tag:blogger.com,1999:blog-13462566213482623662024-03-05T13:10:14.822+00:00construir tu casa en miniaturaalgunas ideas y trucos que te ayudarán a construir tu propia casa de muñecasAnonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.comBlogger119125tag:blogger.com,1999:blog-1346256621348262366.post-79250382433499577652015-12-03T16:17:00.000+00:002015-12-06T00:06:54.112+00:00De vuelta al blogTras una larga, larga parada me he decidido a retomar el blog con algunos cambios. En este descanso he ido haciendo cositas y he ido descubriendo otras, así que las incluyo en mis intereses y en la temática del blog.<br />
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De hecho encaja perfectamente, ya que esas "novedades" son tambien casitas y complementos, pero a escalas mayores: mi vista y mis manos lo agradecen muchísimo; cada vez me cuesta más manejar las cositas a escala 1/12 -y no digo ya a escalas más pequeñas-.<br />
Bien, pues mis nuevos intereses van hacia escalas más grandes (1/6, 1/3 ) y hacia muñecas que me encantan, las BJD (ball jointed dolls). ¿Que me gusta de ellas? Los cuerpos son realistas, proporcionados, con colores de piel preciosos y son "posicionables". Las uniones de las articulaciones permiten que la muñeca adopte cualquier posición y que esta sea muy real.<br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3HKCOjnQbQdrvhch2BSRg2payF_lxzMh8asBtU30HYeVXgBV1rljghS42XHMWv_j1lyIAQA67gCW_TTxzYL2U4SXMEUtEcr_yYAzhoO-jCH9gHqrha93xg6A_wwww_p-HNPI5r1Uqzz4/s1600/%25C3%25ADndice.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3HKCOjnQbQdrvhch2BSRg2payF_lxzMh8asBtU30HYeVXgBV1rljghS42XHMWv_j1lyIAQA67gCW_TTxzYL2U4SXMEUtEcr_yYAzhoO-jCH9gHqrha93xg6A_wwww_p-HNPI5r1Uqzz4/s1600/%25C3%25ADndice.jpg" /></a>Por influencia de mi hija he ido conociendo las Azone Pure Neemo a escala 1/6 y ya tengo un par de ellas. La mayoría corresponden a personajes de manga y animé, con las ropas y actitudes del personaje en cuestion. Miden entre 22 y 30 cms.<br />
Azone edita tambien las Picco Neemo, el mismo estilo de cuerpo y cara, pero a escala 1/12 -unos 15 cms.<br />
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Las muñecas más grandes las conozco poco. Van de los 40 a los 60 cms. y según una experta en el tema (mi hija, vaya) la calidad de los cuerpos de algunas marcas es espectacular. Pongo el enlace a un blog dedicado a estas muñecas, con fotografías chulísimas <a href="https://orchiddolls.wordpress.com/">https://orchiddolls.wordpress.com/</a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4KpB3dEsRGPAM7WTRPOIaoHTHkwO9GuXG4aoPnimoY9ym4bFeAYTty3jjOFujUv0OVbktsZAWMKBfCBJnq4nz5IPdxm6KUrs1vp0Qe4pV4U56z6sxxVdG_1yBT47Yiseb5A3mkoAfJcs/s1600/images.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4KpB3dEsRGPAM7WTRPOIaoHTHkwO9GuXG4aoPnimoY9ym4bFeAYTty3jjOFujUv0OVbktsZAWMKBfCBJnq4nz5IPdxm6KUrs1vp0Qe4pV4U56z6sxxVdG_1yBT47Yiseb5A3mkoAfJcs/s1600/images.jpg" /> Estas son las Picco Neemo</a> </div>
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En algún post anterior ya he hecho referencia a las escalas, pero lo revisamos de nuevo:</div>
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1/12, 1/6,1/3 etc hacen referencia a la relación entre la realidad y el objeto o muñeca; un centímetro de la muñeca equivale a doce (o seis o tres, según la escala que estemos usando) en la realidad</div>
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Ejemplo: una Pure Neemo escala 1/6, que mide 30 centímetros, si la trasladaramos a la vida real sería una persona de 1800 centímetros (o 1,8 metros). Hemos multiplicado por 6 la medida de la muñeca</div>
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O visto de otra manera, cualquier objeto de la vida real para que no resulte desproporcionado junto a la muñeca a escala 1/6, deberemos medirlo (ancho, alto,largo) y dividir cada una de estas medidas por seis. </div>
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¿Que interés tiene este tema de las escalas? Nos permite calcular la medida de comidas, objetos, muebles,casitas...adecuada a nuestro personaje</div>
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Queremos hacer una manzana que llevará en la mano nuestra muñeca (que ya sabemos que es escala 1/6), así que medimos el diametro de una manzana real y lo dividimos por seis; medimos su altura y dividimos por seis, el resultado serán las medidas de una manzana realista a escala 1/6</div>
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En el caso de muebles (o libros, o ropas) hay que tener en cuenta tambien el grosor del material a utilizar.</div>
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Y esto es todo por hoy. Seguiré con fotos de algunos vestidos y pasteles que he hecho para las muñequitas, y ya despues de navidad os iré explicando como construir una habitación a escala 1/6 con materiales accesibles y sin necesidad de herramientas complicadas. (Os podeis ir haciendo una idea leyendo los post antiguos sobre construcción de una casa de muñecas, solo varía la escala.)</div>
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<b>Respondiendo a una pregunta sobre casitas : </b>alguien (no dejó su nombre, ni contacto, ni correo) me hizo ayer una pregunta sobre casitas a escala </div>
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<i> Hola buenos días. Lo primero gracias por tu página. Te agradecería si
me pudieras ayudar. Quiero comprarle una casita a mi hija y no marcan la
escala. No es uno doce es más grande, pone que para muñecas de unos 30
cm tipo barbie, pero no se que escala será. Mi duda es que hay que
comprarle los muebles a parte, y por lo que dices me va a resultar
difícil, no? Muchas gracias. en <a href="http://construirtucasamini.blogspot.com/2007/08/algo-general.html?showComment=1449038407115#c8224299562151389065" target="_blank">1.-SOBRE LAS ESCALAS EN CASAS DE MUÑECAS</a></i></div>
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Hola, las muñecas Barbie, Monster... son a escala 1/6 (más o menos) o lo que llaman play scale<i> . </i>La casa de que me hablas vendrá a ser el doble de tamaño que las típicas casitas de muñecas a escala 1/12.</div>
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Hay muebles y complementos a esa escala, sin problemas. En jugueterías, en Ebay, en Etsy...puedes encontrar tanto muebles y demás hechos industrialmente como muebles artesanos. Pon en tu buscador muebles escala 1/6 O los puedes ir construyendo tu en madera o cartón, depende del humor que tengas.</div>
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<b>Para averiguar a que escala está construida una casita u otro objeto :</b> medimos el objeto a escala en cuestión- largo, ancho, alto- y medimos el mismo objeto real. No olvidemos usar el mismo criterio para las medidas: si el objeto a escala lo medimos en centimetros, convertiremos en centimetros la medida del objeto real. Dividimos cada medida real por su correspondiente a escala y el cociente será la escala a la que está realizado el objeto </div>
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Medimos una habitacion a escala: 40 cms. de alto, 50 de fondo y 60 de ancho. </div>
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Medimos una habitación real: 2,40 metros de alto -es decir, 240 centimetros-, 3,5 metros de fondo -350 centimetros-, y 9 metros de largo -900 centimetros_</div>
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240( Medida real) dividido entre 40 (medida a escala) da 6</div>
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350 dividido entre 50 nos da 7</div>
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900 entre 60 nos da 15.</div>
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La altura de la habitacion corresponde a una escala 1/6. El ancho y largo nos sirven para comprobar que la habitación sea proporcionada : el largo y ancho varian segun lo grande que queramos esa habitacion. En el caso anterior, para una altura a escala 1/6 tenemos una habitación muy larga y algo estrcha,</div>
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Espero haber ayudado</div>
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<b>Respondo a otra pregunta</b> :</div>
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Hola Juana, la escala que tenga la casa es la que debe tener
todo lo que pongas en ella, desde los muñecos a los muebles pasando por
los platos, las comidas, la ropita...Por eso nos conviene calcular a que
escala queremos hacer la casa, para que todo esté acorde y nada parezca
demasiado grande o demasiado pequeño. Date cuenta que si la muñeca es a
escala 1/12, la más común en casas de muñecas, si le haces una casa a
escala Barbie -que es el doble de grande, a escala 1/6-pues la pobre
muñeca ni se verá; y al revés, si quieres meter una Barbie en una casa a
escala 1/12 parecerá una giganta y solo cabrá doblada.</div>
La ropa será a la misma escal que la muñeca, para que aunque no se la pongas, no se vea enorme o muy pequeña.</div>
Para
rellenar los cajones y armarios a veces se hace ropita falsa. En este
enlace puedes encontrar tutoriales para hacer coitas concretas
http://casita-mini-1.jouwpagina.nl/. Un saludo<div class="separator" style="clear: both; text-align: left;">
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Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com0tag:blogger.com,1999:blog-1346256621348262366.post-7687094198435193262014-03-31T23:29:00.005+01:002014-03-31T23:30:17.674+01:00<!--[if !mso]>
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/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabla normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style>
<![endif]--><br />Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com0tag:blogger.com,1999:blog-1346256621348262366.post-78196456183203057182014-02-16T19:29:00.002+00:002014-02-16T19:34:34.085+00:00perforadores para papel-flores, grecasen el enlace podeis ver cien modelos-tamaños para hacer flores de papel en mini. Acepto encargos para la feria on-line<br />
<a href="https://www.dropbox.com/home" target="_blank">perforadores para la feria </a><br />
<img alt="" src="data:image/png;base64,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" 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" 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" />Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com0tag:blogger.com,1999:blog-1346256621348262366.post-4526711077045858762014-02-03T01:18:00.000+00:002014-02-03T01:18:24.096+00:00Una muestra de las cosas que encontrareis en mi tienda en la feria on line<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com2tag:blogger.com,1999:blog-1346256621348262366.post-38550714787269294672014-02-03T01:14:00.001+00:002014-02-03T01:14:15.762+00:00<div class="separator" style="clear: both; text-align: center;">
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</td><td class="_51m- vTop _51mw"><span itemprop="description"><span class="fsl">Los próximos 28 de febrero, 1 y 2 marzo, se celebrará la II Feria On-Line de MIniaturas en Español. Os esperamos a todos. <br /> <br /> <a href="http://minisdecris.weebly.com/" rel="nofollow nofollow" target="_blank"><span>http://</span><wbr></wbr><span class="word_break"></span>minisdecris.weebly.com/</a></span></span></td><td class="_51m- vTop _51mw"><span itemprop="description"><span class="fsl"> </span></span></td></tr>
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Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com0tag:blogger.com,1999:blog-1346256621348262366.post-7047351508512081932013-10-23T23:28:00.001+01:002013-10-23T23:28:36.735+01:00Primera feria on-line en español, 26,27 y 28 de octubre<div class="separator" style="clear: both; text-align: center;">
<a href="http://minisdecris.weebly.com/artesanos-orden-alfabeacutetico.html"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPZ6bsz5jwxbk4NSH9fSlcHCb9E4_43eNqXOR7elYY3e4toeGAchU5_gwY5otJ7dOiHX0XpbVI1UPKpTCAbGt9bAHkZJh5fx9KVhHJVRrai_1VJWz7hht-zR7eLc7q2KpFobTv0WQXZIw/s640/1383939_161754984031561_1021417450_n.jpg" width="480" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com0tag:blogger.com,1999:blog-1346256621348262366.post-91117279831246121972013-06-29T13:07:00.001+01:002013-06-29T13:07:41.309+01:00tren para casitas<iframe allowfullscreen="" frameborder="0" height="344" src="//www.youtube.com/embed/PU8mw0J8WJc" width="459"></iframe>Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com3tag:blogger.com,1999:blog-1346256621348262366.post-72049940970981606962013-05-21T12:03:00.001+01:002013-05-21T12:03:26.972+01:00Mucho tiempo ha pasado desde mi última publicación. Nuevo trabajo<iframe allowfullscreen="" frameborder="0" height="344" src="//www.youtube.com/embed/Fk_otqQxVvg" width="459"></iframe>Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com1tag:blogger.com,1999:blog-1346256621348262366.post-38631376718693485332012-12-26T10:45:00.002+00:002012-12-26T10:45:12.963+00:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Et22kXwsodgmEDjj3awAI7ZRVXTn2ji_ZEj_GmOgHNsY_hyVZq0_bD9LkmU0jXzsrZmJ8rrNLdiJ_eFKifibknZWpa0mf7yiM_RxYt3WBdyRA2LaGQsK7YoVgxT02D7ufSP-r1svuI4/s1600/tintin-xmas-41.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj-Et22kXwsodgmEDjj3awAI7ZRVXTn2ji_ZEj_GmOgHNsY_hyVZq0_bD9LkmU0jXzsrZmJ8rrNLdiJ_eFKifibknZWpa0mf7yiM_RxYt3WBdyRA2LaGQsK7YoVgxT02D7ufSP-r1svuI4/s320/tintin-xmas-41.jpg" width="220" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com0tag:blogger.com,1999:blog-1346256621348262366.post-69556569304119004042012-08-20T01:02:00.002+01:002012-08-20T01:03:10.793+01:00Otra casita a escala 1/4<iframe width="420" height="315" src="http://www.youtube.com/embed/GZCNyXzNwHc" frameborder="0" allowfullscreen></iframe>Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com5tag:blogger.com,1999:blog-1346256621348262366.post-20299965594057861982012-08-17T00:43:00.001+01:002012-09-11T08:24:59.180+01:00Birthday swapEstos son los regalos que mis amigas del swap de cumpleaños que organizá Kaisa me han enviado. Debajo de cada foto está el nombre de la autora.<br />
Millones de gracias a todas las integrantes de este swap, habeis hecho este cumpleaños muy,muy especial.<br />
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Todos los regalos son fantásticos,realizados con cariño y habilidad, y han ido llegando de todas partes. El cartero no podía creerlo y yo misma me he quedado asombrada abriendo cada paquetito y leyendo las encantadoras tarjetas de felicitación. Otra vez GRACIAS a KAISA,CRAFTLAND, GILL,TERUKA. MARIA IRELAND,ROSELLA,DRORA,FABIOLA, SANDRA<iframe allowfullscreen="allowfullscreen" frameborder="0" height="315" src="http://www.youtube.com/embed/IXlcYWs-aU8" width="420"></iframe>
he recibido tambien el regalo de sandra, Precioso, muchas gracias<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiO-NFVhqgPgtiP0P80mPP9_vRYWEcZig-DMhAVBy1MVPUzJJf9wbJ0Qoh78L1xXRsup5eM9IO7MbaXPrbs4HVJUJDhlvpssabprEdbDWnEImdNb-QNkZ7nE7NIfHvjCe9xfG0Wm7k6ZA/s1600/2012-aug-05+026.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em; text-align: center;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiO-NFVhqgPgtiP0P80mPP9_vRYWEcZig-DMhAVBy1MVPUzJJf9wbJ0Qoh78L1xXRsup5eM9IO7MbaXPrbs4HVJUJDhlvpssabprEdbDWnEImdNb-QNkZ7nE7NIfHvjCe9xfG0Wm7k6ZA/s320/2012-aug-05+026.JPG" width="320" /></a><br />
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Y he recibido tambien el regalo de Simona, precioso- Muchas gracias Simona. -Acabo de volver de mis vacaciones y tengo que organizarme, pronto pondré la foto<br />
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<br />Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com5tag:blogger.com,1999:blog-1346256621348262366.post-43329549149531301542012-08-13T21:00:00.001+01:002012-08-13T21:00:23.301+01:00Ya hay ganadora- The winner isnº 30 Mati<br />
Mati,mándame tu dirección para enviarte el regalito<br />
Y si alguien sabe como poner en la entrada el "true random number genererator", que por favor me lo cuente, soy incapaz de hacerlo.Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com16tag:blogger.com,1999:blog-1346256621348262366.post-7969374979543179622012-08-12T21:45:00.001+01:002012-08-12T21:45:19.175+01:00Queda más o menos un día para cerrar la lista de participantes en el sorteoYa digo, domingo 12 de agosto hay 274.850 visitantes; al ritmo normal de visitas, seguramente mañana por la noche-lunes 13- el contador marcará 275.000, y realizaré el sorteo. Cualquier visitante puede participar, tenga o no tenga blog; si tienes blog y pones el anuncio del sorteo, en lugar de un solo número te adjudicaré dos. ültimas horas....Suerte a todasAnonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com3tag:blogger.com,1999:blog-1346256621348262366.post-22485687218404957682012-08-09T00:21:00.002+01:002012-08-12T11:51:46.830+01:00Give away-Sorteo ¿Que flores prefieres?Bueno,bueno...este blog se acerca a las 275.000 visitas y a los doscientos seguidores, así que he pensado sumarme a la moda de los sorteos y proponeros participar.<br />
El premio está abierto, queda a vuestra elección. Para ganarlo dejad un comentario en este post y os iré adjudicando un número, según los publique. En el comentario decidme que flor os gustaría recibir en caso de ser la persona ganadora<br />
El día que el blog llegue a las 275.000 visitas cerraré la lista y realizaré el sorteo con uno de esos "sorteadores" automáticos.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiPDUpQ0F_R7pwvn9CJGhg1IWCUcyOrPWmihbICbhwUQGFZRmTETr4ntUyP0siMzjM36JaKX-LoaSSdQ1JUrCUb9KWYZeCXRVD5ZZfGVzicqYq3WZtaKcJM7yOnq4MrIO5tz-duNfhQ-0/s1600/100_2506.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="187" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiPDUpQ0F_R7pwvn9CJGhg1IWCUcyOrPWmihbICbhwUQGFZRmTETr4ntUyP0siMzjM36JaKX-LoaSSdQ1JUrCUb9KWYZeCXRVD5ZZfGVzicqYq3WZtaKcJM7yOnq4MrIO5tz-duNfhQ-0/s200/100_2506.JPG" width="200" /></a>LEED EL POST HASTA EL FINAL</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGhyphenhyphenOzU9mxbBbrVeAP3YXO1efyd_BjHPBq8DGTF2R7Q7WeBxNh-Ub1b9S01mR9AJEFrfGyk2_Lkwd8N2zpmQ8-jktxb9Gy6amu6PRDU1fpyE6ZVLPYTS-8VNdlN6mbAMG548npaAuzang/s1600/100_2510.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIyzYBiabt88ENbg_w4qWgvgecPP4OoezR8iwZiTCT0Wl53dtBUQWpg50x2T-1olH2nzauCpvd6TGVuLuDGvKDBgE2Z6D_Seii7ukUjlUoptbIOjjBhIOVaWndc9Cdg06kuNyDhD_4R00/s1600/100_2512.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIyzYBiabt88ENbg_w4qWgvgecPP4OoezR8iwZiTCT0Wl53dtBUQWpg50x2T-1olH2nzauCpvd6TGVuLuDGvKDBgE2Z6D_Seii7ukUjlUoptbIOjjBhIOVaWndc9Cdg06kuNyDhD_4R00/s200/100_2512.JPG" width="175" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGhyphenhyphenOzU9mxbBbrVeAP3YXO1efyd_BjHPBq8DGTF2R7Q7WeBxNh-Ub1b9S01mR9AJEFrfGyk2_Lkwd8N2zpmQ8-jktxb9Gy6amu6PRDU1fpyE6ZVLPYTS-8VNdlN6mbAMG548npaAuzang/s1600/100_2510.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGhyphenhyphenOzU9mxbBbrVeAP3YXO1efyd_BjHPBq8DGTF2R7Q7WeBxNh-Ub1b9S01mR9AJEFrfGyk2_Lkwd8N2zpmQ8-jktxb9Gy6amu6PRDU1fpyE6ZVLPYTS-8VNdlN6mbAMG548npaAuzang/s200/100_2510.JPG" width="175" /></a>Las fotos son solo una muestra de algunas de mis flores y plantas; podeis elegir entre las muchas que he publicado aquí o en mi tienda Etsy LA PLANTA O FLOR O RAMO que mas os guste<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ROyrEvp8Q840JGC9zhX3hpRLsiwZe0zwOkfSHzLtQsuxMAtAPFXTIsOVel3LJcxR6-LdLqAtvmh4InylSIDO6MCG7qcco_CQQmI1Kn1-y4Eani9S03tapmwgBL8onxJX9aPiRje9dDU/s1600/100_2386.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="141" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7ROyrEvp8Q840JGC9zhX3hpRLsiwZe0zwOkfSHzLtQsuxMAtAPFXTIsOVel3LJcxR6-LdLqAtvmh4InylSIDO6MCG7qcco_CQQmI1Kn1-y4Eani9S03tapmwgBL8onxJX9aPiRje9dDU/s200/100_2386.JPG" width="200" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHzQXrPetKEMsEyTrvtALC62OWLmqg5z9SPYWon4VUgm-hBRVPg8FlsSfZWTb6vBoRmcy8JUkQ_rvoIldeHJdR36YM44qL1B4GLRb_W5omEMFh0xsUjW4suKMR83UDjirA4Tr6Gz1pzCI/s1600/100_2518.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHzQXrPetKEMsEyTrvtALC62OWLmqg5z9SPYWon4VUgm-hBRVPg8FlsSfZWTb6vBoRmcy8JUkQ_rvoIldeHJdR36YM44qL1B4GLRb_W5omEMFh0xsUjW4suKMR83UDjirA4Tr6Gz1pzCI/s200/100_2518.JPG" width="163" /></a><br />
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Si quereis publicar un enlace al sorteo en vuestro blog,hacedlo y decídmelo y tendreis otro número más<br />
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OS ACLARO: podeis elegir CUALQUIERA de las flores que he hecho hasta ahora, no solo las de las fotos de este post<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEq4knoXeV1S47UehDdkMU8XvUZYWTqPfnvMCBKQ7QBDwcSZJa0UxJHH7IX2TVkz-xEa8n6DJE841cYop8sNxkrGoJsa83jrU18uzJvd-gexqsbJG63Q8y2_D2jb4U75786WhOtj6Nins/s1600/100_2474.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEq4knoXeV1S47UehDdkMU8XvUZYWTqPfnvMCBKQ7QBDwcSZJa0UxJHH7IX2TVkz-xEa8n6DJE841cYop8sNxkrGoJsa83jrU18uzJvd-gexqsbJG63Q8y2_D2jb4U75786WhOtj6Nins/s200/100_2474.JPG" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaaFFu8JLkoVvTQ47liRNNHAcYk4UjAevKzjJI9t06X_fmCtbLhNPcl_eZKldwVhss4ubvuDSKXQpkolGjq6N-w5VLbf36ty0A6fkFcMGP3wNCJ-1-CGeuZYmn9Fr1-mZ2XWghBW7Ko6g/s1600/100_2516.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaaFFu8JLkoVvTQ47liRNNHAcYk4UjAevKzjJI9t06X_fmCtbLhNPcl_eZKldwVhss4ubvuDSKXQpkolGjq6N-w5VLbf36ty0A6fkFcMGP3wNCJ-1-CGeuZYmn9Fr1-mZ2XWghBW7Ko6g/s200/100_2516.JPG" width="145" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3goUk_bjbzdqY6zdf7JvbfLwx7zAJSrWPUW9-qvRRB5x8ONfRcPwgbH0uZNJdpRDVDX4XSIHRuIBPGkD9eFfAzzECaazfVtdq-Ll2wqDaR1tcWeAcoQIV4XT6RHmi-SeFIdjNxt1I-NA/s1600/100_2479.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3goUk_bjbzdqY6zdf7JvbfLwx7zAJSrWPUW9-qvRRB5x8ONfRcPwgbH0uZNJdpRDVDX4XSIHRuIBPGkD9eFfAzzECaazfVtdq-Ll2wqDaR1tcWeAcoQIV4XT6RHmi-SeFIdjNxt1I-NA/s200/100_2479.JPG" width="200" /></a> YOU CAN CHOOSE ANY PLANT, FLOWER, ARRANGEMENT . Read, please , my old and new post and select your favorite one, not only one of this pictures. <br />
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En la barra lateral pongo la lista de participantes. Según lleguen los comentarios os adjudico el número. Las que teneis dos números -por publicar el concurso en vuestro blog- vereis que no son consecutivos. Os asigno el primer número por orden de recepcion a todos los comentarios recibidos y despues vuelvo a dar número a las que habeis puesto el enlace,para que no sean consecutivos- Si habeis puesto el enlace en vuestro blog y solo os he dado un número, ESCRIBIDME y os doy otro número.Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com44tag:blogger.com,1999:blog-1346256621348262366.post-52008111046965749022012-07-10T11:20:00.001+01:002012-07-10T11:20:06.850+01:00Sorteo de Kaisa<div class="separator" style="clear: both; text-align: center;">
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<a href="http://dollhousemansion.blogspot.com.es/2012/06/its-giveaway-time.html">Kaisa</a> sortea este arca de Noé. Me encantan los trabajos de Kaisa, tengo algunos de sus juguetes y don una genialidad.<br />
Apuntaros al sorteo, y si además de seguir <a href="http://dollhousemansion.blogspot.com.es/2012/06/its-giveaway-time.html">el blog</a> sguis su facebock y poneis el enlace en vuestro blog, triple oportunidadAnonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com0tag:blogger.com,1999:blog-1346256621348262366.post-79324379379711533942012-05-25T02:29:00.002+01:002012-05-25T02:30:47.354+01:00Flores de nuevo<div class="separator" style="clear: both; text-align: center;">
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Lilas en una jarra "antigua"</div>
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más lilas, esta vez en jarrón</div>
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iris</div>
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unas roosas</div>
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margaritas muuuuuy pequeñitas</div>
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y unas hortensias, ahora con una tecnica diferente a la que solía usar</div>
<br />Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com21tag:blogger.com,1999:blog-1346256621348262366.post-50398971042836015302012-05-03T11:57:00.000+01:002012-05-03T11:57:40.956+01:00detalle de algunas de las plantitas<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCULxbppz6QGFkMZu_gcjU1mWgvB5bsOOndDj1tZLjlQdlrqYrDJFQSWUWTsdRfsMTizHJxZdV36ReCTY9LeSLmbsFEr8LM0McLOfZXQKIyGAwIYJC8zIrK-NPJjHriRGcWpTFUG9RMFc/s1600/100_2074.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCULxbppz6QGFkMZu_gcjU1mWgvB5bsOOndDj1tZLjlQdlrqYrDJFQSWUWTsdRfsMTizHJxZdV36ReCTY9LeSLmbsFEr8LM0McLOfZXQKIyGAwIYJC8zIrK-NPJjHriRGcWpTFUG9RMFc/s320/100_2074.JPG" width="305" /></a></div>
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<br />Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com12tag:blogger.com,1999:blog-1346256621348262366.post-79182098735514995622012-04-28T21:35:00.000+01:002012-05-03T11:50:38.790+01:00Jardin en primavera<div class="separator" style="clear: both; text-align: center;">
Hace mucho tiempo que no actualizaba el blog. Pido disculpas,pero la verdad es que he estado muy atareada. Os dejo unas cuantas fotos de plantitas en un jardin,están todas en mi tienda Etsy (click en el enlace a la derecha de la página para ir a ella)</div>
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<br />Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com3tag:blogger.com,1999:blog-1346256621348262366.post-51655407990372820642012-03-10T22:22:00.000+00:002012-03-10T22:22:09.904+00:00La casa en la exposición<div class="separator" style="clear: both; text-align: center;">
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Allá voy de nuevo¡ Fotos de la casa Frisoni en la exposición de las Arenas- Me olvidé de hacer las fotos al terminar de montarla y antes de que cerraran la vitrina; Anyi hizo estas fotos( gracias¡¡¡¡) y yo las he editado para eliminar un poco los reflejos<br />
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Las plantas de las ventanas y balcones son mías, claro<br />
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La parte de atrás de la casa-La hice abierta atrás, al estilo americano. Ya he decidido que en cuuanto la retire de la exposición necesita algunas reformas: moveré el tabique entre la cocina y la entrada, dejando en la entrada un espacio mínimo y agrandando la cocina que me ha quedado muy pequeña. Tambien quiero cambiar el tabique entre el baño y el dormitorio principal, suprimiré el hueco de la escalera y agrandaré el baño<br />
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En el comedor puse muchos detalles de intercambios y compras a muchas miniaturistas: las uvas sobre la mesa son de Eve ( Afterdark), así como la cesta de pan en la cocina. En la mesa del comedor un tarro de mermelada y una gallina de pascua de Peiwen (Oiseau de Nimes), pan y sandwichwes de Amanda Speakman, un reloj antiguo de miniaturesrosegarden y cristal de varios artesanos. la balanza antigua la monté y pinté a partir de un kit de Phoenix- Al lado de la cesta de pan hay una lata de atún abierta, de un intercambio con Teruka No se si se ve bien en el centro del salón la mesita con un scrabble que me mandó Kaisa (something tiny) desde Finlandia: tablero, libro de instrucciones, fichas con letras, dos soportes, bolsitas con más fichas...Increible el trabajo de Kaisa<br />
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La alacena lleva puerta de tela metálica, aunque no se ve muy bien, la cocina la hice más o menos sobre las instrucciones de Lea Frisoni y al lado una bandeja de chuletas de Amanda Speakman que son alucinantemente realistas, Las botellas las rellené con resina coloreada y les hice tapones de fimo<br />
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En el dormitorio principal hay un montón de detalles de gente como Cockerina (la camisa de hombre en su caja y un libro), de Marlies minis el camisón colgado en el ropero, el corsé en la silla, la caja con el corsé sobre la cama,.Hay un montón de bolsitas preciosas con el nombre Minisdecris que me mandó Gillian (make it small) y un sombrero azul de Missamelia<br />
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En el baño cajitas, caja de velas, frasco de sales, saquitos de aromas de Gillian. El cesto donde están las flores me lo mandó Kaisa<br />
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El libro de la mesilla en primer plano es de Cockerina, así como la camisa de etiqueta. En la otra mesilla, un jarrón de cerámica art deco de Mostly art las lámparas las hice con abalorios de plata, lástima que no se puedan ver encendidas, quedan bonitas<br />
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La cama de día del cuarto de la niña es otro intercambio con Kaisa, el vestidito de Txaro y los zapatitos azules de Teruka. Gillian me mandó un banner (no se muy bien como se llama) hecho con banderolas de tela de colores variados; Lo colgué en el cuarto de la niña sobre la cama y en la pared de enfrente. En la mesa de la niña otro juego de mesa de Kaisa, con dados y fichas minúsculos<br />
En la salita despacho hay una mochila y una manta enrollada que tambien me hizo Kaisa, otro jarrón de Mostly art, la cesta de jardineria, regadera, guantes de Cockerina Y las plantas mías, claro-<br />
La alfombra en tonos verdes es de Miniaturesrosegarden, de otro intercambio y los cojines verdes de GillianEl arcón de piel verde me lo hizo mi hermana Arancha hace tiempo<br />
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Espero que os haya gustado mi casa "Frisoni".Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com8tag:blogger.com,1999:blog-1346256621348262366.post-89366456771619215002012-03-10T20:51:00.001+00:002012-03-10T20:51:01.773+00:00Bienvenidos los nuevos seguidores de mi blog, y mil gracias por vuestra visitaAnonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com0tag:blogger.com,1999:blog-1346256621348262366.post-31848378210955908002012-02-29T15:10:00.002+00:002012-02-29T17:47:40.446+00:00Salón-_muy eclectico, cierto, pero agradable<div class="separator" style="clear: both; text-align: center;">
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Pues este salón , que ya presenté en otro post, es una de las escenas que llevaré a la exposición de casitas en el centro comercial Las Arenas. Si estais por la isla de Gran Canaria a partir del sábado, en vivo y en directo. Para los que les quede lejos, las fotos.<br />
Esta vez no he tenido que usar el flahs y los colores mejoran bastante<br />
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Como la caja no quedó muy allá en el exterior, le añadí el marco, foro de papel verde y unas hojas. Me gusta el efecto, aunque confieso que en buena medida lo hice para disimular los ingletes de las esquinas que son una cuestión pendiente. Odio los ingletes en las molduras¡¡¡ Me vuelven loca los relieves y como encajarlos, así que pedí ayuda a mi santo esposo<br />
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Los cuadros han mjorado con un tablero detrás, añadí un gran ramo de flores, que tambien le hacía falta, una cubitera con hielo y pinzas y uno de los "Precious Gift" de Peiwen<a href="http://oiseaudenim.blogspot.com/"> (oiseau de nimes</a>): surtido de macaron, champagne...de Ladurée, tan en boga en las miniaturas<br />
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Otro plano de la mesita-bar. Las copas son de Glasscraft.UK. Faltan algunas botellas que encargué y aún no han llegado. El decantador y la copita en la mesa son de Gerd Felka. En la hornacina, un par de figuritas de buda un cántaro de cobre y dos libros en piel que hizo mi hermana Arancha: dos de nuestros favoritos de siempre, Kipling y Julio Verne (en dorado en la cubierta y el lomo). La alfombra también expliqué ya que vino del Kiziristán (Kipling de nuevo), en forma de chaleco<br />
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Un plano de la caja Ladurée de Peiwen y el gato que es goloso (no se a quien le compré el gato, lo siento)<br />
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En la hornacina, un raro ejemplar del<a href="http://nuestrasminis.blogspot.com/"> Necronomicon Gamonalensis</a>, peligroso libro que hay que mirar con lupa (de Lourdes Areal) Debajo el jarrón rojo, una preciosidad de Gerd Felka que compré hace un montón de años en una feria<br />
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Y no me resisto a enseñar de nuevo la "porcelana" que pintó mi hermana Arancha hace un montón de años.Lástima que la base (platos, etc) la hicimos con porcelana fría y es bastante regular, pero el detalle de la pintura es de verdad asombroso. Debería dedicarse a pintar en mini<br />
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Los cuadros son imprimibles pegados a tableros. Ya me gustaría tenerlos en mi casa...en la chimenea "dos dromedarios y un burro" de Paul Klee, en la paredde la vitrina dos cuadros de Rothko y sobre el ramo unas láminas de arquitectura.<br />
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Y hasta aquí llegamos hoy. Estoy bastante satisfecha con el resultado, así que espero que tambien a vosotros os guste. Gracias por leerme<br />
<br /></div>Anonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com2tag:blogger.com,1999:blog-1346256621348262366.post-4665606043661996502012-02-26T19:23:00.000+00:002012-03-10T20:53:11.619+00:00la casa estilo Lea al detalle<br />
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Cuando decidí empezar esta casa me había aprendido casi de memoria el libro de Lea Frisoni. He utilizado muchos de sus trucos y técnicas Por supuesto que es evidente la gran deuda que tengo con las enseñanzas de Lea, aunque he intentado darle mi propio toque-<br />
Corté la estructura en contrachapado de 5 mms, un poco fino pero va a ir recubierto en el exterior con masilla y en el interior con cartón pluma, así que quedará reforzado y bastante ligera- mide sesenta cms de ancho por cuarenta y dos de fondo y cada piso tiene 25 de altura. Quise darle una gran altura a los techos, al estilo de las viejas casonas<br />
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Decidí ir trabajando cada piso con la comodidad de tener el espacio abierto. Preparé patrones de las paredes del salón y trabajé fuera de la casa, sobre la mesa, la parte de molduras, columnas...las columnas están hechas de cartón pluma, y para las molduras usé listones de madera de diferentes anchos y grosores, La chimenea es una pieza de resina que compré hace un montón de años<br />
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Esta imágen está tomada desde la puerta de entrada. El hueco al fondo llevará una puerta acristalada que da a la cocina- Las escaleras las hice utilizando un kit comercial. Si observais el espacio, serían unas escaleras muy incómodas, pero me permití la licencia para no dedicar más espacio a la entrada. en próximas fotos vereis el mobiliario -una mesita media luna en madera , un espejo dorado viejo, alguna planta verde y un perchero que tengo de un intercambio con Eva Perendreu y que creo que le va a ir perfecto<br />
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El suelo del salón comedor está hecho con listones de madera tintados en roble oscuro y después encerados y abrillantados. No quise barnizar brillante, prefiero el "satinado" que le da la cera-<br />
Una vez terminado el interior del piso bajo , pintura y relleno de huecos incluido, pinte de blanco el techo y coloqué el siguiente piso<br />
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Aquí la fachada ya está envejecida y desgastada (comparandola con la que fotografié en el video del post anterior) Le añadí relieves y columnas hechos con cartón pluma, adornos en escayola, resina...materiales variados realizados en moldes de silicona de dos componentes. Sobre todo ello di una capa de aguaplast ligera, pinté en blanco y a continuación envejecí, ensucié, patiné...<br />
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Las rejas de las ventanas son de plástico pintadas en color oxido y sobre este negro mate de forma irregualar. Los cristales de las ventanas están tratados con cola transparente aplicada con toques de dedos para darles el aspecto de cristales esmerilados<br />
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Aquí se aprecia mejor el esmerilado de los cristales y el toque desgastado y envejecido de la fachada<br />
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La puerta lleva su cerradura y picaporte, por supuesto<br />
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Aunque la foto es mmala se puede apreciar la distribución interior, abajo la entrada, cocina y salón comedor; en el primer piso un gran dormitorio y un baño algo pequeño- Creo que falsearé el espacio para le escalera y convertiré todo el hueco en baño,Arriba en la buhardilla irá otro dormitorio, este para una niña y un despacho-taller de la mamáEl suelo del primer piso está hecho con plancha de poliestireno (¿Es el nombre para el corcho blanco ? no estoy muy segura) y también los tabiques divisorios, Se corta de maravilla para encajar puertas, no pesa nada pero a cambio es una lata para pintarlo...Nada es perfecto¡<br />
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Vista del salón. Las ventanas tienen su cierre correspondiente, hecho con listón fino y cuentas de bisutería todo pintado en dorado viejo. Para tapizar utilicé cuadraditos (charme) combinados de los que se usan para patchwork, un algodón muy agradable para trabajarEn el sofá dos cojines regalo de intercambio de Gillian(<a href="http://makeitsmall.blogspot.com/2012/02/kaisas-birthday-swap-rosella.html">Make it Small</a>), y al fondo una cesta para plantas de un intercambio con Kaisa (<a href="http://dollhousemansion.blogspot.com/">Something Tiny</a>) Aún tengo que añadir mas detalles - la lampara la pinté en crema y raspé después algunas zonas que dejan ver el dorado original, le añadí hojitas de roble en dorado viejo<br />
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El dormitorioprincipal lleva moqueta gris claro (se notan bastante las uniones al fondo, a ver como lo resuelvo) Los muebles están pintados en azul muy clarito-más pálido que el color que aparece en la foto-, y después raspados en algunos bordes y patinados para darles aspecto envejecido. Aún falta bastante, claro<br />
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Aquí se aprecia el suelo de corcho blanco<br />
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Fachada en sus inicios, antes del "envejecido"<br />
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El comedor, unido al salón y a la cocina. Los muebles son tambien comerciales, convenientemente tapizados y patinados<br />
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La cocina a la que le falta bastante. entre el mueble azul y la pared se observa el hueco que comunica con el comedor. Para la cocina usé como modelo , una vez más, la de Lea-quiero añadir un par de muebles bajos, una campana y en la pared lateral a la derecha, un fregadero y sus muebles .En construcción, claro<br />
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Otra vista del comedor con el salon al fondo. Faltan todos los detalles, claro<br />
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Vista de la lampara del salon , (y vista de los huecos a rellenar, ummmm)<br />
Bueno, por el momento suficiente, ¿verdad? Ya iré añadiendo fotos<br />
y por cierto, UNA CARIÑOSA BIENVENIDA A TODOS LOS NUEVOS SEGUIDORES DE ESTE BLOG. Gracias, porque el saber que alguien lee estas historias es lo que hace que siga escribiendolas y mostrando mis trabajos. De momento ya son más de 250.000 visitas, que se dice pronto. Gracias a todos por vuestras visitas y comentariosAnonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com6tag:blogger.com,1999:blog-1346256621348262366.post-45846650211942290932012-02-05T22:37:00.002+00:002012-02-05T22:37:45.969+00:00y la nueva casa<div class="separator" style="clear: both; text-align: center;">
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Espero terminarla a tiempo.<br />
He tomado muchas ideas del libro de Lea Frisoni, tanto para encastrar las ventanas como para las paredes, el exterior... La fachada será de un gris azulado muy pálido y debidamente envejecido y desgastado, las ventanas no tienen el azul tan brillante que se ve en algunas de las fotos, es un azul más grisáceo, el color más cercano es el que aparece en las fotos del exterior.<br />
las medidas son 60 por 40 de fondo y de alto cuando añada la buhardilla serán unos 80 cms..<br />
Falta aún mucho trabajo, pero en ello estoyAnonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com3tag:blogger.com,1999:blog-1346256621348262366.post-41355138629786660992012-02-05T21:44:00.001+00:002012-02-05T21:44:41.235+00:00salón<div class="separator" style="clear: both; text-align: center;">
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Hace ya tiempo que empecé con este salón, primero iba a ser una escena, luego empecé a construir una casa a su alrededor, pero quedaba tan enorme que tuve que desistir y volvió a ser escena (mide 50*30*30) construí las hornacinas y la chimenea, el suelo de madera, las mesitas auxiliares y la alfombra y los cojines (la tela de la alfombra y cojines viene de un antiguo chaleco que me regaló mi hermano, yo digo que lo trajo del Kiziristán, donde Sean connery fue el hombre que pudo reinar) El resto de muebles , figuritas, budas de jade y de metal, son comprados. En la vitrina hay una colección de piezas pintadas por mi hermana que a mi me encantanAnonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com0tag:blogger.com,1999:blog-1346256621348262366.post-53857981437235729242011-12-27T16:48:00.002+00:002011-12-27T16:48:59.594+00:00Swap internacional<div class="separator" style="clear: both; text-align: center;">
<span style="text-align: -webkit-auto;">Un año más</span><a href="http://leminisdicockerina.blogspot.com/2011/12/christmas-swap-2011-le-foto-dei.html" style="text-align: -webkit-auto;"> Cockerina </a><span style="text-align: -webkit-auto;"> organizó el Swap internacional de navidad. Clikando el nombre podeis ver en su blog los regalos de las participantes. Yo voy a poner nada más que dos fotos, lo que recibí de Phred y lo que envié a María</span>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimt_ckzLn_Dl7pI0jPGi0wDjSTcWDP1sRKeZXWzrQdb4JnLLKm5A4DljNFDAcbjSlf8u2vWLDegnJB1mgWbBXK_yVbL7Jj9O87dKzEjV0o8mWVXqcHDZJBoSZuPgOnRCkQl_Iq-fbl6P4/s1600/22+PHRED.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEimt_ckzLn_Dl7pI0jPGi0wDjSTcWDP1sRKeZXWzrQdb4JnLLKm5A4DljNFDAcbjSlf8u2vWLDegnJB1mgWbBXK_yVbL7Jj9O87dKzEjV0o8mWVXqcHDZJBoSZuPgOnRCkQl_Iq-fbl6P4/s320/22+PHRED.jpg" width="320" /></a></div>
en la primera los regalos de Phred para mí: una preciosa caja decorada y dentro adornos navideños hechos con porcelana fría; en la foto no se aprecia la absoluta delicadeza de las hojitas de la corona, los perfectos y mínimos adornos delas guirnaldas, y sobre todo un delicioso olor a canela y genjibre. de verdad que el trabajo dePhred es espectacular. me encantó; gracias de nuevo Phred<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhweSIFSS-OXERHOWyg7iQGk4yAzWlbmdKkwzEvuNMtYFkQ79fPuGcPJDy32t6w_q6wiY1j8G52rAXhDSRk0HPatMSdn-RGvFHn4TA2StivRMrrRYWL_pn1v0vNzyXwyqVIN8YAgeUrWr4/s1600/23+CRISTINA+DIEGO.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhweSIFSS-OXERHOWyg7iQGk4yAzWlbmdKkwzEvuNMtYFkQ79fPuGcPJDy32t6w_q6wiY1j8G52rAXhDSRk0HPatMSdn-RGvFHn4TA2StivRMrrRYWL_pn1v0vNzyXwyqVIN8YAgeUrWr4/s320/23+CRISTINA+DIEGO.JPG" width="308" /></a></div>
Esta segunda foto son los regalos que yo le envié a Maria, un árbol de navidad iluminado y decorado con bolas rojas, lazos verdes y tiras doradas; un ramillete de flores y un platito con golosinas: piruletas rojas en forma de corazón, bastones de caramelo y regaliz multicolor. Espero que lo disfrutes y te guste, María<br />
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QUIERO ADEMÁS DAR LA BIENVENIDA A TODAS LAS NUEVAS SEGUIDORAS DE ESTE BLOG- GRACIAS POR SEGUIRLO, Y ESPERO QUE LO DISFRUTEISAnonymoushttp://www.blogger.com/profile/09543506902618973957noreply@blogger.com5