tag:blogger.com,1999:blog-18220301822584482642024-02-20T18:24:07.353+01:00Me lo monto yo!!DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.comBlogger57125tag:blogger.com,1999:blog-1822030182258448264.post-17397844736209957022017-03-01T20:14:00.001+01:002017-03-01T20:14:42.957+01:00Receta de tartaleta de salmón.<!--[if gte mso 9]><xml>
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" width="640" /></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"><span style="font-family: Arial,Helvetica,sans-serif;">Esta <b>receta de cocina </b>se me ocurrió como una variación del <b>salmón</b> a la <b>nata</b> que tanto le gusta a mi suegra. Quise hacer algo distinto y pensé en hacer algo <b>parecido a un quiche</b>. El resultado, esta delicia de arriba !! </span></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;"> </span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;">Para hacer
la tartaleta:</span></span></div>
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<b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Ingredientes:</span></span></b></div>
<br />
<ul>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Harina</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Agua caliente</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Sal al gusto</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Aceite</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Una cucharada y media de bicarbonato o medio cubito de levadura. </span></span></li>
</ul>
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</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">En un bol,
<b>mezclar harina, agua caliente, sal, un chorrito de aceite y levadura</b>. Amasar
hasta que la masa no se quede pegada en las manos. Debe quedar <b>algo mas densa
que la masa de pizza</b>. La cantidad de harina determinará la cantidad del resto de los ingredientes y va a depender también de lo grande que querais vuestra tartaleta. Por desgracia, lo hice todo a ojo, así que no puedo daros cantidades exactas.</span></span></div>
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<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;"><b>Dejar
reposar al menos media hora</b>. Después, <b>aplanar </b>con un rodillo, dejando los
<b>bordes algo mas gruesos</b>. Levantar los bordes e ir plegando para <b>dar forma de
recipiente</b>. Si usas un molde, mejor incluso.</span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
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<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Tras precalentar el horno, <b>hornear unos
minutos a 170 grados</b> hasta que se aprecie un <b>muy ligero tostado</b>. </span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
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<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Sacar y<b>
reservar</b>.</span></span></div>
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<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
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<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;"><span>Para hacer la
salsa:</span></span></span></div>
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<br /></div>
<br />
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<b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Ingredientes:</span></span></b></div>
<ul>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Una cebolla</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Un brick de nata</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Perejil picado</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Eneldo</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Nuez moscada</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Pimienta</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Sal </span></span></li>
</ul>
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<span style="font-family: Arial,Helvetica,sans-serif;">
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;"><b>Picar
cebolla</b> muy fina <b>y rehogarla</b> en la cazuela. <b>Verter la nata, perejil picado,
eneldo, pimienta, nuez moscada y sal al gusto.</b></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
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<span style="font-family: Arial,Helvetica,sans-serif;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Llevar a
<b>ebullición suave</b> y dejar <b>que espese</b> ligeramente.</span></span></div>
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<span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;">
</span></span><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;"><span>Para el
salmón:</span></span></span></div>
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<b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Ingredientes:</span></span></b></div>
<ul>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Salmón natural</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Eneldo</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Pimienta</span></span></li>
<li><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Sal </span></span></li>
</ul>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><br />
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<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;"><b>Cortar</b> el salmón <b>en
tacos</b> y mezclar <b>con sal, pimienta y eneldo</b>.</span></span></div>
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</span><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
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</span><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">
<span style="font-size: large;"><span style="font-family: Arial,Helvetica,sans-serif;"><span>Horneado:</span></span></span></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
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<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;"><b>Mojamos los
tacos</b> de salmón <b>en la salsa</b> y los <b>colocamos en las tartaletas</b>. Ponemos a
<b>hornear a 170 grados</b> hasta que el <b>salmón esté cocinado</b>. Cubrir con el <b>resto de
la salsa y el queso</b> que más te guste por encima, seguir horneando <b>hasta que se funda</b> el queso.
Cuando se vea fundido, <b>gratinar </b>con cuidado de no quemar los bordes.</span></span></div>
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<br /></div>
<span style="font-family: Arial,Helvetica,sans-serif;">
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<b><span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: 12pt;">Sacar y
servir.</span></span></b></div>
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<div class="separator" style="clear: both; text-align: center;">
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" 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DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com1tag:blogger.com,1999:blog-1822030182258448264.post-44685461204354510212016-01-30T19:47:00.004+01:002016-01-30T19:47:55.802+01:00Como revivir una batería de moto.<span style="font-family: Arial,Helvetica,sans-serif;">Justo hace dos dias me ha pasado que vacié la batería por algo tan tonta como olvidarme las luces de posición cerca. <br /><br />Como me pasó en la puerta de casa y no tenía que cojerla urgentemente, desmonté la batería y la subí a casa. En mi caso, es una Suzuki SV 650 S, y como todos las motos modernas de cierta cilindrada, ya no tiene pata de arranque como antíguamente.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En general, las opciones que te recomiendan es empujar la moto en punto muerto y, cuando tiene cierta velocidad, meter segunda, soltar el embrague y subirse rápido en la moto para arrancar el motor por pura inercia. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi40XeO7mAYTeGFcW_JKLXPq5LZMlnXAhr6eK-BsHR7gAupaFjeP8Fn_9WNSwA0kGVELiRx7eHIuHBLAVkX3kFZ0mLk9ezQZcglV3hQ2v_DCf_b5JZiH8E-T_hwr4sLUFsvAFpLFScZxCs/s1600/Barra+separadora+Hexagon+droid+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi40XeO7mAYTeGFcW_JKLXPq5LZMlnXAhr6eK-BsHR7gAupaFjeP8Fn_9WNSwA0kGVELiRx7eHIuHBLAVkX3kFZ0mLk9ezQZcglV3hQ2v_DCf_b5JZiH8E-T_hwr4sLUFsvAFpLFScZxCs/s640/Barra+separadora+Hexagon+droid+DR82.png" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Esto ya es difícil hacerlo con un ciclomotor, pero con una moto de 650 es realmente complicado. Si encima vives en Valencia, que suele ser bastante llana, no tienes la opción de despeñarte por una cuesta para ayudarte. Los asturianos se estarán riendo de esto, ellos que viven rodeados de cuestas.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Visto esto, y puesto que no tenía la opción de que algún buen samaritano me ayudara haciendo un puente con su vehículo, opté por intentar cargarla en casa, como quien carga un celular.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En mi moto, para acceder a la batería, solo hay que quitar cuatro tornillos con llave allen. Dos para quitar los embellecedores bajo el asiento del piloto, y otros dos para desmontar el propio asiento. Se aparta la caja de fusibles y abajo está la batería. </span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Para extraerla, hay que desatornillar los bornes. En algunos modelos no hace falta hacerlo por completo, pero en la mía iban enganchados como si fueran arandelas, así que tuve que hacerlo complétamente. Si es así, tened cuidado porque muchas baterías tienen debajo una pequeña tuerca cuadrada que es donde rosca el tornillo, y se puede salir. A la hora de quitarlos, es preferible quitar primero el de la masa, de manera que cuando quiteis el positivo, no hareis corto si el destornillador toca el chasis.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"></span><span style="font-family: Arial,Helvetica,sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi40XeO7mAYTeGFcW_JKLXPq5LZMlnXAhr6eK-BsHR7gAupaFjeP8Fn_9WNSwA0kGVELiRx7eHIuHBLAVkX3kFZ0mLk9ezQZcglV3hQ2v_DCf_b5JZiH8E-T_hwr4sLUFsvAFpLFScZxCs/s1600/Barra+separadora+Hexagon+droid+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi40XeO7mAYTeGFcW_JKLXPq5LZMlnXAhr6eK-BsHR7gAupaFjeP8Fn_9WNSwA0kGVELiRx7eHIuHBLAVkX3kFZ0mLk9ezQZcglV3hQ2v_DCf_b5JZiH8E-T_hwr4sLUFsvAFpLFScZxCs/s640/Barra+separadora+Hexagon+droid+DR82.png" width="640" /></a></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Una vez hecho, subí la batería a casa y, multímetro en mano, medí el voltaje y me daba 8,8 voltios sólamente. Busqué entre multitud de cargadores que tengo en casa y encontré una fuente de alimentación de una impresora que tenía una salida de 12V y 1,2 Amperios. Cuando busqueis, mirad primero indicaciones que tenga la propia batería acerca de la carga, que os puede ayudar, por si acaso hay alguna diferencia. Según pude ver en la mía, podía cargar a 12 voltios y 1,2 Amperios y tardar la carga entre 5 y 10 horas, mientras que con el mismo voltaje y 5 amperios, la carga duraba solo una hora. El voltaje del transformador que useis no puede ser mayor a 14 voltios o correis riesgo de cargaros la batería, y en cuanto a los amperios, mientras den entre 1,2 y 5 amperios, no creo que suponga un problema de carga. En cualquier caso, ante la duda, mejor usar un amperaje menor por seguridad, aunque tarde más.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Comprobad también que el cargador devuelva corriente continua y no alterna ya que, de lo contrario, no os servirá.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir9XDOXby2QNqbc4DWALQGdzcMAmAIdCnKdcph25J8dynYHUTMJUH58uo9KMGjnapTRwMb29MeRextwABENpb1ekDvsYe80-AyIPyCwiY_1crymPmIpAuMSRYoxx30XaXq59Q2mQIjmu8/s1600/S%25C3%25ADmbolo+polaridad+transformador.tif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEir9XDOXby2QNqbc4DWALQGdzcMAmAIdCnKdcph25J8dynYHUTMJUH58uo9KMGjnapTRwMb29MeRextwABENpb1ekDvsYe80-AyIPyCwiY_1crymPmIpAuMSRYoxx30XaXq59Q2mQIjmu8/s400/S%25C3%25ADmbolo+polaridad+transformador.tif" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Este símbolo suele estar en los transformadores, os ayudará a saber la polaridad del borne.</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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<span style="font-family: Arial,Helvetica,sans-serif;">Lo conecté respetando la polaridad y, midiendo con el multímetro, me daba unas décimas de voltios más. Lo dejé cargando unas horas y comprobé como ya estaba a 9,5 voltios. Tardé unas ocho horas hasta que marcaba ya 12,4 voltios y dí por finalizada la carga.</span><br />
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<br /><span style="font-family: Arial,Helvetica,sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi40XeO7mAYTeGFcW_JKLXPq5LZMlnXAhr6eK-BsHR7gAupaFjeP8Fn_9WNSwA0kGVELiRx7eHIuHBLAVkX3kFZ0mLk9ezQZcglV3hQ2v_DCf_b5JZiH8E-T_hwr4sLUFsvAFpLFScZxCs/s1600/Barra+separadora+Hexagon+droid+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi40XeO7mAYTeGFcW_JKLXPq5LZMlnXAhr6eK-BsHR7gAupaFjeP8Fn_9WNSwA0kGVELiRx7eHIuHBLAVkX3kFZ0mLk9ezQZcglV3hQ2v_DCf_b5JZiH8E-T_hwr4sLUFsvAFpLFScZxCs/s640/Barra+separadora+Hexagon+droid+DR82.png" width="640" /></a></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><br />Al día siguiente, comprobé que el voltaje de la batería seguía en 12V y la instalé en la moto de nuevo. Arrancó a la primera y a funcionar!!<br /><br />De momento, lleva ya dos días y funciona perfecta, así que imagino que está todo como toca. Imagino que para la batería de un coche, el proceso será similar, cambiando solo las cifras del amperaje o el tiempo de carga. <br /><br />Así que ya sabeis, si teneis algún cargador o transformador, no lo tireis, ya que siempre os puede sacar de un apuro como este.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Un saludo y hasta el próximo artículo!! </span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"> </span>DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com1tag:blogger.com,1999:blog-1822030182258448264.post-24733854550839663442015-11-05T13:52:00.000+01:002016-03-16T21:21:51.332+01:00Como hacer un reloj analógico con HTML<span style="font-family: "arial" , "helvetica" , sans-serif;">En esta entrada de hoy (la primera desde hace unos meses) voy a enseñaros a hacer un reloj analógico que funcione en una página web<span style="font-family: "arial" , "helvetica" , sans-serif;"> como este de <span style="font-family: "arial" , "helvetica" , sans-serif;">aquí abajo.</span></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span></span> </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Esta entrada es de nivel avanzado y si no se tiene algo de idea de programación puede ser un poco difícil, por lo que os pido algo de paciencia a los que no tengais tanta experiencia con el tema. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Explicarlo por aquí supone un par de dificultades añadidas, ya que no puedo disponer de carpetas al uso, ni estructurar los elementos e imágenes como en mi ordenador, así que os pido paciencia.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s1600/Barra+separadora+eye+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="72" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s400/Barra+separadora+eye+DR82.png" width="400" /></a></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Lo primero de todo es crear un archivo html nuevo. Podeis crear uno nuevo con el block de notas, cambiando la extensión txt por html. Lo ideal sería usar el programa <a href="https://notepad-plus-plus.org/" target="_blank">Notepad++</a>, que es gratuito y está especialmente diseñado para programar.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Dentro escribireis el código, que consta de tres partes.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La primera parte es código HTML. Básicamente consiste en un contenedor con las cuatro imágenes que vamos a usar y que corresponden a las tres agujas del reloj y a la esfera de fondo.</span><br />
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<span style="font-size: x-small;"><html><br /> <body><br /><br /> <div id="analog"><br /> <img class="hour" id="fondo" src="img/relscreen.png" alt="" title=""/><br /> <img class="hour" id="segundero" src="img/seg.png" alt="" title=""/><br /> <img class="hour" id="minutero" src="img/min.png" alt="" title=""/><br /> <img class="hour" id="hora" src="img/hor.png" alt="" title=""/><br /> </div><br /><br /> </body><br /></html></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"> Ahora no voy a extenderme con cuestiones de programación, ya que esto se haría eterno, por lo que me limitaré a los pasos que hay que dar para que el código funcione.</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Del código anterior solo teneis que cambiar la ruta de las imágenes.</span></span><br />
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Las imágenes son estas etiquetas</span> </span><span style="font-size: small;"><span style="font-size: x-small;"> <img class="hour" id="fondo" src="img/relscreen.png" alt="" title=""/> <span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">y como veis hay cuatro distintas, que son una para el fondo y tres para las agujas de las horas, minutos y segundos. Podeis saber cual es cual porque el atributo "id" tiene asignado un nombre distinto para identificarlas. esto no solo sirve para que el usuario sepa cual es cual, sino también para poder decirle al ordenador con qué elemento queremos interactuar al programarlo.</span></span></span></span><br />
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<span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Para cambiar la ruta de las imágenes solo hay que sustituir el contenido entre comillas del atributo "src" (abreviativo de source, que quiere decir fuente) por la ruta donde tengamos cada elemento, eso si, a partir de la posición del archivo donde tenemos el código. Esto quiere decir que si tenemos nuestro archivo en</span> <span style="font-size: x-small;">C:\Users\Kame2\Desktop\Reloj analógico HTLM\reloj.html </span><span style="font-family: "arial" , "helvetica" , sans-serif;">y la imagen en</span> <span style="font-size: x-small;">C:\Users\Kame2\Desktop\Reloj analógico HTLM\img\minutero.png</span>, <span style="font-family: "arial" , "helvetica" , sans-serif;">la ruta a escribir solo será </span></span></span></span><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;">img\minutero.png</span></span>, quedando de la siguiente manera</span> </span></span></span><span style="font-size: small;"><span style="font-size: x-small;">src="img/minutero.png". <span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">En caso de ser una dirección de internet, solo hay que ponerla tal cual del navegador y quedaría parecido a esto: </span></span></span></span><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-family: "times" , "times new roman" , serif;">src="https://www.ejemplo.es/imagenaguja.png"</span>.</span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s1600/Barra+separadora+eye+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="72" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s400/Barra+separadora+eye+DR82.png" width="400" /></a></div>
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<span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"> Ahora la segunda parte del código.</span></span></span></span></span></span></span><br />
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<span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;">Vamos a pegar el estilo o CSS, justo debajo de todo lo anterior.</span></span></span></span></span></span></span><br />
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<span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;"><style><br /><br /> .hour{position:absolute;left:250px;top:50px;}</span></span></span></span></span></span></span></span></span><br />
<span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;"><br /></style></span></span> </span></span></span></span></span></span></span><br />
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<span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"> La linea fundamental es </span></span></span></span></span></span></span><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;">.hour{position:absolute;left:250px;top:50px;}. <span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Ya que es la que hará que todas las imágenes se mantengan una encima de otra. El valor de left puede ser ajustado para desplazarlo a través de la página horizontalmente, y top para hacerlo verticalmente. Puedes usar números negativos para desplazar en la dirección opuesta si es necesario.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s1600/Barra+separadora+eye+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="72" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s400/Barra+separadora+eye+DR82.png" width="400" /></a></div>
<span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"> Ahora viene la parte que hace la magia, que es el código javascript, que pegareis debajo de todo lo anterior:</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;"> <script><br /><br />var seg = 0;<br />var min = 0;<br />var hor = 0;<br /><br />segundos();<br /><br />var avance = setInterval('segundos()',1000);<br /><br />function segundos ()<br />{<br /> seg = ((new Date().getSeconds())*6);<br /> document.getElementById("segundero").style.transform = "rotate("+seg+"deg)"; <br /> <br /> min = ((new Date().getMinutes())*6);<br /> document.getElementById("minutero").style.transform = "rotate("+min+"deg)"; <br /><br /> hor = ((new Date().getHours())*30); <br /> document.getElementById("hora").style.transform = "rotate("+hor+"deg)"; <br /><br />}<br /><br /></script></span></span><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;"><span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: x-small;"> <span style="font-size: small;">Aunque solo necesitais copiar y pegar, esto no tiene gracia sin su parte didáctica, así que os explicaré como funciona.</span></span></span><br />
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<span style="font-size: x-small;"><span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Primero se declaran las variables donde vamos a guardar los segundos, minutos y horas y las iniciamos con cero como valor por defecto.</span> </span></span><br />
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<span style="font-size: x-small;"><span style="font-size: small;"> </span></span><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;">var seg = 0;<br />var min = 0;<br />var hor = 0;</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Después llamaremos a la función que vamos a crear para ejecutarla nada más cargar la página y que no se produzca un retraso. Esta función es la que se encarga de colocar las manillas del reloj a la hora que toca, pero lo hace solo una vez cada vez que se llama, por lo que es comosi se parara en el tiempo tras llamarla.</span><br />
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;">segundos();</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">Para crear la ilusión de que avance, hay que llamar a la función cada cierto tiempo para que vaya moviéndose. En este caso, la llamamos a cada segundo, de tal forma que cada vez que pase un segundo, se actualize y cambie. Para eso usamos setInterval() y, como puede verse, dentro de los paréntesis tenemos dos atributos. El primero llama a la función que quiere ejecutar y el segundo establece el tiempo cada cuanto tiene que ejecutarse en milisegundos. Como queremos que se ejecute cada segundo y un minuto son mil milisegundos, tenemos que poner el número 1000.</span></span><br />
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;">var avance = setInterval('segundos()',1000);</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ahora solo nos queda la función en sí misma. Aunque veais mucha linea, es sencillo, ya que se repite el mismo proceso tres veces, una por cada aguja.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Primero hay que calcular donde tiene que estar la manilla y, para eso, tenemos que saber los segundos, minutos o horas. El proceso es el mismo para los tres y solo varía el comando último.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para asignar el valor correspondiente, se crea un elemento "Date" y de el, se extrae el dato de los segundos. esto se hace con "</span><span style="font-size: x-small;">new Date().getSeconds()</span><span style="font-family: "arial" , "helvetica" , sans-serif;">" pero eso no será suficiente,ya que para rotar la imagen, el número que nos pedirá será un grado de inclinación. Mientras que una vuelta completa de segundero son 60 segundos, una vuelta completa de inclinación son 360 grados, por lo que hay que convertir los segundos a su equivalente en grados. para hacer eso, solo hay que multiplicar el resultado por seis.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Para los minutos y horas solo toca repetir el proceso sustituyendo "<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;">getSeconds()"</span></span> por <span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;">"getMinutes()"</span></span> y <span style="font-size: x-small;"><span style="font-family: "times" , "times new roman" , serif;">"gethours()"</span></span>. En la conversión de tiempo a inclinación, los minutos siguen multiplicándose por seis por componer 60 minutos cada vuelta, pero las horas componen cada ciclo en 12 partes, por lo que el factor es de treinta en vez de seis.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para calcular eso, solo hay que dividir un elemento por el otro, de tal manera que 360 grados entre 60 segundos dan seis grados por segundo y minuto, y 360 grados entre 12 horas dan 30 grados por hora.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Para aplicar el valor hay que alterar el parámetro rotate de la propiedad transform de CSS desde Javascript. Esto se hace desde la linea </span><span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;">document.getElementById("segundero").style.transform = "rotate("+seg+"deg)";<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> Donde <span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;">"segundero"</span></span> es el nombre del atributo "id" de la aguja correspondiente y <span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;">"seg" </span></span>es la variable donde hemos metido el valorde rotación equivalente a la aguja de turno.</span></span></span></span><br />
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;"> document.getElementById() <span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">se usa para seleccionar un elemento por su</span></span> "id". <span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">La continuación</span></span> "style" <span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">accede al estilo CSS de ese elemento y</span></span> "transform" <span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="font-size: small;">accede a dicho elemento de estilo. Para cambiar transform, puesto que el valor es una cadena de texto, ponemos entre comillas la parte fija y concatenamos entre los símbolos + la variable que contiene los grados a los que tiene que estar para simular la hora correspondiente.</span></span></span></span><br />
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<span style="font-family: "times" , "times new roman" , serif;"><span style="font-size: x-small;">function segundos ()<br />{<br /> seg = ((new Date().getSeconds())*6);<br /> document.getElementById("segundero").style.transform = "rotate("+seg+"deg)"; <br /> <br /> min = ((new Date().getMinutes())*6);<br /> document.getElementById("minutero").style.transform = "rotate("+min+"deg)"; <br /><br /> hor = ((new Date().getHours())*30); <br /> document.getElementById("hora").style.transform = "rotate("+hor+"deg)"; <br /><br />}</span></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Y esto es todo en cuanto al código!</span><br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s1600/Barra+separadora+eye+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="72" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s400/Barra+separadora+eye+DR82.png" width="400" /></a></div>
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><br />En cuanto a las imágenes hay que hacerlas de una manera muy concreta. Hay que entender que van a rotar desde el centro justo de la imagen y que tienen que verse los elementos de detrás, por lo que se crearán las cuatro a partir de un cuadrado de exáctamente las mismas dimensiones y colocando el punto de rotación de cada elemento sobre el centro exacto del cuadrado. El fondo de todas ha de ser transparente, salvo la de las marcas que no es totalmente necesario si así lo deseas.</span></span><br />
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Es importante también colocarlas en el orden adecuado, especialmente si el fondo es opaco, para no tapar elementos que no debieran ser tapados.</span></span><br />
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<span style="font-size: small;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Así es como se ve por separado:</span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHWLwgvtDiP1DlrwuvYarFnPkWNWemjhujBj1krYfIp51jsRrI0E1OvenfvZJvOmHv8qz5Oz-uj8FLAa2IVwA3VFRY-f9IHMsMChg8nLUyIQJWMEVKtXKStjYRnriR2cuAxXvUHjK2_Bs/s1600/fondo+reloj.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHWLwgvtDiP1DlrwuvYarFnPkWNWemjhujBj1krYfIp51jsRrI0E1OvenfvZJvOmHv8qz5Oz-uj8FLAa2IVwA3VFRY-f9IHMsMChg8nLUyIQJWMEVKtXKStjYRnriR2cuAxXvUHjK2_Bs/s200/fondo+reloj.png" width="200" /></a>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaXPeL4ktK9vM0jxEBuJrqrfmuyqNJ81ZU0pIIT6PSupaonYp3wRf-eOieC_SXL88MihXydVoC7rkTrWu2XMpdIHTpSDvtBtMZCL3-VFr2MFjPWrFQDBV5WzRzMAiLt0BOhRJM-az9L7M/s1600/manilla+horas.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaXPeL4ktK9vM0jxEBuJrqrfmuyqNJ81ZU0pIIT6PSupaonYp3wRf-eOieC_SXL88MihXydVoC7rkTrWu2XMpdIHTpSDvtBtMZCL3-VFr2MFjPWrFQDBV5WzRzMAiLt0BOhRJM-az9L7M/s200/manilla+horas.png" width="200" /></a>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqXBaL6Y6vNKqYyNRGPdIEVw7eU4-xEo-RA7en8eJCGelilJO2mysUtkgYzkwuwfkXuFK2EmMTrOSJRTQ9eYOn1gRToeTrFdxthVHwoJzcRumayXhkWf-tOoLfXMpUW-8pfURmv1Mits4/s1600/manilla+minutos.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqXBaL6Y6vNKqYyNRGPdIEVw7eU4-xEo-RA7en8eJCGelilJO2mysUtkgYzkwuwfkXuFK2EmMTrOSJRTQ9eYOn1gRToeTrFdxthVHwoJzcRumayXhkWf-tOoLfXMpUW-8pfURmv1Mits4/s200/manilla+minutos.png" width="200" /></a>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsTzbXYKvRkVmL_uh6DZFNKYNdl-Bupb-I-DubBg5Flbhssv112TaGrDQw_0osdMN6aWPfxbzbuAzQwwga41QVntrGZ5-434lLdthTcmEuxTTvuPUwIKNrByo-zTYHwfh0bJIHMsn5ewg/s1600/manilla+segundos.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="198" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsTzbXYKvRkVmL_uh6DZFNKYNdl-Bupb-I-DubBg5Flbhssv112TaGrDQw_0osdMN6aWPfxbzbuAzQwwga41QVntrGZ5-434lLdthTcmEuxTTvuPUwIKNrByo-zTYHwfh0bJIHMsn5ewg/s200/manilla+segundos.png" width="200" /></a>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Y así se ve todo junto:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiopqnxZn5vk1OnVA5aQlnDthuVFlVBN1imIcfzJ4IFvhmaelCId1EWOmtLAxI_-ZagiE8qPQSDCBTYNeREuJId7823WA9CE847L1Zt-R8xi3y44Sthq0kp7bf00ER-a1OvsKj1DYwJez0/s1600/vista+del+reloj.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="373" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiopqnxZn5vk1OnVA5aQlnDthuVFlVBN1imIcfzJ4IFvhmaelCId1EWOmtLAxI_-ZagiE8qPQSDCBTYNeREuJId7823WA9CE847L1Zt-R8xi3y44Sthq0kp7bf00ER-a1OvsKj1DYwJez0/s400/vista+del+reloj.png" width="400" /></a></div>
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<div id="analog">
<img alt="" class="hour" id="fondo" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizFeqL15yr0Y6Af7yzLvg95c_TYnxG8ZYxL2C7H_UrXXxHfiRWbUEh7h69nO3Ig6sGruCxtJxQLnSfIPQPgVM58DGqiWUXnc9fihx2VOA1ZV6RndeBa6yRTruahajOTnTGa4DU_E3GZBY/w520-h518-no/fondo+reloj.png" title="" />
<img alt="" class="hour" id="segundero" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-uLpKoQnBcI2LQRDs_2G0icDZ4zmfJ2G5IVMZaTODzH8h-il63bgMQtC_pWbhQlUQduOglzO_ul8gDeG0vazEx9_8LWGFsiBvv585rzMfhJmRfeL9le65uAASNnCTmRIZcf3L5Q0JY8A/w520-h518-no/manilla+segundos.png" title="" />
<img alt="" class="hour" id="minutero" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbJ6yDEZoi6LJwQUD_Bv1Y_YtW_cYYDZQvJ-68Y900fvU3vEvULWJK56Ny-tv77g7n9SA9NhP1amtd-GJ00XISmkRhMLQcLT6J4CLJ8dV_GoVoH6n4_RatozzQqKT5dcSY6n-X_hYB37U/w520-h518-no/manilla+minutos.png" title="" />
<img alt="" class="hour" id="hora" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGtaU2AnfjSZ4ejYlIPCv4Djvkzf5yUvr7RhLPDuTGRKS6amMpyVSdFlxXhw-o2jvovTJo8xoc3TXkZRv59a81Y8F_TuGBCZ4a4XxQtm51Whcui53uL3sFnUOw1FuYvdVr6-0TtJTurZ0/w520-h518-no/manilla+horas.png" title="" />
</div>
<div id="reloj">
<div class="relojElem" id="hor">
</div>
<div class="relojElem" id="min">
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<div class="relojElem" id="seg">
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</div>
<style>
#segundero,#minutero,#hora
{
transform: rotate(0deg);
}
#reloj
{
display:inline;
}
#analog
{
clear:both;
display:inline;
}
.relojElem
{
display:inline;
}
.hour
{
position:absolute;left:250px;top:60px;
width:150px;
height:150px;
}
</style>
<script>
var seg = 0;
var min = 0;
var hor = 0;
segundos();
var avance = setInterval('segundos()',1000);
function segundos ()
{
seg = ((new Date().getSeconds())*6);
document.getElementById("segundero").style.transform = "rotate("+seg+"deg)";
min = ((new Date().getMinutes())*6);
document.getElementById("minutero").style.transform = "rotate("+min+"deg)";
hor = ((new Date().getHours())*30);
document.getElementById("hora").style.transform = "rotate("+hor+"deg)";
document.getElementById("seg").innerHTML = new Date().getSeconds();
document.getElementById("min").innerHTML = new Date().getMinutes();
document.getElementById("hor").innerHTML = new Date().getHours();
}
</script>
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<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com1tag:blogger.com,1999:blog-1822030182258448264.post-17957345388005633902015-07-13T13:15:00.000+02:002016-03-16T21:22:05.547+01:00Como rehacer la punta de unos cordones desgastados.<span style="font-family: "arial" , "helvetica" , sans-serif;">Haciendo limpieza de trastos, encontré mis viejas botas industriales de trabajo. Las pobres estaban hasta mohosas y tenían las puntas de los cordones con todo el plástico deshecho, así que me propuse ponerlas a punto y revivirlas.</span><br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0qtWz3eelFxbFyO2RL41xgwRglVrWMvrYhpfPxPor4yuH8X6o5Zsmo9l7IR97bQKyJ_sXN_mRYHx0nE1PS0wuiWuOCrUOvdN3TXw6HXwPR6ZAKlQsSCfHxp4qSIv1GAcBJMgGTI3SXR8/s1600/Barra+separadora+reja+ornamental+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0qtWz3eelFxbFyO2RL41xgwRglVrWMvrYhpfPxPor4yuH8X6o5Zsmo9l7IR97bQKyJ_sXN_mRYHx0nE1PS0wuiWuOCrUOvdN3TXw6HXwPR6ZAKlQsSCfHxp4qSIv1GAcBJMgGTI3SXR8/s640/Barra+separadora+reja+ornamental+DR82.png" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para quitarles todo el moho, las lavé con agua bastante caliente y un buen chorro de lejía y detergente. Después, las enjuagué con agua caliente también y las puse a secar al sol. Como ahora es verano, no tardaron en secarse. </span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Después pude observar que estaban descosidas por una esquina, así que con una aguja y cuatro hebras de hilo, empecé a coser aprovechando los mismos agujeros del descosido. Puesto que las botas son de cuero y el material es muy duro, me ayudé con unos alicates para meter y sacar la aguja.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Y ahora al punto que nos ocupa.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<a name='more'></a><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Las puntas de los cordones estaban echas polvo. El plástico de las puntas estaba complétamente deshecho y reseco, de tal manera que pasar las puntas de los cordones por los agujeros de las botas era bastante difícil (la función de estas puntas es, básicamente, esa) así que me puse manos a la obra.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Antes que nada, decir que ya se que unos cordones no son caros, y que por menos de un euro tienes cordones complétamente nuevos, pero a los que nos gusta reparar y arreglar cosas, eso nos importa bien poco, y nos satisface hacer esto con nuestras propias manos. Además, con lo sencillo que es de hacer, cuesta más esfuerzo tomarse la molestia de bajar a la tienda que hacerlo en casa en un momento.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Necesitaremos la chapa de una lata de refresco, aunque intuyo que funcionaría tan bien o mejor incluso, con chapa de una lata plana de conservas cualquiera (Es mejor un metal maleable que uno elástico).</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Tomaremos la medida de la punta del cordón que queramos y recortaremos. Calcularemos un ancho suficiente para que al menos rodee toda la superficie, sin importar si da alguna vuelta de más.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Con ayuda de unos alicates de punta fina, iremos dándole un poco de curvatura a la chapa, dejando la cara aluminizada por fuera. Prensaremos el extremo del cordón con un doblez de la chapa y con ayuda de los alicates, y ayudándonos de estos, seguiremos enrollando la chapa sobre este.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Cuando esté enrollado y apretado, sin soltarlo, cojeremos un pedazo de cinta adhesiva algo más ancha que la puntera, y la enrollaremos sobre esta, en la misma dirección que hemos ido apretando.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Recortaremos parte del sobrante, y una pequeña parte de la cinta sobrante, la fundiremos y presionaremos con un mechero, para que se mantenga. Esta parte podeis sustituirla por pegar la pestaña de metal y rellenar el hueco del extremo con cola termofusible.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0qtWz3eelFxbFyO2RL41xgwRglVrWMvrYhpfPxPor4yuH8X6o5Zsmo9l7IR97bQKyJ_sXN_mRYHx0nE1PS0wuiWuOCrUOvdN3TXw6HXwPR6ZAKlQsSCfHxp4qSIv1GAcBJMgGTI3SXR8/s1600/Barra+separadora+reja+ornamental+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg0qtWz3eelFxbFyO2RL41xgwRglVrWMvrYhpfPxPor4yuH8X6o5Zsmo9l7IR97bQKyJ_sXN_mRYHx0nE1PS0wuiWuOCrUOvdN3TXw6HXwPR6ZAKlQsSCfHxp4qSIv1GAcBJMgGTI3SXR8/s640/Barra+separadora+reja+ornamental+DR82.png" width="640" /></a><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Y ya está hecho!!</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">En esta ocasión, no he creido necesario hacer ninguna infografía, pero si os he preparado un video con todos los detalles, en el que podreis ver, en tiempo real, como se hace.</span><br />
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/27o4iGI_npE/0.jpg" frameborder="0" height="480" src="https://www.youtube.com/embed/27o4iGI_npE?feature=player_embedded" width="640"></iframe></div>
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<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-62522613180897759102015-07-06T13:30:00.000+02:002016-03-16T21:22:25.324+01:00Como grabar un Time Lapse con tu smartphone<span style="font-family: "arial" , "helvetica" , sans-serif;">Siempre me ha apasionado todo lo relacionado con la imagen, y eso incluye la fotografía y el vídeo, sin embargo, hasta hace relatívamente poco, este era un hobby caro de practicar, hasta en sus niveles más básicos.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Con el advenimiento de lo digital, hacer fotos o grabar vídeos ya no estaba limitado por el coste de los cartuchos de cinta o los carretes de fotos, y el usuario menos adinerado podía permitirse el lujo de practicar tanto como quisiera, dentro de las limitaciones de un equipo básico.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Dentro del mundo de la fotografía accesible, un nuevo segmento se ha formado. Es el segmento de la fotografía móvil.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<a name='more'></a><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Los smartphones, desde que empezaron a integrar una cámara, han ido aumentando su calidad de fotografía y vídeo hasta convertirse en una alternativa válida a las cámaras tradicionales. No es casualidad que una de las redes sociales más populares en cuanto a la imagen sea Instagram, enfocada muy especialmente en fotografía móvil.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Una de las ventajas de la fotografía móvil es la disponibilidad absoluta. Mientras que una cámara de fotos suele ser portada cuando se planea hacer una serie de capturas, las mejores imágenes siempre surgen por casualidad, de manera que no tienes tu cámara a mano para inmortalizar la escena. Sin embargo, con la cámara de tu móvil, no hay prácticamente situación que nos sorprenda que no podamos inmortalizar. Esto, precísamente, ha supuesto una revolución en el periodismo, donde cualquier usuario puede captar un suceso y transmitirlo al resto del mundo casi en tiempo real.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">La desventaja es, evidentemente, la calidad, que siempre va a ser menor que la captada por una cámara con un objetivo de 600€ en manos profesionales. Sin embargo, para el común de los usuarios, esta es más que suficiente.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijXn1BnmeRYzHL1XXA_D6ulKxmDha4ORuRzUcL3hE56b1oMG_sz4xsAsj78wyxdmrdLP-9GsNk35BhG148FIcPy06w6XCgQXif8GrGIMnaAZFBVaG2YFYzW2m1VCSJ5rJ0xEIcozXpgWc/s1600/Barra+separadora+look+in+dark+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijXn1BnmeRYzHL1XXA_D6ulKxmDha4ORuRzUcL3hE56b1oMG_sz4xsAsj78wyxdmrdLP-9GsNk35BhG148FIcPy06w6XCgQXif8GrGIMnaAZFBVaG2YFYzW2m1VCSJ5rJ0xEIcozXpgWc/s640/Barra+separadora+look+in+dark+DR82.png" width="640" /></a></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Para muchos usuarios, las capacidades de su teléfono en cuanto a fotografía se limitan a hacer fotos estandar, dentro de unos parámetros limitados, y vídeos a una resolución media.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Sin embargo, dentro de las limitaciones físicas de nuestro móvil, hay muchas cosas que se pueden hacer mediante software. Por ejemplo, es posible hacer fotografía <b><a href="https://es.wikipedia.org/wiki/High_dynamic_range" target="_blank">HDR (Alto rango dinámico</a> </b>ya que, en principio, un teléfono puede realizar, individualmente, cada uno de los pasos para ello.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">De hecho, podeis hacerlo con la siguiente APP para Android:</span><br />
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="https://play.google.com/store/apps/details?id=com.almalence.hdr&" target="_blank">HDR Camera</a></span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Desde luego, esta no es la única. Hay más programas que te permiten realizar lo mismo, y tal vez mejores. Este es el que recomiendo yo, por haberlo probado. Es un programa gratuito, que como muchos hay día, basa su modelo en la publicidad insertada en el.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijXn1BnmeRYzHL1XXA_D6ulKxmDha4ORuRzUcL3hE56b1oMG_sz4xsAsj78wyxdmrdLP-9GsNk35BhG148FIcPy06w6XCgQXif8GrGIMnaAZFBVaG2YFYzW2m1VCSJ5rJ0xEIcozXpgWc/s1600/Barra+separadora+look+in+dark+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijXn1BnmeRYzHL1XXA_D6ulKxmDha4ORuRzUcL3hE56b1oMG_sz4xsAsj78wyxdmrdLP-9GsNk35BhG148FIcPy06w6XCgQXif8GrGIMnaAZFBVaG2YFYzW2m1VCSJ5rJ0xEIcozXpgWc/s640/Barra+separadora+look+in+dark+DR82.png" width="640" /></a><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">La parte anterior podría ser considerada como un pequeño extra, así que vamos al asunto que nos atañe.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Al igual que explicaba en el punto anterior, grabar un time lapse entra dentro de las capacidades básicas de cualquier cámara de smartphone, ya que se basa en capturar fotogramas individualmente de manera regular, para luego montarlo como un vídeo. El intervalómetro (realiza fotos cada X tiempo), que es la base del time lapse, puede realizarse mediante software, y el renderizado, que por otro lado suele hacerse con el ordenador y es, de hecho, la mejro opción, con el programa que os presento, puede hacerse diréctamente con el móvil.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Igual que antes, para esta función existen diversos programas, pero el que mejor me ha funcionado a mi es <b><a href="https://play.google.com/store/apps/details?id=com.ui.LapseItPro&hl=es" target="_blank">Lapse It Pro</a>.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Lapse It Pro es la versión de pago, que cuesta 1,99€, pero existe la versión <b><a href="https://play.google.com/store/apps/details?id=com.ui.LapseIt" target="_blank">Lapse It</a> </b>que es complétamente gratuita. La limitación que tiene, si no recuerdo mal, es que tiene limitada la resolución máxima.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">No solo tiene la posibilidad de grabar Time Lapse, sino también Stop Motion. En este modo, el usuario debe clicar para hacer la foto cada vez, y se superpone fantasmalmente el fotograma anterior sobre la imagen que vamos a tomar, para ver como va a quedar. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Explicar todo el funcionamiento del programa vía texto es complicado, así que os dejo, a continuación, un vídeo creado por<b> <a href="https://www.youtube.com/channel/UChWFMOkeQ9cD-L_HY1Lajqg" target="_blank">Moebius Machine</a></b> donde explica el funcionamiendo de manera gráfica y detallada.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por mi parte, voy a detallaros la parte más física del proceso.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Una vez sabeis manejar el programa, teneis que colocar el teléfono de manera estable. Usualmente, lo suyo es colocarlo en un trípode. Normalmente, los trípodes nos están adaptados para colocar un móvil, por lo que podeis comprar un adaptador, o fabricaros uno.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En una entrada anterior, hay un pequeño tutorial acerca de como montar un simple adaptador para móvil. Os la dejo a continuación:</span><br />
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;"><a href="http://melomontoyo.blogspot.com.es/2015/03/como-hacer-un-adaptador-de-movil-para.html" target="_blank">Como hacer un adaptador de móvil para un trípode.</a></span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hay que tener en cuenta que el teléfono va a estar un buen rato grabando, muy seguramente, horas. Con esto, hay que decir que debereis tener la mayor cantidad de memoria libre en el teléfono (no solo en la tarjeta SD, también en la memoria interna) y tenerlo a tope de batería. A veces, la batería no será suficiente, y será necesario dejar conectado el cargador, con la limitación que supone si grabais en el exterior, aunque para eso se inventaron las baterías externas.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Otro dato fundamental. Si teneis especial interés en que os salga bien, no podreis recibir llamadas ni mensajes, por lo que, llegado el caso, extraería la SIM y desactivaría el WIFI y, si necesito estar localizable, usaría un teléfono de repuesto.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La meteorología es importante. Aseguraos de que durante el tiempo que va a estar el móvil a la intemperie no va a llover o hacer un viento intenso. Llegado el caso de que aun así quisiérais grabar, Podeis improvisar envolviendo el móvil con un plástico, dejando un agujero para la cámara, y el tema del viento, lo podeis arreglar apuntalándo el trípode o colgándole peso del eje central.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El último dato a tener en cuenta es aplicable a cualquier time lapse, y es la manera de ajustar la velocidad de nuestro vídeo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El vídeo final tiene dos elementos importantes, que son la duración del vídeo final que queremos conseguir y la velocidad en fotogramas por segundo. Sabiendo esto, para calcular el resultado final, debemos saber cada cuanto tiempo se captura un fotograma y cuantos fotogramas será necesario capturar. El último dato es la duración de captura real.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por ejemplo, queremos capturar dos horas de amanecer y que se muestren en un minuto, en un vídeo a 20 fotogramas por segundo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">20 fotogramas por segundo X 60 segundos de duración = 1200 fotogramas totales.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">2 horas de amanecer X 3600 segundos por hora = 7200 segundos de grabación.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">7200 segundos de grabación / 1200 fotogramas totales = 6 segundos entre captura y captura.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Según estos cálculos, para nuestro vídeo, deberíamos capturar 1200 fotogramas a razón de un fotograma cada 6 segundos. Con esto, obtendríamos un minuto de vídeo que condensaría dos horas de grabación.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijXn1BnmeRYzHL1XXA_D6ulKxmDha4ORuRzUcL3hE56b1oMG_sz4xsAsj78wyxdmrdLP-9GsNk35BhG148FIcPy06w6XCgQXif8GrGIMnaAZFBVaG2YFYzW2m1VCSJ5rJ0xEIcozXpgWc/s1600/Barra+separadora+look+in+dark+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijXn1BnmeRYzHL1XXA_D6ulKxmDha4ORuRzUcL3hE56b1oMG_sz4xsAsj78wyxdmrdLP-9GsNk35BhG148FIcPy06w6XCgQXif8GrGIMnaAZFBVaG2YFYzW2m1VCSJ5rJ0xEIcozXpgWc/s640/Barra+separadora+look+in+dark+DR82.png" width="640" /></a><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">El time lapse es una técnica algo compleja, pero no os desanimeis, ya que los resultados merecen la pena!!</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">A continuación podeis ver unos cuantos ejemplos que he grabado con mi móvil:</span><br />
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<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-50396633918818344252015-06-29T13:00:00.000+02:002016-03-16T21:22:44.205+01:00LAS ERRES OLVIDADAS (Reutilizar, la segunda R)<span style="font-family: "arial" , "helvetica" , sans-serif;">Hoy <b>no voy a presentaros ninguna manualidad</b> ni truco. Desde que empecé este blog, no me he tomado un hueco para explicar <b>que hago aquí</b> ni por qué considero que esto es importante.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Tengo que reconocer que <b>siempre me ha gustado trastear cosas</b> y que, por poner un símil en el imaginaro, era ese niño que desarmaba un radiocassete para ver como era por dentro y luego le costaba sudor y sangre volver a montarlo. Por cierto, ahora me cuesta mucho más que entonces desmontar un aparato moderno, ya que los diseñan para que sea difícil la autoreparación.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Vivimos una época muy interesante, en la que <b>el ser humano revela todo su potencial para crear... y también para destruir</b>. Esto está sucediendo de manera simultánea, ya que es nuestra capacidad de crear la que está destruyendo el planeta y sus formas de vida. No por nada, estamos viviendo un hecho escalofriante que deja marca a nivel de millones de años de escala, porque <b>estamos provocando la sexta gran extinción del planeta</b>, y es la primera causada por una especie animal, nosotros. Hemos llegado al punto de merecernos una era geológica propia, el Antropoceno, y eso, teniendo menos de un millón de años como especie, que a nivel geológico es un lapso muy pequeño.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En realidad, lo que <b>nos está pasando</b> es <b>lo más natural del mundo</b>. <b>Todas las especies </b>de este planeta, incluida la nuestra, <b>tienden al equilibrio</b>, de tal manera que la población se nivela en un punto tal en el que pueden conseguir los alimentos justos para mantener estable su población mientras nada cambie. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Pongamos como ejemplo una <b>cadena típica de la biosfera</b>, con un carnívoro que se come a un hervíboro que come vegetales que se nutren del sol,la tierra y la lluvia. Si existen <b>pocos carnívoros</b>, la población de<b> hervíboros tiende a subir</b>, pero por un lado, los hervíboros tenderán a <b>acabar con toda la vegetación,</b> por lo que muchos <b>morirán de hambre</b>. Otra opción es que los carnívoros, al haber mayor número de hervíboros, proliferen hasta que se regule de nuevo el número.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Bien, pues <b>el ser humano, con toda su tecnología</b> (precísamente) no ha sido capaz de comprender que <b>está exáctamente bajo las mismas normas.</b> Somos, básicamente, monos con metralletas.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Imaginaos a <b>carnívoros que pudieran cazar a sus presas SIEMPRE</b>, que fueran el asesino perfecto. La historia acabaría mal para todos, y los primeros, los carnívoros. Lo que sucedería sería que <b>desaparecerían TODOS los hervíboros</b>, posteriormente, <b>todos los carnívoros,</b> y con algo de suerte, las plantas no se ahogarían las unas a las otras ante un exceso de competencia mutua.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Pues eso es lo que hacemos, pero con la diferencia de que no nos limitamos a una especie. <b>Arrasamos territorios enteros </b>y destrozamos o consumimos los árboles, las plantas, los animales y hasta los minerales del suelo, <b>sin ningún control.</b></span><br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVfAJznV5C2-M6RKLqrssOczrVjXRsUzf5CAqMDH9P50-T6Escwx4s4YBHtA3eH4DRdJUWViTJIvDZBF66rloApcUO1k7tvc33SbS-2q_Uo-If4WRu35NoQnYR-CJnop3mOfjR9jq1hTQ/s1600/genius+v3.tif" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVfAJznV5C2-M6RKLqrssOczrVjXRsUzf5CAqMDH9P50-T6Escwx4s4YBHtA3eH4DRdJUWViTJIvDZBF66rloApcUO1k7tvc33SbS-2q_Uo-If4WRu35NoQnYR-CJnop3mOfjR9jq1hTQ/s400/genius+v3.tif" width="396" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b>Quizás el ser humano no sea tan inteligente cuando sigue sin ser capaz de autorregularse.</b></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Sin embargo, como con todas las especies, <b>el ser humano tenderá al equilibrio</b>. No es una cuestión de si llegaremos, LO HAREMOS. <b>La cuestión es... como llegaremos.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El <b>escenario natural</b> es sencillo de imaginar. <b>Arrasamos el planeta</b> hasta que queden unas migajas, los siete mil millones largos de<b> habitantes del mundo se matan entre ellos por los pocos recursos </b>que quedan<b>,</b> <b>mueren los </b>seis mil millones de habitantes <b>que podrían sobrar</b> y el resto empieza el ciclo de nuevo. Si no han aprendido del error, en cuando el planeta se recupere un poco del destrozo, comenzaría el ciclo de nuevo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El <b>otro escenario</b> es en el que la especie humana hace gala del cerebro que la evolución le ha dado y <b>plantea una política global</b> para frenar esto, pero aquí hay de nuevo <b>dos posibilidades.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La primera es terrorífica, y consiste en la <b>aniquilación promovida</b> de unos cuantos humanos con poder, que por miedo a perder su status y privilegios, <b>provocan una epidemia, una guerra o una hambruna artificial</b> (catástrofe en general) que destruya toda la población que consideran sobrante. Otras alternativas a estos escenarios, quizás menos drásticas, sería la esterilización o la <b>disminución artificial de las tasas de fertilidad</b> mediante técnicas ocultas a la sociedad, por ejemplo, empeorando la calidad de ciertos alimentos. También pueden considerar <b>disminuir la esperanza de vida,</b> como ya ha dejado caer Cristine Lagarde del FMI, al afirmar que el problema de las pensiones es que la gente vive mucho.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>La segunda opción es la más improbable de todas</b>, pero es la única que no supone una catástrofe. La segunda opción consiste en que <b>todos los paises</b>, pensando en sus habitantes, <b>planteen una política de acción global de decrecimiento económico y poblacional</b> basado en la redistribución de recursos, la eficiencia de uso, la creación de ciclos productivos circulares, la educación, la promoción de familias pequeñas, asegurar el control de su propia reproducción a los ciudadanos...</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Puede que muchos lo hayais visto, pero os dejo <b>dos documentales</b> que abordan el problema y que, de seguro, os resultarán <b>esclarecedores.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El primero se llama "<b>Aritmética, población y energía</b>" y, explicado en un lenguaje muy sencillo y entendible, nos da toda una clase de matemáticas que desarma el crecimiento sostenible que, a veces, nos venden por los medios.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El segundo se llama "<b>Comprar, tirar, comprar</b>" y fue creado, increiblemente, por TVE. Habla sobre <b>la historia de la obsolescencia programada,</b> la cual es el origen de la sociedad de consumo actual y es la responsable directa del destrozo del planeta, ya que <b>busca ser lo más ineficiente posible para vender más productos.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Esto último, la obsolescencia programada, es una de las razones por las que hacer esto.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Si os fijais, en los medios hablan todo el día del reciclaje - Recicla el vidrio y salvarás el planeta!! </span>-<span style="font-family: "arial" , "helvetica" , sans-serif;"> es el mensaje más escuchado acerca del ecologismo. Curiosamente, el vidrio es arena cristalizada y es relatívamente poco contaminante, pero cuesta mucha energía extraer y purificar material para hacerlo nuevo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El reciclaje es solo un elemento más de la consigna original de las tres erres "<b>Reduce, Reutiliza, Recicla</b>" (Por eso esta entrada se llama "Reutilizar, la segunda R") y el reciclaje, aunque es importante, es el último paso que se da cuando ya se han agotado todos los demás, pero <b>¿Porqué no se promueven?</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">No se promueven porque<b> los dos primeros</b> suponen un <b>perjuicio económico</b> a las grandes empresas (evidentemente, al consumidor le viene genial aplicarlas). </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por un lado, reducir se refiere a <b>reducir el consumo</b>, no comprando nada que no necesites, que es lo que de toda la vida se conoce como <b>AHORRAR.</b> Ninguna empresa quiere que ahorres, ya que el dinero en tu bolsillo es dinero fuera del de ellos. Además, <b>si te endeudas</b> para comprar, tus deudas te hacen más dependiente del dinero, lo cual te hace un <b>trabajador más sumiso.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por el otro lado,<b> reutilizar </b>se refiere a <b>no descartar</b> un bien de consumo <b>cuando acaba su vida útil "oficial"</b>. Hablamos de <b>reparar</b> algo cuando se rompe o de <b>reutilizar sus componentes para fabricar otras cosas,</b> quizás con otra utilidad diferente a la planteada en un principio. Reutilizar significa decirle NO a la obsolescencia programada, alargando la vida de un producto más allá de lo que el fabricante nos quiere imponer.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Y<b> aquí es donde entro yo, con mi humilde blog, </b>que actualizo cuando puedo, para ir decribiendo mis proyectos e inventos que, la mayoría de las veces, fabrico <b>reutilizando material que acabaría desechado en la basura.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En mis proyectos, generalmente, <b>procuro usar la menor cantidad de material adquirido </b>por via comercial, y en la mayoría de ocasiones proviene de <b>mi propia basura. </b>En otras, puede prodecer de material que la gente tira a los <b>contenedores</b> o incluso a <b>puntos límpios,</b> que a pesar de reciclar (en teoría) los desechos, obvian la segunda parte. <b>La recuperación de productos de puntos limpios debería ser otra opción a considerar</b> para reciclar o reutilizar, ya que gracias a ello, he podido disponer de ordenador, equipos de música, bicicletas, material y muchas cosas más, complétamente gratis y dándoles una segunda vida. <b>Como desventaja,</b> tengo que decir que ese aspecto está "legalmente" atado, ya que<b> es ilegal acceder a un punto limpio para recuperar material</b> por considerarse propiedad privada. Curiosamente, he visto a la propia policía local que anteriormente me ha llegado a sacar del punto limpio, dentro de el, rebuscando en los contenedores algo que les pudiera aprovechar.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Cualquiera de los puntos de las tres erres es necesario y vital, sin embargo, el primero consiste en pensar dos veces cada compra antes de realizarla, y el tercero en identificar el color del contenedor adecuado para cada materia. Es <b>en la segunda R</b> donde <b>existe todo un trabajo técnico</b> complétamente diferente, que va desde las reparaciones a la fabricación de objetos complétamente nuevos, y es por eso que es necesario crear y publicar, cuanta más información mejor, acerca de esto.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Los beneficios,</b> sin embargo, abarcan mucho más que el reciclaje. El primero de todos es el <b>orgullo personal </b>y la sensación de superación al haberse enfrentado a un problema y resolverlo. El segundo es, como no, el importante <b>ahorro económico</b> que supone. El tercero es que, especialmente cuando construyes algo, puedes <b>disponer de bienes que no podrías adquirir</b> si tuvieras que comprarlos o que no compensarían el gasto pero te resultarían útiles. El cuarto es la increible cantidad de<b> experiencia y conocimientos </b>que adquieres acerca del comportamiento de los materiales, habilidades manuales, cómo funcionan ciertas cosas, etc...</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por todo esto, <b>espero que sigáis disfrutando de este blog. </b>El material de este blog está prácticamente por entero creado por mi e intento, dentro de lo posible, crear proyectos que no se hayan visto antes y, si ya existen, darles otro enfoque (en la red es prácticamente imposible hacer algo que no se haya visto antes, pero con esfuerzo, algo sale). Recordad que <b>si os gusta el blog, la mejor manera de agradecerlo es compartir el enlace,</b> comentar y, en definitiva, interactuar de alguna manera con el.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo, y hasta la próxima entrada!!</span><br />
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<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-7194446969370992532015-06-22T13:30:00.000+02:002016-03-16T21:23:09.796+01:00Como hacer una vela de agua y aceite<span style="font-family: "arial" , "helvetica" , sans-serif;">Hace unos días, publiqué una entrada acerca de como hacer una lámpara de aceite con dos latas. Sin embargo, desde hace tiempo, nuestras madres y abuelas ya sabían hacer algo similar, mucho más sencillo, que además, aquí en España, se suele usar mucho en el día de todos los santos como manera de rendir tributo a los difuntos. Hablamos de <b>la vela de agua y aceite.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Aunque la he llamado vela, <b>podría considerarse una especie de lámpara</b>. Tiene una limitación bastante grande y es que no es nada recomendable ir moviéndola de un lado a otro, porque es <b>básicamente una balsa con agua y aceite</b> y las probabilidades de liarla por accidente son grantes. Sin embargo, <b>produce una buena luminosidad y prácticamente no emite humos.</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSor6rEkUet6zbYna6YVyqw_o9BEN6GAWAVJ91mmI3bA5FDuXELFrlWx3M5ys8LNQPh6zn-DMpv_frmNXnAIygV6agKXs1t4eX941XHINY8Fkuo9hwgX5MnQkSS3gt3fgmnrDLgZI8Lvw/s1600/Como+hacer+una+vela+de+agua+y+aceite.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="379" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSor6rEkUet6zbYna6YVyqw_o9BEN6GAWAVJ91mmI3bA5FDuXELFrlWx3M5ys8LNQPh6zn-DMpv_frmNXnAIygV6agKXs1t4eX941XHINY8Fkuo9hwgX5MnQkSS3gt3fgmnrDLgZI8Lvw/s640/Como+hacer+una+vela+de+agua+y+aceite.tif" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Usaremos un <b>recipiente de cristal</b>, poco profundo, y verteremos <b>un dedo de agua o incluso menos.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Después, verteremos, con cuidado, <b>el aceite</b>, pero un <b>poco menos</b>. Más o menos, <b>medio centímetro.</b> Es importante que no vaya a desbordar, por lo que estaría bien <b>usar cierto margen de seguridad en el borde</b> si es posible. Un par de centímetros al menos.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Las mechas pueden ser compradas</b>, ya que las venden ya hechas para este tipo de lámparas, <b>pero podeis hacerlas artesanales</b> usando un trocito de cuerda o un retal de tela o trapillo hecho cuerda, siempre que no sea de plástico o algún material que se funda con el calor, y papel de aluminio.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para hacerlas, <b>recortais un rectángulo de papel de aluminio y clavais la mecha en el centro</b>, dejando una pequeña parte por dentro y otra por fuera. <b>Retorceis el papel de aluminio junto con la parte donde está la mecha</b>, respetando la parte inferior. Después, <b>aplanais esto último de tal manera que quede como una base</b> más o menos amplia. Si la mecha ha quedado demasiado grande, <b>la recortais un poco</b>, ya que con menos de un centímetro sobra.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Introduciremos las mechas para que queden entre el agua y el aceite</b>. La diferencia de densidad entre ambas, sujetará la mecha derecha.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ahora, solo hay que esperar a que <b>la mecha absorba aceite</b> para <b>prenderla</b>.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Podeis poner tantas como querais</b>, dentro del sentido común. <b>Si usais aceite usado</b>, aunque la vela no quede muy estética, <b>estareis ahorrando recursos</b>, pero eso sí, al menos deberíais filtrarlo.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXTlz3zuT2jhuLStVkTxtJ0PAoYXZMpRsIvv26YUP6FBd8sGhPogJpVoCW4KjpndgncdcORxHPJSQWPC0XkUF9Q1Ld0CipIZFTe10_uVVJQBzruwaNgFEt6cnhgzfUU6RqtQGtGM7dxr0/s1600/Barra+separadora+Pagan+Skulls+and+clouds+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="187" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXTlz3zuT2jhuLStVkTxtJ0PAoYXZMpRsIvv26YUP6FBd8sGhPogJpVoCW4KjpndgncdcORxHPJSQWPC0XkUF9Q1Ld0CipIZFTe10_uVVJQBzruwaNgFEt6cnhgzfUU6RqtQGtGM7dxr0/s640/Barra+separadora+Pagan+Skulls+and+clouds+DR82.png" width="640" /></a><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Y <b>ya teneis vuestra vela</b>, lámpara, o como querais llamarla!!</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">A continuación, y como siempre, <b>os dejo con el siguiente vídeo</b>, en el que podreis ver todo el proceso de una manera más intuitiva.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Un saludo, y hasta la próxima!!</b></span>
DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com1tag:blogger.com,1999:blog-1822030182258448264.post-84393607765103854492015-06-11T13:00:00.000+02:002016-03-16T21:23:24.216+01:00Como hacer un mini ventilador que funcione con el enchufe de casa.<span style="font-family: "arial" , "helvetica" , sans-serif;">Ha llegado el <b>verano!!</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Me da igual que me digan -<b>Oye, que aun no</b> es 21 de junio, que no ha llegado -, <b>me la suda </b>entera. Desde que en Mayo hicieron 44 grados en Valencia, oficialmente tenemos aquí al astro rey dándolo todo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Normalmente, me pongo una <b>turbina de aire</b> de cara y un bote de <b>spray con agua</b> para ir echándome mientras se evapora el agua, pero como de momento no tengo acceso a eso, y como el tiempo está revuelto y, siendo menos dramático, a veces soy demasiado caluroso y una turbina de aire sería demasiado si estoy en compañía.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Por eso, en ese periodo de entretiempo que hace calor solo para algunos, decidí crearme <b>una versión algo mas light de un ventilador</b>, que al menos me aireara un poco.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Buscarse un motorcillo cualquiera y ponerse a fabricar una hélice artesanal era tentador, pero son ganas de meterse en follones y, aunque algún dia debería ponerme con ello, solo por probar, el meterme a fabricar algo como eso, que además debe de alinearse el eje y equilibrar el peso... pues no era plan, y menos cuando bastaba con <b>echar mano</b> a uno de los cientos de <b>ordenadores escacharrados</b> que hay por todas partes.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En un ordenador personal hay, como mínimo, dos ventiladores (en el mio hay 6 y espacio dos más) para , que son el del procesador y el de la fuente de alimentación. Generalmente, <b>cuando desechan un ordenador, estas piezas</b> están llenas de polvo pero <b>funcionan perfectamente</b>, así que de ahí sacaremos nuestros ventiladores.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Generalmente, <b>los más comunes son de 80 milímetros</b>, pero en este caso, <b>extraje uno de una fuente de alimentación de 120 milímetros</b>. La potencia y el caudal no suele ser mucho más diferente, pero el de 80 milímetros hace un poco más de ruido porque tiene que ir más revolucionado. Estos ventiladores <b>funcionan, generalmente, a 12 voltios.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En la imagen anterior, se muestra un resumen muy rápido del montaje final. Sincéramente, <b>si os da igual</b> destrozar los conectores o que tenga un interruptor, <b>podeis</b> saltaros todo lo de en medio y <b>empalmar los cables del transformador y del ventilador</b>, respetando la polaridad indicada, eso sí. <b>Si quereis hacerlo sin destrozar nada</b> y más adelante poder reutilizar todas las piezas en otros proyectos, <b>mucho mejor</b>. Personalmente, salvo que necesite una buena fiabilidad y necesite hacer buenas uniones, prefiero esto último. Una opción intermedia consiste en soldar los conectores macho o hembra que correspondan al extremo del cable que va pelado, pero no disponía de ellos.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Del ventilador pueden salir dos o tres cables</b>. <b>Si salen tres, uno de ellos es un sensor</b> de velocidad que es el que hace que el ordenador sepa a cuantas revoluciones gira y, en principio, <b>no lo necesitamos</b>, así que conectaremos <b>el negativo, que suele ser negro, y el positivo, que suele ser rojo </b>(algunos pueden ser de otros colores). Para no romper el conector, <b>usaremos un cable adecuado que quepa por los agujeros</b> donde encajarían las patillas. En mi caso, un cable monofilar del diámetro justo me vino de perlas, pero podeis usar uno multifilar, que es el más común, enrollándolos bien. Cuando esté listo, juntais las dos parejas de cable y las asegurais con un pedazo de <b>cinta adhesiva o similar</b>.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para el <b>interruptor,</b> si teneis uno a mano, pues mejor que mejor. En mi caso no lo tenía, así que <b>improvisé uno con dos tornillos, un pedazo de chapa de refresco y un tapón de botella</b> de plástico, que bien podría haber sido un trocito de madera o algo similar, como base.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El montaje es sencillo. <b>Recortais un trozo de chapa</b> de un poco más del ancho del tapón y <b>le haceis un agujero</b> en un extremo por el <b>que pase el tornillo</b>. Justo <b>en el otro extremo,</b> debajo de la chapa, atornillamos el <b>otro tornillo</b>. <b>Limamos un poco la chapa,</b> por donde hace contacto este último tornillo, ya que lleva un lacado que impide que haga buen contacto eléctrico. Si los tornillos están galvanizados o pavonados, puede que os den el mismo problema.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Después, solo teneis que <b>seccionar uno de los cables</b> y <b>unir cada una de las mitades a un tornillo</b>, dejando el otro cable sin cambios.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En este caso, he pasado los dos cables por dentro del tapón para que quedara mejor y más ordenado.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La <b>conexión con el transformador</b>, suponiendo que sea del tipo de unión de la imagen, se hace <b>rodeando el cilindro exterior con el cable y retorciéndolo</b>, mientras que <b>el interior </b>consiste en <b>que quede con cierta presión para que haya buen contacto</b>, ya sea doblando en dos la punta del cable, retorciéndolo para que no se deshilache... ir probando, ya que dependerá también del cable que esteis usando. Para que no se suelte, unimos todos los cables con cinta o una brida o similar de la manera que se puede ver en el vídeo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Esto técnicamente está terminado ya, y para que funcione solo hay que conectar el transformador y hacer que el interruptor haga contacto. Esto último, se hace <b>girando la chapa lateralmente para que apoye en la cabeza del tornillo</b>, y para desenchufarlo solo hay que moverla a un lado.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hablemos de algunos <b>aspectos eléctricos</b> de esto.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El ventilador, en principio, funciona a 12 Voltios de tensión, pero esto no es una norma estricta. Las bases de ordenadores portátiles usan, a veces, ventiladores que deberían funcionar a 12 Voltios, pero se conectan al puerto USB diréctamente, que suministra solo 5 Voltios, con la diferencia de que giran a menos velocidad. Si os planteais usarlo conectado al puerto USB, se puede hacer también, si localizais el positivo y negativo del cable, que suelen ir en rojo y negro... y otras veces no, y toca investigar. Si vais a hacerlo, recomiendo hacer todo el montaje, si podeis, usando un cargador de móvil como el de los LG, cuyo transformador tiene una ranura USB como la del ordenador, para probarlo sin riesgo a que os cargueis el del ordenador y romperlo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Esto viene a decir, volviendo al tema, que <b>si usais un transformador de 5, 7 o 9 Voltios, no pasa nada, solo que irá más lento.</b> Si no teneis miedo de arriesgaros, es de suponer que podría funcionar con más potencia incluso, con fuentes de 14, 16 voltios... arriesgarse a probar una de 24 Voltios es de valientes, pero no conzco el límite de aguante que tienen.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Respecto al <b>amperaje</b> del transformador, suelen indicar la intensidad máxima que pueden suministrar, por lo que no creo que un amperaje alto vaya a quemar el ventilador si el voltaje es correcto. <b>En mi caso, la salida es de 1 Amperio y funciona de maravilla</b>. En cualquier caso, si el amperaje es demasiado bajo y usais un aparato que consuma bastante energía, símplemente, no tendría potencia.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hay que asegurarse de que el transformador tiene una salida de <b>corriente continua</b> y no de corriente alterna, aunque casi ninguno da este problema, y también de que la <b>polaridad es la correcta</b>. En este caso, el polo positivo está dentro y el negativo fuera, pero podría ser al revés... aunque las consecuencias de esto, con este tipo de ventilador, es solo que girará en sentido opuesto.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Al fín!! </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">mira que pensaba que iba a ser cortito, pero me acabo enrollando de lo lindo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Os dejo el vídeo, que en realidad no aparece como lo monto, sino que os enseño cada parte y explico un poco como lo he apañado mientras se ve sobre la marcha. De todas formas, <b>es muy ilustrativo y merece la pena verlo</b> para entender bien esto.</span><br />
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DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com1tag:blogger.com,1999:blog-1822030182258448264.post-68708621311207535332015-06-08T13:00:00.000+02:002016-03-16T21:23:53.227+01:00Como hacer infusiones con la Dolce Gusto (También con la Nexpresso)<span style="font-family: "arial" , "helvetica" , sans-serif;">Hace unos años, para hacer café había que enredar con café molido y una cafetera, con sus filtros y sus historias, poniendo perdida la pila de la cocina cada vez, pero desde que salió la moda de las <b>cápsulas de café</b>, todo el proceso es, generalmente, mucho más limpio.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">No me malinterpreteis. Personalmente, creo que lo de las cápsulas es una excusa para sacar el dinero a la gente, vendiéndolas a precio de oro. <b>Creo que el mejor café, se puede hacer con una cafetera como las del bar</b>, pero en casa, modelo pequeñito, que aunque también es cara, es mejor que una máquina de cápsulas.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Sin embargo, lo de <b>las cápsulas tiene su encanto</b>, y la gente adora lo simple. Si eres de los que puede permitirse hacer café de cápsula a diario, genial por ti. No obstante, muchas veces, <b>a la mayoría de la gente, el presupuesto no nos llega</b> para disfrutar de nuestra amada maquinita a diario, así que la relegamos a los fines de semana o cuando tenemos visita.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> En casa de mi madre, tenemos una Dolce Gusto, y a base de no gastar las cápsulas para ahorrar, se le están empezando a caducar (Que ya es difícil) por no usarlas, así que las estamos gastando a toda mecha para aprovecharlas. No obstante, siempre queda en mi pensamiento la misma cuestión <b>¿No habrá una manera de sacarle provecho a la maldita cafetera sin dejarnos un pastizal?</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Pues en ello estamos con este tutorial.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hay por Internet, muchísimos vídeos de <b>trucos para reutilizar las cápsulas.</b> Los que más he visto habitualmente son de Nexpresso, pero el concepto es igualmente aplicable a la Dolce Gusto.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En esta entrada, sin embargo, <b>no quiero centrarme tanto en el "como", sino en el "por qué"</b>, ya que el como es relativamente sencillo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Así pués, el "como", me lo voy a quitar de encima diciéndoos que <b>para reciclar una cápsula, hay que quitar la tapa de esta</b>, que en la Dolce Gusto es de plástico y en la Nexpresso de aluminio, <b>vaciar el contenido</b> (si lo hubiere) y <b>limpiar el interior</b>, dejar secar y<b> rellenar con el café</b> que queramos o, como ahora explicaré, otras materias posibles. Después, se usa como una cápsula normal y se puede repetir el proceso mientras la cápsula aguante.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5fl9DazQvxCO7fGICofyxwtG6tIGI_16Nquv0j5O-LxjPU_TOoJG6-84MHxHSHVurn1IWgjXGLYAGrIETIHzdhu5SMudbqRQa7mZRsfDnwMmAufzbyMi6O24BNi6SsFv_wq8jlJuL0pY/s1600/Barra+separadora+reja+organica+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="84" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5fl9DazQvxCO7fGICofyxwtG6tIGI_16Nquv0j5O-LxjPU_TOoJG6-84MHxHSHVurn1IWgjXGLYAGrIETIHzdhu5SMudbqRQa7mZRsfDnwMmAufzbyMi6O24BNi6SsFv_wq8jlJuL0pY/s320/Barra+separadora+reja+organica+DR82.png" width="320" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ahora los matices y <b>el "por qué"</b>.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Lo primero,<b> hay que entender en qué consiste el proceso</b>. En ambas cafeteras, las cápsulas hacen a la vez de contenedor del producto y de filtro. Sin embargo, hay dos marcadas diferencias entre ambas, y es que, mientras <b>la Nexpresso</b> hace verdadero café, realizando un proceso de<b> filtrado</b>, <b>la Dolce Gusto</b>, en realidad, <b>emplea café soluble.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Esta es la razón por la que <b>la Dolce Gusto puede funcionar con agua fría</b> y, además, permite usar cápsulas de leche, Nesquik, y similares.<b> Es más versátil</b> por un lado, pero a menudo, el consumidor se puede sentir engañado.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>La Dolce Gusto</b>, físicamente hablando, <b>actua a baja presión</b>, diluyendo el contenido del interior de la cápsula, mientras que<b> la Nexpresso</b>, <b>actúa a alta presión</b>, provocada entre otras cosas por el agua caliente, filtrando el contenido de la cápsula. Esto es lo que nos marcará que podemos usar o no, con nuestra cafetera.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En la Dolce Gusto, usar café de máquina, significa que empiece a fugarse por todos lados y hacer un desastre. sin embargo, sí se puede usar café soluble, rellenando media cápsula (de normal, <b>las cápsulas de la Dolce Gusto no suelen ir hasta arriba</b>, sino que tienen espacio libre en su interior para que se mezcle el contenido con el agua. Esto, en princípio, <b>debería funcionar con cualquier material soluble,</b> como la leche en polvo o el cacao instantáneo, pero sin embargo, <b>no recomendaría probarlo con Cola Cao,</b> ya que su dificultar para disolverse, casi con toda probabilidad, obstruirá la cápsula y provocará un desastre. <b>Todo material soluble, en principio, funciona bien con agua fría, aunque los mejores resultado se conseguirán siempre con agua caliente.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Sin embargo, y a lo que íbamos en esta entrada, <b>tanto en la Dolce Gusto como en la Nexpresso, se pueden rellenar las cápsulas con infusiones</b>. Té, tila, manzanilla, poleo, etc... podeis usar práctiamente de todo, y el proceso es el mismo. <b>Si la infusión viene en una bolsita, mejor</b> todavía, ya que permite que el agua circule bien. No obstante,<b> funciona también si vertemos el contenido sin bolsa</b>, diréctamente sobre la cápsula (recomiendo probar con anís en grano, que salen unas infusiones deliciosas), siempre, sin llenarla del todo. Fundamental a recordar, es que <b>solo funciona con agua caliente</b> en ambos casos. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Respecto a <b>los materiales solubles</b> como leche en polvo o cacao, <b>han de poder disolverse con facilidad o no funcionarán</b>, y aunque puede que funcione con agua fría, <b>siempre será mejor con agua caliente.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hay todavía <b>una opción que es la de usar siropes o similares.</b> La leche condensada o el sirope de chocolate (o de fresa, caramelo, etc... experimentos culinarios a riesgo de cada cual) es susceptible de funcionar también. Nuévamente, recomendando hacerlo con agua caliente aunque podría funcionar con agua fría. Esta opción, <b>abre la posibilidad de usar Cola Cao disuelto con una pequeña cantidad de leche</b>, de forma que quede como un sirope espeso.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Una última <b>posibilidad, extrema</b> para muchos, y que posíblemente solo funcione bien con la Dolce Gusto, es <b>hacer caldo</b>. Sí, como suena, los típicos <b>caldos de sobre</b>, dejándo solo el polvo, sin fideos ni picatostes, ni trocitos de tipo alguno de verdura (Se pueden dejar, pero los filtrará), se disuelven muy bien con agua caliente y funcionarían en una cafetera de este tipo. La Nexpresso, tal vez tendría capacidad para hacer esto, pero la capacidad de la cápsula es menor y el filtro es más restrictivo.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5fl9DazQvxCO7fGICofyxwtG6tIGI_16Nquv0j5O-LxjPU_TOoJG6-84MHxHSHVurn1IWgjXGLYAGrIETIHzdhu5SMudbqRQa7mZRsfDnwMmAufzbyMi6O24BNi6SsFv_wq8jlJuL0pY/s1600/Barra+separadora+reja+organica+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5fl9DazQvxCO7fGICofyxwtG6tIGI_16Nquv0j5O-LxjPU_TOoJG6-84MHxHSHVurn1IWgjXGLYAGrIETIHzdhu5SMudbqRQa7mZRsfDnwMmAufzbyMi6O24BNi6SsFv_wq8jlJuL0pY/s640/Barra+separadora+reja+organica+DR82.png" /></a><br />
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">Y tras todo este rollo, os dejo el vídeo que da título a esta entrada, donde podeis ver lo sencillo que resulta hacer una infusión con la Dolce Gusto.</span></b><br />
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">Espero que os haya gustado. Hasta la próxima entrada!!</span></b><br />
<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com4tag:blogger.com,1999:blog-1822030182258448264.post-37408248550631608732015-06-04T13:30:00.000+02:002016-03-16T21:24:22.953+01:00Como hacer una lámpara de aceite con dos latas<span style="font-family: "arial" , "helvetica" , sans-serif;">En esta ocasión, he aprovechado para revisar un viejo concepto que tengo en algún vídeo por ahí, que es el de como hacer una lámpara de aceite con dos latas.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En el vídeo original, mostraba una lámpara de aceite hecha con dos latas de conserva. Este modelo producía bastante humo, así que le fabriqué un filtro con una botella de plástico y papel de cocina.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Este modelo no estaba sellado en la unión de las latas, por lo que rezumaba algo de aceite y era necesario usar un plato para no pringarlo todo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">De esto hace unos años y por aquel entonces no grabé el proceso de construcción, así que esta vez, os tengo preparado un Howto como dios manda que espero que disfruteis!!</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9hVoyNY1POixyBZ4SPp3d7eVyJB1heVD69hKcPBOfUXAMI3S9TSauszavVPw-n3hcgfRucTAn_qaP2vGSczWtXp-eh56sugFkjLOeib-bS-IzZe54f5rIHOJlNfoHjSsIv1IWBmIF0-g/s1600/Barra+separadora+wing+2021+blackRed+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="98" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9hVoyNY1POixyBZ4SPp3d7eVyJB1heVD69hKcPBOfUXAMI3S9TSauszavVPw-n3hcgfRucTAn_qaP2vGSczWtXp-eh56sugFkjLOeib-bS-IzZe54f5rIHOJlNfoHjSsIv1IWBmIF0-g/s640/Barra+separadora+wing+2021+blackRed+DR82.png" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para esta lámpara, necesitareis dos latas de conserva pequeñas. En este caso, he usado dos de atún, pero imagino que podría funcionar con latas ovaladas también. No recomiendo latas muy grandes. Esto podeis hacerlo también usando dos latas de refrescos, pero solo usando el tercio inferior.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para la mecha, lo ideal sería hacer una de lana de roca o fibra de vidrio, pero somo soy consciente de las limitaciones, podeis usar cualquier cuerda de algodón, tela de algún pantalón o camiseta, con la condición fundamental de que no sea de algún plástico que se pueda derretir con el calor.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Atentos a la infografía.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicEmibIzuy-BV3SatL96ccYhqw6Nd5tGdNXX5xb18IcQFQJFBIJbV1rmWgMEYnSyRvd6lrX6IuVro5sikuq8bmRw_TB4oPSq3yfflJGRVEZcH07qN8-eWlzIqoI3agDbJCgzTaaHTKUdI/s1600/Como+hacer+una+l%25C3%25A1mpara+de+aceite+con+dos+latas+de+at%25C3%25BAn.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="544" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicEmibIzuy-BV3SatL96ccYhqw6Nd5tGdNXX5xb18IcQFQJFBIJbV1rmWgMEYnSyRvd6lrX6IuVro5sikuq8bmRw_TB4oPSq3yfflJGRVEZcH07qN8-eWlzIqoI3agDbJCgzTaaHTKUdI/s640/Como+hacer+una+l%25C3%25A1mpara+de+aceite+con+dos+latas+de+at%25C3%25BAn.tif" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><br />Lo primero que haremos, será cortar los dos aros superiores de las latas, para que quede el borde de la chapa lateral expuesto. Con unas tijeras resistentes podreis cortarla.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ahora toca preparar las dos latas para encajarlas. A una le haceis un agujero con el taladro, de tal manera que quepa la mecha que usaremos. En el vídeo, esto lo hice después de montarlo todo y casi hago un agujero por el otro lado, así que es mejor hacerlo antes de pegarlas, sobre una pieza martir. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">A la segunda lata le teneis que hacer pequeños dobleces transversales por toda la circuferencia, con el objetivo de que el diámetro sea menor y podais encajarla en la otra lata.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">A continuación, eso mismo. Toca encajarlas y, posteriormente, pegais todo el borde con cola termofusible para que no tenga fugas. Por la zona por la que aplicareis cola no alcanzará una temperatura que funda el plástico y, de hecho, apenas se calentará.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Con esto, tenemos el cuerpo de la lata listo, así que ahora echamos aceite hasta llenar unos tres cuartos mas o menos. Es importante no echar poco, porque si no se empapa bien la mecha, se nos quemará. Si mientras arde, notais que la mecha tiene partes incandescentes, significa que se está quemando. Esto es normal cuando casi se ha agotado, pero si al poco de empezar a arder empieza a hacer esto, quizás deberiais usar otro tipo de mecha o esperar a que capilarice más aceite.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Lo último es poner la mecha, ayudándonos de un palillo o algo similar. Dentro deberían haber unos 15 centímetros de mecha más o menos, al menos eso le puse yo. Dejad fuera unos tres centímetros de mecha para arder.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Esta no debe estar apretada, pues estrangularía la capacidad de capilarizar hacia arriba el aceite, pero tampoco debe quedar muy suelta. Tiene que ofrecer la resistencia justa para que pase con un pequeño tirón.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Si la mecha es de algún tipo de lana de roca o fibra de vidrio, no tendreis problemas porque se consuma. Si es tela normal, segúramente se quemará un poco al principio hasta llegar a un punto en que se equilibra y es aceite lo que se quema, no la tela.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Pues ahora solo toca prenderla y disfrutar. Por seguridad, usaría un plato debajo o algún material ignífugo que no os importe que se ensucie. El aceite no es como la gasolina o el alcohol, así que no basta con acercarle una chispa para que prenda, mantened la llama un par de segundos y se prenderá.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Como última recomendación, con este sistema podeis usar el aceite usado como combustible, por lo que aprovechais un residuo que de otra manera contaminaría el suelo o los rios gratuitamente. El carbono del aceite vegetal, al ser producto de una planta actual, es reabsorbido por la materia vegetal de nuevo, al contrario del petroleo, que vuelca a la atmósfera carbono que no existía en circulación. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9hVoyNY1POixyBZ4SPp3d7eVyJB1heVD69hKcPBOfUXAMI3S9TSauszavVPw-n3hcgfRucTAn_qaP2vGSczWtXp-eh56sugFkjLOeib-bS-IzZe54f5rIHOJlNfoHjSsIv1IWBmIF0-g/s1600/Barra+separadora+wing+2021+blackRed+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="98" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9hVoyNY1POixyBZ4SPp3d7eVyJB1heVD69hKcPBOfUXAMI3S9TSauszavVPw-n3hcgfRucTAn_qaP2vGSczWtXp-eh56sugFkjLOeib-bS-IzZe54f5rIHOJlNfoHjSsIv1IWBmIF0-g/s640/Barra+separadora+wing+2021+blackRed+DR82.png" width="640" /></a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Y ya está!!</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Si quereis ver el vídeo para ver el proceso de montaje, lo teneis aquí abajo. Espero que os guste!!</span><br />
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<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-53079957373208062702015-06-01T13:30:00.000+02:002016-03-16T21:24:52.685+01:00Dos trucos: Como calentar dos platos en el microondas y como cerrar bolsas con un tapón de corcho.<span style="font-family: "arial" , "helvetica" , sans-serif;">Hoy no os traemos manualidades al uso, sino símplemente <b>un par de trucos</b> para hacer vuestro día a día algo más fácil. Como calentar dos platos a la vez con el microondas, y como usar tapones de corcho para cerrar bolsas de comida.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Este tipo de información, suele conocerse como <b>life hacks</b>, y es relatívamente fácil encontrar por Internet muchos más trucos para ayudaros en vuestra vida diaria, por lo que os animo a seguir buscando en la red si os interesa este tema.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El <b>primer truco</b>, muestra <b>como podeis calentar dos platos en el microondas al mismo tiempo</b>, de manera que, si sois dos personas, podais compartir a la vez el momento de la comida, sin tener que esperar a que se caliente el plato de vuestra pareja.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El <b>segundo truco</b> muestra como podeis <b>reutilizar unos tapones de corcho para mantener cerradas vuestras bolsas</b> de patatas, pienso, legumbres, etc...</span><br />
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">Y eso es todo por hoy!!</span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ha sido corto, pero intenso. Espero que os hayan gustado, un saludo y <b>hasta el próximo post!!</b></span><br />
<mytubeelement data="{"bundle":{"label_delimitor":":","percentage":"%","smart_buffer":"Smart Buffer","start_playing_when_buffered":"Start playing when buffered","sound":"Sound","desktop_notification":"Desktop Notification","continuation_on_next_line":"-","loop":"Loop","only_notify":"Only Notify","estimated_time":"Estimated Time","global_preferences":"Global Preferences","no_notification_supported_on_your_browser":"No notification style supported on your browser version","video_buffered":"Video Buffered","buffered":"Buffered","hyphen":"-","buffered_message":"The video has been buffered as requested and is ready to play.","not_supported":"Not Supported","on":"On","off":"Off","click_to_enable_for_this_site":"Click to enable for this site","desktop_notification_denied":"You have denied permission for desktop notification for this site","notification_status_delimitor":";","error":"Error","adblock_interferance_message":"Adblock (or similar extension) is known to interfere with SmartVideo. Please add this url to adblock whitelist.","calculating":"Calculating","waiting":"Waiting","will_start_buffering_when_initialized":"Will start buffering when initialized","will_start_playing_when_initialized":"Will start playing when initialized","completed":"Completed","buffering_stalled":"Buffering is stalled. Will stop.","stopped":"Stopped","hr":"Hr","min":"Min","sec":"Sec","any_moment":"Any Moment","popup_donate_to":"Donate to","extension_id":null},"prefs":{"desktopNotification":true,"soundNotification":true,"logLevel":0,"enable":true,"loop":false,"hidePopup":false,"autoPlay":false,"autoBuffer":false,"autoPlayOnBuffer":false,"autoPlayOnBufferPercentage":42,"autoPlayOnSmartBuffer":true,"quality":"default","fshd":false,"onlyNotification":false,"enableFullScreen":true,"saveBandwidth":false,"hideAnnotations":false,"turnOffPagedBuffering":false}}" event="preferencesUpdated" id="myTubeRelayElementToPage"></mytubeelement><mytubeelement data="{"loadBundle":true}" event="relayPrefs" id="myTubeRelayElementToTab"></mytubeelement>DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-42400564087261997962015-05-29T13:30:00.000+02:002016-03-16T21:25:28.395+01:00Como hacer una alfombrilla para el mouse<span style="font-family: "arial" , "helvetica" , sans-serif;">Hace poco, me trajeron una mesa de escritorio más grande para que pudiésemos estar mi pareja y yo con los ordenadores. La mesa es genial, aunque tuve que reforzar la zona central con unas escuadras, debido a lo larga que es.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Sin embargo, la superfície de la nueva mesa producía efectos extraños en el mouse y se volvía difícil de controlar. Necesitábamos una alfombrilla de ratón. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Puesto que, hoy por hoy, vivimos en un pueblo pequeño, no podíamos ir a pie a una tienda a comprarla, y además me apetecía hacer algo de bricolaje, así que me puse manos a la obra para fabricarla yo mismo.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaeFiwRFYx429irQFzgm4ua1-GG5XJkO4psiY4K4k0uD3We8d_HgVb5BIiqyxM6wLb5MHEAZFAlRj8xaLoScfJm6veDP3MFm-YqZ4HljE96t8bYhrbjRTW-yOtLkJW5YuwbGs5mnUxSTw/s1600/Barra+Separacion+banda+militar++DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="139" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaeFiwRFYx429irQFzgm4ua1-GG5XJkO4psiY4K4k0uD3We8d_HgVb5BIiqyxM6wLb5MHEAZFAlRj8xaLoScfJm6veDP3MFm-YqZ4HljE96t8bYhrbjRTW-yOtLkJW5YuwbGs5mnUxSTw/s640/Barra+Separacion+banda+militar++DR82.png" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Aunque lo ideal hubiera sido usar algún tipo de tabla de plástico o porexpán del tipo de las bandejas de carne, lo que tenía a mano era cartón, así que improvisé con ello.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirhY_sM0takomBYAeLHt2zFd3T_1xmxDUGIl8uIo5NQn-OOMJI2hO3iUz8eNed684nUye6LHSIWnSxoiolX0LlnKOHQmCt-tbDo5JDGL8OaDEVOWCw6bPNP7Q894qw9qIk0FyngpELB-s/s1600/Como+hacer+una+alfombrilla+de+mouse.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="418" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirhY_sM0takomBYAeLHt2zFd3T_1xmxDUGIl8uIo5NQn-OOMJI2hO3iUz8eNed684nUye6LHSIWnSxoiolX0LlnKOHQmCt-tbDo5JDGL8OaDEVOWCw6bPNP7Q894qw9qIk0FyngpELB-s/s640/Como+hacer+una+alfombrilla+de+mouse.tif" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">También usaremos un pedazo de tela, en este caso de pantalón, para forrarla. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para montar nuestra alfombrilla, recortaremos dos rectángulos de cartón (o más si deseais más resistencia) con el corrugado alternado. De esta manera, será resistente a las tensiones en una u otra dirección.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Posteriormente, los pegaremos con cola termofusible o pegamento universal. Si es este último, recordad que hay que aplicar una capa en cada parte y esperar unos segundos a que quede mordiente. Esperaremos a que se seque.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Después, forraremos con tela el cartón. Usaremos para pegar, pegamento universal o, si teneis, cola en spray. Lo haremos siguiendo una disposición parecida a como se ve en el dibujo. Lo dejaremos secar y listo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Como alternativa, podemos usar un pedazo de porexpán para hacer un reposamuñecas, pero comprobad antes que el pegamento no lo disolverá. Si es así, encintar primero esta pieza para que, al aplicar el pegamento, no lo disuelva. Esto, antes de forrarlo, por supuesto.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaeFiwRFYx429irQFzgm4ua1-GG5XJkO4psiY4K4k0uD3We8d_HgVb5BIiqyxM6wLb5MHEAZFAlRj8xaLoScfJm6veDP3MFm-YqZ4HljE96t8bYhrbjRTW-yOtLkJW5YuwbGs5mnUxSTw/s1600/Barra+Separacion+banda+militar++DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="139" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaeFiwRFYx429irQFzgm4ua1-GG5XJkO4psiY4K4k0uD3We8d_HgVb5BIiqyxM6wLb5MHEAZFAlRj8xaLoScfJm6veDP3MFm-YqZ4HljE96t8bYhrbjRTW-yOtLkJW5YuwbGs5mnUxSTw/s640/Barra+Separacion+banda+militar++DR82.png" width="640" /></a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Y listo!!</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Como siempre, el tutorial completo en el siguiente vídeo.</span><br />
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<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-82646654054807391772015-05-27T13:06:00.000+02:002016-03-16T21:25:47.518+01:00Como hacer un portavelas con una lata de refresco<span style="font-family: "arial" , "helvetica" , sans-serif;">En esta ocasión, vamos a crear un <b>portavelas</b> muy sencillo de hacer, con una simple lata de refrescos. Con ellas, podreis alumbraros en caso de emergencia o dar un toque romántico a alguna velada con vuestra pareja.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Es un portavelas bastante compacto, que usa <b>velas pequeñas circulares, encapsuladas en aluminio.</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiSnymKqWAsahPzY35Tx6nM9BvqjetRREhAqytYpnePOTQqb28V7Py2M7CpW2sFbNqn6wI0M9KND459uwyhGul13JCXLFCv_e8AC8Nk7GQzLwPAWK-z_VcUfD_PgbppjOjeS6YzEPyEvQ/s1600/Barra+separadora+tribal+red+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="77" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiSnymKqWAsahPzY35Tx6nM9BvqjetRREhAqytYpnePOTQqb28V7Py2M7CpW2sFbNqn6wI0M9KND459uwyhGul13JCXLFCv_e8AC8Nk7GQzLwPAWK-z_VcUfD_PgbppjOjeS6YzEPyEvQ/s400/Barra+separadora+tribal+red+DR82.png" width="400" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para fabricar este portavelas, <b>solo necesitaremos una lata de refrescos y unas tijeras</b> (y una vela, claro!!).</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Lo primero de todo, será <b>separar la tapa de la lata</b>, tal y como explicamos en el tutorial del portalápices. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigKnZwdm20rm_ShSf1RyUyHqAQTXKbmnXGVP33o0RSlelLBps2xdLJE962hbe3q_-pD_s9thDxoi4mkm2Lnh1mkpXR9MsfMSMhLoZfuNYvf_4tlFyXyyEunMsR32GiyPkloD2KUkxFLo8/s1600/como+separar+la+tapa+de+una+lata+de+refrescos+l%25C3%25ADmpiamente.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigKnZwdm20rm_ShSf1RyUyHqAQTXKbmnXGVP33o0RSlelLBps2xdLJE962hbe3q_-pD_s9thDxoi4mkm2Lnh1mkpXR9MsfMSMhLoZfuNYvf_4tlFyXyyEunMsR32GiyPkloD2KUkxFLo8/s640/como+separar+la+tapa+de+una+lata+de+refrescos+l%25C3%25ADmpiamente.tif" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Una vez separada, <b>cortaremos por la mitad la lata</b> y, en la parte superior, <b>dejaremos de uno a dos centímetros de ancho desde que empieza la parte vertical.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Después, <b>giraremos</b> el culo de la lata y <b>encajaremos esta parte con la superior</b> todo lo que podamos. Con esta parte hay que tener cuidado de no cortarse. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Esta parte es peliaguda en el sentido de que, <b>si habeis dejado la parte superior demasiado ancha, puede que no podais meter la otra parte hasta donde toca.</b> Siempre podeis usar unos alicates para reducir el diámetro lo justo para que encaje bien. Lo mejor, no obstante, es darle el tamaño adecuado.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Una vez encastrado, habrá sobrado una parte de la parte inferior de la lata. <b>Cortaremos el sobrante</b> y tendremos listo el cuerpo del portavelas.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En principio ya está. <b>Colocamos la vela en el interior</b> y ya podemos encenderla.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Si quereis rematar el tema, podeis <b>usar la tapa</b> que habeis cortado al principio <b>como apagador</b>, que cubrirá la vela cuando no la uses y la apagará al ponerla. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>Si habeis quitado la tapa sin abrir antes la lata, la tendreis perfecta</b> y no necesitareis hacer nada. <b>Si por el contrario, la abristeis</b> antes (lo más normal, para eso es una lata de refrescos!!) <b>solo teneis que enderezar la pestaña </b>que se dobla al abrir la lata para beber. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiSnymKqWAsahPzY35Tx6nM9BvqjetRREhAqytYpnePOTQqb28V7Py2M7CpW2sFbNqn6wI0M9KND459uwyhGul13JCXLFCv_e8AC8Nk7GQzLwPAWK-z_VcUfD_PgbppjOjeS6YzEPyEvQ/s1600/Barra+separadora+tribal+red+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="77" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiSnymKqWAsahPzY35Tx6nM9BvqjetRREhAqytYpnePOTQqb28V7Py2M7CpW2sFbNqn6wI0M9KND459uwyhGul13JCXLFCv_e8AC8Nk7GQzLwPAWK-z_VcUfD_PgbppjOjeS6YzEPyEvQ/s400/Barra+separadora+tribal+red+DR82.png" width="400" /></a></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;"> Y ya está!!</span></b><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Podeis ver <b>el proceso completo en el siguiente vídeo</b>, que lo disfruteis!!</span><br />
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<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-48681292745403796912015-05-24T13:30:00.000+02:002016-03-16T21:26:05.267+01:00Como hacer un soporte para ver vídeos de móvil acostado.<span style="font-family: "arial" , "helvetica" , sans-serif;">De la necesidad surge el ingenio, y a veces también de la pereza. La cuestión es que, cierto día, me planteé la posibilidad de ver vídeos con el móvil estando acostado en la cama, plácidamente. Sin embargo, si quería ver una película de dos horas, no era buena idea, ni cómodo, estar dos horas con el brazo extendido. Tenía que inventar algo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Primero debía definir el concepto. Yo lo que quería era poder ver vídeos cómodamente, y para eso debía estar tumbado boca arriba. Lo que tenía que hacer, era colocar el móvil a unos 50 cm de la cabeza, sobre la almohada. Por otra parte, el cabecero de la cama tiene aproximádamente esa altura, por lo que es el lugar ideal para colgarlo.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHijK5lJPfGpt3PC1x1c_0TONqV2aGRo5lBCYaVtZMKi342rGe5HvCHdMPMZbfP3_8FxJZmNcxoyqFSvkwzsGBYv-EhLHnBK7FNG-m7oZgfNeyscI5ih9mB1f1Clnb3hDrPPLcDI3JWs8/s1600/soporte+de+cart%25C3%25B3n+para+ver+v%25C3%25ADdeos+de+m%25C3%25B3vil+en+la+cama.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHijK5lJPfGpt3PC1x1c_0TONqV2aGRo5lBCYaVtZMKi342rGe5HvCHdMPMZbfP3_8FxJZmNcxoyqFSvkwzsGBYv-EhLHnBK7FNG-m7oZgfNeyscI5ih9mB1f1Clnb3hDrPPLcDI3JWs8/s400/soporte+de+cart%25C3%25B3n+para+ver+v%25C3%25ADdeos+de+m%25C3%25B3vil+en+la+cama.tif" width="281" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La idea se perfiló de manera similar a esta.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Estuve valorando diferentes posibilidades para realizarlo. y pensé que el cartón, aunque no era la opción más resistente en principio, era la opción más abundante. También pensé otros diseños en madera, o con varillas de alambre de tender, que a mi juicio eran la mejor opción, pero no tenía acceso a ellas en ese momento.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s1600/barra+separadora+monigotes+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s640/barra+separadora+monigotes+DR82.png" width="640" /></a></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;"> Como se ha podido ver en el dibujo, la idea era crear una escuadra que se encastrara entre el cabecero y la pared, permitiendo que el móvil quedara suspendido justo donde quería.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr7RVA-WwFp-mnNigXagW_XOXfak7HUnn2nw4GKqhQ7SjcU6Sf6hZzNtfSr-9du8L-UUdh0UCyi2W_1ikVJZppru4fJNw1GxNYEVRyk1v8KhAWTjegLYQhazmDUAwAUeHjAos1k-XTrYI/s1600/Como+hacer+un+soporte+para+usar+el+m%25C3%25B3vil+como+televisi%25C3%25B3n+sobre+el+cabecero+de+la+cama.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhr7RVA-WwFp-mnNigXagW_XOXfak7HUnn2nw4GKqhQ7SjcU6Sf6hZzNtfSr-9du8L-UUdh0UCyi2W_1ikVJZppru4fJNw1GxNYEVRyk1v8KhAWTjegLYQhazmDUAwAUeHjAos1k-XTrYI/s640/Como+hacer+un+soporte+para+usar+el+m%25C3%25B3vil+como+televisi%25C3%25B3n+sobre+el+cabecero+de+la+cama.tif" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El cartón, sin embargo, no es muy resistente tal y como viene, y especialmente en la parte donde hace esquina a 90º, había que buscar un diseño que permitiese que aguantara. Esto lo solucioné solapando siete capas de cartón alternando las líneas de ondulado.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para los pilones horizontales, creé unos perfiles cuadrados con una ranura al final donde encajar los extremos del móvil. sin embargo, esta estructura por si sola no es estable, así que por un lado, rematé los extremos frontales con una tapa de cartón, y los traseros con dos pedazos de cartón en diagonal, produciendo el mismo efecto que los tirantes diagonales de un andamio de obra.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para pegarlo todo, usé cola blanca, pero podeis usar otros pegamentos si quereis. La cola termofusible va bastante bien y no hay que aplicar tanta.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s1600/barra+separadora+monigotes+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s640/barra+separadora+monigotes+DR82.png" width="640" /></a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Ahora tenemos varias opciones para proseguir. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Una es pegarlo todo como un bloque, que será más rígido y aguantará mejor. El otro es no pegar los pilones a la base y, de esa manera, hacerlos demontables para que ocupen menos espacio.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La otra elección es dejarlo con acabado de cartón típico, forrarlo o pintarlo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El acabado de cartón queda muy natural, y si no va a estar expuesto a humedades, está muy bien. Si lo forrais con cinta adhesiva, quedará más impermeabilizado y podeis usar vueltas de cinta en los pilones si estos quedan sueltos, para que queden más prietos. Yo hice esto último porque a veces me gusta ver vídeos mientras me baño, ya que este diseño permite ver lo vídeos como base vertical también.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Lo de pintarlo no lo he probado, pero mas allá de un punto estético y cierto grado de impermeabilización que dependerá de la pintura, no creo que tenga mucho más que añadir al proceso.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Otros extras que podeis realizar y que yo no hice, es hacer unos agujeros adicionales para poder conectar el cargador o los auriculares.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s1600/barra+separadora+monigotes+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s640/barra+separadora+monigotes+DR82.png" width="640" /></a><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;">Y hasta aqui el texto, os dejo con el vídeo donde lo vereis todo con mucho más detalle!!</span><br />
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<mytubeelement data="{"bundle":{"label_delimitor":":","percentage":"%","smart_buffer":"Smart Buffer","start_playing_when_buffered":"Start playing when buffered","sound":"Sound","desktop_notification":"Desktop Notification","continuation_on_next_line":"-","loop":"Loop","only_notify":"Only Notify","estimated_time":"Estimated Time","global_preferences":"Global Preferences","no_notification_supported_on_your_browser":"No notification style supported on your browser version","video_buffered":"Video Buffered","buffered":"Buffered","hyphen":"-","buffered_message":"The video has been buffered as requested and is ready to play.","not_supported":"Not Supported","on":"On","off":"Off","click_to_enable_for_this_site":"Click to enable for this site","desktop_notification_denied":"You have denied permission for desktop notification for this site","notification_status_delimitor":";","error":"Error","adblock_interferance_message":"Adblock (or similar extension) is known to interfere with SmartVideo. Please add this url to adblock whitelist.","calculating":"Calculating","waiting":"Waiting","will_start_buffering_when_initialized":"Will start buffering when initialized","will_start_playing_when_initialized":"Will start playing when initialized","completed":"Completed","buffering_stalled":"Buffering is stalled. Will stop.","stopped":"Stopped","hr":"Hr","min":"Min","sec":"Sec","any_moment":"Any Moment","popup_donate_to":"Donate to","extension_id":null},"prefs":{"desktopNotification":true,"soundNotification":true,"logLevel":0,"enable":true,"loop":false,"hidePopup":false,"autoPlay":false,"autoBuffer":false,"autoPlayOnBuffer":false,"autoPlayOnBufferPercentage":42,"autoPlayOnSmartBuffer":true,"quality":"default","fshd":false,"onlyNotification":false,"enableFullScreen":true,"saveBandwidth":false,"hideAnnotations":false,"turnOffPagedBuffering":false}}" event="preferencesUpdated" id="myTubeRelayElementToPage"></mytubeelement><mytubeelement data="{"loadBundle":true}" event="relayPrefs" id="myTubeRelayElementToTab"></mytubeelement>DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-54302114786525353412015-05-21T13:30:00.000+02:002016-03-16T21:26:29.266+01:00Como hacer un tarro con botellas PET<span style="font-family: "arial" , "helvetica" , sans-serif;">En esta ocasión, aprenderemos como hacer un recipiente para guardar nuestras cosas, reciclando <b>botellas PET</b> como las que se suelen usar para el agua o los refrescos.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Este tutorial es muy sencillo y no tiene ninguna complicación, así que os animo a realizarlo. Además, reciclando esta botellas, ayudareis al medio ambiente.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcdPJO4Ryir0o8bDlc_Gxo2zZTyuFgmC1mgLo-Pj25eEzyuoAPjnTRclgo3zQtLHbx_muailhwJRrsijhqWv_Vn5xk_4swsBcVoWIV0FJ6KCOqBPneewK_QFPPaf-ML-hx5P468OFjWJs/s1600/Barra+separadora+octogonos+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="89" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcdPJO4Ryir0o8bDlc_Gxo2zZTyuFgmC1mgLo-Pj25eEzyuoAPjnTRclgo3zQtLHbx_muailhwJRrsijhqWv_Vn5xk_4swsBcVoWIV0FJ6KCOqBPneewK_QFPPaf-ML-hx5P468OFjWJs/s640/Barra+separadora+octogonos+DR82.png" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para este tutorial, necesitareis dos botellas PET iguales. Puede que os funcione si son diferentes, pero generalmente os será más facil si son botellas del mismo modelo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Antes de empezar, <b>limpiareis y secareis las botellas</b> (Cuando digo secar, vale también dejarlas escurrir) para poder trabajar con ellas cómodamente.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Cogereis una de las dos botellas y <b>buscareis el punto donde poder hacer el corte</b> para hacer el recipiente. Esta parte es importante y tendreis que preveer como vais a acoplarle luego la tapa. La pauta para hacer el corte, es que <b>la boca del recipiente debe ser unos milímetros inferior a la boca de la tapa</b>, para que esta encaje. Si fueran del mismo diámetro, no encajarían bien.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Una vez identificada, <b>agujereais por la zona de corte</b> con un cuchillo, o las propias tijeras, si estas tienen una punta lo suficientemente puntiaguda. Esto, recomiendo hacerlo con el tapón puesto, ya que el aire de dentro os ayudará a que no se deforme la botella al pinchar. El resto es simple, <b>seguir cortando todo el perímetro.</b></span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Posteriormente, <b>cogemos la otra botella y cortamos la tapa</b>, que como hemos dicho, debe ser unos milímetros más ancha que la boca del recipiente. Usaremos el mismo método.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En cualquier caso, <b>cada botella da unas posibilidades distintas</b>, y es posible, como en el caso del vídeo, <b>usar los propios relieves de la botella para que encastren</b> adecuadamente y se mantengan unidas. En este caso, eran botellas de té de marca Spar. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><b>En el caso de que no encajen bien</b> por ser del mismo diámetro, podeis usar un mechero y <b>calentar</b> muy ligeramente<b> los bordes</b> del recipiente <b>para que se contraigan</b> un poco, <b>o </b>podeis <b>usar unos alicates y realizar pequeños dobleces por todo el perímetro</b> para encojer este.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Salvo en el caso de que tengan relieves que encajen, recordad que <b>la tapa</b> no se mantiene agarrada por ninguna rosca ni presión, por lo que <b>debereis mantenerla sujeta con una goma, cinta,</b> o si no os resulta un inconveniente, evitar símplemente que se vuelque.</span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcdPJO4Ryir0o8bDlc_Gxo2zZTyuFgmC1mgLo-Pj25eEzyuoAPjnTRclgo3zQtLHbx_muailhwJRrsijhqWv_Vn5xk_4swsBcVoWIV0FJ6KCOqBPneewK_QFPPaf-ML-hx5P468OFjWJs/s1600/Barra+separadora+octogonos+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="89" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcdPJO4Ryir0o8bDlc_Gxo2zZTyuFgmC1mgLo-Pj25eEzyuoAPjnTRclgo3zQtLHbx_muailhwJRrsijhqWv_Vn5xk_4swsBcVoWIV0FJ6KCOqBPneewK_QFPPaf-ML-hx5P468OFjWJs/s640/Barra+separadora+octogonos+DR82.png" width="640" /></a><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Y eso es todo!!</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En este caso, no tenía imágenes preparadas, es una manualidad bastante simple y <b>en el siguiente vídeo podeis verlo con todo lujo de detalles.</b> Os lo recomiendo para que veais lo bien que queda cuando usais las botellas adecuadas.</span><br />
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">Un saludo y hasta la próxima!!</span></b>DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-27210328589610362892015-05-20T17:30:00.000+02:002016-03-16T21:27:48.819+01:00Como hacer un enganche para el candado de la moto<span style="font-family: Arial,Helvetica,sans-serif;">Llega el veranito (aunque viendo los 44 grados que hicieron en Valencia el otro día, cualquiera diría que ya está aquí) y muchos empiezan a sacar sus motos, tras tenerlas aparcadas todo el invierno. Otros tantos, usan la moto a diario, en el gélido invierno y el ardiente verano, bajo la diluviante lluvia o bajo el abrasador sol.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Seas de uno u otro tipo, lo que más nos aterra, es dejarnos la moto aparcada, y no encontrarla al volver, así que solemos usar un buen sistema de seguridad.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Uno de los sistemas de seguridad más usado, es el candado de disco que, básicamente, consiste en un bulón que se coloca en el disco de freno, impidiendo que la rueda pueda girar y, por lo tanto, circular.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Normalmente, muchos motoristas guardan el bulón en el hueco del asiento o en el maletero, si es que tienen uno, pero hay veces que no es posible, ya sea porque el hueco del asiento está lleno con herramientas o documentación, o como me ha pasado a mí en el pasado con el maletero, que al botar libremente una pieza maciza de acero, acabas rompiendo el maletero.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Para solucionar esto, muchos motoristas buscan un hueco en el chasis de la moto, donde poder enganchar el bulón, de manera similar a como se engancha en el disco, pero no siempre es posible encontrar el hueco, ya que no siempre es práctico.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Así, en este caso, se me ocurrió fabricar un enganche con un pedazo de chapa de lata.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiLCv6caiajGyOecJQiOVDKEG9TXozx-GrhG8efFjAO8rjgdRPtcEJzqnmi5gFO4khKdOuOFGnxUsMcpADoeIFl1yioqpLRZpcyTAqFprItoojX4nnxM6Yr7fA6vvNKalZxHt4YOK2mB4/s1600/Barra+separadora+Rock+Post+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiLCv6caiajGyOecJQiOVDKEG9TXozx-GrhG8efFjAO8rjgdRPtcEJzqnmi5gFO4khKdOuOFGnxUsMcpADoeIFl1yioqpLRZpcyTAqFprItoojX4nnxM6Yr7fA6vvNKalZxHt4YOK2mB4/s640/Barra+separadora+Rock+Post+DR82.png" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Lo primero que hay que saber, es donde vamos a colocar el enganche y asegurarnos que no estorbará. Normalmente, encontrareis el hueco en alguna parte del chasis. En mi caso, el propio herraje del portamaletas me vino ideal.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqeZ5KRm5LEnRgxK7_b_ke6KdTsgFogCXtVyR5C7j3egtxn7ffhGbo0HaFMmYD6c0O8Z8rHbMqQTrGrttxLERJDxZXQdE6tBzNs7m7uy2T4IZja5uq2HPJNwMLUKqfudpgi7D_qDUAU-w/s1600/Enganche+de+chapa+para+candado+de+disco.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqeZ5KRm5LEnRgxK7_b_ke6KdTsgFogCXtVyR5C7j3egtxn7ffhGbo0HaFMmYD6c0O8Z8rHbMqQTrGrttxLERJDxZXQdE6tBzNs7m7uy2T4IZja5uq2HPJNwMLUKqfudpgi7D_qDUAU-w/s640/Enganche+de+chapa+para+candado+de+disco.tif" width="611" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Tal y como indica la imagen, el diseño queda supeditado a donde queramos colocarlo.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En este caso, hemos usado chapa de una lata de conservas , un par de tornillos con sus tuercas y, si teneis, arandelas, y papel y boli.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Con el papel hemos rodeado la parte de la moto que queremos envolver y hemos dibujado y marcado la forma del enganche, teniendo en cuenta el tamaño del bulón y el espacio para los tornillos.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Después, hemos calcado sobre la lata esta pieza y la hemos recortado. El mayor problema es a la hora de hacer los agujeros, ya que para el bulón es bastante probable que no encontreis broca. En el vídeo se puede apreciar como se puede hacer con un cuchillo. Para los agujeros de los tornillos si encontrareis broca, pero recomiendo hacerlos algo más grandes para que queden holgados, por si hay que corregir la posición. Para evitar que se salgan, usaremos las arandelas, que en mi caso, las hice también de chapa, pero esta vez si, con el diámetro ajustado al tornillo.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiLCv6caiajGyOecJQiOVDKEG9TXozx-GrhG8efFjAO8rjgdRPtcEJzqnmi5gFO4khKdOuOFGnxUsMcpADoeIFl1yioqpLRZpcyTAqFprItoojX4nnxM6Yr7fA6vvNKalZxHt4YOK2mB4/s1600/Barra+separadora+Rock+Post+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiLCv6caiajGyOecJQiOVDKEG9TXozx-GrhG8efFjAO8rjgdRPtcEJzqnmi5gFO4khKdOuOFGnxUsMcpADoeIFl1yioqpLRZpcyTAqFprItoojX4nnxM6Yr7fA6vvNKalZxHt4YOK2mB4/s640/Barra+separadora+Rock+Post+DR82.png" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">A la hora de acoplarlo, para evitar rallar nuestra moto, es recomendable poner un par de vueltas de cinta adhesiva, film o similar, en vez de ponerlo diréctamente sobre el chasis. También podeis poner algún tipo de espuma o goma, que mejore el agarre para que no deslice.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Colocaremos la pieza y meteremos los tornillos con las tuercas y las arandelas, pero sin apretarlas a fondo. Entonces, colocaremos el bulón y alinearemos los agujeros para, posteriormente, apretar los tornillos y dejarlo bien sujeto.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiLCv6caiajGyOecJQiOVDKEG9TXozx-GrhG8efFjAO8rjgdRPtcEJzqnmi5gFO4khKdOuOFGnxUsMcpADoeIFl1yioqpLRZpcyTAqFprItoojX4nnxM6Yr7fA6vvNKalZxHt4YOK2mB4/s1600/Barra+separadora+Rock+Post+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiLCv6caiajGyOecJQiOVDKEG9TXozx-GrhG8efFjAO8rjgdRPtcEJzqnmi5gFO4khKdOuOFGnxUsMcpADoeIFl1yioqpLRZpcyTAqFprItoojX4nnxM6Yr7fA6vvNKalZxHt4YOK2mB4/s640/Barra+separadora+Rock+Post+DR82.png" width="640" /></a><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Y listo!!</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Ahora ya podemos dejar de preocuparnos de donde vamos a dejar el candado cuando vamos en marcha.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Os recomiendo encarecídamente ver el vídeo, donde se puede ver todo el proceso de fabricación que no es para nada complejo.</span><br />
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<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-32571784535487025522015-03-23T11:30:00.000+01:002016-03-16T21:28:46.288+01:00Como extraer el cartón de un tetrabrick<span style="font-family: Arial,Helvetica,sans-serif;">En el tema que nos ocupa hoy, vamos a explicar como extraer el cartón de un tetrabrick para manualidades.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Se que esto es un poco básico y generalmente no tiene mucha chicha por donde explicar, pero nunca está de más dar unas indicaciones, especialmente si no tienes mucha práctica o conocimientos.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggNZqV6nQsXeI2YcR_G5FjLNYs_hHekk91hHuBmWx7LG1c3yTXEcqj0UgBHx7ijalweM8tayPYsIe2QJnE0cDOYyzgkPCUSdvQ2Wc1kkSrH5DzIhNaYJN2EBT2Uhbcfbxp4R-RJDVF3Rg/s1600/Barra+separadora+23+3+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="90" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggNZqV6nQsXeI2YcR_G5FjLNYs_hHekk91hHuBmWx7LG1c3yTXEcqj0UgBHx7ijalweM8tayPYsIe2QJnE0cDOYyzgkPCUSdvQ2Wc1kkSrH5DzIhNaYJN2EBT2Uhbcfbxp4R-RJDVF3Rg/s1600/Barra+separadora+23+3+DR82.png" width="400" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Lo primero de todo, es saber que puede aportarnos este material a nuestrasd manualidades.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">El cartón de los tetrabrick es un material <b>muy apto para reutilizar</b> pero de <b>reciclaje muy complicado. </b>Este material no solo está compuesto de cartón, sino que lleva pegada una lámina de aluminio y además está lacado o plastificado, lo cual hace que <b>no se pueda reciclar como metal, ni como cartón, ni como plástico.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Sin embargo, esta composición le da unas carcterísticas peculiares, gracias a esa <b>combinación de cartón y aluminio.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Para empezar, se puede usar como una cartulina dura normal, limitada, eso si, por los dobleces que lleva realizada la propia caja.<b> La gracia de este material es aprovechar la cara de aluminio,</b> ya que el dibujo externo suele ser feo para una manualidad. Esto, suele obligar a desmontar la caja por entero, aun pudiendo aprovechar las proporciones originales de la caja, para que quede más vistosa o visible, o repintarla por fuera.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Aparte de las consideraciones estéticas, tiene otras características físicas mucho más interesantes.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Por un lado, <b>el aluminio de la caja actua como reflectora de ondas de radio,</b> por lo que puede moldearse para hacer <b>antenas</b> para, por ejemplo, WIFI (Igual que los tubos de pringles, que tienen la misma cualidad y composición). Por otro lado, en teoría, podrían usarse para hacer <b>cajas de Faraday, </b>que aislan de campos eléctricos para, por ejemplo, hacer lo opuesto a una antena y debilitar o bloquear señales de radio como las de un móvil o WIFI.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Otra capacidad que tiene, es la de <b>reflejar la luz.</b> Esto lo hace ideal para hacer<b> pantallas reflectantes </b>para una lámpara, o un flash de cámara, para difuminar luz, etc...</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Esta misma capacidad, puede ser aprovechada también para hacer <b>hornos solares o concentradores solares parabólicos.</b> Aunque no es el mejor material para esto último, ya se ha probado en hornos solares con resultados aceptables.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Al estar plastificado, <b>no suele ser buena idea usar cola blanca</b> para pegar las piezas, ni otros pegamentos para materiales porosos, siendo necesario <b>usar otros sistemas, como adhesivo de contacto</b>, cola termofusible, o un método que suelo usar mucho, con cinta transparente de embalar.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggNZqV6nQsXeI2YcR_G5FjLNYs_hHekk91hHuBmWx7LG1c3yTXEcqj0UgBHx7ijalweM8tayPYsIe2QJnE0cDOYyzgkPCUSdvQ2Wc1kkSrH5DzIhNaYJN2EBT2Uhbcfbxp4R-RJDVF3Rg/s1600/Barra+separadora+23+3+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="90" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggNZqV6nQsXeI2YcR_G5FjLNYs_hHekk91hHuBmWx7LG1c3yTXEcqj0UgBHx7ijalweM8tayPYsIe2QJnE0cDOYyzgkPCUSdvQ2Wc1kkSrH5DzIhNaYJN2EBT2Uhbcfbxp4R-RJDVF3Rg/s1600/Barra+separadora+23+3+DR82.png" width="400" /></a></div>
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Para preparar un cartón</b> de tetrabrick para manualidades, <b>lo primero de todo es lavarlo. </b>Suele bastar con enjuagarlo con agua, pero para que quede bien, habrá que enjuagarlo al menos tres veces (<b>Estará a punto cuando el agua salga clara</b>). No es necesario llenarlo hasta arriba cuando enjuagueis, con el equivalente a medio vaso sobra.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Ahora, lo ideal sería colocarlo con la abertura boca abajo y <b>esperar a que escurra bien.</b> Si despegais las pestañas triangulares de los lados, se secará mejor, ya que ahí suele acumularse agua y otros residuos. <b>Si no os importa trabajar sobre mojado, podeis darle al tema diréctamente.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Si partimos de un tetrabrick con tapón de plástico, se lo quitaremos.</b> Tanto en este caso, como en el caso de haber cortado la esquina triangular, usaremos el agujero para empezar a<b> cortar toda la parte superior</b>, siguiendo las aristas de la caja.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Cuando lo tengamos hecho, buscaremos la junta de unión vertical, donde se pega la caja por en medio y, aquí hay <b>dos posibilidades.</b> Si deseais tener una pieza sin abultamientos y no os preocupan tanto los dobleces, podeis <b>recortar la solapación</b> de las dos partes de cartón dejándolo recto. En mi caso, suelo preferir tener las placas con menos dobleces, así que corto <b>una de las dos aristas verticales en la cara donde está la solapa.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Después, <b>cortamos la tapa inferior</b>, continuando el corte desde donde acabamos de bajar.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Otra opción,</b> si quereis aprovechar al máximo el cartón aunque no esté en perfectas condiciones, es que en vez de cortar la parte superior e inferior por completo, desplegueis las puntas y <b>corteis</b> la zona central <b>por donde se sella el tetrabrick por arriba y por abajo.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Y ya lo tenemos listo!!</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">No olvideis <b>secar el agua</b> o residuos que hayan podido quedar. Estas láminas <b>se pueden guardar apiladas</b> para futuras manualidades sin que ocupen mucho sitio.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggNZqV6nQsXeI2YcR_G5FjLNYs_hHekk91hHuBmWx7LG1c3yTXEcqj0UgBHx7ijalweM8tayPYsIe2QJnE0cDOYyzgkPCUSdvQ2Wc1kkSrH5DzIhNaYJN2EBT2Uhbcfbxp4R-RJDVF3Rg/s1600/Barra+separadora+23+3+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="90" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggNZqV6nQsXeI2YcR_G5FjLNYs_hHekk91hHuBmWx7LG1c3yTXEcqj0UgBHx7ijalweM8tayPYsIe2QJnE0cDOYyzgkPCUSdvQ2Wc1kkSrH5DzIhNaYJN2EBT2Uhbcfbxp4R-RJDVF3Rg/s1600/Barra+separadora+23+3+DR82.png" width="400" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><span style="font-size: large;"><b>Un saludo, y hasta la próxima entrada!!</b></span></span><br />
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<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-76365162754575588632015-03-22T21:35:00.001+01:002016-03-16T21:30:35.417+01:00Como hacer una SteadyCam casera para móviles<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNUc3Xm1JFLBp1LPW8YHjbeDPQgRbqe2e6ZnH7k_yVH72Ng_Z8LyY5HYeCA1lfdjnMl7XCLFJeET_8wICwmsXzc7ctBbzp8AYpnSeRDHQ9RLsCucBqmBRQwKRV6gKJYjBgeQjqIc9mAvY/s1600/CAM01128.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNUc3Xm1JFLBp1LPW8YHjbeDPQgRbqe2e6ZnH7k_yVH72Ng_Z8LyY5HYeCA1lfdjnMl7XCLFJeET_8wICwmsXzc7ctBbzp8AYpnSeRDHQ9RLsCucBqmBRQwKRV6gKJYjBgeQjqIc9mAvY/s1600/CAM01128.jpg" width="300" /></a> </div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Una SteadyCam</b> es un dispositivo, generalmente mecánico, diseñado para <b>estabilizar la grabación de vídeo con la cámara en movimiento.</b> Cualquiera que haya grabado alguna escena en movimiento, sabrá los temblores que pueden llegar a producirse por grabar a mano alzada. Pues bien, <b>una SteadyCam se encarga de anular estos movimientos indeseables.</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Existen muchos tipos de SteadyCam,</b> a cada cual más complejo. Algunos van sujetos como un arnés a la cintura y sirven para cámaras muy pesadas mientras que otros son más livianos. Muchos son mecánicos y otros usan giroscópios y acelerómetros electrónicos. <b>En nuestro caso, va a ser bastante simple,</b> por lo que se va a basar en <b>anular los movimientos de torsión verticales y horizontales.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En este esquema podeis ver la base del funcionamiento.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYMpdSOrITzC7wdc27XwWjiKZAvXuMitS50hEScQctCv90kvuaK3gvahLLcxonOPFwm348EYuMk9h1YZi0qpVIQQr_Ckm8X_aotMJYmiGB0ABmQJszgJ0bgTRlYeYAqRYSsqNbAPssS6o/s1600/steadyCam+project,+concepto+de+funcionamiento.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="322" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYMpdSOrITzC7wdc27XwWjiKZAvXuMitS50hEScQctCv90kvuaK3gvahLLcxonOPFwm348EYuMk9h1YZi0qpVIQQr_Ckm8X_aotMJYmiGB0ABmQJszgJ0bgTRlYeYAqRYSsqNbAPssS6o/s1600/steadyCam+project,+concepto+de+funcionamiento.tif" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Otro punto importante va a ser <b>el centro de masas, que tendrá que estar apenas un par de milímetros por debajo del eje de estabilización.</b> Un modelo ideal de estabilizador hubiera tenido los dos ejes juntos con el mango alineado con el centro de masas, pero de momento, este primer modelo nos servirá como introducción (no es para nada negativo, existen modelos basados en este mismo funcionamiento).</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">También va a tener algunas cosas interesantes. Una es que <b>el cabezal es orientable</b> en casi cualquier sentido imaginable por ser una esfera. El encastre, por otra parte, tiene un muelle que <b>permite poner distintos modelos de móvil</b> al no ser fijo. Por último, <b>el contrapeso</b> <b>puede</b> dejarse con una abertura para introducir más o menos peso y <b>ajustarlo</b> para adaptar el centro de masas convenientemente.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Para hacer este estabilizador</b> en concreto, en vez de usar madera,<b> he usado publicidad enrollada</b> y encintada. Este método sirve para hacer barras que luego se pueden aprovechar en otros inventos y es una buenísima idea para reciclar todo ese papel que acaba en nuestros buzones y que se tira diariamente.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">El truco está en <b>enrollarla prensándola lo máximo posible</b> y de manera igualada. Después, <b>se sujeta con cinta adhesiva bien prieta,</b> sin dejar huecos libres y sin dejar pliegues, de esta manera, aguantará pequeñas salpicaduras de agua o humedad (No es sumergible eso sí...)</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwcIiY-olZM6825JNDA0rv9LODE0LzWxwOd8H3KbGf0d7DiVugOYbIhJcAWQODLn3JYs-vcdbI84lNLqIJCUFMk5yvh-d6oyzhXp05fgercSw2F4K3cUJRlDyvsf-Sa9V7CZYmmiFmipo/s1600/Como+hacer+barras+r%C3%ADgidas+con+la+publicidad.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="472" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwcIiY-olZM6825JNDA0rv9LODE0LzWxwOd8H3KbGf0d7DiVugOYbIhJcAWQODLn3JYs-vcdbI84lNLqIJCUFMk5yvh-d6oyzhXp05fgercSw2F4K3cUJRlDyvsf-Sa9V7CZYmmiFmipo/s1600/Como+hacer+barras+r%C3%ADgidas+con+la+publicidad.tif" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">En esta infografía se puede ver, incluso, como acoplar varias barras para hacer barras tan largas como se desee.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Solo un último detalle, y es que, aunque no es necesario,<b> si quieres resistencia extra, puedes usar una varilla</b> sobre la que enrollar el papel, lo cual le dará una resistencia extra importante, ya que el punto debil de estas barras es el hueco que queda en el interior y el secreto para que sean resistentes es minimizar el tamaño de este al máximo.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En el caso que nos ocupa, con un folleto de<b> publicidad</b> de algún hipermercado, de los grandes, nos bastará.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"> Antes de seguir, os ahorraré tiempo recomendandoos ver el vídeo, donde estan grabados la mayoría de los pasos directamente y algunas cosas se entenderán mejor. Pero si no tienes prisa, continua leyendo.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Ahora vamos a ver como va el tema del <b>acople de bola.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">El acople<b> está hecho con una simple bola de un bote de desodorante Roll On.</b> Se ha cortado el bote a la altura deseada (Y según el modelo, tal vez estaría bien diseñarlo para que encaje vuestro móvil y simplificais el proceso), se ha separado la bola y luego<b> se ha calentado el borde del soporte</b> con la llama de un mechero para luego ir hundiendolo y <b>estrechando el hueco.</b> De esta manera, <b>la bola entrará a presión y ofrecerá resistencia,</b> por lo que podremos recolocar la cámara al ángulo que queramos.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirfelGytZ4SJezcarrpfiEoYTl8iOYKKlYEU1MaqLL6no9MspzzycphXFDjGvfDtGI4olNBrzBh-dA_DGE4NPH7CYHBEJmb8cT8rIrdPNteQy5qtaxK67-WBqV9vljA1gTyJ6pVXquJSc/s1600/Soporte+con+articulaci%C3%B3n+de+bola+con+bote+roll+on.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="504" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirfelGytZ4SJezcarrpfiEoYTl8iOYKKlYEU1MaqLL6no9MspzzycphXFDjGvfDtGI4olNBrzBh-dA_DGE4NPH7CYHBEJmb8cT8rIrdPNteQy5qtaxK67-WBqV9vljA1gTyJ6pVXquJSc/s1600/Soporte+con+articulaci%C3%B3n+de+bola+con+bote+roll+on.tif" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>A la bola le introduciremos un eje</b> de parte a parte y pegaremos los extremos (recomiendo cola caliente para esto, aunque yo lo hice con adhesivo de contacto por no tener a mano).</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>A la parte donde encaja la bola, le pegaremos una tapa.</b> En este caso, usé el plástico de un disquete, pero podeis usar lo que tengais a mano, ya sea un trozo de plástico de un aparato, chapa de metal, de madera... hasta una tapa dura de libreta valdría. Como siempre, lo que cuenta es la improvisación y, a pesar de lo que veais aquí, lo suyo es que readapteis el diseño con los materiales que tengais a mano.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Para el <b>adaptador del móvil</b> he optado por <b>un taco de madera</b> en el que he tallado una <b>ranura</b> para que encaje la parte inferior del móvil. Después he taladrado <b>dos agujero por donde he pasado un enganche</b> para la parte superior del teléfono, realizado con alambre de tendero plegable (Las varillas rígidas, no confundir con cuerda de tender). <b>Para mantener la tensión, he colocado un muelle</b> de boli lo suficientemente ancho debajo y he colocado <b>un tope</b> para que no se salga. <b>De esta manera podemos ajustar modelos de teléfono con distintos anchos.</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin-i_LgK3IP4m81DLV78HQP5UyK3ctVq6-wMgC5V2BCt8HirnD6Rxw9xrQTHVjWc86A0vYfWTignQgU6wwpJpcP0Qn2ZFTLv_jMVScqwQo54ZahZE5Z7fsYD31wOVV6dEQmT4SN08wsl4/s1600/enganche+adaptable+para+m%C3%B3vil.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEin-i_LgK3IP4m81DLV78HQP5UyK3ctVq6-wMgC5V2BCt8HirnD6Rxw9xrQTHVjWc86A0vYfWTignQgU6wwpJpcP0Qn2ZFTLv_jMVScqwQo54ZahZE5Z7fsYD31wOVV6dEQmT4SN08wsl4/s1600/enganche+adaptable+para+m%C3%B3vil.tif" width="395" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Esta pieza la he pegado al soporte de bola,</b> y a la vez, he introducido <b>la varilla de la bola del soporte por el agujero del palo principal </b>con pegamento para fijarla. Después he anclado nuevamente el soporte a la bola y terminamos con esta parte.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Ahora haremos <b>el doble eje que nos anulará la torsión vertical y horizontal.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Para ello he usado alambre de tendero y <b>papel enrollado para el mango,</b> de igual manera que hiciera con la barra principal pero más corto, <b>del tamaño del puño y unos cuatro centímetros más.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>En el palo haremos un agujero</b> pasante para colocar el eje que estabiliza verticalmente. Este agujero será de un diámetro que permita <b>que bascule</b> con toda libertad <b>sin resistencia alguna pero que tenga la menor holgura posible.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En cuanto al eje, usaremos <b>dos alicates para darle la forma.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En esta imagen podeis ver como va. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc-0LFOLr76CebToyUxoASEuxWYabRemOo_AwEVTeJ6jMpGxqxtckLFP0DXdXwFuCJF9jqlHMDxMl8eRbYkMp3ixAPNicMBRjRDJ-WSTY99q1RQn4ebS0-kAi7r1lPRFf4k05e6DKA94A/s1600/steadyCam+project,+detalle+del+enganche.tif" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="404" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgc-0LFOLr76CebToyUxoASEuxWYabRemOo_AwEVTeJ6jMpGxqxtckLFP0DXdXwFuCJF9jqlHMDxMl8eRbYkMp3ixAPNicMBRjRDJ-WSTY99q1RQn4ebS0-kAi7r1lPRFf4k05e6DKA94A/s1600/steadyCam+project,+detalle+del+enganche.tif" width="640" /></a><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"> La segunda parte de este pieza encastra una varilla en ella, y para eso deberemos <b>dejar la separación adecuada para que encaje.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;"><b>Con el mango haremos un agujero</b> similar al anterior, <b>que gire con libertad,</b> pero <b>a un centímetro de la parte superior</b>, y le pondremos el pasador, que será nuevamente un trozo de varilla de tendero. <b>Esta pieza la encastraremos en el doble eje</b> que acabamos de hacer (En el vídeo se muestra mejor como hacer esto).</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Ahora enganchamos todo el conjunto al cuerpo principal, dejándolo como en la imagen, y, si lo vemos necesario, <b>apretamos </b>con alambre, pegamos, soldamos o fijamos como veais necesario, <b>el eje del mango.</b> En mi caso, lo apreté con un poco de alambre.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Ya tenemos casi todo el conjunto hecho, ahora<b> nos queda el contrapeso.</b></span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Para esto hay muchas opciones, pero<b> lo ideal es algo que se pueda regular</b> de alguna manera. Lo ideal sería un contrapeso ligero que se pudiera subir o bajar con precisión para ajustar el centro de masas, pero en mi caso, la opción que encontré fue usar un rollo de cinta vacío y usarlo como recipiente para añadir o quitar peso.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTPODupgybYaknkJbDHj4Y_qeGtdDwE_y4KD5LSYGNWW1kZ-w1dJPceTK4e7k_ePEfbvq4k7icvNvtvtE3Pv2ShiNLayTxAMABZjWCd-ikkesk28z7rZ8ccaAhp51xvZ7yCRKCOVWlCbQ/s1600/contrapeso+steadyCam+v1.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="310" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTPODupgybYaknkJbDHj4Y_qeGtdDwE_y4KD5LSYGNWW1kZ-w1dJPceTK4e7k_ePEfbvq4k7icvNvtvtE3Pv2ShiNLayTxAMABZjWCd-ikkesk28z7rZ8ccaAhp51xvZ7yCRKCOVWlCbQ/s1600/contrapeso+steadyCam+v1.tif" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Lo <b>ideal</b> para evitar volumen es usar <b>piezas macizas de hierro</b>, acero, plomo... <b>pero solo tenía a mano piedras</b>, así que encinté el rollo vacío con cinta hasta tres cuartas partes y empecé a meter piedras hasta el peso que consideré adecuado. Luego, <b>lo acabé de rellenar de papel</b> para que las piedras no se movieran por el interior y desequilibraran la grabación y, puesto que solo iba a usar mi móvil, lo encinté por completo una vez comprobé que estaba equilibrado.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><b><br /></b></span>
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Y ahora si, ya está!!</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEics6ACHXeHZ-znZR9hEq3pjWG4xVxML3A_9J3gm06lXKrRHQgFoFpeoCSqP4wEQtbzXDZ3akAyKFDdrT_3TO5Zq9TQINxpCb8ZazOu11Y1dvu7tCtymtyD0pO2cKeWmms8Dwh3Ry0xIVA/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a><br />
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Como siempre, el vídeo de rigor que <b>recomiendo encarecídamente ver</b>, ya que muchos detalles, por más que los explique, es mejor verlos mientras se hacen.<br />
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/5Uy46T6JoB8/0.jpg" frameborder="0" height="480" src="http://www.youtube.com/embed/5Uy46T6JoB8?feature=player_embedded" width="640"></iframe></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Vaya tocho, eh?</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Bueno, por fín acabé!! Yo ya me he ganado hoy el jornal, así que ...</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><b>Nos vemos en la próxima entrada!! </b></span><br />
<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-6754651428060252312015-03-22T01:22:00.001+01:002016-03-16T21:31:02.944+01:00Como hacer un adaptador de móvil para un trípodeHace tiempo que debía haberme hecho con un<b> trípode</b>, pero por hache o por be, no me hacía a la idea. Por otra parte, <b>me había hecho una versión en cartón</b> que me iba bastante bien para algunos trabajos de mesa. De hecho, como no, <b>escribí una entrada sobre esto.</b><br />
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<a href="http://melomontoyo.blogspot.com.es/2013/04/como-hacer-una-base-regulable-de-carton.html" target="_blank">Como hacer una base regulable de cartón para la cámara de vídeo del móvil </a><br />
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Sin embargo, <b>al final me hice con uno</b>... o mejor dicho, me lo regaló mi churri (novia, pareja, parienta, etc...). El trípode era baratillo, pero perfecto para mis trabajitos y poder colocar la cámara como quisiera, que era lo que quería.<br />
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El problema era, no obstante, que <b>el trípode estaba diseñado para encastrar una cámara mediante un tornillo adaptador,</b> como el que llevan todas las cámaras de fotos y video. <b>Un smartphone no lleva eso.</b><br />
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Así que este artículo va de eso, de <b>como hacer un adaptador de móvil para el trípode!!</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEHDjX9ZZQQYs40stmnGxop1Mjz4i5gfH2my-xWjcaIcO5n0Xb49SMBJvtRfJOD1d-nuojCEuP6aSXm-4L4k_4BaEuEOx0wXcoLeoRm4ZbTTyFJ1B8qf1A0WjodkQe_-YRwkFjtMDQGiY/s1600/Barra+Separacion+military+organical+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEHDjX9ZZQQYs40stmnGxop1Mjz4i5gfH2my-xWjcaIcO5n0Xb49SMBJvtRfJOD1d-nuojCEuP6aSXm-4L4k_4BaEuEOx0wXcoLeoRm4ZbTTyFJ1B8qf1A0WjodkQe_-YRwkFjtMDQGiY/s1600/Barra+Separacion+military+organical+DR82.png" width="640" /></a></div>
En el momento en que hice este proyecto, mis materiales eran algo más limitados y <b>trabajé con lo que disponía,</b> así que lo que disponía entonces era una <b>lámina de plástico de una persiana de cuarto de baño, un soldador de estaño, una pistola de calor y poco más.</b><br />
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Lo que se me ocurrió fue crear un <b>encastre para el celular parecido a un marco,</b> pero abierto por arriba para meter y sacar el móvil, que tuviera un <b>agujero del diámetro justo para atornillar el trípode.</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTvKUOI7pOkVkRXf9j57hykI23fNGlabTHyYMyCZK1kx9mfeDfthZ4qkiV6nqEzezOWTv8V3XQHk8bmOeInoqgsGDXBlvlztI4h36emVrXMDA5C-REjwlOEXL6ovi20bqGN-QyjZDChp0/s1600/soporte+artesanal+para+acoplar+m%C3%B3vil+a+tr%C3%ADpode.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTvKUOI7pOkVkRXf9j57hykI23fNGlabTHyYMyCZK1kx9mfeDfthZ4qkiV6nqEzezOWTv8V3XQHk8bmOeInoqgsGDXBlvlztI4h36emVrXMDA5C-REjwlOEXL6ovi20bqGN-QyjZDChp0/s1600/soporte+artesanal+para+acoplar+m%C3%B3vil+a+tr%C3%ADpode.tif" width="640" /></a></div>
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Para poder encajar el móvil, y más teniendo en cuenta que la <b>pestaña de la persiana</b> que usé era mas bien lenticular, hice una<b> acanaladura a lo largo de esta,</b> de manera que encajara el grueso del teléfono. Para ello, usé una <b>soldadora de estaño con punta gruesa</b> y tracé una línea a través, como se puede ver en la imagen.<br />
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Dependiendo de los recursos de cada uno, pueden emplearse otros sistemas. Por ejemplo, podeis usar una<b> radial de disco grueso</b> para hacer la linea o, el que creo que hubiera sido más simple, usar una <b>varilla de hierro</b> de un diámetro similar al grueso del móvil y <b>calentarla suavemente para fundir la acanaladura.</b><br />
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En prácticamente todos estos procesos, van a quedar <b>rebabas</b>, pero eliminarlas es tan sencillo como pasar un <b>cutter o un cuchillo</b> pequeño.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEHDjX9ZZQQYs40stmnGxop1Mjz4i5gfH2my-xWjcaIcO5n0Xb49SMBJvtRfJOD1d-nuojCEuP6aSXm-4L4k_4BaEuEOx0wXcoLeoRm4ZbTTyFJ1B8qf1A0WjodkQe_-YRwkFjtMDQGiY/s1600/Barra+Separacion+military+organical+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEHDjX9ZZQQYs40stmnGxop1Mjz4i5gfH2my-xWjcaIcO5n0Xb49SMBJvtRfJOD1d-nuojCEuP6aSXm-4L4k_4BaEuEOx0wXcoLeoRm4ZbTTyFJ1B8qf1A0WjodkQe_-YRwkFjtMDQGiY/s1600/Barra+Separacion+military+organical+DR82.png" width="640" /></a><br />
<b>Para doblar las láminas,</b> lo mejor es una <b>pistola de calor.</b> Si no teneis, podeis improvisar con una llama de un <b>mechero</b>.<br />
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Calculais <b>un par de centímetros más de la altura en horizontal del móvil</b> y marcais el punto a doblar. Después, <b>envolveis el teléfono</b> con un film, un globo, papel aluminio o lo que sea que no quede muy grueso pero q<b>ue evite el contacto directo con la zona a calentar.</b><br />
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Ahora <b>aplicamos calor a la zona,</b> lo justo para que podamos doblarla y en un punto más o menos reducido. Cuando esté caliente, <b>usamos el móvil como molde</b> y acoplamos las esquinas. Esperamos a que enfrie un poco y justo cuando casi esté, pero aun se pueda mover un poco, la cerramos un poco para que <b>quede a unos 85º</b> en vez de a 90º, que es como quedaría. De esta manera, <b>el móvil quedará presionado</b> al introducirlo.<br />
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Para <b>el otro lado, exáctamente igual,</b> pero eso sí, como en el lado opuesto habeis cerrado el ángulo, tendreis que <b>aseguraros que está bien presionado</b> para que no se os separe.<br />
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Una vez hecho, <b>cortais lo que sobra</b> con una hoja de sierra para metales, <b>dejando un par de centímetros del otro lado</b> también. Podeis usar otros métodos de corte si se os ocurren.<br />
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Ahora, <b>redondeais las esquinas y haceis unas ranuras</b> a dicha altura, ya que ahí, en
caso de necesidad, podremos poner una goma para mantener la presión si
lo necesitamos. <br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEHDjX9ZZQQYs40stmnGxop1Mjz4i5gfH2my-xWjcaIcO5n0Xb49SMBJvtRfJOD1d-nuojCEuP6aSXm-4L4k_4BaEuEOx0wXcoLeoRm4ZbTTyFJ1B8qf1A0WjodkQe_-YRwkFjtMDQGiY/s1600/Barra+Separacion+military+organical+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEHDjX9ZZQQYs40stmnGxop1Mjz4i5gfH2my-xWjcaIcO5n0Xb49SMBJvtRfJOD1d-nuojCEuP6aSXm-4L4k_4BaEuEOx0wXcoLeoRm4ZbTTyFJ1B8qf1A0WjodkQe_-YRwkFjtMDQGiY/s1600/Barra+Separacion+military+organical+DR82.png" width="640" /></a><br />
Haremos el <b>agujero donde encajará el tornillo de sujección.</b> Tiene que ser bastante <b>exacto</b>, ya que de lo contrario, no entrará o nos quedara suelto, y necesitamos un buen agarre.<br />
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El <b>truco</b> que usé para esto es que hice el<b> agujero apenas un poco más pequeño que el tornillo.</b> Luego, calenté con un mechero el interior del agujero para <b>ablandar el plástico</b>, e inmediatamente después, <b>atornillé el adaptador para que cogiera la forma de la rosca.</b> Tras enfriarse en unos segundos, ya estaba ajustado a su diámetro.<br />
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Una <b>alternativa</b> a esto, es <b>usar una tuerca</b> que quepa exacta en el tornillo y <b>calentarla</b>. La <b>presionamos</b> justo donde deseamos que esté la rosca hasta que llegue a rás por debajo. Dejamos enfriar y limpiamos los restos de plástico.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEHDjX9ZZQQYs40stmnGxop1Mjz4i5gfH2my-xWjcaIcO5n0Xb49SMBJvtRfJOD1d-nuojCEuP6aSXm-4L4k_4BaEuEOx0wXcoLeoRm4ZbTTyFJ1B8qf1A0WjodkQe_-YRwkFjtMDQGiY/s1600/Barra+Separacion+military+organical+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="144" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEHDjX9ZZQQYs40stmnGxop1Mjz4i5gfH2my-xWjcaIcO5n0Xb49SMBJvtRfJOD1d-nuojCEuP6aSXm-4L4k_4BaEuEOx0wXcoLeoRm4ZbTTyFJ1B8qf1A0WjodkQe_-YRwkFjtMDQGiY/s1600/Barra+Separacion+military+organical+DR82.png" width="640" /></a><br />
En principio, esto ya está y <b>se puede usar.</b> En mi caso, <b>lo encinté con cinta americana </b>para darle el acabado negro, ocultar el aspecto tosco y que hiciera un poco más de presión con el grosor extra. Podríais usar cinta aislante o pintarla como alternativa (cuidado de no usar una pintura con disolventes que ataquen el plástico).<br />
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Si lo veis necesario,<b> podeis usar una, dos, o cuantas gomas necesiteis</b> para mantener presión en los laterales y asegurar el móvil. En mi caso, normalmente, no suele ser necesario.<br />
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Por último,<b> le hice un añadido para poder ver la pantalla sin estar detrás de la cámara.</b> Está hecho <b>con un trozo de CD y alambre de tendero plegable.</b> No tiene ningún misterio y solo es cuestión de <b>darle forma con un par de alicates</b>, así que os dejo la infografía para que la estudieis detenidamente. <br />
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<b>Unas cuantas foticos más...</b><br />
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<b>Pues esto ya está!!</b><br />
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Ahora <b>os dejo con el vídeo de siempre</b>. Espero que os guste!!<br />
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<b>Un saludo, y hasta la próxima entrada!!</b><br />
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<br />DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-15946190595866724992015-03-21T17:58:00.002+01:002016-03-16T21:31:12.370+01:00Como hacer una lupa caseraEl concepto de <b>fabricar lentes</b> me atrae desde hace bastante. Sin embargo, <b>tener acceso a material para cortar el vidrio y pulirlo con la forma adecuada es difícil</b> y casi imposible para la gente de a pie.<br />
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Sin embargo, siempre he pensado que debía haber <b>formas más sencillas de fabricar una lente</b>. Una de las cosas que me inspiran a pensar eso es <b>el agua</b>. Puedes ver como <b>esta se comporta como una extraña lente cuando está en el interior de un vaso o una botella.</b><br />
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Esto me dió a pensar que <b>lo único necesario es un recipiente adecuado donde introducir el agua</b> y tendríamos nuestra lente, pero claro, esto es más fácil de decir que de hacer. A ver donde consigo yo un recipiente con forma de lente... y al final, haciendo un intento de visor de punto rojo, lo encontré!!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s1600/Barra+separadora+eye+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="115" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s1600/Barra+separadora+eye+DR82.png" width="640" /></a></div>
Del visor de punto rojo, no conseguí más que un sistema de doble punto rojo que funcionaba alineándolo, pero al intentar hacer una pantalla curva circular con plástico de una <b>botella PET</b>, pude ver que si juntaba dos piezas iguales y colocaba una frente a otra <b>con las caras abombadas opuestas</b>, tenía la forma de una lupa.<br />
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Para hacerlas iguales, tenía que elegir bien la botella y <b>encontrar una zona</b> de esta donde encontrar una <b>curvatura adecuada</b> en un lado y que se repitiera en el otro... o bien, usar otra botella igual.<br />
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Luego bastaba con <b>pegarlas</b>, y una vez seco el pegamento, <b>introducir agua</b> dentro, preferentemente con una jeringa, asegurándose de <b>extraer todo el aire</b> de dentro. Luego solo había que <b>pegar el agujero</b> que hicimos y listo.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiPcan6nUn-mB70mvYrV7RwEoNAtvlZg3GVVVBJXUsSP4INFhzyj1QUj-s_eJulH72Ek082BDf2rCQSFLor6zwCKT9oAKew6yGohhzMDDKxzgv3zLsjp63aiVEGUo8lxBJiLNUAfN13hg/s1600/Lupa+casera+con+botellas+PET.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="486" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiPcan6nUn-mB70mvYrV7RwEoNAtvlZg3GVVVBJXUsSP4INFhzyj1QUj-s_eJulH72Ek082BDf2rCQSFLor6zwCKT9oAKew6yGohhzMDDKxzgv3zLsjp63aiVEGUo8lxBJiLNUAfN13hg/s1600/Lupa+casera+con+botellas+PET.tif" width="640" /></a></div>
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La infografía se explica sola, aunque como todo, puedo daros algunos consejos para facilitaros la vida. Lo primero es que <b>si no teneis jeringuilla, podeis hacer un agujero pequeño</b> <b>y sumergirla en agua</b>, bombeando suavemente para que se vaya llenando. Este método, sin embargo, es delicado porque tendreis que secarla con el agujero abierto y procurando que no entre absolútamente nada de aire, al tiempo que teneis que pegarlo para que no se salga el agua. <br />
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El segundo consejo es que, si teneis acceso, useis una <b>pistola de cola caliente</b>. Con esta, diréctamente podeis ahorraros el pegar por el interior y aplicarlo solo por el borde de unión. Eso sí, mucho<b> cuidado con no acercar la boquilla</b> demasiado y procurar que no esté demasiado caliente al aplicarlo, ya que <b>podeis deformar el plástico</b> de la lente y arruinarla.<br />
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En <b>un nivel más avanzado</b> de esto mismo, sería factible para el que sepa hacerlo, crear superfícies con la curvatura deseada y el tamaño que se quiera, si sabes <b>moldear placas de plástico al vacío</b>.<br />
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<b><span style="font-size: x-small;">Aquí una muestra: </span></b></div>
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Por resumirlo un poco, <b>calientas una lámina de plástico</b> transparente en un horno hasta que esté blanda (<b>encapsulada en un marco</b> de madera para manejarla, que además hace de sello con la siguiente parte del proceso). Después, <b>la encastras </b>aún caliente<b> sobre una base agujereada</b> donde está el objeto a moldear.<br />
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<b>Esta base está conectada a un aspirador</b> o máquina de vacío que succiona el aire y ciñe el plástico ablandado sobre el molde y la base.<br />
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<b><br /></b>
<b>Y ya está!!</b><br />
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Como siempre, <b>os dejo el vídeo</b> del proceso para vuestro disfrute. He estado poniéndome las pilas con este asunto para aumentar la calidad de presentación de estos y que sean más atractivos. Aun me queda mucho que aprender, pero espero que lo disfruteis!!<br />
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<b>Un saludo, y hasta la próxima entrada!!</b><br />
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<mytubeelement data="{"bundle":{"label_delimitor":":","percentage":"%","smart_buffer":"Smart Buffer","start_playing_when_buffered":"Start playing when buffered","sound":"Sound","desktop_notification":"Desktop Notification","continuation_on_next_line":"-","loop":"Loop","only_notify":"Only Notify","estimated_time":"Estimated Time","global_preferences":"Global Preferences","no_notification_supported_on_your_browser":"No notification style supported on your browser version","video_buffered":"Video Buffered","buffered":"Buffered","hyphen":"-","buffered_message":"The video has been buffered as requested and is ready to play.","not_supported":"Not Supported","on":"On","off":"Off","click_to_enable_for_this_site":"Click to enable for this site","desktop_notification_denied":"You have denied permission for desktop notification for this site","notification_status_delimitor":";","error":"Error","adblock_interferance_message":"Adblock (or similar extension) is known to interfere with SmartVideo. Please add this url to adblock whitelist.","calculating":"Calculating","waiting":"Waiting","will_start_buffering_when_initialized":"Will start buffering when initialized","will_start_playing_when_initialized":"Will start playing when initialized","completed":"Completed","buffering_stalled":"Buffering is stalled. Will stop.","stopped":"Stopped","hr":"Hr","min":"Min","sec":"Sec","any_moment":"Any Moment","popup_donate_to":"Donate to","extension_id":null},"prefs":{"desktopNotification":true,"soundNotification":true,"logLevel":0,"enable":true,"loop":false,"hidePopup":false,"autoPlay":false,"autoBuffer":false,"autoPlayOnBuffer":false,"autoPlayOnBufferPercentage":42,"autoPlayOnSmartBuffer":true,"quality":"default","fshd":false,"onlyNotification":false,"enableFullScreen":true,"saveBandwidth":false,"hideAnnotations":false,"turnOffPagedBuffering":false}}" event="preferencesUpdated" id="myTubeRelayElementToPage"></mytubeelement><mytubeelement data="{"loadBundle":true}" event="relayPrefs" id="myTubeRelayElementToTab"></mytubeelement>DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com1tag:blogger.com,1999:blog-1822030182258448264.post-13786313391452459852015-03-16T21:36:00.001+01:002016-03-16T21:31:59.529+01:00Como extraer la chapa de una lata de refrescos<span style="font-family: Arial,Helvetica,sans-serif;">La chapa de las latas de refrescos pueden ser utilizadas para muchísimas manualidades.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Este material, puede moldearse prácticamente con las manos y se puede recortar con unas tijeras normales. Se puede usar para crear todo tipo de adornos, ya sea por su cara pintada o por la plateada, así como aplicar técnicas como el repujado o, incluso, la papiroflexia a niveles básicos.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Claro está, la chapa está en forma de lata, por lo que primero tenemos que extraerla y acondicionarla para poder usarla.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Recordad que, usualmente, las latas son de un tipo de acero más que de aluminio, salvo las de bebidas energéticas de tipo powerade, que si suelen ser de aluminio y son mucho más fáciles de moldear. Eso sí, tienen un acabado más claro y mate.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En esta entrada, lo más gráfico está en el vídeo y no merecía la pena crear una infografía para ello debido a que la chicha del tema está en los detalles, así que antes que nada, os dejo el vídeo.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Como podreis ver, los pasos se resumen en limpiar primero el interior, recortar la zona cilíndirca del interior y rular en sentido contrario la chapa para aplanarla con cuidado.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Máximo cuidado para evitar cortarse o pincharse!!</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">Estos pasos pueden extrapolarse a otros tipos de latas, pero algunas tienen zonas perfiladas que dificultan mucho el aplanado y son más duras. Si teneis una pieza martir de metal donde martillear, podeis aplanarlas sin dificultad eliminando esos perfiles.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Un saludo y hasta la próxima.</span><br />
<mytubeelement data="{"bundle":{"label_delimitor":":","percentage":"%","smart_buffer":"Smart Buffer","start_playing_when_buffered":"Start playing when buffered","sound":"Sound","desktop_notification":"Desktop Notification","continuation_on_next_line":"-","loop":"Loop","only_notify":"Only Notify","estimated_time":"Estimated Time","global_preferences":"Global Preferences","no_notification_supported_on_your_browser":"No notification style supported on your browser version","video_buffered":"Video Buffered","buffered":"Buffered","hyphen":"-","buffered_message":"The video has been buffered as requested and is ready to play.","not_supported":"Not Supported","on":"On","off":"Off","click_to_enable_for_this_site":"Click to enable for this site","desktop_notification_denied":"You have denied permission for desktop notification for this site","notification_status_delimitor":";","error":"Error","adblock_interferance_message":"Adblock (or similar extension) is known to interfere with SmartVideo. Please add this url to adblock whitelist.","calculating":"Calculating","waiting":"Waiting","will_start_buffering_when_initialized":"Will start buffering when initialized","will_start_playing_when_initialized":"Will start playing when initialized","completed":"Completed","buffering_stalled":"Buffering is stalled. Will stop.","stopped":"Stopped","hr":"Hr","min":"Min","sec":"Sec","any_moment":"Any Moment","popup_donate_to":"Donate to","extension_id":null},"prefs":{"desktopNotification":true,"soundNotification":true,"logLevel":0,"enable":true,"loop":false,"hidePopup":false,"autoPlay":false,"autoBuffer":false,"autoPlayOnBuffer":false,"autoPlayOnBufferPercentage":42,"autoPlayOnSmartBuffer":true,"quality":"default","fshd":false,"onlyNotification":false,"enableFullScreen":true,"saveBandwidth":false,"hideAnnotations":false,"turnOffPagedBuffering":false}}" event="preferencesUpdated" id="myTubeRelayElementToPage"></mytubeelement><mytubeelement data="{"loadBundle":true}" event="relayPrefs" id="myTubeRelayElementToTab"></mytubeelement>DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-18017625555903513922015-02-28T20:15:00.000+01:002016-03-16T21:32:47.951+01:00Como bloquear una puerta que no tiene cerrojo<span style="font-family: Arial,Helvetica,sans-serif;">Si alguna vez os habeis tenido que enfrentar a una puerta de baño sin cerrojo, sabreis lo mal que se pasa y la difícil elección que se presenta entre aguantarse las ganas o sujetar la puerta mientras tanto.</span><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><br /></span>
<span style="font-family: Arial,Helvetica,sans-serif;">No os voy a engañar, este truco no es infalible y, dependiendo de como lo hagais y que materiales utiliceis, el resultado variará entre ofrecer un poco de resistencia a la apertura de la puerta pero poder abrirse, y volverla virtualmente imposible de abrir por la fuerza.</span><br />
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<a name='more'></a><br /><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Otro detalle a tener en cuenta es que este truco solo funciona con puertas de manivela, no con pomos redondos. Es un faenón, lo sé, pero si tu puerta es de las primeras, seguro que esto te servirá.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En esencia, el truco consiste en bloquear la manivela para impedir que se pueda girar. De esa manera, no se puede desbloquear el pestillo. El problema principal, consiste en encontrar un buen punto de apoyo.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Para este truco, necesitamos una cuerda suficientemente resistente y con muy poca elasticidad, ya que al engancharla, si esta se puede estirar un poco, nos fastidiará el bloqueo permitiendo girar la manivela. En mi caso, como la cuerda que he usado tenía cierta elasticidad, sustituí parcialente parte de esta por alambre de acero, que es bastante rígido, aunque es poco práctico si vas a usar este sistema fuera de casa.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Las cuerdas más adecuadas, a mi forma de ver, son las de sisal y de rafia, que además son baratas y fáciles de conseguir. Deberán tener el grosor adecuado para que resistan, pero ser lo suficientemente finas para ser portables y de anudarse adecuadamente.</span></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">En la situación ideal, lo más recomendable es que se enganchara lo más verticalmente que se pueda a la manivela, pero normalmente no hay elemento alguno donde enredarla así que teneis como opción la bisabra más alta de la puerta. Desgraciadamente, al estar en diagonal, al bajar el pomo, se desengancharía con bastante seguridad a no ser que se asegurara. En este caso, habría que apañarlo de manera similar a esta imagen.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPkTqloaApzDhfomFI_1ATWJ2TEtn2xjSCAilnK_FMyXKF9x41BBYr2Fry5EVIFJ0_SxG3xq7J3qtEVznYCjfj_CVUgXXgwAGpgPkPZRhjNfU2CqVjTUsAlvUeIIuTsClryMb7-NcfUsI/s1600/Como+bloquear+una+puerta+desde+la+bisagra..tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="390" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPkTqloaApzDhfomFI_1ATWJ2TEtn2xjSCAilnK_FMyXKF9x41BBYr2Fry5EVIFJ0_SxG3xq7J3qtEVznYCjfj_CVUgXXgwAGpgPkPZRhjNfU2CqVjTUsAlvUeIIuTsClryMb7-NcfUsI/s1600/Como+bloquear+una+puerta+desde+la+bisagra..tif" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">En el ejemplo se muestra una sujerencia de como anudarlo, pero lo importante es que resista, así que queda un poco a voluntad. Importante es que quede cerrado por la parte del extremo de la manivela para evitar que se deslice hacia el eje. Normalmente, todas las manivelas son igual de largas, así que con que quepa con cierta holgura en el de vuestra casa, segúramente os valdrá para todas las situaciones... siempre que dejeis libre suficiente cuerda para llegar al enganche.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s1600/Barra+separadora+eye+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="116" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s1600/Barra+separadora+eye+DR82.png" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Ahora os presento la alternativa, que podreis usar si teneis algo para hacer de cuña en la parte superior de la puerta. En mi caso, he usado improvisádamente mi navaja, que además venía al pelo. Lo que tendreis que tener cuidado es de no clavarla hasta el fondo para no dañar la parte superior de la puerta.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Como es una herramienta cortante, préviamente a colocarla, he envuelto esta con papel higiénico para que la cuerda no se corte. Si por algún casual, la hoja queda floja, podeis usar este papel también para engrosarla y que encaje apretada.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Más info en la siguiente imágen.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoEd4PXk9q99aXsNsyWCdTwBzE4CpwJa7RzODXPnxLV27bYmjbjgXtzw56NjUMjsyIkWxKICT87mBCRQMxXaFxe920SQLj7Q_XU28vtiMC7T4oBONEL2pNXQDv7kPDKh-wTzLGSQpmNOY/s1600/Como+bloquear+una+puerta+desde+la+cu%C3%B1a.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="308" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoEd4PXk9q99aXsNsyWCdTwBzE4CpwJa7RzODXPnxLV27bYmjbjgXtzw56NjUMjsyIkWxKICT87mBCRQMxXaFxe920SQLj7Q_XU28vtiMC7T4oBONEL2pNXQDv7kPDKh-wTzLGSQpmNOY/s1600/Como+bloquear+una+puerta+desde+la+cu%C3%B1a.tif" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">El enganche de la manivela es el mismo, pero según el modelo y la cuerda, podeis probar a anudarlo símplemente y es posible que funcione. Depende de la forma de la manivela, lo lisa que esté, etc...</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s1600/Barra+separadora+eye+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="116" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigp2qjGcjFBQG7aAGoBbJ2qeS1GN8REnmlp5R3nBWcTAdNK3_zE02AyVNTLqa-H-_0pueRBqPBfuFj6yML8nOhqfLtMPlJOk0gpWts_0GyM73Pd47ZFfUjRitKZcZnAKpyHwr7TR4wltY/s1600/Barra+separadora+eye+DR82.png" width="640" /></a><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Y nada más, os dejo con el vídeo con las pruebas y los dos sistemas. Espero que os guste!!</span><br />
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/I8kf3lY6-ZE/0.jpg" frameborder="0" height="480" src="http://www.youtube.com/embed/I8kf3lY6-ZE?feature=player_embedded" width="640"></iframe></div>
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<mytubeelement data="{"bundle":{"label_delimitor":":","percentage":"%","smart_buffer":"Smart Buffer","start_playing_when_buffered":"Start playing when buffered","sound":"Sound","desktop_notification":"Desktop Notification","continuation_on_next_line":"-","loop":"Loop","only_notify":"Only Notify","estimated_time":"Estimated Time","global_preferences":"Global Preferences","no_notification_supported_on_your_browser":"No notification style supported on your browser version","video_buffered":"Video Buffered","buffered":"Buffered","hyphen":"-","buffered_message":"The video has been buffered as requested and is ready to play.","not_supported":"Not Supported","on":"On","off":"Off","click_to_enable_for_this_site":"Click to enable for this site","desktop_notification_denied":"You have denied permission for desktop notification for this site","notification_status_delimitor":";","error":"Error","adblock_interferance_message":"Adblock (or similar extension) is known to interfere with SmartVideo. Please add this url to adblock whitelist.","calculating":"Calculating","waiting":"Waiting","will_start_buffering_when_initialized":"Will start buffering when initialized","will_start_playing_when_initialized":"Will start playing when initialized","completed":"Completed","buffering_stalled":"Buffering is stalled. Will stop.","stopped":"Stopped","hr":"Hr","min":"Min","sec":"Sec","any_moment":"Any Moment","popup_donate_to":"Donate to","extension_id":null},"prefs":{"desktopNotification":true,"soundNotification":true,"logLevel":0,"enable":true,"loop":false,"hidePopup":false,"autoPlay":false,"autoBuffer":false,"autoPlayOnBuffer":false,"autoPlayOnBufferPercentage":42,"autoPlayOnSmartBuffer":true,"quality":"default","fshd":false,"onlyNotification":false,"enableFullScreen":true,"saveBandwidth":false,"hideAnnotations":false,"turnOffPagedBuffering":false}}" event="preferencesUpdated" id="myTubeRelayElementToPage"></mytubeelement><mytubeelement data="{"loadBundle":true}" event="relayPrefs" id="myTubeRelayElementToTab"></mytubeelement>DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-65126319057000995522015-02-27T20:57:00.000+01:002016-03-16T21:33:31.595+01:00Como hacer un portalápices o vaso con una lata de refrescos.<span style="font-family: Arial,Helvetica,sans-serif;">Hoy vamos a aprender de manera sencillísima como podemos reutilizar una lata de refrescos reconvirtiéndola en un portalápices o vaso, si es que se le quiere dar ese uso.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Para ello, existen dos maneras. Una que requiere algo más de precisión y maña pero mucho más rápida, y otra que aunque es más lenta, no requiere tanto cuidado y tiene buenos acabados.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Este proyecto es bastante sencillo, así que no he montado ninguna infografía y, además, lo más importante a explicar que es técnica manual, se ve en el vídeo mucho mejor.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s1600/barra+separadora+monigotes+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s1600/barra+separadora+monigotes+DR82.png" width="640" /></a></div>
<span style="font-family: Arial,Helvetica,sans-serif;">En ambos casos, consiste en desmontar la tapa superior de la lata tratando de mantener parte del aro superior.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Lo primero que deberíamos hacer es enjuagar nuestra lata para evitar pringarnos con los restos del interior. Esto es recomendable hacerlo tras haberla consumido y no días después tras tenerla almacenada para algún proyecto, ya que el pringue se espesará y será todo muy guarrillo, ya os digo...</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Después de esto, y tras haberla secado y escurrido, yo suelo quitar la anilla flexionándola hasta que parta por fatiga del metal y así la puedo aprovechar para otras manualidades. Y tras esto, lo que queda es elegir el método de trabajo para separar la tapa de la lata.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En ambos casos necesitaremos una lima y en el primero, además, unas tijeras.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Para el primer método, empezaremos a recortar apenas un milímetro del borde de toda la tapa. La idea en ambos casos es cargarse el reborde lo justo y necesario para separar la tapa.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En esta imagen se puede ver cual es la idea. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL731-h_yr8j0Y3h5vftRT6YhsU-Va0NlvGiP3idp2G7BKyOCrsonjRfA4biISJFgaIaWpsJMHpYeYuzZtUnGj3pwx2WNE69HTOwcU3IUupafxTkbuIt4d-sJ7KxIoKSYM7IN4gq4ESjo/s1600/como+separar+la+tapa+de+una+lata+de+refrescos+l%C3%ADmpiamente.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiL731-h_yr8j0Y3h5vftRT6YhsU-Va0NlvGiP3idp2G7BKyOCrsonjRfA4biISJFgaIaWpsJMHpYeYuzZtUnGj3pwx2WNE69HTOwcU3IUupafxTkbuIt4d-sJ7KxIoKSYM7IN4gq4ESjo/s1600/como+separar+la+tapa+de+una+lata+de+refrescos+l%C3%ADmpiamente.tif" width="640" /></a></div>
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<span style="font-family: Arial,Helvetica,sans-serif;">Con este método hay que tener cuidado con los rebordes que van cayendo ya que son muy puntiagudos y clavarte uno de esos fastidia bastante. Una vez acabais, la tapa sale sola.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Ahora para darle acabado, limais los bordes hasta que veais que no tengan riesgo de cortar ni queden esquinas feas o filosas. Este paso, si no teneis lima, podeis hacerlo también con las propias tijeras, pasando la esquina por donde veais rebabas. Esto no es muy bueno para las tijeras, pero si os habeis decidido a poneros a cortar chapa con ellas es que la teneis para este tipo de menesteres todoterreno. En cualquier caso, procurad no usar las tijeras del pescado, ni las de la pedicura, ni las de costura de vuestra madre, no sea que mateis de un infarto a la pobre mujer...</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s1600/barra+separadora+monigotes+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s1600/barra+separadora+monigotes+DR82.png" width="640" /></a><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">El segundo método, con la lima, no tiene más misterio que insistir limando todo el borde hasta que se haya desgastado la junta de metal. La manera de saber si lo habeis conseguido, es observar como la superfície donde estais limando pasa a ser lisa a verse como tiene una linea en medio que indicará que ya habeis eliminado el borde que une las dos partes.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Para el acabado de los bordes, una pasadita con la lima para quitar las rebabas y listo..</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Este método no suelta recortes con esquinas y no peligrais con pincharos, pero tira mucha limadura de metal, así que elegid bien el sitio donde lo haceis.</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">En ambos casos, existe la opción de hacerlo con una lata sin empezar, de manera que podais usar la tapa de nuevo para colocarla encima (Desde luego, no os servirá como tapa hermética como antes) por si quereis simular un escondite camuflado, por ejemplo. En este caso, el líquido supone un engorro adicional y, si es de una bebida gaseosa, casi con toda seguridad os pringareis. Segúramente tendreis que desechar el líquido para no arriesgaros a beberos limaduras metálicas o, peor aún, recortes afilados. Si aun así os quisiérais arriesgar, al menos usad un colador.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s1600/barra+separadora+monigotes+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s1600/barra+separadora+monigotes+DR82.png" width="640" /></a><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Y ya está todo dicho!!</span><br />
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<span style="font-family: Arial,Helvetica,sans-serif;">Como casi siempre, os dejo con el vídeo de rigor en el que queda todo bastante detallado y mucho más visual. Espero que lo disfruteis, especialmente ahora que me he puesto con el tema de la edición de vídeo y he conseguido adecentarlos bastante.</span><br />
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Un saludo, y hasta el próximo proyecto!!<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s1600/barra+separadora+monigotes+DR82.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjuIIFzyJLWM2CDCoapRvve4ClqTO6570LjdJ8uxm4t8YJFTfXNfGCEAsnuByIJEykZmHeeka-FCPutW3ozr_4qsiJGokKGVX4HyhXGtgjpf1XYg2fOKbFipGuP0Ltbaiij70zVtmHaHdk/s1600/barra+separadora+monigotes+DR82.png" width="640" /></a> <br />
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<mytubeelement data="{"bundle":{"label_delimitor":":","percentage":"%","smart_buffer":"Smart Buffer","start_playing_when_buffered":"Start playing when buffered","sound":"Sound","desktop_notification":"Desktop Notification","continuation_on_next_line":"-","loop":"Loop","only_notify":"Only Notify","estimated_time":"Estimated Time","global_preferences":"Global Preferences","no_notification_supported_on_your_browser":"No notification style supported on your browser version","video_buffered":"Video Buffered","buffered":"Buffered","hyphen":"-","buffered_message":"The video has been buffered as requested and is ready to play.","not_supported":"Not Supported","on":"On","off":"Off","click_to_enable_for_this_site":"Click to enable for this site","desktop_notification_denied":"You have denied permission for desktop notification for this site","notification_status_delimitor":";","error":"Error","adblock_interferance_message":"Adblock (or similar extension) is known to interfere with SmartVideo. Please add this url to adblock whitelist.","calculating":"Calculating","waiting":"Waiting","will_start_buffering_when_initialized":"Will start buffering when initialized","will_start_playing_when_initialized":"Will start playing when initialized","completed":"Completed","buffering_stalled":"Buffering is stalled. Will stop.","stopped":"Stopped","hr":"Hr","min":"Min","sec":"Sec","any_moment":"Any Moment","popup_donate_to":"Donate to","extension_id":null},"prefs":{"desktopNotification":true,"soundNotification":true,"logLevel":0,"enable":true,"loop":false,"hidePopup":false,"autoPlay":false,"autoBuffer":false,"autoPlayOnBuffer":false,"autoPlayOnBufferPercentage":42,"autoPlayOnSmartBuffer":true,"quality":"default","fshd":false,"onlyNotification":false,"enableFullScreen":true,"saveBandwidth":false,"hideAnnotations":false,"turnOffPagedBuffering":false}}" event="preferencesUpdated" id="myTubeRelayElementToPage"></mytubeelement><mytubeelement data="{"loadBundle":true}" event="relayPrefs" id="myTubeRelayElementToTab"></mytubeelement>DeepRed82http://www.blogger.com/profile/13976850364108481611noreply@blogger.com0tag:blogger.com,1999:blog-1822030182258448264.post-4824017219196541652015-02-10T22:09:00.001+01:002016-03-16T21:34:54.121+01:00Como hacer un selector de estado para picaporte<span style="font-family: "arial" , "helvetica" , sans-serif;">En este nuevo artículo os enseñaré como hacer un selector de estado parecido al que ya hice en su día para cuarto de baño, pero que podeis diseñar para vuestra habitación, por ejemplo, o para cualquier estancia donde necesiteis indicar que estais realizando una determinada tarea.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Anteriormente, ya hicimos un selector que expliqué por encima y que funcionaba como un dial rotativo, pero a diferencia de aquel, este es corredizo y más compacto.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"></span><br />
<a name='more'></a><span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;"> Os dejo el enlace del selector de dial por si quereis echarle una ojeada:</span><br />
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<span style="font-family: "verdana" , sans-serif;"> <a href="http://melomontoyo.blogspot.com.es/2014/01/como-hacer-un-dial-de-ocupado-para-el.html"><blink>Como hacer un dial de ocupado para el cuarto de baño.</blink></a></span><br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiycwvapJDBKvWs9sEbFAwH52A0S5Xkdy3j7geD7Wpwgkbvufk0e1PlA6141agH_difvXV7uqXhw55Za5K5jzukX-S9sHINCGJcJpMJsKrBjZ75QVdVnXzeIrf1cxyQrKKwJuLMb3Rn9Gg/s1600/Barra+separadora+UV+Ball+center+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiycwvapJDBKvWs9sEbFAwH52A0S5Xkdy3j7geD7Wpwgkbvufk0e1PlA6141agH_difvXV7uqXhw55Za5K5jzukX-S9sHINCGJcJpMJsKrBjZ75QVdVnXzeIrf1cxyQrKKwJuLMb3Rn9Gg/s1600/Barra+separadora+UV+Ball+center+DR82.png" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para hacer este modelo necesitaremos cartulina, pegamento en barra o similar, cartón y opcionalmente pero recomendable, cinta transparente gruesa o forro transparente de libros y tijeras o cutter, según esteis acostumbrados a trabajar.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Empezaremos por crear en cartulina las piezas que necesitamos y que suponen el grueso de la faena. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Os adjunto la imagen.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjolNv4TMDLD9P2SmmKXpu5_ekuyRm9yaLv5OjuQO2SYWtuAFycwhvuc_ANCq9xSPkLUuE4p4JDj10O1j1BBwMxsQ0sX-Y9cmUzz-SPrSb-683bhMfMhGynNpGO51pYQjWXouT_QCa84hs/s1600/Selector+de+picaporte,+versi%C3%B3n+slider.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjolNv4TMDLD9P2SmmKXpu5_ekuyRm9yaLv5OjuQO2SYWtuAFycwhvuc_ANCq9xSPkLUuE4p4JDj10O1j1BBwMxsQ0sX-Y9cmUzz-SPrSb-683bhMfMhGynNpGO51pYQjWXouT_QCa84hs/s1600/Selector+de+picaporte,+versi%C3%B3n+slider.tif" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Esta imagen la podeis imprimir diréctamente y recortarla, por lo que os ahorrará estar dibujándola a mano, ya que está a escala. Podeis imprimirla más grande o más pequeña, a voluntad, siempre que tengais en cuenta el tamaño del hueco del picaporte donde la vais a colgar.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">A la derecha del dibujo aparece como de debe de ver montado pero no es una pieza necesaria. Las importantes son la de la izquierda grande y la de en medio. No incluyen ningún tipo de letra e indicación para que sea el propio usuario quien las escriba, cosa que podeis hacer fácilmente editándolo con el paint.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">En el siguiente gráfico podeis ver que hay una serie de pestañas que debeis plegar y doblar hacia adentro. Si os complicais mucho podeis cortarlas sin más pero lo mejor es pegarlas para que queden los bordes algo más reforzados.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Yn-uGc9Jce9C0OoKOiUiamqfqMZGQ3Ap-D9E_xr1FDLm7JBLMrZP5kIJJNGqKdw7O_CfrBQjqqpeDh27_ZVlIw5Qb3FWmbhdlBctbA8Ywt3kuP4zdMFQwT7NmHR_Jz3R4lld9GpAQ4k/s1600/des1.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="336" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3Yn-uGc9Jce9C0OoKOiUiamqfqMZGQ3Ap-D9E_xr1FDLm7JBLMrZP5kIJJNGqKdw7O_CfrBQjqqpeDh27_ZVlIw5Qb3FWmbhdlBctbA8Ywt3kuP4zdMFQwT7NmHR_Jz3R4lld9GpAQ4k/s1600/des1.tif" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Una vez recortado, sería necesario colocar algunos cartones de refuerzo . El principal es el del deslizador interno, que pegaremos detrás de la cartulina y le dará rigidez. El segundo irá en dentro de la carcasa, en la parte trasera, para que el deslizador quede con cierta presión y no se caiga por efecto de la gravedad. El tercero es un refuerzo para el enganche del pomo y si quereis, incluso podeis hacerlo de una sola pieza con el segundo.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Aquí la imagen para que os hagais una idea:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLvVatWQiYLS0hzeBlSgb53nuK3Cxiv_K1TBE0fokI-QBVb0Ds1BWlfeqLr766k5GVHmBZpEox-Uu1mgWfElRV_aEO0QFVkvkXq_vN0RVVi46tUyzaOIA7FAJ3T48ouTVEG88E4S0xt_8/s1600/Selector+de+picaporte,+versi%C3%B3n+slider,+refuerzos.tif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="412" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhLvVatWQiYLS0hzeBlSgb53nuK3Cxiv_K1TBE0fokI-QBVb0Ds1BWlfeqLr766k5GVHmBZpEox-Uu1mgWfElRV_aEO0QFVkvkXq_vN0RVVi46tUyzaOIA7FAJ3T48ouTVEG88E4S0xt_8/s1600/Selector+de+picaporte,+versi%C3%B3n+slider,+refuerzos.tif" width="640" /></a></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Si todo ha ido bien y habeis montado bien las piezas, debería de quedaros más o menos así:</span><br />
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<div class="separator" height="400" style="clear: both; display: inline; text-align: center;" width="300">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU2vT_ahON7JDU3pAXMTRQCZqjNY2dOsURgDLeBZTGBBYaRFn9ULekSGXjPCSE1dduU2W79ZraDnCOHoReqNMPAF47EZKpVDMFkQE-b3-vqt5H8tr2DKcVpfZD3Q3ZCZAOWq_mQ3Erv60/s1600/CAM01520.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU2vT_ahON7JDU3pAXMTRQCZqjNY2dOsURgDLeBZTGBBYaRFn9ULekSGXjPCSE1dduU2W79ZraDnCOHoReqNMPAF47EZKpVDMFkQE-b3-vqt5H8tr2DKcVpfZD3Q3ZCZAOWq_mQ3Erv60/s1600/CAM01520.jpg" width="300" /></a>
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<div class="separator" height="400" style="clear: both; display: inline; text-align: center;" width="300">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizvQLpewKLh19NIlzhOZyinBJxdKmvkNgUFOfUTr3b_z5ndKhY-ApAftt6Men97vbqkR3W4kA3ckx5G8zr__MVfSWbc0lIBKPpZLNoRZ92RT94SQzP4eT4bmetry4qkpWYThmAfjBtNoc/s1600/CAM01523.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizvQLpewKLh19NIlzhOZyinBJxdKmvkNgUFOfUTr3b_z5ndKhY-ApAftt6Men97vbqkR3W4kA3ckx5G8zr__MVfSWbc0lIBKPpZLNoRZ92RT94SQzP4eT4bmetry4qkpWYThmAfjBtNoc/s1600/CAM01523.jpg" width="300" /></a>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Para los que busqueis algo un poco más resistente, podeis recubrir con forro de libros adhesivo las piezas o con cinta adhesiva transparente ancha. De esta manera, podeis incluso prescindir del pegamento para unir piezas.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"><br /></span>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Y poco más!! Os dejo el videotutorial que he hecho, donde podeis ver como funciona.</span><br />
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<iframe allowfullscreen="true" class="YOUTUBE-iframe-video" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/DFvmbKTB1IY/0.jpg" frameborder="0" height="480" src="http://www.youtube.com/embed/DFvmbKTB1IY?feature=player_embedded" width="640"></iframe></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiycwvapJDBKvWs9sEbFAwH52A0S5Xkdy3j7geD7Wpwgkbvufk0e1PlA6141agH_difvXV7uqXhw55Za5K5jzukX-S9sHINCGJcJpMJsKrBjZ75QVdVnXzeIrf1cxyQrKKwJuLMb3Rn9Gg/s1600/Barra+separadora+UV+Ball+center+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="153" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiycwvapJDBKvWs9sEbFAwH52A0S5Xkdy3j7geD7Wpwgkbvufk0e1PlA6141agH_difvXV7uqXhw55Za5K5jzukX-S9sHINCGJcJpMJsKrBjZ75QVdVnXzeIrf1cxyQrKKwJuLMb3Rn9Gg/s1600/Barra+separadora+UV+Ball+center+DR82.png" width="640" /></a></div>
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<span style="font-size: large;"><span style="font-family: "arial" , "helvetica" , sans-serif;"> Un saludo y hasta el próximo post!!</span></span><br />
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<span style="font-family: "verdana" , sans-serif;"><blink> </blink></span>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 22.0pt; line-height: 115%;">Como vender en internet objetos de segunda mano.</span></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Actualmente, vivimos una época de auge de las ventas
de segunda mano que ha sido promovida, principalmente, por la crisis económica. </span></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Son muchas las personas
que, intentando optimizar un poco más su economía, deciden convertir los
objetos de casa que ya no necesitan en dinero contante y sonante. Sin embargo,
quienes recordaran los viejos diarios de anuncios como “El baúl”, verán que la
cosa se ha vuelto un poco más complicada por un lado, pero a cambio tendrán un
potencial para vender muchísimo mayor.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a></div>
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<br />
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Lo primero que me gustaría explicar, antes de abordar
el tema en sí, son las <b>razones por la que esto es una buena idea. </b></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Mucha gente es propensa a acumular sus posesiones y
se niegan a deshacerse de ellas. Sin embargo,<span style="mso-spacerun: yes;">
</span>los beneficios pueden ser bastante grandes y muchas veces, no se trata
tanto de los beneficios como de no perder.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Por ejemplo, mucha gente acumula una cantidad enorme
de trastos en casa que se han comprado compulsivamente y luego no utilizan. Buena
parte de los vendedores particulares que se pueden encontrar son compradores
compulsivos arrepentidos que luego han visto en la venta de segunda mano <b>una
manera de recuperar parcialmente esa inversión.</b> Esta es, de hecho, la primera
lección a aprender. Resistirse a comprar algo que no necesitas es lo mismo que
comprarlo y luego venderlo por el 100% del coste original, el negocio perfecto.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Después está la gente que tras haber aprovechado
durante mucho tiempo un objeto, ya no lo necesitan o cumplió su propósito hace
tiempo… o simplemente desean adquirir una versión mejorada o con más
prestaciones, pero que <b>en vez de venderlo lo tiran directamente a la basura.</b> Sinceramente,
a mi me hace feliz que exista gente así, porque luego hay gente como yo, que se
encarga de recoger lo que otros desechan y aprovecharlo para uso personal o
venderlo. Durante años he disfrutado de ordenadores, equipos de música, motores
eléctricos, ventiladores, calefactores y un largo etcétera completamente gratis.
Pero puesto que yo te estoy aconsejando a ti, lector, <b>para beneficiarme yo,
véndelo y benefíciate tu.</b></span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Otra cosa a tener en cuenta es que a veces, <b>menos es
más.</b></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Esto puede sonar muy militante, pero es cierto si lo
pensáis. Cuando vivís rodeados de objetos que no necesitáis, <b>cada objeto
reclama vuestra atención de alguna manera</b> y a veces es causa de estrés. Además,
valoramos el coste del objeto pero nunca valoramos el coste del espacio que
ocupan. <b>Una habitación llena de trastos que no se usan supone no poder usar ese
espacio en otros menesteres.</b> Si el precio del metro cuadrado de tu casa es de mil
euros, y tu habitación tiene cinco metros cuadrados, es como si tiraras cinco
mil euros a la basura. Además, si necesitaras dinero a final de mes, una habitación
vacía podrías alquilarla por entre 100 y 300 euros al mes, mientras que estando
llena de trastos es un espacio inútil. También podrías tener tu propio espacio
y montarte un estudio, una sala de música, de diseño, de bricolaje… lo que te
apeteciera!!</span></div>
<div class="MsoNormal">
<br /></div>
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Evidentemente, esto no
quiere decir que debáis vender todo lo que encontréis por el camino, pero es la
mejor forma de recuperar cualquier inversión.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a></div>
<br />
<br />
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<br />
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Y ya puestos, vamos <b>al lío.</b></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">En este artículo no es mi intención extenderme a
concretar los detalles sobre la venta de bienes concretos como vehículos o
casas ya que aunque muchos de los consejos que aquí puedo dar son válidos, es
necesario conocer muchos otros detalles para los que es mejor la opinión de un
especialista en cada materia.</span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Lo primero que debemos hacer es <b>tener claro lo que
vamos a vender.</b> No es lo mismo vender objetos de colección que electrónica o
muebles. Hay muchas páginas específicas para vender objetos de determinado tipo
y <b>en muchas webs dedicadas a un tema en particular, hay secciones de compra
venta.</b> Estas webs son un buen punto de partida porque la gente que navega por
ellas está en el mundo de lo que vendes, y es probable que les interese tu
artículo.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Por otra parte, <b>lo más habitual</b> es usar las
sustitutas naturales de los antiguos periódicos de anuncios, que son las <b>webs
de anuncios.</b> </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Actualmente, hay <b>una web que domina bastante sobre
las demás, que es milanuncios.com.</b> Conozco esta web desde antes que llegara a
ser popular y una de las claves de su éxito es que <b>introdujo la posibilidad de
renovar el anuncio una vez al día</b> sin otro coste que el esfuerzo del usuario en
hacer un simple click. Gracias a esto, si eras un vendedor preocupado, podías
mantener tu anuncio relativamente visible mientras que en otras webs veías como
tu anuncio se perdía en el horizonte conforme se publicaban más anuncios. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Sin embargo, milanuncios.com no es la única página
existente. <b>La segunda más importante es segundamano.es</b>, que durante mucho tiempo
fue la más importante. Existen otras webs de anuncios cuya popularidad puede depender
de la zona donde vivas, pero si partimos de la base que tu público es el mundo
(o al menos tu país) no creo que te interese estar limitado a tu provincia.</span></div>
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<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Os dejo una pequeña lista personal donde poner
anuncios:</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.milanuncios.com/">http://www.milanuncios.com/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.segundamano.es/">http://www.segundamano.es/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.loquo.com/">http://www.loquo.com/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.zocoanuncios.es/">http://www.zocoanuncios.es/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://planetanuncios.com/">http://planetanuncios.com/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.anunciototal.com/">http://www.anunciototal.com/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.habitamos.com/">http://www.habitamos.com/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.quierovenderlo.com/">http://www.quierovenderlo.com/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.locanto.es/">http://www.locanto.es/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.anuncios.es/">http://www.anuncios.es/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.tusanuncios.com/">http://www.tusanuncios.com/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.olx.es/">http://www.olx.es/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.blidoo.es/">http://www.blidoo.es/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.ganga.es/">http://www.ganga.es/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.evisos.es/">http://www.evisos.es/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.anunciotop.com/">http://www.anunciotop.com/</a></span></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.tablonia.es/">http://www.tablonia.es/</a></span></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.comprayventa.org/">http://www.comprayventa.org/</a></span></div>
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<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Coleccionismo y antigüedades</span></b></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.milantiguo.es/">http://www.milantiguo.es/</a></span></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.todocoleccion.net/">http://www.todocoleccion.net/</a></span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.rincondelcoleccionista.com/">http://www.rincondelcoleccionista.com/</a></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">También existe la posibilidad de cambiar por objetos
o servicios.</span></b></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.ofrezcoacambio.com/">http://www.ofrezcoacambio.com/</a></span></div>
<div class="MsoNormal">
<b><br /></b></div>
<div class="MsoNormal">
<b><span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">E incluso APPs para móviles</span></b></div>
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><a href="http://www.wallapop.com/es">http://www.wallapop.com/es</a></span><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a></div>
<br />
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<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">En buena parte de estas webs <b>es necesario registrarse
antes o bien el registro es automático</b> nada más colocar el anuncio. Muy
comúnmente, exigen introducir <b>una dirección de correo electrónico</b> válida, que
es la que usan <b>para comunicarse contigo</b> y mandarte una contraseña para gestionar
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creas un nuevo anuncio sin necesidad de registro, reconoce el Email de contacto
y automáticamente lo reconoce como anuncio tuyo. <b>El número de teléfono, aunque
es recomendable, no siempre es obligatorio.</b></span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Es común que en los anuncios no se muestre la
dirección del Email</b> y que se contacte a través de un formulario de la página.
Esto <b>permite que puedan contactar contigo a través del Email pero sin exponerlo</b>
públicamente. Evidentemente, si ves que es una oferta seria puedes responder a
la dirección que el usuario te haya indicado (normalmente no suele ser la misma
que la que aparece como remitente.), lo que revelará, esta vez sí, tu verdadera
dirección.</span></div>
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<br /></div>
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Lo más recomendable antes
de poner un anuncio en una web, es navegar un rato por esta y <b>comprobar su
dinámica de funcionamiento.</b> Es importante ver cómo actúan los otros usuarios,
si repiten sus anuncios, si están bien ordenados, si hay anuncios acumulados de
años anteriores sin borrar… De esta manera te haces una idea del funcionamiento
de esta y si te interesa o no colocar ahí tu anuncio.</span><br />
<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Antes de escribir ni hacer nada, tienes que <b>ponerte
en la piel de tu potencial comprador.</b> Para eso, lo mejor es <b>buscar tu propio
producto</b>, ver como lo venden los demás, en qué condiciones y a qué precio,
entre otras cosas. Esto te servirá principalmente para <b>tasar tu propio
producto</b>, pero también podrás averiguar, por ejemplo, quienes son tus
competidores o si los puedes considerar como tal. </span></div>
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<br /></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Objetos de poco valor</b> vendidos lejos de tu provincia
no merecerán la pena ser enviados y no tendrás que preocuparte de ellos. Sin
embargo, <b>no deja de ser una referencia</b>, y si pones un precio excesivo, el
comprador puede negarse a comprar a la espera de que aparezca otro vendedor que
venda a un precio normal. </span></div>
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Uno de los problemas que se
pueden dar es que tu producto esté en mucho mejor estado y merezca ese
sobreprecio. Ahí no te quedará otra que tirar de tus habilidades de vendedor,
que no es otra cosa que<b> mostrar por qué tu producto vale lo que pides.</b></span><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>A la hora de redactar tu anuncio</b>, tiene que ser fácil
de entender y fácil de identificar. <b>Hay que ser conciso y concreto.</b> Explicar lo
máximo posible con la menor cantidad de palabras. <b>No hay que dar explicaciones
extrañas</b> sobre los motivos de la venta ni nada similar, ya que ese tipo de
cosas, un potencial comprador seguramente se lo tomará como un intento de
tomarle el pelo. <b>La educación es también fundamental</b>, por más que le guste un
producto al comprador, si no se fía un pelo del que vende no contactará con él.
Para ganarse esa confianza del comprador, no solo es vital no andarse por las
ramas y ser educado, también dar la apariencia de ser una persona seria, y una
de las cosas que más ayuda es <b>no cometer faltas de ortografía</b> (al menos ninguna
que sea excesivamente evidente, nadie dirá nada por un acento mal colocado).
Escribir xke, sta, vndo y similares, da a entender que no somos serios y por lo
tanto no somos fiables.</span></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">El anuncio, no obstante, no ha de ser demasiado
extenso. Esto dependerá más o menos de la página. Por ejemplo, <b>en
milanuncios.com, no es recomendable hacerlo extenso</b> por dos motivos. El primero
es que los anuncios aparecen mostrados en la lista con el texto, que debería
servir de introducción preliminar y que en muchas webs consisten únicamente en
el título y la fotografía principal, y poner mucho texto hace que el usuario no
se pare a leerlo y lo ignore (La gente es así). El segundo motivo es que los
anuncios de esta página no han conocido en su vida el término tabulación ni
sangría, por lo que el texto aparece todo seguido y amontonado.</span></div>
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<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>En segundamano.es y páginas de dinámica similar, Sí
te puedes permitir el lujo de ser más descriptivo</b>, ya que por un lado, el
usuario verá al inicio el título y la foto principal, pero cuando cargue la
página, podrá ver con detenimiento el resto de la información y además, perfectamente
tabulada y sangrada.</span></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Con el título pasa lo mismo que con el texto. </b>Ha de
ser breve y descriptivo y si tienes dudas, ayuda ver <b>como lo llaman los demás
usuarios.</b> Por ejemplo, si vendes unos binoculares pero la mayoría de los
usuarios que venden binoculares los llaman prismáticos, usa prismáticos en vez
de binoculares, ya que los usuarios seguramente usen esa palabra clave más
frecuentemente.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Procura vender un único objeto por anuncio.</b> Si vendes
accesorios aparte u ofreces un pack, indica las dos opciones <b>para evitar
confusiones</b> y detállalo como toca.</span></div>
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a></div>
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<br />
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Ahora pasamos a un tema importante a la hora de
vender y son <b>las fotografías.</b> En la mayoría de webs, las fotografías son
opcionales. Esto es mentira.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Las fotografías son OBLIGATORIAS </b>en prácticamente el
100% de las ventas. Nadie se va a molestar en gastarse el saldo del móvil o simplemente
el tiempo, por algo que ni siquiera puede ver.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Las fotografías son muy importantes por un motivo, y
es porque tu puedes decirle al comprador lo que te dé la gana sobre lo que
vendes, pero a través de la foto, <b>tu comprador está viendo directamente lo que
tú solo le describes.</b> Tu puedes hablar maravillas de tu producto pero si lo
muestras en una foto borrosa y azulada, sobre un entorno sucio o simplemente inadecuado,
te estás echando tierra sobre tus palabras.</span></div>
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<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Básicamente, estas son las normas a la hora de hacer
las fotos de lo que vas a vender:</span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>-En las fotos, el protagonista es tu producto.</b> No
dejes que nada del entorno distraiga la vista de él. Si vendes una Vespino, no
la fotografíes junto a un Ferrari. Esto se aplica también al paisaje. No sirve
hacer una foto con el objeto en un lado o en pequeño y viéndose el resto del
comedor de la casa.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>-Nada de fotos borrosas.</b> Tú quieres enseñar tu
producto, pero con fotos de mala calidad solo consigues exasperar al comprador
que no consigue hacerse una idea de lo que vendes. Por otra parte, aunque suene
extraño, la mente del comprador acaba teniendo la impresión de que lo que le
vas a vender es borroso también. Es ridículo pero inconscientemente, produce
una impresión negativa sobre la calidad.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>-Vigila la iluminación y la tonalidad.</b> Una foto
oscura no permite ver bien el objeto, pero una excesivamente iluminada se come
las sombras y no permite ver el volumen de este. Busca un equilibrio entre
iluminación y sombras que favorezca a lo que vendes. </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Esto pasa también con la tonalidad, ya que imagina
vender un ventilador con una foto de tonalidades rojizas y cálidas o un
calefactor en fotos azuladas o de coloración fría. Inconscientemente, el
mensaje que transmiten es que hacen lo opuesto a lo que deseas que hagan.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>-Busca el lado bueno.</b> Como con las personas, que somos
<span style="mso-spacerun: yes;"> </span>guapas o feas según el ángulo desde el
que se nos mire, a los objetos les pasa igual. Busca la línea más estilizada y
el ángulo desde el que mejor se vea y se note el volumen. Evita fotos demasiado
planas.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>-Haz muchas fotos. </b>Tu objeto ha de verse desde los
distintos ángulos necesarios para hacerse una idea. Tampoco es cuestión
necesariamente de fotografiar cada detalle, pero básicamente, una de tres
cuartos, una frontal, perfil y trasera serían la base de partida de cualquier
anuncio.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Luego, siempre hay detalles extras que fotografiar.
Las características especiales, si el objeto es abatible, una secuencia de
fotos del recorrido, si es desmontable, de las piezas separadas, de los
accesorios que lleve, de la etiqueta descriptiva, del producto y el embalaje si
lo lleva…</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>-El entorno.</b> Es muy importante situar el objeto en el
entorno adecuado. A nadie se le ocurriría fotografiar un carrito de bebé en
perfecto estado en un vertedero con ratas, y esto es lo mismo a menor nivel. El
entorno tiene que ser acorde a lo que se vende y a la vez ser limpio y
ordenado. Un tractor queda bien fotografiado en una granja, así como un
carricoche en la habitación de un bebé.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>-El propio objeto.</b> Por supuesto, ha de estar
inmaculado para la ocasión. Si ha de repararse algo, que sea antes de la foto y
ha de estar perfectamente limpio. </span></div>
<div class="MsoNormal">
<b><br /></b></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>-Se sincero.</b> Tomar las fotos desde buenos ángulos no
nos exime de decir la verdad. Si el objeto tiene alguna rotura o algo no
funciona bien, debe indicarse en texto, pero también hacerle una foto. Esto no
quiere decir que tengas que fotografiar una pequeña raja en primera plana y
asustar al comprador, puedes hacer la foto a cierta distancia siempre que se aprecie
la magnitud del daño. El defecto tienes que mostrarlo como es, pero
evidentemente no mas grande.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">-Es importante también <b>no incluir en las fotos
accesorios o elementos que no tengas intención de incluir en la venta.</b></span></div>
<div class="MsoNormal">
<br /></div>
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">-Puedes, excepcionalmente,
<b>usar fotos de catálogo de tu producto siempre y cuando sea nuevo</b>, sin
desembalar y con garantía del fabricante.</span><br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="80" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" width="640" /></a></div>
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<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Después de hacer las fotos toca subirlas. <b>Cada web
tiene sus limitaciones. </b>Milanuncios.com, por ejemplo, permite subir hasta nueve
imágenes mientras que segundamano.es creo que permite solo cuatro (no estoy
seguro ahora).</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Cada foto tiene su orden y cada orden cuenta una
historia, así que hay que emocionar al público y <b>colocar las fotos en el orden
correcto. </b>La foto que colocamos de portada suele ser <b>la primera</b> y es la más
importante porque es la primera que verán los posibles compradores. Esa foto
<b>debe mostrar todo el objeto</b>, desde una posición de tres cuartos normalmente,
con un ligero ángulo en picado incluso, y debe permitir hacerse una vista
general de este. <b>En las sucesivas fotos, mostramos los diferentes ángulos</b> y por
último, se recomienda acabar con una foto de conjunto. <b>Si se tiene una foto del
objeto con sus accesorios, esa es la foto ideal para el final.</b></span></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Entre medias</b> de estas
fotos, casi al final, <b>puedes poner las peores fotos o aquellas con los defectos</b>,
pero <b>nunca en la última foto.</b> La última foto debe recordar al comprador por qué
le interesa nuestro objeto.</span></div>
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<br />
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Ya has puesto el anuncio y solo toca esperar… o no.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Revisa tu anuncio a menudo</b>, mira cómo se va poniendo
el mercado y actualiza si es necesario. <b>Los precios pueden subir o bajarse
según la época del año</b> y según el objeto que vendas. Los esquíes se venden
mejor en invierno y las motos suben de precio en verano porque se demandan más.
Esto es así de toda la vida.</span></div>
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<br /></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Sigue buscando páginas donde poder colgar tu anuncio,
pero <b>procura llevar un seguimiento.</b> Sería buena idea <b>apuntar en una libreta
donde te apuntas y el user y password</b> para acceder o acabarás bastante perdido. </span></div>
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<br /></div>
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Si la página permite
renovar el anuncio con cierta frecuencia, procura probar a diferentes horas</b> hasta
encontrar la más adecuada. Si vendes, por ejemplo, herramientas de trabajo, es más
probable que renueves tu anuncio al final de la jornada laboral mientras que en
el caso de vender algo a oficinistas con acceso a la red, es probable que
puedan ver tu anuncio a la hora del almuerzo. En todo caso, todo es <b>probar</b>, ya
que <b>muchas veces tampoco te puedes fiar de la teoría.</b></span></div>
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<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjiReBjMo9owZ0c4b5wrvCAxz39GiH0ERFJGL4CFsuRDTwnjZwlTJjBDzGPprR_PsbsGl8N9LNUAKk_W57C_y7ytSHrMnOzLGzhAYia0GEIBy1I5pa6QvC_0iStLAj7aaE7Xl-GgFzVQwQ/s1600/Barra+separadora+BikeAir+DR82.png" /></a></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Ha habido suerte y empieza a contactar contigo algún
cliente.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Actualmente <b>hay tres métodos de contacto, por Email,
por teléfono o por whatsapp.</b> Los tres son válidos pero personalmente, el mejor
de todos es el Email. </span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>El teléfono va muy bien para cerrar el trato o
acordar quedar para ver personalmente el producto</b>, pero aparte de la falsa
sensación de seguridad por oír a la otra persona, <b>no tienes nada más.</b> No tienes
un registro escrito de lo acordado y no te permite guardar información ni
compartirla, así como intercambiar posibles fotos.</span></div>
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<br /></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Whatsapp va relativamente bien y es instantáneo</b>, pero
ambos deberéis tener Smartphone con Whatsapp y <b>escribir textos demasiado largos
se vuelve incómodo.</b> <b>Permite compartir fotos de tu producto directamente sacados
con la cámara,</b> lo que da gran seguridad, pero si tienes las fotos en el
ordenador será un problema. Por último, muchos usuarios solo usar wifi y no
tarifa de datos, lo que hace que la comunicación sea aleatoria o <b>se
malinterpreten silencios.</b></span></div>
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<br /></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>El Email es mi favorito</b> por varias razones. La
primera de todas es que normalmente <b>se hace desde el ordenador y desde el
puedes hacer todo.</b> Puedes comprobar instantáneamente en Google Maps la
dirección de envío, el código postal, consultar los gastos del paquete azul de
correos, comprobar los datos del banco… <b>TODO.</b></span></div>
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<br /></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Aparte de eso, el Email permite acceder a las fotos
del ordenador, mandar links con especificaciones técnicas del fabricante y
<b>escribir largo y tendido todo lo que quieras pensando lo que quieres decir
antes de decirlo.</b></span></div>
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<br /></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>El comprador</b>, cuando contacte contigo, <b>puede hacer
varias cosas.</b> Normalmente <b>te pregunta si sigue a la venta</b> y no tiene
condiciones aparte de que el producto sea lo acordado. Solo tienes que aclarar
sus dudas y quedar para verlo o acordar el envío.</span></div>
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<br /></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">En este punto hay que <b>aclarar una cosa.</b> Salvo objetos
de muy poco valor que no merecen la pena, <b>hay que estar dispuestos a vender a
distancia.</b> Es raro que de todo el país, el interesado esté únicamente en tu
propia provincia, especialmente si lo que vendes merece la pena los gastos de
envío.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">En caso de vivir cerca, <b>lo mejor es acordar quedar
para ver el producto y hablar las cosas en persona,</b> haciendo la transacción
entre particulares cara a cara sin problemas, ya que el dinero se entrega en el
acto al igual que lo que se compra.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Otras cosas que puede hacer el comprador es <b>intentar
regatear.</b> Esto es normal e incluso tienes que pensar en esa posibilidad cuando
pongas el precio. Eso sí, no tienes por qué aceptar proposiciones abusivas ni
mucho menos… Es posible que te encuentres a algún maleducado incluso, pero ni
caso. En caso de que te hagan una oferta razonable es razonable aceptar. Puedes
rechazarla y esperar el comprador ideal pero normalmente, <b>cuanto más tiempo
pasa, más se devalúa tu producto.</b></span></div>
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<br /></div>
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Otra posibilidad es que te
ofrezcan un <b>trueque.</b> Como todo, <b>depende de lo que te interese.</b> Es raro que te
ofrezcan un trueque beneficiosamente económico a tu favor. En cualquier caso,
se acercara bastante al objetivo por lo bajo, pero eso no te interesa. Puedes
intentar negociar para que te compensen el pago en especias con algo que supere
el valor de lo que vendes, pero no suele ser común. Como norma general, lo
mejor es aceptar el dinero. <b>El trueque es un recurso cuando lo que te ofrecen
es válido y llevas tiempo sin vender tu producto.</b></span><br />
<br /></div>
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<br />
<div class="MsoNormal">
<b><span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Y llegamos a una última cuestión.</span></b></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Pongámonos en el caso de que hayas conseguido llegar
a un acuerdo con un comprador. Le gusta lo que vendes y acepta el precio pero,
<b>problema a la vista, porque es de otra provincia</b> y eso significa que no podréis
montar la escenita de tirar uno del dinero mientras el otro tira del objeto
comprado así que… ¿Qué hacéis?</span></div>
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<br /></div>
<div class="MsoNormal">
<b><span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Este problema, aunque no lo creáis, a día de hoy
sigue sin una solución realmente satisfactoria. </span></b></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">A primera vista, la solución ideal sería el <b>contra
reembolso</b>, pero eso, siendo el vendedor un particular, es una <b>pésima idea</b> que <b>desprotege
a ambas partes.</b> Por el lado del<b> comprador</b>, que es al primero que debería
beneficiarle, <b>las empresas no le permiten revisar el paquete antes de pagarlo</b>,
por lo que tiene que fiarse de que el vendedor no le ha enviado un puñado de
piedras en una caja, que es exactamente lo mismo que pagar por adelantado antes
de enviar la mercancía. Por parte del <b>vendedor</b> es casi peor aún, ya que este
<b>tiene que pagar previamente los gastos de envío</b> y contra reembolso pero, y aquí
está lo preocupante, <b>el comprador no tiene ninguna obligación legal de aceptar
la compra</b>, por lo que puede dejarte perfectamente empantanado con algo que no
has vendido perdido 15 días por el mundo y habiendo perdido además esos <b>gastos
de envío</b>, que en algunos casos <b>han podido llegar a suponer un tercio del coste
original del producto</b> (No es broma, una enciclopedia de 25kg al País Vasco
valorada en 90€ te puede salir por 35€ enviarlo).</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">En estos casos, a mi forma de verlo, <b>la mejor
solución sería firmar un contrato de compra venta</b> donde se pre acordara lo que
se compra, a qué precio, bajo qué condiciones y como se paga, firmado por ambos
y con fotocopia del DNI. Esto, sin embargo, obliga a mandar primero las copias
firmadas por el vendedor, esperar que las firme el comprador y se quede una
copia si está de acuerdo, que regresen a manos del vendedor y entonces realizar
todo el jaleo. Es la forma ideal, perfectamente burocrática… y perfectamente <b>inaplicable
en la realidad por la complicación que supone. </b>Esto, en caso de objetos de
mucho valor, es perfectamente razonable llevarlo a cabo, pero no suelen
venderse cosas que requieran tal despliegue.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Sin embargo, <b>existe una posibilidad bastante
razonable</b> que, a primera vista, puede sonar para el comprador como el más egoísta
método de pago (Curiosamente, tiene más riesgos el vendedor, cosa que ahora
comentaré.). Es tan sencillo como <b>que el comprador pague previamente, pero por
transferencia bancaria indicando el concepto del ingreso y después se envíe la
mercancía.</b> Esto es seguro, en principio, en territorio nacional y a una cuenta
también nacional. Esto es así porque el comprador realiza un ingreso a una
cuenta que está vinculada a una persona, y esta persona no puede falsificar el
nombre de la cuenta, ya que la crea en el banco presentando su DNI. <b>El
comprador puede justificar en todo momento que ha transferido una cantidad de
dinero a tal persona</b> en concepto de la adquisición de un bien, de manera que si
este no cumple, puede denunciarlo. <b>Esto mismo obliga al vendedor a cumplir su
parte, que puede justificar el envío mediante el recibo de correos.</b> Este
sistema sigue sin ser completamente perfecto, ya que por un lado, si ha sido
una transferencia normal, en determinadas condiciones, el comprador puede
deshacer la transferencia salvo que haya sido en metálico y por otra parte, el
comprador justifica un envío, no su contenido, que nuevamente podría ser una
caja con piedras. Sin embargo, <b>con este método, los riesgos están bastante
compensados</b> y no es relativamente difícil demostrar irregularidades. Además
están los correos electrónicos como prueba aunque legalmente no sirvan de
contrato legal.</span></div>
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<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Esto antes explicado se lo puede creer el comprador o
no.</b> En caso de que no, cosa que pasa bastantes veces, <b>insistirá en hacerlo
contra reembolso.</b> Como hemos comentado antes, el riesgo del contra reembolso es
que el comprador se libera de toda responsabilidad si a última hora decide no
aceptar el envío. Sin embargo, <b>este riesgo se soluciona exigiendo que</b>, si
quiere realizarlo de esa manera, <b>pague previamente el coste del contra reembolso</b>
transfiriéndolo, de forma que si decide retractarse a última hora, sea él el
que pague el coste. <b>Si el comprador se niega, no hay nada que hacer.</b> A no ser
que se saque de la manga una solución ideal (Si es así, contádmelo, por favor)
ya podéis despediros porque, o bien está tramando algo extraño, o es simplemente
tan ególatra como para no pensar en nadie más que no sea el mismo. <b>No dejéis que
os líen ni mucho menos que os hagan ningún tipo de chantaje emocional.</b></span></div>
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<br /></div>
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Si habéis tenido suerte, habréis
vendido con éxito un trasto inútil y habréis ganado un dinerito.</span><br />
<br />
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Ya por último, acordar quien se hace cargo de los
gastos de envío. <b>Normalmente, los gastos de envío corren SIEMPRE a cargo del
comprador.</b> Esto es así porque tu puedes vender un objeto en mano y no gastarte
dinero,<span style="mso-spacerun: yes;"> </span>pero es el comprador el que
insiste en que solicita el transporte. No obstante, <b>en determinados casos, uno
puede tener un detalle y correr con los gastos de envío. Normalmente, cuando
los gastos de envío son proporcionalmente bajos en relación al coste de la
venta.</b> Es factible asimilar 6,5€ de gastos de envío por un paquete de 120€ o
30€ por uno de 800€, por ejemplo.</span></div>
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<br /></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Normalmente, <b>como compañía de entrega suelo usar Correos.</b> Los precios de compañías privadas suelen ser prohibitivos para
paquetes individuales, pero sin embargo, suelen ser razonables cuando mandas
muchos paquetes y de manera habitual, como las empresas.</span></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">En correos, <b>lo más habitual es el Paquete Azul</b>, pero
esto depende del paquete a enviar. <b>El peso que admite va desde menos de 1kg
hasta los 20kg.</b> Existe otro servicio de correos que admite hasta 30kg pero creo
que necesitas cumplir unas condiciones especiales. Si se desea mandar algo más
pesado hay que recurrir a otros servicios y posiblemente a una compañía de
transportes. En cualquier caso, <b>si lo que vas a enviar es fraccionable, puedes
realizar dos, tres, o más envíos.</b> También hay que tener en cuenta que si es un
paquete ligero te aplicarán criterios de volumen, pero no suele ser habitual
mandar cosas tan ligeras.</span></div>
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<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;"><b>Muchas veces, el peso del
paquete permite enviarlo como carta certificada</b>, lo que te permite ahorrar en
los gastos de envío. Como Paquete Azul, te costará 6,5€ cualquier paquete por
debajo de un kilogramo mientras que como carta certificada, pueden ser tres o
cuatro euros.</span><br />
<br />
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<br />
<div class="MsoNormal">
<b><span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Y ahora sí, se acabó!! </span></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Menudo tocho, llevo toda la tarde escribiendo y son
casi las doce de la noche. Espero no haberos cansado y que lo hayáis
disfrutado.</span></div>
<div class="MsoNormal">
<br /></div>
<b>
</b><br />
<div class="MsoNormal">
<b><span style="font-family: "agency fb" , "sans-serif"; font-size: 14.0pt; line-height: 115%;">Un Saludo!!</span></b></div>
</div>
</div>
</div>
</div>
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