elemento tóxico, nocivo para la salud.</p>
<p>Las zapatillas cuentan con una plantilla flexible y suave para un extra de comodidad que ayuda a regular la transpiración. Esto no es fijo para que se ajuste perfectamente al botín y al pie.</p>
<p>Para cualquier pregunta adicional, nuestro equipo está a su disposición para compartir e intercambiar información sobre nuestros productos y nuestros métodos de producción 100% Made in France.</p>
<h3>Lavado:</h3>
</div>
<div>
<div title="Page 1">El algodón no es muy frágil, va sin problema en la lavadora. Le recomendamos que lave sus zapatillas regularmente en la máquina a 30°. No se recomienda el uso de la secadora. Recomendamos encarecidamente el secado al aire libre, que respetará mucho más las fibras para una mayor durabilidad de los productos. También es recomendable lavar las zapatillas con su plantilla, y dejarla dentro al secar.</div>
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" alt="page1image494196832" width="298.680128" height="96.746701" /></p>
<div class="layoutArea">
<div class="column">
<p>La siguiente tabla muestra las medidas interiores de las zapatillas Collegien.</p>
<p>EU UK US CM</p>
</div>
</div>
<p><img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231424" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAACAhNAAATrAAICE0AABOsAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAmsc3lgAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231712" width="75.120000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232000" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232352" width="75.144000" height="0.480000" /></p>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>18/19</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/3</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2,5/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<div class="layoutArea">
<div class="column">
<p>20/21 24/25 28/29 32/33 36/37 40/41</p>
</div>
<div class="column">
<p>3,5/4,5 7/7,5 10/11 13/1 3,5/4</p>
<p>6,5/7,5</p>
</div>
<div class="column">
<p>4,5/5 12,5 7,5/8 14</p>
<p>11/12 16,5 1,5/2 19,5 5/5,5 21,5 8/9 24</p>
</div>
</div>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>22/23</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5,5/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>13</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>26/27</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8,5/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>15,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>30/31</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11,5/12,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>12,5/13</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>17,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>34/35</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/2,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>3/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>20</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>38/39</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5/5,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6,5/7,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>23</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>42/43</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>25,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
</div>
<p>&nbsp;</p>
<p><img decoding="async" class="aligncenter" src="https://cdn.shopify.com/s/files/1/0018/4958/9830/files/cache_1345258.jpg?v=1535060456" alt="ATTIPAS ZAPATOS PRIMEROS PASOS APRENDIZAJE" /></p>
<p>La nieve y el hielo son una parte integral de la vida en los polos norte y sur. ¡Manténgase abrigado y observe cómo la aurora boreal ilumina los cielos del Ártico y la Antártida!</p>
</div>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-ninos-ninas-bebes-guenievre-chaussons-collegein/">Zapatos Niños/Niñas/Bebes Guenièvre Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zapatos bebé Nanuq Chaussons Collégein</title>
		<link>https://www.compremedias.com/producto/zapatos-bebe-nanuq-chaussons-collegein/</link>
		
		<dc:creator><![CDATA[compremedias.com]]></dc:creator>
		<pubDate>Mon, 07 Mar 2022 22:17:07 +0000</pubDate>
				<guid isPermaLink="false">https://www.compremedias.com/?post_type=product&#038;p=8604</guid>

					<description><![CDATA[<p>Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada.</p>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-bebe-nanuq-chaussons-collegein/">Zapatos bebé Nanuq Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div>
<h2>Detalles del producto:</h2>
<p>Zapatillas Nanuq. Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada. Son lavables a máquina, a 30°, únicos activos para hacer tu día a día más fácil, ¡limpia las zapatillas como el 1er día, tan pronto como lo desees! el máximo confort para el bebé.</p>
<h3>Composición:</h3>
<p>Composición: 88% algodón &#8211; 10% poliamida &#8211; 2% elastano Lycra®</p>
<p>Hilos de alta calidad seleccionados para una mayor durabilidad y un impacto ecológico reducido.</p>
<p>El componente principal es el hilo de algodón, utilizado por su suavidad. Tejido en punto de bucle, su forro es más suave y cómodo. La poliamida da más solidez, mezclada con el hilo de elastano Lycra®, aporta elasticidad al calcetín. Luego, se inyecta en el calcetín una suela de cloruro de polivinilo (componente fabricado en Francia que cumple con los estándares REACH) para proteger mejor la salud humana y el medio ambiente. La suela es por lo tanto flexible, sólida y segura porque no contiene ningún elemento tóxico, nocivo para la salud.</p>
<p>Las zapatillas cuentan con una plantilla flexible y suave para un extra de comodidad que ayuda a regular la transpiración. Esto no es fijo para que se ajuste perfectamente al botín y al pie.</p>
<p>Para cualquier pregunta adicional, nuestro equipo está a su disposición para compartir e intercambiar información sobre nuestros productos y nuestros métodos de producción 100% Made in France.</p>
<h3>Lavado:</h3>
</div>
<div>
<div title="Page 1">El algodón no es muy frágil, va sin problema en la lavadora. Le recomendamos que lave sus zapatillas regularmente en la máquina a 30°. No se recomienda el uso de la secadora. Recomendamos encarecidamente el secado al aire libre, que respetará mucho más las fibras para una mayor durabilidad de los productos. También es recomendable lavar las zapatillas con su plantilla, y dejarla dentro al secar.</div>
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" alt="page1image494196832" width="298.680128" height="96.746701" /></p>
<div class="layoutArea">
<div class="column">
<p>La siguiente tabla muestra las medidas interiores de las zapatillas Collegien.</p>
<p>EU UK US CM</p>
</div>
</div>
<p><img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231424" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAACAhNAAATrAAICE0AABOsAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAmsc3lgAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231712" width="75.120000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232000" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232352" width="75.144000" height="0.480000" /></p>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>18/19</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/3</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2,5/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<div class="layoutArea">
<div class="column">
<p>20/21 24/25 28/29 32/33 36/37 40/41</p>
</div>
<div class="column">
<p>3,5/4,5 7/7,5 10/11 13/1 3,5/4</p>
<p>6,5/7,5</p>
</div>
<div class="column">
<p>4,5/5 12,5 7,5/8 14</p>
<p>11/12 16,5 1,5/2 19,5 5/5,5 21,5 8/9 24</p>
</div>
</div>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>22/23</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5,5/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>13</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>26/27</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8,5/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>15,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>30/31</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11,5/12,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>12,5/13</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>17,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>34/35</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/2,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>3/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>20</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>38/39</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5/5,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6,5/7,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>23</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>42/43</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>25,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
</div>
<p>&nbsp;</p>
<p><img decoding="async" class="aligncenter" src="https://cdn.shopify.com/s/files/1/0018/4958/9830/files/cache_1345258.jpg?v=1535060456" alt="ATTIPAS ZAPATOS PRIMEROS PASOS APRENDIZAJE" /></p>
<p>La nieve y el hielo son una parte integral de la vida en los polos norte y sur. ¡Manténgase abrigado y observe cómo la aurora boreal ilumina los cielos del Ártico y la Antártida!</p>
</div>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-bebe-nanuq-chaussons-collegein/">Zapatos bebé Nanuq Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zapatos bebé Inuit Chaussons Collégein</title>
		<link>https://www.compremedias.com/producto/zapatos-bebe-inuit-chaussons-collegein/</link>
		
		<dc:creator><![CDATA[compremedias.com]]></dc:creator>
		<pubDate>Mon, 07 Mar 2022 22:12:18 +0000</pubDate>
				<guid isPermaLink="false">https://www.compremedias.com/?post_type=product&#038;p=8601</guid>

					<description><![CDATA[<p>Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada.</p>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-bebe-inuit-chaussons-collegein/">Zapatos bebé Inuit Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div>
<h2>Detalles del producto:</h2>
<p>Zapatillas Inuit. Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada. Son lavables a máquina, a 30°, únicos activos para hacer tu día a día más fácil, ¡limpia las zapatillas como el 1er día, tan pronto como lo desees! el máximo confort para el bebé.</p>
<h3>Composición:</h3>
<p>Composición: 88% algodón &#8211; 10% poliamida &#8211; 2% elastano Lycra®</p>
<p>Hilos de alta calidad seleccionados para una mayor durabilidad y un impacto ecológico reducido.</p>
<p>El componente principal es el hilo de algodón, utilizado por su suavidad. Tejido en punto de bucle, su forro es más suave y cómodo. La poliamida da más solidez, mezclada con el hilo de elastano Lycra®, aporta elasticidad al calcetín. Luego, se inyecta en el calcetín una suela de cloruro de polivinilo (componente fabricado en Francia que cumple con los estándares REACH) para proteger mejor la salud humana y el medio ambiente. La suela es por lo tanto flexible, sólida y segura porque no contiene ningún elemento tóxico, nocivo para la salud.</p>
<p>Las zapatillas cuentan con una plantilla flexible y suave para un extra de comodidad que ayuda a regular la transpiración. Esto no es fijo para que se ajuste perfectamente al botín y al pie.</p>
<p>Para cualquier pregunta adicional, nuestro equipo está a su disposición para compartir e intercambiar información sobre nuestros productos y nuestros métodos de producción 100% Made in France.</p>
<h3>Lavado:</h3>
</div>
<div>
<div title="Page 1">El algodón no es muy frágil, va sin problema en la lavadora. Le recomendamos que lave sus zapatillas regularmente en la máquina a 30°. No se recomienda el uso de la secadora. Recomendamos encarecidamente el secado al aire libre, que respetará mucho más las fibras para una mayor durabilidad de los productos. También es recomendable lavar las zapatillas con su plantilla, y dejarla dentro al secar.</div>
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" alt="page1image494196832" width="298.680128" height="96.746701" /></p>
<div class="layoutArea">
<div class="column">
<p>La siguiente tabla muestra las medidas interiores de las zapatillas Collegien.</p>
<p>EU UK US CM</p>
</div>
</div>
<p><img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231424" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAACAhNAAATrAAICE0AABOsAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAmsc3lgAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231712" width="75.120000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232000" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232352" width="75.144000" height="0.480000" /></p>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>18/19</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/3</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2,5/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<div class="layoutArea">
<div class="column">
<p>20/21 24/25 28/29 32/33 36/37 40/41</p>
</div>
<div class="column">
<p>3,5/4,5 7/7,5 10/11 13/1 3,5/4</p>
<p>6,5/7,5</p>
</div>
<div class="column">
<p>4,5/5 12,5 7,5/8 14</p>
<p>11/12 16,5 1,5/2 19,5 5/5,5 21,5 8/9 24</p>
</div>
</div>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>22/23</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5,5/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>13</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>26/27</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8,5/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>15,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>30/31</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11,5/12,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>12,5/13</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>17,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>34/35</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/2,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>3/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>20</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>38/39</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5/5,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6,5/7,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>23</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>42/43</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>25,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
</div>
<p>&nbsp;</p>
<p><img decoding="async" class="aligncenter" src="https://cdn.shopify.com/s/files/1/0018/4958/9830/files/cache_1345258.jpg?v=1535060456" alt="ATTIPAS ZAPATOS PRIMEROS PASOS APRENDIZAJE" /></p>
<p>La nieve y el hielo son una parte integral de la vida en los polos norte y sur. ¡Manténgase abrigado y observe cómo la aurora boreal ilumina los cielos del Ártico y la Antártida!</p>
</div>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-bebe-inuit-chaussons-collegein/">Zapatos bebé Inuit Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></content:encoded>
					
		
		
			</item>
		<item>
		<title>Zapatos bebé Pingouin Chaussons Collégein</title>
		<link>https://www.compremedias.com/producto/zapatos-bebe-pingouin-chaussons-collegein/</link>
		
		<dc:creator><![CDATA[compremedias.com]]></dc:creator>
		<pubDate>Mon, 07 Mar 2022 22:07:42 +0000</pubDate>
				<guid isPermaLink="false">https://www.compremedias.com/?post_type=product&#038;p=8597</guid>

					<description><![CDATA[<p>Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada.</p>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-bebe-pingouin-chaussons-collegein/">Zapatos bebé Pingouin Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div>
<h2>Detalles del producto:</h2>
<p>Zapatillas pingouin. Estos calcetines pantuflas son perfectos para toda la familia. ¡Te será muy fácil encontrar zapatillas para tu pie, entre la multitud de modelos, estampados y colores tan variados! Las zapatillas Collégien tienen una suela ergonómica, antideslizante y microventilada. Son lavables a máquina, a 30°, únicos activos para hacer tu día a día más fácil, ¡limpia las zapatillas como el 1er día, tan pronto como lo desees! el máximo confort para el bebé.</p>
<h3>Composición:</h3>
<p>Composición: 88% algodón &#8211; 10% poliamida &#8211; 2% elastano Lycra®</p>
<p>Hilos de alta calidad seleccionados para una mayor durabilidad y un impacto ecológico reducido.</p>
<p>El componente principal es el hilo de algodón, utilizado por su suavidad. Tejido en punto de bucle, su forro es más suave y cómodo. La poliamida da más solidez, mezclada con el hilo de elastano Lycra®, aporta elasticidad al calcetín. Luego, se inyecta en el calcetín una suela de cloruro de polivinilo (componente fabricado en Francia que cumple con los estándares REACH) para proteger mejor la salud humana y el medio ambiente. La suela es por lo tanto flexible, sólida y segura porque no contiene ningún elemento tóxico, nocivo para la salud.</p>
<p>Las zapatillas cuentan con una plantilla flexible y suave para un extra de comodidad que ayuda a regular la transpiración. Esto no es fijo para que se ajuste perfectamente al botín y al pie.</p>
<p>Para cualquier pregunta adicional, nuestro equipo está a su disposición para compartir e intercambiar información sobre nuestros productos y nuestros métodos de producción 100% Made in France.</p>
<h3>Lavado:</h3>
</div>
<div>
<div title="Page 1">El algodón no es muy frágil, va sin problema en la lavadora. Le recomendamos que lave sus zapatillas regularmente en la máquina a 30°. No se recomienda el uso de la secadora. Recomendamos encarecidamente el secado al aire libre, que respetará mucho más las fibras para una mayor durabilidad de los productos. También es recomendable lavar las zapatillas con su plantilla, y dejarla dentro al secar.</div>
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" alt="page1image494196832" width="298.680128" height="96.746701" /></p>
<div class="layoutArea">
<div class="column">
<p>La siguiente tabla muestra las medidas interiores de las zapatillas Collegien.</p>
<p>EU UK US CM</p>
</div>
</div>
<p><img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231424" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAACAhNAAATrAAICE0AABOsAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAmsc3lgAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494231712" width="75.120000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232000" width="75.144000" height="0.480000" /> <img decoding="async" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEwAAAABCAYAAAB0UUiZAAAAAXNSR0IArs4c6QAAAHhlWElmTU0AKgAAAAgABAEaAAUAAAABAAAAPgEbAAUAAAABAAAARgEoAAMAAAABAAIAAIdpAAQAAAABAAAATgAAAAAAArMtAAAGnQACsy0AAAadAAOgAQADAAAAAQABAACgAgAEAAAAAQAAAEygAwAEAAAAAQAAAAEAAAAAnOJ8owAAAAlwSFlzAAAQEwAAEBMBdTAYvQAAAA5JREFUGBljYBgFJIUAAAExAAHVp1CXAAAAAElFTkSuQmCC" alt="page1image494232352" width="75.144000" height="0.480000" /></p>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>18/19</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/3</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2,5/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<div class="layoutArea">
<div class="column">
<p>20/21 24/25 28/29 32/33 36/37 40/41</p>
</div>
<div class="column">
<p>3,5/4,5 7/7,5 10/11 13/1 3,5/4</p>
<p>6,5/7,5</p>
</div>
<div class="column">
<p>4,5/5 12,5 7,5/8 14</p>
<p>11/12 16,5 1,5/2 19,5 5/5,5 21,5 8/9 24</p>
</div>
</div>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>22/23</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5,5/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6/6,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>13</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>26/27</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8,5/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>15,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>30/31</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>11,5/12,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>12,5/13</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>17,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>34/35</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>2/2,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>3/3,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>20</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>38/39</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>5/5,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>6,5/7,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>23</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
<table>
<colgroup>
<col />
<col />
<col />
<col /></colgroup>
<tbody>
<tr>
<td>
<div class="layoutArea">
<div class="column">
<p>42/43</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>8/9</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>9,5/10,5</p>
</div>
</div>
</td>
<td>
<div class="layoutArea">
<div class="column">
<p>25,5</p>
</div>
</div>
</td>
</tr>
</tbody>
</table>
</div>
<p>&nbsp;</p>
<p><img decoding="async" class="aligncenter" src="https://cdn.shopify.com/s/files/1/0018/4958/9830/files/cache_1345258.jpg?v=1535060456" alt="ATTIPAS ZAPATOS PRIMEROS PASOS APRENDIZAJE" /></p>
<p>La nieve y el hielo son una parte integral de la vida en los polos norte y sur. ¡Manténgase abrigado y observe cómo la aurora boreal ilumina los cielos del Ártico y la Antártida!</p>
</div>
<p>La entrada <a href="https://www.compremedias.com/producto/zapatos-bebe-pingouin-chaussons-collegein/">Zapatos bebé Pingouin Chaussons Collégein</a> se publicó primero en <a href="https://www.compremedias.com">Compre Medias</a>.</p>
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