tag:blogger.com,1999:blog-51662665712479155502024-03-14T01:11:49.922-07:00SOLOCLICKSsoloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.comBlogger34125tag:blogger.com,1999:blog-5166266571247915550.post-8608090249492138402021-01-29T15:19:00.008-08:002021-01-29T15:43:18.019-08:00 A new custom projet; 1900 Train Station (Part one)<div class="separator" style="clear: both;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTuRRJibKv8GlGx2jiOVZpVFIMf6zu3GzPEbsVFpj-bSGj2nOOVFYnM2VnZIq3UrvgYBPPYuO7h-5Qd76OzzfvkLG21Z7jMikULXLtt0eB0O3wI5wCAFTSEGw5-0iJB2F2NQ9Ee5R5PRj-/s2048/385.jpeg" style="display: block; padding: 1em 0; text-align: center; "><img alt="" border="0" width="400" data-original-height="1152" data-original-width="2048" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTuRRJibKv8GlGx2jiOVZpVFIMf6zu3GzPEbsVFpj-bSGj2nOOVFYnM2VnZIq3UrvgYBPPYuO7h-5Qd76OzzfvkLG21Z7jMikULXLtt0eB0O3wI5wCAFTSEGw5-0iJB2F2NQ9Ee5R5PRj-/s400/385.jpeg"/></a></div>
Hace ya bastante tiempo que estamos elaborando un proyecto de gran envergadura dentro de lo que es customizar un edificio. El origen de esta idea nace cuando estábamos completamente entregados a otro proyecto diferente. Nos vino la idea, casi de casualidad, de hacer una estación de tren de la época en cuestión. Observando y buscando bastante material, nos decidimos embarcarnos en esta idea y acabamos aparcando el proyecto en el que estábamos metidos para lanzarnos a esta nueva locura.
Las referencias utilizadas han sido muchas, por un lado estaciones de época que nos han seducido notablemente. Por otro lado, otras estaciones customizadas de playmobil que nos han dado grandes ideas para poder desarrollar la nuestra. Todo este material se agradece. Aquí ponemos una selección de las ideas que más nos han interesado para utilizarlas como modelo a seguir en este complejo proyecto.
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Todo empezó en una hoja de excel. Cuadriculando para contar piezas necesarias y medidas más o menos factibles.
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Al realizar el plano, se empiezan a observar las primeras complicaciones. La estación debe ir elevada a la altura de los andenes. Esto nos obliga a presentar una planta que eleve el edificio y toda la zona exterior de manera que no quede demasiado estrecho y se vea proporcionado.
En el plano excel se puede apreciar que la planta del edificio queda empequeñecida ante la explanada de todo el conjunto.
El segundo reto, y quizá el más importante es el de la cubierta del mismo. La cubierta debe ser un tejado a dos aguas, lo suficientemente elevado para que de al conjunto un aspecto coherente.
Para el tejado voy a utilizar muchas piezas de la estación de playmobil 4302 o del apeadero 4382.
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Una vez recopiladas todas las piezas, el plano desde arriba de la estación, se vería más o menos así
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Y ya, una vez plasmada la idea que llevamos, empezamos a ponerla en práctica.
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En esta imagen tenemos ya una idea de la longitud lateral del edificio. También se puede apreciar la toma el primer intento de casr las piezas de systemX com las del stech tradicional típico de las casas victorianas. Estos primeros pasos estaban encaminados a determinar cómo debía ser de ancho el techo para poder equipararlo a una medida asequible en paredes de stech.
Los techos de la estación 4302 no responden a ninguna medida similar y hubo que adaptar de una manera artificial el techo para poder darle consistencia.
Por otro lado, el edificio de la terminal, era un juego de volúmenes adaptado a las casas victorianas 5300, 5305 y 5301. La parte de abajo destinada a la sala de viajeros se ha realizado con las paredes del cenador 5301 y del pabellón victoriano 4297.
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Para el frontal hay una pieza ideal que se encuentra en la base de la estación de mercancías
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Utilizando una abundante cantidad de estas piezas, podemos dar forma tanto al frontal de la estación, como al armazón sobre el que se depositará el techo
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La estructura del edificio ya va teniendo forma. Durante unas semanas fueron llegando las piezas para ir terminando el edificio y todo el techo completo.
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frontal
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techo completo
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Elevación de todo el techo.
Sin duda alguna que uno de los retos más difíciles del edificio ha sido elevar todo el techo del edificio. El peso de toda la estructura es considerable y distribuir los soportes de carga para que no se abriera, era imprescindible. Igualmente interesante ha sido encontrar la misma altura para toda la estructura utilizando 6 columnas y el frontal como afianzamiento total de la estructura.
los 3 soportes(Columnas) de la estructura que van unidos al edificio, son completamente diferentes a los que van en la parte abierta del mismo. Intentando buscar que la imagen del edificio no perdiera ese aire de principios de siglo entre lo industrial del hierro y lo elegante de los edificios victorianos. Para las columnas unidas al edificio, se han utilizado las del palacio 3019 y 4250. Y para las columnas exteriores se han utilizado los soportes modernos de la estación de policía 5182.
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Aún así ha tenido que trabajarse la pieza para poder lograr una altura correcta. Alguna de estas columnas no se podían unis entre sí.
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Con estas piezas modificadas, ya sólo queda ir ensamblando el edificio por tramos partiendo del frontal
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Como medidas de precaución, ajenas a las piezas playmo, se reforzaron las estructuras con bridas y el techo con varillas roscads para soportar los tramos lineales de piezas.
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Fotos de conjunto
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Pintura de fachada y estructura
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Para darle un aire más industrial y funcional, se ha procedido a decorar la fachada con parte de ladrillo.
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Tras la sesión de pintura
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De momento el edificio queda pendiente de ser terminado. Faltan detalles de exteriores, iluminación, marquesinas decoración del vestíbulo y los comercios que formarán parte del conjunto, seguiremos subiendo fotos.soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com2tag:blogger.com,1999:blog-5166266571247915550.post-298377246365237102020-07-07T16:23:00.001-07:002020-07-08T12:02:49.282-07:00Los primeros caballeros de Órdenes militares Playmobil.<br />
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<b><u><span style="font-size: 20.0pt; line-height: 107%;">Origen y significado de las órdenes
militares en la época medieval. Los primeros caballeros de Órdenes militares
Playmobil<o:p></o:p></span></u></b></div>
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" 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Básicamente son dos los factores
que determinan el nacimiento de las órdenes militares medievales:<br />
La aparición de la caballería como modo de vida para muchos nobles de la baja
nobleza y la aparición de la guerra santa en forma de cruzada contra el Islam y
los bárbaros del norte de Europa, principalmente en el frente este, en las
actuales Lituania Letonia y Estonia.<o:p></o:p></div>
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Si bien técnicamente la primera
cruzada real aprobada por el papado cristiano fue contra la ciudad islámica de
Barbastro en Aragón en el año 1064, las famosas cruzadas a Tierra Santa a
partir de 1096, son las que determinarían el origen de las órdenes militares,
que en un principio cumplían una función de dar protección y cobijo a los
peregrinos que viajaban a Jerusalén desde Europa.<o:p></o:p></div>
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<a href="about:invalid#zClosurez" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><i>UN LIBRO RECOMENDABLE </i></div>
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</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioUHa22OSAE1hdNSpt_NwCfoF-TJ1X3oBNKzl1QFmsk_purlgfRvjgz2hkqqiem9TnzcTM97zjpXewanckbtcBKO79Mi3n1kv2Vg8O-Ojc0ooeGW8DpgXeub40NQlQT6QiCq1TTfvmYy-K/s1600/222.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="331" data-original-width="156" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioUHa22OSAE1hdNSpt_NwCfoF-TJ1X3oBNKzl1QFmsk_purlgfRvjgz2hkqqiem9TnzcTM97zjpXewanckbtcBKO79Mi3n1kv2Vg8O-Ojc0ooeGW8DpgXeub40NQlQT6QiCq1TTfvmYy-K/s400/222.jpg" width="187" /></a><br />
La primera de las
Órdenes creadas en Jerusalén fue la Órden de los Pobres Caballeros de Cristo
del Templo de Salomón (en latín: Pauperes Commilitones Christi
Templique Salomonici), conocida comunmente como la Órden del Temple o
Templaria. Fundada por tan solo 9 caballeros francos en el año 1118 en
Jerusalén, se les asignó la ubicación donde se encontraba el antiguo Templo de
Jerusalén, de ahí su nombre. Sus vestiduras blancas con una gran cruz roja. Su
sello dos caballeros montados en el mismo caballo, símbolo de humildad. Su
estandarte, llamado besante (beauseant) una franja vertical blanca junto a otra
negra y la Cruz roja. Su lema "No por nosotros Señor, no por nosotros,
sino por la Gloria de tu nombre".<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxrvgFiuUZF0kkxjg4Pm1mZ12tIWpNEa4EM1pAQW7g90fk2Rk6ZAxa_meu9ZOzZ8V3AvTEgAPzZbaSpXMLuvVmUu-qgtQ4W70r2RCAca5i20BVFlbzh9zuq3VFG53uw2Y20W0FzTUngRIJ/s1600/444.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="361" data-original-width="577" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxrvgFiuUZF0kkxjg4Pm1mZ12tIWpNEa4EM1pAQW7g90fk2Rk6ZAxa_meu9ZOzZ8V3AvTEgAPzZbaSpXMLuvVmUu-qgtQ4W70r2RCAca5i20BVFlbzh9zuq3VFG53uw2Y20W0FzTUngRIJ/s320/444.jpg" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAnuv9J_o9y4iMMMZJ8p1nKpdl7DMMHhNpeOA7L360al1DsfycmzsvpZK9241TJ9EcTKg7eMSUlpElRizlbS3F62DZE-XvOujTPQsmMLpmAsUYtC8MUv51aCRHBQbEJmG-WOs4pg4aKDlZ/s1600/333.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="360" data-original-width="351" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAnuv9J_o9y4iMMMZJ8p1nKpdl7DMMHhNpeOA7L360al1DsfycmzsvpZK9241TJ9EcTKg7eMSUlpElRizlbS3F62DZE-XvOujTPQsmMLpmAsUYtC8MUv51aCRHBQbEJmG-WOs4pg4aKDlZ/s200/333.jpg" width="195" /></a><br />
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En Playmobil el primero de los
caballeros de Órdenes militares en aparecer fue también este pobre caballero
del Templo. La referencia 4534, una caja de figura especial. Muy bien
elaborado, con un casco cónico que pertenece al periodo del caballero de los
siglos XI, XII o XIII, un escudo normando del siglo XIII, larga capa blanca,
veste blanco con la Cruz patada roja y brazos y piernas del caballero que simulan
ser cota de malla.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTX9FT7mCe3MWijTCzZG__upfd17iC_wnWBK2QVw3K_y6rqMpD9w0nOQxIXqwk6uDKsPk2rsU5Hs6yQTriA88vaVI9UrdFwrnUQebKwfM3IC5-BqhL9gBqFWS1Wvnj2apJ3OdwGotiCCpL/s1600/555.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="381" data-original-width="400" height="380" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTX9FT7mCe3MWijTCzZG__upfd17iC_wnWBK2QVw3K_y6rqMpD9w0nOQxIXqwk6uDKsPk2rsU5Hs6yQTriA88vaVI9UrdFwrnUQebKwfM3IC5-BqhL9gBqFWS1Wvnj2apJ3OdwGotiCCpL/s400/555.jpg" width="400" /></a></div>
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Esta imagen del caballero 4534 es
muy fiel a las que podemos ver en imágenes de murales contemporáneos de este
caballero de los siglos XII y XIII, por ejemplo en las pinturas murales de la
Chapelle des templiers de Cressac Saint-Genis en Sud Charente datadas a finales
del XII, entre 1170-1180.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAwFithHEtNkKSjZT7u-aakCqc5bfREplJ7h1CVvQLBY6RTq_RTRLhYRAoc8SNWDbXpUXkZWnWL4ICzdz3EeytDB0k0edNBM3qkGEvfBQCipbgzlAcHM3L1yd5zJxnnoW2qKu0Z4zTIi7Y/s1600/1.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="385" data-original-width="751" height="205" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAwFithHEtNkKSjZT7u-aakCqc5bfREplJ7h1CVvQLBY6RTq_RTRLhYRAoc8SNWDbXpUXkZWnWL4ICzdz3EeytDB0k0edNBM3qkGEvfBQCipbgzlAcHM3L1yd5zJxnnoW2qKu0Z4zTIi7Y/s400/1.jpeg" width="400" /></a></div>
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El siguiente caballero es el de la referencia 4670. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBewnubQe6Zwq0AcWTCoC2sqexZoVbCZFcW686GSHGJaIzPdfTPpUz6TLVLRpFi4vVlnBiL4aBZCifqe5t1EzJetcuCEUbLoN0c4Sbgq-HOxfYplDTh1c9qEeZQqU7iAz9agkg-HfB2zLj/s1600/2.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="279" data-original-width="494" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBewnubQe6Zwq0AcWTCoC2sqexZoVbCZFcW686GSHGJaIzPdfTPpUz6TLVLRpFi4vVlnBiL4aBZCifqe5t1EzJetcuCEUbLoN0c4Sbgq-HOxfYplDTh1c9qEeZQqU7iAz9agkg-HfB2zLj/s320/2.jpeg" width="320" /></a></div>
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Este caballero parece ser ya un caballero posterior al portar un casco del tipo "gran yelmo", casco que apareció a finales del siglo XII y se utilizó hasta el siglo XIV.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWV4NXMMTB8nt3aPKE__4Qdh8y5wZz9UQNxNsAzKSXV7BiSk87lZD6NwwREFUDNuUiaeBhIKAu2nfqVPkAPt8FIo0jH4U9qnqAAuOVYHfwEA4QOBPstx9cMFpLifJfcmy6iqlS4XDe18sO/s1600/3.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="413" data-original-width="504" height="326" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWV4NXMMTB8nt3aPKE__4Qdh8y5wZz9UQNxNsAzKSXV7BiSk87lZD6NwwREFUDNuUiaeBhIKAu2nfqVPkAPt8FIo0jH4U9qnqAAuOVYHfwEA4QOBPstx9cMFpLifJfcmy6iqlS4XDe18sO/s400/3.jpeg" width="400" /></a></div>
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Aunque no es para nada un yelmo de tipología histórica, es un gran
yelmo y éstos fueron utilizado por la caballería pesada de los siglos XIII y
XIV principalmente, y así luce nuestro caballero 4670, como un caballero
montado con un veste blanco largo con la Cruz patada roja y piernas armadas y
con hombreras, que podrían ser heráldicas, aunque en este caso son blancas, y
que son típicas de los caballeros de los siglos XIII <span style="mso-spacerun: yes;"> </span>(finales) y XIV, como se puede ver en las
imágenes del Codex Manese, de principios del siglo XIV cuando la Órden estaba
en su recta final.<o:p></o:p></div>
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<span style="font-family: "calibri" , sans-serif; font-size: 11pt;">...
Además se refuerza la idea de que es un caballero montado ya que porta una
lanza larga de caballería con su pendón, que sin embargo no correspondería con
el besante histórico de la Órden, que como hemos visto anteriormente debería
ser blanco y negro. </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL0V2dJoTYVfljjivqGKCZHn0EcKV4nOtq0pT3lokO5WlZ9Ehyphenhyphen0THLn7E9hunTcMs4YIg4u4EfQw1ro4dkaptTOQCB8BO8A5bW-P3Za-8FaVWi-Gx2vzadKfY9HzTzrz9DbTaouFvYD_GM/s1600/4.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="244" data-original-width="495" height="196" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjL0V2dJoTYVfljjivqGKCZHn0EcKV4nOtq0pT3lokO5WlZ9Ehyphenhyphen0THLn7E9hunTcMs4YIg4u4EfQw1ro4dkaptTOQCB8BO8A5bW-P3Za-8FaVWi-Gx2vzadKfY9HzTzrz9DbTaouFvYD_GM/s400/4.jpeg" width="400" /></a><span style="font-family: "calibri" , sans-serif; font-size: 11.0pt; line-height: 107%;">Los
guanteletes que lleva el caballero, más bien manoplas, aún siendo rojos podrían
ser históricos, ya que hasta el siglo XIV no se separan los dedos creando lo
que es el guantelete, por lo que bien podrían ser manoplas del siglo XIII o
principios del XIV</span></div>
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El escudo que lleva el caballero
sin embargo es un escudo de lágrima, que es típico de los siglos X al XII, por
lo que no correspondía con este tipo de caballero, sino más bien con el de la
referencia anterior, el caballero especial 4534, que de este modo se podría
fechar en una época anterior.<span style="mso-no-proof: yes;"> <o:p></o:p></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ9UQabU-JbnzMsS8dDk9DZ-wEBgp9j398IDsqOL2glIWM9qyyH69ZXBBify4YR5PNZrX_qQdaW2GZPMARRsEM5TYuY6vtBLSak2vfiYXt0293SX9wegT9dE5J3bJ92bHXeogPa2F19221/s1600/5.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="242" data-original-width="645" height="148" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZ9UQabU-JbnzMsS8dDk9DZ-wEBgp9j398IDsqOL2glIWM9qyyH69ZXBBify4YR5PNZrX_qQdaW2GZPMARRsEM5TYuY6vtBLSak2vfiYXt0293SX9wegT9dE5J3bJ92bHXeogPa2F19221/s400/5.jpeg" width="400" /></a></div>
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El caballero templario del dúo
pack 5825 viene junto a un caballero teutónico, Órden militar de caballería
alemana de la que hablaremos en una futura entrada. <o:p></o:p></div>
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El caballero templario del 5825
es básicamente el mismo que el especial 4534 salvo que lleva una barbuta en
lugar de un casco cónico.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwO9kL0gCRxk1NfRC-xwEa9ziIB7g1nmKhtHBrykPVgXYGoK-1Suk2qXc6Oo4eLNx6fMwDUVDtCIS4UcosvMf9hRB3VXkqQmFXvYBYByIuyD45m7fbWhWyQdj2dz7CbputlctghE2DVnJk/s1600/6.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="269" data-original-width="602" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwO9kL0gCRxk1NfRC-xwEa9ziIB7g1nmKhtHBrykPVgXYGoK-1Suk2qXc6Oo4eLNx6fMwDUVDtCIS4UcosvMf9hRB3VXkqQmFXvYBYByIuyD45m7fbWhWyQdj2dz7CbputlctghE2DVnJk/s400/6.jpeg" width="400" /></a></div>
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Las barbutas eran cascos abiertos
de origen italiano que rememoraban la antigüedad clásica, intentando imitar a
los cascos de los hoplitas griegos, por tanto, son cascos típicamente
renacentistas del siglo XV. Esto es un anacronismo grave difícil de resolver,
ya que a un caballero que no puede pasar de principios del siglo XIV le estamos
poniendo un casco que no existía todavía en esa época. Un error que se provoca
por lo bonito de la estética del caballero, pero que lamentable no debería
haberse producido.<o:p></o:p></div>
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Es muy común que mezclemos piezas
de diferentes épocas en un mismo caballero, por lo que podemos caer en errores
de bulto, como por ejemplo poner a nuestros templarios la barbuta del dúo pack
5825, o ponerles espadas largas o mandobles estilo Braveheart , que son típicos
de los siglos XV y XVI, por lo que estamos equipando a nuestros caballeros con
protecciones y armas que aparecerán casi cien años más tarde de que el último
templario existiera, ya que la Órden se disolvió en 1312. Sería casi como poner
una metralleta m60 de la segunda guerra mundial a un soldado napoleónico.</div>
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En futuras entradas trataremos
más en profundidad la Órden de los pobres caballeros de Cristo del Templo de
Salomón y muchas más, como la de los caballeros teutónicos, hospitalarios, etc.</div>
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Esperamos que os haya gustado. Nos voveremos a ver en otra entrada.</div>
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soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com1tag:blogger.com,1999:blog-5166266571247915550.post-41394725398419830742019-08-26T10:50:00.000-07:002019-08-26T14:45:12.785-07:00COMO DIFERENCIAR LOS MANOS FIJAS FAMOBIL<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_lRaQpTNRcYTGzsnjUttHUkY20CkbqcJkPDNnoIdNLHd_VMj04NIWLDOawXRbQKvfra9WteCkgElfJ74y85KoTAO4vIlF76N-X_08nzGNr5vb4C4Cenp3Zwq85SWNv2IFcFOW7RXkMaVn/s1600/20190826_135202.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_lRaQpTNRcYTGzsnjUttHUkY20CkbqcJkPDNnoIdNLHd_VMj04NIWLDOawXRbQKvfra9WteCkgElfJ74y85KoTAO4vIlF76N-X_08nzGNr5vb4C4Cenp3Zwq85SWNv2IFcFOW7RXkMaVn/s400/20190826_135202.jpg" width="400" /></a></div>
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<img border="0" data-original-height="130" data-original-width="387" height="66" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVpDano1OyKen5UWjOyi503r1rJG4i3sAYwJze22azw1NQu0bTsp1xKuWokq5Gytj8s1is00SBg6CwRfsTTGyQcejCpAF0Fzb-LP4camR0O5V9zKmcxgy8dyIlVCT7q3TXcL1VDqW1MwBR/s200/logo+playmo.png" width="200" /><img border="0" data-original-height="155" data-original-width="325" height="95" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAYuMszGc988yqMjx8uBjQhf41AMd04GQC50slTUxJbfk7iZ2STFWF0UcIlpYZ-wyfeClLS6zHQ7HpmQ6OXGpQQyYROlLvZxn19GchKEJx0MeeDZytAKDvAbhEn7-6mVXxeCrj-QeEoKwX/s200/logo+famobil.jpg" width="200" /></div>
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Estaba mirando esta caja de Clicks antiguos y me he puesto a investigar algunas curiosidades sobre las pequeñas y grandes diferencias entre los clicks españoles y los alemanes.<br />
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No voy a perder demasiado tiempo en recordar que los clicks originalmente son de Alemania, a estas alturas es ridículo cuestionarlo. En su política expansiva como empresa, los playmobil entraron en España en 1974. Por aquel entonces, realizar una inversión en fábricas propias, en un juguete que estaba empezando, resultaba toda una locura y demasiado temeraria para lo que requería lanzar un producto nuevo, de ocio, basado en el plástico.<br />
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Claramente la forma idonea de lanzar este juguete nuevo en un país determinado, es que las fábricas que ya existen en dicho país, lo produzcan y distribuyan mediante un acuerdo ventajoso para todos. Esto implica una negociación clara y concisa para permitir que un posible competidor fabrique tu producto y que éste tenga la protección que evite el plagio de una forma segura. Sin más bla blas, resumo; Que los señores de Playmobil contactaron con los de Famosa; Una empresa muy importante en España y cuya distribución llegaba a todos los rincones de la geografía y parte de Portugal.<br />
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Hasta aquí todo claro, la patente original es Geobra y se encuentra protegida por copiright, tanto el logotipo, como por supuesto los diseños. Tanto en Alemania como en España. El resultado de este acuerdo es que nos encontramos con dos figuras iguales fabricadas por dos empresas diferentes de una forma legal.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE2MVG585ekBo1OR_qEH46AG6HB8MLN_LLDLGaSDt8cx1hJmIGUjgFWTxmUacI1YcNXzrQzsLx7fyT2rrGiuq8OpnkLJCVYdFG78miL6xegONokPvXQV57nErfqFbtJ18xdrphWRTFs-s-/s1600/20190826_163255.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjE2MVG585ekBo1OR_qEH46AG6HB8MLN_LLDLGaSDt8cx1hJmIGUjgFWTxmUacI1YcNXzrQzsLx7fyT2rrGiuq8OpnkLJCVYdFG78miL6xegONokPvXQV57nErfqFbtJ18xdrphWRTFs-s-/s400/20190826_163255.jpg" width="400" /></a></div>
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<span style="font-size: large;"><i> ... 1974 Nacen los clicks de </i></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi15Q4Ap0CaJRNPR8MZvqwQBPI5wF11ESI0GWpmrdTCPGVGm1sEAJPeqzFJV7xlnRcgbOAmg59Xses0zKK0fYqRpn_qGRWKbp6ZuXy0gFApTDNPyWtsnErioLPPr5ecj_HQybfQfESFyXVL/s1600/logo+famobil.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="155" data-original-width="325" height="152" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi15Q4Ap0CaJRNPR8MZvqwQBPI5wF11ESI0GWpmrdTCPGVGm1sEAJPeqzFJV7xlnRcgbOAmg59Xses0zKK0fYqRpn_qGRWKbp6ZuXy0gFApTDNPyWtsnErioLPPr5ecj_HQybfQfESFyXVL/s320/logo+famobil.jpg" width="320" /></a></div>
Pero como todos sabemos hoy en día, los clicks de famobil no eran tan iguales..<br />
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Para apreciar las diferencias, está claro que uno ha tenido que jugar con ellos, verlos, manipularlos, desmontarlos. Tras observar y recopilar estos detalles, os expongo las diferencias principales que he encontrado y que muchos de nosotros hemos apreciado al jugar con ellos.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIwjV79iVvMZlo4CEJXsGyOzWz_zW3m5t4GLLs0rVKtFyaFtw98Tt8PuSZ9JuVqz0uNdg5yqEJzDcfrfTXB2Yy6hV5LDvNVv6uXDl2pRxbSEjY_b3tooqBEpi2_UzFk5t9qGreoYdreruf/s1600/20190826_162119.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgIwjV79iVvMZlo4CEJXsGyOzWz_zW3m5t4GLLs0rVKtFyaFtw98Tt8PuSZ9JuVqz0uNdg5yqEJzDcfrfTXB2Yy6hV5LDvNVv6uXDl2pRxbSEjY_b3tooqBEpi2_UzFk5t9qGreoYdreruf/s400/20190826_162119.jpg" width="400" /></a></div>
He escogido en este caso un grupo de clicks jugados, algunos más viejos y otros un poco más nuevos, igualmente, algunos están más usados que otros. Y lo que hemos visto hasta ahora es que parecen iguales.<br />
La mejor manera de diferenciarlos es ponerlos de lado, es inequívoca la anchura de los brazos para determinar si un click es alemán o español gracias a este detalle.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZFQMzNX0QVPp4-nMIz-1EJqmduJCnpAqdnWBw4YC8M4vad6fvojS6aJviJEV1rvcgPiHQqcFG4mo3-iXBOv-NAgCXtKKWALoOCpqtiiYneBEp7P453Vm3qtxUpJel4uW-FUp3KtR9cSWb/s1600/20190826_163453.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZFQMzNX0QVPp4-nMIz-1EJqmduJCnpAqdnWBw4YC8M4vad6fvojS6aJviJEV1rvcgPiHQqcFG4mo3-iXBOv-NAgCXtKKWALoOCpqtiiYneBEp7P453Vm3qtxUpJel4uW-FUp3KtR9cSWb/s400/20190826_163453.jpg" width="400" /></a></div>
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Si nos fijamos bien, la mano del muñeco aleman es más ancha. Eso evitaba que ésta, al usarla varias veces, se acabara rompiendo. En todos los lotes de famóbiles usados que he visto a la venta, siempre aparece uno que tiene la mano rota. A veces de pequeños, forzábamos los muñecos, intentando que cogieran alguna pieza de airgamboy o comansy. O símplemente del uso, pues se rompía.<br />
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Otra gran diferencia que se nota son los acabados. En los clicks españoles, la junta de los moldes era más evidente que en los clickys alemanes.<br />
Si os fijáis un poco en la foto, la línea de unión de mitades del brazo, es más pronunciada en el muñeco español.<br />
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Con todo esto, no le quito mérito a la calidad que famosa le puso a los muñecos de diseño alemán. Si la comparamos con Lyra (Grecia), o Antex (Argentina), la diferencia es abismal a favor de Famosa.<br />
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El interior de la figura...<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqk55Iz-6a2QA6PAQNcrGrvE4LORufi_WsgckaqC2HH9aiV2FcjvL6h35Lr353o6XDQ3qbMzz2w_JGzerrHfzfyCdF1bJQzLMZkEctaAx2L552P_CBe_vmomylK2nITZlc9YC4M0elgp8A/s1600/20190826_164739.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqk55Iz-6a2QA6PAQNcrGrvE4LORufi_WsgckaqC2HH9aiV2FcjvL6h35Lr353o6XDQ3qbMzz2w_JGzerrHfzfyCdF1bJQzLMZkEctaAx2L552P_CBe_vmomylK2nITZlc9YC4M0elgp8A/s400/20190826_164739.jpg" width="400" /></a></div>
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En esta imagen, he puesto los cuerpos de tres muñecos, dos de ellos alemanes y el de la izquierda es Famobil.<br />
Aquí se da un hecho muy curioso que no sé muy bien si fue intencionado, o fue un defecto de calidad, pero los clicks de famobil se desmontaban facilmente tirando de la cabeza hacia arriba. Esto permitía combinar brazos de colores y cuerpos con una facilidad descomunal. En esto la creatividad y jugabilidad con una sola figura resultaba infinita. A los clicky alemanes, no había forma de sacarles la cabeza, y aplicando médodos ya más agresivos, te jugabas la integridad de las piezas. Este hecho obligó a cambiar la calidad del plástico interior del cuerpo en los clickys alemanes. Por eso la mayoría de ellos, llevan el cuerpo de ese color blanquecino. Se trata de un plástico un poco más flexible que permite su desmontaje sin riesgo de rotura. Curiosamente en las series de los sobres, la marca alemana ha tenido que diseñar muñecos que puedan despiezarse facilmente. Algo que nuestra generación ya hacía en los años 70, hasta el nacimiento de las manos giratorias.<br />
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Observando el cuerpo de los famóbiles, también he notado alguna peculiar diferencia.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieL9bctr-1NzIdC8tvj2gOFP7MNFBJwXQDrxaAXipXhyNLBPjo31mlvUKOARjMujlp0lvYeMhea_xvIkQ3jEQHUgai2a6SpB0765UQBlJZN1lYPBQcuOiOL3RWYdjycr8uSZrrw31Gxryn/s1600/20190826_165006.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieL9bctr-1NzIdC8tvj2gOFP7MNFBJwXQDrxaAXipXhyNLBPjo31mlvUKOARjMujlp0lvYeMhea_xvIkQ3jEQHUgai2a6SpB0765UQBlJZN1lYPBQcuOiOL3RWYdjycr8uSZrrw31Gxryn/s400/20190826_165006.jpg" width="400" /></a></div>
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<i>Este muñeco es famobil</i></div>
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<i> </i>Por el contrario, el cuerpo del alemán, es un poco diferente...</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwfMTrgf9ZFG1AlsPCYcuCwPt9iC_JAtuPH0W6Kp9KZDP1fWFA6YqXeJX9btHJfYg2-gQeVVzWbhVrnb8mkGQeaux5f0YxH593-0uayjATK2GWky7TtK0LFZTxfxACmaiK0Y40f83GW88K/s1600/20190826_185046.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhwfMTrgf9ZFG1AlsPCYcuCwPt9iC_JAtuPH0W6Kp9KZDP1fWFA6YqXeJX9btHJfYg2-gQeVVzWbhVrnb8mkGQeaux5f0YxH593-0uayjATK2GWky7TtK0LFZTxfxACmaiK0Y40f83GW88K/s400/20190826_185046.jpg" width="300" /></a></div>
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Sobre todo dos diferencias. Aquí sí que hay que reconocer que el muñeco alemán era de mejor plástico ya que la pestaña de sujección de las piernas, la que hace el juego del muñeco al sentarse, la que lo mantiene en pié, es de mejor calidad y no se rompía. En el caso de los famóbiles... ¿Quién no ha tenido un muñeco inválido con la dichosa pestaña quebrada?</div>
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Curiosamente, observando de cerca la pestaña de uno y otro, se aprecia con una cierta dificultad que esa pieza en concreto es muy importante a la hora del diseño porque es justo sobre esa pieza donde se advierte que está patentada por ley.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4WqAtNnatVTAQA-oMILSCBDrv0ZboqfHzMIN7QmEhT0haZu0K716PWR6iuzmCBy1QgFEBQlihNZaHKYk9wPEDRFdcwURLYU_pXgQok8kZLps2A40oAliYWwiio_gy1L_SZfyCdZ4yOFxK/s1600/20190826_16485122.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1201" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4WqAtNnatVTAQA-oMILSCBDrv0ZboqfHzMIN7QmEhT0haZu0K716PWR6iuzmCBy1QgFEBQlihNZaHKYk9wPEDRFdcwURLYU_pXgQok8kZLps2A40oAliYWwiio_gy1L_SZfyCdZ4yOFxK/s400/20190826_16485122.jpg" width="400" /></a></div>
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Incluso en las piezas posteriores, tras la evolución del muñeco, aún figura esta reseña</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1-RtN9oyf2_NKbikD4rU11Px1nsxEbxpLk9uzM-oPnFwczQSEBWVuOcRGYrCPJGuFfwrm4o1-6gUz4033THn9HAo-w3_fMppNeLXjIZ8mQzsveI6Z5Ce_Z5kuzEz_g-O8cHyOhaI3IdFm/s1600/20190826_164929.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi1-RtN9oyf2_NKbikD4rU11Px1nsxEbxpLk9uzM-oPnFwczQSEBWVuOcRGYrCPJGuFfwrm4o1-6gUz4033THn9HAo-w3_fMppNeLXjIZ8mQzsveI6Z5Ce_Z5kuzEz_g-O8cHyOhaI3IdFm/s320/20190826_164929.jpg" width="320" /></a></div>
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Si nos fijamos bien, a parte del tamaño del muñeco. Una de las grandes diferencias playmobil con el resto de muñecos similares, Lego, Playbig, Airgamboys, Comansi, etc. es esta pestaña plástica. El gran aporte original y diferenciador con el resto de los muñecos similares. La mayoría se mueven y sustentan por la presión lateral del plástico sobre las piernas. En el caso de nuestro querido click. Es esta pieza, su auténtica seña de identidad... Bueno y que son cabezones y desproporcionados y geniales. :) </div>
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<span style="font-size: x-large;">DE LOS PIES A LA CABEZA</span></div>
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Vamos ahora con otras curiosidades que no los diferencian tanto y que muchos expertos sí que afirman que lo son.</div>
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Que si el copiright, que si la f en un círculo, que si la b...</div>
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La cosa está muy clara.</div>
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Playmobil Alemania, salvo sus primeras unidades antes de lanzarse a fabricarlos en serie, los llamados pies planos (Una rareza interesante que aún se puede conseguir), siempre tiene un sello característico en los pies.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF-ZjumBCWkjgi3wih6pBALDqRzvCSugAcmJv44jc-Quh6c9ZtlHQeVsRe4YYnxxYjuUVh8mACy1fcEsr3HqlwJ3-CXrrAlj8Q7jboo-8BPlhGh3YCOGKcivpr7zd_czhL2vxtBr5R9JQm/s1600/20190826_163845.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF-ZjumBCWkjgi3wih6pBALDqRzvCSugAcmJv44jc-Quh6c9ZtlHQeVsRe4YYnxxYjuUVh8mACy1fcEsr3HqlwJ3-CXrrAlj8Q7jboo-8BPlhGh3YCOGKcivpr7zd_czhL2vxtBr5R9JQm/s400/20190826_163845.jpg" width="400" /></a></div>
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el copiright, básico como protección de la patente, Que es geobra cuyo anagrama es la be en un círculo. La be es de Horst <i>Brandstätter, </i>ya sabemos que es el propietario de la marca.<br />
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Tanto los primeros clicks fabricados por Famobil, como los fabricados por Playmobil, tienen el mismo sello en el pie.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoB_nVzAh7xcjKxrzKV1fzoOgkh-8M3MRgZlC-s5YlcHiVJOcGKRu7GmDHwhzbreqz_1WkBLJ_xo2ZoymGMjI9DpHHbqV8x-gokkmUS_18hhrMgB7gC_JwB7hhzZrEqOQI-vWpVsG6ueGX/s1600/famobil+brands.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoB_nVzAh7xcjKxrzKV1fzoOgkh-8M3MRgZlC-s5YlcHiVJOcGKRu7GmDHwhzbreqz_1WkBLJ_xo2ZoymGMjI9DpHHbqV8x-gokkmUS_18hhrMgB7gC_JwB7hhzZrEqOQI-vWpVsG6ueGX/s400/famobil+brands.jpg" width="400" /></a></div>
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<i>Este muñeco es Famobil</i></div>
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<i> </i>Tras estos primeros meses, por fin se presenta el anagrama de famobil en los pies, para protejer el diseño en España.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzbmHtFcmzjXmnz9D_wI5Wm4g0ZdeSDmUVaaWm30cuVnfzdaLymwyAhDkkNfmHRCt0iqgyfabXrQzdz46nzOVkbTROnNEGKKqLxAdL-Q4gdiG9XnDJ9pnca6rnX_O-XlzAx_xYAgnjuC82/s1600/20190826_163349.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzbmHtFcmzjXmnz9D_wI5Wm4g0ZdeSDmUVaaWm30cuVnfzdaLymwyAhDkkNfmHRCt0iqgyfabXrQzdz46nzOVkbTROnNEGKKqLxAdL-Q4gdiG9XnDJ9pnca6rnX_O-XlzAx_xYAgnjuC82/s320/20190826_163349.jpg" width="320" /></a></div>
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Aquí apreciamos la misma fecha de nacimiento de los clicks pero con su copiright en regla, protegiendo el diseño de famobil. Es esta etapa cuando se producen algunas de las variaciones españolas, con autorización, sobre las referencias alemanas. Esas cajas exclusivas tan codiciadas y francamente chulas.<br />
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Hasta aquí evolucionó el logo en los pies. En 1993, 20 años después de la creación de la patente, esta simbología cambia, imagino que por caducidades o vencimiento y es renovada pero con cambios. En los muñecos de hoy en día sólo figura el copirigt más la palabra geobra. La be ha desaparecido.<br />
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<span style="font-size: large;"><i>¿Y LA CABEZA...?</i> </span></div>
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Con respecto al pelo, aunque el plástico utilizado por famosa es ligeramente más flexible, a penas se aprecian diferencias. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEkz_f3ndhm6fGey45ouvxA11QRaKTPOOVxoPlmVYRNX8d80Uu4uD7Kbc-qpykoKr0Zx0ir9mXyBwccZVb3TSri7pZDh9Pc4djbm9hRIYvyfL2mEWmGK2ZSKbjdIDzZBdL0ZSf_r4PhYgc/s1600/20190826_163619.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEkz_f3ndhm6fGey45ouvxA11QRaKTPOOVxoPlmVYRNX8d80Uu4uD7Kbc-qpykoKr0Zx0ir9mXyBwccZVb3TSri7pZDh9Pc4djbm9hRIYvyfL2mEWmGK2ZSKbjdIDzZBdL0ZSf_r4PhYgc/s400/20190826_163619.jpg" width="400" /></a></div>
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<i><span style="font-size: large;">EL ENIGMA DEL INTERIOR DE LA CABEZA</span></i></div>
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Más de una vez nos hemos encontrado las cabezas por dentro de otro color y la explicación es muy sencilla.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-mJBFwA3_GiGVCNgA9FlSYRdSkyKX-bPIu87OH6pSyu3SW5tW-0Em8KmnkjOBEr062OtANWzk_AKCtjQjejjVwFF3y4gTOE6JJLjF_-DnfD3LwUHiBdlPdGlxbPICz6hBKzqaMIivj-vp/s1600/20190826_171236.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-mJBFwA3_GiGVCNgA9FlSYRdSkyKX-bPIu87OH6pSyu3SW5tW-0Em8KmnkjOBEr062OtANWzk_AKCtjQjejjVwFF3y4gTOE6JJLjF_-DnfD3LwUHiBdlPdGlxbPICz6hBKzqaMIivj-vp/s400/20190826_171236.jpg" width="400" /></a></div>
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En los primeros muñecos sacados a la venta tanto en Alemania como en España, los ojos y la boca del muñeco, estaban pintados. Era pintura sobre plástico que con el tiempo se borraba. He visto infinidad de famóbiles con las facciones desgastadas por el roce de las manos al jugar tanto con ellos.<br />
En Alemania esto se eliminó en muy poco tiempo, ya en los primeros diseños en serie se aprecia que las facciones son de un plástico diferente. Y si se fija uno mucho, se aprecia la línea de los ojos y de la boca en contrase con el resto de la cara. Esto es debido a que se inyectaba plástico de otro color dentro de la cabeza, rellenando los huecos que se les hacian a las cabezas, con el molde adaptado para este fin. Por eso los muñecos ya no sufren el borrado de la cara. Pero insisto que esto ha ocurrido tanto en el muñeco alemán como en el español.<br />
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Espero que os haya gustado.<br />
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Un saludo a todos.<br />
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soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com0tag:blogger.com,1999:blog-5166266571247915550.post-24248915453190172922018-07-08T15:03:00.001-07:002023-06-17T15:05:34.552-07:00PLAYMOBIL 3980. MONTAÑA RUSA. ROLLER COASTER<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpD3oviDORo6XDzXWApj907qiKs81UjLhRKZsLCDAhXFkog2YgvKdHGWSEle-sgSV34UYFz9-5BTjmCo9SQjHTq-G8zHJ741HI-tK4E_OSESxyQD2gPO8S6gr4lvqzRP6tx9Q881CV1Sgu/s1600/playmobil3980_cara.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="603" data-original-width="796" height="302" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpD3oviDORo6XDzXWApj907qiKs81UjLhRKZsLCDAhXFkog2YgvKdHGWSEle-sgSV34UYFz9-5BTjmCo9SQjHTq-G8zHJ741HI-tK4E_OSESxyQD2gPO8S6gr4lvqzRP6tx9Q881CV1Sgu/s400/playmobil3980_cara.jpg" width="400" /></a></div>
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Nada es tan emocionante como poder conseguir uno de los incunables de Playmobil. Para algunos es el más difícil y para otros el más caro, pero esos conceptos son francamente relativos en función de quien opine. Realmente es un artículo que merece la pena por todo lo que significa para un coleccionista.<br />
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El 3980 se fabricó a finales de los años 80. Playmobil durante esta década apostó por un gran crecimiento apoyándose en diferentes fabricantes de todo el mundo. En estos acuerdos con licencia para crear variantes o incluso referencias propias derivadas de la marca, se han podido encontrar auténticas rarezas a lo largo del planeta. El arranque y posterior éxito de los juguetes playmobil durante los primeros años de existencia, favorecieron una rápida expansión apostando por todos los países de muy diversas culturas.<br />
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Como ya es sabido, en Japón, o en general la cultura asiática, no ha tenido mucho interés por estas figuras, quizá la temática o lo occidentalizado de sus mundos para el juego, no han cuajado en otra manera de entender la vida.<br />
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Pero en estos intentos por adentrarse en otros mercados, es cuando se han creado muchísimas referencias peculiartes cuyo control y conocimiento, ha escapado de la casa original alemana. Esto para los coleccionistas es un filón por las ediciones muy limitadas, por lo desconocido de algunas referencias y porque la desinformación hace muy interesante poder investigar sobre todas ellas.<br />
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Y concretamente, ahora hablamos de una referencia única. En Japón el fabricante Epoch obtuvo la licencia de fabricación y editó una serie de artículos que son casi imposibles de encontrar.<br />
El 3890 es un artículo que según algunos, fue fabricado sin autorización de la marca y fue retirado inmediatamente, por lo que hay muy pocas montañas rusas por el mundo y son muy codiciadas.<br />
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El artículo en sí es muy llamativo, lo exótico de las cajas con la caligrafía japonesa llama poderosamente la atención.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFSf1eKtBur91pgLIWFcn1KSE0TEPZSEYx2-HYk3QAxlv6Xw8DXCfLuQYQ0_uWudEAh4N32uWDknsxycToUzX8oNCmS9EOF7uPASjMMCZj5JiFnqHoDMMb6DYeyQc4c0PYssB8L-Yu34gQ/s1600/s-l640.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="244" data-original-width="550" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFSf1eKtBur91pgLIWFcn1KSE0TEPZSEYx2-HYk3QAxlv6Xw8DXCfLuQYQ0_uWudEAh4N32uWDknsxycToUzX8oNCmS9EOF7uPASjMMCZj5JiFnqHoDMMb6DYeyQc4c0PYssB8L-Yu34gQ/s400/s-l640.jpg" width="400" /></a></div>
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La parte trasera es lo más llamativo ya que viene descrito el contenido y cómo montarlo. Se compone de una serie de 8 viñetas dibujadas</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhddhtcyPgCl0jvnmW7QQRpHl3H14hIlSWIB2uCC-bcCRQPL2bI9dhAJ1s3KBF0M7prHcB6QUIEetevaBdw98Pzf0_jiks1RcaJaBW6cISy4vzQlQCFxLurVe0_axZJZsTpZ1HfQI_mQwn_/s1600/IMG_20180708_230156.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1115" data-original-width="1600" height="277" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhddhtcyPgCl0jvnmW7QQRpHl3H14hIlSWIB2uCC-bcCRQPL2bI9dhAJ1s3KBF0M7prHcB6QUIEetevaBdw98Pzf0_jiks1RcaJaBW6cISy4vzQlQCFxLurVe0_axZJZsTpZ1HfQI_mQwn_/s400/IMG_20180708_230156.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8TrgjsSFtZiIkjBu-pW9leGzDODrEM1mDpiRR5-ghusLWmtITUJ9T0YFZ4JiZVNoPIE3ot8GQUTl2Ps1OZ2cuyDb72cXVEUbzr3SFEHLwVyrA4EmFQGR1YaQ9heFtv77admnrz7DVfD2v/s1600/IMG_20180708_230209.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="777" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8TrgjsSFtZiIkjBu-pW9leGzDODrEM1mDpiRR5-ghusLWmtITUJ9T0YFZ4JiZVNoPIE3ot8GQUTl2Ps1OZ2cuyDb72cXVEUbzr3SFEHLwVyrA4EmFQGR1YaQ9heFtv77admnrz7DVfD2v/s640/IMG_20180708_230209.jpg" width="308" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifZqpd1o38gECzbQEY6sOsfkYn0c6h6ddtmGq06_MGMZy3M1XqYTiW2YAUIlZ4hofV5Hx0WArij7BOv1tm6pEDR6vV26PE92kM6YV7eyOkGwWsVsIq3b5akBEB8J9P-43wGSr82gPhi5zC/s1600/IMG_20180708_230222.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifZqpd1o38gECzbQEY6sOsfkYn0c6h6ddtmGq06_MGMZy3M1XqYTiW2YAUIlZ4hofV5Hx0WArij7BOv1tm6pEDR6vV26PE92kM6YV7eyOkGwWsVsIq3b5akBEB8J9P-43wGSr82gPhi5zC/s400/IMG_20180708_230222.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifWrlS7jk20xwhQnWUuFGJ12SyUvaoy1-HR8T74TvlQfSgS4l_homQhGBUMhhQiBp4kmbZoz4i2fywTlxgT7hT1AspoqWB4jUghTkSiHI-7AfUjnSFpOOt26H-inJZ_NZdZ1ugivj5s80Y/s1600/IMG_20180708_230228.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="975" data-original-width="1600" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifWrlS7jk20xwhQnWUuFGJ12SyUvaoy1-HR8T74TvlQfSgS4l_homQhGBUMhhQiBp4kmbZoz4i2fywTlxgT7hT1AspoqWB4jUghTkSiHI-7AfUjnSFpOOt26H-inJZ_NZdZ1ugivj5s80Y/s400/IMG_20180708_230228.jpg" width="400" /></a></div>
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La viñeta lateral es muy sencilla y no aporta gran cosa<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAawk8PngFXleW7bNW9KHcng5hsm3o8yKQHb4McMMSFlHk4Qzs2gwbjN09auN0ltvc6kSJza2tgsO9b-qnghAlxiDgnQ21nYDLBw9vOGt701rJjoZxlQS7zKxPYGjq-nMoR8_6RnOAOFQ7/s1600/IMG_20180708_230102.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAawk8PngFXleW7bNW9KHcng5hsm3o8yKQHb4McMMSFlHk4Qzs2gwbjN09auN0ltvc6kSJza2tgsO9b-qnghAlxiDgnQ21nYDLBw9vOGt701rJjoZxlQS7zKxPYGjq-nMoR8_6RnOAOFQ7/s400/IMG_20180708_230102.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikroy5pi16IMaNivn-6SvLQvvfwQQFEGUn3vc5TWQvdPTCrDhFu3ei5JDj3KMw0RLjBN6eZ2B7QW1X8aker7O4m8ZejtaMMTg9LE2lc_Jq8NG_iXZ8Nhmeq_Vstg2jr2X9DN8cOQhzFnYf/s1600/IMG_20180708_230054.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikroy5pi16IMaNivn-6SvLQvvfwQQFEGUn3vc5TWQvdPTCrDhFu3ei5JDj3KMw0RLjBN6eZ2B7QW1X8aker7O4m8ZejtaMMTg9LE2lc_Jq8NG_iXZ8Nhmeq_Vstg2jr2X9DN8cOQhzFnYf/s400/IMG_20180708_230054.jpg" width="400" /></a></div>
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Por parte de la caja no hay nada más que señalar<br />
Respecto al contenido, es una lástima decir que la 3890 que tengo no tiene el corcho completo, viene con la parte donde se suele coger rota y perdida, por lo que siempre quedará esa espinita clavada de poder encontrar algún día una en mejor estado. Cosa que dudo muchísimo.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNQ0HLz41sWd4va8a8_DnZnWiHuwnzRH-dmf8e60YOEbp5WD0Ka_oIPhq7qJan2HGV6VpIKQij-mqgEbWztP8PgPRSYciL2r3KayBdAIkWvL1cAlwsQ3_FQ5Np9qwbKSIYYtnVvAWly0eY/s1600/20160728_104500.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="958" data-original-width="1600" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNQ0HLz41sWd4va8a8_DnZnWiHuwnzRH-dmf8e60YOEbp5WD0Ka_oIPhq7qJan2HGV6VpIKQij-mqgEbWztP8PgPRSYciL2r3KayBdAIkWvL1cAlwsQ3_FQ5Np9qwbKSIYYtnVvAWly0eY/s400/20160728_104500.jpg" width="400" /></a></div>
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la montaña viene completa, con sus muñecos y sus papeles.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8d4_reK52YpU05tngXCfRlEoaniQz2uj8Fbj80Bzla6MMjeR6MPyoK8_Czh_1UrPwC6mFn4A2ulktHWNatWaOhMfj5y2jenpYBnIUXrZmW7tXfv_hVNQOwESvwnePjHqB82ibewIAXMGx/s1600/20160728_111241.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="977" data-original-width="1600" height="243" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8d4_reK52YpU05tngXCfRlEoaniQz2uj8Fbj80Bzla6MMjeR6MPyoK8_Czh_1UrPwC6mFn4A2ulktHWNatWaOhMfj5y2jenpYBnIUXrZmW7tXfv_hVNQOwESvwnePjHqB82ibewIAXMGx/s400/20160728_111241.jpg" width="400" /></a></div>
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lo más interesante, una vez montada es que realmente es un artículo muy bien diseñado, el cochecito viene con el peso suficiente para dar una vuelta completa desde lo más alto, y acabar en la zona de salida.<br />
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<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/L2_ShSFQsvQ/0.jpg" frameborder="0" height="266" src="https://www.youtube.com/embed/L2_ShSFQsvQ?feature=player_embedded" width="320"></iframe></div>
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Respecto al contenido, no hay que destacar nada más, la calidad del material es muy buena y los stickers decorativos aguantan muy bien.<br />
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Para despedir este artículo, queda enseñar el soporte de los stickers, cosa que agradezco que viniera en el contenido y el papel donde pedir las piezas que pudieran salir defectuosas o que faltasen. Lástima no poder pedirlas hoy en día.<br />
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Pongo a continuación una imagen que he encontrado en internet, ruego al propietario, qe si tiene algún inconveniente en mostrar su diorama, me lo notifique.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXyo3YKVtbHYHbaf8-FvBYU3vyQVBYfEHf6BkBOmc19HBCWf8PSmfNZK6FsQnocVhOsn8rrAyTSHJHbP1uK-E2E-H9YYdgwn6yKkNX0VDo7HQzRW5Npt82tyh_FBGptmQEhQ4_dsA0rxxs/s1600/14433096153_2f610b44fa_b.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="708" data-original-width="1024" height="276" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhXyo3YKVtbHYHbaf8-FvBYU3vyQVBYfEHf6BkBOmc19HBCWf8PSmfNZK6FsQnocVhOsn8rrAyTSHJHbP1uK-E2E-H9YYdgwn6yKkNX0VDo7HQzRW5Npt82tyh_FBGptmQEhQ4_dsA0rxxs/s400/14433096153_2f610b44fa_b.jpg" width="400" /></a></div>
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En esta última imagen vemos cómo han unido dos montañas rusas para un diorama. Felicidades al que las tenga.soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com0tag:blogger.com,1999:blog-5166266571247915550.post-18457060006325019322018-07-03T12:06:00.000-07:002018-07-03T12:17:01.963-07:00<span style="font-size: x-large;">PLAYMOBIL 4026 ONLY IN U.S.A.</span><br />
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<span style="font-size: x-large;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuFkNza0Ts1JWvHDw38vkew_kCqbvw9rN_ZfuFGHSjMed8B54txqM446Q_v_OmRyGcF7F6UTzzD-TztJm77oeiuF_x8ZpQblIEb3kmP8K_ML2d56EL8Vsf3yZVnbp2HUNBpdSjgRuyM4td/s1600/20171024_195255.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="900" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuFkNza0Ts1JWvHDw38vkew_kCqbvw9rN_ZfuFGHSjMed8B54txqM446Q_v_OmRyGcF7F6UTzzD-TztJm77oeiuF_x8ZpQblIEb3kmP8K_ML2d56EL8Vsf3yZVnbp2HUNBpdSjgRuyM4td/s640/20171024_195255.jpg" width="360" /> </a></span></span></div>
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<span style="font-size: x-large;"> </span><span style="font-size: small;">Una caja diferente y peculiar.</span><br />
<span style="font-size: small;"> El 4026 es de esos trenes cuya caja es una rareza, es francamente llamativa, pero su contenido no sorprende demasiado. No aporta grandes novedades al mundo trenero y no se caracteriza por tener piezas exclusivas que hagan de esta referencia una maravilla. Lo que llama muchísimo la atención es que es la única caja playmobil que combina plástico y carton en el frontal de la caja. Parte del contenido se encuentra a la vista. Su fecha de fabricación es 1987 y se editó durante un solo año. Peculiar es también que no sabes exactamente lo que incluye esta referencia mirando el frontal, por lo que hay que fijarse en la foto de un lateral para poder ver cuáles son las figuras que lleva.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh5-iZ0LCemIODo7W59EVF4acQQPlTERsP2NsXb-4VzMWi23eniovRpx4DRChuxmri8aT1FqrTl_jAoVWmQZz2z_UT4UIIuYgaZvmj3NM8qNXhXpe9ZdF75NWXoyWAODVXtJOQqkpaxlcp/s1600/20171024_200912.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjh5-iZ0LCemIODo7W59EVF4acQQPlTERsP2NsXb-4VzMWi23eniovRpx4DRChuxmri8aT1FqrTl_jAoVWmQZz2z_UT4UIIuYgaZvmj3NM8qNXhXpe9ZdF75NWXoyWAODVXtJOQqkpaxlcp/s400/20171024_200912.jpg" width="400" /></a></div>
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<span style="font-size: small;"> El contenido es el que se muestra a continuación</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjouXKQmjunHwc0ShuDp5WnDvWfU1w-5ucYQ8m0dLPywQ_VWN5Q11m6UA-ig3-F2sBUFZECLmceVevlZaIz1X1Sufg5ja6ov32mUp1ngIkkpqKZCIcI5aXcc8R4Yyhmvodjb5ptF3Bellue/s1600/20171024_195313.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="900" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjouXKQmjunHwc0ShuDp5WnDvWfU1w-5ucYQ8m0dLPywQ_VWN5Q11m6UA-ig3-F2sBUFZECLmceVevlZaIz1X1Sufg5ja6ov32mUp1ngIkkpqKZCIcI5aXcc8R4Yyhmvodjb5ptF3Bellue/s640/20171024_195313.jpg" width="360" /></a></div>
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<span style="font-size: small;"> Como se puede apreciar, el contenido es moderno; Una locomotora diesel, un vagón de ganado y un contenedor de combustible Shell. Es el único tren Playmobil que incluye un vagón de ganado con reses, lo cual es muy de agradecer, hasta ahí no hay grandes novedades adicionales ni nada que se pueda decir llamativo, quizá se hace raro que un tren lleve un vagón de ganado y un tanque de combustible, pero se le perdona.</span><br />
<span style="font-size: small;"> En cuanto a las figuras</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieWs_anNCkeBD6r8vL41b7nyGARs-WXPpRdKkZAHTfCyDQzS9-xATIQFAssVgDock9uJMdF0sw4CyX1f6JCqkm82Jn4BwCyJObl0cCSkW6aIlCLlQ4-oe1grLt1aw-tzqpzklhcUVSQS8m/s1600/20171024_200827.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieWs_anNCkeBD6r8vL41b7nyGARs-WXPpRdKkZAHTfCyDQzS9-xATIQFAssVgDock9uJMdF0sw4CyX1f6JCqkm82Jn4BwCyJObl0cCSkW6aIlCLlQ4-oe1grLt1aw-tzqpzklhcUVSQS8m/s400/20171024_200827.jpg" width="400" /></a></div>
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<span style="font-size: small;"> Bueno, es de agradecer que se incluya una rampa y ganado dentro de esta referencia, se nota que es un set muy enfocado al público americano ya que meter un pistolero con ganado en una locomotora diesel, quedaría extraño en Europa. No me imagino a los ganaderos de la época del petróleo con pistolas en el cinto y montados a caballo. Dirigiendo el ganado a tiros mientras las vacas suben tranquilamente por la rampa.</span><br />
<span style="font-size: small;"> De los maquinistas, queda muy original el que lleva la gorra de operario y el típico lazo del oeste de siempre. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb99Pf3oiZ0KshUEo1TXLzfzDNBO9NR8frruI1GDJqUkAhPg7BQX91PJh6jN0Sb8I05AiocyI9zvCUkbmLd8fwgYdgQRMDV_Sy2eSqoNM-KcvtEuu-1dq0_w57sak8qwPoaf3XTDzpgNkr/s1600/20171024_200957.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb99Pf3oiZ0KshUEo1TXLzfzDNBO9NR8frruI1GDJqUkAhPg7BQX91PJh6jN0Sb8I05AiocyI9zvCUkbmLd8fwgYdgQRMDV_Sy2eSqoNM-KcvtEuu-1dq0_w57sak8qwPoaf3XTDzpgNkr/s400/20171024_200957.jpg" width="400" /></a></div>
<span style="font-size: small;"> De complementos se incluyen las herramientas treneras, la banderita y los palos de la locomotora diesel. Un set que podría pasar desapercibido pero cuya caja lo hace especialmente interesante.</span><br />
<span style="font-size: small;"> Como todos los trenes americanos, el 4026 incluye un transformador de 125W con clavijas planas, muy americano.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8kKnqtjwvjYAS8trmSpRHvFLtNYPDcNrrcPGp9o14Sf_zsWFfwlXj5y3rf5DNKkJXOU2S80uzMD61n1n6BbHhVCQqrBfiyTyyjiqVyo1ktlt197wDLXpkrA0Tx20R_3Wj-r-tCRsaninB/s1600/20171024_201840.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="900" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8kKnqtjwvjYAS8trmSpRHvFLtNYPDcNrrcPGp9o14Sf_zsWFfwlXj5y3rf5DNKkJXOU2S80uzMD61n1n6BbHhVCQqrBfiyTyyjiqVyo1ktlt197wDLXpkrA0Tx20R_3Wj-r-tCRsaninB/s640/20171024_201840.jpg" width="360" /></a></div>
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<span style="font-size: small;"> Con este set se cierra la terna de los trenes exclusivos hechos para el mercado estadounidense, siendo éste el menos llamativo de los tres, pero salvado por una caja muy peculiar e interesante y que es de agradecer que haya un tren que incluya un vagón de ganado con reses. </span><br />
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<span style="font-size: small;"> El 4026 es una referencia muy recomendable, pese a que no tiene novedades llamativas, es de alto valor como caja coleccionable y porque es de esas referencias exclusivas americanas que son muy difíciles de conseguir.</span>soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com0tag:blogger.com,1999:blog-5166266571247915550.post-33693295583850442017-10-24T12:42:00.001-07:002017-10-24T12:44:53.088-07:00<div style="text-align: center;">
<span style="font-size: x-large;">Playmobil 3449 MUSEUM</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAnM3RSX8I6rg5WSrHp99fK8OllWg_DzA_0n_sBiV0BnmXQWp1XN759ha7USBqDfZYD2Oc_17Q1dHlDmr7otqSJEzJqxF-0yP3hY1t8NVMXdWkAwsPWf3Iivc6HWAqe5h_hc3snncT5MXd/s1600/20171024_194106.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="900" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhAnM3RSX8I6rg5WSrHp99fK8OllWg_DzA_0n_sBiV0BnmXQWp1XN759ha7USBqDfZYD2Oc_17Q1dHlDmr7otqSJEzJqxF-0yP3hY1t8NVMXdWkAwsPWf3Iivc6HWAqe5h_hc3snncT5MXd/s640/20171024_194106.jpg" width="360" /></a></div>
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El año 1982 forma parte de esa década mágica en las que podemos encontrar las mejores creaciones de playmobil. Esta referencia 3449 es singular ya que se trata de una casa medieval reciclada para formar parte de un museo moderno. </div>
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Todos los elementos que salen en la portada, recuerdan sin duda a una gran casa medieval de las grandes como la 3447 (Ayuntamiento) o la 3448 (posada)</div>
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Se hace curioso y choca un poco esa imagen moderna del cuidador del museo, lo que acaba por romper el aire medieval de la época. También es destacable ese cartel que anuncia el museo. Editado en varios idiomas dependiendo del país de comercialización.</div>
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El contenido de la caja es muy diverso¡; El pozo, vajilla con mesa y bancos, Lanzas variadas, un precioso cañón, una muela para afilar espadas y por supuesto, la pieza más espectacular y llamativa que se había visto hasta la fecha; La armadura, que no deja de ser un muñeco bañado en pintura brillante niquelada.</div>
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El contenido de esta caja es el que se muestra en la imagen</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTjuaVpdPkel30rlu3-M3l_R-fuer64Bd5E7a1GUwI2m_k2I1EDeNbi4W_UuG5IsfE2Qyn3bQqkwTO5x8TCrF6go7HlU59A2Q9ze7WnKnWn8nWyUcajhMivU1SzJgJhoHjJArrfNp7ivic/s1600/20171024_194124.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="900" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTjuaVpdPkel30rlu3-M3l_R-fuer64Bd5E7a1GUwI2m_k2I1EDeNbi4W_UuG5IsfE2Qyn3bQqkwTO5x8TCrF6go7HlU59A2Q9ze7WnKnWn8nWyUcajhMivU1SzJgJhoHjJArrfNp7ivic/s640/20171024_194124.jpg" width="360" /></a></div>
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En esta ocasión, la pieza que se expone, viene con los letreros en inglés, por lo que se había pensado para el público inglés o americano.</div>
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En la siguiente imagen se muestra la armadura y el muñeco bañado para la misma. Sigo recordando lo que me impresionó de niño, ver por primera vez tan singular personaje.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj69Nfid2Jymqx78dxYbzYMqQPVz5FZoIA-VcIRYIlnM4gRV8he08cEVLzeX_oDobovhYo593ja9q_F68aMf5fyMo2Fo_h8CB1rTQpBYOK1nWOv5xiUPcbqpCaTdbJmbVhROXX-Jm3zMwtL/s1600/20171024_194150.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="900" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj69Nfid2Jymqx78dxYbzYMqQPVz5FZoIA-VcIRYIlnM4gRV8he08cEVLzeX_oDobovhYo593ja9q_F68aMf5fyMo2Fo_h8CB1rTQpBYOK1nWOv5xiUPcbqpCaTdbJmbVhROXX-Jm3zMwtL/s640/20171024_194150.jpg" width="360" /></a></div>
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De esta caja me encanta contemplar los laterales, las imágenes que siempre mezclaban un montón de referencias distintas y que muchas de ellas son auténticas delicias precursoras de grandes dioramas.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqXPwF-DvMjQ5VyltUE-48ryP5M5AhPswL7B2c5Kl2gmb7dk0aJdGFlfLA0Gnc6xd4FOFf7gprYhumHWkrNFRLkAon7vQVDVCy_0BWMcKPxfpL14rq6SxpaT7oqxoQRJzP77L9YZ2yUfUe/s1600/20171024_194244.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqXPwF-DvMjQ5VyltUE-48ryP5M5AhPswL7B2c5Kl2gmb7dk0aJdGFlfLA0Gnc6xd4FOFf7gprYhumHWkrNFRLkAon7vQVDVCy_0BWMcKPxfpL14rq6SxpaT7oqxoQRJzP77L9YZ2yUfUe/s400/20171024_194244.jpg" width="400" /></a></div>
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Ese jeep verde con remolque se había editado un año antes, una referencia muy original con multitud de posibilidades. Igualmente contemplamos el árbol propio del set de safari con la tienda de campaña.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOlJFhC7zm8AwTQQSG34O4gf2NsyP905sMyob5ZbXQtxwwMlsAhxo57EOpwxxXdcc5OtDxP65_Enyfvl3Hefrf2S0fl1cvlWXhb5ynND6vm_cC2zP3Hn3KwbNsldl62ukePJMkDxCC-yHw/s1600/20171024_194258.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOlJFhC7zm8AwTQQSG34O4gf2NsyP905sMyob5ZbXQtxwwMlsAhxo57EOpwxxXdcc5OtDxP65_Enyfvl3Hefrf2S0fl1cvlWXhb5ynND6vm_cC2zP3Hn3KwbNsldl62ukePJMkDxCC-yHw/s400/20171024_194258.jpg" width="400" /></a></div>
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En esta foto aparece la alfarería, que se editó también por primera vez ese mismo año<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZQVBlhRqMFpf8E5AXiP-q8Q_zJlL_ajT1wNO5HWnYN4Zq54JUZrGRdKWJxP0QIg0Cmj4AbpokyVGEprS2Gk1M3CBYXrezRbK5XZ095o1KR5tUG56kceaxyIBUxAWLKv7QAPJBl2RM7uQC/s1600/20171024_194335.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZQVBlhRqMFpf8E5AXiP-q8Q_zJlL_ajT1wNO5HWnYN4Zq54JUZrGRdKWJxP0QIg0Cmj4AbpokyVGEprS2Gk1M3CBYXrezRbK5XZ095o1KR5tUG56kceaxyIBUxAWLKv7QAPJBl2RM7uQC/s400/20171024_194335.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJIEN4JqiFOqPmavL9HONgu-7qfzviTeac69oCW6mZPYe1eIVAGVjtKo5-zpn5i8-TwaFuvwEQAHABv2OY0bJ_5YGnzpappFV1-THmf2bC-jLPWK5qf9UlvjhHXD0YLSHQrIK4Z8sPjCBh/s1600/20171024_194349.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJIEN4JqiFOqPmavL9HONgu-7qfzviTeac69oCW6mZPYe1eIVAGVjtKo5-zpn5i8-TwaFuvwEQAHABv2OY0bJ_5YGnzpappFV1-THmf2bC-jLPWK5qf9UlvjhHXD0YLSHQrIK4Z8sPjCBh/s400/20171024_194349.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfP-54P5nKY-pKw05RR1ytQyL9tFBhC089p9WVwlV4ld0seE98QdOCdRdxsffr7MN5rnK4Ym30Jy1pd4jN6MX9mYGZYt1oNFNa7TWwk0Pi5lZpJwxc0LLll9nnFLCIWGpEXzp_G37M69zt/s1600/20171024_194353.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfP-54P5nKY-pKw05RR1ytQyL9tFBhC089p9WVwlV4ld0seE98QdOCdRdxsffr7MN5rnK4Ym30Jy1pd4jN6MX9mYGZYt1oNFNa7TWwk0Pi5lZpJwxc0LLll9nnFLCIWGpEXzp_G37M69zt/s400/20171024_194353.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2BYlCq1tidSlE58u5XDMiiiW00QHxjQV3JvUGcNtyRxVKtDADgYmrg3ZaWkfULh5S95EkTpHxM142TVgq6HZ_vMXxjoZSmvTINt8zkAWh35Z4eRSBAOqUZ19IbgJwEE_qyaj2uHA-rXkx/s1600/20171024_194357.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2BYlCq1tidSlE58u5XDMiiiW00QHxjQV3JvUGcNtyRxVKtDADgYmrg3ZaWkfULh5S95EkTpHxM142TVgq6HZ_vMXxjoZSmvTINt8zkAWh35Z4eRSBAOqUZ19IbgJwEE_qyaj2uHA-rXkx/s400/20171024_194357.jpg" width="400" /></a></div>
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Destacable es sin duda observar cómo ya se empiezan a ver imágenes mezcladas de muñecos con las manos fijas y otros con las manos móviles. El mismo guarda del museo sale con las manos móviles.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_dD0xUUPiP9mROnje_jFc2oAVwwZ3p_lEhsp9HwGZ27rcuyK5nwKHqRJgOjzv2x0cT1Mr3Bg4BLqlVovpbdvlzbazlQIcM1E6Ya0e4uR_RxkrBUgD6IIXZprL311nMb_-1oFYhNef76a7/s1600/20171024_194408.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_dD0xUUPiP9mROnje_jFc2oAVwwZ3p_lEhsp9HwGZ27rcuyK5nwKHqRJgOjzv2x0cT1Mr3Bg4BLqlVovpbdvlzbazlQIcM1E6Ya0e4uR_RxkrBUgD6IIXZprL311nMb_-1oFYhNef76a7/s400/20171024_194408.jpg" width="400" /></a></div>
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Paisajes urbanos en los que se mezcla lo medieval con el aire retro de la modernidad ochentera<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTLMPE5cv0Z2sjH5Hlr4msiNr70xez6f6vv6Eo2OOE7DzN4zWlnOsMT6AqNV-RIM_QXMCx0TtQzuDri7Kg2W4L5ccBqFfNnDc708qi0lp2xCWwgsQUP-RP8fL61t0w6kX_f9r26GyXa-Vz/s1600/20171024_194418.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTLMPE5cv0Z2sjH5Hlr4msiNr70xez6f6vv6Eo2OOE7DzN4zWlnOsMT6AqNV-RIM_QXMCx0TtQzuDri7Kg2W4L5ccBqFfNnDc708qi0lp2xCWwgsQUP-RP8fL61t0w6kX_f9r26GyXa-Vz/s400/20171024_194418.jpg" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsUEfi3T6bGOw7YIEkjwBUkV29DmNBBefimuVGxFgSFZASAihGiTbiMe2MnIM9Hn_WeRMF4FSKPogZgkO5PuOlH4GKN3FvGiegR7ccAzAWMN491IBxTQMM7KcrbQbHn2Ucz_Gb2T9IsalS/s1600/20171024_194429.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsUEfi3T6bGOw7YIEkjwBUkV29DmNBBefimuVGxFgSFZASAihGiTbiMe2MnIM9Hn_WeRMF4FSKPogZgkO5PuOlH4GKN3FvGiegR7ccAzAWMN491IBxTQMM7KcrbQbHn2Ucz_Gb2T9IsalS/s400/20171024_194429.jpg" width="400" /></a></div>
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Por último decir que esta referencia se ha estado vendiendo desde el año 1982 al 1988 y que es imprescindible para los coleccionistas de medieval, aunque no sea propia de la época.</div>
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soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com1tag:blogger.com,1999:blog-5166266571247915550.post-67522364732180356002014-09-10T13:27:00.002-07:002017-09-26T17:21:29.708-07:002014 Custom. City hall<br />
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<span style="font-size: x-large;">NINETEENTH CENTURY TOWN HALL</span><span class="short_text" id="result_box" lang="en"><span class="hps"></span></span></div>
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<span style="color: #0000ee;"><u></u></span><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgClljEED8tnX3q1-HzSd5U_rR_zVHppST_d_cfrjdChUcCs5lSP5PJ1wtxTJ-mYG88UH9rQViFIoJiy938X7klbnkNlkI0G3BHXD5cNU6eFZ23kbnHCoa_lFceEIbUGP7qphkki31_PyNr/s1600/IMG-20151210-WA0000.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgClljEED8tnX3q1-HzSd5U_rR_zVHppST_d_cfrjdChUcCs5lSP5PJ1wtxTJ-mYG88UH9rQViFIoJiy938X7klbnkNlkI0G3BHXD5cNU6eFZ23kbnHCoa_lFceEIbUGP7qphkki31_PyNr/s400/IMG-20151210-WA0000.jpeg" width="400" /></a></div>
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Un saludo de nuevo a todos los amigos de Soloclicks. En este caso os voy a presentar el trabajo más compicado en el que nos hemos embarcado. Este ayuntamiento de finales del S XIX. es una obra compleja y de un tamaño vistoso.<br />
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Antiguamente los ayuntamientos eran los auténticos motores de la administración regional, Las Coronas mantenían su autoridad sobre regiones lejanas utilizando estos núcleos de gestión como ejes vertebradores para llegar a todos sun amplios dominios; Se impartía justicia, se recaudaban impuestos y se administraba de tal modo que La corona pudiera mantener sus políticas bélicas o pacíficas. En épocas de paz, había una mayor riqueza que revertía en las administraciones locales. Estos edificios, casi palacios, intentaban mostrar la grandeza del Estado para orgullo de sus ciudadanos. En la mayoría de los casos tanto los administradores de justicia, como los ediles, eran designados por los gobiernos centrales para velar sobre todo por los intereses de los Monarcas. Siempre, eso sí, con la venia del clero.<br />
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El edificio que presentamos está aún en el taller, aunque ya terminado. Esperamos poner en el futuro alguna panorámica con más distancia donde poder apreciar su verdadero tamaño para la escala playmobil.<br />
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Como detalle y aportación técnica, hemos procedido a la iluminación de los interiores y sobre todo a incorporarle un original carillón musical, con nueve melodías que aproximadamente suenan cada hora.<br />
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El tutorial o making off lo pondremos en otra entrada porque será bastante largo y extenso. Nos encantará compartir paso a paso cómo hemos solucionado los inconvenientes que a veces plantean las construcciones playmobil cuando el proyecto consiste en unir varios edificios.<br />
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Como siempre, antes del making off, presentamos el edificio terminado... Allá vamos<br />
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En el siguiente video os pongo una muestra del carillón playmobil con una de sus melodías. Este trabajo tecnológico de gran precisión ha sido posible gracias a la aportación técnica de nuestros amigos de <a href="http://www.lamesadelcafe.es/playmobil/" target="_blank">La mesa del café.</a></div>
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Mostramos ahora los interiores del edificio. Empezamos por el ala izquierda.<br />
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3ª Planta del edificio; RESIDENCIA DE LA TROPA. Cocina, letrina con baño y alcoba.<br />
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3ª Planta del edificio. Anexa a la zona de tropas; SALA DE COMUNICACIONES. Centro de recepción de mensajes y veterinario de las palomas.<br />
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Buhardilla de la 3ª planta. PALOMAR.<br />
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2ª Planta. SALA DE RECAUDACIÓN DE IMPUESTOS.</div>
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2ªPlanta; Anexa a la sala de recaudación. SALA DEL TESORO COMARCAL. <br />
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1ª Planta; Puerta de entrada a la SALA DE JUICIOS <br />
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Interiores <br />
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1ª Planta. Anexa a la sala de juicios; CALABOZO y entrada lateral para reos y personal del juzgado. <br />
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PARTE CENTRAL. Entrada y Hall principal con acceso a la 1ª planta.<br />
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Lámpara colgante </div>
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Leones dorados en la escalinata </div>
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Puesto de información.</div>
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Acceso a la primera planta.</div>
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Entrada a la sala de recaudación</div>
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Entrada a la sala de juntas.</div>
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Mostramos ahora el ala derecha del edificio.</div>
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3ª Planta. ALMACÉN DE APEROS.</div>
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3ª Planta. ARCHIVO (Aún por rellenar con documentos)</div>
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3ªPlanta. VIVIENDA DE CUIDADORES.</div>
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Buhardilla DORMITORIO.</div>
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2ª Planta. SALA DE JUNTAS</div>
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2ªPlanta. DESPACHO DEL ALCALDE.</div>
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1ª Panta. W.C.</div>
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1ªPlanta. BIBLIOTECA. (Faltan los libros) </div>
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Poco a poco los libros irán llegando a la biblioteca.</div>
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Y por último. En lo alto del cuerpo central. El alojamiento del CARILLÓN</div>
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Y En el tejado. Subiendo una estrecha escalera...</div>
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soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com2tag:blogger.com,1999:blog-5166266571247915550.post-7439392547680094992014-05-01T11:48:00.000-07:002021-01-29T15:28:48.380-08:00A GREAT WEB WITH A GREAT FUTURE; LA MESA DEL CAFÉ<div class="separator" style="clear: both; text-align: center;">
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Hola amigos:<br />
<br />
Navegando por la red he encontrado una interesante página nueva en la que se exponen trabajos donde la tecnología eléctrica se pone al servicio de nuestros clicks.<br />
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Han realizado trabajos muy interesantes y colaboran en algunas exposiciones de coleccionistas de playmobil aportando ingeniosas novedades. La tecnología se ha unido a la mecánica y el futuro es prometedor. Pese a la publicación tan sólo de tres proyectos, sabemos que están preparando innovadores proyectos de futuro y estaremos encantados de solicitarles colaboraciones conjuntas.<br />
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<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/mODBWnJfoD0" width="420"></iframe>
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Esta web de playmo-tecnología se llama: <br />
<h1 class="title">
<a href="http://www.lamesadelcafe.es/playmobil/"> La mesa del café</a></h1>
soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com1tag:blogger.com,1999:blog-5166266571247915550.post-40479824760654985022014-03-16T17:24:00.002-07:002017-09-28T18:39:06.087-07:00PLAYMOBIL CUSTOM II<!--[if gte mso 9]><xml>
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Hola amigos:</div>
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<span style="mso-spacerun: yes;"> </span>Otro de mis grandes proyectos de 2013 ha sido el autobús victoriano. Como ya hice con la locomotora victoriana, os voy a poner los pasos lo más detalladamente posible para explicar cómo lo he realizado y sobre todo cómo he afrontado las dificultades que me han ido surgiendo.<br />
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<span style="mso-spacerun: yes;"> </span>Este autobús, pese
a ser un vehículo aparentemente pequeño, ha costado mucho tiempo en ser terminado. Hay que tener en cuenta que el secado de pinturas y lijado en aquellas piezas que lo han necesitado, se van sumando y requieren un ritmo lento y sobre todo mucha paciencia para no acelerar el proceso y desencadenar errores por el ansia de terminarlo.</div>
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<span style="mso-spacerun: yes;"> </span>Una vez más he contado con ayuda y asesoramiento muy estimable de coleccionistas y customizadores de Zaragoza cuyos conocimientos han servido para solventar dificultades y solucionar problemas de elaboración.<br />
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Este es el resultado final de la obra. <br />
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Este es el tutorial:<br />
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Piezas empleadas <br />
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Primeros cortes:<br />
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Montando el rompecabezas y empezando a unir las piezas.<br />
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Implementar la escalera de caracol implica hacer modificaciones en la cabina de pasajeros para que encaje.<br />
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Para que la escalera entre bien en el techo, hay que cortar en diagonal a la altura del escalón.<br />
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Intervenimos sobre las ruedas traseras, guardabarros integrados en la cabina.<br />
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Damos masilla al conjunto de guardabarros en la caja de pasajeros.</div>
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Siguiente paso; Modificación de la cabina para poder acceder al interior de la caja de pasajeros.</div>
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Unimos la cabina y la caja con un pegamento muy fuerte y masilla.</div>
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Uniformamos el suelo para que el paso entre cabina y caja no tenga escalones.<br />
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Fase de imprimación y pintado. Hay que tener mucho cuidado ya que hay dos colores que deben quedar perfilados.</div>
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Errores producidos en el cambio de colores...<br />
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Tejado del autobús con asientos.</div>
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Y ya está...<br />
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soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com0tag:blogger.com,1999:blog-5166266571247915550.post-52342209380419234672013-11-16T03:23:00.004-08:002017-10-23T20:04:57.283-07:002013 PLAYMOBIL CUSTOM <div class="separator" style="clear: both; text-align: center;">
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<b><span style="font-size: x-large;">A BIG LOK</span></b></div>
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Hola amigos:<br />
<br />
Os presento una de las creaciones que he realizado en el año 2013. La necesidad de hacer este custom parte de lo
insuficientes que se ven las locomotoras simples en los dioramas en los
que los trenes tienen gran cantidad de vagones. También fue un reto intentar crear
modelos parecidos a los que LGB tiene en el mercado. Las locomotoras con
tender son muy efectivas, pero la idea de tener dos motores en una
misma máquina era muy tentadora, sobre todo teniendo en cuenta que playmobil no ha realizado modelos similares<br />
<br />
Este custom lo califico
con un grado de dificultad medio-alto. Sobre todo por el tiempo dedicado a lijar, por
tener que combinar la modificación de piezas, la unión mediante
pegamento de algunas fragmentos, la utilización de masilla y, sobre todo,
por la aplicación de pintura, que siempre hay que hacerla con cuidado.<br />
<br />
El foto tutorial que os voy a poner es extenso, pero creo que merece la pena:<br />
<br />
Primero presento la pieza terminada...<br />
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Aquí, para que os hagáis una idea del tamaño de la locomotora doble, la comparo con el modelo original de playmobil.<br />
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El interior<br />
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Bueno, seguimos ahora con el tutorial. Gran cantidad de fotos que hablan por sí solas <br />
<br />
Para
empezar, sólo decir que una locomotora de dos motores presenta la gran
dificultad del giro, sobre todo en las vías LGB de latón de Playmobil.
La curva es muy forzada y si planteábamos la posibilidad de que sólo
girase el motor delantero, en las curvas quedaba un giro exagrado y el
motor sobresalía mucho, por lo que no quedaba otra opción que buscar un
modelo en el que los dos motores girasen. Este modelo lo he sacado del
tren Playmobil 4010 de RC.<br />
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Trabajando con la base<br />
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Canalizaciones para las pestañas eléctricas del motor, a los laterales del eje de giro<br />
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Trabajamos ahora la caldera, utilizando dos calderas cortas de locomotora corta de vapor<br />
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Ajustando medidas<br />
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Como las dos calderas de locomotoras juntas tienen demasiadas
terminaciones iguales, y para evitar que quede antiestética, buscamos
una pieza original que nos tapase tres terminaciones superiores de
calderas, con esto ganamos originalidad y asimetría. Esta pieza es un sobrante de haber lijado la base de la
locomotora RC que hemos utilizado como chasis.<br />
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Una vez que hemos ajustado las piezas de las calderas y antes de fijarlas definitivamente, nos dedicamos ahora a la cabina; como la que tiene la locomotora simple queda algo
pequeña, para no aburrirnos nos complicamos un poco el trabajo y la hacemos doble...<br />
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Probamos cabina ampliada con calderas. Vamos viendo que el trabajo está quedando interesante y que el diseño está proporcionado.<br />
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Trabajamos ahora con los bogies<br />
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Hacemos unos pequeños agujeros para que las pestañas eléctricas queden libres y poder llevar fluído eléctrico al interior de la locomotora.<br />
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Trabajamos con el bogie trasero<br />
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Ahora procedemos a fijar el motor a la base del bogie<br />
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Prueba de la estructura con uno de los bogies terminados.<br />
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Terminamos el bogie delantero. La orientación del motor hace que cada bogie sea distinto y no requiera el mismo corte lateral.<br />
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Para que se aprecie la diferencia entre uno y otro ponemos estas dos tomas como ejemplo.<br />
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Aplicamos masilla para fijar las piezas y cubrir los cortes de las piezas.<br />
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Lijamos para igualar.<br />
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Trabajamos con el techo de la cabina.<br />
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Pintamos las piezas.<br />
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ERROR EN LA SEGUNDA MANO... <b><span style="color: red;">SATURACIÓN DE PINTURA</span></b><br />
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Retiramos la pintura defectuosa con cuidado... Y seguimos tras corregir el error<br />
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VISIÓN COMPLETA PENDIENTE DE INSERTAR LA ILUMINACIÓN<br />
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Probamos por vez primera la locomotora en funcionamiento, pero sin luces.<br />
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Ponemos luz en la cabina<br />
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Una solución sencilla para ordenar este caos de cables...<br />
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Pintamos estas canalizaciones tan originales.<br />
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Y YA ESTÁ... La unión de la caldera a la
base se hace a través de la cabina con dos tornillos
pequeños.<br />
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<a href="http://i1298.photobucket.com/albums/ag51/soloclicks/Artikuliert%20Lok%20Benutzerdefiniert/0_zps555f25c8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"></a>Esta es una prueba nocturna con el custom terminado<br />
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<br />soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com2tag:blogger.com,1999:blog-5166266571247915550.post-26389066390366276442013-01-14T09:37:00.000-08:002014-10-24T07:41:44.252-07:00Playmobil Rc trains<div class="separator" style="clear: both; text-align: center;">
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Hola amigos:<br />
Como buen amante de los trenes, he hecho un pequeño estudio de los trenes RC de playmobil.
Lo primero que hay que decir es que ya fuera por motivos de la quiebra de LGB, o bien por lo costoso de plantear en una misma referencia, artículos que no fueran fabricados por la misma marca matriz. O incluso por quienes afirman que fue por motivos de la evolución en la normativa sobre seguridad infantil en la manipulación de juguetes. El caso es que Playmobil cambió radicalmente su línea de trenes sobre 1997. Estos trenes eran mucho más juguete que los anteriores y perdían gran parte del encanto que suponía utilizar el material realista que fabricaba LGB en sus trenes.
El caso es que fuera el motivo que fuera, en Playmobil no quisieron abandonar su línea de producción de trenes y se lanzaron dos referencias en 1997 con las características y peculiaridades que se especifican a continuación.
Empezamos con el tren 4017, que es el mismo que el 4019 que se editó en el Reino Unido y el 4021 de Estados Unidos. Esta referencia se editó como homenaje al tren clásico de toda la vida de playmobil, con una locomotora similar al de las referencias 4000, 4001, 4003 y 4005. Lo que llamamos los coleccionistas de trenes la “Locomotora victoriana corta”<br />
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Playmobil 4017<br />
Como se aprecia en la foto superior el tren es muy similar a los clásicos de playmobil como el 4000 de la siguiente foto….<br />
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Pero estos trenes Rc tienen peculiaridades que los hacen muy diferentes. Lo primero que llama la atención son esas horrorosas vías negras. Ya no son de latón y la corriente que hace funcionar en tren ya no va por las vías.<br />
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Estas vías son más ligeras, los niños pueden llevárselas a la boca y no reciben electricidad, lo que las hace muy seguras. Por un lado hemos perdido realismo, pero por otro hemos ganado jugabilidad y seguridad. Además de reducir el coste que suponía fabricar parte del tren fuera de la marca matriz.<br />
También en este año salió al mercado el tren de pasajeros 4016. En Gran Bretaña con la referencia 4018 y en Estados unidos 4020<br />
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Todos estos trenes Rc de 1997 presentaban la estupenda novedad de que los podías manejar con un mando a distancia;<br />
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Se había termnado eso de estar sentado al lado del transformador de corriente girando el mando en una u otra dirección.
Su mando a distancia se cargaba con una pila cuadrada de 9 voltios. Igualmente la locomotora traía una batería cuadrada que se recargaba con un módulo que conectabas a cualquier enchufe. Esto permitía que los adultos manipulasen el cargador, y la batería, perfectamente sellada, fuera prácticamente inexpugnable por bocas, dientes y dedos ágiles de los más pequeños<br />
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Como grandes inconvenientes que presentaron estos modelos, es que las locomotoras ya no se iluminaban al ponerse en marcha. Los trenes iban i venían, hacia atrás y hacia adelante, pero sin luz.
Posteriormente salión un precioso modelo RC, que considero la estrella, de momento, de esta línea de trenes; el modelo o referencia 4035, el tren de Papá Noel. Una referencia de edición limitada que se fabricó desde los años 1999 hasta el 2000. Es una pieza extraordinaría y singular.<br />
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Es este un tren precioso al que le dedicaré un artículo proximamente, ya que merece analizar los detalles tan interesantes que tiene uno a uno.
Pero volviendo a las generalidades, este tren tampoco lleva luz en la locomotora y presenta las mismas características que los dos primeros; el mando con pilas, la locomotora con baterías y sin luz dentro.<br />
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De los trenes Rc se han fabricado complementos para ampliar circuitos, desvíos, pasos a nivel y semáforos, igualmente se dotó a cada tren de un mecanismo para que se pudieran combinar en el mismo circuito varios trenes sin que los mandos se hicieran interferencias; Un pequeño chip o pieza de cuarzo que se coloca en el mando y en la batería del motor, estas pequeñas piezas, hacen que los trenes no se hagan interferencias entre unos y otros.<br />
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Pero específicamente para el tren 4016 se vendió un vagón que resulta muy curioso y ciertamente innovador.<br />
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El 4119, que se vende con rampa y ciclistas.
Aunque en la foto se aprecia que el vagón no se sujeta, se hace para mostrar que va enganchado al 4116 utilizando el módulo de enlace, que además es donde lleva el motor.<br />
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Pero con el paso del tiempo estos trenes empezaron a presentar problemas graves que obligaron a su retirada y descatalogación, y su mejora. Igualmente se planteó volver a darles algún tipo de iluminación a las locomotoras y se dio el siguiente paso en la modernización de los mismos. Los principales problemas que presentaban los primeros, tienen que ver con las baterías de las locomotoras: Al adquirir el tren, tenías que cargar las baterías durante varias horas antes de jugar, esto hacía que durasen más y el tren tuviera un rendimiento mejor. Estas mismas baterías se deterioraban rápidamente con el tiempoy era imposible arreglarlas, lo que obligaba a comprar otras periodicamente. Estos problemas y la necesidad de modernizar los trenes obligaron en el año 2005 a editar los que se podrían llamar los RC de segunda generación, dotados de luz en ambos lados de la locomotora. Curiosamente esta luz es constante, no varía su intensidad dependiendo de la velocidad, esto les da gran vistosidad ya que al tener un tren detenido en una estación, sus luces no se apagan, y eso… mola mucho.
Los Rc de segunda generación son las referencias 4010<br />
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Y el tren de pasajeros 4011<br />
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Esta generación de RC tiene estas novedades; luces en la locomotora y mejoras importantes en el motor. Las baterías de los motores ya no son una caja sellada que se recarga en un cargador exclusivo de playmobil. Esta batería es una carcasa vacía en el que se pueden poner 4 pilas pequeñas, las que uno quiera, ya sean recargables o no. Así se ha conseguido un importantísimo ahorro en los costes de producción, ya que el mismo modelo o referencia se edita con la misma caja en todos los lugares del mundo.<br />
Si se ven con detenimiento las fotos, se aprecia que la forma del tren de pasajeros es exactamente igual al anterior, pero, eso sí, esas lucecitas quedan de lujo.
Con el tren de mercancías se puede decir que es la auténtica novedad de esta generación, ya que el diseño es nuevo y su encanto, cuando está montado con las pegatinas es notable.
Los vagones que se han editado no son muy novedosos, pero hay uno que en concreto resulta muy vistoso. El 4124, que salió a la venta en el año 2005, al igual que el 4011 y 4010.<br />
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Posteriormente se ha editado una referencia Rc como edición exclusiva para la cadena de jugueterías Vedes, que posee más de mil tiendas repartidas en algunos paises de Europa. Esta referencia es la Número 4085 y se fabricó en el 2008<br />
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Como peculiaridad importante tiene su amplio contenido, un circuito grande, una grua de mercancías, un vagón grande de mercancías y sobre todo que la locomotora es una edición Rc de la antigua locomotora de mercancías.<br />
Y ya por último, recién salido del horno, y sin haber llegado aún a España por el momento, se encuentra la referencia más interesante hasta la fecha, sobre todo por las novedades que incorpora; El sonido.
Este nuevo tren de mercancías emite sonido y posee una luminosidad muy potente. Eso sí, consume un montón de pilas. Pero lo del sonido… eso ya es lo más. La referencia es la 5258.<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/vhErH0G2BBY?feature=player_embedded' frameborder='0'></iframe></div>
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Bueno, eso es todo por el momento, en cuanto haya más, actualizaremos…
soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com7tag:blogger.com,1999:blog-5166266571247915550.post-51766894399543567482012-05-11T08:25:00.001-07:002012-05-11T08:28:52.043-07:00PLAYMOBIL - Cómo se hacen los juguetes<iframe width="560" height="315" src="http://www.youtube.com/embed/F85hoC8hxzw?rel=0" frameborder="0" allowfullscreen></iframe>soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com2tag:blogger.com,1999:blog-5166266571247915550.post-54765293163756817792012-05-08T18:04:00.001-07:002021-02-23T14:52:38.751-08:00DIORAMA EN PAMPLONA. LAS NAVAS DE TOLOSA... INSUPERABLE<div style="font-family: Arial,Helvetica,sans-serif;">
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<span style="font-size: x-large;">Así se hace un diorama en condiciones...</span></div>
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Quiero compartir con vosotros este diorama Sobre la batalla de Las Navas de Tolosa.</div>
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Se presentó en Pamplona recientemente y constituye un ejercicio de rigor histórico insuperable. Igualmente se han aportado figuras por gran cantidad de coleccionistas y puede ser uno de los más espectaculares ejemplos de cómo el rigor histórico se ha tenido en cuenta para elaborar lo que se considera como un diorama gigante.<br />
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La recreación de esta batalla ha sido minuciosa hasta el más simple de los detalles. Primero se estudió la historia detenidamente, se realizó la correspondiente documentación y se tuvieron en cuenta escritos y grabados de la época. Luego se buscó un plano basado en la misma para adaptar el diorama.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghnDbIuJf5FEigv-BWI8rTtdFxq6nDJ7LNJkeqEtcY0G3714HzOUBwATLFID09WsRXBOqPgr0hpyl_KimzPn46q7XFWDUmT7Jd7YGripa5zR-77801iKfqOFnr9YwHgmktFQfzxt2OyUpO/s1600/Navas.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghnDbIuJf5FEigv-BWI8rTtdFxq6nDJ7LNJkeqEtcY0G3714HzOUBwATLFID09WsRXBOqPgr0hpyl_KimzPn46q7XFWDUmT7Jd7YGripa5zR-77801iKfqOFnr9YwHgmktFQfzxt2OyUpO/s640/Navas.JPG" width="640" /></a>Para esta espectacular batalla se han dispuesto:</div>
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<span style="font-size: 12pt; line-height: 1.3em;">TOTAL ARABES -------------------------- 1650<br />TOTAL CRISTIANOS ---------------------- 2950</span></div>
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<span style="font-size: 12pt; line-height: 1.3em;"> Han colaborado doce personas repartiéndose los cuarenta y ocho metros cuadrados de una manera organizada y muy minuciosa.</span></div>
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<span style="font-size: 12pt; line-height: 1.3em;"> A la hora de ordenar las zonas de tan inmenso espacio se ha trabajado sobre esta disposición u organigrama:</span></div>
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<span style="font-size: 12pt; line-height: 1.3em;"> Asímismo se ha contado con información adicional, enriqueciéndo los contenidos del acontecimiento histórico con este artículo de Arturo Pérez Reverte, el cuál posee información seria, contrastada y veraz sobre el desarrollo de esta batalla.</span></div>
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<span style="font-size: 12pt; line-height: 1.3em;"> <a href="http://www.perezreverte.com/articulo/patentes-corso/546/la-carga-de-los-tres-reyes/" target="_blank">http://www.perezreverte.com/articulo/patentes-corso/546/la-carga-de-los-tres-reyes/</a></span></div>
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<span style="font-size: 12pt; line-height: 1.3em;"> Y tras un periodo de análisis de toda la información disponible, se procede a la búsqueda y disposición de atrezzo para completar el escenario, el objetivo es recrear con verosimilitud un momento crucial con tiendas de campaña, animales, árboles, rocas, tierra, etc. Igualmente y no menos importante ha sido la búsqueda y elaboración de escudos, banderas y estandartes con un rigor histórico exquisito.</span></div>
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<span style="font-size: 12pt; line-height: 1.3em;"> En la elaboración de este diorama, a parte de buena voluntad y de aportación incondicional a la causa, algunos de los colaboradores han presentado figuras singulares y notables de la batalla. En este caso, sirva de ejemplo el rey Sancho VII El fuerte, de Navarra.</span></div>
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Aquí se presenta el tapiz original</div>
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Y tras esta imagen de tapiz, el coleccionista presenta lo que denominamos un custom, que en este caso es la interpretación del personaje y su adaptación al mundillo playmobil. Se observa una cuidadosa y detallada muestra del personaje de época. (Enhorabuena Saligurri)</div>
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Mientras todos los que colaboran preparan sus batallones y organizan sus piezas en su lugar del plano, se revisan de nuevo las medidas disponibles y asignadas al plano original, se producen multitud de contactos para evitar errores en el montaje a escala de la batalla, así todo quedará perfecto e impecable. Evitando que nadie pueda sacar algún tipo de error, A la vez se organiza el montaje del diorama el día designado para ello, en este caso, la envergadura de Las Navas, requiere un gran esfuerzo por parte de los montadores ya que todo debe quedar en su sitio. No se dejan cabos sueltos.</div>
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En este caso, tal y como muestra el video, el resultado fue extraordinario, único y muy original. Resultaría imposible imitar o superar semejante muestra de organización y de aportación de figuras en cualquier otro lugar para conmemorar tan histórico evento.</div>
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Este es el resultado. Disfruten, pasen y vean </div>
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</span><iframe allowfullscreen="" frameborder="0" height="360" src="http://www.youtube.com/embed/vsCBWVZdW8w?rel=0" width="480"></iframe>soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com0tag:blogger.com,1999:blog-5166266571247915550.post-26629558213738726322012-05-04T12:15:00.001-07:002012-05-04T12:15:50.128-07:00Sobre Playmobil. Un trocito de cómo funciona.<iframe width="480" height="360" src="https://www.youtube.com/embed/1dfU6WEBbO0?rel=0" frameborder="0" allowfullscreen></iframe>soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com0tag:blogger.com,1999:blog-5166266571247915550.post-1526253860881531192011-07-14T14:33:00.000-07:002011-07-14T14:39:41.492-07:00Guinnesss World Record Playmobil<iframe width="420" height="350" src="http://www.youtube.com/embed/mhJCePgnIsQ?rel=0" frameborder="0" allowfullscreen></iframe>soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com1tag:blogger.com,1999:blog-5166266571247915550.post-33395009954569975062009-11-20T13:04:00.000-08:002009-11-20T14:59:11.542-08:00LA EVOLUCION CONTINUA<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyoKwL3ccg_UpIG4PFMEyRvTUHbXjaPwYVOQtVFU9eRV12oi_6Ft2vfmJxzqzufQeBaOWaHZAZKIJIapt7VsP-yBontmFGFNPYv3Abz68rmXiAmqJMgVKEsdNh2zINc3TmKbs7fzOVKBYL/s1600/nn.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 314px; height: 102px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyoKwL3ccg_UpIG4PFMEyRvTUHbXjaPwYVOQtVFU9eRV12oi_6Ft2vfmJxzqzufQeBaOWaHZAZKIJIapt7VsP-yBontmFGFNPYv3Abz68rmXiAmqJMgVKEsdNh2zINc3TmKbs7fzOVKBYL/s400/nn.JPG" alt="" id="BLOGGER_PHOTO_ID_5406301236401424002" border="0" /></a> Si las temáticas que se han visto reflejadas en las líneas de venta de nuestros playmobiles y los materiales con los que se han fabricado estos muñecos han experimentado notables cambios a lo largo de su historia y se han ido adaptando a las nuevas necesidades del público, resultaba inevitable que el boom de la informática y las nuevas plataformas de juegos no hiciese interesante plantear la posibilidad de ampliar el campo de acción de estas figuras e introducirlos en un mundo "VIRTUAL" lleno de extraordinarias posibilidades.<br />En un principio se hizo la prueba con dos juegos para ordenador, con la creación de dos nuevos personajes totalmente virtuales, Alex y Laura<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFauycivC1uq8xnsfiwR2tnrsJLf5LXL7PpjZkiIzdR4b1MxPAJExNlu_Wt3rP5Eo7X9Rdz_Du8g2MJovCDy95CxHL3f3ozNqf33Xp_1IH86Px5lbNUnnHyMoJZjaj26Elr_MBjkLZUE0E/s1600/alex.jpg"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 199px; height: 199px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFauycivC1uq8xnsfiwR2tnrsJLf5LXL7PpjZkiIzdR4b1MxPAJExNlu_Wt3rP5Eo7X9Rdz_Du8g2MJovCDy95CxHL3f3ozNqf33Xp_1IH86Px5lbNUnnHyMoJZjaj26Elr_MBjkLZUE0E/s400/alex.jpg" alt="" id="BLOGGER_PHOTO_ID_5406312563418036082" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbhHtgPTVAfe1iT81YGXUBMiEILzVkg40d19eLS1_F2m25FXi-hkQJqSRyfAiPc3kdG4NdiSNRKJBvuGVzRA8MTK2etbiE7c6LZXfgcePi-_PEP4QbUasCM6ECjyI8g_E-AG9sJ3sETlLA/s1600/laura.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 158px; height: 197px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbhHtgPTVAfe1iT81YGXUBMiEILzVkg40d19eLS1_F2m25FXi-hkQJqSRyfAiPc3kdG4NdiSNRKJBvuGVzRA8MTK2etbiE7c6LZXfgcePi-_PEP4QbUasCM6ECjyI8g_E-AG9sJ3sETlLA/s400/laura.jpg" alt="" id="BLOGGER_PHOTO_ID_5406312695841610466" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> Posteriormente se editó un juego que ya podía utilizarse en la plataforma PLAYSTATION, esta vez era un juego para un público de una edad superior y se trataba de la historia del caballero HYPE, ayudado por un mago y cuyo objetivo era salvar a la princesa. Resultaba muy interesante para los que pudimos jugar con este juego poder vivir paisajes clásicos de playmobil en 3D.<br /><br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ9pKgpwIy6R2hT3mYJBl1hXe3G1v1HtI9A77FVM7mYORotFS61UpGBySKbwr-hFHUR-kg5M1QZVjoU40mms-lijPPdRy2wMfrx7LD7djDQGsgxRTPXLRZg7HBBGGyWX4LpYniMWfkzXrl/s1600/hype1.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 282px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ9pKgpwIy6R2hT3mYJBl1hXe3G1v1HtI9A77FVM7mYORotFS61UpGBySKbwr-hFHUR-kg5M1QZVjoU40mms-lijPPdRy2wMfrx7LD7djDQGsgxRTPXLRZg7HBBGGyWX4LpYniMWfkzXrl/s400/hype1.jpg" alt="" id="BLOGGER_PHOTO_ID_5406314647580061570" border="0" /></a><br />Al igual que en la elaboración de juegos muy entretenidos se han aplicado toda esta serie de nuevas tecnologías a la creación de animaciones de muy buena calidad. El último paso que se ha dado a sido la edición en DVD de una película con los dos protagonistas que aparecieron en los primeros videojuegos, Alex y Laura. Estos dos personajes viven una serie de aventuras extraordinarias de una manera totalmente distinta a como la imaginación nos hacía vivir en nuestra mas tierna infancia. El mundo del juego ha evolucionado y no se podía dejar de lado ese campo sin llenarlo de una u otra manera con nuestros entrañables muñequitos.<br />Cierto es que la manera de jugar con ellos es menos convencional, pero el filón no ha hecho mas que abrirse y todo un mundo nuevo está por ser explorado. Será interesante averiguar hasta dónde llegaremos con tan interesantes recursos y cómo será la convivencia de la virtualidad y la realidad.<br />Estaremos observando.<br />Este primer video es el avance en inglés de tan interesante película en DVD.<br /><br /><object width="420" height="340"><param name="movie" value="http://www.youtube.com/v/AR0csmQBtAg&hl=es_ES&fs=1&rel=0&color1=0x006699&color2=0x54abd6"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/AR0csmQBtAg&hl=es_ES&fs=1&rel=0&color1=0x006699&color2=0x54abd6" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="420" height="340"></embed></object><br /><br /><br />Pero mientras llega tan interesante lanzamiento podemos deleitarnos con esta historia bastante bien realizada donde resulta curioso aún hoy en día ver cómo se mueven estas figuras.<br /><br /><br /><br /><object width="420" height="340"><param name="movie" value="http://www.youtube.com/v/Pd4h-ATlpWk&hl=es_ES&fs=1&rel=0&color1=0x006699&color2=0x54abd6"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/Pd4h-ATlpWk&hl=es_ES&fs=1&rel=0&color1=0x006699&color2=0x54abd6" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="420" height="340"></embed></object><br /><br /><object width="420" height="340"><param name="movie" value="http://www.youtube.com/v/4suKGQ7Voh8&hl=es_ES&fs=1&rel=0&color1=0x006699&color2=0x54abd6"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/4suKGQ7Voh8&hl=es_ES&fs=1&rel=0&color1=0x006699&color2=0x54abd6" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="420" height="340"></embed></object><br /><br /><object width="420" height="340"><param name="movie" value="http://www.youtube.com/v/JKsciWvDXIQ&hl=es_ES&fs=1&rel=0&color1=0x006699&color2=0x54abd6"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/JKsciWvDXIQ&hl=es_ES&fs=1&rel=0&color1=0x006699&color2=0x54abd6" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="420" height="340"></embed></object><br /><br /><object width="420" height="340"><param name="movie" value="http://www.youtube.com/v/eaxBJbr9BWI&hl=es_ES&fs=1&rel=0&color1=0x006699&color2=0x54abd6"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/eaxBJbr9BWI&hl=es_ES&fs=1&rel=0&color1=0x006699&color2=0x54abd6" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="420" height="340"></embed></object>soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com5tag:blogger.com,1999:blog-5166266571247915550.post-58679143910107125662009-07-06T01:36:00.000-07:002009-11-20T15:07:04.098-08:00ERAMOS POCOS...<h3><a href="http://nuke.aesclick.com/"><img htm="" style="width: 459px; height: 143px;" src="http://nuke.aesclick.com/Portals/0/Imagenes/cabeceras/Otono.png" /></a></h3><br />Acaba de nacer una nueva asociación de coleccionistas de playmobil; se llama <a style="color: rgb(255, 0, 0);" href="http://nuke.aesclick.com/">Aesclick</a>. Sinceramente y sin ánimo de ofender a los buenos amigos que la han creado no sé muy bien cuál es el motivo o necesidad de esta asociación nueva. A simple vista no enriquece demasiado la aportación a este interesante hobby. Parece que de los tres foros existentes ligados a asociaciones destacan dos de una manera notable. Estos dos foros ya van ligados a dos páginas web y a su vez el trasfondo de estos foros parecen respaldados por dos importantes tiendas dedicadas casi en su mayor parte a comercializar productos de playmobil.<br />Ahora hay que encajar una nueva web. A mi juicio es diversificar demasiado la oferta de enlaces, lo que implica una menor potencia de convocatoria para futuros acontecimientos que se hagan sobre playmobil en España. El fondo y finalidad de estas asociaciones no es malo. No pongo en tela de juicio la finalidad de tanta asociación. Pero para incorporaciones futuras la cosa se complica. La existencia de tanto foro y asociación hace que consultar temas sea cada vez más aburrido. Encontrar una cierta fluidez sobre algunos temas en los foros es de por sí complicado, pero si encima añadimos que a veces se escriben casi las mismas cosas sobre algunos temas la sensación que se transmite es de aburrimiento. Reconozco que algunos amigos me lo dicen de este blog: -¡no actualizas el blog! Imaginen un foro donde se supone que tiene que haber un cierto dinamismo en lo que se expone. Al fin y al cabo este blog lo escribe una persona.<br />En fin, larga vida a AESCLICK. Espero que encuentren una posición diferenciada del resto y sobre todo que con su creación no pierdan fuerza los viejos foros cuyo enfrentamiento es evidente.<br /><a style="color: rgb(255, 0, 0);" href="http://www.somosclicks.org/clickania/09/cartell_clickania_09.jpg">http://www.somosclicks.org</a><br /><a style="color: rgb(255, 0, 0);" href="http://www.aesclick.com/public/index.php?topic=565.0" target="_blank"> http://www.aesclick.com</a><br />¿No es un error poner una feria o exposición que se realiza de forma anual los dos mismos días del año? Los únicos perjudicados en esto somos los coleccionistas que tenemos que decidir dónde vamos y qué día. Es penoso hacer coincidir las ferias ya que se fomenta el enfrentamiento de las dos asociaciones y el desencuentro de algunos coleccionistas será mayor. También es un error estrenar una asociación con una entrada triunfal tan sonada Anibal y sus elefantes.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.somosclicks.org/clickania/09/cartell_clickania_09.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 283px; height: 543px;" src="http://www.somosclicks.org/clickania/09/cartell_clickania_09.jpg" alt="" border="0" /></a><br />En cuanto se edite un cartel oficial de la otra feria por supuesto que lo publicaré y haré lo posible por publicitar los dos actos para que tengan un rotundo éxito.<br />Conozco a mucha gente que pertenece a Aesclick y espero que no se hayan ofendido por mostrar mi opinión, ellos siguen siendo gente extraordinaria con muy buen fondo y un gran corazón.soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com6tag:blogger.com,1999:blog-5166266571247915550.post-75082313258964633492008-12-18T11:52:00.000-08:002008-12-18T12:21:57.264-08:00NUNCA ES TARDEResulta curioso comprobar como con el paso del tiempo a muchos coleccionistas de playmobil nos ha sucedido algo parecido. Con el paso del tiempo y el abandono de la niñez se produce un cambio de intereses y por lo tanto los playmobil (en el mejor de los casos son arrinconados) dejan de merecer la pena. Los muñecos pierden sentido y las relaciones sociales y amorosas ganan todo el protagonismo. ¡¡¡Santa adolescencia!!!<br /> Los que tuvieron en su día la fortuna de guardar prudentemente los viejos kekos, pueden volver a verlos, casi de reojo, con cierta simpatía y cariño por lo que un día llegaron a suponer. Es en muchos de estos casos cuando misteriosamente se despierta el interés por ellos y vuelven a ser considerados como pequeños objetos de culto. Muchos de nosotros lo llamamos coleccionismo :)<br /><br /><object width="425" height="344"><param name="movie" value="http://www.youtube.com/v/ZiT1VGJ9s6o&hl=es&fs=1"><param name="allowFullScreen" value="true"><param name="allowscriptaccess" value="always"><embed src="http://www.youtube.com/v/ZiT1VGJ9s6o&hl=es&fs=1" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="425" height="344"></embed></object><br /><br /> Para algunos españolitos este anuncio está unido a nuestra infancia y quizá el motivo y la esencia del coleccionista de estos muñecos sea mantener aquella ilusión que un día conocimos y que después de perderla cuando fuimos púberes, quisimos recuperarla en el afán de coleccionar estas piezas maravillosas.<br /><br /> Es interesante y quizá digno de estudio reconocer que esta necesidad de volver a vivir la pasión por las viejas figuras, quizá por cualquier otra pasión coleccionista retomada, es una experiencia compartida por una gran cantidad de personas que han vivido y sentido exactamente lo mismo. No es que ocurra a una cierta edad, pero el hecho sucede, y a veces es un alivio saber que uno no es un extraño personaje que volvió a vivir un trocito de la niñez que quizá nunca debió abandonar... La capacidad de asombro, también es reconfortante decir que nunca es tarde para retomar la afición que nos cautivó desde niños y revivirla.soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com3tag:blogger.com,1999:blog-5166266571247915550.post-47669409733633013202008-11-23T16:16:00.000-08:002008-11-23T19:40:36.691-08:00¡¡¡NOS VAMOS AL POLO!!!Como no podía ser de otra manera en la década de los 80 salió a la luz una serie nueva, desgraciadamente ha sido de las series más cortas en número de referencias que ha creado playmobil. Curiosamente hoy en día es considerada una serie muy simpática por los coleccionistas y siempre se tiene alguna referencia de este tema por ahí escondida.<br />Fue en 1985 cuando el tema de los esquimales vio la luz con la edición de dos cajitas muy curiosas e innovadoras:<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3l8K5xcheFiWY75g0lF9XGXzpLD-4bGudXzPRuwwdDbGx3Nn8axO4Z6rzU_qW6Ik7-xTP-nBS9WSbGwLxwrIkk4IFl1HDLPAHe_VUscu6Ox0pzUVQisrfJxyeHhHS1SUierteA7IT3eHP/s1600-h/3465.JPG"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3l8K5xcheFiWY75g0lF9XGXzpLD-4bGudXzPRuwwdDbGx3Nn8axO4Z6rzU_qW6Ik7-xTP-nBS9WSbGwLxwrIkk4IFl1HDLPAHe_VUscu6Ox0pzUVQisrfJxyeHhHS1SUierteA7IT3eHP/s400/3465.JPG" alt="" id="BLOGGER_PHOTO_ID_5272013911594205954" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> La aparición de los esquimales suponía una curiosa propuesta de imaginación ya que nos traía el lejano mundo de los desiertos helados del polo y a la vez ofrecía la calidez familiar en un conjunto muy bien presentado cuyo mayor éxito radica en la brillante composición de figuras y complementos. El iglú, aunque muy simple y la familia alrededor recuerda claramente a la familia de nativos indios en el lejano oeste siempre en equilibrio con la naturaleza de su entorno. El certero cazador con esos guantes impecables y sobre todo esos gorros tan peculiares que conseguían transmitir con ese sólo complemento el lejano e inhóspito paraje polar.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5HhcTFgHzUzZYv7vFLZnVvCfaTy6XfCpzlLg_Ypc64vYXUGvMU-XfqYj3-OPnyD7DP7NuS7m2f1u_LNJCyeNk-fkOQaWBhpWkUE8lZXvhXqmAs6yNYOqKihAUwHTRRvAcsTxvvvUmuy99/s1600-h/3466.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5HhcTFgHzUzZYv7vFLZnVvCfaTy6XfCpzlLg_Ypc64vYXUGvMU-XfqYj3-OPnyD7DP7NuS7m2f1u_LNJCyeNk-fkOQaWBhpWkUE8lZXvhXqmAs6yNYOqKihAUwHTRRvAcsTxvvvUmuy99/s400/3466.JPG" alt="" id="BLOGGER_PHOTO_ID_5272016175674954098" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> En esta otra composición de la misma fecha completaban los accesorios de esta tribu esquimal con un impresionante trineo tirado por perros, un saco de dormir y sobre todo ese precioso <a href="http://es.wikipedia.org/wiki/Kayak">kayak </a>de diseño realista y que además flotaba.<br />La composición polar se componía de más referencias a parte de estas dos; otra que consistía en un iceberg muy pequeño con una familia de osos encima y sobre todo una caja que salió a la venta un año antes (1984) de la familia playmobil color que contenía un grupo de pingüinos y que considero el primer paso de estos esquimales.<br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDPch-PLf7-IBIru5pMdCFCWYPA2HUH4GSEIcVNVs-t8tJG80fp45gBGWmITxJJFb2N_W0e2tbEtCuIe2QXFhDewzY5xk2JhxGHNhnyYWbOYc8uCf3n9RPCIagoZw9UPOK-7Lw-5fIjDa2/s1600-h/3248.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhDPch-PLf7-IBIru5pMdCFCWYPA2HUH4GSEIcVNVs-t8tJG80fp45gBGWmITxJJFb2N_W0e2tbEtCuIe2QXFhDewzY5xk2JhxGHNhnyYWbOYc8uCf3n9RPCIagoZw9UPOK-7Lw-5fIjDa2/s400/3248.JPG" alt="" id="BLOGGER_PHOTO_ID_5272020348209148498" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> Esta es la referencia 3248 y al igual que las otras se ha estado fabricando durante 5 años<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNzF_XC607njFL2H8f1n6bEWoap6zk3iWrSk9Kus9hDPWD__hYUcrlkXrI68OQ0wOtLFSsnCH0X72dNJN1jnEgDIvpeqIK2PwxxbKYxqcvhf1XuTqYnnKQj7wkLE2Pmzb1mgySe8bCHlJe/s1600-h/3671g.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 285px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNzF_XC607njFL2H8f1n6bEWoap6zk3iWrSk9Kus9hDPWD__hYUcrlkXrI68OQ0wOtLFSsnCH0X72dNJN1jnEgDIvpeqIK2PwxxbKYxqcvhf1XuTqYnnKQj7wkLE2Pmzb1mgySe8bCHlJe/s400/3671g.jpg" alt="" id="BLOGGER_PHOTO_ID_5272021084610393602" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> Esta otra es la referencia 3671 y curiosamente se ha estado fabricando desde 1.984 hasta 1.992<br />Visto que la familia de esquimales había tenido muchísimo éxito y que difícilmente se podían plantear ampliaciones relacionadas, la familia polar se amplió a través de la relación del lejano mundo helado con su poco contacto con el mundo occidental. Se plantearon diseños encaminados hacia la investigación científica polar y su posible interacción con los esquimales autóctonos. Salieron a la venta cuatro interesantes diseños en 1986:<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfwkfzWU1pWOHHfpHjiaqKI3OpcxUf2LS7TB_4mlIgM6TwTNPHCwgi0vY1UUuqsXU3LVM4cgah1q9JHp235mxO1VfqON0k1s2jsZgobjg56NvkaZqs4sq5y_FW2rTZV1r915Jqk1fvr8nC/s1600-h/3457.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 261px; height: 140px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfwkfzWU1pWOHHfpHjiaqKI3OpcxUf2LS7TB_4mlIgM6TwTNPHCwgi0vY1UUuqsXU3LVM4cgah1q9JHp235mxO1VfqON0k1s2jsZgobjg56NvkaZqs4sq5y_FW2rTZV1r915Jqk1fvr8nC/s400/3457.jpg" alt="" id="BLOGGER_PHOTO_ID_5272024319069522946" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /> La avioneta polar con palas de aterrizaje, así como el generador y los muñecos, supone el segundo avión que playmobil sacó al mercado. La primera avioneta era de doble ala y de diseño muy diferente al que aquí se muestra. También son muy interesantes la pequeña estación meteorológica y su medidor eólico.<br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoPO2gtpHQleUwEPOss2NPnbr7YPMK2YYOh56f7C0-QMQHRw0G4wUk9VA-WwuOWjaghQwzmlZAVrpzbptgvYyZUWOJiu_J7MLzTftb1Cnfg2sXZHePjYZkqBAG87-rA3RGBmP5yoyOczvT/s1600-h/3460.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoPO2gtpHQleUwEPOss2NPnbr7YPMK2YYOh56f7C0-QMQHRw0G4wUk9VA-WwuOWjaghQwzmlZAVrpzbptgvYyZUWOJiu_J7MLzTftb1Cnfg2sXZHePjYZkqBAG87-rA3RGBmP5yoyOczvT/s400/3460.JPG" alt="" id="BLOGGER_PHOTO_ID_5272025986429944018" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> El laboratorio y la cabina con dormitorio nos muestra una rica variedad de complementos, el tractor porta cabinas es una pieza ya utilizada en un diseño anterior para un quitanieves, por lo que no supuso un avance en creación de nuevas piezas, pero el laboratorio y la cabina dormitorio si fueron creadas para esta edición, por lo que se puede afirmar que son buenos diseños pero a mi gusto se han quedado algo escasos en el exterior, ya que se podrían haber añadido una puerta y ventanas a los módulos, lo que hubiera enriquecido la imagen de calidez frente a las temperaturas extremas externas.<br /><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSL3pxnT5I86LZk3JIr47gsrrFq2mJDAXonIe6qjJznW-iKtZWu6DJSkFagluUeWe5Yd9t6U0qaYsfnVsIkHv3f2hBa_GSFNnXWjD3HQ_jnpbaP_LdrYQYQwXsZizsebyI2f_NrxvbTxPI/s1600-h/3463.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSL3pxnT5I86LZk3JIr47gsrrFq2mJDAXonIe6qjJznW-iKtZWu6DJSkFagluUeWe5Yd9t6U0qaYsfnVsIkHv3f2hBa_GSFNnXWjD3HQ_jnpbaP_LdrYQYQwXsZizsebyI2f_NrxvbTxPI/s400/3463.JPG" alt="" id="BLOGGER_PHOTO_ID_5272027928151136834" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> La tienda polar, para mí, es el mejor diseño de los cuatro, realmente se muestran piezas que en su mayoría ya se habían creado; las cajas, cámara de fotos, barriles. esquíes, cámara de filmación, son diseños que en su mayoría salieron para la serie <a href="http://soloclicks.blogspot.com/2008/09/playmobil-safari.html">safari</a>, pero esa tienda polar es el resultado de un auténtico diseño brillante, su realismo y parecido con las tiendas polares la hacen brillante y salvan toda la composición.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMFvHXv3nFb34yH4ObHnWxCmV4jV6Y25sk_rKLEAWNToHL1k58EmHTQrEBRgpfGtHlAKR3DAE8HUxISzeqdVmuNkdTQJuoMete9pm-Qdt0X7Buu-hB4m7RzmIMRwBP9NXOiK2yjFaOU5uf/s1600-h/3464.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMFvHXv3nFb34yH4ObHnWxCmV4jV6Y25sk_rKLEAWNToHL1k58EmHTQrEBRgpfGtHlAKR3DAE8HUxISzeqdVmuNkdTQJuoMete9pm-Qdt0X7Buu-hB4m7RzmIMRwBP9NXOiK2yjFaOU5uf/s400/3464.JPG" alt="" id="BLOGGER_PHOTO_ID_5272029434028176226" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> Y por último muestro esta interesante y lograda composición con piezas muy interesantes como las botas de nieve, el ingenioso trineo motorizado con remolques y esa, me imagino que cámara de filmación, visor, medidor. Que sobresalen por ser piezas creadas en exclusiva para esa familia.<br />Pero curiosamente los diseños que se muestran para esta familia de playmobil polares, se quedó finalizada y no fue ampliándose con más unidades que hubieran sido muy interesantes, un rompehielos, por ejemplo, un laboratorio mayor, unos barracones, o incluso un laboratorio marino. El mundo polar, para mí, supone una desaprovechada incursión en una temática que hoy en día está mas de actualidad que nunca, sería interesante plantearse reeditar esta serie con nuevos complementos, ya que a mi juicio tendrían éxito y seguirían la línea playmobil como juguete concienciado y educador hacia el respeto al medio ambiente.<br />Pero no puedo dejar este tema sin mencionar diseños de esta familia que faltan por mostrar. Hay que recordar que <a href="http://es.wikipedia.org/wiki/Famobil">famobil</a> y playmobil lyra han editado cajas con independencia de la fábrica de Alemania, ya que tenían licencia para editar tanto diseños originales como nuevas copias bajo su logotipo. Estas ediciones exclusivas se están convirtiendo en auténticas joyas para algunos coleccionistas entre los que me incluyo, y se están llegando a pagar muy altos precios por conseguir estas referencias exclusivas.<br />Sobre la edición que famobil hizo sobre los esquimales salieron dos unidades individuales que también se editaron en playmobil lyra (Grecia)<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1R8k3QlOjHE3Lv9YK8SGPxud3xPw7L7400AZlCbrPUCKJk7JIJ5T66H15dOeWHs_AeTlODa11jDx_9x-dO9P5g-lTbmrpfB0ZStx_X-cjDLBOiS1LrYcXONcALjohYeH9zj0pl1muuITY/s1600-h/3910.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1R8k3QlOjHE3Lv9YK8SGPxud3xPw7L7400AZlCbrPUCKJk7JIJ5T66H15dOeWHs_AeTlODa11jDx_9x-dO9P5g-lTbmrpfB0ZStx_X-cjDLBOiS1LrYcXONcALjohYeH9zj0pl1muuITY/s400/3910.JPG" alt="" id="BLOGGER_PHOTO_ID_5272036950981489858" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> Esta es la 3910, y el máximo atractivo es el tamaño de la cajita y que se aprecia la novedad de complementos que se crearon para esta serie.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLZ5BtVPlU6Lrmk-ZaD_QlP9kn5Ek2NtUESubzJcZMPTxqDToiuCMax26CRMsD-m1FdAkiMCNU3xlsEoWlRNCDqPS6RjNTK4zWNY3vTpsu5Ey2C-1wq9v1j4auIreTXFsjpIJm5J9rozm6/s1600-h/3911.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLZ5BtVPlU6Lrmk-ZaD_QlP9kn5Ek2NtUESubzJcZMPTxqDToiuCMax26CRMsD-m1FdAkiMCNU3xlsEoWlRNCDqPS6RjNTK4zWNY3vTpsu5Ey2C-1wq9v1j4auIreTXFsjpIJm5J9rozm6/s400/3911.JPG" alt="" id="BLOGGER_PHOTO_ID_5272037140423730082" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> Esta otra es la 3911, la versión femenina y completa la edición española exclusiva sobre esta serie.<br />En el caso de Lyra la edición es de seis unidades exclusivas de la 1ª generación de unidades que esta marca griega editó con playmobil, Cuyas letras también vienen en árabe.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCEFqvobc_s00a5RqLMfRFGu8Ej-g6yePvSAjR31u3pvtBMI4qhF1pujDPeTezmyWrtSTRKMN33_eJSAPkt9lcTCyznPQPFoRi7_92nb_w6IuDCw2C64Cg-KD_5N7oOpsvsH8m8k_XoMeM/s1600-h/normal_3911.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 298px; height: 371px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCEFqvobc_s00a5RqLMfRFGu8Ej-g6yePvSAjR31u3pvtBMI4qhF1pujDPeTezmyWrtSTRKMN33_eJSAPkt9lcTCyznPQPFoRi7_92nb_w6IuDCw2C64Cg-KD_5N7oOpsvsH8m8k_XoMeM/s400/normal_3911.jpg" alt="" id="BLOGGER_PHOTO_ID_5272043390404612002" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> La versión griega de la 3911 es diferente a la española en sus complementos y diseño de caja. La que se muestra pertenece a la colección de un amigo que tiene muchas joyas playmobileras<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN3KPT4PJO__tG-8HirNFF4U3Txx9-lKgxvMo0eQpTuoIGN9c3yVVLJ8yDTsMd8K2CzJeElCnD7ZNBK2Kgn_9h5_1ZtF08jVN54rEolDxQ_oy9z5rTG0qIzbDLlUtUhOlllpkuMIMRLfby/s1600-h/3L70.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 269px; height: 400px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgN3KPT4PJO__tG-8HirNFF4U3Txx9-lKgxvMo0eQpTuoIGN9c3yVVLJ8yDTsMd8K2CzJeElCnD7ZNBK2Kgn_9h5_1ZtF08jVN54rEolDxQ_oy9z5rTG0qIzbDLlUtUhOlllpkuMIMRLfby/s400/3L70.jpg" alt="" id="BLOGGER_PHOTO_ID_5272045969252062322" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> La 3L70 es la versión individual masculina exclusiva. La caja y su diseño la hacen interesante y hoy aún se puede ver alguna a la venta a un precio razonable<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS5m3CbfgnuHNYyVhcuHHSame6shnxjwVpKfUtr53xg6e7RJApf323lNwmP6DA0UcoeBupDvOvga6GZg5Tw3FzlceHvBRuXoPohSbUTNg4JE3H6_vItGhyi8g2Jo65E1uzvyXcHnSRDQ2b/s1600-h/3L71.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 400px; height: 312px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhS5m3CbfgnuHNYyVhcuHHSame6shnxjwVpKfUtr53xg6e7RJApf323lNwmP6DA0UcoeBupDvOvga6GZg5Tw3FzlceHvBRuXoPohSbUTNg4JE3H6_vItGhyi8g2Jo65E1uzvyXcHnSRDQ2b/s400/3L71.JPG" alt="" id="BLOGGER_PHOTO_ID_5272039625200425250" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> La referencia 3L71 que intento incorporar a la colección presenta un original diseño con la muestra de un viaje a través del desierto helado en trineo tirado por perros. Para mi gusto una de las mejores de esta serie de lyra esquimal.<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCl9SSmefQAa3YYdF7puc022FmdlCnMNfP3gKCm7SWVzgn1Tb1LKrQzrGpkHOxK2RVPODWXUERALfpN0gEambaQZTHrLkX-8U0-WI5sao9zdsHNVzT3m6m7a_8e5t_vQoQJnNWNgz6jOAf/s1600-h/3L72.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 379px; height: 310px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCl9SSmefQAa3YYdF7puc022FmdlCnMNfP3gKCm7SWVzgn1Tb1LKrQzrGpkHOxK2RVPODWXUERALfpN0gEambaQZTHrLkX-8U0-WI5sao9zdsHNVzT3m6m7a_8e5t_vQoQJnNWNgz6jOAf/s400/3L72.jpg" alt="" id="BLOGGER_PHOTO_ID_5272050797758903218" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> El 3L72, (tampoco está en mi colección) nos muestra una familia de esquimales con aperos de caza y kayak. (Sobra la lata de gasolina)<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkS3VIqYasc7CUcbXDEZbRppVO-Lpn5kSdZmnTYfsWOeyo6p8lHHI4xz4xzlP0v7qJTKkVU6asoK-clBr1wOrfaUbn1UptOyfJ9sEgL50P8dkWbgfb00yUWpyNG3ajpoAxhEHXk0NcJxN4/s1600-h/3L73.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 194px; height: 219px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkS3VIqYasc7CUcbXDEZbRppVO-Lpn5kSdZmnTYfsWOeyo6p8lHHI4xz4xzlP0v7qJTKkVU6asoK-clBr1wOrfaUbn1UptOyfJ9sEgL50P8dkWbgfb00yUWpyNG3ajpoAxhEHXk0NcJxN4/s400/3L73.jpg" alt="" id="BLOGGER_PHOTO_ID_5272040819136514690" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> El 3L73(siento mostrar esta imagen pero tampoco se haya en la colección) es una composición parecida a la anterior, tampoco es excesivamente original<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiboWXQYaZpnzNFVuv__VI4utmAZrZpgeN71iVxDwCJ-f-dc2XO9smy6ub7mjToKKVJzikpOTTi0Au27AKgZmgDM8oKcBqF2XN5i5_xLnyjp2eCok9tDkR0ZaxmLnjBcLxdEOI-pL4KflN9/s1600-h/3L74.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiboWXQYaZpnzNFVuv__VI4utmAZrZpgeN71iVxDwCJ-f-dc2XO9smy6ub7mjToKKVJzikpOTTi0Au27AKgZmgDM8oKcBqF2XN5i5_xLnyjp2eCok9tDkR0ZaxmLnjBcLxdEOI-pL4KflN9/s400/3L74.JPG" alt="" id="BLOGGER_PHOTO_ID_5272047462762794866" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> Referencia 3L74. En esta la composición es más interesante y el contenido también, se muestra el kayak y dos focas que enriquecen la imagen. La foto está muy bien conseguida.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjBVSZ4ozg9ju5s2RaLtdvVygR9hGSb9wPYjhS_aDlLhliBWT9GiSQf3Cwvh85cLMzpkLCok39Zo3cunUNn15Q42oN93wBIZjgih2uwte8-u4FOrsBbWopO5E58oK6nsRoo6sjR3xBgdVI/s1600-h/3L75.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer; width: 400px; height: 300px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgjBVSZ4ozg9ju5s2RaLtdvVygR9hGSb9wPYjhS_aDlLhliBWT9GiSQf3Cwvh85cLMzpkLCok39Zo3cunUNn15Q42oN93wBIZjgih2uwte8-u4FOrsBbWopO5E58oK6nsRoo6sjR3xBgdVI/s400/3L75.JPG" alt="" id="BLOGGER_PHOTO_ID_5272042053703600178" border="0" /></a><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /> Referencia 3L75. Completa por su kayak, iglú y personajes, pero el simpático hombre de nieve da un toque de color en este interesante diseño<br />Esperando que algún día editen nuevas referencias de Playmobil esquimales o polares, creo que no hay más composiciones de esta serie que las que se han mostrado. Y como ya dije antes una familia con muchas posibilidades y desaprovechada ya que se podían haber fabricado más referencias interesantes.soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com2tag:blogger.com,1999:blog-5166266571247915550.post-72928206561258301732008-09-29T14:36:00.000-07:002008-09-29T18:16:59.195-07:00PLAYMOBIL SAFARI<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMsFE70DpdMkvIYAZ6woyPsxPMKtCUrJAGKiUEQNlwNfPnQGy0Ry-aZXUOivSrmY0L0pjUDlanBgVMclsZc8hszqmpr__uudJp-20nbJ2zlQKxgTQE_4KBb697upo_5jXSL7rmcJdQhZ14/s1600-h/3413.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhMsFE70DpdMkvIYAZ6woyPsxPMKtCUrJAGKiUEQNlwNfPnQGy0Ry-aZXUOivSrmY0L0pjUDlanBgVMclsZc8hszqmpr__uudJp-20nbJ2zlQKxgTQE_4KBb697upo_5jXSL7rmcJdQhZ14/s400/3413.JPG" alt="" id="BLOGGER_PHOTO_ID_5251569620372827010" border="0" /></a><br /><br /><span style="font-size:100%;"><span style="font-weight: bold;"> Nada puede ser más estimulante para la imaginación, que un nuevo mundo éxotico cargado de aventuras. Partiendo de una sencilla idea se consigue crear una de las mejores familias de esta marca. Este tema fue desarrollándose poco a poco hasta el punto de editar referencias tan bien equilibradas que difícilmente han sido superadas en la posteridad.<br />Esta serie comenzó en Alemania en 1980 con la edición de la caja que se muestra en la fotografía. El significado de sacar esta brillante composición es el comienzo de las mejores épocas de esta marca; los años 80 están cargados de imaginación, eso se muestra en el <a href="http://soloclicks.blogspot.com/2008/05/playmobil-western-la-decadencia-de-un.html">cine</a> (una vez más recurro al cine como muestra de la tendencia de los juguetes) Curiosamente se estrenará un año después la película "En busca del arca perdida", un mito del cine de acción y de aventuras; toda una apuesta a la imaginación y a la creatividad...<br />El comienzo de los años 80 también significa para Europa la aparición del continente africano y de toda su problemática. En Europa pese al aumento de las tensiones de la guerra fría se vivía una estabilidad política muy consolidada, lo que permitió el desarrollo de importantes empresas y una mejora económica global de la población.<br />Volviendo a nuestros Playmóbiles y más concretamente al tema safari podemos afirmar que esta innovación en cuanto a temática e imaginación en diseño abriría las puertas durante esta década a familias de importante éxito dentro de esta marca.</span></span> <span style="font-weight: bold;">No pasó un año cuando el diseño se fue ampliando. A parte del tema safari se recrearon composiciones tan sugerentes como el grupo de árabes y el de los exploradores.<br /></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsSOUCPwlj93zz3sXasoZKDXxbKe1j3RSpG1GVxvTA5oScHjVOVpW_v1VLzmZB7Mxv11wfZwjLKVw1JEhHpCO9rdltTd3HRt2pulOTt6dlNEGqOb_2nS3HbEpoi4AplY0J_EOvyeeLhlw9/s1600-h/3414.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsSOUCPwlj93zz3sXasoZKDXxbKe1j3RSpG1GVxvTA5oScHjVOVpW_v1VLzmZB7Mxv11wfZwjLKVw1JEhHpCO9rdltTd3HRt2pulOTt6dlNEGqOb_2nS3HbEpoi4AplY0J_EOvyeeLhlw9/s400/3414.JPG" alt="" id="BLOGGER_PHOTO_ID_5251570529867190786" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkuZTUYqgCRNEKFu5LJcDjwrPqNdRiqB6ajSPVrhupR4ROa8ymBHOC4AFWgLKvQbscx-0O8onOGbWMBQjU-qFJiLiqvD1h9s7jAvgQIJPVlbkeO4PBqgwlVvJkXWWRDFh4VSIEY4TnOwr2/s1600-h/3415+L.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkuZTUYqgCRNEKFu5LJcDjwrPqNdRiqB6ajSPVrhupR4ROa8ymBHOC4AFWgLKvQbscx-0O8onOGbWMBQjU-qFJiLiqvD1h9s7jAvgQIJPVlbkeO4PBqgwlVvJkXWWRDFh4VSIEY4TnOwr2/s400/3415+L.JPG" alt="" id="BLOGGER_PHOTO_ID_5251570767615694402" border="0" /></a><br /><span style="font-weight: bold;">Este mismo año también salieron diseños muy interesantes como el del Jeep o el del remolque con su rinoceronte<br /></span> <a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfzPs_xGDF_eyaSO-P8qaIxAlMRRaosy6mJg7cpbVSC6degH-jd0FymrFonZBL8N9EiMCAXFIAnFHKbbLcZgnqCnWK0N6uho_dJincr0eIOQRI4Luhy6fYZ4BuMvMXjDSIJwGXsFQfynO1/s1600-h/3528.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfzPs_xGDF_eyaSO-P8qaIxAlMRRaosy6mJg7cpbVSC6degH-jd0FymrFonZBL8N9EiMCAXFIAnFHKbbLcZgnqCnWK0N6uho_dJincr0eIOQRI4Luhy6fYZ4BuMvMXjDSIJwGXsFQfynO1/s400/3528.JPG" alt="" id="BLOGGER_PHOTO_ID_5251571474297759762" border="0" /></a> <span style="font-weight: bold;">Todas estos diseños vinieron a contribuir a la expansión de la temática playmobil. Cuyo eje central rondaba los clásicos temas; medieval, oeste, piratas y albañiles. Se puede afirmar claramente que los diseñadores apostaron por investigar y desarrollar nuevas temáticas y que se trataba de una apuesta a través de 5 pequeñas composiciones que hicieran incursión en este tema tan novedoso. El año siguiente saldría una referencia que para mi gusto supone uno de los mejores diseños de Playmobil. La referencia 3189, ésta se estuvo fabricando cerca de 10 años y su calidad es exquisita, la estructura del diseño y la distribución de sus componentes, incluyendo los personajes cargados de exotismo hacen una mezcla brillante y siempre sugerente:<br /></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkbKIfJsQvNAxOCTjMJy2Rc-eldGoCJ0K6Rx7zg8qXdx0acd3QXEF-dkuvQ-cuVEFrnsGUlfeP7B8etO4hKgdG4uKBf0z9z8uXgDiD4ZKUPEsf2yaZWtvIFSd9kWxIWVu3bmG6yi-aDm4K/s1600-h/3189.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkbKIfJsQvNAxOCTjMJy2Rc-eldGoCJ0K6Rx7zg8qXdx0acd3QXEF-dkuvQ-cuVEFrnsGUlfeP7B8etO4hKgdG4uKBf0z9z8uXgDiD4ZKUPEsf2yaZWtvIFSd9kWxIWVu3bmG6yi-aDm4K/s400/3189.JPG" alt="" id="BLOGGER_PHOTO_ID_5251575913155494002" border="0" /></a> <span style="font-weight: bold;">Realmente es una suma de 3 de las composiciones iniciales, pero muy muy atractiva, se incorporan dos árboles típicos de los oasis del desierto o incluso mas bien de la sabana africana. Analizar la composición no tiene desperdicio, una y otra vez se extraen detalles muy novedosos como ese conjunto de muebles plegables o el sistema de gancho del morro del jeep. La posibilidad de hacer descapotable el jeep y sobre todo la robustez del mismo. Todavía resulta lamentable la idea de que la muñeca esté a cargo de la tienda y la preparación de las viandas, pero aún son los 80...<br /><br />Entre los años 81 y 82 salieron 4 cajitas muy diversas cuya aportación al tema es interesante:<br /></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlpAj9V2tQQwLxGCnuaTYor0JyayBCkAIBuKuyTDxetMLJ152pogqjtU5jYkwabUqHIQ8SPfniosoErL9nAa3GmC41990oVsuC06yBwXH54fH34Q4a4Ro7Azh8o2_PLy-kumGfGPeFtEw0/s1600-h/3586.JPG"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlpAj9V2tQQwLxGCnuaTYor0JyayBCkAIBuKuyTDxetMLJ152pogqjtU5jYkwabUqHIQ8SPfniosoErL9nAa3GmC41990oVsuC06yBwXH54fH34Q4a4Ro7Azh8o2_PLy-kumGfGPeFtEw0/s400/3586.JPG" alt="" id="BLOGGER_PHOTO_ID_5251578025907943554" border="0" /></a><br /><span style="font-weight: bold;">Esta es del año anterior, pero merece la pena no olvidarla, aunque se aleje un poco del mundo safari, se hicieron complementarias por su pertenencia al mismo lugar. Cabe destacar que en aquellos años era lo mismo hablar de las llanuras del Serengueti que del norte del desierto de Túnez.<br /><br /><br /><br /><br /><br /><br /><br /><br /><br /></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOf_W-C8bDCKJ6-rHm7kr7vl9j4jiK-iWkAd0G_4GsU3w9abSDbRgjZD0rBtEoe_16ae2c_P0utkHVAyzv1AF6Z7YajKaqwfIFFqE9XP6fbpxUm4-BQQDxrV7EaUBzFOXpUlB0Xn3Y_X0p/s1600-h/3548.JPG"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOf_W-C8bDCKJ6-rHm7kr7vl9j4jiK-iWkAd0G_4GsU3w9abSDbRgjZD0rBtEoe_16ae2c_P0utkHVAyzv1AF6Z7YajKaqwfIFFqE9XP6fbpxUm4-BQQDxrV7EaUBzFOXpUlB0Xn3Y_X0p/s400/3548.JPG" alt="" id="BLOGGER_PHOTO_ID_5251579379764980354" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyUEUMuvQItaZw722lnCLAbx1k49t6SctnG0HhOPHjTstZv18FwGw0camB8rWkyXrTzUNN_RJ8kgoSFKLrWEyxH7Tc10kaQafHwrVAGoB6gF7b-HRvWvvE5vTe-1nRbTT2QxUXbNTUeWrd/s1600-h/3549.JPG"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyUEUMuvQItaZw722lnCLAbx1k49t6SctnG0HhOPHjTstZv18FwGw0camB8rWkyXrTzUNN_RJ8kgoSFKLrWEyxH7Tc10kaQafHwrVAGoB6gF7b-HRvWvvE5vTe-1nRbTT2QxUXbNTUeWrd/s400/3549.JPG" alt="" id="BLOGGER_PHOTO_ID_5251579539471600194" border="0" /></a><br /><span style="font-weight: bold;"><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Estas dos cajitas no son gran cosa, simplemente completan y enriquecen los paisajes y montajes que se pudieran hacer de todo el tema safari.<br /><br /></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAe3Q0cyd8_OpEAlH6Db1sNWu8NSkhFLeV1PKBHrL-G2qzrY3WeD_OSSrqE3rbJQRf5OpADbBgt5t_oIf_O2PLZrppp3z5MR1pFEOrIdpdbZi-x_85yxKLN5CXyUN37BCKg94kdYXJyZVI/s1600-h/3532.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAe3Q0cyd8_OpEAlH6Db1sNWu8NSkhFLeV1PKBHrL-G2qzrY3WeD_OSSrqE3rbJQRf5OpADbBgt5t_oIf_O2PLZrppp3z5MR1pFEOrIdpdbZi-x_85yxKLN5CXyUN37BCKg94kdYXJyZVI/s400/3532.JPG" alt="" id="BLOGGER_PHOTO_ID_5251580008467707442" border="0" /></a> <span style="font-weight: bold;">Por el contrario, este simpático jeep supone otra incursión novedosa en el mundo del diseño, totalmente desmontable, sus ruedas se pueden poner y quitar a placer y su jugabilidad y realismo son extraordinarios. para mi gusto este jeep es uno de los mejores vehículos playmobil de la historia; manejable, creible, y con amortiguación incluida. Toda una joya sin ninguna duda.</span><br /><span style="font-weight: bold;"> No quiero dejar en el tintero un diseño muy ingenioso perteneciente a la gama de playmobil color</span>, <span style="font-weight: bold;">en el futuro hablaremos de esta familia de familias y que tuvo decenas de referencias</span>. <span style="font-weight: bold;">Me refiero a la avioneta safari:<br /></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzBc8WVu0RqXwAihwEUu20hz_0pPLKlgbi34a95ciP9odsSo0wy9XEksYlVUNhuMLTF1cs9VDHPK5ostzCDVWiFnoeeEdKtJpJ6dPFnaXAqT1D6lxWQ1tuEKm6P19_2U5JsDx-x0exoSf4/s1600-h/3676.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzBc8WVu0RqXwAihwEUu20hz_0pPLKlgbi34a95ciP9odsSo0wy9XEksYlVUNhuMLTF1cs9VDHPK5ostzCDVWiFnoeeEdKtJpJ6dPFnaXAqT1D6lxWQ1tuEKm6P19_2U5JsDx-x0exoSf4/s400/3676.JPG" alt="" id="BLOGGER_PHOTO_ID_5251582025167303202" border="0" /></a> <span style="font-weight: bold;">La originalidad de la avioneta es notable por la sugerente decoración que se hace en la portada, aunque yo personalmente creo que la vestimenta de la muñeca mas que safari es hortera. Destaco también como peculiaridad la cría de león que misteriosamente está al lado de una lata de gasolina...<br />Tiene que pasar un año más para que nos encontremos con dos de mis diseños favoritos, la gran casa safari(art.3433) y el hospital de campaña (art. 3432)<br /></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6_SQAiS-c7X1ciLBW4pkUPRQyMe8L3tZqVgBDPi_wkp9fx7TYKkNSZx1xIC79qf_a_wH_Eowp6MzZIBOHsZtbSv865C9LbQG97ehNvx2S08aJ7dzOfKZ2VaX5VlofAuW2JoiqdQDRFmuu/s1600-h/3433.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6_SQAiS-c7X1ciLBW4pkUPRQyMe8L3tZqVgBDPi_wkp9fx7TYKkNSZx1xIC79qf_a_wH_Eowp6MzZIBOHsZtbSv865C9LbQG97ehNvx2S08aJ7dzOfKZ2VaX5VlofAuW2JoiqdQDRFmuu/s400/3433.JPG" alt="" id="BLOGGER_PHOTO_ID_5251583727976443954" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyXFEyuImpgTo90KJQmqoCQzUmOPlkAAd3Wpm3EK_uiRRhftCBpKc1JBxOXGyyOKeAi_JdHRyaAYQmO0s4OAG8ogHfMP6I05rIFuYACF5O8DPLOjp5gW-T67CK80Fqm2KgOKEyvHyZhbKi/s1600-h/3432.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyXFEyuImpgTo90KJQmqoCQzUmOPlkAAd3Wpm3EK_uiRRhftCBpKc1JBxOXGyyOKeAi_JdHRyaAYQmO0s4OAG8ogHfMP6I05rIFuYACF5O8DPLOjp5gW-T67CK80Fqm2KgOKEyvHyZhbKi/s400/3432.JPG" alt="" id="BLOGGER_PHOTO_ID_5251584522960253026" border="0" /></a><br /><span style="font-weight: bold;">Si analizamos las dos composiciones podemos apreciar el diseño y la proporción armónica por primera vez con el tamaño de un muñeco. La elevación de la casa sobre la arena del desierto le da un realismo extraordinario al edificio, lo que nos evoca claramente a las construcciones típicas del África más salvaje. esa construcción es típica de películas como "la marabunta", "mogambo", etc.</span><br /><span style="font-weight: bold;"> Pero el diseño de las ventanas entablilladas estilo persiana veneciana son increíblemente brillantes. Esta casa safari es sin ninguna duda un referente del diseño playmobil, sólo comparable a edificios como las casas grandes medievales o por supuesto a la estación de tren del oeste.<br />Por otro lado tenemos el hospital de campaña cuya ubicación en la familia safari no la termino de asociar. La estructura puede ser parecida en cuanto a diseños, pero la base tan lisa rompe con la idea del inestable suelo del desierto, de la peligrosidad de los animales, etc. Más bien este hospital podría ubicarse en poblaciones mayores y más urbanas. Quiero destacar también el diseño de la misma, con dos puertas abatibles en mitad de la construcción separando un pequeño quirófano de la zona de convalecientes. Podríamos afirmar sin duda que podría ser un hospital avanzado de guerra.<br />Terminando ya con este interesante tema o familia voy a proponer tres diseños más como guinda.<br />uno es del año 2004 y salió en exclusiva para la firma juguetera toys "R" us y se trata de una casa más pequeña que la del safari (art.4064), también se editó en Estados Unidos con la referencia 5759. El segundo que quiero destacar es un set bastante grande con un grupo de animales típicos de la sabana (art.3046), y que en la actualidad estoy intentando sumar a la cole. Y el tercero es un set también de animales, sólo que incorpora un pequeño jeep safari, donde se intenta mostrar con cierta sutileza que es más importante el estudio de las especies que su caza. La política playmobil antiviolencia siempre se deja intuir en sus cajitas. Estos tres diseños muestran claramente que el año de edición es posterior al 2000; muchísimos detalles y complementos mas elaborados.<br /></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI9RIWYm0bOADXrhBUhlMKRLeiCaYebO3R_yEBJF-OoT3co8-0hB313E9pNsc4rjOgeRRzdh-Uw3-ZIMFKOOseUz9BcsxndePUhleoq8cL1eT9n-ofwKOjt-eMTJ8Nxo_LA7HOvYXSyQRy/s1600-h/5759.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiI9RIWYm0bOADXrhBUhlMKRLeiCaYebO3R_yEBJF-OoT3co8-0hB313E9pNsc4rjOgeRRzdh-Uw3-ZIMFKOOseUz9BcsxndePUhleoq8cL1eT9n-ofwKOjt-eMTJ8Nxo_LA7HOvYXSyQRy/s400/5759.JPG" alt="" id="BLOGGER_PHOTO_ID_5251591928006125778" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTavMubOj5ygRhgLDA7Lfo6l8KBTn2pAclevrPNQn4eGDv87OcV6oYBM9_5wrPXASWxefEH-VN-ALRIT2Z727KZNshyg6sT-Mv9zCKyYVykouFg2vzXxv7yvQ4ZAm0wf2YT0sldpQ4SFk6/s1600-h/3046.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTavMubOj5ygRhgLDA7Lfo6l8KBTn2pAclevrPNQn4eGDv87OcV6oYBM9_5wrPXASWxefEH-VN-ALRIT2Z727KZNshyg6sT-Mv9zCKyYVykouFg2vzXxv7yvQ4ZAm0wf2YT0sldpQ4SFk6/s400/3046.jpg" alt="" id="BLOGGER_PHOTO_ID_5251594014708625474" border="0" /></a><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfXNnDH_GKoJzHgWh6jsKJZ5a-sbK91gIueD-O4TwoPmDaesxPiOFTWGVlkKpJRIpo26K3QBJz1mgtywMeJabx0muRlVRajpZWSE4REGiMPyTl4BadIGbKG6aw_HilPH7fX4Qb28AQfiqx/s1600-h/4081.JPG"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfXNnDH_GKoJzHgWh6jsKJZ5a-sbK91gIueD-O4TwoPmDaesxPiOFTWGVlkKpJRIpo26K3QBJz1mgtywMeJabx0muRlVRajpZWSE4REGiMPyTl4BadIGbKG6aw_HilPH7fX4Qb28AQfiqx/s400/4081.JPG" alt="" id="BLOGGER_PHOTO_ID_5251594382467762706" border="0" /></a><br /><span style="font-weight: bold;"> Aunque después de este pequeño estudio lo</span><span style="font-weight: bold;"> que más me sorprendió de la aparición de la serie de árabes y safari es la incorporación de la barba a los muñecos playmobil,<br /> ¡¡¡ ojo, que no era una barba pintada !!!<br /></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtU7EViBj3EVYLtV9SZ8hR9135vDFtDZjZiaOixpnjQpoNXGsFXJYAIb2lDdLOkJkJKCqxiklJPLtD4P-7i41vgmjqXhp00izzJTuSIrQeSKLU9eIZxeTTjnGOV1gBHO4Jw0AiZ1IOfvDH/s1600-h/playmobilmedico.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtU7EViBj3EVYLtV9SZ8hR9135vDFtDZjZiaOixpnjQpoNXGsFXJYAIb2lDdLOkJkJKCqxiklJPLtD4P-7i41vgmjqXhp00izzJTuSIrQeSKLU9eIZxeTTjnGOV1gBHO4Jw0AiZ1IOfvDH/s400/playmobilmedico.jpg" alt="" id="BLOGGER_PHOTO_ID_5251595278745445202" border="0" /></a>soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com2tag:blogger.com,1999:blog-5166266571247915550.post-26062742563041801322008-07-17T07:56:00.000-07:002008-07-18T18:44:05.310-07:00PLAYMOBIL TRAINS<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9BNx0M1hlK1y4XnNE6X2m87AewZm0oS4Tt_vfauEWLItAe_yNDWzoFrp8Dvsr_Y2F59PMnD_7izitLXz5jc9kyd3cQMjDhlQk11YGHzKG2FTiFDABHqgRCbdxzXdCvZRM6NgW2y4Rgomr/s1600-h/4000.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9BNx0M1hlK1y4XnNE6X2m87AewZm0oS4Tt_vfauEWLItAe_yNDWzoFrp8Dvsr_Y2F59PMnD_7izitLXz5jc9kyd3cQMjDhlQk11YGHzKG2FTiFDABHqgRCbdxzXdCvZRM6NgW2y4Rgomr/s400/4000.JPG" alt="" id="BLOGGER_PHOTO_ID_5223998688500042114" border="0" /></a><br /><br /><span style="font-size:100%;"> No cabe duda de que nos encontramos con una de las líneas de mayor éxito comercial de playmobil. La incursión en el mundo de las maquetas de tren le ha reportado numerosos beneficios así como una incontable cantidad de seguidores. El mundo de las maquetas de tren ha mantenido casi siempre unas escalas muy inferiores a las que playmobil propuso a principios de los años 80. La gran ventaja que este fabuloso mundo ofrecía a los coleccionistas de las viejas maquetas de tren es la mayor jugabilidad y posibilidades de crear situaciones y paisajes que hasta la fecha de salida de esta gama estaba limitada a las miniaturas. La única desventaja que playmobil ha tenido como competidor es el alejarse de la realidad concreta de los modelos originales para crear un mundo paralelo de emulación. Eso sí, el resultado fue extraordinario. Al principio salieron dos únicos modelos, el de pasajeros que vemos en la foto superior y el de mercancías.<br />Gran parte de este éxito se debe a la colaboración de playmobil con la casa de fabricación de maquetas y complementos de tren LhEMAN, cuya importante aportación a playmobil ha sido el diseño interior de distribución eléctrica y por supuesto las vías del mismo. Esta combinación ha dado grandes beneficios durante casi dos décadas a las dos firmas. Posteriormente para simplificar la dificultad en la construcción de maquetas a mayor escala y para evitar también la utilización de transformadores eléctricos cuya dependencia de puntos de luz dificultaban la construcción de maquetas, playmobil cambió radicalmente su diseño interior y dotó a todos sus trenes de baterías independientes recargables. Esto supuso una mejora en tiempo de montaje, un ahorro para el fabricante ya que no tenían que comercializar transformadores y cables a las vías. Y por supuesto permitía siempre una velocidad estable, ya que en función del tamaño de la maqueta antes del nuevo sistema se tenían que disponer varias tomas eléctricas adaptadas a 15v para el correcto funcionamiento de los trenes.<br /></span><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBs1RRcLI2WBWN3dgp1bH2tIsd87YJGrsDmJeqJ6fQdgKDcwO-N9cR0Mgp0tUr5sjh_ORytC0rf2-rzDqRC438yIjC_9hhkA-9X7ZtS3C1CfHJSLYDYX8itSE89beg8A4qrw_fMWJCf2EN/s1600-h/4025.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBs1RRcLI2WBWN3dgp1bH2tIsd87YJGrsDmJeqJ6fQdgKDcwO-N9cR0Mgp0tUr5sjh_ORytC0rf2-rzDqRC438yIjC_9hhkA-9X7ZtS3C1CfHJSLYDYX8itSE89beg8A4qrw_fMWJCf2EN/s400/4025.JPG" alt="" id="BLOGGER_PHOTO_ID_5224002693004338786" border="0" /></a><br /><br />Este tren de mercancías que se muestra arriba es el segundo diseño con el que playmobil hacía su incursión en el mundo muy amplio de los trenes a escala. Hay que reconocer que el realismo del segundo diseño es mucho mayor que el primero, ya que su parecido con los originales son muy fieles.<br />Viendo el éxito que tuvieron en esta línea a los dos años se empezaron a comercializar complementos como vagones diferentes y los mismos que salían en estos dos trenes; se estaba empezando a fraguar un auténtico mito dentro de la línea playmobil.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi01aQ0yihyphenhyphenuIdPkq_lLVJk1PS5pfKty-mijdKclfNrBRIk2_yUzWbyQm8bllvHjWkxu1-YJVh8AkoOgBWMojUZhyphenhyphenWRTV3px6W1mWOnf8LBs5gOeh5uP0aACAE39DXiY1GUXapN-nAkun8v/s1600-h/4103.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi01aQ0yihyphenhyphenuIdPkq_lLVJk1PS5pfKty-mijdKclfNrBRIk2_yUzWbyQm8bllvHjWkxu1-YJVh8AkoOgBWMojUZhyphenhyphenWRTV3px6W1mWOnf8LBs5gOeh5uP0aACAE39DXiY1GUXapN-nAkun8v/s400/4103.JPG" alt="" id="BLOGGER_PHOTO_ID_5224004991531453938" border="0" /></a><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5NvPz-CkDO4Y3TUM06nt6fgyMa_0eb9jzLo6sTCe0g_mOtLTmqUrRSLd7aLJKHqn__MIxR5A0-9uaUbfHZty5Zlt7CRsqs0uSJIdoIbBcgyg4pnENUnH_NA2dTS5U3qYFLuU4eACV8ai8/s1600-h/4109.JPG"><img style="cursor: pointer; width: 398px; height: 266px;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5NvPz-CkDO4Y3TUM06nt6fgyMa_0eb9jzLo6sTCe0g_mOtLTmqUrRSLd7aLJKHqn__MIxR5A0-9uaUbfHZty5Zlt7CRsqs0uSJIdoIbBcgyg4pnENUnH_NA2dTS5U3qYFLuU4eACV8ai8/s400/4109.JPG" alt="" id="BLOGGER_PHOTO_ID_5224005225161688082" border="0" /></a><br /><br />Posteriormente con el éxito ya en las manos, se empezaron a mejorar diseños y complementos, cambios de vía, cruces, vías adicionales, etc. Y por supuesto estaciones de tren ( En otro momento analizaremos su evolución). En 1983 Salió uno de los diseños más interesantes que esta marca pudo comercializar, se trata de una locomotora con su vagón de carbón:<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPaFOQMICmyKIKGDWmirVjaXkxptm6yx8sP6eksWU9X7DHMEFkPnjzaCm6Az5QCtHVt2APRo845TbYjGd49AzU0LIqljhdSZixfjM6KRmE9uBv66vgX0Ywvsck2YKn3Hv3pbND_rhNsWqL/s1600-h/4052.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPaFOQMICmyKIKGDWmirVjaXkxptm6yx8sP6eksWU9X7DHMEFkPnjzaCm6Az5QCtHVt2APRo845TbYjGd49AzU0LIqljhdSZixfjM6KRmE9uBv66vgX0Ywvsck2YKn3Hv3pbND_rhNsWqL/s400/4052.JPG" alt="" id="BLOGGER_PHOTO_ID_5224006517732862050" border="0" /></a><br /><br />La belleza y el realismo de este modelo son dignos de mencionar y de admiraren exclusiva. Este diseño ofrece la peculiaridad de tener su motor de tracción eléctrica en la vagoneta del carbón, lo que no perjudica para nada al diseño ni al comportamiento del tren en funcionamiento.<br />Los trenes que han ido saliendo posteriormente, no parecen aportar grandes novedades ni cambios estéticos al diseño original, a continuación se muestran estos trenes:<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxlcahVMtjV_q3la-8fRzozSnH_m_5A0tUpHy1Z1QiZ-ielcc2VNt5WnZPIFJLic2Dpu7r4TqMM4LcAuu85di-HFQaKa2vRuKHf74MAc9HxU_nFcA50DHumEswOIh4IZSplU5-rBVoxcas/s1600-h/4001.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxlcahVMtjV_q3la-8fRzozSnH_m_5A0tUpHy1Z1QiZ-ielcc2VNt5WnZPIFJLic2Dpu7r4TqMM4LcAuu85di-HFQaKa2vRuKHf74MAc9HxU_nFcA50DHumEswOIh4IZSplU5-rBVoxcas/s400/4001.JPG" alt="" id="BLOGGER_PHOTO_ID_5224007646961448402" border="0" /></a><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSEfDARYc38G-b60EFYI18G8NT5kS6aYFaHniO7T5Fux2dcPaL4ojKfDiVgor2_4YcZSTyW93UuRDOB5p1LXXEvnyq3BILrsRFDMeEqoPc_wcnRLadyPC4Lvd0yJdjKy37SPw4Yha7-QcC/s1600-h/4005.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSEfDARYc38G-b60EFYI18G8NT5kS6aYFaHniO7T5Fux2dcPaL4ojKfDiVgor2_4YcZSTyW93UuRDOB5p1LXXEvnyq3BILrsRFDMeEqoPc_wcnRLadyPC4Lvd0yJdjKy37SPw4Yha7-QcC/s400/4005.JPG" alt="" id="BLOGGER_PHOTO_ID_5224007839515782594" border="0" /></a><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ0OFoo0AI2cHlb467o5viM6wiTlFAvMuvKW8gg8CzCDWs10OIOiPpG7jbNBEsSDKpsazsoWHEPMcO3MEPj83gp5l8_thiMoPUec5dw1TeCVO2VzU8fVGFM-LizPPwqim-WkyOY3EydzsF/s1600-h/4027.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ0OFoo0AI2cHlb467o5viM6wiTlFAvMuvKW8gg8CzCDWs10OIOiPpG7jbNBEsSDKpsazsoWHEPMcO3MEPj83gp5l8_thiMoPUec5dw1TeCVO2VzU8fVGFM-LizPPwqim-WkyOY3EydzsF/s400/4027.JPG" alt="" id="BLOGGER_PHOTO_ID_5224008040697188914" border="0" /></a><br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghY0wI8vIV6WgLNfLgYI2KwBgSgWE02dJibUtU4Evk8cZV4gWM0JCW1Y0rtDF9YyubXNrrgGOM2nQ4VDuiI4CNvDj_EKwppDI-vWRnQdDMPY-TJ_YcftYM3SNf6DJKXKH4XcNuNLcDChKy/s1600-h/4024.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghY0wI8vIV6WgLNfLgYI2KwBgSgWE02dJibUtU4Evk8cZV4gWM0JCW1Y0rtDF9YyubXNrrgGOM2nQ4VDuiI4CNvDj_EKwppDI-vWRnQdDMPY-TJ_YcftYM3SNf6DJKXKH4XcNuNLcDChKy/s400/4024.JPG" alt="" id="BLOGGER_PHOTO_ID_5224008257002077714" border="0" /></a><br /><br />Este último salió al mercado en 1995 y tiene cierto encanto por su colorido y por uno de sus vagones exclusivo.<br />Por supuesto que hay dos trenes que pertenecen a la etapa mencionada y que voy a destacar a parte, ya que su belleza merece la pena.. El primero de ellos es el mítico tren del oeste, sin duda alguna el mejor tren que ha diseñado playmobil. Este tren tiene una locomotora cuya cantidad de detalles es digna de ver. Los interiores de la máquina, el vagón de carbón y por supuesto el diseño de la presentación así como de su embalaje. Todos estos detalles han hecho de el diseño siguiente una auténtica obra de arte. Apareció en el año 1988 y ha sido el tren más versionado y reeditado.<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNdCQ3avgIi33gYPirzt74HGvru0En_voB9uNqBxwnVk0ZvsHJAZja_sjkr1vLM-3je6sqgvAAjQCm0zT098ypqIJU3OJes3II9Pg-2CJW1Uu7pulMFxvFgSDKZWGb3wRZWR0VtAKHs4q2/s1600-h/4034.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNdCQ3avgIi33gYPirzt74HGvru0En_voB9uNqBxwnVk0ZvsHJAZja_sjkr1vLM-3je6sqgvAAjQCm0zT098ypqIJU3OJes3II9Pg-2CJW1Uu7pulMFxvFgSDKZWGb3wRZWR0VtAKHs4q2/s400/4034.JPG" alt="" id="BLOGGER_PHOTO_ID_5224009901772495874" border="0" /></a><br /><br />Los detalles del vagón de cola también merecen la pena; camastro y mesita donde llevar una vida dura a lo largo de las llanuras extensas del far west...<br /> Otro tren muy interesante de la temática del oeste y del cual se editaron las versiones inglesa y americana presenta también unos vagones exclusivos y un diseño original. Si bien la locomotora no parece la típica del oeste, la estética del conjunto es extraordinaria. Cabe destacar que este tren es muy difícil de conseguir y que se fabricó durante casi cuatro años.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWiS7ZkPt-D1beTub71hnqFBT5ULXMbQCeraMxpuA_0LtUAxFXfZf6tyV4lrpp_yQcVKDH7D39xp-NKNwyZIsW2158mWGMubStOwToMeKaubQ3oX5u9wyCVGUfj4lm6HtP3UtBgFSe8b07/s1600-h/4031.jpg"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWiS7ZkPt-D1beTub71hnqFBT5ULXMbQCeraMxpuA_0LtUAxFXfZf6tyV4lrpp_yQcVKDH7D39xp-NKNwyZIsW2158mWGMubStOwToMeKaubQ3oX5u9wyCVGUfj4lm6HtP3UtBgFSe8b07/s400/4031.jpg" alt="" id="BLOGGER_PHOTO_ID_5224533993141542482" border="0" /></a><br /><br />posteriormente a todos estos trenes, en el año 1997 playmobil cambió de estrategia y diseño. los años dorados habían pasado y había que presentar cambios para modernizarse y adaptarse al nuevo mercado. el far west dejó de ser uno de los temas emblema de la marca y hubo que plantear diseños distintos. Lo primero que se planteó a modo de prueba fue la re edición de los trenes clásicos con el nuevo sistema de trenes con mando a distancia sin alimentadores en red, fueron sustituidos por baterías recargables. Se presentó junto a estos un tren moderno y acristalado emulando a trenes actuales y con cierta aerodinamia. Esta línea nueva se llamó RCTRAIN. (Radio Control Train)<br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGaWhw6haPA1IEXx0SYrYdqhWTMsggqQAayAQyDCcZODCZXp2M6hvmtxmf9HFnMZIek7VuPa6b9lVUcxYgRRsoGnH9rFM4YuE60-_WiBplxtu3XYrHQ61wt12ni-p-60iPms7g3iXpXh4G/s1600-h/4016.jpg"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGaWhw6haPA1IEXx0SYrYdqhWTMsggqQAayAQyDCcZODCZXp2M6hvmtxmf9HFnMZIek7VuPa6b9lVUcxYgRRsoGnH9rFM4YuE60-_WiBplxtu3XYrHQ61wt12ni-p-60iPms7g3iXpXh4G/s400/4016.jpg" alt="" id="BLOGGER_PHOTO_ID_5224014099255946642" border="0" /></a><br /><br />El diseño aunque no es malo, muestra una gran pega que ha sido lo que más ha perjudicado a los trenes de nueva generación. La quiebra de la empresa alemana LHEMAN ha llevado a la sustitución de las clásicas vías de latón por otras de plástico cuyo diseño es desastroso. Aún con este gran problema, el éxito de la nueva generación de trenes ha sido rotundo y ha propiciado una nueva edad dorada en la fabricación de los trenes. Han sido fabricados nuevos complementos, vagones y estaciones.<br />En la línea RC TRAIN hay uno de los diseños que merece la pena destacar, un tren cuya edición duró un año y cuyo motivo es navideño, casi todo en este tren lo hace muy original, su locomotora, el vagón de cola (similar al del tren del oeste) y el diseño fantasía navideña de su imagen. Una delicatessen sin duda:<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDuvrGdXVdjyoKkuMTBYRfe9lmRDCdiHriUFuRhEAnZug2SaiiizrKP2G13qRzpPnSyQmJ0GWXXwWYXezX814M8dErssdm5qjE0jEL-GkxCiQu2Zxgn7GCjA1Tu8I3GWDBTS3AqMTRkHZw/s1600-h/4035.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDuvrGdXVdjyoKkuMTBYRfe9lmRDCdiHriUFuRhEAnZug2SaiiizrKP2G13qRzpPnSyQmJ0GWXXwWYXezX814M8dErssdm5qjE0jEL-GkxCiQu2Zxgn7GCjA1Tu8I3GWDBTS3AqMTRkHZw/s400/4035.JPG" alt="" id="BLOGGER_PHOTO_ID_5224016209050707746" border="0" /></a><br /><br />Y por último, dentro de los trenes RCTRAIN destaco el que creo que se salva un poquito como diseño. Este tren de mercancías tiene un diseño de locomotora bastante decente y fiel a la realidad, aunque sin duda alguna para todos los coleccionistas los auténticos trenes son los de las vías de latón.<br /><br /><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg0cEtISGJUlVOh0kZomuMN71VkhO0hNCsFpf3JV4CIzA5JxVcYREactKG0Od77SW8Ygx8A5EugFpLWctSZ-JdRSlaGMSXTgolWyIRWOSrfLiGJDAJ1IeT3VYGMEgnkQitwn_URmRpgyht/s1600-h/4010.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgg0cEtISGJUlVOh0kZomuMN71VkhO0hNCsFpf3JV4CIzA5JxVcYREactKG0Od77SW8Ygx8A5EugFpLWctSZ-JdRSlaGMSXTgolWyIRWOSrfLiGJDAJ1IeT3VYGMEgnkQitwn_URmRpgyht/s400/4010.JPG" alt="" id="BLOGGER_PHOTO_ID_5224016943138450818" border="0" /></a>soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com7tag:blogger.com,1999:blog-5166266571247915550.post-33819876189199479952008-05-27T17:08:00.000-07:002008-05-28T00:54:29.737-07:00LEGO VS PLAYMOBIL<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjN2RoBblIGIXV1BRJNmqZWmEY5P-J6uABt7UutZMvzukjlPKZjmPeoJ3gZxfkVX0iLPmEMGqp8juA7B8ZNg6qRKapMGJN0YQikEWnYSMhHZaekaBoSo70rCYx5Cbhl6FOuifkUESxYIwL/s1600-h/playmobilsystemlogo.jpg"><img style="margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhjN2RoBblIGIXV1BRJNmqZWmEY5P-J6uABt7UutZMvzukjlPKZjmPeoJ3gZxfkVX0iLPmEMGqp8juA7B8ZNg6qRKapMGJN0YQikEWnYSMhHZaekaBoSo70rCYx5Cbhl6FOuifkUESxYIwL/s400/playmobilsystemlogo.jpg" alt="" id="BLOGGER_PHOTO_ID_5205228286787321794" border="0" /></a><br /><div style="text-align: right;"><a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkxkgfW71BZcdQQ1NdNivkmsh5XsGRANwbg5YMWSH_grqSW80tIyn2GP8rK7SRDddlWMDrPIuxZ4BoMYLN9UQoWJba6jH4A6ZD1wZCIOsw0p-pgBxPU2lIZkusTYn_MaLhyphenhyphen6Cr-fubdSEX/s1600-h/logo+lego.jpg"><img style="margin: 0pt 0pt 10px 10px; float: right; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkxkgfW71BZcdQQ1NdNivkmsh5XsGRANwbg5YMWSH_grqSW80tIyn2GP8rK7SRDddlWMDrPIuxZ4BoMYLN9UQoWJba6jH4A6ZD1wZCIOsw0p-pgBxPU2lIZkusTYn_MaLhyphenhyphen6Cr-fubdSEX/s400/logo+lego.jpg" alt="" id="BLOGGER_PHOTO_ID_5205227324714647474" border="0" /></a><br /></div> Nada hay más parecido a un espejismo que querer comparar estas dos marcas de juguetes. los mas ingenuos intentan minimizar las diferencias entre estos dos conceptos de juego completamente diferentes, por un lado el sistema de lego es tan básico que permite la creatividad desde la utilización de dos piezas simples, mientras que de una manera totalmente distinta, la jugabilidad de playmobil es menos creativa ya que no deja de ser un juguete de representación humana. los años en los que comenzaron a existir estos modelos de juego son distintos y hay que señalar que la base de lego era mucho más simple que la de playmobil. En sus comienzos el nacimiento de lego (1953, <a style="color: rgb(51, 51, 255);" href="http://es.wikipedia.org/wiki/LEGO"><span style="text-decoration: underline;">lego</span></a>) está motivado por la adaptación de la tradicional combinación de pequeños bloques de madera para la construcción infantil. esto hace que las filosofías iniciales de estos juguetes sean diferentes, y a la vez ha hecho posible su convivencia. El mundo playmobil nació posteriormente a lego( 1974, <a style="color: rgb(51, 51, 255);" href="http://es.wikipedia.org/wiki/Playmobil">playmobil</a><span style="color: rgb(51, 51, 255);"> </span>) y lo fundamental de su juego es la emulación de los comportamientos humanos. Podemos afirmar que en sus orígenes las posibilidades creativas de jugabilidad parecen más factibles las de playmobil que las de Lego, pero hay que tener en cuenta que el desarrollo de la marca lego, es decir, del concepto lego, ha sido tan espectacular que ha conseguido abarcar parte de la cuota de mercado que parecía tener garantizada en exclusiva playmobil. A partir de 1974 El mundo lego empezaba a fabricar sus primeras figuras de representación humana, lo que hace intuir la eterna competencia que iba a existir entre estas dos marcas por dominar el mercado. Hay que destacar que es en este mismo año cuando se lanzan al mercado las primeras figuras playmobil, lo que suele levantar suspicacias sobre el seguimiento que cada marca ha hecho de la otra. A lo largo de la historia de esta cohabitación se ha especulado con la posible copia o edición paralela de líneas de producción, por ejemplo a comienzos de los años 80 las dos marcas sacaban las series dedicadas al espacio.<br /><div style="text-align: left;"> Lo que ha garantizado la cohabitación en el tiempo de estos dos dinosaurios ha sido sin ninguna duda la diferencia estética que presenta cada diseño de sus artículos de venta; por un lado la dependencia de lego de su diseño tradicional en la forma de sus piezas, ha permitido la consolidación de playmobil en su estética más realista y más cercana a la humana. El tamaño de las figuras de estos dos fabricantes es tan diferente que hace posible la coexistencia y la perdurabilidad, no exenta de roces, eso sí.<br />Después de todo esto, no quedan más que diferencias, las compañías lego y playmobil tienen objetivos muy distintos ya que lego aspira a convertirse en una de las jugueteras más poderosas del mundo(1ª en Europa y 3ª del mundo en facturación) por detrás de mattel 4020 millones de euros de facturación y hasbro 3837 millones de euros (también estaría banday, pero su facturacion incluye su filial de videojuegos) y desde luego que si tenemos en cuenta que esta empresa pese a tener varias lineas de fabricación, existe gracias a un sólo modelo y concepto podría ser considerada la primera del mundo. Su facturación del 2.007 ha ascendido a 1076 millones de euros, mientras que en el caso de playmobil ha sido de 427 millones de Euros. También las políticas comerciales han sido muy distintas ya que en el caso de lego se han realizado apuestas comerciales interesantes como la compra de derechos de fabricación de harry potter, star wars, ferrary o indiana Jones. Por el contrario playmobil ha mostrado una política más centralizada y controlada desde su sede de Alemania y no ha realizado (desgraciadamente) ninguna compra de derechos de comercialización. Esto no ha restado mérito a su potente expansión en el 2.007, cercana a un 12,5%.<br />En años anteriores playmobil se ha asociado a modo de franquicia con numerosos fabricantes de determinados países, permitiendo la edición de series de juguetes distintas en diferentes zonas del planeta, lo que ha creado un mercado de coleccionista en el que las piezas viajan de unos países a otros por puro interés de compradores cuyo afán no es usar la pieza como juguete.<br />Queda bastante claro que lego está a mucha distancia de playmobil ya que abarca un mercado infinitamente superior al de playmobil, hasta el punto de que en determinadas ocasiones hay referencias de estas dos marcas que guardan grandes parecidos, pero igualmente cierto es que la pureza de sus diseños hacen de playmobil una interesante fuente de ideas, hasta el punto de que cada temporada se van lanzando líneas de fabricación de temáticas muy ricas que hasta la fecha hacen viable su coexistencia.<br />En la actualidad la crisis económica que se avecina a escala mundial hace mirar con cierto temor a estas marcas de juguetes de una sola referencia, ya que otras compañias como mattel, Hasbro, Banday, E.T.C. Trabajan líneas de jugutes totalmente diferentes dentro la misma compañía.<br /><br />Ya veremos como evoluciona esta competencia en el futuro</div>soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com7tag:blogger.com,1999:blog-5166266571247915550.post-42909801686079385332008-05-16T18:31:00.001-07:002008-05-18T13:17:06.989-07:00UNA DE LAS MAS DESEADAS REFERENCIAS<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJCHF8Kskzhc8nZ4sYKvVRpYEynfFuG9GDDA24e_ZHUwkLXc9QNSU9ClYZhDja4UCbuLEQDtG3wtyHn1DTeanR1kgn6BFyronSH_wSiMZuJayeOrWyxn2oFR6D_9GdZS-Fol7V2qP9JWZa/s1600-h/3447.JPG"><img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJCHF8Kskzhc8nZ4sYKvVRpYEynfFuG9GDDA24e_ZHUwkLXc9QNSU9ClYZhDja4UCbuLEQDtG3wtyHn1DTeanR1kgn6BFyronSH_wSiMZuJayeOrWyxn2oFR6D_9GdZS-Fol7V2qP9JWZa/s400/3447.JPG" alt="" id="BLOGGER_PHOTO_ID_5201153840224465202" border="0" /></a><br />Siempre que se comenta el tema de cuál es el precio más alto que ha alcanzado un artículo de playmobil, sale el dichoso ayuntamiento, más bien la notaría. Este artículo, como cuenta la leyenda, ha alcanzado un precio en ebay de hasta 3.000€. Se entiende que el artículo estaba nuevo e intacto; no profanado por manos humanas. Hay que tener en cuenta que esta referencia se ha mantenido en el mercado menos de 6 años, que se dejó de editar en 1983 y que no se ha vuelto a versionar, por lo que se entiende que conseguirla tenga su interés. A mí, conseguir esta referencia me ha costado un riñoncito, lo que supone comprar una caja incompleta, pero en un estado decente. Posteriormente llega el momento de esperar como un lince hasta que aparece circulando una con la caja en peor estado, pero completa. Entonces se hace un reciclado y se consigue una casa 3447. Una caja decente y un contenido completo.<br /><br />De esta referencia hay varios detalles que merece la pena señalar, el primero de ellos, por supuesto el diseño. Nada hay mas interesante para una referencia medieval que su aspecto antiguo. Ese diseño está impregnado del aire clásico medieval de playmobil. Otro detalle que hace de este artículo algo especial es verlo montado; no tiene desperdicio, las ventanas acristaladas, la majestuosidad del edificio, el tejado imponente y sobre todo la altura del edificio bien proporcionada. Es este aspecto el que deja a los castillos de playmobil un poco desfavorecidos. Si se compara un castillo montado con una casa como ésta, el resultado deja muy mal parado al castillo, pequeño y sobre todo muy bajo.<br />Y por último, el atrezzo y los personajes no tienen desperdicio, el mobiliario está muy conseguido y contribuye al aire medieval de la pieza en su conjunto. Los tinteros y la pluma son exquisitos y ciertamente interesantes. Y la vajilla, aunque más común a otros diseños es muy elegante. De los personajes es muy destacable el diseño de gorros y complementos, pero sobre todo hay una joya decorativa que lleva una de las clacks que se ha apoderado del protagonismo de este conjunto en sí; El COLLAR ROJO. Misteriosamente, este collar que lleva la chica que se asoma por la ventana es de las piezas que primero se pierde o que falta en todas las cajas 3447 que hay en el mercado, encontrar una casa completa con su muñeca, su collar y el resto de complementos es muy difícil. Hay que recordar que este dichoso collar sólo sale en 3 referencias en total, incluyendo ésta; 3447, 3168 y la 3410.<br /> Podríamos afirmar sin ninguna duda que este collar rojo es la joya de la 3447.soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com1tag:blogger.com,1999:blog-5166266571247915550.post-17852565848057749522008-05-10T17:27:00.000-07:002014-05-01T12:05:36.040-07:00THE FIRST PLAYMOBIL´S CASTLE; CARDBOARD CASTLE<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqv9skkz0AWgO2427k0dcnxi4VZzLzHjSTGY8C7hC9e_axzRMzNt70J1Gtprgei5L8XZXhyphenhyphen9JCHsT5v4JhnVhjJExqu6nDq3PuISGxLJ3n73gJXV-MYGlx1JKWnXclcjWJ5CGmCVAwUClr/s1600-h/2505.JPG" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqv9skkz0AWgO2427k0dcnxi4VZzLzHjSTGY8C7hC9e_axzRMzNt70J1Gtprgei5L8XZXhyphenhyphen9JCHsT5v4JhnVhjJExqu6nDq3PuISGxLJ3n73gJXV-MYGlx1JKWnXclcjWJ5CGmCVAwUClr/s400/2505.JPG" id="BLOGGER_PHOTO_ID_5198911065771604226" style="cursor: pointer; float: left; margin: 0pt 10px 10px 0pt;" /></a><br />
Parece mentira que playmobil llegase a conceder una independencia tan grande a un fabricante con franquicia. El caso de Marxtoys es tan interesante que se tomó la libertad de editar este castillo de cartón a escala playmobil. El edificio en sí es muy sencillo, si bien las torres de las esquinas tienen su encanto. La apertura de las puertas es por el propio giro del cartón y la solidez de este castillo pasados unos meses me imagino que dependiendo del uso puede ser muy escasa.<br />
Pero tiene de todo; establo, cuadra, cárcel, chimenea, comedor.<br />
<br />
La creatividad que supone este diseño, sobre todo sus torres voladizas, siendo de cartón, muestran una vez más la libertad que tuvieron algunas marcas como marxtoys en diseñar piezas exclusivas para Playmobil.<br />
De este tipo salió también a la venta un hospital muy interesante y que a día de hoy es muy difícil encontrar. Para ser diseños de mediados de los 70 hay que destacar que tuvieron que pasar 35 años para que playmobil editase un hospital de la importancia del que marxtoys editó en cartón. Pero cabe resaltar que el de cartón, aunque no dejan de ser dibujos lo que muestra, tiene gran cantidad de habitaciones y detalles. Eso sí, ni un muñeco se incluye en ninguno de estos sets de cartón.<br />
Después de estos dos diseños no se tiene constancia de ninguna referencia que no sea del mismo material que los muñecos.soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com0tag:blogger.com,1999:blog-5166266571247915550.post-71600022477589646052008-05-01T18:24:00.000-07:002008-05-02T07:05:41.788-07:00PLAYMOBIL WESTERN; LA DECADENCIA DE UN CLÁSICO<a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkoJM-Lkw5LYDpRMFyC85jpd2q5-KaPMwy4yDz7nIO_RfWBs_2XIWnekwgj-_US-ggAtre0-E5esx-SXIAy-czpRzMaxcWL1D_SfYovVzYk6Z4BXRcuD6FGltp8yf-gim9j9tzrX6QFh3i/s1600-h/3430.JPG"><img style="cursor: pointer;" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjkoJM-Lkw5LYDpRMFyC85jpd2q5-KaPMwy4yDz7nIO_RfWBs_2XIWnekwgj-_US-ggAtre0-E5esx-SXIAy-czpRzMaxcWL1D_SfYovVzYk6Z4BXRcuD6FGltp8yf-gim9j9tzrX6QFh3i/s400/3430.JPG" alt="" id="BLOGGER_PHOTO_ID_5195585712066237170" border="0" /></a><br />Cuando todo lo que supuso para muchos de nosotros el far west empieza a quedar anacrónico, sentimos un puntito de nostalgia pensando que aquellas películas de tiros ya no conmueven tanto como para intentar revivir sus mil aventuras en lo que suponen los juegos. Por un lado todas las referencias del oeste me provocan mucha nostalgia y me hacen recordar aquellos asaltos a la diligencia, los grandes asedios al fuerte y la sensación maravillosa de la carga del 7º de caballería sobre los indios que rodeaban la carreta mientras huía a toda velocidad por el desierto. Realmente creo que la serie del oeste está muy ligada a la historia del cine. En mi caso revivía una y otra vez aquellas míticas películas con Jhon Wayne, aquel asedio de Calvera al pueblo donde los siete magníficos se las ingeniaban para salvar a todos sus habitantes mexicanos.<br /><br />Pero una sensación que guardaré para toda la vida es la de dejar un click en su caballo, con su revolver y su rifle en el centro de la alfombra que estaba al lado del sofá, y contemplarlo desde lejos pensando en aquél viejo solitario que recorría el Cañón del Colorado.<br />Y esta herrería de la foto, lástima haberla conseguido ya tan mayor, porque haber revivido uno de los duelos más impresionantes que ha habido en la historia del cine, me hubiera hecho muchísima ilusión, me refiero a "Duelo en O.K Corral" mal traducida al español por "duelo de titanes"<br />En fin, quiero hacerle un sentido homenaje al cine, y recordar que gracias a aquellas películas, el oeste de Playmobil fue más que una serie de juguetes.soloclickshttp://www.blogger.com/profile/11485393459627612195noreply@blogger.com2