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	<title>DELTA - Servicompras</title>
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	<title>DELTA - Servicompras</title>
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		<title>Protector de Descargas Atmosféricas, Diseñado Para Sistemas Fotovoltaicos, Uso en Corriente Directa, 0-1100 Vcc</title>
		<link>https://servicompras.com.mx/producto/protector-de-descargas-atmosfericas-disenado-para-sistemas-fotovoltaicos-uso-en-corriente-directa-0-1100-vcc/</link>
					<comments>https://servicompras.com.mx/producto/protector-de-descargas-atmosfericas-disenado-para-sistemas-fotovoltaicos-uso-en-corriente-directa-0-1100-vcc/#respond</comments>
		
		<dc:creator><![CDATA[]]></dc:creator>
		<pubDate>Wed, 21 Jan 2026 05:52:32 +0000</pubDate>
				<guid isPermaLink="false">https://servicompras.com.mx/tienda/sin%20categoría/protector-de-descargas-atmosfericas-disenado-para-sistemas-fotovoltaicos-uso-en-corriente-directa-0-1100-vcc/</guid>

					<description><![CDATA[Uso recomendado Use este restrictor de picos de voltaje antes del regulador en su sistema fotovoltaico. Así evitará daños debido a picos de corriente originados por descargas eléctricas inesperadas. • Varistor de Oxido Silicón • Numero iliminato de protecciones • Tiempo de respuesta 5 nanosegundos Cuando exista una descarga atmosférica el supresor recibirá el daño, [&#8230;]<p>Read more at <a href="https://servicompras.com.mx/producto/protector-de-descargas-atmosfericas-disenado-para-sistemas-fotovoltaicos-uso-en-corriente-directa-0-1100-vcc/">Servicompras</a></p>]]></description>
										<content:encoded><![CDATA[<div class="syscom-descripcion">
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<h3 style='font-size: 22px; border-bottom: 2px solid currentColor; padding-bottom: 5px; margin-top: 0; color: inherit; opacity: 0.8;'>Uso recomendado</h3>
<div style='font-size: 15px; color: inherit;'>
<p style='margin: 10px 0; color: inherit;'> Use este restrictor de picos de voltaje antes del regulador en su sistema fotovoltaico. Así evitará daños debido a picos de corriente originados por descargas eléctricas inesperadas. </p>
<ul style='padding-left: 20px; margin: 10px 0; font-size: 15px; color: inherit;'>
<li style='margin-bottom: 5px; color: inherit;'><strong style='color: inherit;'>•</strong> Varistor de Oxido Silicón</li>
<li style='margin-bottom: 5px; color: inherit;'><strong style='color: inherit;'>•</strong> Numero iliminato de protecciones</li>
<li style='margin-bottom: 5px; color: inherit;'><strong style='color: inherit;'>•</strong> Tiempo de respuesta 5 nanosegundos</li>
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<p style='margin: 10px 0; color: inherit;'> Cuando exista una descarga atmosférica el supresor recibirá el daño, cuando la descarga sea directa de mayor intensidad que la indicada en la ficha técnica y tenga suficiente calor y tensión acumulada, el supresor abrirá un orificio de aproximadamente un pulgada en el inferior del bote y expulsará silicio caliente y trozos de plástico, realizando su máxima función de bloqueo y protegiendo el circuito, instale el bote fuera del gabinete como muestran las imágenes. </p>
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<h3 style='font-size: 22px; border-bottom: 2px solid currentColor; padding-bottom: 5px; margin-top: 0; color: inherit; opacity: 0.8;'>Instalación</h3>
<div style='font-size: 15px; color: inherit;'>
<p style='margin: 10px 0; color: inherit;'> La instalación en un sistema aislado se hace en el controlador de carga, en los mismos bornes donde se conecta el modulo fotovoltaico </p>
<div style='margin: 15px 0;'> <img style='width: 100%; height: auto; border: 1px solid rgba(150,150,150,0.3); border-radius: 8px;' src='https://ftp3.syscom.mx/usuarios/oavila/Carlos%20Chaparro/Captura%20de%20Pantalla%202020-01-09%20a%20la%28s%29%2016.00.08.png' alt="Captura%20de%20Pantalla%202020 01 09%20a%20la%28s%29%2016.00.08" title="Protector de Descargas Atmosféricas, Diseñado Para Sistemas Fotovoltaicos, Uso en Corriente Directa, 0-1100 Vcc"> </div>
<p style='margin: 15px 0; color: inherit;'> En un sistema de interconexión se hace en la pastilla térmica donde llegan los módulos en el inversor, respetando los colores y polaridades como la imagen anterior, en microinversores se puede omitir. </p>
<div style='margin: 15px 0;'> <img style='width: 100%; height: auto; border: 1px solid rgba(150,150,150,0.3); border-radius: 8px;' src='https://ftp3.syscom.mx/usuarios/oavila/Carlos%20Chaparro/Captura%20de%20Pantalla%202020-01-09%20a%20la%28s%29%2016.32.28.png' alt="Captura%20de%20Pantalla%202020 01 09%20a%20la%28s%29%2016.32.28" title="Protector de Descargas Atmosféricas, Diseñado Para Sistemas Fotovoltaicos, Uso en Corriente Directa, 0-1100 Vcc"> </div>
<p style='margin: 15px 0; color: inherit;'> En corriente alterna se observa otro supresor (especial para corriente alterna) modelo <a href='https://www.syscom.mx/producto/LA302R-DELTA-167343.html' style='color: #0066cc; text-decoration: none; font-weight: bold;'>LA302R</a> </p>
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<h4>Descargas:</h4>
<p><a href="http://ftp3.syscom.mx/usuarios/ftp/2025/07/21/277b5/LA602DC.pdf" target="_blank" style="display:inline-block; margin:2px; padding:5px 10px; background:#eee; color:#333; text-decoration:none; border-radius:3px; font-size:11px;"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c4.png" alt="📄" class="wp-smiley" style="height: 1em; max-height: 1em;" /> LA602DC</a></div>
<p>Read more at <a href="https://servicompras.com.mx/producto/protector-de-descargas-atmosfericas-disenado-para-sistemas-fotovoltaicos-uso-en-corriente-directa-0-1100-vcc/">Servicompras</a></p>]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
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		<title>Supresor de Picos Transitorios de Voltaje, para uso en Corriente Alterna en Sistemas Trifasicos de  277-480 Vca.</title>
		<link>https://servicompras.com.mx/producto/supresor-de-picos-transitorios-de-voltaje-para-uso-en-corriente-alterna-en-sistemas-trifasicos-de-277-480-vca/</link>
					<comments>https://servicompras.com.mx/producto/supresor-de-picos-transitorios-de-voltaje-para-uso-en-corriente-alterna-en-sistemas-trifasicos-de-277-480-vca/#respond</comments>
		
		<dc:creator><![CDATA[]]></dc:creator>
		<pubDate>Tue, 20 Jan 2026 03:10:48 +0000</pubDate>
				<guid isPermaLink="false">https://servicompras.com.mx/tienda/sin%20categoría/supresor-de-picos-transitorios-de-voltaje-para-uso-en-corriente-alterna-en-sistemas-trifasicos-de-277-480-vca/</guid>

					<description><![CDATA[El trabajao electrico es peligroso, las malas conexiones pueden provocar incendios, lesiones o la muerte, una inatalacion electrica solo debe ser realizada por profesionales calificados. Cuando exista una descarga en la red electrica el supresor recibira el daño, cuando la descarga sea de mayor intensidad que la indicada en la ficha tecnica y tenga suficiente [&#8230;]<p>Read more at <a href="https://servicompras.com.mx/producto/supresor-de-picos-transitorios-de-voltaje-para-uso-en-corriente-alterna-en-sistemas-trifasicos-de-277-480-vca/">Servicompras</a></p>]]></description>
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' alt="B7OCqh0xX2nsAAAAAElFTkSuQmCC"  title="Supresor de Picos Transitorios de Voltaje, para uso en Corriente Alterna en Sistemas Trifasicos de  277-480 Vca." /></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>El trabajao electrico es peligroso, las malas conexiones pueden provocar incendios, lesiones o la muerte, una inatalacion electrica solo debe ser realizada por profesionales calificados.</span></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>Cuando exista una descarga en la red electrica el supresor recibira el daño, cuando la descarga sea de mayor intensidad que la indicada en la ficha tecnica y tenga suficiente calor y tension acumulada, el supresor abrira un orificio de aproximadamente un pulgada en el inferior del bote y expulsara silicio caliente y trozos de plastico, realizando su maxima funcion de bloqueo y protegiendo el circuito.</span></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>Use este restrictor de picos de voltaje en corriente alterna antes de su inversor trifasico. Así evitará daños debido a picos de corriente originados por descargas eléctricas inesperadas.</span></p>
</p>
<p><span style='font-family: helvetica, arial, sans-serif;'>*Varistor de Oxido Silicon</span></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>*Numero ilimitado de protecciones .</span></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>*Tiempo de respuesta 5 nanosegundos</span></p>
</p>
<p><span style='font-family: helvetica, arial, sans-serif;'>Conecte los cables negros en las pastillas termicas empalmandolos con las 3 fases que van al inversor, el cable blanco llevelo tierra fisica.</span></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>Tambien lo puede usar en un tablero de distribucion para proteccion de equipos electronicos.</span></p>
</p>
</div>
<div style="margin-top:20px; border-top:1px solid #ccc; padding-top:10px;">
<h4>Descargas:</h4>
<p><a href="http://ftp3.syscom.mx/usuarios/ftp/2020/07/28/d9c04/MO603.pdf" target="_blank" style="display:inline-block; margin:2px; padding:5px 10px; background:#eee; color:#333; text-decoration:none; border-radius:3px; font-size:11px;"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c4.png" alt="📄" class="wp-smiley" style="height: 1em; max-height: 1em;" /> MO603</a></div>
<p>Read more at <a href="https://servicompras.com.mx/producto/supresor-de-picos-transitorios-de-voltaje-para-uso-en-corriente-alterna-en-sistemas-trifasicos-de-277-480-vca/">Servicompras</a></p>]]></content:encoded>
					
					<wfw:commentRss>https://servicompras.com.mx/producto/supresor-de-picos-transitorios-de-voltaje-para-uso-en-corriente-alterna-en-sistemas-trifasicos-de-277-480-vca/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Protector de Descargas Atmosféricas, Diseñado Para Sistemas Fotovoltaicos, Uso en Corriente Directa, 0-500 Vcc</title>
		<link>https://servicompras.com.mx/producto/protector-de-descargas-atmosfericas-disenado-para-sistemas-fotovoltaicos-uso-en-corriente-directa-0-500-vcc/</link>
					<comments>https://servicompras.com.mx/producto/protector-de-descargas-atmosfericas-disenado-para-sistemas-fotovoltaicos-uso-en-corriente-directa-0-500-vcc/#respond</comments>
		
		<dc:creator><![CDATA[]]></dc:creator>
		<pubDate>Mon, 19 Jan 2026 17:18:20 +0000</pubDate>
				<guid isPermaLink="false">https://servicompras.com.mx/tienda/sin%20categoría/protector-de-descargas-atmosfericas-disenado-para-sistemas-fotovoltaicos-uso-en-corriente-directa-0-500-vcc/</guid>

					<description><![CDATA[Uso recomendado Use este restrictor de picos de voltaje antes del regulador en su sistema fotovoltaico. Así evitará daños debido a picos de corriente originados por descargas eléctricas inesperadas. • Varistor de Oxido Silicón • Número ilimitado de protecciones • Tiempo de respuesta 5 nanosegundos Protección contra descargas atmosféricas Cuando exista una descarga atmosférica el [&#8230;]<p>Read more at <a href="https://servicompras.com.mx/producto/protector-de-descargas-atmosfericas-disenado-para-sistemas-fotovoltaicos-uso-en-corriente-directa-0-500-vcc/">Servicompras</a></p>]]></description>
										<content:encoded><![CDATA[<div class="syscom-descripcion">
<div style='width: 100%; max-width: 1200px; margin: 0 auto; font-family: sans-serif; line-height: 1.6; color: inherit; background-color: transparent;'>
<div style='display: flex; flex-wrap: wrap; gap: 30px; margin-bottom: 30px;'>
<div style='flex: 1 1 300px; min-width: 280px;'>
<h3 style='font-size: 22px; border-bottom: 2px solid currentColor; padding-bottom: 5px; margin-top: 0; color: inherit; opacity: 0.8;'>Uso recomendado</h3>
<ul style='padding-left: 20px; font-size: 15px; color: inherit;'>
<li style='margin-bottom: 5px;'>Use este restrictor de picos de voltaje antes del regulador en su sistema fotovoltaico. Así evitará daños debido a picos de corriente originados por descargas eléctricas inesperadas.</li>
<li style='margin-bottom: 5px;'>• Varistor de Oxido Silicón</li>
<li style='margin-bottom: 5px;'>• Número ilimitado de protecciones</li>
<li style='margin-bottom: 5px;'>• Tiempo de respuesta 5 nanosegundos</li>
</ul></div>
</p></div>
<div style='display: flex; flex-wrap: wrap; gap: 20px; margin-bottom: 30px;'>
<div style='flex: 1 1 250px; border: 1px solid rgba(150, 150, 150, 0.4); border-radius: 8px; overflow: hidden; display: flex; flex-direction: column;'>
<div style='padding: 15px; border-bottom: 1px solid rgba(150, 150, 150, 0.2); font-weight: bold; font-size: 18px; color: inherit;'>Protección contra descargas atmosféricas</div>
<div style='padding: 15px; color: inherit;'>
<p style='font-size: 15px; margin-bottom: 15px;'>Cuando exista una descarga atmosférica el supresor recibirá el daño, cuando la descarga sea directa de mayor intensidad que la indicada en la ficha técnica y tenga suficiente calor y tensión acumulada, el supresor abrirá un orificio de aproximadamente una pulgada en el inferior del bote y expulsará silicio caliente y trozos de plástico, realizando su máxima función de bloqueo y protegiendo el circuito, instale el bote fuera del gabinete como muestran las imágenes.</p>
</p></div>
</p></div>
</p></div>
<div style='display: flex; flex-wrap: wrap; gap: 20px; margin-bottom: 30px;'>
<div style='flex: 1 1 250px; border: 1px solid rgba(150, 150, 150, 0.4); border-radius: 8px; overflow: hidden; display: flex; flex-direction: column;'>
<div style='padding: 15px; border-bottom: 1px solid rgba(150, 150, 150, 0.2); font-weight: bold; font-size: 18px; color: inherit;'>Instalación en sistemas aislados</div>
<div style='padding: 15px; color: inherit;'>
<p style='font-size: 15px; margin-bottom: 15px;'>La instalación en un sistema aislado se hace en el controlador de carga, en los mismos bornes donde se conecta el módulo fotovoltaico</p>
<p> <img style='width: 100%; height: auto; border: 1px solid rgba(150,150,150,0.3); border-radius: 8px;' src='https://ftp3.syscom.mx/usuarios/oavila/Carlos%20Chaparro/Model%20LA302-1.png' alt='Instalación en sistema aislado' title="Protector de Descargas Atmosféricas, Diseñado Para Sistemas Fotovoltaicos, Uso en Corriente Directa, 0-500 Vcc"> </div>
</p></div>
</p></div>
<div style='display: flex; flex-wrap: wrap; gap: 20px; margin-bottom: 30px;'>
<div style='flex: 1 1 250px; border: 1px solid rgba(150, 150, 150, 0.4); border-radius: 8px; overflow: hidden; display: flex; flex-direction: column;'>
<div style='padding: 15px; border-bottom: 1px solid rgba(150, 150, 150, 0.2); font-weight: bold; font-size: 18px; color: inherit;'>Instalación en sistemas de interconexión</div>
<div style='padding: 15px; color: inherit;'>
<p style='font-size: 15px; margin-bottom: 15px;'>En un sistema de interconexión se hace en la pastilla térmica donde llegan los módulos en el inversor, respetando los colores y polaridades como la imagen anterior, en microinversores se puede omitir.</p>
<p> <img style='width: 100%; height: auto; border: 1px solid rgba(150,150,150,0.3); border-radius: 8px;' src='https://ftp3.syscom.mx/usuarios/oavila/Carlos%20Chaparro/Captura%20de%20Pantalla%202020-01-09%20a%20la%28s%29%2016.32.28.png' alt='Instalación en sistema de interconexión' title="Protector de Descargas Atmosféricas, Diseñado Para Sistemas Fotovoltaicos, Uso en Corriente Directa, 0-500 Vcc"> </div>
</p></div>
</p></div>
<div style='display: flex; flex-wrap: wrap; gap: 20px; margin-bottom: 30px;'>
<div style='flex: 1 1 250px; border: 1px solid rgba(150, 150, 150, 0.4); border-radius: 8px; overflow: hidden; display: flex; flex-direction: column;'>
<div style='padding: 15px; border-bottom: 1px solid rgba(150, 150, 150, 0.2); font-weight: bold; font-size: 18px; color: inherit;'>Modelos relacionados</div>
<div style='padding: 15px; color: inherit;'>
<p style='font-size: 15px; margin-bottom: 15px;'>En corriente alterna se observa otro supresor (especial para corriente alterna) modelo <a href='https://www.syscom.mx/producto/LA302R-DELTA-167343.html' style='color: inherit; text-decoration: underline;'>LA302R</a></p>
<p> <img style='width: 100%; height: auto; border: 1px solid rgba(150,150,150,0.3); border-radius: 8px;' src='https://ftp3.syscom.mx/usuarios/oavila/Carlos%20Chaparro/Captura%20de%20Pantalla%202020-01-09%20a%20la%28s%29%2016.00.08.png' alt='Instalación en sistema de interconexión' title="Protector de Descargas Atmosféricas, Diseñado Para Sistemas Fotovoltaicos, Uso en Corriente Directa, 0-500 Vcc"> </div>
</p></div>
</p></div>
<hr style='border: 0; border-top: 1px solid rgba(150, 150, 150, 0.3); margin: 30px 0;'> </div>
</div>
<div style="margin-top:20px; border-top:1px solid #ccc; padding-top:10px;">
<h4>Descargas:</h4>
<p><a href="http://ftp3.syscom.mx/usuarios/ftp/2015/01/14/d3d5f/LA302DC.pdf" target="_blank" style="display:inline-block; margin:2px; padding:5px 10px; background:#eee; color:#333; text-decoration:none; border-radius:3px; font-size:11px;"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c4.png" alt="📄" class="wp-smiley" style="height: 1em; max-height: 1em;" /> LA302DC</a></div>
<p>Read more at <a href="https://servicompras.com.mx/producto/protector-de-descargas-atmosfericas-disenado-para-sistemas-fotovoltaicos-uso-en-corriente-directa-0-500-vcc/">Servicompras</a></p>]]></content:encoded>
					
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			</item>
		<item>
		<title>Supresor de Picos Transitorios de Voltaje, para uso en Corriente Alterna de 125 a 300 Vca.</title>
		<link>https://servicompras.com.mx/producto/supresor-de-picos-transitorios-de-voltaje-para-uso-en-corriente-alterna-de-125-a-300-vca/</link>
					<comments>https://servicompras.com.mx/producto/supresor-de-picos-transitorios-de-voltaje-para-uso-en-corriente-alterna-de-125-a-300-vca/#respond</comments>
		
		<dc:creator><![CDATA[servicompras]]></dc:creator>
		<pubDate>Sat, 17 Jan 2026 19:46:35 +0000</pubDate>
				<guid isPermaLink="false">https://servicompras.com.mx/tienda/sin%20categoría/supresor-de-picos-transitorios-de-voltaje-para-uso-en-corriente-alterna-de-125-a-300-vca/</guid>

					<description><![CDATA[El trabajao electrico es peligroso, las malas conexiones pueden provocar incendios, lesiones o la muerte, una inatalacion electrica solo debe ser realizada por profesionales calificados. Cuando exista una descarga en la red electrica el supresor recibira el daño, cuando la descarga sea de mayor intensidad que la indicada en la ficha tecnica y tenga suficiente [&#8230;]<p>Read more at <a href="https://servicompras.com.mx/producto/supresor-de-picos-transitorios-de-voltaje-para-uso-en-corriente-alterna-de-125-a-300-vca/">Servicompras</a></p>]]></description>
										<content:encoded><![CDATA[<div class="syscom-descripcion">
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' alt="AyVpsi3SVEhWAAAAAElFTkSuQmCC"  title="Supresor de Picos Transitorios de Voltaje, para uso en Corriente Alterna de 125 a 300 Vca." /></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>El trabajao electrico es peligroso, las malas conexiones pueden provocar incendios, lesiones o la muerte, una inatalacion electrica solo debe ser realizada por profesionales calificados.</span></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>Cuando exista una descarga en la red electrica el supresor recibira el daño, cuando la descarga sea de mayor intensidad que la indicada en la ficha tecnica y tenga suficiente calor y tension acumulada, el supresor abrira un orificio de aproximadamente un pulgada en el inferior del bote y expulsara silicio caliente y trozos de plastico, realizando su maxima funcion de bloqueo y protegiendo el circuito.</span></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>Use este restrictor de picos de voltaje en corriente alterna antes de su inversor. Así evitará daños debido a picos de corriente originados por descargas eléctricas inesperadas.</span></p>
</p>
<p><span style='font-family: helvetica, arial, sans-serif;'>*Varistor de Oxido Silicon</span></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>*Numero ilimitado de protecciones .</span></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>*Tiempo de respuesta 5 nanosegundos</span></p>
</p>
<p><img src='https://ftp3.syscom.mx/usuarios/oavila/Carlos%20Chaparro/Model%20LA302.png'  alt="Model%20LA302"  title="Supresor de Picos Transitorios de Voltaje, para uso en Corriente Alterna de 125 a 300 Vca." /></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>conecte los cables negros en las pastillas termicas empalmandolos con las 2 fases que van al inversor, el cable blanco llevelo neutro-tierra fisica.</span></p>
<p><span style='font-family: helvetica, arial, sans-serif;'>Tambien lo puede usar en un tablero de distribucion para proteccion de equipos electronicos.</span></p>
<p><img src='https://ftp3.syscom.mx/usuarios/oavila/Carlos%20Chaparro/Captura%20de%20Pantalla%202020-01-10%20a%20la%28s%29%2015.48.11.png'  alt="Captura%20de%20Pantalla%202020 01 10%20a%20la%28s%29%2015.48.11"  title="Supresor de Picos Transitorios de Voltaje, para uso en Corriente Alterna de 125 a 300 Vca." /></p>
</div>
<div style="margin-top:20px; border-top:1px solid #ccc; padding-top:10px;">
<h4>Descargas:</h4>
<p><a href="http://ftp3.syscom.mx/usuarios/ftp/2019/04/04/e7c7e/LA302R.pdf" target="_blank" style="display:inline-block; margin:2px; padding:5px 10px; background:#eee; color:#333; text-decoration:none; border-radius:3px; font-size:11px;"><img src="https://s.w.org/images/core/emoji/17.0.2/72x72/1f4c4.png" alt="📄" class="wp-smiley" style="height: 1em; max-height: 1em;" /> LA302R</a></div>
<p>Read more at <a href="https://servicompras.com.mx/producto/supresor-de-picos-transitorios-de-voltaje-para-uso-en-corriente-alterna-de-125-a-300-vca/">Servicompras</a></p>]]></content:encoded>
					
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