tag:blogger.com,1999:blog-39904341319825356572024-03-13T20:21:48.044+01:00ILUMINACIÓN LEDIntroducción a la iluminación led doméstica. Podremos ver los conceptos, testar los productos y sacar algunas impresiones que comentaremos en este blog, con la idea de ayudar a entender al menos los conceptos básicos sobre la iluminación led para el hogar.
La parte de los comentarios, bajo cada entrada, intentaremos que se pueda utilizar a modo de "foro" con preguntas y respuestas...
Material para pruebas y fotos cedido por cortesía de www.suministrosperez.comUnknownnoreply@blogger.comBlogger123125tag:blogger.com,1999:blog-3990434131982535657.post-59455966977437598262021-08-10T19:42:00.000+02:002021-08-10T19:42:08.154+02:00 MONTAR DOWNLIGHT EN TECHO DE ALUMINIO CON LÁMINAS DE 20CM DE ANCHURA<p style="text-align: justify;"> <span style="font-family: arial;">Hola, en esta ocasión os voy a explicar para los "manitas" como se monta un downlight led de 18w, 20w o 22w con un diámetro de encastre de 20cm o de 20,5cm en un techo de aluminio en el que las láminas son de 20cm de anchas.</span></p><p style="text-align: justify;"><span style="font-family: arial;"> Puede parecer difícil es cierto, pero tras varias intentonas al final he encontrado un truco que os paso a explicar. </span></p><p style="text-align: justify;"></p><div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEnhzxZiycRTj6WQNEF3-V84V8Z68yBGpQGBdyC9efBxrdkFTUKpWtEl5Hf1qJStkfUsXFeQZX6KIDaZtHH2PeDFZVp6VnHkhnL0M2-bMZgFtrxn-xqEWNefVI__Py379zuS6hBB8pmPQ/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="901" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEnhzxZiycRTj6WQNEF3-V84V8Z68yBGpQGBdyC9efBxrdkFTUKpWtEl5Hf1qJStkfUsXFeQZX6KIDaZtHH2PeDFZVp6VnHkhnL0M2-bMZgFtrxn-xqEWNefVI__Py379zuS6hBB8pmPQ/w400-h225/IMG-20210810-WA0004.jpg" width="400" /></a></div><div style="text-align: justify;"><span style="font-family: arial;">En este tipo de techo si empezamos a manipular las láminas es muy posible que acabemos marcandolas o doblandolas de forma que sea irreversible.</span></div><p style="text-align: justify;"><span style="font-family: arial;">El truco en cuestion es relativamente fácil, se trata de agrandar el agujero en las láminas lo máximo posible sin ocasionarles marcas ni alabearlas (hacerle olas).</span></p><div class="separator" style="clear: both; text-align: justify;"><div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-CzJ2cw0ttFTDaRHH_Lx2fJZjxBSqjdVp36kPqdvtnnXcrQWPPXNobV_GYvlEcsi87hfd91Ydv_VcU8ZvFGQekN3wpG3FM0qp9WRlIcxeHmwYIimygoYeyePVz0aXTk_5faJAoDCXpK8/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="901" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-CzJ2cw0ttFTDaRHH_Lx2fJZjxBSqjdVp36kPqdvtnnXcrQWPPXNobV_GYvlEcsi87hfd91Ydv_VcU8ZvFGQekN3wpG3FM0qp9WRlIcxeHmwYIimygoYeyePVz0aXTk_5faJAoDCXpK8/w400-h225/IMG-20210810-WA0005.jpg" width="400" /></a></div></div><div style="text-align: justify;"><span style="font-family: arial;">Primero comprobaremos que no nos entra, porque el 90% de los agujeros que me he encontrado en estos techos es de 19cm o bien de 20cm y claro si nuestro downlight necesita 20,5 cm pues nos falta ese milimetro que nos permita encajarlo.</span></div><p style="text-align: justify;"></p><p style="text-align: justify;"></p><p style="text-align: justify;"><span style="font-family: arial;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKMqRW01KqdL_UWevhn7WMfpLdEa-SyzFTKX9oEHtgpYf4Zi_jAEN4m0q_FQp19kZkPCalQhvNY5mCQlrPrjASt4hJN0ZqEK8mh_13JYLdbwYTbHk2fyn0MQ6-hKWexpF0MQUXLEzgE0s/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="901" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKMqRW01KqdL_UWevhn7WMfpLdEa-SyzFTKX9oEHtgpYf4Zi_jAEN4m0q_FQp19kZkPCalQhvNY5mCQlrPrjASt4hJN0ZqEK8mh_13JYLdbwYTbHk2fyn0MQ6-hKWexpF0MQUXLEzgE0s/w400-h225/IMG-20210810-WA0001.jpg" width="400" /></a> </span></span></p><p style="text-align: justify;"><span style="font-family: arial;"><span style="font-family: arial;"> </span> Bien paso a la "estrategia" para el montaje: cogemos un alicate de corte diagonal (pequeño o mediano) y le hacemos cortes cada 2 ó 3 centimetros, que <b>luego doblaremos para adentro con cuidado </b>y esto lo podemos hacer con una llavecita inglesa cerrada casi al máximo o bien con un alicate universal tambien de tamaño pequeño (para poder manipular sin que nos toque el mango en la otra punta del circulo), pero ojo!! coged para hacer el pliegue, sólo 4-5mm, como se ve en la foto de arriba, es decir lo justo para agrandar lo que necesitamos de diámetro. </span></p><p style="text-align: justify;"><span style="font-family: arial;">Una vez doblado, con un pequeño martillito podeis poner ese doblez perpendicular para arriba con pequeños toquecitos que además redondearán el alojamiento.<br /></span></p><p style="text-align: justify;"></p><p style="text-align: justify;"></p><p style="text-align: justify;"><span style="font-family: arial;"><span style="color: #660000;">OJO A LOS CORTES CON LA CHAPA, QUE SUELE ESTAR MUY AFILADA!!! </span><br /></span></p><p style="text-align: justify;"><span style="font-family: arial;">Os paso las fotos que hice porque más vale una imagen que mil palabras, y vosotros juzgaréis. </span></p><p style="text-align: justify;"><span style="font-family: arial;"> </span><span style="font-family: arial;"></span></p><div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4n9KWE5LjOcFqH1hNMj9VD0zdX94tM0z25B1X_600vwxreRF9QKmxtqJm_i1pwUPafaljwD3tSvfFTXj57ZaPj8CrZmhKVVUeakXeQLS9rAjFiHWCRwiz1gapk4K29wq1yVBa8OR_fd8/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="901" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4n9KWE5LjOcFqH1hNMj9VD0zdX94tM0z25B1X_600vwxreRF9QKmxtqJm_i1pwUPafaljwD3tSvfFTXj57ZaPj8CrZmhKVVUeakXeQLS9rAjFiHWCRwiz1gapk4K29wq1yVBa8OR_fd8/w400-h225/IMG-20210810-WA0002.jpg" width="400" /></a></div><p style="text-align: justify;"></p><p style="text-align: justify;"><span style="font-family: arial;">Obviamente en el canto donde se unen las láminas no podremos ganarle nada pues ese sería el "tope" asi que en ese punto mas estrecho y que no podemos retocar debemos poner la parte del downlight que sea el punto mas estrecho, (por ejemplo las "garras" del downlight que queden en medio de la lámina, no en la unión de éstas) y en todo caso forzar un poquito la entrada.</span></p><p style="text-align: justify;"><span style="font-family: arial;">Y ya lo tenéis, espero que os haya servido de ayuda.</span></p><p style="text-align: justify;"><span style="font-family: arial;">un saludo</span></p><p style="text-align: justify;"><span style="font-family: arial;">Juan Pérez</span><br /></p><p style="text-align: justify;"><span style="font-family: arial;"></span><span style="font-family: arial;"><br /><br /><br />.</span></p><p style="text-align: justify;"><span style="font-family: arial;"> </span></p><p style="text-align: justify;"><span style="font-family: arial;"> </span><br /></p>Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-3990434131982535657.post-30530448069720025962021-05-06T18:11:00.002+02:002021-05-06T18:11:54.914+02:00ESTRENAMOS NUEVA PAGINA WEB-TIENDA ONLINE<p><span style="font-size: small;"> Hola de nuevo amigos, tras un tiempo sin publicar ningun artículo, deciros que volvemos al "tajo" con nueva página web y a su vez nueva tienda online.</span></p><p><span style="font-size: small;">Cuando decimos <b>nueva</b>, sginifica nueva en el más amplio sentido de la palabra.</span></p><p><span style="font-size: small;">Nuevos productos, nuevo distribuidor, siempre intentando la mejor relación calidad-precio, y esta vez sólo tienda on line, ya que de esta forma os podemos dar los mejores precios del mercado, siempre con 2-3-ó 5 años de garantía segun producto. Es obvio que es imposible fisicamente y comercialmente hablando o frecer estos precios en una tienda física, debido a los gastos que conlleva a dia de hoy subir una persiana... y los que tengáis tienda física me entendereis a la perfección:)<br /></span></p><p><span style="font-size: small;"> Estos nuevos artículos son de contrastada calidad y siempre con el respaldo técnico que nos caracteriza, para que no tengáis ningun problema ni en la compra, ni en el montaje, ni en ninguna duda técnica que me podáis plantear u os pueda surgir.</span></p><p><span style="font-size: small;"> Iremos probando los productos en este blog... como siempre .. y despejando las dudas que se os puedan dar, asi como analizando las carcaterísticas de cada producto.<br /></span></p><p><span style="font-size: small;"></span></p><p><span style="font-size: small;">Asi pues espero que me hagáis una visita a la web y dado el caso, si necesitais algun producto o teneis alguna pregunta no dudeis en consultarme... y bueno decid para terminar que espero que os guste la nueva tienda on line <a href="http://www.suministrosperez.com/" target="_blank">Suministrosperez</a></span><br /></p><p> </p><p></p><p>Asi que os emplazo a comprobar si los precios no son de lo mejorcito del mercado!!!</p><p>Un saludo a todos y gracias por vuestra confianza.</p><p></p><p>Juan Pérez<br /></p><p> </p><p></p><p></p><p><img height="360" 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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hola de nuevo, tras este periodo sin escribir, ire actualizando el blog con los nuevos productos de que disponemos, algunos muy interesantes como estas nuevas bombillas "gigantes".</span></div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-left: 0px; margin-right: auto; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo-XdKFWJX3L6FBIOMhapsGRJelJVFSa4AlVBIbEsd1zjPd4_T8W8TgzlBmglhP4MzxBR0kDA99BzFS1urT3gbYgno5PgSyl2_6gKWUlHbwjmJvsBt7K1ighMh2SRLi323XVwqrj67Abs/s1600/globo+200.1.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1197" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgo-XdKFWJX3L6FBIOMhapsGRJelJVFSa4AlVBIbEsd1zjPd4_T8W8TgzlBmglhP4MzxBR0kDA99BzFS1urT3gbYgno5PgSyl2_6gKWUlHbwjmJvsBt7K1ighMh2SRLi323XVwqrj67Abs/s320/globo+200.1.jpg" width="239" /><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.suministrosperez.com/Detalles.asp?id_producte=XXL%20G200%20filamento&id_categoria=1003" target="_blank"><span style="font-family: "arial" , "helvetica" , sans-serif;">Globo 200 mm x 310mm</span></a></td></tr>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="clear: left; float: right; margin-bottom: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil3QoF1yG918ZpuWYQ1S-8R-qtkQi9dPmlfWYe42_3EfheWntiaWVoh1nqNn1Lovv3ZVBz-Nhp0RzCWqasXatJyq803rd9tYustxVeJ3prUuJlP6tLKmjbKbsyPuECmpp3d7Jb4Ojn5Y4/s1600/tubular+80.1.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="672" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEil3QoF1yG918ZpuWYQ1S-8R-qtkQi9dPmlfWYe42_3EfheWntiaWVoh1nqNn1Lovv3ZVBz-Nhp0RzCWqasXatJyq803rd9tYustxVeJ3prUuJlP6tLKmjbKbsyPuECmpp3d7Jb4Ojn5Y4/s320/tubular+80.1.jpg" width="134" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.suministrosperez.com/Detalles.asp?id_producte=XXL%20TT80%20filamento&id_categoria=1003" target="_blank">Tubular 80mm x 340 mm</a></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Como podéis ver en las fotos se trata de bombillas con un gran tamaño y en varias formas, ideales para que cada cual elija la que más le agrade para la decoración de su casa.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Todas tienen en común aparte del tamaño desmesurado, su cristal "dorado", el cual está pensado para remarcar si cabe la calidez de la luz ya de por si cálida, pero con ese tono de cristal se convierte en especialemente acogedora y atractiva, osea que pasamos de 3000k a 2200k, vamos una declaración de intenciones "relajantes" en toda regla.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Como veis las medidas son de gran formato, pues lo que se persigue aqui es que la propia bombilla haga de lámpara en si misma, y sea el centro de atención.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Mucha gente me pregunta sobre ellas en la tienda, que porqué siendo tan grandes hacen tan poca luz, porque al menos a nivel doméstico impacta que una bombilla tan grande haga la misma luz que una de menor tamaño, y es que la idea es que puedas <u>mirarla encendida</u>, pues si tuvieran mas potencia se perdería "la gracia" ya que no puedes verla con detalle. De todas formas la potencia de todas ellas es de 8w con filamento led y proporcionan 720 lm, es decir viene a ser como una bombilla de 60w de incandescencia, sólo que consume 8w.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Como siempre con 2 años de garantía.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTxt5_K_6-COqQBuhzrmw7mp5TTR3arpuFR_HXvqwaZTs696t7wzJHa8WPDJx2iH6dm1wbE8vcunvRhGcdm2a1XMVZzZm3Omxr1xCvwwhbEjTTwjhMt7sWG18n-4jDj_Ce33PhZqqD3XE/s1600/IMG_20181122_190841.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="903" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTxt5_K_6-COqQBuhzrmw7mp5TTR3arpuFR_HXvqwaZTs696t7wzJHa8WPDJx2iH6dm1wbE8vcunvRhGcdm2a1XMVZzZm3Omxr1xCvwwhbEjTTwjhMt7sWG18n-4jDj_Ce33PhZqqD3XE/s400/IMG_20181122_190841.jpg" width="225" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">asi podeis apreciar el tamaño XXL :)</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Tambien aprovecho para mostraros los colgantes E27 (portalámparas tamaño normal) de que disponemos, dos de ellos en efecto bronce, otro en tono cobre y otro más en níquel. Todos con cable textil, y bueno, la idea es que podáis colgar vuestras "big size vintage" con un portalámparas acorde al estilo de la bombilla.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Os he colocado una par de fotos del escaparate de la tienda, tambien esta de la izquierda en la que se ve la mano con la bombilla, para que podáis apreciar el tamaño en relación con mi mano, y por último abajo los 4 modelos de apliques que disponemos para que estas bombillas tan "especiales" luzcan como se merecen en vuestro hogar o comercio.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Os dejo un enlace <a href="http://www.suministrosperez.com/comprar.asp?id_categoria=1003" target="_blank">PINCHANDO AQUI</a> por si os interesa la compra de algun modelo de estos .. (o bien otras bombillas de filamento mas pequeñas) podáis acceder a nuestra tienda web.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Pues un saludo y gracias por visitar mi blog.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBjfZsXDwqFq85EP4pcf78oBewi-zafOVkyGQgxjFf9nvj5O7B1dRdcWNsFrdNgL26OUCDALLcivn3UaiwcyEYi33uaC49OoAm_foXvem_nWLt_ApcMumcEykh0ave5ueh9fkD8y6g3CE/s1600/globo+pera+180.1.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="1004" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBjfZsXDwqFq85EP4pcf78oBewi-zafOVkyGQgxjFf9nvj5O7B1dRdcWNsFrdNgL26OUCDALLcivn3UaiwcyEYi33uaC49OoAm_foXvem_nWLt_ApcMumcEykh0ave5ueh9fkD8y6g3CE/s320/globo+pera+180.1.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.suministrosperez.com/Detalles.asp?id_producte=XXL%20ER180%20filamento&id_categoria=1003" target="_blank">Globo pera 180 mm x 310 mm</a></td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOKsk1cVDgcGYFg0AGguOs86Vi8_O0pjf4EHcIwhrKsj9tkTRj0EJZ79RFB8o5CIPfM61f7ZiGEYERHWN7IX4Rx4_zmp-7DESwradeCsCny84oTM7smPmZiklWNzuTl_4wtSZx3VBQfHE/s1600/IMG_20181018_192810.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1600" data-original-width="903" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOKsk1cVDgcGYFg0AGguOs86Vi8_O0pjf4EHcIwhrKsj9tkTRj0EJZ79RFB8o5CIPfM61f7ZiGEYERHWN7IX4Rx4_zmp-7DESwradeCsCny84oTM7smPmZiklWNzuTl_4wtSZx3VBQfHE/s640/IMG_20181018_192810.jpg" width="360" /></a><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIklWp_Tg0QiF93rgAMPbQGiXT03zhGwZOdm-Zturf3uA1dfVTAdn6Et7lAw0flVNDbQ0dGl2lSypqkGHkeJhMZt4Mh_Xk7-N1yF3_IYcz-O0pX8uLPSN0rMbBjmN4KYAf-15sCGkJICI/s1600/oval+180.1.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1600" data-original-width="900" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIklWp_Tg0QiF93rgAMPbQGiXT03zhGwZOdm-Zturf3uA1dfVTAdn6Et7lAw0flVNDbQ0dGl2lSypqkGHkeJhMZt4Mh_Xk7-N1yF3_IYcz-O0pX8uLPSN0rMbBjmN4KYAf-15sCGkJICI/s320/oval+180.1.jpg" width="179" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.suministrosperez.com/Detalles.asp?id_producte=XXL%20BT180%20filamento&id_categoria=1003" target="_blank">Oval 380 mm x 180 mm</a></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ9t_DjmhPBbKv4004sSQv_jwIakTCq2szNe5vRhaeyRtBAR10RQr6PSY2xYjr_uqD4_78_e4NCzrBhYt2AyOzHSkTsLwcDuG8vo8pD7RjvrslSFT1G_zNXem1f6undFoEvE5Yl3QRy3w/s1600/colgantes.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" data-original-height="446" data-original-width="1600" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ9t_DjmhPBbKv4004sSQv_jwIakTCq2szNe5vRhaeyRtBAR10RQr6PSY2xYjr_uqD4_78_e4NCzrBhYt2AyOzHSkTsLwcDuG8vo8pD7RjvrslSFT1G_zNXem1f6undFoEvE5Yl3QRy3w/s640/colgantes.jpg" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.suministrosperez.com/comprar.asp?id_categoria=1003" target="_blank">estos son los 4 modelos de colgantes E27 de que disponemos</a></td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYQRnm-roaXvDwU7ZexKGe1uygydUXG6AIC-gupkM9Dxfc2RneZ_Epj-8UsccW8aERZiNmbxkn9fd5tvUg4a5KQZ64CyrOUOII5sOIcA-2qizEOjWNH17uJMRYAOtRC_RZNUE1PMg3PNQ/s1600/IMG_20181018_192818.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="903" data-original-width="1600" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYQRnm-roaXvDwU7ZexKGe1uygydUXG6AIC-gupkM9Dxfc2RneZ_Epj-8UsccW8aERZiNmbxkn9fd5tvUg4a5KQZ64CyrOUOII5sOIcA-2qizEOjWNH17uJMRYAOtRC_RZNUE1PMg3PNQ/s640/IMG_20181018_192818.jpg" width="640" /></a> </div>
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Unknownnoreply@blogger.com0Carrer de l'Església, 356, 08370 Calella, Barcelona, España41.6133919 2.653579100000001716.091357400000003 -38.6550149 67.1354264 43.9621731tag:blogger.com,1999:blog-3990434131982535657.post-1453154675108091962018-08-28T19:01:00.001+02:002018-09-13T17:30:34.768+02:00OJOS DE BUEY EN SALON, COMO REPARTIRLOS Y QUE POTENCIA PONER<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hola, pues la verdad es que hay de todo, a veces hablando con un cliente me pregunta que potencia ha de poner en los ojos de buey del comedor, y le contesto que depende del criterio que siguiera el electricista que los instaló, veamos:</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En un bloque de pisos donde todos los salones comedores son iguales, por ejemplo de unos 22 metros cuadrados, puede haber un salón del 3er piso que tenga 4 ojos de buey, y el del 6º que tenga 8 ojos de buey (decimos ojos de buey a los aros que tienen una bombilla halógena ..ahora led).</span></div>
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<tr><td style="text-align: center;"><a href="http://www.suministrosperez.com/comprar.asp?id_categoria=1015" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img border="0" data-original-height="206" data-original-width="200" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEits82FJ7iihAl5RBtQ9WqrbP_zgVfChQJ64RNroitG6ZuChyphenhypheni_lvMiWzPc4dDRMyt28HgSKua-NEQsZ72WXw-xgIZatV2mHyxwJCUYxg4MW8_2wXAsTuk8ZJeU_dvvs2iBUk9HevJrCy8/s200/4wgu10p.jpg" width="193" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.suministrosperez.com/comprar.asp?id_categoria=1015" target="_blank">smd 4,5w</a></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Es obvio que el criterio del electricista es el que resulta determinante, pues por norma el particular confía en el instalador.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">De esta forma nos encontramos con instalaciones exageradas y otras que quedaron cortas de puntos de luz.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Que ocurre y recomiendo cuando en lugar de 8 aros se instalaron 12 ?.. pues muy sencillo, se pone la bombilla menos potente para compensar ese exceso.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Y en el caso que haya menos unidades de las que por lógica debería haber? .. pues recurriremos a la bombilla más potente para compensar la merma.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Tomando como referencia las halógenas de 50w os comento como calcular los cambios a led si fuese ese vuestro caso. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Os recuerdo que nosotros disponemos de bombillas led de las siguientes potencias:</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">4,5w (350 lm)...un poquito menos que las halógenas de 50w</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">6w (480 lm)... equivale en la práctica a las de 50w halógenas, quedaría igual tras el cambio</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">7,5w (680 lm).. las supera un poco , podríamos decir que un 20-25% más.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">9w (720 lm)... podríamos decir que sobre un 25-30% superiores en luminosidad.</span></div>
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<tr><td style="text-align: center;"><a href="http://www.suministrosperez.com/comprar.asp?id_categoria=1015" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img border="0" data-original-height="173" data-original-width="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhtTmeBB6_2Ro85wZqb0R0UxzToF-ors-RbOaUtlqfS5OKlx_QxmTTfJhP8Rb_YW4U_L8yyWuhyphenhyphen9Dr9zXhbCeIhLpHqEhs8lpI2kcMWKCRv-CV5azt19M44wwlLk7temxcP8chIgyn1uY/s1600/GU10de7.5wp.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.suministrosperez.com/comprar.asp?id_categoria=1015" target="_blank">smd 7,5w</a></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Tampoco es descabellado (ya sabéis que soy ante todo práctico) el colocar por ejemplo sobre la mesa del comedor unas bombillas mas potentes y sobre el sofá algo más suave, que no nos incomode si estamos de charla o viendo la tele.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Si vuestro caso se trata de hacer instalación nueva, e incluso repartir desde cero los puntos de luz, podéis seguir el clásico criterio de repartirlos de forma uniforme y equitativa:), por ejemplo simétricamente y siempre (si es posible) dividir </span><br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.suministrosperez.com/comprar.asp?id_categoria=1015" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img border="0" data-original-height="211" data-original-width="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinxP4ORFr5m_yLddKqCXETQkdS_OA0HaPk1r7dsDWu_saYT76X9Nthl1AS7ReztMqIXUqxQNiTD1N3PmR9B4oH7-uOx9hIbGsh-_O1Wj57rO3g2BG1HQpiZYz7PqBe5QC3S9I18Vlmq80/s1600/Smd6w400lmp.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.suministrosperez.com/comprar.asp?id_categoria=1015" target="_blank">smd 6w</a></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">en al menos dos líneas distintas (dos interruptores) para así poder disponer de la luz que necesitemos en cada momento.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Tampoco aglutinar varios punto de luz sobre la mesa para darle algo más de protagonismo durante una comida o cena es mala idea, o incluso colocar por ejemplo 4 sobre la mesa y dos sobre el sofá, el lugar de ponerlos repartidos simétricamente en toda la estancia. Supongo que esto va ya a gusto del cada persona.</span></div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://www.suministrosperez.com/comprar.asp?id_categoria=1015" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img border="0" data-original-height="207" data-original-width="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitcVuix8qA0OdApXoEZGDHAl6twtIzqMS7Lm1vpDCaLCqWWFWma4as74Av0FGI6NmslNx7oEs8xlc1eTWxDcpIX7oayrU6ozrWls1F5k0uPCG80yayeIv46VoxlR-29WA5VV1yhDjravA/s1600/smd9wgu10p.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://www.suministrosperez.com/comprar.asp?id_categoria=1015" target="_blank">smd 9w</a></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ya para terminar os puedo aconsejar para un comedor de 22 metros cuadrados... y bombillas de 6w (antes 50w halógenas) que entre 6 u 8 unidades quedaría redondo! </span><span style="font-family: "arial" , "helvetica" , sans-serif;">(estamos hablando del techo de un apartamento o piso que puede medir sobre 2,70 metros de alto)</span><span style="font-family: "arial" , "helvetica" , sans-serif;">.. pero claro esto es cuestión de gustos, como ocurre con el color de la luz, que a mi criterio en un salón comedor debería ser cálida o neutra, pero también entiendo quien la quiera poner blanco frío, como digo... cuestión de gustos:)</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">PD: Pinchando en el modelo de bombilla podeís enlazar con nuestra web y ver precios características etc.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para cualquier duda podeis usar este mail: juan@suministrosperez.com</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">o bien llamar al teléfono que aparece en la cabecera de la propìa web:</span><br />
<a href="http://www.suministrosperez.com/"><span style="font-family: "arial" , "helvetica" , sans-serif;">www.suministrosperez.com</span></a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">un saludo</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
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Unknownnoreply@blogger.com0Calella, Barcelona, España41.6134346 2.65355520000002841.5896926 2.6132147000000279 41.6371766 2.6938957000000281tag:blogger.com,1999:blog-3990434131982535657.post-50872915904361105372018-05-05T13:56:00.000+02:002018-05-05T13:56:05.007+02:00ILUMINACIÓN LED EN CALELLA - PINEDA DE MAR<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiffSVEnz2BnxjonFSrs0eDYMNh6n5vsIGTz7Dhzbh-I6UTl9audBnUfkyW17Mr7ZFHzwGHdEgonwbx66FGTRuxD7GLlyPOi_G6jjEOXK2SpDRdIMU1kSX7HJ9k5lAk_Oa19qMHZX_3Q24/s1600/SUMINISTROS+PEREZ+rotulo+castellano.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="303" data-original-width="1600" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiffSVEnz2BnxjonFSrs0eDYMNh6n5vsIGTz7Dhzbh-I6UTl9audBnUfkyW17Mr7ZFHzwGHdEgonwbx66FGTRuxD7GLlyPOi_G6jjEOXK2SpDRdIMU1kSX7HJ9k5lAk_Oa19qMHZX_3Q24/s640/SUMINISTROS+PEREZ+rotulo+castellano.jpg" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFrFGRBm36kWbKel2Z4RZA0usCk8eRo6e54jg8ZTS_1gdxmJekiA3-7RaVQAcHfc_DYPeWkj2_GhDJOgtp2_YdwaImmeN-04EYg9Rum8t6k4P4_BVbvH180L-rNsuZ3pxEwV_TxZuR1vE/s1600/IMG_20180405_184243.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="903" data-original-width="1600" height="111" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFrFGRBm36kWbKel2Z4RZA0usCk8eRo6e54jg8ZTS_1gdxmJekiA3-7RaVQAcHfc_DYPeWkj2_GhDJOgtp2_YdwaImmeN-04EYg9Rum8t6k4P4_BVbvH180L-rNsuZ3pxEwV_TxZuR1vE/s200/IMG_20180405_184243.jpg" width="200" /></a><span style="font-family: Arial, Helvetica, sans-serif;">Hola de nuevo, pues ya tenemos abierta y funcionando la nueva tienda en Calella de la costa, muy próxima a Pineda de Mar, para ser exacto en la Calle Iglesia nº 356.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Aquí disponemos de TODOS nuestros artículos </span><span style="font-family: Arial, Helvetica, sans-serif;">conectados y </span><span style="font-family: Arial, Helvetica, sans-serif;">expuestos para una mayor apreciación y comparación... y en definitiva para comodidad de nuestro clientes.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZmswT8HVIFe19OjozGq95K84lF8PFJCJp-0ini9gC_Ak1Ty9qKcUjnTjV4uY8II3taP5Vy0jUW5Rx6eYywJGLuRhiQlcMOm-ynu-kfWF41XFRTXlp19NvMaPVWML4P4Frg0hJ_V_BcwQ/s1600/IMG_20180327_195242.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="903" data-original-width="1600" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZmswT8HVIFe19OjozGq95K84lF8PFJCJp-0ini9gC_Ak1Ty9qKcUjnTjV4uY8II3taP5Vy0jUW5Rx6eYywJGLuRhiQlcMOm-ynu-kfWF41XFRTXlp19NvMaPVWML4P4Frg0hJ_V_BcwQ/s200/IMG_20180327_195242.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCCWhOjiOns3L-g9t5FPFyDe3IBQk_dA43oyIG1B3JNkWM5UHU50-S_Bi_zFgl1r-LJS-QLPOr2Jz8mJs18eiWNg1S4jf-MPET2vkRmdnuAs7xOw5zeD7DyU4onv1S2d652w5ptkBP-FQ/s1600/IMG_20180405_190930.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Son 90 metros cuadrados de local, en el mejor sitio de Calella, me refiero a la super-comercial y famosa calle Iglesia, donde tanto los profesionales como los particulares podrán retirar su compra o pedidos al instante ya que disponemos de un amplio stock de todos los productos.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">También quiero recordaros que durante este mes de mayo 2018 y por ser la inauguración dispondréis de un descuento del 10% en todos los productos LED, no obstante, y como es norma general siempre adecuaremos los precios a las cantidades, como digo yo, por pura lógica comercial.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Recordaros que disponemos SIEMPRE DE 2 AÑOS DE GARANTÍA en toda la gama led.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Y nada, os esperamos en nuestra nueva tienda C/ Iglesia 356, Calella. Barcelona.</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">ILUMINACIÓN LED - <a href="http://www.suministrosperez.com/">www.suministrosperez.com</a></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9aJQqI7JZ2QlpYYDgnUDXjiaHIMildlp98XQP7acbC5IjD8ipoxL0Vg4WKWKyNT1c-lICBkgLKPFv6D_SNOT2fkQGT370jhsKd7f5MRo9Rqz3nqMxF6VZnfV1AJw8H6NpDAK2VsOkTvA/s1600/IMG_20180405_190228.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="903" data-original-width="1600" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh9aJQqI7JZ2QlpYYDgnUDXjiaHIMildlp98XQP7acbC5IjD8ipoxL0Vg4WKWKyNT1c-lICBkgLKPFv6D_SNOT2fkQGT370jhsKd7f5MRo9Rqz3nqMxF6VZnfV1AJw8H6NpDAK2VsOkTvA/s640/IMG_20180405_190228.jpg" width="640" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Os recuerdo el teléfono y el mail por si queréis aclarar alguna duda:</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Tef: 692 684 527 </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"> juan@suministrosperez.com</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">PD: Ahhhh....perdonad esta cuña publicitaria, ya que no es mi estilo... pero claro, no sólo de buenas acciones vive el ser humano:)</span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">saludos </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif;">Juan Pérez</span></div>
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Unknownnoreply@blogger.com0Carrer de l'Església, 356, 08370 Calella, Barcelona, España41.6133919 2.653579100000001717.505154400000002 -38.6550149 65.721629400000012 43.9621731tag:blogger.com,1999:blog-3990434131982535657.post-74626451201073971562017-11-28T17:42:00.002+01:002017-12-01T13:10:35.847+01:00COMO SE FABRICAN LOS LED... VISITA A UNA FÁBRICA:)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hola de nuevo, tengo que decir que he estado en persona en la propia fábrica de los led, pero no donde ensamblan las luminarias sean proyectores, tubos o downlights, sino donde <b>fabrican los led</b>, vamos, una invitación en toda regla.</span></div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx_qYXMVBpDAE9KaJXLa0yG-dOAffRhW9pr7vIY3FZ8Jh_BXB6YDRwYiORnFcMQOOo9WrXViBBAwb2B2_zSn_RmqG8Wcb9pS_brzwLWk6p7gjLbe7TEXUsl497M3aWxexUnMffZpge49s/s1600/edificios.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="899" data-original-width="1600" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgx_qYXMVBpDAE9KaJXLa0yG-dOAffRhW9pr7vIY3FZ8Jh_BXB6YDRwYiORnFcMQOOo9WrXViBBAwb2B2_zSn_RmqG8Wcb9pS_brzwLWk6p7gjLbe7TEXUsl497M3aWxexUnMffZpge49s/s320/edificios.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">paisaje urbano normalito</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Pues si amigos, estuve en China este Noviembre de 2017 y tuvimos (nuestro proveedor y nosotros mismos) la enorme suerte de ver personalmente como se fabrican los chips, con maquinaria de ultima generación y bueno... os diré una par de anécdotas para resumiros la visita a China:</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Olvidaros de esa imagen de los chinos cogiendo arroz en zapatillas y con un sombrero de paja de ala ancha... eso supongo que existirá, pero lo que yo vi son barriadas y barriadas de rascacielos (noo no es Nueva York no).. eran bloques de viviendas, pero ojo todas de <b>30 pisos de altas</b>, allí parece que los bloques tipo español de 6-8 alturas no son habituales jejeje... todas rondaban los 30 pisos, las carreteras superanchas, todo a lo grande, más propio de EEUU que de China. </span></div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqRN5d5lro1Vb3Gsr5RjhSWHUONp40CJkDqPw2tC75280ITVkQlLOlgcXx5Vmv0xm4ZYrcY3Wo38zCQKHLJ7HK5vR4j_xSUDlaXDApbeS7P3KDTWXYO-_xBywzUVszX98EYh4ReZCgk18/s1600/mesa+restaurante.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="899" data-original-width="1600" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqRN5d5lro1Vb3Gsr5RjhSWHUONp40CJkDqPw2tC75280ITVkQlLOlgcXx5Vmv0xm4ZYrcY3Wo38zCQKHLJ7HK5vR4j_xSUDlaXDApbeS7P3KDTWXYO-_xBywzUVszX98EYh4ReZCgk18/s320/mesa+restaurante.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">mesa en restaurante preparada</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La otra cosa curiosa es<b> la comida</b> (al menos para un español medio como yo) vereis... todos hemos ido a restaurantes chinos alguna vez, lógicamente, pero es que la comida original de china no TIENE ABSOLUTAMENTE NADA QUE VER con lo que comemos en España en los restaurantes chinos.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La verduras, la carne, el pescado, todo todo, es distinto, tiene otro olor, otro sabor, otra forma de prepararlo... obviamente no existe o no se usa el aceite de oliva, y si abunda la salsa de soja.. y no penséis que eso de grillos, saltamontes, y tortuga es cosa habitual allí, NO!.. al menos yo no llegué a verlo, como mucho serpiente en la carta de un restaurante de 5 tenedores!.. pero no el plato fisicamente dicho.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0KvUNAJ6Y-Y5xr9N9Jh02vST2PMKj82z0lX9BLclBMyIyi-RFPup-aGGTToB9TyBJts0hIKc-pJ1gQLhiU_VOI37E4n27bGmqRiyBodJ2cLEYgaD6I2Gvc3tFkjFM6XWG-0YS2ia1Bms/s1600/mesa+de+te.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="899" data-original-width="1600" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0KvUNAJ6Y-Y5xr9N9Jh02vST2PMKj82z0lX9BLclBMyIyi-RFPup-aGGTToB9TyBJts0hIKc-pJ1gQLhiU_VOI37E4n27bGmqRiyBodJ2cLEYgaD6I2Gvc3tFkjFM6XWG-0YS2ia1Bms/s320/mesa+de+te.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">MESA DE TÉ</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El té... es la bebida más generalizada.... para almorzar, comer cenar.. siempre té... mesas de reunión sólo para <b>la cultura del té</b> (es como el café aquí, se toma en reuniones... pero se bebe muchísimo más) </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">También se fuma muchísimo más (incluso dentro de los locales y entre comidas) </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Otra cosa curiosa es que <b>absolutamente todas las motos son electricas. </b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno dejando a un lado las anécdotas os he subido algunos videos los mas curiosos en cuanto a maquinaria y fabricación para que veais un poco como se fabrican esos "pequeñitos puntitos amarillos" que llamamos LED.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Y espero no ser repetitivo, pero vamos lo de China ha sido una experiencia única, dá esa sensación de un gigante adolescente... tiene mas fuerza y poder quizás del que puede desarrollar, no sabría como explicarlo... pero se nota que es un país nuevo... los coches, (el parque automovilístico) de nivel medio-alto casi todos los coches... pero seminuevos!!.. alli no hay como en España coches de 25 años.. todos son seminuevos.. las carreteras, los edificios, en fin.. un país grande y nuevo... preparado para madurar... porque... ni se te ocurra pensar que los coches van a parar en un paso de cebra...jajajaja.. y es que avanzan demasiado rápido:) </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Tiene sus pegas... algunas soportables.. como que no exista Facebook, ni wasasp... otras mas llevaderas como la cervezas con solo 2º... en fin.. la gente es buena gente.. como aquí... y se esfuerzan en su trabajo.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para terminar.. esto que voy a decir <b><u>es lo que siempre he pensado (personalmente) con respecto a la fabricación China:</u></b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Vereis, son personas y fábricas como nosotros, lo hacen lo mejor que pueden y de hecho.. allí hay tan buena calidad como puede haber en Alemania o Japón, pero si tu vas con un bolígrafo y pides que te lo fabriquen.. te dirán: Sr. sale cada uno a 0,20 cts.. y el <b>Sr. europeo le dirá.. ya... pero yo quiero que me lo fabriques a 0,05 cts.. </b>así pues el fabricante chino te lo hará así como pides... pero si luego solo de mirarlo se rompe por el poco material o por la calidad del material... no nos quejemos, pues son fabricantes.. no magos ni hadas.. al fin y al cabo se dedican a fabricar.. la raza .. o el origen da igual... pues la magia no existe, <b>ellos son chinos, no tontos... una cantidad de dinero produce un producto determinado... otra menor... un producto peor... eso en China y en Australia!</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Espero no haber estado pesado, a veces pienso que también nos apetece leer algo entretenido y esa era mi idea:)</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Aqui os dejo los videos.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo </span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-30539424992541248302017-11-28T16:18:00.000+01:002018-12-11T11:44:11.188+01:00NUEVAS REFLECTORAS LED R39, R50, R63, R80 y R90 <div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJPZzWkMqnr31qsTD1BsiziaLunJJM7tcMiDIich4BgX_2sg6T-bGAVh3l-rykXFIkbNnSm8kLyWzvwtH8QUrsL5_XgtDVRpJI5m-fi2ZU4cSiwQS_rEAyfksQSwFbjvNR0-p9eeojpPw/s1600/R39LEDg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="590" data-original-width="399" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJPZzWkMqnr31qsTD1BsiziaLunJJM7tcMiDIich4BgX_2sg6T-bGAVh3l-rykXFIkbNnSm8kLyWzvwtH8QUrsL5_XgtDVRpJI5m-fi2ZU4cSiwQS_rEAyfksQSwFbjvNR0-p9eeojpPw/s200/R39LEDg.jpg" width="135" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">R39 led</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno como en las anteriores entradas tengo que decir que en la guerra de precios, los esfuerzos por mantener una calidad digna y seguir bajando el precio de los productos led para poder ser competitivo es sin duda lo más parecido a un milagro.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Nosotros hemos cambiado ligeramente el modelo, que sigue estando fabricado en HTPC (policarbonato resistente a altas temperatura) con aluminio (esto es indispensable para una correcta disipación del calor)... también manteniendo la capacidad lumínica y en lo posible aumentando si cabe el rendimiento.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Así pues como ahora vereis hemos bajado precios, y la calidad sigue siendo tan buena o más que habitualmente.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUWPkqyFxL-s6dxNaqVj4Glc0yw-IE9Vbb6tl78-gcKQ_WzZ3qIX4nB9AbBpQQU59_b_Y8PCap4wVV9HthyphenhyphenIsyg1rmX2iDNOURX8Wkz-iET8TJSVKaqrERPj09ALPq0GkLGQAXF6sXy1o/s1600/R50LEDg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="592" data-original-width="402" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUWPkqyFxL-s6dxNaqVj4Glc0yw-IE9Vbb6tl78-gcKQ_WzZ3qIX4nB9AbBpQQU59_b_Y8PCap4wVV9HthyphenhyphenIsyg1rmX2iDNOURX8Wkz-iET8TJSVKaqrERPj09ALPq0GkLGQAXF6sXy1o/s200/R50LEDg.jpg" width="135" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">R50 led</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Podemos decir que el auténtico lujo ahora es mantener las antiguas halógenas o incandescentes en lugar de cambiar a led, ya que el importe del coste del consumo que nos generan las antiguas bombillas lo compensaremos rapidamente al cambiar a led, debido logicamente a su ahora bajo coste de adquisición. Digamos en pocos meses estarán amortizadas:)</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Además como novedad AHORA DISPONEMOS DE TODOS LOS TONOS DE LUZ es decir cálido 3000k, neutro 4200k, y frío 6400k, con lo que podemos elegir el tono de luz que más se adapte a nuestras necesidades.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Os paso los nuevos precios en este caso netos y también las características técnicas, cada uno tiene su enlace pinchando sobre el nombre:</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjecr_4GgPbAPSIhDU8uS-NKZjiS0BzFKpoAJQuUs13i7wQQ34LYVb3ebNsei61IpyDYV2uCalTfcGxWVT03ACj-cZcZtgLyDEUjSIRJqwXwn3iSl_N8ZXA_uTn_zX3fTN1r6QDK7G7Odk/s1600/R63LEDg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="579" data-original-width="395" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjecr_4GgPbAPSIhDU8uS-NKZjiS0BzFKpoAJQuUs13i7wQQ34LYVb3ebNsei61IpyDYV2uCalTfcGxWVT03ACj-cZcZtgLyDEUjSIRJqwXwn3iSl_N8ZXA_uTn_zX3fTN1r6QDK7G7Odk/s200/R63LEDg.jpg" width="136" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">R63 led</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://suministrosperez.com/Detalles.asp?id_producte=R39LED&id_categoria=1004" target="_blank">R39......4w 320lm</a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://suministrosperez.com/Detalles.asp?id_producte=R50LED&id_categoria=1004" target="_blank">R50. ...5,5w 490lm</a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://suministrosperez.com/Detalles.asp?id_producte=R63LED&id_categoria=1004" target="_blank">R63.....7w 600lm</a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://suministrosperez.com/Detalles.asp?id_producte=R80LED&id_categoria=1004" target="_blank">R80....10w 900lm</a></span><br />
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<a href="http://suministrosperez.com/Detalles.asp?id_producte=R90LED&id_categoria=1004" target="_blank"><span style="font-family: "arial" , "helvetica" , sans-serif;">R90... 14w 1250lm</span></a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Es obvio que encontraréis en el mercado siempre pero siempre, algo mas barato, yo entiendo que siempre hay algo mas barato, sea cual sea el precio que puedas tener, y ni quiero ensalzar lo nuestro ni desprestigiar el producto ajeno, lo único que puedo decir al respecto es reiterar el esfuerzo por presentar un producto con una relación óptima entre calidad y precio.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Os paso el apartado de nuestra tienda online donde podeís ver más detalles y en su caso comprar el modelo que os interese, asi que aquí teneis el enlace que podeis pinchar y os llevará directo al apartado correspondiente.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmKMrC0l2ipgsAScnwp9Li0xgzzpAyFcvOdEfBubhhZc53Hq39T3pSnnjHp6TSxg6wBvCX2XzeVapJzMvkMprEtZw-bitiKh8TJuej7NG1SReHCQzxiDrdntfp8wSdzSJl55vvVPwggbo/s1600/R80LEDg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="478" data-original-width="395" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmKMrC0l2ipgsAScnwp9Li0xgzzpAyFcvOdEfBubhhZc53Hq39T3pSnnjHp6TSxg6wBvCX2XzeVapJzMvkMprEtZw-bitiKh8TJuej7NG1SReHCQzxiDrdntfp8wSdzSJl55vvVPwggbo/s200/R80LEDg.jpg" width="165" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial" , "helvetica" , sans-serif;">R80 led</span></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://suministrosperez.com/comprar.asp?id_categoria=1004">http://suministrosperez.com/comprar.asp?id_categoria=1004</a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para cualquier duda técnica o pregunta que tengáis podéis poneros en contacto bien por mail, por teléfono o por wasap.. (que ahora parece la opción mas usual). En tanto pueda os contestaré:)</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSopDYC-QWI-C7k9sqoH-VnNSMGTCrRyr7GqGGV-hkihDOa6qvtzo8gYWYud9G0GTHERnkEdzH_p-9IXefJmyno-FaAU8Z9cAMk1z8evingbHn5x7GPTMuunf6OAnS9sGBk67ecn7AEvU/s1600/R90LEDg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="488" data-original-width="405" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSopDYC-QWI-C7k9sqoH-VnNSMGTCrRyr7GqGGV-hkihDOa6qvtzo8gYWYud9G0GTHERnkEdzH_p-9IXefJmyno-FaAU8Z9cAMk1z8evingbHn5x7GPTMuunf6OAnS9sGBk67ecn7AEvU/s200/R90LEDg.jpg" width="165" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">R90 led</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">tef: 692 684 527</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">mail: juan@suministrosperez.com</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">web: <a href="http://www.suministrosperez.com/">www.suministrosperez.com</a> </span><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-18157272097163130962017-11-24T16:07:00.000+01:002017-12-01T17:44:14.106+01:00SENSORES DE MOVIMIENTO<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno, no es un producto led exactamente, pero ahora más que nunca se están utilizando los sensores de movimiento debido al incremento constante de la tarifa de la electricidad.</span></div>
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<i><span style="font-family: "arial" , "helvetica" , sans-serif;">Ya no quiero entrar en temas políticos pues no es el blog adecuado, pero es obvio que si una vez acabe mi mandato político de 4 años, me van a "colocar" de consejero (si... esas personas que no hacen nada de nada pero que cobran 4000 € cada mes) delegado en una gran empresa de suministro eléctrico, será hasta normal que permita todas estas tropelías con las facturas y tarifas. </span></i></div>
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<i><span style="font-family: "arial" , "helvetica" , sans-serif;">En fin.. las puertas giratorias que llaman por ahí :(</span></i></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ahí va otra teoría extremadamente sofisticada y de cuidado cálculo científico:</span></div>
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<i><span style="font-family: "arial" , "helvetica" , sans-serif;">El Sr. "M" le pregunta al Sr "J" (ya sabéis que en el fondo dan igual las siglas... al final en España nunca pasa nada, si almuerzas con jueces y cenas con fiscales, claro :)</span></i></div>
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<i><span style="font-family: "arial" , "helvetica" , sans-serif;">Sr. M... cuantos contadores de luz habrá mas o menos?.. pues unos 2 millones (por decir algo).. bien ... que le parece si subimos 10 € cada contador?.. pues que generaremos 20 millones de euros más cada mes ... :) ... ahora... amigo lector..... el reparto de esa cantidad lo dejo a tu imaginación.</span></i></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><i>Es ciencia ficción.. verdad?... bonito país:( </i></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno pues las personas de a pie, esas que pagamos impuestos y hasta sabemos lo que es ganar el pan con el sudor de la frente, nos está dando por poner sensores en los pasillos, baños, proyectores exteriores, etc.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqNQR6lDonAMyn5tWrbDWrXt77dk_fqMPI6YH8JF_nQvUC_3QgT_5jxbpFgTxhS-1QIJhQACi95Vitu7EKzqj_KFe2M-Zmz2CRPEntCi_wFgUJESCubHqkfj4zlQVa62s3m8dmY9Lp0hg/s1600/sensor+movimiento+proyectorg.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="338" data-original-width="416" height="325" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiqNQR6lDonAMyn5tWrbDWrXt77dk_fqMPI6YH8JF_nQvUC_3QgT_5jxbpFgTxhS-1QIJhQACi95Vitu7EKzqj_KFe2M-Zmz2CRPEntCi_wFgUJESCubHqkfj4zlQVa62s3m8dmY9Lp0hg/s400/sensor+movimiento+proyectorg.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://suministrosperez.com/Detalles.asp?id_producte=sensor%20movimiento%20proyector&id_categoria=2017" target="_blank">sensor de movimiento para proyector</a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">También en muchas casas de campo y chalets, que quieras que no evitan más de un robo ya que al notar una presencia pues se enciende el pertinente proyector y disuade al ladrón.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Ya no digo en los restaurantes (aseos) en las comunidades de vecinos (pasillos, entradas, rellanos de escalera, caminos de acceso).. en fin las ubicaciones así como las utilidades son innumerables. Y también recordaros que se trata a su vez de comodidad.. ir pasando por un pasillo, garaje, sala y que se vayan encendiendo las luces a nuestro paso y apagando .. sobre todo apagando.. que de eso es lo que se trata .. de asegurarnos que se apagan, claro!!! :) </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno hemos ampliado nuestra oferta de sensores de movimiento con un par de modelos que os quiero comentar.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr-kMtF7TH0Gk3ZDq10Z63QP6_JSN9NVNMWpCdZAHJ0Emg_Az8dkKXk_UI9ysU1FJnUKa_R13f6W0VZcHxXkxeLPPwIA6Gz8NZIa7Rmq6L_-bj-h7d3XwOnHGvnAL1mnq9W9dV2wq_zDs/s1600/sensor+movimiento+empotrableg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="408" data-original-width="399" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr-kMtF7TH0Gk3ZDq10Z63QP6_JSN9NVNMWpCdZAHJ0Emg_Az8dkKXk_UI9ysU1FJnUKa_R13f6W0VZcHxXkxeLPPwIA6Gz8NZIa7Rmq6L_-bj-h7d3XwOnHGvnAL1mnq9W9dV2wq_zDs/s200/sensor+movimiento+empotrableg.jpg" width="195" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://suministrosperez.com/Detalles.asp?id_producte=sensor%20movimiento%20empotrable&id_categoria=2017" target="_blank">sensor de movimiento de empotrar</a></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El menos visto sin duda es el que se puede incorporar a los proyectores, yo mismo he instalado ya alguno que otro, y la verdad queda como si fuese de fábrica, se taladra el agujero, se conectan los cables, que por cierto es muy fácil siempre son los clásicos fase (negro o marrón) y neutro (azul).. de tal forma que le llegue siempre neutro al proyector (o luminaria que queramos controlar) y también al sensor....y luego el fase que viene de la red lo hacemos entrar en el fase del sensor.. y una vez ya controlado por el circuito del detector, saldrá en <b>color rojo</b> hacia el fase de la luminaria que como dijimos será de color gris, negro o marrón. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por cierto lleva una junta de caucho que nos sellará el agujero de manera estanca y por supuesto los ajustes habituales de tiempo de encendido, sensibilidad y luz mínima.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBrNAsmbvIFjvPDPZ0BNFbktez-6wbZgEuC9Hwx_ogIAsWcM3-TnOx0eKZtbqvkbo_QpiFR7gz8XBNs3fPX5mvIqRQI9m7eTLf16KloYX1owf-m_1tT9hs2O6acO-pWC2lNpufLQBFsq0/s1600/sensor+movimiento+paredg.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="308" data-original-width="392" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBrNAsmbvIFjvPDPZ0BNFbktez-6wbZgEuC9Hwx_ogIAsWcM3-TnOx0eKZtbqvkbo_QpiFR7gz8XBNs3fPX5mvIqRQI9m7eTLf16KloYX1owf-m_1tT9hs2O6acO-pWC2lNpufLQBFsq0/s200/sensor+movimiento+paredg.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://suministrosperez.com/Detalles.asp?id_producte=sensor%20movimiento%20pared&id_categoria=2017" target="_blank">sensor de movimiento para pared</a></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El resto de sensores son los ya tradicionales, de pared, que se puede orientar según la zona de detección mediante un bola giratoria, el de techo que se atornilla en superficie en techo macizo, y finalmente el de empotrar que nos servirá para techos huecos o "falsos", y que se introduce como si fuese otro ojo de buey más (aro de halógena) y queda enrasado a excepción de la semi-bola donde se halla el sensor.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh97ziyxqFRSQAdI9iuMibhPIgusIV09S8mNwDgwh4KJwTjswD0kPYlqCuciJ9lV0mW8Ah94PZTQTdnfn31VzvWv_HLURbeXwA83Elptuccx8V8CTlK7lWtILx3N4N9B10ySvhGR4H25xc/s1600/sensor+movimiento+superficieg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="425" data-original-width="409" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh97ziyxqFRSQAdI9iuMibhPIgusIV09S8mNwDgwh4KJwTjswD0kPYlqCuciJ9lV0mW8Ah94PZTQTdnfn31VzvWv_HLURbeXwA83Elptuccx8V8CTlK7lWtILx3N4N9B10ySvhGR4H25xc/s200/sensor+movimiento+superficieg.jpg" width="191" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://suministrosperez.com/Detalles.asp?id_producte=sensor%20movimiento%20superficie&id_categoria=2017" target="_blank">sensor de movimiento para techo</a></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Otra cosa es ya el sensor por microondas, que nos permite atravesar paredes, muros, paneles, techos, etc y que ya tratemos en un anterior post, pero os recuerdo que la gran ventaja es que lo podemos poner dentro de un falso techo, o detrás de una pared y detectará el movimiento a través de como digo la propia pared. Parece increíble pero ya os digo que así es como funciona:)</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Todos ellos disponen de las ya clásicas 3 regulaciones que he comentado antes para el detector de proyector, es decir: sensibilidad, luz mínima y duración de encendido. </span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjScTiEMLOEFOZp6p2fUZwJyECF0c81IAFK0RXGopEZ1K0KLD1isCOIV0OhdNc3QnQN6OhXgyUIUBi-IJm1v_Qel31kQhWgGh32tNReTec_Lo9aLl04eGZD3XwSpjrd8zQWxt9eBj9EPSU/s1600/detectormicroondasg.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="336" data-original-width="401" height="167" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjScTiEMLOEFOZp6p2fUZwJyECF0c81IAFK0RXGopEZ1K0KLD1isCOIV0OhdNc3QnQN6OhXgyUIUBi-IJm1v_Qel31kQhWgGh32tNReTec_Lo9aLl04eGZD3XwSpjrd8zQWxt9eBj9EPSU/s200/detectormicroondasg.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://suministrosperez.com/Detalles.asp?id_producte=detectormicroondas&id_categoria=2017" target="_blank">sensor de movimiento por microondas</a></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Y ya para finalizar os paso el enlace a nuestra web apartado "sensores de movimiento", por si estáis interesados en la compra de alguno, y recordaros que podéis preguntarme cualquier duda técnica bien por wasap, por telef o por correo electrónico.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">También recordaros que enviamos a toda España por sólo 5,95€ de gastos de envío (islas un poco más).</span></div>
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SENSORES DE MOVIMIENTO:<br />
<a href="http://suministrosperez.com/comprar.asp?id_categoria=2017">http://suministrosperez.com/comprar.asp?id_categoria=2017</a><br />
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Un saludo<br />
Juan Pérez<br />
tef: 692 684 527<br />
mail: juan@suministrosperez.com<span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-64632522963015935582017-11-23T16:27:00.001+01:002017-12-01T17:48:30.272+01:00PERFILES DE ALUMINIO PARA TIRAS LED<div dir="ltr" style="text-align: left;" trbidi="on">
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiODyUcDRCuHVl6XJuMXM55bULuv6oZwFRKJkq68x-6CgWV8sxPvHHLHtMYuyxRRtfUsHV_bjZzZqtj0am8hEWJP87o-GjJ310IPyELokh_KnpD8TfJfoCfxeyR6h_x57dBzR5Q3rh7alA/s1600/PER+SUP+Ag.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="284" data-original-width="396" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiODyUcDRCuHVl6XJuMXM55bULuv6oZwFRKJkq68x-6CgWV8sxPvHHLHtMYuyxRRtfUsHV_bjZzZqtj0am8hEWJP87o-GjJ310IPyELokh_KnpD8TfJfoCfxeyR6h_x57dBzR5Q3rh7alA/s200/PER+SUP+Ag.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">perfil alto</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bien, pues ya disponemos en nuestra tienda on line de perfileria de aluminio para poder colocar las tiras led de forma "correcta". </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Digo la palabra "correcta" porque no es que sea un maniático de la perfección, pero si que me gustan las cosas bien hechas... y vamos... no hay nada que llame mas la atención en un comercio o local que una tira led que se ha descolgado y hace "olas" en una cornisa o escaparate.. la verdad da una imagen un tanto cutre del lugar.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDIFWxZV8Oe7efFUsfFOcaopsCRCTYr6_uosCFdM_wYCvzstDfBHaYZczN90pXasQHosPurGGSQ35p_Oypda9xGbYpm0O-wDeP-h2iiria4bPP6at62k9Y9OsGSHnAzoSSBrOn3OTAdYo/s1600/PER+SUP+Dg.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="245" data-original-width="399" height="122" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiDIFWxZV8Oe7efFUsfFOcaopsCRCTYr6_uosCFdM_wYCvzstDfBHaYZczN90pXasQHosPurGGSQ35p_Oypda9xGbYpm0O-wDeP-h2iiria4bPP6at62k9Y9OsGSHnAzoSSBrOn3OTAdYo/s200/PER+SUP+Dg.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">perfil plano (bajo)</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Yo mismo las he montado sin perfil, cierto, pero me he asegurado de que queden bien, pero que bien pegadas! y al respecto siempre uso una pistola de silicona caliente, y les voy poniendo unos puntos de refuerzo para que si fallara la pega, al menos se queden en su sitio y no cuelguen de mala manera.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Nadie es perfecto ni adivino, y no sabemos si se soltará mas adelante al calentarse y ablandarse el pegamento, pero debemos al menos intentar que la "gracia" que tiene una tira led recta, no se pierda por soltarse y en lugar de hacer "bonito" haga mas bien "feo".</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7UDFULX_7I7Z2tfQDuUAhwy8obrikrrrbOtJazfURrGXcrBLhPVW8myVVMqfWUAc92NyMfNoLUllX637YmUglokx2zrulJAFkisBqMj5oCu1SYgEEMPGwnMlvlYbKuDrQFqljOa4XRGM/s1600/PER+ANG+45+Cg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="238" data-original-width="417" height="113" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7UDFULX_7I7Z2tfQDuUAhwy8obrikrrrbOtJazfURrGXcrBLhPVW8myVVMqfWUAc92NyMfNoLUllX637YmUglokx2zrulJAFkisBqMj5oCu1SYgEEMPGwnMlvlYbKuDrQFqljOa4XRGM/s200/PER+ANG+45+Cg.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">perfil en ángulo 45º</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Con los perfiles esto no pasa, pues aunque la tira se suelte siempre se quedará encerrada dentro del perfil y en la práctica ni se notará que se ha despegado y además si tenemos en cuenta que el perfil se atornilla a la base, podríamos decir que la ventaja es que el perfil durará para siempre aunque la tira sabemos que con el tiempo acaba por consumirse.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN9uo9J1OaPAE8GPs3D2JChDpb3Hizf0Uu8BEqeWGS8_O31eDZXKg6adaX0KTQOPBUqpv1uw55M644JyGBLAUfr6lhBKk3MkKQh9JQ2we2FNXd0vvyMqhS6LU1403s6FmXLeyN5IuBjkE/s1600/PER+EMP+Zg.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="230" data-original-width="416" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN9uo9J1OaPAE8GPs3D2JChDpb3Hizf0Uu8BEqeWGS8_O31eDZXKg6adaX0KTQOPBUqpv1uw55M644JyGBLAUfr6lhBKk3MkKQh9JQ2we2FNXd0vvyMqhS6LU1403s6FmXLeyN5IuBjkE/s200/PER+EMP+Zg.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">perf<span style="font-family: "arial" , "helvetica" , sans-serif;">il</span> para empotrar en madera, yeso, etc</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Así pues esa decoración con perfil es eterna, y en el caso de que falle la tira abrimos le perfil, ponemos otra y listo.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">En el caso de estas tiras de que disponemos, el tema de quitar la tira por ejemplo, <b>es muy fácil, pues la lámina difusora no se debe introducir metiéndola desde una punta, sino que de superpone en su sitio, se apreta y con un "clip" queda colocada,</b> es decir le apretamos y se encaja, no hay que deslizarla desde el principio del perfil, ya que a veces el principio esta pegado a la pared y esto no es tan sencillo.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ahhh.. otra ventaja: Sabemos que la tira se calienta, y cuando está pegada a un perfil, este hace de disipador del calor, con lo que ganamos en vida útil de la tira led. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBx1nkCtS_Cy-XcJG6Mq-0ZncWBH8fFeiENa1PBqMO3ck72vl5JzIbwDbbpy2WmmZu6j-szrQsMAMm4-u9v5T45ENvB_KwhOV_IeA6RId2PNlYhGuVt6-J8l4d0-QJdcqiK2gflO2GU9E/s1600/PERDIFBASIC+FRg.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="283" data-original-width="402" height="140" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBx1nkCtS_Cy-XcJG6Mq-0ZncWBH8fFeiENa1PBqMO3ck72vl5JzIbwDbbpy2WmmZu6j-szrQsMAMm4-u9v5T45ENvB_KwhOV_IeA6RId2PNlYhGuVt6-J8l4d0-QJdcqiK2gflO2GU9E/s200/PERDIFBASIC+FRg.jpg" width="200" /></a></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Con respecto a los modelos de perfil los mas comunes o vendidos son los planos de superficie, bien en modelo alto o bajo. Nuestra particularidad es que estos dos modelos pueden instalarse con dos tipos de tulipa o lámina difusora, una mas plana, y otra mas alta, un pelín sobreelevada.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Luego tenemos otros dos tipos de perfil, el que tiene 45º y se instala en escalones o en el ángulo de una estantería, de tal forma que la luz de la tira incide de forma diagonal en el espacio del estante, y si os digo la verdad es apropiado para iluminar los estantes de algún tipo de mueble, colocándolo frontalmente en la parte superior y la luz llegará en diagonal repartida y difuminada a todos los artículos que coloquemos en el estante.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFTus6aGNMVU1xhjt9ehXEd4lfwyDv_sKtz2fLTqzKPIr4NjoNrZ9OVyFJwyPQOMEw2OHJ5dRen3WKcJEjSpFm-3Kb4KWzUMYooF7pDlPEqwIqEnYtmH4HQkgui-N0GzU_2j-e4lK5Ylk/s1600/PERDIFHIGH+FRg.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="304" data-original-width="407" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFTus6aGNMVU1xhjt9ehXEd4lfwyDv_sKtz2fLTqzKPIr4NjoNrZ9OVyFJwyPQOMEw2OHJ5dRen3WKcJEjSpFm-3Kb4KWzUMYooF7pDlPEqwIqEnYtmH4HQkgui-N0GzU_2j-e4lK5Ylk/s200/PERDIFHIGH+FRg.jpg" width="200" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;">También para estos casos podemos utilizar el otro modelo, que se "empotra" en la madera superior de una estantería y quedando oculto a "ras" nos iluminará el espacio rellenando de luz todo de forma también difuminada.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Como veis hay un perfil para cada necesidad, es cuestión de elegir el que se acople a nuestro requerimiento.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ya sin más os dejo el en enlace a nuestra web en el apartado perfiles, recordando que las tiras son de 2,02 metros de largas pero que el precio viene por cada metro... y no obstante si me lo especificáis en observaciones os las cortaremos a la medida que indiquéis sin sobrecoste.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">También recordaros que por motivos "técnicos de la propia web" el coste del transporte sale por defecto a 12€ pero que en realidad, para menos de 300€ siempre cobramos 5,95€ netos del envío... y por supuesto ya os lo ajustamos en el momento de pasaros la proforma del pedido. Enviamos a toda España!</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Bueno os paso el enlace a la web donde podéis ver los perfiles, los difusores, las tapaderas traseras y las grapas de enganche, y si tenéis alguna pregunta no dudéis en llamar, wasap o enviar un mail que os ayudaremos en cualquier consulta técnica que tengáis.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">-perfiles enlace: <a href="http://suministrosperez.com/comprar.asp?id_categoria=1051">http://suministrosperez.com/comprar.asp?id_categoria=1051</a></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">-accesorios para perfiles: <a href="http://suministrosperez.com/comprar.asp?id_categoria=1052">http://suministrosperez.com/comprar.asp?id_categoria=1052</a></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">y os dejo telefono con wasap y correo electrónico:</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">tef: 692 684 527</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">mail: juan@suministrosperez.com</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-20189781268067624072017-11-21T16:12:00.003+01:002017-12-01T17:47:18.212+01:00NEÓN LED FLEXIBLE <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hola de nuevo, en esta ocasión os quiero enseñar el nuevo sistema de tira led a 230v tipo "neón", que obviamente no se trata de tubo de neón en si mismo, pero al parecer este es el nombre que se le ha dado en el mercado y no pienso entrar ahora acambiar el mundo:)</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Esto que parece otro tipo de producto led sin más, la verdad es que <b>está arrasando en cuento a ventas</b>, siendo sin duda el producto más de moda en este momento. Supongo que se debe a la novedosa estética, a la cercanía de las navidades o incluso a ser la propia novedad, o llamémosle "moda". También me imagino que el precio influye, ya que a 6,90€/metro (todos los colores) y la facilidad de instalarlo, junto a las formas y dibujos que puedes hacer, en fin, la utilidades que se le pueden dar... creo que será un producto que contente al mas exigente, y todo ello a un precio contenido:)</span></div>
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<tr><td class="tr-caption" style="text-align: center;">LED NEON FLEXIBLE</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La ventaja?.. bueno son varias, la primera es la estética, ya que queda como una tira continua iluminada y no se ven esos cuestionables puntitos que si se ven en las demás tiras y que... por que no decirlo, afean el aspecto general.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Otra de las ventajas es que podemos hacer una tirada lineal de 30 metros seguidos sin interrupciones, y eso nos permite alumbrar todo el techo de un local o salón, una valla, una estructura, una cornisa... en fin las aplicaciones son muchas y variadas.</span></div>
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<tr><td class="tr-caption" style="text-align: center;">tira neon led felexible</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">También contamos como ventaja el que pueda estar a la intemperie sin problemas de humedad, ya que el cuerpo de silicona es grueso aparte de flexible y el índice de protección es un IP65.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En fin las cosas van cambiando y donde antes se colocaba una tira led, ahora como veréis esto del neón-led la reemplazará mas pronto que tarde, es cierto que es mucho mas grueso pero el resultado final es también más satisfactorio.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El hecho de que nos ahorremos transformadores y conexiones también es determinante si la persona que lo monta no es profesional de la electricidad.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La pega? bueno al ser tan grueso, si es cierto que flexiona incluso de lado (la tira no flexiona lateralmente solo hacia arriba-abajo), pero las curvas como desventaja han de ser más abiertas de radio, ya que es una pieza mas gruesa y no permite curvas cerradas.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por último le he practicado un corte diagonal para que veáis como está fabricado, y como os cuento en el video, la luz de los led (es una tira led al fin y al cabo) incide lateralmente sobre el grueso cuerpo de silicona y éste se ilumina totalmente, difuminando el espacio entre puntos y dando la sensación final, de que es <b>una línea continua de luz</b>... obviamente queda mucho mas estético:)</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ya os dije que el precio es de 6,90/metro (se pide por metros ya que se debe cortar de metro en metro) y sólo necesita como mínimo una conexión a red (4,30€) y un tapón final (0,08€), así pues con estos dos accesorios podemos poner hasta 30 metros lineales seguidos, como veis sale bastante bien de precio:)</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Os paso el enlace a nuestra tienda online y como siempre os dejo el teléfono para cualquier duda técnica o consulta, que podéis hacer llamando o bien por wasap.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">También dejo el mail, y recordaros que los gastos de envío a cualquier punto de la península serán de 5,95€ (en la web salen 12€ por defecto pero en la proforma de compra ya os lo ajustamos)</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">TIRAS DE LED-NEÓN: <a href="http://suministrosperez.com/comprar.asp?id_categoria=1053">http://suministrosperez.com/comprar.asp?id_categoria=1053</a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">ACCESORIOS LED-NEÓN: <a href="http://suministrosperez.com/comprar.asp?id_categoria=1054">http://suministrosperez.com/comprar.asp?id_categoria=1054</a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Tef: 692 684 527 </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">mail: juan@suministrosperez.com</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-37537836748641517632017-10-19T17:51:00.000+02:002017-10-20T11:29:24.938+02:00LÁMPARAS ARTESANALES "MADE IN SPAIN"<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif; font-size: small;">Bueno por recomendación de nuestra amiga Elena de la empresa </span><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #1155cc;"><a href="http://www.habitissimo.es/" target="_blank"><span style="color: #1155cc;">habitissimo.es</span></a> <span style="color: black;">os pasare el artículo y enlaces para que si os gusta podais daros una vuelta por su web. </span></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #1155cc;"><span style="color: black;">Sin duda las ideas son geniales y el aporte interesante.</span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #1155cc;"><span style="color: black;">Si pinchais en el enlace podréis ir directamente al artículo... seguro que es de vuestro agrado:)</span></span></span></span></div>
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<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: "calibri" , "sans-serif";">Cada vez se esta perdiendo más la
costumbre de comprar cosas artesanales y por comodidad y precio
vamos a tiendas que nos facilitan este trabajo. En habitissimo no queremos
perder esa esencia del hecho a mano y de la originalidad de un producto. Por
eso hemos redactado un artículo sobre lámparas artesanales:</span></span></div>
<span style="font-size: large;">
</span><br />
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<span style="font-family: "calibri" , "sans-serif";"><a href="https://www.habitissimo.es/ideas/de-la-industrializacion-a-lo-artesanal-lamparas-made-in-spain" target="_blank"><br />
</a></span></div>
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<span style="font-family: "calibri" , "sans-serif";"><a href="https://www.habitissimo.es/ideas/de-la-industrializacion-a-lo-artesanal-lamparas-made-in-spain" target="_blank">https://www.habitissimo.es/ideas/de-la-industrializacion-a-lo-artesanal-lamparas-made-in-spain</a></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-11633643551269907692017-10-13T13:15:00.001+02:002017-10-13T16:21:53.502+02:00HAY BOMBILLAS LED PARA CAMPANAS INDUSTRIALES?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hola, pues es la pregunta del siglo, y os puedo decir que ya he contestado muchas veces a esta duda, tanto en persona como aquí mismo en el blog.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno antes de nada vamos a analizar las antiguas campanas y luego hablamos qué podemos poner en LED.</span></div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8jwcZVNP8m82ytCNAgOAZd1Mc3GBDAufUOd85hE9OzkQgoJzCHCDtgQ_1tHhsTx49ZX6gR-WILUonhxIQGffG-ZoLN9h3xLMjxpTCV7Mzs8va3pCIBJw71yMAjHqAos977QeqT9Cyrmw/s1600/Campana200w.png" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="559" data-original-width="469" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8jwcZVNP8m82ytCNAgOAZd1Mc3GBDAufUOd85hE9OzkQgoJzCHCDtgQ_1tHhsTx49ZX6gR-WILUonhxIQGffG-ZoLN9h3xLMjxpTCV7Mzs8va3pCIBJw71yMAjHqAos977QeqT9Cyrmw/s320/Campana200w.png" width="268" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">campana led 200w</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bien, la mayoría de las campanas que iluminan las naves industriales con sistema iluminación tradicional son, o bien de halogenuro metálico o de vapor de sodio (habrá también en "luz mezcla" y en vapor de mercurio, pero son las menos), aunque el equivalente de potencia para calcular el cambio a led nos servirán las dos primeras y el resto es similar.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Así la potencia generalmente suele ser de <b>250w o bien de 400w</b>, aunque habrá de 600w, de 100w, ó 150w también. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La pregunta es: Se puede poner una bombilla en led en lugar de esa bombilla de 400w que luzca igual aún sabiendo que hemos de desconectar y "puentear" el arrancador?</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bien ... antes de empezar ese tema, diremos que es eso del "arrancador" que lleva toda campana de vapor de sodio, vapor de mercurio o halogenuro metálico. Se trata de un sistema a "groso modo" compuesto por una gran transformador magnético (llamado aquí balastro), un condensador y alguna otra pieza electrónica por ejemplo un arrancador (explicado de forma simple para que lo entendáis), pero en ocasiones viene todo en una misma pieza en lugar de 3 piezas, por ser un sistema electrónico en lugar de magnético.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La cuestión que este tipo de iluminación <b>no puede encender por si misma una vez recibe los 230v de la red</b>, sino que es necesario una "descarga de alta tensión" inicial para que prenda el gas que lleva dentro... y si alguna vez os habéis fijado, este tipo de iluminación empieza a encenderse poco a poco y va ganado fuerza progresivamente y.. al cabo de 1 ó 2 minutos ya está a tope de rendimiento.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Y ahora vamos al equivalente en LED. Debo decir antes que cuando buscamos una equivalencia en led de una bombilla de incandescencia o incluso bajo consumo la formula a modo general es de:</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">100w de incandescencia = equivale a 10w en LED</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">100w de incandescencia = equivale a 20w de "</span><span style="font-family: "arial" , "helvetica" , sans-serif;">bajo consumo fluorescencia"</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Estas cifras son un poquito optimistas pues mejor si subimos a 12w en led y a 24w en fluorescencia, pero para que me entendáis <b>la luz incandescente se consigue igualar con un 10% en LED, o bien un 20% en bajo consumo fluorescencia</b>.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib2B594k2jwKbtGmNSt7R0xtZzuxbgjeg8WQStUdFC_SEwlYsq9vmSkn0ZO8ULcPYxAjUH_ye6bzVWfxzA36edpguc4jn8GoYsQvL2I2rzmii-kWUWW45W9OKqDQT8i0YRuuOqQG0xrnU/s1600/campanaled100wg.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="382" data-original-width="400" height="381" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib2B594k2jwKbtGmNSt7R0xtZzuxbgjeg8WQStUdFC_SEwlYsq9vmSkn0ZO8ULcPYxAjUH_ye6bzVWfxzA36edpguc4jn8GoYsQvL2I2rzmii-kWUWW45W9OKqDQT8i0YRuuOqQG0xrnU/s400/campanaled100wg.jpg" width="400" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;">Pero <b>claro, las campanas industriales no usan este tipo sencillo de luz</b>, sino que es una iluminación de descarga usando vapor de sodio, vapor de mercurio o halogenuro metálico, que obviamente RINDEN MUCHÍSIMO MÁS... y esta es la clave de que no podamos usar ese baremo anterior si cambiamos a led.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Claro que si encontramos alguna bombilla gigante en led no sé de 80-100-150w podemos ponerla, pero OJO! los cables de 230v tienen que ir directamente a la bombilla, no deben pasar por el sistema de arranque, ya que el led no lo necesita y además nos la estropeará en pocas horas. Así que si ponemos algo... SE DEBE ANULAR O PUENTEAR EL ARRANCADOR, ESTO ES OBLIGATORIO HACERLO.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para que me podáis entender de forma fácil, si quitamos una bombilla de una campana de 250w, debemos ir al menos a 100w led, asi 80w nos quedamos algo cortos, y 120w un pelín mejor, pero 100w sería lo ideal.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En el caso de las campanas de 400w lo suyo, si no están muy altas... (por ejemplo un máximo de 4 metros), podemos ir a 150w o si están más altas (6-7m), sería mas inteligente acercarnos a 200w en led. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para el caso de las campanas, debemos pensar que LA MEJOR OPCIÓN ES COLOCAR OTRA CAMPANA DE LED, y no hacer experimentos con bombillas, ya que perderemos casi seguro bastante rendimiento, aunque coloquemos en bombilla roscada lo que nos recomienden en la tienda .<b> Sustituir una campana antigua por otra LED es pues siempre la mejor opción!</b></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Otra cosa QUE DEBEMOS TENER EN CUENTA , es no tratar de ahorrar con la adquisición de la campana, pues como ocurre en los proyectores, suele estar a una distancia del suelo muy grande, incluso en algunos casos de debe utilizar algún tipo de elevador eléctrico o mecánico por la mayor altura. Entonces, es obvio que si hemos puesto algo de calidad dudosa pero precio baratiiisimo... por intentar ahorrar, lo que ocurrirá es que al poco tiempo debemos repetir la hazaña de subirnos a esa altura para cambiar de nuevo la campana.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Esto me recuerda un caballero que me pidió precios de proyectores, se los doy, no recuerdo bien, sobre 150€ para 150w.. (hablamos de hace años ahora todo es mas bajo) y me contesta, pero si los he encontrado mas baratos en otro sitio!!!, sobre unos 80€ me dijo. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno le digo lo de siempre... que lo nuestro es de calidad y no quiero entrar a vender cosas que me dan problemas solo por vender más. La contestación habla por sí misma: " Al menos espero que me duren más que estos de 80€ que sólo me han durado 3 meses". </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno viendo esto, sólo puedo decir que...como en todo en esta vida, los milagros no existen:)</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ahora para terminar os pondría alguna foto de bombillas en bajo consumo de 120w o led de 60w, pero COMO YO MISMO NO LO RECOMIENDO por que perderéis luz, no lo haré y si que colocaré alguna foto de campanas led que es lo que corresponde:)</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Y sinceramente, esto que ahora digo, hace 3-4 años lo que haría sería buscar una solución roscada a modo de bombilla, pero es que a día de hoy los tiempos van tan rápido... es decir el propio mercado LED; que ahora cambiar una campana está a un precio de adquisición mucho mas razonable y barato que hace 3 años, por tanto nos será más fácil reemplazar a led correctamente:) </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Dejo un enclace a nuestra tienda online donde podreis ver el precio y caracteristicas de las campanas led pinchando <a href="http://suministrosperez.com/comprar.asp?id_categoria=1039" target="_blank"><b>AQUI</b></a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Si no os funciona el enlace podeis copiar y pegar esta direccion:</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://suministrosperez.com/comprar.asp?id_categoria=1039">http://suministrosperez.com/comprar.asp?id_categoria=1039</a><span id="goog_463710642"></span><a href="https://www.blogger.com/"></a><span id="goog_463710643"></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Saludos, hablamos:)</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span></div>
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Unknownnoreply@blogger.com2tag:blogger.com,1999:blog-3990434131982535657.post-82111050995527090212017-10-11T17:45:00.001+02:002017-10-11T17:45:46.185+02:00OFERTA!! .. BOMBILLA LED ESTANDARD 10W sólo 2,55€ (neto)<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Siguiendo nuestra política de bajada de precios y ajustándonos como siempre al mercado, que como sabéis está continuamente reduciendo precios de los productos LED, vamos a poner nuestro granito de arena y bajar substancialmente los precios de nuestros artículos.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por que podemos bajar precios ahora más que nunca?</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bien, una de las razones es que ahora sólo nos dedicamos a la venta online, es decir abandonamos la tienda física y de esta forma podemos reducir precios, ya que también reducimos costes fijos en lo que se refiere a los pagos de local comercial físico (impuestos, local etc).</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Otra y la más importante, es que el precio de adquisición también a experimentado una bajada, no obstante decir que siempre esta reducción, la estamos repercutiendo lo más rápido posible a nuestro clientes, por honestidad y por competitividad !!!</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Que beneficio tienen ahora nuestros clientes?</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno, si bien es cierto que desde hace pocos meses han aparecido en el mercado varias empresas que venden por internet bombillas tanto tipo GU10, como de rosca, por menos de 1€ !!! os cuento.. siempre en mi línea, una anécdota: </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Tengo uno de mis clientes, que se dedica a ventas de gran volumen, es decir siempre que pide algo, por ejemplo proyectores pide 100.. o bombillas... pide 500 unidades.. pues bien.. hace muy poco me pidió varias cosas. </span></div>
<div style="text-align: justify;">
<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXZwZme0Db0jieSWdV-wKDkPrZJq0PweKVuaNRHYZ1ndkCjwADzLK6B2iTgQKYT1ND8C7TBd4XRqjysjn6aBwbq2EX-kV9ec1bA5uR7kbXG2QieRtu0v8sgFGFfPq2dvJ8HbtmTEr8hnA/s1600/STD10Wg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXZwZme0Db0jieSWdV-wKDkPrZJq0PweKVuaNRHYZ1ndkCjwADzLK6B2iTgQKYT1ND8C7TBd4XRqjysjn6aBwbq2EX-kV9ec1bA5uR7kbXG2QieRtu0v8sgFGFfPq2dvJ8HbtmTEr8hnA/s320/STD10Wg.jpg" width="224" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">bombilla led estandard 10w</td></tr>
</tbody></table>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">El caso es que le digo.. mira, Antonio por que no compras a estas empresas?.. tú, que miras tanto el precio, en esos otros almacenes que venden bombillas por 0,99€ en lugar de (por ejemplo) pagar las nuestras a 2,50€? ... y me contesta.. no Juan .. si es cierto que ya las he probado... pero la verdad... entre problemas relacionados con la mala calidad prefiero quedar bien con mis clientes.</span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Así pues, que ofrecemos nosotros en comparación con otras empresas?</span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Pues bien, en nuestro caso se trata de las mismas bombillas (esta oferta hace extensión a otros modelos) de siempre, las que tenemos siempre a vuestra disposición, sólo que esta vez con precio de derribo, y no tenéis que comprar, como el amigo Antonio.. material malo, y rezar para que salga bueno. La nuestra es la bombilla LED que comercializamos normalmente... mas que pobrada y con todas las garantías, empezando por los 2 años de garantía.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Resumiendo, no hemos colocado un modelo de "gancho" sino que hemos rebajado el precio, así que mejor para vosotros los clientes.</span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Os paso un enlace para que en el caso de que os guste o estéis interesados, sólo debéis pinchar <a href="http://suministrosperez.com/comprar.asp?id_categoria=1001" target="_blank"><b>AQUI</b></a> y se abrirá una ventana a nuestra web con las bombillas en rosca E27</span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">De todas formas y aunque el teléfono está ahí arriba en la web, podeís enviarme un mail pinchando este <a href="mailto:juan@suministrosperez.com" target="_blank"><b>ENLACE AL CORREO </b></a></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">un saludo</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-82837854640125653752017-10-11T17:34:00.001+02:002017-10-11T17:34:40.730+02:00BOMBILLA LED ESTANDARD 25W SÓLO 7,95€ (neto)<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Hola, pues como en los demás artículos procedemos a bajar el precio de la bombilla estándar de 25w que antes teníamos a 12,04€ hasta unos mas que aceptables<b> 9,62€</b> (hablamos siempre de impuestos incluidos) o bien<b> 7,95€ netos</b> como queramos verlo.</span></div>
<div style="text-align: justify;">
<br /></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDsVaPqch6wcnJt8c7VOvAPm1IfHv6kS56cgiFyLTROtJHJud9-OilXQCql2ruXGCFtU1XVqw0rIWvT5VmmIwRoTzZD-1AxjsEaPXDJCi9weG8mdz2LTBhVIBxJp-M8FFfQU0okgIbSh4/s1600/std25wg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDsVaPqch6wcnJt8c7VOvAPm1IfHv6kS56cgiFyLTROtJHJud9-OilXQCql2ruXGCFtU1XVqw0rIWvT5VmmIwRoTzZD-1AxjsEaPXDJCi9weG8mdz2LTBhVIBxJp-M8FFfQU0okgIbSh4/s320/std25wg.jpg" width="274" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">estandard led 25w</td></tr>
</tbody></table>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Como veis seguimos en la línea de </span><span style="font-family: "arial" , "helvetica" , sans-serif;">máxima </span><span style="font-family: "arial" , "helvetica" , sans-serif;">bajada de precios posible, con la idea de intentar ser mas competitivos y ampliar nuestra cuota de mercado.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Lo repetiré hasta la saciedad, no hemos cambiado el producto ni es un producto "gancho", no se trata de una estrategia de malo=barato, sino que es la misma bombilla de siempre pero con una gran rebaja en el precio.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Con esta nueva bajada quien sale más beneficiado es siempre el cliente, que puede aprovechar esta guerra de precios.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">La bombilla, os recuerdo que dispone de una carcasa de aluminio+ HTPC , un rendimiento lumínico de 2400 lm y un diámetro de 95mm por una longitud de 178mm, y por supuestíiiisimo con los 2 años de garantía que siempre damos.También deciros que está disponible en los tres tonos de luz cálida (3000k) , neutra o natural (4200k) o luz fría o "día" (6400k).</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Os paso los enlaces para que podáis comprarla en el caso de que os interesara, por orden van desde fría, neutra y cálida:</span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://suministrosperez.com/Detalles.asp?id_producte=STD25Wf&id_categoria=1001">http://suministrosperez.com/Detalles.asp?id_producte=STD25Wf&id_categoria=1001</a></span><br />
<a href="http://suministrosperez.com/Detalles.asp?id_producte=STD25Wn&id_categoria=1001"><span style="font-family: "arial" , "helvetica" , sans-serif;">http://suministrosperez.com/Detalles.asp?id_producte=STD25Wn&id_categoria=1001</span></a><br />
<a href="http://suministrosperez.com/Detalles.asp?id_producte=STD25Wc&id_categoria=1001"><span style="font-family: "arial" , "helvetica" , sans-serif;">http://suministrosperez.com/Detalles.asp?id_producte=STD25Wc&id_categoria=1001</span></a><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">saludos</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-92160269975460854962017-10-11T17:33:00.000+02:002017-10-11T17:46:41.978+02:00BOMBILLA ESFÉRICA LED 5,5W SÓLO 1,95€ (neto)<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Pues en la línea de rebajas de nuestra tienda online <a href="http://www.suministrosperez.com/">www.suministrosperez.com</a> también ponemos la esférica de 5,5w </span><span style="font-family: "arial" , "helvetica" , sans-serif;">en oferta </span><span style="font-family: "arial" , "helvetica" , sans-serif;">(os recuerdo que viene a lucir como una de 50w incandescente) , y que sigue siendo la misma bombilla que estamos vendiendo durante el ultimo año, sólo que podréis comprarla más barata, y beneficiaros de esta bajada.</span><br />
<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://suministrosperez.com/comprar.asp?id_categoria=1001" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;" target="_blank"><img border="0" data-original-height="903" data-original-width="1191" height="151" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-qfOOz93TROQ_EqTUxkWfl1klacN3eHOKdxzg-19DDsFVNJAN-Y-7jcz1XIq_HkUH8BqP-NATXKsxreI9KrMAPzN8oruM4ZhJliQNCSco97fATJ8tpMSJB6ZIpeEotvIIuuOgHYA4BDg/s200/esfericas+led.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a href="http://suministrosperez.com/comprar.asp?id_categoria=1001" target="_blank"><b>esfericas LED 5,5w</b></a></td></tr>
</tbody></table>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Está disponible en rosca E14 (fina) y E27 (gruesa) y en los 3 colores habituales como son:</span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">3000k (cálida)</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">4200k (neutra o natural)</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">6400k (fría o luz día) </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Añadir que dispone de 2 años de garantía como todos nuestros artículos led.</span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Lo dicho si estáis interesados en la compra, pincháis <a href="http://suministrosperez.com/comprar.asp?id_categoria=1001" target="_blank"><b>AQUI</b></a> si se trata de bombillas esféricas de rosca grande (E27)</span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Y si son de rosca pequeña (E14) podéis verlas <a href="http://suministrosperez.com/comprar.asp?id_categoria=1002" target="_blank"><b>AQUÍ</b></a></span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Los portes? pues también los ajustamos al precio que nos sale, no debe ser una cosa que influya al hacer la compra... es decir 5,95€ neto, aunque en la página os saldrá 12€ por defecto pero no os precupeis que con el pedido ya lo corrijo siempre a la baja:)</span><br />
<br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Si queréis hacer el pedido por correo electrónico, sea por comodidad o por que es un pedido de gran volumen, e incluso consultar algún detalle o duda, os dejo <a href="mailto:juan@suministrosperez.com" target="_blank"><b>este enlace</b></a> a mi correo. </span></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">un saludo</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-8392352035408446732017-10-11T17:31:00.000+02:002017-10-11T17:31:10.102+02:00OFERTA ESFÉRICAS 7W SÓLO 2,95€ NETO<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno también las rebajas llegan a esta nueva esférica de 7w de un acabado y fiabilidad excelente. Ya he comentado que se trata de ajuste de precios por nuestra nueva política de sólo venta online, no es que sea un modelo "low cost", sino que ajustamos precios por que "ahora se puede".</span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9iwg5HxyGezSRRYzZGqLwJCfUPw7K7vOEpbPlmiARip1hklELW0J5mVJ8KXjRHxoqCK9_QTjrXhX0WBGA1QiuAwdumYFZvp7_7NlbQfjQWgz-ajUVxxBTFmzmkxt2Ao9AjlaQJuHVnz0/s1600/esfericas+7w.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1152" data-original-width="1536" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9iwg5HxyGezSRRYzZGqLwJCfUPw7K7vOEpbPlmiARip1hklELW0J5mVJ8KXjRHxoqCK9_QTjrXhX0WBGA1QiuAwdumYFZvp7_7NlbQfjQWgz-ajUVxxBTFmzmkxt2Ao9AjlaQJuHVnz0/s320/esfericas+7w.jpg" width="320" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;">Esta es la bombilla que aconsejo colocar en esos plafones de techo tradicionales que llevan dos, y que por mala suerte (o diseño) tienen un cristal tan opaco que resta mucha luz al poner la tulipa.</span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Con este tipo de bombilla de 7w, que viene siendo (sin ser exagerado) como una antigua de 60w... de hecho nos dá 630 lm, tendremos ese punto añadido de luminosidad que necesitamos y que agradeceremos... y además sólo cuesta 1€ más que la de 5,5w, así que por poco más de 3€ tendremos la solución ideal para ese plafón de la habitación o comedor.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Están disponibles en rosca E14 (fina) y E27 (gruesa) y en los 3 colores habituales como son:</span></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">3000k (cálida)</span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">4200k (neutra o natural)</span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">6400k (fría o luz día) </span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Añadir que dispone de 2 años de garantía como todos nuestros artículos led.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Lo dicho si estáis interesados en la compra, pincháis <a href="http://suministrosperez.com/comprar.asp?id_categoria=1001" target="_blank"><b>AQUI</b></a> si se trata de bombillas esféricas de rosca grande (E27)</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Y si son de rosca pequeña (E14) podéis verlas <a href="http://suministrosperez.com/comprar.asp?id_categoria=1002" target="_blank"><b>AQUÍ</b></a></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Los
portes? pues también los ajustamos al precio neto del transportista, ya que opino que no debe ser
una causa que influya al hacer la compra... es decir 5,95€ neto, aunque
en la página os saldrá 12€ por defecto pero no os preocupéis que con el
pedido ya lo corregimos siempre a la baja:)</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Si
quereis hacer el pedido por correo electrónico, sea por comodidad o por
que es un pedido de gran volumen, e incluso consultar algun detalle o
duda, os dejo <a href="mailto:juan@suministrosperez.com" target="_blank"><b>este enlace</b></a> a mi correo. </span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Y finalmente si lo quereis hacer por teléfono, pues en la página web arriba a la derecha os sale el fijio y el móvil, iréis ala web pinchando <a href="http://suministrosperez.com/" target="_blank"><b>AQUI</b></a></span></div>
<div style="text-align: justify;">
</div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-78806380589040541512017-10-09T16:16:00.000+02:002017-10-11T17:39:12.696+02:00COMPARATIVA-OFERTA: LED PARA OJO DE BUEY DESDE 2,05€ (neto)<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno en la línea de nuestra nueva y rotunda bajada de precios, os paso en primicia como quedan los precios de nuestras bombillas GU10 para ojo de buey o aro empotrable.</span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">También aprovecho para comentaros los cambios en las bombillas y los nuevos modelos actuales, que como veis cada vez son más eficaces en cuanto a potencia y más económicas respecto al precio.</span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">Antes de nada.. el enlace que debéis pinchar para ir directamente a la tienda donde las encontrareis y que es este:</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://suministrosperez.com/comprar.asp?id_categoria=1015" target="_blank"> http://suministrosperez.com/comprar.asp?id_categoria=1015</a></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"> Ahora os paso la relación y características de las bombillas:</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDWuVzvv_pdMszkOSWjy7tgclX01sOGofr6JqBtV9aP_6ZoBdZgyl_rHNNOoDIYF6zi90TMDm4q21c02kE9moUVq2xG12tepcnxZmEvQwi4ahyphenhypheniuo-0HPS-7kfSgq0DFZVovD71jALv7I/s1600/4wgu10g.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="411" data-original-width="400" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDWuVzvv_pdMszkOSWjy7tgclX01sOGofr6JqBtV9aP_6ZoBdZgyl_rHNNOoDIYF6zi90TMDm4q21c02kE9moUVq2xG12tepcnxZmEvQwi4ahyphenhypheniuo-0HPS-7kfSgq0DFZVovD71jALv7I/s200/4wgu10g.jpg" width="194" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">LEd gu10 4,5w</td></tr>
</tbody></table>
<span style="font-family: "arial" , "helvetica" , sans-serif;"> Bueno esta es la bombilla más económica, la que titula esta entrada, y en verdad, la cuestión es que dá muy cerca de los 5w, con 120º de apertura y fabricada en HTPC (policarbonato resistente a altas temperaturas) y cuerpo interior de aluminio, nos dará un rendimiento aceptable y todo esto a un precio de derribo.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">El rendimiento lumínico 350lm<b>......... </b></span><b><span style="font-family: "arial" , "helvetica" , sans-serif;">PRECIO NETO 2,05€</span></b></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJwa084CyGnFcpiI8IXM-v2RDcDgWbtk_md8GRwrF91nGVFcLTMl8e0_4L8kBqkfSXEqy-OsEFtMT5XLG_fZfOvupj7J3MBXv8pq8iyw0b0xUfrg3MLYn7KpbGm-OvwyJv9T3f0JJlAKY/s1600/Smd6w400lmg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="422" data-original-width="400" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJwa084CyGnFcpiI8IXM-v2RDcDgWbtk_md8GRwrF91nGVFcLTMl8e0_4L8kBqkfSXEqy-OsEFtMT5XLG_fZfOvupj7J3MBXv8pq8iyw0b0xUfrg3MLYn7KpbGm-OvwyJv9T3f0JJlAKY/s200/Smd6w400lmg.jpg" width="189" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">LEd gu10 6w</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Esta de 6w es la más vendida con diferencia, yo mismo la tengo en mi vivienda y lo mejor que puedo decir de ella es que en el tono cálido, es ese tono anaranjado que tanto gusta por ser muy parecido al color de luz que daban las halógenas.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por supuesto 120º de apertura, luz difuminada como las demás de nuestro catálogo, y un índice de fallos practicamente CERO. Fabricada en aluminio y HTPC.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Una bombilla que nos durará mucho tiempo y con la que quedaremos mas que contentos, y sobre todo, dispone de una óptima relación precio-rendimiento, por cierto dispone de 480lm</span><b><span style="font-family: "arial" , "helvetica" , sans-serif;">..........PRECIO NETO 2,35 € </span></b></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkOWPMIRMI0iIsNJWNybrruAkZuwaK-0nxdsLXWwmQgPoeD27BC5ifjTLPzz0Gdu_LbtBHdVVsZ594j9sfq92k9Q43R-lt1C5ZyAYfM3c2tUDzcP4eshPK6FvIEZneK1_Iv2qEaxs5qA4/s1600/GU10de7.5wg.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="619" data-original-width="730" height="169" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkOWPMIRMI0iIsNJWNybrruAkZuwaK-0nxdsLXWwmQgPoeD27BC5ifjTLPzz0Gdu_LbtBHdVVsZ594j9sfq92k9Q43R-lt1C5ZyAYfM3c2tUDzcP4eshPK6FvIEZneK1_Iv2qEaxs5qA4/s200/GU10de7.5wg.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">LEd gu10 7,5w</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Este modelo es nuevo con 7,5w (en la práctica sobre 8w), sustituye a la anterior COB de 7,5w, ya os comenté que el sistema COB (Chip On Board) se está dejando de usar en casi todos las bombillas y en la práctica totalidad de proyectores. Ahora prima el sistema multiled tipo SMD, que consiste en muchos pequeños led (son los puntitos amarillos) montados en una placa, que son la mayoria de las bombillas del mercado a dia de hoy. Esta bombilla nos dará ese plus de rendimiento que algunas personas queremos en ciertas zonas de la casa, o bien por que simplemente "queremos más luz". Ángulo también 120º y 680 lm.. como veis mas que de sobra para un uso doméstico:)...... </span><b><span style="font-family: "arial" , "helvetica" , sans-serif;">PRECIO NETO 2,98€ </span></b></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwJfEFP75YGCPQl5E35_PrupPeaqjWD0FgEWSTkRAXpf6EWVSFGxNjhYSGtiDxDI3K3DnY8sPsKpdIXVfhYgInSa_uX54SrI6vINJa7e9_ytmZhbnNN7BkikAowUiMYPBTzW8ovsiIyWs/s1600/smd9wgu10p.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="207" data-original-width="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwJfEFP75YGCPQl5E35_PrupPeaqjWD0FgEWSTkRAXpf6EWVSFGxNjhYSGtiDxDI3K3DnY8sPsKpdIXVfhYgInSa_uX54SrI6vINJa7e9_ytmZhbnNN7BkikAowUiMYPBTzW8ovsiIyWs/s1600/smd9wgu10p.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "times" , "times new roman" , serif;">LED gu10 9w </span></span></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Y por último la mas potente, fabricada en cerámica (porcelana) y con 9w, ángulo también de 120º, y unos nada desdeñables 720lm. Para las personas que quieren cambiar a led... pero que a su vez quieren ganar mucha mas luz con este cambio, y también para comercios, esta es la bombilla que nos dará esa luz potente y difuminada y seguro colma las expectativas del más exigente. Sin duda para esa zona de trabajo, cocina, alumbrado de productos en tiendas, etc es la solución ideal....<b>PRECIO NETO 3,96€</b> </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Añadir para terminar que todas estas bombillas funcionan a 230v, es decir directas a la corriente de casa. Todas están mas que probadas y con una fiabilidad fuera de toda duda.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Añadir que están disponible en los tres tonos de luz habituales:</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">cálida (3000k) ,
neutra o natural (4200k) o luz fría o "día" (6400k)</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">También... aunque resulte pesado y repetitivo, os recuerdo que se trata de una bajada de precios de <b>nuestros productos LED de siempre</b>, no de una oferta de nuevos </span><span style="font-family: "arial" , "helvetica" , sans-serif;"> modelos </span><span style="font-family: "arial" , "helvetica" , sans-serif;">"low cost" , y que no deja de ser el resultado de la extrema competitividad que hay en el mercado LED y que por suerte para vosotros los clientes, redunda en un precio de adquisición mas bajo!!! </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Decir que entiendo que se comercializen modelos en algunas tiendas online </span><span style="font-family: "arial" , "helvetica" , sans-serif;">por menos de 1€ </span><span style="font-family: "arial" , "helvetica" , sans-serif;">(de hecho nosotros ya hicimos una oferta para esos led "low cost" este verano) , pero claro, aún sin ser especialmente hábil, es obvio que alguna diferencia existirá !!!</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Os recuerdo que podréis contactar via mail, via teléfono o a través de la web:</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">juan@suministrosperez.com</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">telf: 692 684 527</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://www.suministrosperez.com/">www.suministrosperez.com</a></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez </span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-79260224860146462112017-09-19T16:56:00.000+02:002017-09-19T16:56:55.152+02:00OJO DE BUEY PARA AGUJERO DE 9 CM <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hola, de nuevo, pues ya son bastantes veces que lo explico a clientes, y aprovecho ahora para poderos comentar que agujero de corte (orificio que se hace en el techo) se debe hacer para poder colocar los ojos de buey mas comunes.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Veamos, <b>la medida que se debe hacer está situada entre 60 y 75mm</b>, es decir que la mayoría de los aros de empotrar u ojos de buey, precisan un orificio de corte de esas medidas, pues su diámetro exterior suele rondar los 80-85mm, y con esos 60-75mm es apropiado para encajarlos.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqNX78mF2Q1EA48tNMFNR5s_JejOPhP_2wPIUrJ0Ybi3m7MU8RuXX_BbsxLeIOEODw4RDFffkiosa-ucaFMwErCtvBSEyU1VlKz6arvlti53gAPJ6ZB_XrUu0vtJVxPbVpmlGnR90hqyQ/s1600/FOGI+Bg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="335" data-original-width="400" height="166" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqNX78mF2Q1EA48tNMFNR5s_JejOPhP_2wPIUrJ0Ybi3m7MU8RuXX_BbsxLeIOEODw4RDFffkiosa-ucaFMwErCtvBSEyU1VlKz6arvlti53gAPJ6ZB_XrUu0vtJVxPbVpmlGnR90hqyQ/s200/FOGI+Bg.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ojo de buey para agujero de 90mm</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><span style="font-family: "arial" , "helvetica" , sans-serif;">Lo que ocurre a veces, es que <b>aquellos antiguos aros que se montaban en los años 80 y 90</b>, de tipo "bola giratoria" (del cual os pongo foto a la derecha</span><span style="font-family: "arial" , "helvetica" , sans-serif;">), pues cubrían hasta 105-110mm y el agujero que los electricistas hacían era de 90mm... cosa que hoy en día, si queremos poner algo que cubra ese orificio debemos ir a los que llamamos normalmente "sobremedida" que vamos... siendo sinceros son los únicos que... desde que llevo en este ramo de la iluminación, pueden encajar ahí tapando ese hueco.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Entonces y para terminar queda claro que si nos encontramos con un agujero de 90mm o incluso de 95mm lo que tendremos que hacer es recurrir a este tipo de "ojo de buey" que os presento en las fotos de abajo, pues son.. que yo sepa... de los pocos modelos que pueden servirnos para cubrir ese hueco.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Otra opción serían los <b>"minidownlights"</b>, pero claro, si encontramos alguno que encaje en esos 90-95.. será de unos 5w-6w... y posiblemente tengamos que retocar el agujero y hacerlo un poco mas grande... pero es que además no encontraremos con que la intensidad de luz es inferior a la que nos puede dar una bombilla led de potencia parecida.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8kyDx60Mb_gjxWfqq7zOou-VXtbfuNduSUfhhCVtIPQuKheha7kxijvsTZyququzI4RSPbSTdnw_oRpGF6hpYYu_gwgsf4Ako98ZgSR_bt4Q8M4lBlg_eTcFKkVMmBwZhTzVpOjI_vZw/s1600/Aros+1.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8kyDx60Mb_gjxWfqq7zOou-VXtbfuNduSUfhhCVtIPQuKheha7kxijvsTZyququzI4RSPbSTdnw_oRpGF6hpYYu_gwgsf4Ako98ZgSR_bt4Q8M4lBlg_eTcFKkVMmBwZhTzVpOjI_vZw/s320/Aros+1.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ojo de buey para agujero de 95mm</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por cierto estos "ojos de buey sobremedida" si os hacen falta ... decir que son relativamente baratos, no llegan ni a 3€... y también que no los suelo tener en la web, así que si alguien se encuentra con este problema.. me podéis contactar por mail: juan@suministrosperez.com o llamando al teléfono que aparece en nuestra web: <a href="http://www.suministrosperez.com/">www.suministrosperez.com</a></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">También decir que al ser la última opción, no están disponibles en todos los colores, el plano de la foto, sólo en plata mate, y el de "semibola" (similar a los antiguos) que aquí se va en blanco, creo que sólo esta en oro y negro también, pero claro.. como podéis entender esta es "la última opción" cuando el agujero ya es... demasiado grande:)</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez </span></div>
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Unknownnoreply@blogger.com10Gerona, Girona, España41.9794005 2.821426400000063941.884969999999996 2.660064900000064 42.073831 2.9827879000000639tag:blogger.com,1999:blog-3990434131982535657.post-51483530057662818602017-09-15T11:45:00.000+02:002017-09-15T11:45:56.648+02:00MONTAR GUIRNALDAS DE LUCES<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hola, como ya dije en uno de los últimos "post", el tema de las guirnaldas está <b>total y absolutamente de moda</b>, así que en cualquier restaurante, terraza, patio, feria, fiesta, verbena, celebracion, etc... podemos ver una guirnalda de luces.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ya sabéis que se trata de un cable grueso pero plano, de sección rectangular y que puede ser con dos tipos de cable, un tipo con dos hilos de 1,5mm y el otro tipo con dos hilos de 2,5mm que es el que usamos nosotros, pues a veces te encuentras con guirnaldas que nos piden a medida de hasta 100 metros y claro, si le ponemos la bombilla habitual, que es esférica y de 25w incandescente (queda mejor por el toque "vintage"), como que se suele poner una bombilla cada metro, pues nos encontramos con que 100 bombillas de 25w consumen 2500w.... y bueno... mejor un cable de 2 x 2,5mm, es por pura lógica y también por seguridad.</span><br />
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<div class="separator" style="clear: both; text-align: center;">
<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/wiFdXBF42js/0.jpg" src="https://www.youtube.com/embed/wiFdXBF42js?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Este cable rectangular tiene la particularidad de que al entrar ajustado en la hendidura o "canal" del portalámparas, al atornillar la tapadera, queda aprisionado en él, impidiendo la entrada del agua.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por otro lado los portalámparas son de calidad... es cierto que hay mas baratos en el mercado, pero la verdad, como ya dije anteriormente, nos darán muchos problemas al montarlos y acabaremos con un enfado monumental... como suele pasar siempre, lo barato sale caro.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Os paso un vídeo del montaje para que veáis que es bastante fácil y simple.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Y bueno, como que este montaje se compone de cable, portalámparas, bombillas y enchufe, que no dejan de ser elementos muy simples y comunes, excepto el cable y el portalámparas, que deben "casar" a la perfección para conseguir estanqueidad, el resto sea las bombillas (no deben superar los 40w) o el enchufe (en este caso suchko) puede ser a vuestro criterio.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Os vuelvo a dejar el enlace de los portalámparas y del cable por si estáis interesados, sólo tenéis que pinchar en la palabra correspondiente:</span><br />
<br />
<a href="http://suministrosperez.com/Detalles.asp?id_producte=feriaE27N&id_categoria=1062" target="_blank"><b><span style="font-family: "arial" , "helvetica" , sans-serif;">PORTALAMPARAS GUIRNALDA</span></b></a><br />
<b><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span></b>
<b><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://suministrosperez.com/Detalles.asp?id_producte=cableGUIRN&id_categoria=1062" target="_blank">CABLE GUIRNALDA </a></span></b><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span></div>
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Unknownnoreply@blogger.com0Gerona, Girona, España41.9794005 2.821426400000063941.884969999999996 2.660064900000064 42.073831 2.9827879000000639tag:blogger.com,1999:blog-3990434131982535657.post-84151831102437841402017-09-14T12:40:00.001+02:002017-09-19T17:00:55.847+02:00NUEVO DOWNLIGHT 28W IDEAL TECHOS DE ALUMINIO <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En este caso tras comprobar las medidas y el sistema de montaje, me permito recomendaros este downlight para empotrar en <b>techos de aluminio</b>.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Veréis, el modo de montaje es un poco diferente al tradicional led extraplano de 18w, que se empotra <b>totalmente</b> en el agujero del techo y que como tiene un diametro mínimo de encaje de 20,5 cm nos ocasionaba un problema con el ancho de las láminas, ya que éstas son de 20 cm y nos obligaba a agrandar hasta la unión entre láminas, y aún así no teniamos garantizado que encaje bien en el agujero, con el peligro que conlleva forzar las láminas y que se doblen o estropeen por estan obligando la entrada del downlight.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno esto no será necesario con este nuevo modelo de 28w, por que si bien es cierto que el corte que necesita es de 20 cm, es decir "casi" igual, en este caso no se debe empotrar todo el cuerpo del downlight, pues solo entran dentro del falso techo las <b>dos grapas de sujección, </b>asi pues tenemos la ventaja de que solo necesitamos esos 20 cm en dos puntos concretos, es decir solo tenemos que doblar con los alicates (o llave inglesa) un poquito el lugar donde entran las pestañas de sujección. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Creo que lo mejor será pasaros el video para que veais como se monta y podais ver lo facil que es, y como queda finalmente.</span></div>
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/q51Scoc5PgE/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/q51Scoc5PgE?feature=player_embedded" width="320"></iframe></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Con respecto a la relación potencia-precio, bueno decir que supera con holgura a los ya tradicionales de 18w, y ademas <b>la difuminación que ofrece la luz es muchísmo mas agradable y contundente</b>, -esta es la explicación textual que me dá uno de mis mejores clientes que ha probado todos los modelos, tras probar este de 28w-.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Os pongo el video desde mi canal de youtube, en realidad es para que veais como queda instalado, y podais apreciar lo que os comento de que sólo empotran las "patillas de sujección" el resto queda pegado a "ras" en superficie.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno sólo me queda poneros un enlace por si quereis ver características técnicas y otras cositas menos importantes como precio etc:).. bueno el precio pienso que es bueno por la calidad que se percibe y la cantidad de luz que ofrece... si bien como siempre os digo, ajustaremos precio por cantidades.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">os dejo enlace pinchando <a href="http://suministrosperez.com/Detalles.asp?id_producte=LDR28WF&id_categoria=1025" target="_blank"><b>AQUI </b></a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-6364363110236416252017-09-05T17:08:00.000+02:002017-09-05T17:08:41.859+02:00NUEVA BOMBILLA 118mm R7s LED, CON 360º <div dir="ltr" style="text-align: left;" trbidi="on">
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUUdK67MESs4kO852B6OtIvhIw0V_P8M9jKZSUAieWSTAn7GEFhBGzu0fOwtsVps6GgSjpQV5lwLLHx4xbNEHDOn2gIcBlZNIwBvcbgTzZN1nrsAB3bZXON2fa3qvxhdtBuHyvM1QlbeU/s1600/R7s+10w+6400k+118mmg.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="170" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgUUdK67MESs4kO852B6OtIvhIw0V_P8M9jKZSUAieWSTAn7GEFhBGzu0fOwtsVps6GgSjpQV5lwLLHx4xbNEHDOn2gIcBlZNIwBvcbgTzZN1nrsAB3bZXON2fa3qvxhdtBuHyvM1QlbeU/s320/R7s+10w+6400k+118mmg.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial" , "helvetica" , sans-serif;">LED lineal de 118mm 10w 6400k</span></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hola, pues ya disponemos de las nuevas bombillas para portalámparas R7S con 360º de apertura de luz y fabricada en carcasa cerámica y con un diámetro exterior que nos permitirá colocarla en cualquier lámpara, aplique o portalámpras del tipo R7S, pues por su estrechez permite instalarla en todo tipo de ubicación de esa medida, es decir 118mm.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El rendimiento es de 900 lm, suficiente para sustituir una bombilla de unos 100w-120w aproximadamente y siendo realista si lo que sustituimos son 200w o 250w casi mejor que nos pasemos a la otra opción de <a href="http://suministrosperez.com/Detalles.asp?id_producte=RS7%20led14Wf&id_categoria=1041" target="_blank">14w</a> que también disponemos en led, y que rinde 1200lm, pues nos quedará mas acorde a lo sutituido en halógeno.</span></div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 0px; margin-right: 0px; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXjW2IqFpxCWZa-ENSlmcHFCvvygDpyo0bbdTgmbqCXra9uC_FkheYvWtyNkuV4A6Wemx5eTvbSMGgUdFW1ngVRy3i4ayJgrG-i6IYc2iYowGjMlhr51hd2WYRJev-PflNQE_QnyM_wJU/s1600/R7s+118mm+10w+3000kg.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXjW2IqFpxCWZa-ENSlmcHFCvvygDpyo0bbdTgmbqCXra9uC_FkheYvWtyNkuV4A6Wemx5eTvbSMGgUdFW1ngVRy3i4ayJgrG-i6IYc2iYowGjMlhr51hd2WYRJev-PflNQE_QnyM_wJU/s320/R7s+118mm+10w+3000kg.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial" , "helvetica" , sans-serif;">LED lineal de 118mm 10w 3000k</span></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Obviamente las de esta prueba no son válidas para cuando tenemos regulación de intensidad, aún así las he probado personalmente para poder contaros... y bueno admite cierta regulación pero con un leve parpadeo en algunas posiciones del reostato, asi que <b>no son regulables</b>, pero al menos creo que no se fundirán si la colocamos por error con un regulador.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Tambien decir que el precio ahora si que es competitivo finalmente.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">De hecho supongo que ya os lo comenté, pero hemos pasado exclusivamente a la venta sólo on-line, de tal forma que hemos podido rebajar los precios de TODO, alrededor de un 40% !!!</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Os dejo por si os interesa este producto un enlace para cada color de luz, tanto frío como cálido.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bombilla color blanco frio.. pinchad <a href="http://suministrosperez.com/Detalles.asp?id_producte=R7s%2010w%206400k%20118mm&id_categoria=1041" target="_blank"><b>AQUÍ</b></a> e iréis a la tienda al apartado de la bombilla.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bombilla color cálido.. pinchando <a href="http://suministrosperez.com/Detalles.asp?id_producte=R7s%20118mm%2010w%203000k&id_categoria=1041" target="_blank"><b>AQUÍ</b></a>, enlazamos directo al apartado correspondiente.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></div>
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Unknownnoreply@blogger.com0Gerona, Girona, España41.9794005 2.821426400000063941.884969999999996 2.660064900000064 42.073831 2.9827879000000639tag:blogger.com,1999:blog-3990434131982535657.post-36880789311649184572017-08-29T17:36:00.000+02:002017-08-29T17:40:24.118+02:00AHORRAMOS CON LOS LED? MERECE LA PENA LA INVERSION?<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno en realidad no me acabo de cansar de decir que los LED sirven para ahorrar mas que como una moda pasajera. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Si que es cierto que en los primeros años en que la iluminación led estuvo introduciéndose en el mercado eran caros (también posiblemente mejores) y ahora que han bajado de precio brutalmente, podríamos decir que ahora por fin se venden a un precio razonable.</span></div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://suministrosperez.com/imagens/productos/dicroicahalogenaGU10p.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Resultado de imagen de dicroica halogena" border="0" class="irc_mi" src="http://suministrosperez.com/imagens/productos/dicroicahalogenaGU10p.jpg" height="246" style="margin-top: 84px;" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">halógena 50w </td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Supongo que ahora si que podemos decir que "interesa cambiar a led" ya que el precio, unido al ahorro, si que nos dá una ecuación mas que razonable, ahhh y siempre con 2 años de garantía que solemos dar las tiendas "normales". Esto de los 2 años de garantía, parece absurdo que le demos importancia, pero imaginaros que optais por una halógena cuya duración es de 3000 horas.... o mejor de 5000 horas. Sabeis cuanto tiempo corresponde a una bombilla que esté los 365 dias de año encendida sólo 8 horas al día?... pues casi 3000h, para ser exacto 2920 horas.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Asi pues una halógena que nos dure un año, estará en su promedio de vida útil !! es más, si tuviera 5000 horas de vida y como decía la encendemos 8h al día, no llegaría a los 2 años de vida y estaría cumpliendo con su vida útil !!!</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En fin, que puedo decir en favor de los LED, que tienen dos años de garantía?, que deben o deberían llegar<b> al menos</b> a las 20.000 horas?.. o como ejemplo... os diré que una halogena dicroica de 50w (la clásica de ojo de buey) de una primera marca cuesta más cara que una led de marca "B", sabiendo que consume un 90% menos... y aún así, (os lo digo por que tengo clientes que las piden) hay comercios que prefieren halogenas que led, bien porque piensan que la luz es mas "bonita" , ya que no se me ocurre otra palabra para excusar la compra de una bombilla halógena. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Tambien es cierto que hay tantos modelos con... a su vez, tantos "tonos" de luz cálida (es la equivalente a la halógena) que es dificil que no demos con una bombilla que no copie a la perfección el tono que ofrece la halógena.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por qué entonces hay comercios y algún particular que pide exclusivamente halógenas?, acaso pretende calidez en la luz?... será que las led no pueden copiar el tono? el ángulo de enfoque? o quizás recrear el ambiente que puedes conseguir con una halógena?</span></div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://suministrosperez.com/imagens/productos/Smd6w400lmp.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="http://suministrosperez.com/imagens/productos/Smd6w400lmp.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Bombilla LED 6w gu10</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Yo personalmente creo que es una forma tradicional (respetable y nada criticable) de elegir el tipo de iluminación, pensando que con la iluminación tradicional el cliente de nuestro producto estará como más cómodo que si pusieramos led para enfocar ese mismo artículo, lo que pasa, es que, siendo realista al no haber pasado a led, no sabremos nunca si el cambio hubiera afectado a nuestras ventas! pero ojo, os aseguro que si afectará a la factura de la luz, eso si que es indiscutible.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">No deja de ser como el caso de ese escaparate que ahora tiene una pantalla plana ofreciendo los productos, y el de al lado -por cierto mucho mas tradicional- tiene el mismo monitor pero de tubo de cristal, ya que al dueño, lo de las pantallas planas le parece excesivamente "moderno".</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Definitivamente, cuando hablamos de halogenuro (esas luces de los comercios que encienden poco a poco) que tienen una contundencia y un espectro cromático insuperable, puedo entender que no se pase led, ya que por decir algo, el producto necesita de ese tipo de luz.... pero cuando hablamos de halógenas?... cuando hablamos de halógenas no lo entenderé, ya que el consumo es muy alto... y el rendimiento... pues es discutible:) </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno lo contado aquí es mi propia opinión. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Saludos</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan</span></div>
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Unknownnoreply@blogger.com0Gerona, Girona, España41.9794005 2.821426400000063941.884969999999996 2.660064900000064 42.073831 2.9827879000000639tag:blogger.com,1999:blog-3990434131982535657.post-47028092598612868052017-06-23T12:27:00.000+02:002017-06-23T12:27:51.614+02:00GUIRNALDAS PARA RESTAURANTES, TERRAZAS, PUB, PATIOS, ETC<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Que os voy a contar... en este caso si que puedo decir que es la moda !!!</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El verano pasado ya fue un éxito, pero es que este es increíble, todo el mundo quiere una guirnalda en su terraza del restaurante, bar, etc.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Supongo que como los discos de vinilo, los coches y motos clásicos, máquinas de coser, relojes, en fin tantas cosas que vuelven denominadas "vintage" y que son agradables de ver... que más decir?.. los telefonos de "teclas".. jajaja el primer día tardé unos segundos en reaccionar "de teclas?"... si ... no de pantalla táctil sino teclas, que vuelven a fabricarlos... y para los mas mayores ya ni que decir de los telefonos de rueda, jeje.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6ZrDpNzKRPi56XkmdUztCmUijhMn-qAMANjrtgToarImrn1Lt5FccKydAkX8Axe8898e3IIQ1FqNa6hQ45tNkQyen_tCM6c-Fo1awKXA6cP2k_BZ_eA-VyYkzHV8CS36Au-EvJD72Jww/s1600/Ma+brasa+1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6ZrDpNzKRPi56XkmdUztCmUijhMn-qAMANjrtgToarImrn1Lt5FccKydAkX8Axe8898e3IIQ1FqNa6hQ45tNkQyen_tCM6c-Fo1awKXA6cP2k_BZ_eA-VyYkzHV8CS36Au-EvJD72Jww/s400/Ma+brasa+1.jpg" width="400" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;">Os diré una frase que me dijo un propietario de un bar que puso una guirnalda alrededor del toldo de la entrada.</span><br />
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<i><span style="font-family: "arial" , "helvetica" , sans-serif;">"Mira Juan, la verdad es que he notado que la gente se sienta más en la terraza y además están mas rato, es decir se les nota cómodos, y es que la luz de las guirnaldas producen una mezcla entre nostalgia, agrado y calidez."</span></i></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgERULh32rnbo78FpbkmoB3k81bigJ5XCUqDPQNuGdr_-8MfLkn9UUfCNfIR1OTW4yRVVZwGlJxuhpchuhhcN0q7_anRqKMBhb_00dj8R6SWsP9r43DtExqIur0xT5aEx1G1mhZbOVXGGE/s1600/Ma+brasa+2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgERULh32rnbo78FpbkmoB3k81bigJ5XCUqDPQNuGdr_-8MfLkn9UUfCNfIR1OTW4yRVVZwGlJxuhpchuhhcN0q7_anRqKMBhb_00dj8R6SWsP9r43DtExqIur0xT5aEx1G1mhZbOVXGGE/s320/Ma+brasa+2.jpg" width="320" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;">Decir que la mayoría de veces se colocan bombillas incandescentes de 25w esféricas, que como sabéis con las esféricas antiguas no había tono de luz (todas eran cálidas), pero claro cuando si colocamos por ejemplo como en estas fotos 30 bombillas x 25w ..son 750w!! y claro hay quien prefiere poner de led tipo filamento que si es cierto que cuesta sobre 4€ por los 0,50€ de la incandescente pero claro son 4w.. y alumbra incluso más!! </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Bueno os paso el enlace a nuestra tienda online donde podréis ver tanto los portalámparas como el cable.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"></span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El cable pinchando <a href="http://suministrosperez.com/Detalles.asp?id_producte=cableGUIRN&id_categoria=1062" target="_blank"><b>aquí </b></a></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Los portalámparas pinchando <b><a href="http://suministrosperez.com/Detalles.asp?id_producte=feriaE27N&id_categoria=1062" target="_blank">aquí </a></b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">y bueno nada mas que decir, iré subiendo fotos de los distintos bares y restaurantes de mi zona que han colocado estas guirnaldas y así veis como queda la cosa:)</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b> </b></span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">de todas formas para cualquier duda podéis llamar o escribir un mail como siempre.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Juan Pérez</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">suministrosperez ....tef: 692 684 527 </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">mail: juan@suministrosperez.com<b><br /></b></span></div>
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-3990434131982535657.post-25690467635898007182017-06-09T11:36:00.000+02:002017-08-31T13:02:46.675+02:00INSTALAR SENSOR DE MOVIMIENTO POR MICROONDAS <div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bueno las cosas van cambiando, la tecnología avanzando, en esta ocasión no hablaremos de LED, pero si de elementos que estamos continuamente instalando junto a bombillas y focos LED.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Ya sabemos que existen los clásicos sensores o detectores de movimiento, de techo, de pared, bien sean empotrados, de superficie, etc, y que se colocaban con la idea de que se encienda la luminaria al detectar nuestra presencia.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bien pues ahora (en realidad hace ya un tiempo) también han evolucionado a mejor los detectores, y los más modernos ya no van por el sistema de rayos infrarojos, sino por microondas.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La diferencia? :</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN1orSh-rDprE2iYW49R5hWqONvBgb-Q0TU-A0_2vTgnLETrgI41JbKIqNebE52BKeCfjp41W5uugp4GEYAzq8y5ZircjKoJmqCDrAE6mwgO19iD34cuM2oRmaRHR7IiDVSUv-9JplBXY/s1600/Detector+microondas.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhN1orSh-rDprE2iYW49R5hWqONvBgb-Q0TU-A0_2vTgnLETrgI41JbKIqNebE52BKeCfjp41W5uugp4GEYAzq8y5ZircjKoJmqCDrAE6mwgO19iD34cuM2oRmaRHR7IiDVSUv-9JplBXY/s400/Detector+microondas.jpg" width="400" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;">Bien con el detector de microondas la detección puede atravesar las paredes, muros, cristales, falsos techos etc. aunque parece increíble, es así... como si se tratase de rayos X.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ventajas?, pues veréis, la primera es que de este modo pasa a ser "invisible", es decir, el detector esta escondido en el falso techo, solo se deja sobrepuesto sobre la superficie del interior del techo y ya funciona. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La distancia de detección es de unos 8 metros, pero dependiendo un poco de la zona que ha de atravesar, así no será igual un muro de hormigón que con una plancha de pladur, reduciendo o ampliando la distancia según el material.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Como siempre dispone de las 3 clásicas "ruedecillas" de regulación:</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La primera depende de la luz exterior, lo regularemos para evitar que NO SE ENCIENDA durante el dia y ha de estar instalado en un lugar donde llegue la luz natural.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Aqui ocurrirá que si lo escondemos dentro del techo, esta regulación la perdemos, ya que al estar siempre en la oscuridad no tiene sentido, pues no "sabrá" cuando es de día o de noche. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La segunda es la sensibilidad, es decir lo regulamos para que tenga mayor o menor alcance.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La tercera es la que regulará el tiempo que permanecerá encendido, variable entre 10 segundos y 12 minutos.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Otra de las ventajas, es que nos detectará antes de entrar en una estancia, es decir se anticipará a nuestro movimientos y no tendremos que esperar (como a veces ocurre) a que nos detecte para poder seguir entrando en esa sala.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Pongo un ejemplo práctico, podemos controlar el encendido de la luz de entrada de un recibidor, antes siquiera de abrir la puerta de casa:)</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Las conexiones son muy fáciles mediante presilla, y simplificando, necesita los dos polos para funcionar, uno el fase, que será el que viene del interruptor y que una vez atravesado el circuito del detector ira a la bombilla.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El otro polo será el neutro que le llegará a ambos siempre, es decir a la bombilla y al detector.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por tanto, por ejemplo en una escalera, podemos anular el interruptor (dejarlo siempre encendido) y que a nuestro paso actúe el detector, con más o menos tiempo de acción según nos interese.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Como siempre os dejaré un enlace, donde lo podréis comprar en nuestra tienda on line SUMINISTROSPEREZ.COM y ya os anticipo que es un poco mas caro que los clásicos equivalentes de infrarojos, pero sigue siendo económico.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://suministrosperez.com/comprar.asp?id_categoria=2017">http://suministrosperez.com/comprar.asp?id_categoria=2017</a></span></div>
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Unknownnoreply@blogger.com0Gerona, Girona, España41.9794005 2.821426400000063941.884969999999996 2.660064900000064 42.073831 2.9827879000000639tag:blogger.com,1999:blog-3990434131982535657.post-5643303930021569222017-06-02T16:48:00.002+02:002017-06-02T16:48:23.393+02:00ILUMINAR JARDINERAS CON TIRA LED<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="font-family: Arial,Helvetica,sans-serif;">Pues de nuevo os voy a sugerir otra idea, esta vez para decorar vuestra jardinera con tiras led.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Bien aquí veis como se han colocado 20 metros de tira LED eso si, de 12v siempre!!!, sobre todo si se va a mojar! en un patio terraza donde se pretende iluminar una jardinera que rodea casi todo el perímetro.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Los 2 transformadores de 4A se alojaron en una caja estanca de superficie que a su vez se colocó de forma discreta, así como los cables que llevan la corriente hacia las tiras, semi-enterrados y de color negro. (también hubiera sido posible colocar un transformador de 100w para alimentar todas las tiras a la vez)</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Así pues, en la caja donde se alojan dos transformadores de 4A, es decir de 48w cada uno, y que alimentan 4 tiras led de 4,8w/metro (24w cada rollo de 5 metros, alimentando dos tiras cada uno de ellos) y entra en esta caja: el cable de conexión de 230v, y una vez conectados a los transformadores, salen dos cables (tipo manguera siempre) uno para cada 10 metros de tira led (2 rollos de 5 metros).</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Por que se hace así?.. bien por que como he dicho varias veces<b> no es buena idea sumarle a la primera tira de 5 metros la siguiente tira de otros 5 metros</b>, pues se calentará el primer tramo de 5 mtrs que soporta la intensidad de lo siguiente. Por norma no alimentemos mas de 5 metros seguidos, osea, no sumemos mas tira a los 5 metros, sin por supuesto darle corriente directa desde el transformador.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Como conectar entonces? </span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Bien pues se lleva un cable con esos 12v hasta el punto donde se unen las dos tiras de 5 metros, y ahí mismo conectamos las dos tiras en paralelo, es decir le damos corriente a las dos (una irá para un lado y la otra para el otro) con ese mismo cable.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Obviamente como hemos dicho que son 20 metros, hay otro cable que llega a las otras dos tiras de 5, y justo donde se juntan, hasta ahí llevamos el cable, y le conectamos las puntas de ambas tiras para alimentarlas (esto se llama conexión en "paralelo" donde cada tira recibe corriente directa del cable que viene del transformador).</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Bueno comentar varios detalles:</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Las tiras que usamos <b>son de 12v (baja tensión)</b> porque si regamos o llueve, que no nos resulte ni peligroso, ni nos dé cortocircuito constantemente por humedad.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Aquí lo más sencillo hubiera sido poner 20 metros seguidos de tira led que trabaje a 220v, pero a mi personalmente no me inspira confianza, por que como digo son 220v y se van a mojar seguro. </span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Se ponen de 4,8w/mtr. porque si las colocamos de 14,w/mtr la luz que ofrecerán será excesiva y como digo yo, las de 4,8w son para decorar y las de 14,4w son para iluminar.. y en este caso estamos "decorando".</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO9ITZadkEgi5hhyphenhyphen3btYwS_Zy4kast0GrhzIF66wEXR9ftxw2KPYGm_NMmED_Fxe2R7Q8hteGjS64AZE41SoFOKtp6LW4fOJtDyjq1knq3ODAU__G0ybwC3aaNOWel9O1Nn49qvxD0i9E/s1600/Jardin.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjO9ITZadkEgi5hhyphenhyphen3btYwS_Zy4kast0GrhzIF66wEXR9ftxw2KPYGm_NMmED_Fxe2R7Q8hteGjS64AZE41SoFOKtp6LW4fOJtDyjq1knq3ODAU__G0ybwC3aaNOWel9O1Nn49qvxD0i9E/s320/Jardin.jpg" width="240" /></a><span style="font-family: Arial,Helvetica,sans-serif;">También se podrían poner en color "verde", pero es cuestión de gustos, el verde coloreará la jardinera (queda bien ..todo hay que decirlo) pero el<b> blanco cálido</b> que hemos usado aquí, aparte de ralajante y agradable a la vista también queda perfecto estéticamente. </span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"> Para terminar decir que como están pegadas a la madera (esos tablones tipo viga de tren) el adhesivo que leva la tira no es suficiente y yo personalmente las pego con la pistola de termo-silicona (esa pistola que derrite plástico y es relativamente barata de adquirir)</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"> Bueno y ya nada mas que añadir, sólo agradecer a nuestro amigo-cliente, la posibilidad de permitirnos usar su patio y jardinera para poder ilustrar el ejemplo y poder explicar de forma gráfica este tipo de decoración.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Un saludo</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Juan Pérez</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Para cualquier duda podéis contactar conmigo por mail: juan@suministrosperez.com, o bien a traves del telefono de nuestra página web: <a href="http://www.suministrosperez.com/">www.suministrosperez.com</a></span></div>
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Unknownnoreply@blogger.com5Gerona, Girona, España41.9794005 2.821426400000063941.884969999999996 2.660064900000064 42.073831 2.9827879000000639