tag:blogger.com,1999:blog-79105205174303050692024-03-13T04:51:25.345+01:00Creaciones y artecreacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.comBlogger15125tag:blogger.com,1999:blog-7910520517430305069.post-38857441670049864552020-09-06T08:42:00.002+02:002020-09-06T08:42:56.532+02:00<p></p><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen="" class="BLOG_video_class" height="266" src="https://www.youtube.com/embed/cGj3C5fZQ1s" width="320" youtube-src-id="cGj3C5fZQ1s"></iframe></div><br /><!--[if gte mso 9]><xml>
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</p><p class="MsoNoSpacing"><span lang="ES-TRAD" style="color: red;">A ver chic@s hoy os
vengo a pedir que le deis un like a este maravilloso trabajo de
@cristinaradovan<span style="mso-spacerun: yes;"> </span>para que pueda llegar a
la final del concurso organizado por la marca stamperia. Además si compartes
este video en tus redes entrareis en el sorteo de una pizza box repleta con un
montón de productos para manualidades de la marca stamperia .</span></p>
<p class="MsoNoSpacing"><span lang="ES-TRAD" style="color: red;">Así que ya sabes
además de ayudar a Cristina a llegar a la final tú también podrás llevarte un
pequeño regalo si tienes suerte. GRACIAS DE ANTEMANO y comparte con tus grupos,
familia, amigos, etc.<span style="mso-spacerun: yes;"> </span></span></p>
<p> </p>creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com0tag:blogger.com,1999:blog-7910520517430305069.post-65167557494121000242016-02-13T10:06:00.000+01:002016-02-13T10:06:08.049+01:00Nuevos papeles Italianos<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNoSpacing">
<span style="mso-ansi-language: ES;">Hola, hoy os
informamos que acaban de llegar a nuestra tienda una bonita colección de
papeles Italianos ideales para trabajos de scrap y cartonaje. Los tenemos
disponibles en tres tamaños distintos:</span></div>
<div class="MsoNoSpacing">
<span style="mso-ansi-language: ES;">100 x 70 cm </span></div>
<div class="MsoNoSpacing">
<span style="mso-ansi-language: ES;">70 x 50 cm.</span></div>
<div class="MsoNoSpacing">
<span style="mso-ansi-language: ES;">50 x 35 cm</span></div>
<div class="MsoNoSpacing">
<span style="mso-ansi-language: ES;">La mayoría de estos
papeles vienen con detalles en dorado (que no se aprecian en las fotos), que
dan al mismo una gran elegancia y distinción, siendo ideales para trabajos en
los que queramos añadir un toque de glamour.</span></div>
<div class="MsoNoSpacing">
<span style="mso-ansi-language: ES;">Los podréis encontrar
a través de nuestra tienda on-line pinchando en el siguiente enlace:</span></div>
<div class="MsoNoSpacing">
<span style="mso-ansi-language: ES;"><a href="http://www.creacionesyarte.es/76-papel-cartonaje-y-papel-italiano">http://www.creacionesyarte.es/76-papel-cartonaje-y-papel-italiano</a></span></div>
<div class="MsoNoSpacing">
<span style="mso-ansi-language: ES;">A continuación os
ponemos las fotos de algunos de los modelos <span style="mso-spacerun: yes;"> </span></span></div>
<div class="separator" style="clear: both; text-align: center;">
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creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com0Calle Concha Espina, 28, 18007 Granada, Granada, España37.1576095 -3.601863299999990911.635575 -44.91045729999999 62.679643999999996 37.706730700000008tag:blogger.com,1999:blog-7910520517430305069.post-70383897821889950262016-01-20T18:41:00.000+01:002016-01-20T18:41:07.844+01:00Como hacer nuestros propios sobres <!--[if gte mso 9]><xml>
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<span lang="ES-TRAD">Hola, hoy después de estar algún tiempo
ausentes os vamos a dejar un video de como fabricarnos nuestros propios sobres
que podremos usar para todo aquello que queramos (felicitar a alguien, sobre de
bodas, mandar una carta muy original etc.) </span></div>
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<span style="mso-ansi-language: ES;">Para todo ello podrás
usar papeles de scrap de 12 “ x 12 “ (30,5 x 30,5 cm). </span></div>
<div class="MsoNormal">
<span lang="ES-TRAD">Esperamos que te haya
gustado el vídeo y como siempre te recordamos que podras encontrar los materiales
en nuestra tienda on-line: <a href="http://www.creacionesyarte.es/">http://www.creacionesyarte.es/</a></span></div>
<br />
creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com0tag:blogger.com,1999:blog-7910520517430305069.post-35199945576428783822015-04-12T19:48:00.000+02:002015-04-12T19:53:02.745+02:00Como hacer moldes flexibles caserosHola hoy os vamos a dejar un vídeo de como hacer moldes de manera sencilla que podremos utilizar para nuestros trabajos con fimo.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<br /><iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/ZlQiIk8y4A0/0.jpg" src="http://www.youtube.com/embed/ZlQiIk8y4A0?feature=player_embedded" frameborder="0" allowfullscreen></iframe></div>
<div style="text-align: center;">
<br /></div>
Os recordamos que podrás encontrar a buen precio las pastillas de Fimo en nuestra tienda: <a href="http://www.creacionesyarte.es/" target="_blank">creacionesyarte.es </a> creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com0tag:blogger.com,1999:blog-7910520517430305069.post-33784464149488449022015-03-01T12:10:00.000+01:002015-03-01T12:13:49.215+01:00Soutache definición y tutorialHoy os dejamos un tutorial de una técnica que poco a poco se esta
poniendo de moda, esta se trata del soutache palabra francesa que
denomina un tipo de adorno hecho con cordón . <br />
<br />
<div style="text-align: justify;">
Y es que el soutache es un cordón con forma de espiga trenzada, que se empleaba en Francia
desde mediados del siglo XVIII en la decoración de trajes de época, así
como de uniformes. Otra palabra para el soutache
es el galón, que es también francés y viene a partir del siglo XVI. Se
deriva de gallonner y significa embellecer o adornar con el cordón.<br />
Hoy día lo podemos ver en trajes de
novia, decorando velos , en trajes de alta costura, en uniformes,
trajes de mariachi etc.. pero lo mas sorprendente es pensar que un
simple cordoncillo trenzado combinado con abalorios puedan crear una
joya de bisutería totalmente artesanal, cuyo secreto esta en el gusto
de cada persona al combinar colores, piedras, perlas ...en una
perfecta simetría y unidos con puntadas invisibles al ojo.</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8IQjeohdQZ19gTy22odPkhNPwL7sr8xZtp69PwVDyOhzVbQtheImWqCugFgNlqDx5smJqGrTqfM91tzjFdrBm5Sc2BxhVjJhBSuTPFFjNNaPPvliryuufkYGKM89jUqk4-bP_S_xkPist/s1600/pulsera-soutache.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8IQjeohdQZ19gTy22odPkhNPwL7sr8xZtp69PwVDyOhzVbQtheImWqCugFgNlqDx5smJqGrTqfM91tzjFdrBm5Sc2BxhVjJhBSuTPFFjNNaPPvliryuufkYGKM89jUqk4-bP_S_xkPist/s1600/pulsera-soutache.jpg" height="300" width="400" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
Aquí os dejo un vídeo muy facilito de como hacer estos bonitos pendientes.<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen="" class="YOUTUBE-iframe-video" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/EGB6HyzViWY/0.jpg" frameborder="0" height="266" src="http://www.youtube.com/embed/EGB6HyzViWY?feature=player_embedded" width="320"></iframe></div>
<br />
Os informamos que hemos traído a nuestra tienda <a href="http://www.creacionesyarte.es/abalorios-y-bisuteria/105-soutache.html?search_query=soutache&results=1">creacionesyarte.es</a> una colección de mas de
20 colores, a un precio inmejorable, para la realización de esta bonita
técnica. creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com0tag:blogger.com,1999:blog-7910520517430305069.post-5165710614120190022015-02-22T20:21:00.001+01:002015-02-22T20:25:02.345+01:00Pulsera shambala<h1 class="texto" style="font-weight: normal; text-align: center;">
<span style="font-size: medium;">"Las Pulseras Shambala estan revolucionando la moda"</span></h1>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho5uv1BuWahsK37IWO7BPFDQE0UH8woh2zj3YiXBYOlhyphenhyphenzJuY75Zfau-4HfXXwknKFhyYOA6LvqaF-SCs3-pBC2mm8RWrl2JsNpoaBoDzr0JMGPnbtcQmkOPOL3jmRjC65L_JBI1TO32Hd/s1600/pulseras-shambala-para-el-bienestar3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho5uv1BuWahsK37IWO7BPFDQE0UH8woh2zj3YiXBYOlhyphenhyphenzJuY75Zfau-4HfXXwknKFhyYOA6LvqaF-SCs3-pBC2mm8RWrl2JsNpoaBoDzr0JMGPnbtcQmkOPOL3jmRjC65L_JBI1TO32Hd/s1600/pulseras-shambala-para-el-bienestar3.jpg" height="222" width="400" /> </a></div>
<div class="separator" style="clear: both; text-align: left;">
Su significado proviene del Tibet y el budismo. Antiguamente los textos
de medicina tibetana hablaban de “El Reino de Shamballa”. </div>
Un reino mítico escondido que poco a poco llegó a ser visto como una
tierra pura, un fabuloso lugar, cuya realidad es visionario y espiritual
tanto como física o geográfica. Hoy en día, Shamballa es considerado
como un lugar de paz, tranquilidad y felicidad. <br />
Las Pulseras Shamballa buscan atraer y proyectar el bienestar que
trasmiten las propiedades de las piedras de las que están compuestas y
alejar las malas vibraciones.<br />
También se dice que Shambala es el chakra del dharma, que se encuentra
en el corazón de todos los seres vivos. Es el símbolo de la mente, para
completar la trinidad entre cuerpo, alma y mente.<span style="font-family: "Trebuchet MS", sans-serif; font-size: small;"> </span><br />
Estas pulseras están hechas con bolas con cristales de stras en
distintos colores y bolas de hematita anudadas con símil de cuero<br />
<div class="separator" style="clear: both; text-align: left;">
Y aqui os dejo un tutorial de como hacer la pulsera: </div>
<iframe allowfullscreen="" frameborder="0" height="315" src="https://www.youtube.com/embed/kLb3J_eHCPA" width="560"></iframe>
<br />
<div class="separator" style="clear: both; text-align: left;">
Y algunos de los famosos que las llevan. </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj57bCJPU30td1IeorLCz8S-USRLJiqQkR5Yyiwni_3xYZFafIl2XoCjd078Ra-j_NIjCC8-VJT1xEoO3sROPxjlu9sUoRtRmi3-eYN70STAFOgVhIv_gtp-TXFsPRoQ8Yg8Isxy1jCEqx9/s1600/page.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj57bCJPU30td1IeorLCz8S-USRLJiqQkR5Yyiwni_3xYZFafIl2XoCjd078Ra-j_NIjCC8-VJT1xEoO3sROPxjlu9sUoRtRmi3-eYN70STAFOgVhIv_gtp-TXFsPRoQ8Yg8Isxy1jCEqx9/s1600/page.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: left;">
</div>
<h1 class="texto" style="font-weight: normal; text-align: left;">
<span style="font-size: medium;"> </span></h1>
creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com0tag:blogger.com,1999:blog-7910520517430305069.post-7271019916142396932015-02-07T20:17:00.001+01:002015-02-07T20:17:22.159+01:00Telar Indio o Chaquira
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" width="400" /></div>
<div align="left" style="margin-bottom: 0cm;">
Hoy os presentamos como
tejer tus pulseras con un telar indio
</div>
<div align="left" style="margin-bottom: 0cm;">
Con él se pueden hacer
tejidos de abalorios en cuadrícula.</div>
<div align="left" style="margin-bottom: 0cm;">
Para tejer en el telar se
pueden usar muchos tipos de hilos. El resultado es muy</div>
<div align="left" style="margin-bottom: 0cm;">
bueno tanto con hilos
transparentes especiales para enfilado como con hilos de coser</div>
<div align="left" style="margin-bottom: 0cm;">
de colores, hilo de seda,
c-lon, fireline etc. También podemos usar hilo elástico si</div>
<div align="left" style="margin-bottom: 0cm;">
tenemos un poco más de
maña y paciencia.</div>
<div align="left" style="margin-bottom: 0cm;">
<br />
</div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><b>PROCEDIMIENTO:</b></span></div>
<div align="left" style="margin-bottom: 0cm;">
<br /></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>*
Fijamos los hilos que nos van a servir de base en el telar. Tenemos
que poner</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>un
hilo más que el número de cuentas que queramos poner en cada
vuelta. En</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: medium;"><b><span style="font-size: small;">nuestro
caso vamos a poner 8 cuentas y por tanto ponemos 9 hilos.Podemos
poner los hilos más cerca unos de otros en este caso, porque las</span></b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>cuentas
que vamos a usar son muy pequeñas. Nosotros los hemos puesto más</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>separados
para que se vean bien en la foto.</b></span></span></div>
<div align="center" style="margin-bottom: 0cm;">
<img align="bottom" border="0" height="182" name="Imagen2" 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width="400" /></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>*
Cortamos un trozo de hilo y enhebramos la aguja. Para rematar el
extremo</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>podemos
hacer un nudo sobre uno de los hilos puestos en el telar o dejar un</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>trozo
libre al final para rematarlo por entre las cuentas cuando tengamos
dos</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>o
tres filas puestas.</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>Queda
mejor rematado y se ve menos si lo metemos entre las cuentas, para</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>ello
lo pasamos de un lado a otro por entre las cuentas, volvemos por la
fila</b></span></span></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>siguiente
y repetimos haciendo una S. Podemos fijarlo poniendo un poquito</b></span></span></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>de
pegamento en el agujero de las últimas cuentas por las que pasemos
el</b></span></span></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>hilo,
pero no es necesario si hacemos la S en tres filas de cuentas con el</b></span></span></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>extremo
del hilo. El pegamento se pone cuando estemos seguros de que ya no</b></span></span></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>vamos
a pasar más hilos por esas cuentas.</b></span></span></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>*
Enfilamos las 8 cuentas de la primera fila en el hilo y pasamos el
hilo con las</b></span></span></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>cuentas
por debajo de los hilos que tenemos en el telar. Colocamos las</b></span></span></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>cuentas
como se ve en la foto ayudándonos con el dedo por debajo. Cada</b></span></span></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>cuenta
debe ocupar un hueco entre dos hilos. Al empujar con el dedo hacia</b></span></span></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>arriba
el agujero de las cuentas queda por encima de los hilos puestos en el</b></span></span></div>
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<span style="border: none; display: inline-block; padding: 0cm;"><span style="font-size: small;"><b><span style="font-family: Times New Roman;">telar.</span></b></span></span></div>
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" width="400" /></div>
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<br /></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>*
Pasamos la aguja hacia el otro lado atravesando las cuentas por la
parte de</b></span></span></div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>arriba.</b></span></span></div>
<div align="center" style="margin-bottom: 0cm;">
<img align="bottom" border="0" height="177" name="Imagen4" 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" 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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>*
Tiramos de la aguja y tensamos con cuidado.</b></span></span></div>
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<img align="bottom" border="0" height="200" name="Imagen5" 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" width="400" /> </div>
<div align="center" style="margin-bottom: 0cm;">
<br /></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>*
Repetimos el proceso desde el paso 3 hasta que tenemos la longitud
deseada.</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>Para
cada fila ponemos las cuentas en la aguja, las pasamos por debajo de
los</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>hilos,
las colocamos y subimos con el dedo y las pasamos con la aguja por</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>arriba.</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>Podéis
hacer vuestros propios diseños con un papel cuadriculado
para</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>iros
guiando o usar los patrones que vienen en revistas y libros de
abalorios.</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<br /></div>
<div align="center" style="margin-bottom: 0cm;">
<img align="bottom" border="0" height="200" name="Imagen6" 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width="400" /> </div>
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<br /></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>*
Seguimos hasta que tenemos la longitud deseada o tenemos todo el
telar</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>cubierto.
Si necesitamos una pieza más larga que la longitud del telar</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>podemos
hacerla en dos veces y unir las dos partes al final.</b></span></span></div>
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<br />
</div>
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<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>Cómo
rematar los extremos:</b></span></span></div>
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<br />
</div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>1.
Si usamos hilo elástico tenemos que coser un extremo al otro para
cerrar la</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>pulsera.
Unimos la primera cuenta de cada lado, luego pasamos a la segunda</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>y
así hasta que terminemos en la octava cuenta.</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>2.
Si usamos hilo no elástico tenemos que poner un cierre. Una
posibilidad es</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>hacer
en los extremos filas cada vez más pequeñas, en nuestro caso hemos</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>pasado
de 8 a 6 cuentas, en la siguiente fila ponemos sólo las 4 cuentas</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>centrales
y en la última dos. Cada vez menguamos una cuenta a cada lado y</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>podemos
ir rematando los hilos en los que ya no van a ir más cuentas. Los</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>hilos
que quedan al final se usan para unirlos al cierre con un nudo y una</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>punta
de pegamento o con una chafa y un tapanudos unidos al cierre.</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<br /></div>
<div align="center" style="margin-bottom: 0cm;">
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width="320" /> </div>
<div align="center" style="margin-bottom: 0cm;">
<br /></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>Cómo
tensar los hilos en el telar</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
• <span style="font-family: Times New Roman;"><span style="font-size: small;"><b>El
número de hilos que usarás depende del ancho que quieras dar a la</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>labor.
Por ejemplo: si tu pulsera tendrá 8 cuentas de ancho, necesitarás 9</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="border: none; display: inline-block; padding: 0cm;"><span style="font-size: small;"><b><span style="font-family: Times New Roman;">hilos.</span></b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<br /></div>
<div align="center" style="margin-bottom: 0cm;">
<img align="bottom" border="0" height="221" name="Imagen8" 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" width="400" /></div>
<div align="center" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><span lang="hi-IN"><b></b></span></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
• <span style="font-family: Times New Roman;"><span style="font-size: small;"><b>Agrega
siempre un hilo al número de cuentas que decidas poner en el</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>ancho
de la pulsera. Si lo prefieres, puedes poner dobles los hilos de los</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>extremos
para que los bordes queden más firmes.</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<br /></div>
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<img align="bottom" border="0" height="185" name="Imagen9" 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" width="400" /> </div>
<div align="center" style="margin-bottom: 0cm;">
<br /></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>Los
hilos se aseguran al telar con un nudo. Extiéndelos paralelamente,</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>aunque
también puede hacerse en zig-zag o formando un esqueleto redondo.</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>Tendrás
que cortarlos suficientemente largos como para que puedas</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>amarrarlos
a tu muñeca. Finalmente, asegura el otro extremo del hilo a la</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>estructura
del telar. Los nudos en ambos extremos de los hilos permiten</b></span></span></div>
<div align="left" style="margin-bottom: 0cm;">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>darles
tensión adecuada; así que asegúrate que la distancia entre ellos
sea la</b></span></span></div>
<div align="left">
<span style="font-family: Times New Roman;"><span style="font-size: small;"><b>que
necesitas para el largo de la pulsera.</b></span></span></div>
creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com2tag:blogger.com,1999:blog-7910520517430305069.post-16050308712630813042015-01-31T15:38:00.000+01:002015-02-02T07:45:06.705+01:00Ya tenemos inagurada nuestra tienda on-line<div class="_5pbx userContent" data-ft="{"tn":"K"}">
<div style="text-align: center;">
Ya hemos inagurado nuestra tienda on-line: </div>
<a href="http://creacionesyarte.es/" target="_blank"></a><br />
<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7qxKiV_W5N2hMMfpDlZXdLJHXwTWtLG3JyGAa-9kbFv33PrY7y-Xk55L8YJG6tSutjWqtljagUrVusgTw2qcyF6Kfctm79YAfvd2nj4dq3x7NoP8HXsBvwaCr4bvPP_BHu8IDphPnFl7o/s1600/creaciones-y-arte-1418801275.jpg" height="152" width="400" /> </div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://creacionesyarte.es/" target="_blank">creacionesyarte.es </a></div>
<div style="text-align: center;">
<br /></div>
Aprovéchate de nuestros precios de inauguración y os recordamos que
todos aquellos que nos realicéis alguna compra en los primeros días
obtendréis un obsequio.<br />
Aunque al principio la tienda no tendrá
muchas referencias, poco a poco iremos ampliando el catalogo, para
satisfacer todas vuestras demandas, así que si queréis que incluyamos
algún producto en concreto solo nos lo tenéis que pedir y haremos lo
posible por poderlo ofrecerlo al mejor precio.</div>
<div>
<div data-ft="{"tn":"H"}">
<div class="mtm">
<div class="_5cq3" data-ft="{"tn":"E"}">
<a class="_4-eo _2t9n" href="https://www.facebook.com/photo.php?fbid=1408115406151791&set=a.1387180724911926.1073741828.100008600353249&type=1" rel="theater" style="width: 487px;"></a></div>
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creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com3tag:blogger.com,1999:blog-7910520517430305069.post-82675251180345155092015-01-19T06:48:00.000+01:002015-01-19T06:48:03.173+01:00Como hacer una pulsera con anillas de lataEl reciclaje esta de moda, hoy os vamos a dejar un vídeo de como haceros una pulsera con las anillas de las latas de refresco o cerveza que todos alguna vez hemos usado<br />
<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/96opoRRk1no" width="560"></iframe>
Y aqui os dejo un ejemplo de trabajos ya terminados<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRvSFQY6PsK15gc_UK9oieSb4H_Y2YfPnUP-Mtrf0-gChC6r6wKCCqabRFkWXVanZiKE0icqtSG_kukCpwHx9IpbNIDAlgj9S6H61fsReaXTnoCEnDEOHpP_vLs66yp3ffQZGa31PWzAU8/s1600/pulsera+anillas2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRvSFQY6PsK15gc_UK9oieSb4H_Y2YfPnUP-Mtrf0-gChC6r6wKCCqabRFkWXVanZiKE0icqtSG_kukCpwHx9IpbNIDAlgj9S6H61fsReaXTnoCEnDEOHpP_vLs66yp3ffQZGa31PWzAU8/s1600/pulsera+anillas2.JPG" height="300" width="400" /></a></div>
Espero que os haya gustado y entre todos hagamos un planeta mas sostenible con la ayuda del reciclaje.<br />
Y os recordamos que dentro de muy poquito estará disponible nuestra tienda on-line : <a href="http://creacionesyarte.es/" target="_blank">creacionesyarte.es </a>creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com2tag:blogger.com,1999:blog-7910520517430305069.post-43785755278744105552015-01-10T11:02:00.000+01:002015-01-10T11:02:27.145+01:00Tutorial tarjeta sin finHoy os vamos a dejar un tutorial que hemos encontrado en el canal Q´Creátiva de you-tube muy fácil de hacer y a la vez muy divertido y original, se trata de una tarjeta llamada sin fin por que esta se dobla constantemente mostrando una cara totalmente distinta a la anterior. Es ideal para regalar y sorprender a quien quieras.<br />
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</div>
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</div>
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<object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/OhAWnrgXj_M/0.jpg"><param name="movie" value="https://youtube.googleapis.com/v/OhAWnrgXj_M&source=uds" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="https://youtube.googleapis.com/v/OhAWnrgXj_M&source=uds" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<div style="text-align: center;">
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<div style="text-align: left;">
Espero que os haya gustado y no olvidaros de darle a compartir en vuestras redes sociales.</div>
<div style="text-align: left;">
Os informamos de que dentro de muy poquito tendremos activa nuestra tienda on-line donde podréis comprar todos los materiales para vuestros trabajos a precios muy económicos. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge4Xz6cOwtQ69WeppHT5k9gi_FjprqrGoUjQf53p0lGa9bQGkcMDvg6IUPeo0ZmFaE9tL0uHMSZ4i7uCA6hkvw6_PbCC6Zjfgoq172qJemCxw6Aiba7ky4SJUwNxTuLjvTGw2_WyclG-gU/s1600/a8.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEge4Xz6cOwtQ69WeppHT5k9gi_FjprqrGoUjQf53p0lGa9bQGkcMDvg6IUPeo0ZmFaE9tL0uHMSZ4i7uCA6hkvw6_PbCC6Zjfgoq172qJemCxw6Aiba7ky4SJUwNxTuLjvTGw2_WyclG-gU/s1600/a8.jpg" height="223" width="400" /></a></div>
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creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com12tag:blogger.com,1999:blog-7910520517430305069.post-4476383294110472442015-01-03T19:00:00.000+01:002015-01-04T02:25:19.350+01:00Tutorial tecnica cosido Japones para scrap-book Hoy hemos encontrado en youtube un vídeo con la técnica de cosido japones, una técnica muy fácil de hacer y con la que podremos hacer nuestros propios albunes, agendas, diarios, etc.<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/D5OZb4eBomM?feature=player_embedded' frameborder='0'></iframe></div>
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Como habréis observado es muy útil, esperamos que os haya gustado y os pedimos que lo compartáis y os hagáis seguidores de nuestro blog.</div>
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creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com2tag:blogger.com,1999:blog-7910520517430305069.post-24050810294393017122014-12-27T09:43:00.000+01:002014-12-27T09:43:27.502+01:00Tutorial para fabricar tu propia pintura chalk paint (pintura a la tiza)<!--[if gte mso 9]><xml>
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Hola hoy nos pringaremos un poco y vamos a fabricar nuestra propia pintura a
la tiza, que tan de moda esta. Los materiales que necesitaremos son muy
pocos y baratos:<br />
* Pintura acrílica de calidad <br />
* Tizas o en su defecto yeso o escayola<br />
* Agua calienta <br />
Como la haremos:<br />
Echamos un bote de 60 ml. de pintura acrílica en un recipiente.<br />
Aparte preparamos una mezcla de 15 ml de agua caliente (1/4 de bote de 60
ml) y una cucharadita pequeña, de las del café, de tiza que previamente
habremos rallado muy bien (se puede usar también yeso o escayola).<br />
Batiremos
nuestra mezcla muy bien para que no queden grumos y la añadiremos a la pintura,
et voila tendremos nuestra propia pintura a la tiza<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivkPd6Mn7IXmftWT7X_3lyGNjSa-O_YhiHcXMouFUAUROxVMeQBRzGAR6gOsobmifIu7nuROQfVMxQrVCPNC3MKOQyaXpVHSAp4W_LG68dirNv8yApfFBnA5vKYAWTqTImjdbTuDuuBHR4/s1600/a5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEivkPd6Mn7IXmftWT7X_3lyGNjSa-O_YhiHcXMouFUAUROxVMeQBRzGAR6gOsobmifIu7nuROQfVMxQrVCPNC3MKOQyaXpVHSAp4W_LG68dirNv8yApfFBnA5vKYAWTqTImjdbTuDuuBHR4/s1600/a5.jpg" height="256" width="400" /></a></div>
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Si te ha gustado nuestro post y quieres que sigamos creciendo puedes compartirlo y seguirnos en el facebook, donde podrás encontrar muchos mas artículos muy interesantes. </div>
creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com3tag:blogger.com,1999:blog-7910520517430305069.post-55078566152600106842014-12-21T15:37:00.000+01:002015-01-16T11:52:16.445+01:00Como envolver un regalo de manera muy originalHoy os vamos a enseñar a través de un vídeo encontrado en internet, como envolver un regalo en forma de camisa. Es una idea original para envolver nuestros regalos en estas fechas navideñas.<br />
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/DARAx1SJ5fI" width="560"></iframe><br />
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Espero que os haya gustado y recordad que estamos en facebook y pinterest </div>
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creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com2tag:blogger.com,1999:blog-7910520517430305069.post-6095521580230530942014-12-16T12:51:00.000+01:002014-12-16T12:51:49.480+01:00Esquema pulsera Betty Boop (miyuki)Nuestro primer tutorial para una pulsera de miyuki es para la famosa muñeca Betty Boop.<br />
Antes de colgar el esquema os contare una pequeña historia, el famoso personaje de Betty Boop esta inspirado en la famosa cantante Helen Kane <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-ixq5qxSPC4DWzGnbF0PUIHQ2xMrEbzJzwVkhsjdD3nwqp3SwhapaRtiVC0MWTbBj_f08VHoZllFll-Y6pXGqG9dxoEZmXkPdNrJZY_Xuz8KApFCsSrKOFyYG0Ne0bV4oNV3O_o24mdj6/s1600/Helen+Kane.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-ixq5qxSPC4DWzGnbF0PUIHQ2xMrEbzJzwVkhsjdD3nwqp3SwhapaRtiVC0MWTbBj_f08VHoZllFll-Y6pXGqG9dxoEZmXkPdNrJZY_Xuz8KApFCsSrKOFyYG0Ne0bV4oNV3O_o24mdj6/s1600/Helen+Kane.jpg" height="200" width="166" /> </a></div>
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<span class="photo "><span class="caption">Helen Kane fue la cantante en
quien se fijó Max Fleischer para crear a su inmortal Betty-Boop. Su
carita redonda enmarcada en unos rizos negros, sus grandes ojos y sus
labios de pitiminí, junto a su corta estatura (1,55mtrs) y redondeadas
formas, representaban el ideal de belleza femenina de la época.</span></span></div>
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<span class="photo "><span class="caption">Bueno y después de un poco de historia aquí os dejamos el esquema:</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeKU_n1LYxirRYLWTN2VKvfTy9ktOUAoJDm4-dTWgmYgnrClHV4sGr-VfII6YsedYb7W2v_RmO7ehQGXj5scYVbUtq9qGpSKZu-1nRDFNcKECEMcok5pqvWhnBb5iftKdiIsd52dFQ8rZ8/s1600/Betti+boo.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeKU_n1LYxirRYLWTN2VKvfTy9ktOUAoJDm4-dTWgmYgnrClHV4sGr-VfII6YsedYb7W2v_RmO7ehQGXj5scYVbUtq9qGpSKZu-1nRDFNcKECEMcok5pqvWhnBb5iftKdiIsd52dFQ8rZ8/s1600/Betti+boo.jpg" height="640" width="137" /></a></div>
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<span class="photo "><span class="caption"> Y a continuación una foto de la que hecho yo, para que veáis que mona queda</span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_j5Y-OCtADd_O2F0MAE76Zwlsy6tXtG_ltW_73sbP9qH2i8fsEslL2v-40ILvaJUGWHbjH38QVN6R5SwY46KTSjqdSc6b3_8pGQ7bTcqv9xZyd-A69cyVA2jvWJQI8QmymxxEH-GTqe2J/s1600/betty.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_j5Y-OCtADd_O2F0MAE76Zwlsy6tXtG_ltW_73sbP9qH2i8fsEslL2v-40ILvaJUGWHbjH38QVN6R5SwY46KTSjqdSc6b3_8pGQ7bTcqv9xZyd-A69cyVA2jvWJQI8QmymxxEH-GTqe2J/s1600/betty.jpg" height="92" width="320" /> </a></div>
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Y os recordamos que proximamente podréis comprar todo los materiales para realizar dicha pulsera en nuestra tienda on-line.</div>
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creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com1tag:blogger.com,1999:blog-7910520517430305069.post-52277303810725970302014-12-12T20:24:00.000+01:002014-12-12T20:24:52.421+01:00Bienvenidos a nuestro blogHola hoy me toca presentarme, me llamo María, soy empresaria y apasionada de las manualidades, la idea de empezar este blog es para ir recopilando ideas y tutoriales de manualidades, scrap, patchwork y todo aquello que tenga relación con el mundo del arte de crear.<br />
Queremos que esto sea una plataforma participativa por lo que te animamos a que nos envíes tus ideas por correo electrónico a creacionesyarte2015@gmail.com <br />
Aprovechamos para informaros que en un breve plazo de tiempo tendremos disponible nuestra propia tienda virtual, para así facilitaros la adquisición a de todos los materiales que nos vallan haciendo falta para la realización de nuestros trabajos.<br />
Os deseamos que nos acompañeis en esta nueva aventura y disfrutéis con nuestro blog, un beso a tod@s y bienvenidos al bello arte de crear. creacionesyartehttp://www.blogger.com/profile/10781900074538513846noreply@blogger.com0