tag:blogger.com,1999:blog-30092384408040031532024-02-18T23:11:56.173-08:00Les Boîtes de Moulinettemoulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.comBlogger26125tag:blogger.com,1999:blog-3009238440804003153.post-31754952705929629102017-03-05T00:29:00.003-08:002017-03-05T00:29:51.301-08:00Farde<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkrRl2m3PEUh8LLr4YxhqEgmVH2rhbVkd-N4fQ02atIbzARb6MvopMuTx9d_hUVagx2ejyJwicB7qBaydhzFWq7rmQMrudgzKLKawlmJ3Uk2J-lS8UZLlmmXED_eQ4bzzJfEQ7ZpkIutY/s1600/couverture+farde+blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkrRl2m3PEUh8LLr4YxhqEgmVH2rhbVkd-N4fQ02atIbzARb6MvopMuTx9d_hUVagx2ejyJwicB7qBaydhzFWq7rmQMrudgzKLKawlmJ3Uk2J-lS8UZLlmmXED_eQ4bzzJfEQ7ZpkIutY/s320/couverture+farde+blog.jpg" width="212" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO-3vBuVwn8gBZeKsvPOqDMpgh7zEpnEL9cNLAmeWyznI6WdTlgWeCTP6RzZqG8sYgrpv-ErfFkVi-rbNmdulaW4ZtOn-dwmxQ9LkSZ0d0PTpkBFr3n8f2ZqndPolhm29dFnTPpFx8Ke8/s1600/fermoir.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO-3vBuVwn8gBZeKsvPOqDMpgh7zEpnEL9cNLAmeWyznI6WdTlgWeCTP6RzZqG8sYgrpv-ErfFkVi-rbNmdulaW4ZtOn-dwmxQ9LkSZ0d0PTpkBFr3n8f2ZqndPolhm29dFnTPpFx8Ke8/s320/fermoir.jpg" width="267" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="background-color: white;"><br /></span></div>
<div class="separator" style="clear: both; text-align: center;">
<span style="background-color: white;"><i style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.524px; text-align: start;"><b>La fiche contient :</b></i><i style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.524px; text-align: start;"><b> </b></i></span></div>
<ul style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.524px; line-height: 1.4; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;"><i><b style="background-color: white;">une fiche technique de cartonnage détaillée</b></i></li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0px;"><span style="background-color: white;"><i><b>Tous les cartons de 2,5mm coupés</b></i> </span></li>
<li><i style="font-size: 13.524px;"><b style="background-color: white;">les cartonnettes grand format</b></i></li>
</ul>
<span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 13.524px;"><b><i>La taille de la farde est un peu plus grand que le format A4<br /><div>
<span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 13.524px;"><b><i><br /></i></b></span></span></div>
La fermeture est disponible au choix sur demande </i></b></span></span><div>
<span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 13.524px;"><b><i><br /></i></b></span></span></div>
<div>
<span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="background-color: white; font-size: 13.524px;"><b><i>Prix: 22€ +7€5 de FDP </i></b></span></span></div>
<div>
<span style="background-color: white;"><i style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13.524px;"><b><i><b><i><b>Disponible via contacter l'auteur</b></i><br /><i><b>Aucun de mes kits ne comprend le tissu.</b></i> </b></i></b></i><span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 13.524px;"><b><i><br /></i></b></span></span></span><div>
<span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 13.524px;"><b><i><br /></i></b></span></span></div>
<div>
<span style="color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif;"><span style="font-size: 13.524px;"><b><i><br /></i></b></span></span><br /></div>
</div>
moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-67327402833795965402015-10-06T13:51:00.002-07:002016-02-23T06:09:24.527-08:00Boîte à en broderie en cours ou boucles d'oreilles pendantes<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ1YOtBzl5TdlqeRQ1-J7qGkuxZQc2b-kOayJoaDCkCkPtpp2X_PmyXRW6ZiALrBwAKwlbE0VQ7eKe5M-5uMJImA4BNlup2Sk0QdiQExFg61p7lKtzH8tPrbQrwXa2zgfCi-p0BO6kwC4/s1600/DSCF5132.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhJ1YOtBzl5TdlqeRQ1-J7qGkuxZQc2b-kOayJoaDCkCkPtpp2X_PmyXRW6ZiALrBwAKwlbE0VQ7eKe5M-5uMJImA4BNlup2Sk0QdiQExFg61p7lKtzH8tPrbQrwXa2zgfCi-p0BO6kwC4/s320/DSCF5132.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5cK9Xb86yaqaq4RwJ0rv2b5s9YfSRvgn-BIgNbSXGH80z3vosEXAbNIvCihbQZYawpDO1lgTU1svBv8ua5VEZtGOKVb3TeK7AFA3F3YVGW76TDfqUic7K6qcLVqI2oX6VyqDznoqVJKM/s1600/DSCF5004.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5cK9Xb86yaqaq4RwJ0rv2b5s9YfSRvgn-BIgNbSXGH80z3vosEXAbNIvCihbQZYawpDO1lgTU1svBv8ua5VEZtGOKVb3TeK7AFA3F3YVGW76TDfqUic7K6qcLVqI2oX6VyqDznoqVJKM/s320/DSCF5004.JPG" width="240" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhg2AJOXsQI0AKHf9X_Kg6O4CjzNv3qBCxDUwHsCrjerPasfuHHVuLYwAZCq1jkl_gwTfdPiwlpOq30Xq7B9A2NvrmVFlnlea_D4Tk1As6iOlFU8ItkcJnGxxZyQ-nkPf8fuhJn3cDfn8/s1600/DSCF5016.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhg2AJOXsQI0AKHf9X_Kg6O4CjzNv3qBCxDUwHsCrjerPasfuHHVuLYwAZCq1jkl_gwTfdPiwlpOq30Xq7B9A2NvrmVFlnlea_D4Tk1As6iOlFU8ItkcJnGxxZyQ-nkPf8fuhJn3cDfn8/s320/DSCF5016.JPG" width="240" /></a></div>
<i><b>La fiche contient :</b></i><i><b> </b></i><br />
<ul>
<li><i><b>une fiche technique de cartonnage détaillée</b></i></li>
<li><i><b>Tous les cartons de 2,5mm coupés</b></i> </li>
<li><i><b>les cartonnettes pour les 2 modèles</b></i></li>
<li><i><b>le liège à coller sous la boîte. </b></i><i><b><i><b></b></i></b></i></li>
</ul>
<br />
<i><b>La boîte terminée fait 13 x 24cm hauteur 12cm</b></i><br />
<i><b><u>Prix</u>: 22€ +7,5 € de Frais de port (France et Belgique)</b></i><br />
<i><b><i><b><i><b>Disponible via contacter l'auteur</b></i><br />
<i><b>Aucun de mes kits ne comprend le tissu.</b></i> </b></i></b></i>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-13303966200374231082015-05-31T09:32:00.001-07:002017-05-15T04:51:59.898-07:00Boîte à glissières<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHmt9SkZlId5h4gWFUFqMx_zGgOs9ynwPVVD-nxZNZ4JSwGvFEqWn_m6PztBBi3N7DuZF-U7ahqup1C2iDHY_wmnJvL-Id-AJu_XY5FoF5ZD97sc_rvKM-Jyzg_NwJc43cRe3bzG7O908/s1600/demi.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHmt9SkZlId5h4gWFUFqMx_zGgOs9ynwPVVD-nxZNZ4JSwGvFEqWn_m6PztBBi3N7DuZF-U7ahqup1C2iDHY_wmnJvL-Id-AJu_XY5FoF5ZD97sc_rvKM-Jyzg_NwJc43cRe3bzG7O908/s1600/demi.jpg" width="239" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<i><b>La fiche contient :</b></i><i><b> </b></i><br />
<ul>
<li><i><b>une fiche technique de cartonnage détaillée</b></i></li>
<li><i><b>Tous les cartons de 2,5mm coupés</b></i> </li>
<li> <i><b>les boutons à visser </b></i></li>
<li><i><b>les cartonnettes grand format</b></i></li>
<li><i><b>le liège à coller sous la boîte. </b></i><i><b><i><b> </b></i></b></i></li>
</ul>
<i><b><i><b>La boîte terminée fait 29 x 20 cm hauteur 7,5 cm </b></i></b></i><i><b><i><b>le kit est disponible </b></i></b></i><br />
<i><b><i><b><u>avec</u> la grille de broderie originale </b></i><br />
<i><b><u>Prix</u>:33 € +7,5 € de Frais de port (France et Belgique)</b></i></b></i><br />
<i><b><i><b><u>sans</u> la grille de broderie </b></i></b></i><br />
<i><b><i><b><i><b><i><b><u>Prix</u>: 24€ +7,5 € de Frais de port (France et Belgique)</b></i></b></i> </b></i><br />
<i><b><i><b><i><b>Disponible via contacter l'auteur</b></i><br />
<i><b>Aucun de mes kits ne comprend le tissu.</b></i> </b></i></b></i></b></i>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-27071688159360061332014-09-26T09:46:00.000-07:002016-02-23T06:10:09.627-08:00Grande boîte à casier <div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYgVn-xq83om5WCKUXuYnIJPj0oXJgS2pi_Iv5cz-AjWGCgHmn6ZXOwXPmOELYdvMIOH7t9HGlDy2AqcW3CAxWBETJkwzuicGdbJs69sVxQsUl6h_2eFDACBGyxQ4Uo2_wrKOjdoT7mEA/s1600/demi+page.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYgVn-xq83om5WCKUXuYnIJPj0oXJgS2pi_Iv5cz-AjWGCgHmn6ZXOwXPmOELYdvMIOH7t9HGlDy2AqcW3CAxWBETJkwzuicGdbJs69sVxQsUl6h_2eFDACBGyxQ4Uo2_wrKOjdoT7mEA/s1600/demi+page.jpg" width="237" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhxsMOu19QQltjOUk5dTt6jj98EK-y7xRQ_oj_fxifPjcIqCCwV9JtgzroSWsSRYvhC3buVnBsZfW7jRW598KedNGR5dMjn9ON0_7l52uyeHUdozvVytLAr99-M_vMq2EECxTKloLyMhc/s1600/DSCF3933.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhxsMOu19QQltjOUk5dTt6jj98EK-y7xRQ_oj_fxifPjcIqCCwV9JtgzroSWsSRYvhC3buVnBsZfW7jRW598KedNGR5dMjn9ON0_7l52uyeHUdozvVytLAr99-M_vMq2EECxTKloLyMhc/s1600/DSCF3933.JPG" width="320" /></a></div>
<i><b>La fiche contient :</b></i>
<br />
<br />
<ul>
<li><i><b>un livret détaillé</b></i></li>
<li><i><b>Tous les cartons de 2,5mm coupés</b></i> </li>
<li> <i><b>les cartons de support d'étage</b></i></li>
<li><i><b>les cartonnettes grand format</b></i></li>
<li><i><b>la charnière </b></i></li>
<li><i><b>le liège à coller sous la boîte. </b></i></li>
</ul>
<i><b>La boîte terminée fait 32 x 23cm hauteur 12cm</b></i><br />
<i><b><u>Prix</u>: 28€ +7,5 € de Frais de port (France et Belgique)</b></i><br />
<i><b><i><b><i><b>Disponible via contacter l'auteur</b></i><br />
<i><b>Aucun de mes kits ne comprend le tissu.</b></i> </b></i></b></i>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-84160111490971166012014-03-19T23:01:00.000-07:002016-02-23T06:10:42.852-08:00Nichoir de jardin secret<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl6BWkB0-12BvgQcKQExboJmJRQPsgv0iEmfleqWL9gpPb9-fztQZyvn2GAsEpSom9rXnTGJdJGaQVcPSKNxjtdTy5a2TDL3GUVXImb5uDqwzVL62spm5uB624fadR915LohJJNzhxDGw/s1600/nichoir+ext.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="226" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjl6BWkB0-12BvgQcKQExboJmJRQPsgv0iEmfleqWL9gpPb9-fztQZyvn2GAsEpSom9rXnTGJdJGaQVcPSKNxjtdTy5a2TDL3GUVXImb5uDqwzVL62spm5uB624fadR915LohJJNzhxDGw/s1600/nichoir+ext.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0wykdiq7VA5VoaAO8A5SXx1ZMcHDhn1S7kb-M_hmS09ACVQ8FbxlhD8vF7gHseX5GWtGq0ulQ8q0CMf-MOH_MvHpnLk01Bndbqqd0Py4KRINjZj9prXldiL0ZP6RSVDUMa6BIT4YIuSc/s1600/DSCF3129.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/AVvXsEi0wykdiq7VA5VoaAO8A5SXx1ZMcHDhn1S7kb-M_hmS09ACVQ8FbxlhD8vF7gHseX5GWtGq0ulQ8q0CMf-MOH_MvHpnLk01Bndbqqd0Py4KRINjZj9prXldiL0ZP6RSVDUMa6BIT4YIuSc/s1600/DSCF3129.JPG" width="182" /></a></div>
<i><b>La fiche contient :</b></i>
<br />
<br />
<br />
<ul>
<li><i><b>un livret détaillé</b></i></li>
<li><i><b>Tous les cartons de 2,5mm coupés</b></i> </li>
<li><i><b>la charnière </b></i></li>
<li><i><b>le liège à coller sous la boîte. </b></i></li>
</ul>
<br />
<i><b><u>Prix</u>: 18€ + 2,5€ de Frais de port (France et Belgique)</b></i><br />
<i><b><i><b><i><b>Disponible via contacter l'auteur</b></i><br />
<i><b>Aucun de mes kits ne comprend le tissu.</b></i> </b></i></b></i>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com3tag:blogger.com,1999:blog-3009238440804003153.post-18503892441274643972014-02-16T03:36:00.001-08:002016-02-23T06:10:27.094-08:00La boîte à cartonnettes <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghyUoGzWZFyhioFWXMB590NXddhea2iey1dQMMAVhPEJvM_PXXlNGo90wswAnYI1Nje3yVX9ha9Rd-4OmRFQi2Ur8u72jE3JkR0_iSALKZVr5_9z9pvK_RQFF5mnotVdD6Ve_L79rdIBQ/s1600/DSCF3150.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEghyUoGzWZFyhioFWXMB590NXddhea2iey1dQMMAVhPEJvM_PXXlNGo90wswAnYI1Nje3yVX9ha9Rd-4OmRFQi2Ur8u72jE3JkR0_iSALKZVr5_9z9pvK_RQFF5mnotVdD6Ve_L79rdIBQ/s1600/DSCF3150.JPG" width="250" /></a></div>
<i><b>La fiche contient :</b></i>
<br />
<br />
<ul>
<li><i><b>un livret détaillé en 16 pages </b></i></li>
<li><i><b>Tous les cartons de 2,5mm coupés</b></i> </li>
<li><i><b>les charnières </b></i></li>
<li><i><b>le liège à coller sous la boîte.</b></i></li>
</ul>
<i><b>les cartons avant des tiroirs sont percés de 3 trous, pour l'utilisation au choix d'1 ou 2 boutons d'ouverture. </b></i><br />
<i><b><i><b><i><b>Prix de lancement : 48€ + 12,5€ de Frais de port (France et Belgique)</b></i></b></i></b></i><br />
<br />
<i><b><i><b><i><b> Disponible via contacter l'auteur</b></i></b></i></b></i><br />
<i><b><i><b>
<i><b>Aucun de mes kits ne comprend le tissu, ni les grilles des broderies.</b></i> </b></i></b></i>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com29tag:blogger.com,1999:blog-3009238440804003153.post-64497658181508675432013-10-03T05:24:00.000-07:002014-03-07T02:31:23.769-08:00La boîte à couvercle encastré<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxbcCXfFMzAyC7W1FwYmRViT91cXGQeRORt7TZhWC-Sez5RXRlghOkWoCjIZ3aV058HyRpCVlwVMnPoFuU3QmjzyB8GU19qu-NqUEhepTcU7PtsZK_Y1Qpka5jZUU_s477XbUY3_FXQTs/s1600/FB.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxbcCXfFMzAyC7W1FwYmRViT91cXGQeRORt7TZhWC-Sez5RXRlghOkWoCjIZ3aV058HyRpCVlwVMnPoFuU3QmjzyB8GU19qu-NqUEhepTcU7PtsZK_Y1Qpka5jZUU_s477XbUY3_FXQTs/s320/FB.jpg" height="320" width="200" /></a></div>
<i><b>La fiche contient :</b></i><br />
<ul>
<li><i><b><i><b>les cartons pour faire <u>2</u> boîtes une de 10x10cm et l'autre de 9x12cm </b></i> </b></i></li>
<li><i><b>un livret détaillé en 6 pages </b></i></li>
<li><i><b>Tous les cartons de 2,5mm coupés </b></i></li>
<li><i><b>le liège à coller sous la boîte.</b></i></li>
</ul>
<i><b><u>Prix</u>: 20€ + 2€ de Frais de port (France et Belgique)</b></i><br />
<i><b>le kit est aussi disponible sur commande aux dimensions de votre broderie à un prix forfaitaire par rapport à la quantité de carton nécessaire </b></i><br />
<br />
<i><b><i><b>Disponible via contacter l'auteur</b></i><br />
<i><b>Aucun de mes kits ne comprend le tissu.</b></i> </b></i><br />
<br />moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-64541513512268961022013-10-01T01:16:00.000-07:002014-01-13T01:38:13.437-08:00Boîte à jeux de cartesLa boîte à une partie articulée pour pouvoir prendre les jeux sans retourner la boîte.<br />
<br />
<br />
<img alt="" height="320" src="data:image/jpeg;base64,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" width="248" /><br />
<i><b>La fiche contient :</b></i><br />
<ul>
<li><i><b>un livret détaillé en 10 pages </b></i></li>
<li><i><b>Tous les cartons de 2,5mm coupés </b></i></li>
<li><i><b>Tous les cartons de 1mm coupés </b></i></li>
<li><i><b>les charnières</b></i></li>
<li><i><b>le liège à coller sous la boîte.</b></i></li>
</ul>
<i><b>La boîte terminée fait 22 x 15cm hauteur 4cm</b></i><br />
<br />
<i><b>le kit est aussi disponible sur commande en boîte plus profonde pour + de cartes et sera </b><b>disponible ultérieurement pour 2 jeux de chaque côté </b></i><br />
<br />
<i><b>Prix 20€ + 2€ de Frais de port (France et Belgique)</b></i><br />
<br />
<i><b>Disponible via contacter l'auteur</b></i><br />
<i><b>Aucun de mes kits ne comprend le tissu.</b></i>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-25200941689078066492013-09-06T07:04:00.000-07:002016-02-23T06:10:54.781-08:00L'organisateur de bureau <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPYs9Rqxa3rvtRwFWYEqvKa71ulnRplLDml6c3voudJSKznMpNvcCE-SucPDRKsDnIqrPeZKfWShaSQl3KwsThjAJBP-ANPUnWoHDwikNUaw5M2KX7cCJGAd9Uc0DhLJhLuxKXCsJh_V0/s1600/FB.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPYs9Rqxa3rvtRwFWYEqvKa71ulnRplLDml6c3voudJSKznMpNvcCE-SucPDRKsDnIqrPeZKfWShaSQl3KwsThjAJBP-ANPUnWoHDwikNUaw5M2KX7cCJGAd9Uc0DhLJhLuxKXCsJh_V0/s320/FB.jpg" width="233" /></a></div>
<br />
<i><b> </b></i><i><b>La fiche contient :</b></i><br />
<br />
<ul>
<li><i><b>un livret détaillé en 8 pages </b></i></li>
<li><i><b>Tous les cartons de 2,5mm coupés </b></i></li>
<li><i><b>les charnières</b></i></li>
<li><i><b>le liège à coller sous la boîte.</b></i></li>
</ul>
<i><b>La boîte terminée fait 15 x 19cm hauteur 6cm</b></i><br />
<br />
<i><b>le kit est aussi disponible sans sa fiche technique pour les participantes à la <a href="http://onceuponunefois.fr/blog/index.php?" target="_blank">OUUF </a>de juin 2013 </b></i><br />
<br />
<br />
<i><b>Prix 18€ + 2,5€ de Frais de port (France et Belgique)</b></i><br />
<br />
<i><b>Disponible via contacter l'auteur</b></i><br />
<i><b>Aucun de mes kits ne comprend le tissu.</b></i>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-7323733315186010582013-09-06T06:59:00.003-07:002014-12-13T03:56:55.943-08:00la Boîte victorieuse<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2OCPiPrUj2s8frUx6Hc7b4DhHMznf8Ao2R97SEPCzkI5FGRenJMXQLA4NO9PRx1eNdjKO1h83kF6_PQigjfqA1rvc7JnbIXsEIcqOPFbF7SVbVx3B0QTlJyB2sebEfBYst1zE6YeJ5pQ/s1600/couverture+pour+blog.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi2OCPiPrUj2s8frUx6Hc7b4DhHMznf8Ao2R97SEPCzkI5FGRenJMXQLA4NO9PRx1eNdjKO1h83kF6_PQigjfqA1rvc7JnbIXsEIcqOPFbF7SVbVx3B0QTlJyB2sebEfBYst1zE6YeJ5pQ/s320/couverture+pour+blog.jpg" height="320" width="230" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dxM0ZXqtfm8FAZoM1kR3RebtK1Yml0AVxs_QIGd4nQcADIVBGlTpcllyA4l1oWtunEKwx7LJHh4DBzMOwsIPw' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
<br />
<i><b>La fiche contient :</b></i><br />
<ul>
<li><i><b>un livret détaillé en 6 pages </b></i></li>
<li><i><b>Tous les cartons de 2,5mm coupés</b></i></li>
<li><i><b>les charnières</b></i></li>
<li><i><b>le liège à coller sous la boîte.</b></i></li>
</ul>
<i><b><i><b>La boîte terminée fait 10 x 10cm hauteur 13cm</b></i></b></i><br />
<br />
<i><b><i><b><i><b>Prix 18€ + 2€ de Frais de port (France et Belgique)</b></i><br />
<br />
<i><b>Disponible via contacter l'auteur</b></i><br />
<i><b>Aucun de mes kits ne comprend le tissu.</b></i> </b></i> </b></i><br />
<br />moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com4tag:blogger.com,1999:blog-3009238440804003153.post-51747454613250254232013-02-02T08:17:00.000-08:002016-02-23T06:11:07.162-08:00Atelier de couturière<div class="separator" style="clear: both; text-align: center;">
<i><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpO4EXLJq13X_VWLDnfo3sMietCoZetBZc83zv6N2qkgGNpHzYyQLlerZn-9oKt5dO1TQy8IefYsjqLXRVa26O1_EBgtd1vsylbbC-rRfCf1vLDA7YgsU6BNYgx260GnzCmAlysEeRyec/s1600/DSCF1807.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpO4EXLJq13X_VWLDnfo3sMietCoZetBZc83zv6N2qkgGNpHzYyQLlerZn-9oKt5dO1TQy8IefYsjqLXRVa26O1_EBgtd1vsylbbC-rRfCf1vLDA7YgsU6BNYgx260GnzCmAlysEeRyec/s320/DSCF1807.JPG" width="320" /></a></b></i></div>
<i><b>La fiche contient :</b></i><br />
<ul>
<li><i><b>un livret détaillé en 16 pages </b></i></li>
<li><i><b>Tous les cartons de 2,5mm coupés en arrondis</b></i></li>
<li><i><b>les charnières</b></i></li>
<li><i><b>les bâtonnets pour les canettes </b></i></li>
<li><i><b>les boutons à visser des tiroirs</b></i></li>
<li><i><b>les cartonnettes principales de grande taille. </b></i></li>
<li><i><b>le liège à coller sous la boîte.</b></i></li>
</ul>
<i><b>La boîte terminée fait 37 x 17cm hauteur 16cm</b></i><br />
<br />
<i><b>Prix 38€ + 9€ de Frais de port en colissimo (France et Belgique)</b></i><br />
<br />
<i><b>Disponible via contacter l'auteur</b></i><br />
<i><b>Aucun de mes kits ne comprend le tissu.</b></i><br />
<br />moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-91279604310550067222012-10-09T12:46:00.000-07:002016-02-23T06:11:41.629-08:00<span style="color: #990000;"><span style="font-size: large;">Boîte 1 tiroir 1 casier.</span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsWzbRwlOCmintlLu_h1x9nOOX_fsltzOVeqq8pgq4LSbw6DlkXp_gdo2Edimrmpd8QqubxcVaogtfYhyphenhyphen7icf_VEPvs66cizeqq_ayBhUm3dS29RPnFsSz6uzPvSmHX0EbbEQoKQe2rO8/s1600/toutes+diff%C3%A9rentes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="128" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgsWzbRwlOCmintlLu_h1x9nOOX_fsltzOVeqq8pgq4LSbw6DlkXp_gdo2Edimrmpd8QqubxcVaogtfYhyphenhyphen7icf_VEPvs66cizeqq_ayBhUm3dS29RPnFsSz6uzPvSmHX0EbbEQoKQe2rO8/s320/toutes+diff%C3%A9rentes.jpg" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
La fiche comprend:</div>
<ol>
<li>Une fiche détaillée en 11 pages</li>
<li>Tous les cartons de 2,5mm découpés </li>
<li>Les charnières</li>
<li>Le liège à coller en dessous.</li>
<li>Le bouton à visser pour ouvrir le tiroir. </li>
</ol>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Q0ol00oWkdzTRanQ2QncNpGHuW6OTpZB727y2kgQOs81ojTsHxtQ9KTWH9P5GdBzWjOJ-BHtaiGGLL0Xyck1lgA9he4hBpHo_0q6w7cNYKRQE8p9NsQoPi2UphTy3vNLSBREHjGwpYI/s1600/FT.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="255" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9Q0ol00oWkdzTRanQ2QncNpGHuW6OTpZB727y2kgQOs81ojTsHxtQ9KTWH9P5GdBzWjOJ-BHtaiGGLL0Xyck1lgA9he4hBpHo_0q6w7cNYKRQE8p9NsQoPi2UphTy3vNLSBREHjGwpYI/s320/FT.jpg" width="320" /></a></div>
Prix: 28€ + 7,5€ frais de port(France ou Belgique)<br />
<br />
Disponible via contacter l'auteur.<br />
Aucun des kits ne comprend le tissu . moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-13749384934993251842012-10-09T12:05:00.000-07:002012-10-09T12:05:10.160-07:00<span style="color: #990000; font-size: large;">Mon petit Meuble...</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4e2NrlUbWO93C8zGOigOx1Cn6BPCXBAYLjZj_AdN69NWPKk4JVEJw1D7mSb1RsBu2i2KLygBFqL3ZjpCrDmnhjWQ-cKfeFAf07qZQUf_aURBlYgk9i7N2Ybz7AD9Q-h-xLzslXomI9r8/s1600/DSCF1445.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4e2NrlUbWO93C8zGOigOx1Cn6BPCXBAYLjZj_AdN69NWPKk4JVEJw1D7mSb1RsBu2i2KLygBFqL3ZjpCrDmnhjWQ-cKfeFAf07qZQUf_aURBlYgk9i7N2Ybz7AD9Q-h-xLzslXomI9r8/s320/DSCF1445.JPG" width="320" /></a></div>
La fiche contient:<br />
<ol>
<li>Une fiche détaillée en 12 pages </li>
<li>Tous les cartons de 2,5mm découpés </li>
<li>Les cartonnettes principales </li>
<li>Le liège à coller en dessous.</li>
</ol>
En option les anneaux à visser pour l'ouverture des tiroirs disponibles en doré, argent ou vieux bronze<br />
Prix 34€+ frais de port 7€ en colissimo pour la France ou la Belgique.<br />
<br />
Le kit ne comprend pas le tissu.<br />
Disponible via contacter l'auteur.<span style="color: #990000; font-size: large;"> </span>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-62423604995080554472012-10-09T11:52:00.000-07:002012-10-09T11:52:46.480-07:00<span style="color: #990000;"><span style="font-size: large;">Boîte à archives</span></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb6AlHVlF51zbqh566piAaqZQ22inXGJfiyh2WnxfX_yW1UoTuDp2U3hCfMvxAM2btjxek2qqdXfIVZk-Qif6g7uvfTla9WqgWM4GJk4RVXHWM8CWnAYDqRZitdLR05ClFh1PnTTz5Qwc/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="268" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb6AlHVlF51zbqh566piAaqZQ22inXGJfiyh2WnxfX_yW1UoTuDp2U3hCfMvxAM2btjxek2qqdXfIVZk-Qif6g7uvfTla9WqgWM4GJk4RVXHWM8CWnAYDqRZitdLR05ClFh1PnTTz5Qwc/s320/1.jpg" width="320" /></a></div>
<span style="font-size: small;"><i>La fiche contient</i>:</span><br />
<ol>
<li>Une fiche détaillée en 10 pages </li>
<li>Tous les cartons de 2,5mm découpés</li>
<li>les charnières</li>
<li>les dimensions des 3 formats </li>
</ol>
Le kit est disponible en format A4 (1pièce)<br />
A5 (2 pièces)<br />
Carte postale sur demande...<br />
Prix : 22€ + frais de port 7€ en colissimo (France ou Belgique)<br />
Disponible via contacter l'auteur.<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiR1Z1JOkxRzuxKBVVgK_6SOl6yvFT0A9K5lfedeUGxa1cjgAGUSrYbb9G-57WCAb8PC2fEIKQAxbSOMjSYmDSxX6r6sR2T5ABuBsopV3tloxEjrrLpggEpeYQb6YDeDsQAa7PFkHKDsxM/s1600/DSCF1037.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiR1Z1JOkxRzuxKBVVgK_6SOl6yvFT0A9K5lfedeUGxa1cjgAGUSrYbb9G-57WCAb8PC2fEIKQAxbSOMjSYmDSxX6r6sR2T5ABuBsopV3tloxEjrrLpggEpeYQb6YDeDsQAa7PFkHKDsxM/s320/DSCF1037.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0w4Q7g4td57Ic7FxsVf6-8BP1W0Fz58qJC1sDjrsz2UxxRm4xb3_wGI_RlFhCWuJP_fUu6xIr2fZKAnt8bwExoKmpXxm40o-1dlJk8pUG5OsOnSUfLwIHhpxzC56VQajptJUSZ7HgubM/s1600/DSCF1032.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0w4Q7g4td57Ic7FxsVf6-8BP1W0Fz58qJC1sDjrsz2UxxRm4xb3_wGI_RlFhCWuJP_fUu6xIr2fZKAnt8bwExoKmpXxm40o-1dlJk8pUG5OsOnSUfLwIHhpxzC56VQajptJUSZ7HgubM/s320/DSCF1032.JPG" width="240" /></a></div>
<br />
<br />
<br />moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-35282099444785728182011-11-15T04:27:00.000-08:002012-10-09T12:46:20.069-07:00Valisette a double ouvrants...<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUfXom_PSUryXNahbhb1Kr9EThEQHS4EL9oh_kJL9VzD58U_qbS8p4fCW_IHnbEC1ZuMcrkAACN7Stgid_-xOKeqGgPpe5ahgCl31y4EK3e6wc8ykHx59omyI5A8pp3cLrsGC1q7UPvZk/s1600/DSCF0917.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUfXom_PSUryXNahbhb1Kr9EThEQHS4EL9oh_kJL9VzD58U_qbS8p4fCW_IHnbEC1ZuMcrkAACN7Stgid_-xOKeqGgPpe5ahgCl31y4EK3e6wc8ykHx59omyI5A8pp3cLrsGC1q7UPvZk/s320/DSCF0917.JPG" width="320" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
La fiche contient:</div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<ol>
<li> Une fiche détaillée en 12 pages couleurs</li>
<li>Tous les cartons 2,5mm découpés</li>
<li>Les cartonnettes principales.</li>
<li>Les charnières.</li>
<li>Une poignée en cuir à choisir entre bleu marine, brun moyen, noir brun foncé et rouge</li>
<li>Le bouton à visser. </li>
<li>la variante pour faire 2 ouvrants entiers </li>
</ol>
<br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: right;"><tbody>
<tr><td style="text-align: center;"><img border="0" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwtKwzbKudZJ8l_k8zssNphCjIuDdR3soG-VaWApJBRkqrQZDgcYF-YfIgcdQrDolxNZbuM-hIXjzQj5eQln-h7l31Gn8f1hYIVDwP6iHekKGSoI5zK1Pviw_z8dNgJzFyEv3olVFOXTI/s320/v4.jpg" style="margin-left: auto; margin-right: auto;" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ouvrant petite partie</td></tr>
</tbody></table>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLZATvlpQ3x8F_SMAGEIl0ExDYuohaQh_54j0KtOPHSfgfzm9egnH8cT0xOSH66fpuepnM2r3aXu2FBSG5fN1kG-u_oUmNoj0FGI4GCkAclkp4SpLXMwDWoMWUprrwd3qmGf9C0WSWq1A/s1600/DSCF0912.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLZATvlpQ3x8F_SMAGEIl0ExDYuohaQh_54j0KtOPHSfgfzm9egnH8cT0xOSH66fpuepnM2r3aXu2FBSG5fN1kG-u_oUmNoj0FGI4GCkAclkp4SpLXMwDWoMWUprrwd3qmGf9C0WSWq1A/s320/DSCF0912.JPG" width="320" /></a></div>
Prix : 28€+7€ de frais de port ( France ou Belgique)<br />
Disponible via contacter l'auteur.<br />
<br />
Aucun de mes kits ne comprend le tissu. moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-3490391115772231502011-07-07T13:07:00.000-07:002012-10-09T12:14:34.202-07:00Boîte à rubans, dentelles ou croquets..<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqHLDvL236t4FnA8yok2bGm6aZ4RINZaodbh1yMa7JoQg2JCoHjg58BgTsGy-2VKGB4gtSFqHCqtnmeeRJOkJbr_rJQUGTf4Sp5oelrGkSpgdPMe_CL3dmM9UNrLsrMa9PgUjenvOFIvg/s1600/DSCF0272.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqHLDvL236t4FnA8yok2bGm6aZ4RINZaodbh1yMa7JoQg2JCoHjg58BgTsGy-2VKGB4gtSFqHCqtnmeeRJOkJbr_rJQUGTf4Sp5oelrGkSpgdPMe_CL3dmM9UNrLsrMa9PgUjenvOFIvg/s320/DSCF0272.JPG" width="320" /> </a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqCg3vEjqG6NM4Xnj3epg7jyh1Q-RQVTFFzIMfp-K5iwQxyZmNmcgpgUOY2Pzv7phzXkXh83gfa_kiPn21Lue-0EcqhCbGR9PWl9TsaIXbjq_a4CQ04rN-tR5x53WIVepSooRZ2WFGMCQ/s1600/DSCF0030.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqCg3vEjqG6NM4Xnj3epg7jyh1Q-RQVTFFzIMfp-K5iwQxyZmNmcgpgUOY2Pzv7phzXkXh83gfa_kiPn21Lue-0EcqhCbGR9PWl9TsaIXbjq_a4CQ04rN-tR5x53WIVepSooRZ2WFGMCQ/s320/DSCF0030.JPG" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
Le kit se compose de 2 étages </div>
<div class="separator" style="clear: both; text-align: center;">
et comprend:</div>
<ul>
<li>La fiche technique détaillée en 7 pages couleurs, </li>
<li>Les cartons, </li>
<li>2 bobines montées,</li>
<li>1 bobine pouvant servir de gabarit,</li>
<li>les bâtons pour porter les bobines</li>
<li>Le liège </li>
</ul>
<br />
le tout pour faire 2 étages....<br />
<br />
Prix: 28€ + 7€ frais de port(France ou Belgique)<br />
2 étages supplémentaires 12€ <br />
<u>Prix pour 4 étages, pied et couvercle</u> 40€ + 7€ frais de port (France ou Belgique)<br />
<br />
Disponible via contacter l'auteur.<br />
Aucun des kits ne comprend le tissu . <br />
<div class="separator" style="clear: both; text-align: center;">
</div>
moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-34005492388161904382011-01-18T04:14:00.000-08:002011-01-18T04:15:09.184-08:00Vos réalisations avec mes fiches...<span style="font-size: small;"><i><b>Voici la réalisation de <a href="http://marieodile59.canalblog.com/">Marie-odile</a> </b></i></span><i><b>et de son époux </b></i><br />
<i><b>Boîte réalisée avec le<a href="http://boitesdemoulinette.blogspot.com/2010/09/la-boite-fils.html"> fiche de la boîte à fils</a>, c'est le petit modèle qu'elle a choisit de réaliser en premier </b></i>....<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC6FUFKc3wot1_qKhG3uju15N4RgnboIwkXML_zbwA24fQeSavTj59AMt0h-e5Q4wyF8Sa7Pz9B4oUedzNRvO4QR7AEunZe60wCsQ3gaYYkF0PPf6hGcQm9KgYi0-AE21N3fpkHlTDmU0/s1600/broderie+244.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC6FUFKc3wot1_qKhG3uju15N4RgnboIwkXML_zbwA24fQeSavTj59AMt0h-e5Q4wyF8Sa7Pz9B4oUedzNRvO4QR7AEunZe60wCsQ3gaYYkF0PPf6hGcQm9KgYi0-AE21N3fpkHlTDmU0/s320/broderie+244.jpg" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLvgFqvExqf-wZs1xWvBQE7En8_6mHVTn7XsxegbnxpBP5g6I9iGlfCnt090lpoii_Mi7w4P_m-hYWkDOnusmQUeUCYnJArTrQHaVu6OHFwkbiswMVPa07fxEdtoMTCzVNRP4LY93W_10/s1600/broderie+237.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLvgFqvExqf-wZs1xWvBQE7En8_6mHVTn7XsxegbnxpBP5g6I9iGlfCnt090lpoii_Mi7w4P_m-hYWkDOnusmQUeUCYnJArTrQHaVu6OHFwkbiswMVPa07fxEdtoMTCzVNRP4LY93W_10/s320/broderie+237.jpg" width="240" /></a></div><br />
<br />
<span style="font-size: large;"><i><b>Marie Odile j'attends les photos de la grande!</b></i></span>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-4990124140475274932010-09-24T03:30:00.000-07:002016-02-23T06:12:13.478-08:00Boîte avec passe-partout<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6K-S-11MepWKGmU_Vm5Lbhp2goKoY8Lh_0QEc4xLWDlUXLntPrTvTAR7kGlVIP-p5glMAyUiBmgsGMgAvqOixFE2EvKj2-5frike6wNXPV4lGP717QwNICKfuKOquaowyoWWR118Vdfw/s1600/boitec10.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="199" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6K-S-11MepWKGmU_Vm5Lbhp2goKoY8Lh_0QEc4xLWDlUXLntPrTvTAR7kGlVIP-p5glMAyUiBmgsGMgAvqOixFE2EvKj2-5frike6wNXPV4lGP717QwNICKfuKOquaowyoWWR118Vdfw/s320/boitec10.jpg" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJV0oOdYEaiI7cthoHU-GaAUuNimpKgcPAX4rtqzFtV2azDkPtZplCcH2cvSkVGEQcW3zMnY6Ao2Z4U-vj5x2uy5hYDY2Ry54Spi_-Qu4ues_au26rZgZdjahAQm6a8brxfokxieDGmvQ/s1600/DSC09804.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJV0oOdYEaiI7cthoHU-GaAUuNimpKgcPAX4rtqzFtV2azDkPtZplCcH2cvSkVGEQcW3zMnY6Ao2Z4U-vj5x2uy5hYDY2Ry54Spi_-Qu4ues_au26rZgZdjahAQm6a8brxfokxieDGmvQ/s320/DSC09804.JPG" width="320" /></a><br />
<br />
<br />
<br />
<br />
<br />
<i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;">La fiche technique est accompagnée d'un kit complet au choix pour une boîte carrée de 20cm de côté ou une boîte rectangulaire de 18 x 24 cm.</span></span></b></i><br />
<i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;">Le kit comprend:</span></span></b></i><br />
<br />
<ul>
<li><i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;">Les explications détaillées en 10 pages couleurs</span></span></b></i></li>
<li><i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;">Les cartons en 2,5mm</span></span></b></i></li>
<li><i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;">La charnière</span></span></b></i></li>
<li><i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;">Le liège</span></span></b></i></li>
<li><i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;"> 3 passe-partout rectangle-ovale et cœur</span></span></b></i><i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;"> </span></span></b></i></li>
</ul>
<i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;">ou carré-rond et cœur suivant le format que vous aurez choisit.</span></span></b></i><br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi84JpSP8CnKXnyujAY4T8vW44sRPFBo2xmlRRRYdOT0_-sVbaI3rLw5YGkH6a3h2ym_JukpCqEsl2yywdsN2LSKpRU9OZtQPOKWPJsQ2Rtw1AFCuafjPEdMC4rLWQcnK60-8dlfnD77Sc/s1600/DSC09831.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi84JpSP8CnKXnyujAY4T8vW44sRPFBo2xmlRRRYdOT0_-sVbaI3rLw5YGkH6a3h2ym_JukpCqEsl2yywdsN2LSKpRU9OZtQPOKWPJsQ2Rtw1AFCuafjPEdMC4rLWQcnK60-8dlfnD77Sc/s320/DSC09831.JPG" width="240" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIWSuJgm4e-OMOvEh5ULxiz4K2uMk1tvMrfjCWO81ZtY7ume28pQYa0M7dMUA0u8QduIV14dttT9uii4F1hXxHxOfRP3zbv_L7Yjlep3zLUnpVn_5urJKc4kaU3G_7tn0biAtIa4ZYCk0/s1600/DSC09832.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/AVvXsEhIWSuJgm4e-OMOvEh5ULxiz4K2uMk1tvMrfjCWO81ZtY7ume28pQYa0M7dMUA0u8QduIV14dttT9uii4F1hXxHxOfRP3zbv_L7Yjlep3zLUnpVn_5urJKc4kaU3G_7tn0biAtIa4ZYCk0/s200/DSC09832.JPG" width="150" /></a></div>
<br />
<br />
<br />
<br />
<i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;">Prix 20€ + 4€ frais de port (France ou Belgique)</span></span></b></i><br />
<br />
<i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;">Disponible via contacter l'auteur</span></span></b></i><br />
<br />
<i><b><span style="background-color: white; color: #444444; font-family: "georgia" , "times new roman" , serif;"><span style="color: #444444;">Aucun des kits ne comprend le tissu. </span></span></b></i>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-268916351808575792010-09-23T11:56:00.000-07:002012-10-09T12:46:51.576-07:00Pétrin à poignées<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuUh0Kob_ko8emKEDrVgM6X_utj9vjjbc26H413udmsZYEkmSMSIkaGuvzoo6lrEe2erjuur7wttbnniyhzREhWhwPhttkrv4VvgpxsEi9vMwdMPp3r8QVpyioNpnHPQJhQ-FOm4_DgS0/s1600/DSC09548.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhuUh0Kob_ko8emKEDrVgM6X_utj9vjjbc26H413udmsZYEkmSMSIkaGuvzoo6lrEe2erjuur7wttbnniyhzREhWhwPhttkrv4VvgpxsEi9vMwdMPp3r8QVpyioNpnHPQJhQ-FOm4_DgS0/s320/DSC09548.JPG" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk7f9ddMYqbl-c2bAy6YhxI4VxAhqyd2__6dGsqJTC7NxYJyfIhNjKdIpp5Ffr9C76_YlsmREIRBAtNsLbJKkGYCS-fje0fTFpxFLhF1YBVnoo-R_WUGePdhMdsr9C7iBSNtvBmrO8_j0/s1600/DSC09706.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgk7f9ddMYqbl-c2bAy6YhxI4VxAhqyd2__6dGsqJTC7NxYJyfIhNjKdIpp5Ffr9C76_YlsmREIRBAtNsLbJKkGYCS-fje0fTFpxFLhF1YBVnoo-R_WUGePdhMdsr9C7iBSNtvBmrO8_j0/s320/DSC09706.JPG" width="320" /></a><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">La fiche technique est accompagnée d'un kit complet comprenant: </span></b></i></span><br />
<ul>
<li><span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Explications détaillées en 7 pages couleurs</span></b></i></span></li>
<li><span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Carton de 2,5mm coupé</span></b></i></span></li>
<li><span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Kraft</span></b></i></span></li>
<li><span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Cartonnette</span></b></i></span></li>
<li><span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Liège pour le fond</span></b></i></span></li>
<li><span style="color: #444444; font-family: Georgia,"Times New Roman",serif;"><i><b>Poignées en sangle et attaches</b></i></span><span style="color: #444444;"><b style="font-family: Georgia,"Times New Roman",serif;"><i> </i></b></span></li>
</ul>
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;"><br />
</span></b></i></span><br />
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;"><br />
</span></b></i></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnK3HfbjOPgzYKJwHHs4J87T2mDUfL8JY1Tal7jSFbc7oktgecQaioyIpokpDEPxKD4D4QgycJHLCB3YebYg_WSr3Hsj2VY0iW6-GkBxCO-I7DOm0tz1owIozq8DSBTL2NVItOhMz52Is/s1600/DSC09833.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnK3HfbjOPgzYKJwHHs4J87T2mDUfL8JY1Tal7jSFbc7oktgecQaioyIpokpDEPxKD4D4QgycJHLCB3YebYg_WSr3Hsj2VY0iW6-GkBxCO-I7DOm0tz1owIozq8DSBTL2NVItOhMz52Is/s320/DSC09833.JPG" width="240" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCULgTtbBaPK4ftXrWLAI8mAr4d46KJ-JCqKxtx4J1EYHxSchpEmfweSMyHhXkF0O3-aKTV6oHDlRN1XFy8zmgO-O2B2P9I3aBFA4k9ZAeliYcCn2C6vXtcbtSfefn6av5ltvI1qZ5Caw/s1600/DSC09834.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCULgTtbBaPK4ftXrWLAI8mAr4d46KJ-JCqKxtx4J1EYHxSchpEmfweSMyHhXkF0O3-aKTV6oHDlRN1XFy8zmgO-O2B2P9I3aBFA4k9ZAeliYcCn2C6vXtcbtSfefn6av5ltvI1qZ5Caw/s200/DSC09834.JPG" width="200" /></a></div>
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;"><br />
</span></b></i></span><br />
<br />
<br />
<br />
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;"><br />
</span></b></i></span><br />
<ul></ul>
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Prix 18€ + 7€ frais de port(France ou Belgique)</span></b></i></span><br />
<br />
Disponible via contacter l'auteur.<br />
<br />
Aucun de mes kits ne comprend le tissu.
moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-39038546098052601992010-09-23T08:05:00.000-07:002010-09-24T03:48:28.666-07:00<i style="color: #444444; font-family: Georgia,"Times New Roman",serif;"><b>Potentiellement toutes mes boîtes sont à vendre ou réalisables selon vos gouts personnels: disposition des accessoires, choix des tissus et choix de la taille et du modèle de la boîte.</b></i><br />
<i style="color: #444444; font-family: Georgia,"Times New Roman",serif;"><b>Je peux concevoir la boîte que vous avez imaginée et monter une de vos broderies sur le modèle de boîte que vous avez envie de posséder.</b></i><br />
<i style="color: #444444; font-family: Georgia,"Times New Roman",serif;"><b>Voici un échantillonnage de boîtes disponibles avec leurs dimensions et leur prix.</b></i>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-41681868752088148332010-09-23T07:26:00.000-07:002014-11-24T08:11:26.316-08:00cours<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Les cours se donnent en Belgique ou dans la Drôme</span></b></i></span><br />
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Nous partons de grandes feuilles de carton, que nous découpons au cutter aux dimensions des boîtes que nous imaginons, nous assemblons le tout et habillons l'ensemble de tissu.</span></b></i></span><br />
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Pas d'expérience ni de pré-requis, juste l'envie d'apprendre et de partager de bons moments de convivialité autour d'un café ou d'un thé.</span></b></i></span><br />
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">La session dure 3h' en matinée et/ou en après-midi</span></b></i></span><br />
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Maximum 4 personnes et uniquement sur RDV. </span></b></i></span><br />
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Une session coute 35€, la journée complète 70€.</span></b></i></span><br />
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Tout le matériel est compris: </span></b></i></span><br />
<ul>
<li><span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Carton</span></b></i></span></li>
<li><span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Colle</span></b></i></span></li>
<li><span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Liège</span></b></i></span></li>
<li><span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Charnière</span></b></i></span></li>
<li><span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Ouatine</span></b></i></span></li>
<li><span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">sauf les tissus pour lesquels il faut impérativement du coton, pas de synthétique ni d'ameublement et les accessoires métalliques éventuels.</span></b></i></span></li>
</ul>
<span style="color: #444444;"><i><b><span style="font-family: Georgia,"Times New Roman",serif;">Après la session vous repartez avec votre boîte terminée. Pour d'autres renseignements ou pour vous inscrire laissez un commentaire sous ce message.</span></b></i></span>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com1tag:blogger.com,1999:blog-3009238440804003153.post-28089883761692572262010-09-23T07:03:00.000-07:002012-10-09T12:18:33.060-07:00L'écrin hexagonal<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlQA42dobcekvQG0h6C4U6wn5Oqub5y56mMg6JM3s3cF7rHASjNuFBp8JmV2EiqaRZqC_FN60B2SHEWQoEOEh806D4AUp108WrgTt8eFiRJVL87Do_XICT8m18B2XyceEE1AI65jXSfNc/s1600/DSC09287.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlQA42dobcekvQG0h6C4U6wn5Oqub5y56mMg6JM3s3cF7rHASjNuFBp8JmV2EiqaRZqC_FN60B2SHEWQoEOEh806D4AUp108WrgTt8eFiRJVL87Do_XICT8m18B2XyceEE1AI65jXSfNc/s320/DSC09287.JPG" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM7xKS0DUOLsa0exF9j2EGuWEonOGRC7-X8v49NxAgWaOMpOpzjWWSDDePg4DejNV92FaEVP5Az9eDXgn6m9W-_iCoYnEyyuzP0xgOiihwzaoL0yXkBfJs-noVSbrEk0OC8beJ-bkgM7A/s1600/DSC09329.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiM7xKS0DUOLsa0exF9j2EGuWEonOGRC7-X8v49NxAgWaOMpOpzjWWSDDePg4DejNV92FaEVP5Az9eDXgn6m9W-_iCoYnEyyuzP0xgOiihwzaoL0yXkBfJs-noVSbrEk0OC8beJ-bkgM7A/s320/DSC09329.JPG" width="320" /></a><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;">La fiche technique est accompagnée d'un kit complet comprenant:</span></b></i><br />
<ul>
<li><i><b><span style="color: #444444;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-family: Georgia,"Times New Roman",serif;">Explications détaillées en 5 pages couleur </span></span></span></b></i></li>
<li><i><b><span style="color: #444444;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-family: Georgia,"Times New Roman",serif;"> cartons de 2,5mm</span></span></span></b></i></li>
<li><i><b><span style="color: #444444;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-family: Georgia,"Times New Roman",serif;">cartonnettes </span></span></span></b></i></li>
<li><i><b><span style="color: #444444;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-family: Georgia,"Times New Roman",serif;">ouatine </span></span></span></b></i></li>
<li><i><b><span style="color: #444444;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-family: Georgia,"Times New Roman",serif;">liège </span></span></span></b></i></li>
<li><i><b><span style="color: #444444;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-family: Georgia,"Times New Roman",serif;">kraft </span></span></span></b></i></li>
</ul>
<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj10b_Cfhgo9M5fCLMIRTSaEx1lR-ncSioZ059S7dZ-SnGBBfSTI6HpN7PtobEcskXPr-mo49QP2g4fXjTNr9bEsVjylGwq5TpkUUVQbMehoz4XZeHWrkWZUgnwjjwQ2xb6JXce-Zuu79E/s1600/DSC09835.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj10b_Cfhgo9M5fCLMIRTSaEx1lR-ncSioZ059S7dZ-SnGBBfSTI6HpN7PtobEcskXPr-mo49QP2g4fXjTNr9bEsVjylGwq5TpkUUVQbMehoz4XZeHWrkWZUgnwjjwQ2xb6JXce-Zuu79E/s320/DSC09835.JPG" width="240" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYHmm9iEt9XF0lE9WYoQGhP_RTwbawsk2YHmTOk5kqXysuIWCi2gVRs_zWN6VPtCM0-w8U-tBA2NhtLzEkyNT2yvDeNHs5SuBmtYmcbKNaqGHyhH3KtvCGfc7zIt9jUBxqJiffEu9zPQk/s1600/DSC09836.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/AVvXsEgYHmm9iEt9XF0lE9WYoQGhP_RTwbawsk2YHmTOk5kqXysuIWCi2gVRs_zWN6VPtCM0-w8U-tBA2NhtLzEkyNT2yvDeNHs5SuBmtYmcbKNaqGHyhH3KtvCGfc7zIt9jUBxqJiffEu9zPQk/s200/DSC09836.JPG" width="150" /></a></div>
<br />
<br />
<br />
<br />
<br />
<i><b><span style="color: #444444;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-family: Georgia,"Times New Roman",serif;">Prix 18 € + frais de port</span></span></span></b></i><br />
<br />
<i><b><span style="color: #444444;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-family: Georgia,"Times New Roman",serif;">Disponible via contacter l'auteur.<br />
<br />
Aucun de mes kits ne comprend le tissu.
</span></span></span></b></i>moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-75142779403606452972010-09-23T06:52:00.000-07:002012-10-09T12:19:25.551-07:00La Boîte coeur<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjthXg4Ig3XuLVhvSFmslDkkdqGTr5H4XtkaY5DPRZpcZNzDqW3rCZbIqHBPbRJvUx9jM8Iwalsy7iZgfuTkTT5iIlDu5ZjJQvV061yfS39MNL4hxL5fUHwqlPWp-WoqTeyITCSRm8VRw8/s1600/DSC09312.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjthXg4Ig3XuLVhvSFmslDkkdqGTr5H4XtkaY5DPRZpcZNzDqW3rCZbIqHBPbRJvUx9jM8Iwalsy7iZgfuTkTT5iIlDu5ZjJQvV061yfS39MNL4hxL5fUHwqlPWp-WoqTeyITCSRm8VRw8/s320/DSC09312.JPG" width="320" /></a></div>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsUuMFlkqi2UXdY66MoX9d1RF507Lv1gR986HCrmDIlyqdPIn1k-Fw1FApNfGThHNZshpnag_0ZMFScbBH8WchNe_a7SRfRZG3f0uoNMm9lBjjtbyKy7aY9SBEzT52vMq-ld0n90s9G9Q/s1600/DSC05032.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsUuMFlkqi2UXdY66MoX9d1RF507Lv1gR986HCrmDIlyqdPIn1k-Fw1FApNfGThHNZshpnag_0ZMFScbBH8WchNe_a7SRfRZG3f0uoNMm9lBjjtbyKy7aY9SBEzT52vMq-ld0n90s9G9Q/s320/DSC05032.JPG" width="240" /></a><br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;">Disponible en petit ou en grand modèle</span></b></i><br />
<i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;">La fiche technique est accompagnée d'un kit complet </span></b></i><br />
<i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;">comprenant:</span></b></i><br />
<ul>
<li><i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;">Explications détaillées en 6 pages couleur</span></b></i></li>
<li><i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;">Carton de 2,5mm</span></b></i></li>
<li><i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;"> Cartonnette </span></b></i></li>
<li><i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;">Ouatine </span></b></i></li>
<li><i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;">Kraft </span></b></i></li>
<li><i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;">Liège </span></b></i></li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvc6Ozae4isx2gWr8OyF2B6VbDij65xRg0Rjk9D4RPiVHegHaviOix_VY4X3e5YJfo1ZwJ3WywgKPqs5OMNyTGyxOoCg2M7pcWwUf70hIR0GzhTy99yciLDsKuvtnE_qlyzz0JU0zwEjk/s1600/DSC09837.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvc6Ozae4isx2gWr8OyF2B6VbDij65xRg0Rjk9D4RPiVHegHaviOix_VY4X3e5YJfo1ZwJ3WywgKPqs5OMNyTGyxOoCg2M7pcWwUf70hIR0GzhTy99yciLDsKuvtnE_qlyzz0JU0zwEjk/s320/DSC09837.JPG" width="240" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKqmEyi9fWPXigpCbefudnMGga2Q5ZX-cCXGVvzO_14X_7xqHi1UgftXBgBr9xlfKXO5xPK98JUWrB4Lve-PDMqSYgGSe2MVOMD-hN6tOqgoXytjzboQ-wVCmEUzPqWq1LOEKfNLq_UIo/s1600/DSC09838.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhKqmEyi9fWPXigpCbefudnMGga2Q5ZX-cCXGVvzO_14X_7xqHi1UgftXBgBr9xlfKXO5xPK98JUWrB4Lve-PDMqSYgGSe2MVOMD-hN6tOqgoXytjzboQ-wVCmEUzPqWq1LOEKfNLq_UIo/s200/DSC09838.JPG" width="200" /></a></div>
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;">Prix 18€+ 3€25 frais de port (France ou Belgique)</span></b></i><br />
<br />
<i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;">Disponible via contacter l'auteur.<br />
<br />
Aucun de mes kits ne comprend le tissu.
</span></b></i><br />
<i style="color: #444444;"><b><span style="font-family: Georgia,"Times New Roman",serif;"> </span></b></i><br />
<div class="separator" style="clear: both; text-align: center;">
</div>
moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-88939520968901351992010-09-23T05:50:00.001-07:002012-10-09T12:21:52.089-07:00La boîte à fils<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWwFtQqmDQvgHZuqUYqAWT_TjdL5jnwkQjgdOXbg_0slN3X97HLu0YgJr6ewoe_92NHtO7K5hVvvC4ai6AwVP1PUp0lCY5ZHLOGSifm9xKyQdcBJi-LONWLMNke179E6oU22jE1EU9A80/s1600/DSC09829.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div>
<div class="separator" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;">
<img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6FkmPj5BV_pf-YJPy2wHrlRpvalu5z8_B0AgwGdFy93ULbSdkr9FV_C68NosSyB1XHaeV2lFxR8uDimkvrYmKHGujFOVJyQuqUiYuxGpG8bmSjhujB6-gN0p-UnIFDh4aUbOeS8Sjm1qI/s200/DSC08402.JPG" width="150" /></div>
<br />
<br />
<div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;">
<img border="0" height="163" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbr7SCqZF8-IJzlZEqLcwLf39CcvxedWepbqZvxTuxdPrQIe1-_3W7kGAL81QFTbKJrqCoQbIXZuo7cZpx_z1GfXSe6nvCYYyHuzeqftUzGXceZMfVHFpA0Kgno7Vu8lE15j_Dzuu97PLR/s200/DSC08401.JPG" width="200" /></div>
<br />
<br />
<br />
<br />
<br />
<div style="color: #444444; font-family: Georgia,"Times New Roman",serif;">
<br /></div>
<div style="color: #444444; font-family: Georgia,"Times New Roman",serif;">
<b><i>La Fiche technique se présente sous forme de semi-kit et comprend</i></b></div>
<ul style="color: #444444; font-family: Georgia,"Times New Roman",serif;">
<li><b><i>Les explications en 6 pages couleur</i></b></li>
<li><b><i> le bâton pour suspendre les fils</i></b></li>
<li><b><i>les fixations du bâton</i></b></li>
<li><b><i>la charnière pour la boîte</i></b></li>
</ul>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiMDcj9TQmMmtOF7ypK9BVKZD3ZMfmyiqpitVLqzgi4VSN9lf_8e4FXh-XXIebYN5smICBovwhAiGytw-a167HMrmsnJo54sNCYHYWu2KHGiuogDs-XJUvCnWIeaIamKCfUlgGX1tLf0k/s1600/DSC09829.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgiMDcj9TQmMmtOF7ypK9BVKZD3ZMfmyiqpitVLqzgi4VSN9lf_8e4FXh-XXIebYN5smICBovwhAiGytw-a167HMrmsnJo54sNCYHYWu2KHGiuogDs-XJUvCnWIeaIamKCfUlgGX1tLf0k/s320/DSC09829.JPG" width="240" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiy36Hn_pBoB_is0_zd4MZdw99gJ0EUnabbAcJTuXDfEzigaVykTdAgXS9n5kBQ7SfJd4LDBAtyXDGCSeGnZUiDNQDvvLuaFDOzNGiRMwflTinx7iIOMUoFDlN6W-JC9qGyfyGECpO94lw/s1600/DSC09830.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/AVvXsEiy36Hn_pBoB_is0_zd4MZdw99gJ0EUnabbAcJTuXDfEzigaVykTdAgXS9n5kBQ7SfJd4LDBAtyXDGCSeGnZUiDNQDvvLuaFDOzNGiRMwflTinx7iIOMUoFDlN6W-JC9qGyfyGECpO94lw/s200/DSC09830.JPG" width="150" /></a></div>
<br />
<br />
<br />
<div style="color: #444444; font-family: Georgia,"Times New Roman",serif;">
<br />
<br />
<br />
<br />
<br />
<br />
<b><i>Prix 18€ + 3€25 frais de port(France ou Belgique)</i></b><br />
<br />
<b><i>le kit complet de cartons est disponible sur commande pour 20 € + frais de port donc 20+18+7(FdP) </i></b><br />
<br />
<b><i>Disponible via contacter l'auteur.<br />
<br />
Aucun de mes kits ne comprends le tissu.
</i></b></div>
moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com0tag:blogger.com,1999:blog-3009238440804003153.post-88082713192259291282010-09-23T05:49:00.001-07:002010-09-24T02:43:27.761-07:00ActualitésPour connaître mon actualité concernant<br />
<br />
-les cours<br />
<br />
-les salons<br />
<br />
-les nouvelles créations<br />
<br />
<br />
<br />
Pour ne rien rater >><br />
abonnez-vous à ce blog ou rejoignez-moi sur FaceBook.<br />
<a href="http://www.facebook.com/pages/Boites-de-Moulinette/136603699719306" style="color: #990000; font-family: "lucida grande",tahoma,verdana,arial,sans-serif; font-size: 11px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none;" target="_TOP" title="Boites de Moulinette">Boites de Moulinette</a><br />
<a href="http://www.facebook.com/pages/Boites-de-Moulinette/136603699719306" target="_TOP" title="Boites de Moulinette"><img height="235" src="http://img827.imageshack.us/img827/7926/facebookmoulinettecopie.png" style="border: 0px none;" width="120" /></a><br />
<a href="http://www.facebook.com/business/dashboard/" style="color: #3b5998; font-family: "lucida grande",tahoma,verdana,arial,sans-serif; font-size: 11px; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none;" target="_TOP" title="Créez votre propre badge !"></a><br />
<br />
<br />
Mon blog personnel >> http://moulinette7.canalblog.com/<br />
<br />
<br />
Merci de votre visite.moulinettehttp://www.blogger.com/profile/03817305428331120592noreply@blogger.com1