<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-7817787363005377360</atom:id><lastBuildDate>Sun, 26 Oct 2025 00:47:14 +0000</lastBuildDate><title>Une petite fée dans la cuisine</title><description></description><link>http://unepetitefeedanslacuisine.blogspot.com/</link><managingEditor>noreply@blogger.com (Une petite fée dans la cuisine)</managingEditor><generator>Blogger</generator><openSearch:totalResults>33</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-7011765858466477856</guid><pubDate>Tue, 28 Jan 2014 21:22:00 +0000</pubDate><atom:updated>2014-01-28T13:22:54.896-08:00</atom:updated><title></title><description></description><link>http://unepetitefeedanslacuisine.blogspot.com/2014/01/blog-post.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><thr:total>3</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-3363334704758056725</guid><pubDate>Sun, 04 Nov 2012 08:20:00 +0000</pubDate><atom:updated>2012-11-04T01:20:30.666-07:00</atom:updated><title>Financiers amande-framboises</title><description>&lt;br /&gt;
J&#39; adore les amandes, j&#39; adore les framboises et je n&#39; avais jamais testé ces petites gourmandises...C&#39; est chose faite!&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZBK4p0giJ9cZpdPrkBO57CqCr03sVxoUutx7nTv3qzp46iCc1oJYimrxIg1AJjdsTXPNW-HH_WBNdNwp4xPmxVLV4jSaSq1vafOK8sKS6wtQz1c1RM0Ve_1N8U1jhw6Q9HjlfUTfXZcg/s1600/financiers+framboises+1-001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZBK4p0giJ9cZpdPrkBO57CqCr03sVxoUutx7nTv3qzp46iCc1oJYimrxIg1AJjdsTXPNW-HH_WBNdNwp4xPmxVLV4jSaSq1vafOK8sKS6wtQz1c1RM0Ve_1N8U1jhw6Q9HjlfUTfXZcg/s640/financiers+framboises+1-001.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;i&gt;&lt;b&gt;Les ingrédients pour 30 financiers:&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
150g de sucre glace&lt;br /&gt;
100g de poudre d&#39; amande&lt;br /&gt;
50g de farine&lt;br /&gt;
4 blanc d&#39; oeufs&lt;br /&gt;
100g de beurre&lt;br /&gt;
Quelques framboises&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8Sz7FqAzGQS70GBefi8M9EIEsfhZPDjYXpG7ue68LLMK2QcNV14yJRhyphenhyphenmq7wHf0dfgCmsUjyHRnM1u5wPSQPdD_3wtvhlI9Yt2G7s9GJ4T4PUrrnC_lh3U9TxGbkOax1-f8vKbX1lRiY/s1600/financiers+framboises+2-001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8Sz7FqAzGQS70GBefi8M9EIEsfhZPDjYXpG7ue68LLMK2QcNV14yJRhyphenhyphenmq7wHf0dfgCmsUjyHRnM1u5wPSQPdD_3wtvhlI9Yt2G7s9GJ4T4PUrrnC_lh3U9TxGbkOax1-f8vKbX1lRiY/s640/financiers+framboises+2-001.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&amp;nbsp;&lt;i&gt;&lt;b&gt;La recette:&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
Préchauffez le four à 180°.&lt;br /&gt;
Faites fondre le beurre a la casserole tout doucement jusqu&#39;a obtention 
d&#39;une belle couleur noisette et réservez.&lt;br /&gt;
&lt;i&gt;&lt;b&gt; &lt;/b&gt;&lt;/i&gt;Mélangez la farine, la poudre d&#39;amande, le sucre glace et tamiser dans un saladier.&lt;br /&gt;
Montez les blancs en neige et les incorporez au mélange farine-amande-sucre glace.&lt;br /&gt;
Versez le beurre doucement dans la pâte.&lt;br /&gt;
&lt;br /&gt;
Remplir vos moules à la moitié, ajoutez une ou deux framboises et&amp;nbsp;enfournez 15 min.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3COwh9g4WgBSP0TdvsfjguWS1kzU8rxcZ4tMU9O3BoVEeGrepyjwXL3VpmcEBzkH_ROlXZD9LST6Q4Qam2MBfGNPMKLu7HiXagIU67JJKs5_Jt7g6fB7yqedD1W4y_hRNAA0iTQn3eTg/s1600/financiers+framboises+3-001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3COwh9g4WgBSP0TdvsfjguWS1kzU8rxcZ4tMU9O3BoVEeGrepyjwXL3VpmcEBzkH_ROlXZD9LST6Q4Qam2MBfGNPMKLu7HiXagIU67JJKs5_Jt7g6fB7yqedD1W4y_hRNAA0iTQn3eTg/s640/financiers+framboises+3-001.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/11/financiers-amande-framboises.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZBK4p0giJ9cZpdPrkBO57CqCr03sVxoUutx7nTv3qzp46iCc1oJYimrxIg1AJjdsTXPNW-HH_WBNdNwp4xPmxVLV4jSaSq1vafOK8sKS6wtQz1c1RM0Ve_1N8U1jhw6Q9HjlfUTfXZcg/s72-c/financiers+framboises+1-001.JPG" height="72" width="72"/><thr:total>4</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-375635139251286238</guid><pubDate>Wed, 26 Sep 2012 09:47:00 +0000</pubDate><atom:updated>2012-09-26T02:47:13.304-07:00</atom:updated><title>ganache Philadelphia / tomate séchées / basilic</title><description>Je vous présente une ganache trés simple et pleine de douceur que j&#39; ai réalisé pour garnir les coques de mes macarons, mais qui peut etre trés bien utilisé aussi pour des cupcakes, ou simplement tartinée sur des toasts.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLGDXziX1kwE8pk0zBMAHjZV20GrxDvGeTTeMpyU18bfbfZGgBuZf8fJct4Lh-S016spDYPrLHuB3ayUIx3NVL57m6ENcqXCT0vJS4cE3p-oC4GLGn08WyT7WeUZEP1FI8YJRZr6HdUZ4/s1600/philadelphia+tomates+s%C3%A9ch%C3%A9es+basilic+1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;476&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLGDXziX1kwE8pk0zBMAHjZV20GrxDvGeTTeMpyU18bfbfZGgBuZf8fJct4Lh-S016spDYPrLHuB3ayUIx3NVL57m6ENcqXCT0vJS4cE3p-oC4GLGn08WyT7WeUZEP1FI8YJRZr6HdUZ4/s640/philadelphia+tomates+s%C3%A9ch%C3%A9es+basilic+1.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Les ingrédients:&lt;/b&gt;&lt;br /&gt;
1 pot de tomate séchées à l&#39; huile&lt;br /&gt;
1 barquette de 300g de Philadelphia&lt;br /&gt;
poivre&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;la recette:&lt;/b&gt;&lt;br /&gt;
égouttez les tomates séchées, puis les mixées en purée.&lt;br /&gt;
Incorporez petit à petit dans le mixer le Philadelphia.&lt;br /&gt;
poivrez... et c est prêt!&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX6Ab30wDSn78JEBTnkAGtH1FKt4TyDq9iGgOWK9HjBslniu6rhKcz4EPO9i9wa3qItWcVD4-FQpTcJDDWWRVHK6ikBzyKa1ApUNbxWMYGIW1dik_lOQEzEnJ3uaRlSyzOZGbsxwBL1Rw/s1600/philadelphia+tomates+s%C3%A9ch%C3%A9es+basilic+2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;476&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX6Ab30wDSn78JEBTnkAGtH1FKt4TyDq9iGgOWK9HjBslniu6rhKcz4EPO9i9wa3qItWcVD4-FQpTcJDDWWRVHK6ikBzyKa1ApUNbxWMYGIW1dik_lOQEzEnJ3uaRlSyzOZGbsxwBL1Rw/s640/philadelphia+tomates+s%C3%A9ch%C3%A9es+basilic+2.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/09/ganache-philadelphia-tomate-sechees.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLGDXziX1kwE8pk0zBMAHjZV20GrxDvGeTTeMpyU18bfbfZGgBuZf8fJct4Lh-S016spDYPrLHuB3ayUIx3NVL57m6ENcqXCT0vJS4cE3p-oC4GLGn08WyT7WeUZEP1FI8YJRZr6HdUZ4/s72-c/philadelphia+tomates+s%C3%A9ch%C3%A9es+basilic+1.JPG" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-4343196844607952777</guid><pubDate>Thu, 13 Sep 2012 17:36:00 +0000</pubDate><atom:updated>2012-09-13T10:36:57.367-07:00</atom:updated><title>Chèvre mariné</title><description>Après avoir senti cette délicieuse odeur de romarin... j&#39; ai eu envie de tester cette délicieuse recette, qui c&#39; est vite transformée en belle idée cadeau...&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixE-FcDQDui57u-FOcwsHlSXiOUUoUpdKLdTETMTlANePCBR2thHjimLFIsjEhaLnMZR8j3BL59Fmi5AWnHKaNAA9xOp1oMuqbevR_QPqeWAQBooHNsmt5D0ENpLce3sK9LJf6e-bmDmw/s1600/cabecou+1-001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixE-FcDQDui57u-FOcwsHlSXiOUUoUpdKLdTETMTlANePCBR2thHjimLFIsjEhaLnMZR8j3BL59Fmi5AWnHKaNAA9xOp1oMuqbevR_QPqeWAQBooHNsmt5D0ENpLce3sK9LJf6e-bmDmw/s640/cabecou+1-001.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;Les ingrédients:&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
1 chévre sec (entier ou coupé en 4)&lt;br /&gt;
2 gousses d&#39; ail&lt;br /&gt;
2 branches de romarin&lt;br /&gt;
huile d&#39; olive&lt;br /&gt;
&lt;br /&gt;
1 bocal&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTvaC89Sxg36LgdC9QXgAH3-keozQwEk2tpzmAiWsMIFoaAoAoWBQM0JnYd9Ss5JWIRcRiGjEiN59AT2iQJJ7BsjlyzbgQkmXtcp9tNNUsVffnCd5h4yhubA1Lwa-pFXT9ztuzLhbcr0M/s1600/cabecou+2-001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTvaC89Sxg36LgdC9QXgAH3-keozQwEk2tpzmAiWsMIFoaAoAoWBQM0JnYd9Ss5JWIRcRiGjEiN59AT2iQJJ7BsjlyzbgQkmXtcp9tNNUsVffnCd5h4yhubA1Lwa-pFXT9ztuzLhbcr0M/s640/cabecou+2-001.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;La recette:&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
Eplucher les gousses d&#39; ail, les disposer au fond du bocal.&lt;br /&gt;
Mettre un bout de la branche de romarin.&lt;br /&gt;
Disposer le chèvre.&lt;br /&gt;
Recouvrir d&#39; huile d&#39; olive.&lt;br /&gt;
Mettre l&#39; autre branche de romarin.&lt;br /&gt;
Fermer et patienter 1 semaine au frais avant de déguster.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjrEDwrroG_pGpdVy-9qfN6cwiwbzu_Z_MIflfFqfGPA3gNy25Dq_AsQ2b7vOz9wbZXMgK7Bdm9_LcJxXoEOGuw81g2UyrczEbZE0AUGM4c7VEiCzVoznv2HXdLmvVBljw3STvoUQmD28/s1600/cabecou-001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjrEDwrroG_pGpdVy-9qfN6cwiwbzu_Z_MIflfFqfGPA3gNy25Dq_AsQ2b7vOz9wbZXMgK7Bdm9_LcJxXoEOGuw81g2UyrczEbZE0AUGM4c7VEiCzVoznv2HXdLmvVBljw3STvoUQmD28/s640/cabecou-001.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/09/chevre-marine.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEixE-FcDQDui57u-FOcwsHlSXiOUUoUpdKLdTETMTlANePCBR2thHjimLFIsjEhaLnMZR8j3BL59Fmi5AWnHKaNAA9xOp1oMuqbevR_QPqeWAQBooHNsmt5D0ENpLce3sK9LJf6e-bmDmw/s72-c/cabecou+1-001.JPG" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-2871649246775950949</guid><pubDate>Thu, 30 Aug 2012 16:48:00 +0000</pubDate><atom:updated>2012-08-30T11:47:11.880-07:00</atom:updated><title>Cupcakes abricot nougatine amande</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEOfvbTp9FFnZ3MFP4Wgyl5XMZD-2lJ3HkmiqGxSLEJC009gc-jkkw54DDeXwbj8fA1oosgVs-Adwisq61eUuvsJswyVVEsybyAe0oSqu2HzQX8a-xn7pAVu6q1qwJgZYwxHH95yV1RRw/s1600/cupcakes+abricot+nougatine+amande+amer+1-001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZSqVHOFazO0Oevr5k7VjBM4MWLuYlGH3ZMN6sJTngkoVAbR2eLQqLoRFiIg_t1B0S7IZhmRNJhFIvUJs5ZK8YdKQTln5urSAKpUkQYwo4P3pbhr0hWG0u7PRHZ4-OXLXAzDtk5k3qjW4/s1600/cupcakes+abricots+nougatine+amande+amer+3-001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZSqVHOFazO0Oevr5k7VjBM4MWLuYlGH3ZMN6sJTngkoVAbR2eLQqLoRFiIg_t1B0S7IZhmRNJhFIvUJs5ZK8YdKQTln5urSAKpUkQYwo4P3pbhr0hWG0u7PRHZ4-OXLXAzDtk5k3qjW4/s1600/cupcakes+abricots+nougatine+amande+amer+3-001.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Un mélange délicieux de gout si différents...&lt;br /&gt;
Dans la douceur du gâteau se dévoile l&#39; acidité de l&#39; abricot, le croquant sucré de la nougatine, et le fondant du glaçage laisse deviner un léger gout d&#39; amande amer....(bref une tuerie...)&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;Les ingrédients pour 12 cupcakes:&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Pour les gateaux:&lt;/i&gt;&lt;br /&gt;
1 yaourt (nature ou vanille)&lt;br /&gt;
2 pots de farine&lt;br /&gt;
1/2 pot de sucre&lt;br /&gt;
1/2 pot d&#39; huile&lt;br /&gt;
1/2 sachet de levure&lt;br /&gt;
2 oeufs&lt;br /&gt;
1 pincée de sel&lt;br /&gt;
3 abricots&lt;br /&gt;
Nougatine &lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Pour le glaçage:&lt;/i&gt;&lt;br /&gt;
250g de mascarpone&lt;br /&gt;
150g de philadelphia&lt;br /&gt;
100g de sucre glace&lt;br /&gt;
2 c. à café d&#39; essence d&#39; amande amer&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEOfvbTp9FFnZ3MFP4Wgyl5XMZD-2lJ3HkmiqGxSLEJC009gc-jkkw54DDeXwbj8fA1oosgVs-Adwisq61eUuvsJswyVVEsybyAe0oSqu2HzQX8a-xn7pAVu6q1qwJgZYwxHH95yV1RRw/s1600/cupcakes+abricot+nougatine+amande+amer+1-001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjEOfvbTp9FFnZ3MFP4Wgyl5XMZD-2lJ3HkmiqGxSLEJC009gc-jkkw54DDeXwbj8fA1oosgVs-Adwisq61eUuvsJswyVVEsybyAe0oSqu2HzQX8a-xn7pAVu6q1qwJgZYwxHH95yV1RRw/s640/cupcakes+abricot+nougatine+amande+amer+1-001.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;La recette:&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Le glaçage:&lt;/i&gt;&lt;br /&gt;
Mélanger le philadelphia, le mascarpone, le sucre glace et l&#39; amande amer à la maryse et le remettre au frais.&lt;i&gt; &lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;Les gâteaux: &lt;/i&gt;&lt;br /&gt;
Préchauffez le four à 180°.&lt;br /&gt;
Dans un robot, mélanger le yaourt, les oeufs et le sucre.&lt;br /&gt;
Ajouter l&#39; huile, la farine, la levure et le sel. &lt;br /&gt;
&lt;br /&gt;
Disposer les caissettes dans les moules.&lt;br /&gt;
Remplir de pâte à moitié.&lt;br /&gt;
Ajouter quelques morceaux d&#39; abricot et quelques éclats de nougatine.&lt;br /&gt;
&lt;br /&gt;
Faire cuire 15min, et laisser refroidir.&lt;br /&gt;
&lt;br /&gt;
A l&#39; aide d&#39; une poche à douille munie d&#39; une douille dresser le glaçage sur les cupcakes. &lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrp73lzdnEEn9jnNVGTD3KB2nTf5EshHMsRgUnF7-M8nHyIpLBcz1xAKEo_t5lI4jNHXeIk0c_iUj8orNYwFFXTDpk5w6oHeQHGTmP6RmRtqXD_2taDWmMd6cWbjU1rf5iwB7TB4OYXNI/s1600/cupcakes+abricots+nougatine+amande+amer+2-001.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrp73lzdnEEn9jnNVGTD3KB2nTf5EshHMsRgUnF7-M8nHyIpLBcz1xAKEo_t5lI4jNHXeIk0c_iUj8orNYwFFXTDpk5w6oHeQHGTmP6RmRtqXD_2taDWmMd6cWbjU1rf5iwB7TB4OYXNI/s640/cupcakes+abricots+nougatine+amande+amer+2-001.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt; &lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;i&gt;&lt;b&gt;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/07/cupcakes-abricot-nougatine-amande.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZSqVHOFazO0Oevr5k7VjBM4MWLuYlGH3ZMN6sJTngkoVAbR2eLQqLoRFiIg_t1B0S7IZhmRNJhFIvUJs5ZK8YdKQTln5urSAKpUkQYwo4P3pbhr0hWG0u7PRHZ4-OXLXAzDtk5k3qjW4/s72-c/cupcakes+abricots+nougatine+amande+amer+3-001.JPG" height="72" width="72"/><thr:total>4</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-6230558216991276247</guid><pubDate>Mon, 06 Aug 2012 06:01:00 +0000</pubDate><atom:updated>2012-08-05T23:01:23.545-07:00</atom:updated><title>Limonade à la framboise maison</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
J&#39; ai découvert il y a peu de temps un blog...je suis tombée amoureuse &lt;a href=&quot;http://www.confessionsdunegourmande.com/&quot;&gt;&quot;confessions d&#39; une gourmande&quot;&lt;/a&gt;.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Des recettes à tomber par terre, des photos de rêves... je vous laisse découvrir cette univers gourmand et magique.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
J&#39; ai voulu tester pour vous la limonade maison à la framboise.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis9VsP1B3B3KrdBKlVq1LiGja_PP3kT5OhxdYpjw97z1Iknlu8DZolJI315EKVTKU0qbFztNarRq1z4_XmIZ_lQKcinCTWouQTSq8b8kVD3WfUEf9pVODBpLVx2Dfh_auYZXMdDJwwIg4/s1600/limonade+framboise+1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis9VsP1B3B3KrdBKlVq1LiGja_PP3kT5OhxdYpjw97z1Iknlu8DZolJI315EKVTKU0qbFztNarRq1z4_XmIZ_lQKcinCTWouQTSq8b8kVD3WfUEf9pVODBpLVx2Dfh_auYZXMdDJwwIg4/s640/limonade+framboise+1.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;i&gt;&lt;b&gt;Les ingrédients 4 petites bouteilles de 25cl:&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
200g de framboises&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
500ml d&#39; eau gazeuse&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
jus d&#39; 1 citron&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
40g de sucre&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp6mkLl-6YzbrFzJ7Af7BO1xjjnH-GJPCzSTK3KjkJcg9aYt04NJrutlT4s7V7Y3KH5bcwn0JoaQOGtU2v3H8MyRFQPyOyVQNAu1DuMObU-_kinCrrt8m9Aw7iXu4IejymV5nJuTOxwVI/s1600/limonade+framboise+2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp6mkLl-6YzbrFzJ7Af7BO1xjjnH-GJPCzSTK3KjkJcg9aYt04NJrutlT4s7V7Y3KH5bcwn0JoaQOGtU2v3H8MyRFQPyOyVQNAu1DuMObU-_kinCrrt8m9Aw7iXu4IejymV5nJuTOxwVI/s640/limonade+framboise+2.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;i&gt;&lt;b&gt;&amp;nbsp;La recette:&lt;/b&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Mixer les framboises avec le jus du citron et la sucre.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Tamiser cette purée.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Mélanger la purée de framboises et l&#39; eau gazeuse.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
Servir très frais.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCwN1dwBut1ac1mMWMCdJLmgI3y6_ZIcZXexO9TXOa85OvhMeiaMhwcZ99WJ9K_aEs8WWtx5mKtbcBg9M3M7AVZoveFbN88aJ7hexp_b6fjElZrnQKw694ZwmvRglx60Nt4zIiyz2lDuw/s1600/limonade+framboise+3.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCwN1dwBut1ac1mMWMCdJLmgI3y6_ZIcZXexO9TXOa85OvhMeiaMhwcZ99WJ9K_aEs8WWtx5mKtbcBg9M3M7AVZoveFbN88aJ7hexp_b6fjElZrnQKw694ZwmvRglx60Nt4zIiyz2lDuw/s640/limonade+framboise+3.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis9VsP1B3B3KrdBKlVq1LiGja_PP3kT5OhxdYpjw97z1Iknlu8DZolJI315EKVTKU0qbFztNarRq1z4_XmIZ_lQKcinCTWouQTSq8b8kVD3WfUEf9pVODBpLVx2Dfh_auYZXMdDJwwIg4/s1600/limonade+framboise+1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis9VsP1B3B3KrdBKlVq1LiGja_PP3kT5OhxdYpjw97z1Iknlu8DZolJI315EKVTKU0qbFztNarRq1z4_XmIZ_lQKcinCTWouQTSq8b8kVD3WfUEf9pVODBpLVx2Dfh_auYZXMdDJwwIg4/s1600/limonade+framboise+1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis9VsP1B3B3KrdBKlVq1LiGja_PP3kT5OhxdYpjw97z1Iknlu8DZolJI315EKVTKU0qbFztNarRq1z4_XmIZ_lQKcinCTWouQTSq8b8kVD3WfUEf9pVODBpLVx2Dfh_auYZXMdDJwwIg4/s1600/limonade+framboise+1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis9VsP1B3B3KrdBKlVq1LiGja_PP3kT5OhxdYpjw97z1Iknlu8DZolJI315EKVTKU0qbFztNarRq1z4_XmIZ_lQKcinCTWouQTSq8b8kVD3WfUEf9pVODBpLVx2Dfh_auYZXMdDJwwIg4/s1600/limonade+framboise+1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/08/limonade-la-framboise-maison.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis9VsP1B3B3KrdBKlVq1LiGja_PP3kT5OhxdYpjw97z1Iknlu8DZolJI315EKVTKU0qbFztNarRq1z4_XmIZ_lQKcinCTWouQTSq8b8kVD3WfUEf9pVODBpLVx2Dfh_auYZXMdDJwwIg4/s72-c/limonade+framboise+1.JPG" height="72" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-5306722266735888506</guid><pubDate>Sat, 21 Jul 2012 18:16:00 +0000</pubDate><atom:updated>2012-07-22T22:39:54.812-07:00</atom:updated><title>Petits sablés à la vanille</title><description>&lt;br /&gt;
Après avoir recu mon emporte pièce &quot;brigitte&quot;, j&#39; ai pas pu attendre très longtemps avant de le tester...Verdict: tout le monde est ravi!!!&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG3i0gH0C-BqURlGcA8OuIs398gzBmg8xlbBiRoNWFhywXDr_aMrq367sE582IK7P7H9vZgiNv06ZJkjjlOBabOm8uz-uPzPLhn55czURLEaEyX8eL9kFWbOnOKMIYDkG-4aTkK4tiiy8/s1600/sabl%C3%A9s+vanille+3.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG3i0gH0C-BqURlGcA8OuIs398gzBmg8xlbBiRoNWFhywXDr_aMrq367sE582IK7P7H9vZgiNv06ZJkjjlOBabOm8uz-uPzPLhn55czURLEaEyX8eL9kFWbOnOKMIYDkG-4aTkK4tiiy8/s640/sabl%C3%A9s+vanille+3.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;&amp;nbsp;Les ingrédients pour 25 sablés vanille:&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
150g de beurre 1/2 sel mou&lt;br /&gt;
100g de sucre&lt;br /&gt;
1 oeuf&lt;br /&gt;
1c. à café d&#39; extrait de vanille&lt;br /&gt;
2 gousses de vanille&lt;br /&gt;
3g de levure chimique&lt;br /&gt;
300g de farine&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnbtQ445HMjq4Mqi9lK870mnLoAoWqSXOBVoE9M8m1ovGmKLHganpZyYHESBelcCsHF8-Z2cW43C0ZbIWaWfWHYYCF4imOIMxIgJiRhC-BgOlBU5s9LKEAAJylmSy7mN0aSt1w2kJs10o/s1600/sabl%C3%A9s+vanille+1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnbtQ445HMjq4Mqi9lK870mnLoAoWqSXOBVoE9M8m1ovGmKLHganpZyYHESBelcCsHF8-Z2cW43C0ZbIWaWfWHYYCF4imOIMxIgJiRhC-BgOlBU5s9LKEAAJylmSy7mN0aSt1w2kJs10o/s640/sabl%C3%A9s+vanille+1.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;i&gt;&lt;b&gt;La &lt;/b&gt;&lt;/i&gt;&lt;i&gt;&lt;b&gt;recette:&amp;nbsp;&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;
&lt;br /&gt;
Dans un robot mélanger le beurre pommade et le sucre, ajouter l&#39; oeuf, puis l&#39; extrait de vanille.&lt;br /&gt;
Fendre les gousses de vanille et gratter les grains, les ajouter à la préparation.&lt;br /&gt;
Ajouter la levure et la farine.&lt;br /&gt;
Former une boule, envelopper la dans du film alimentaire et la laisser reposer au frigo 1h.&lt;br /&gt;
La sortir 15min avant de la travailler.&lt;br /&gt;
Préchauffer votre four à 160°.&lt;br /&gt;
Etaler puis découper avec l&#39; emporte pièce.&lt;br /&gt;
Faire cuire 14min et laisser refroidir.&lt;br /&gt;
&lt;br /&gt;
Les sablés se conservent très bien dans une boite en fer.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWmDOMOdtggFBCyG48MSBM6ASrgmLMPRaGdT2t5yBC6jeGHQg0el5OKKg6IGDgp0E_vIJlrci1PO4H3SiCFikKW4BlGGokPHhTM7Fo41ZL-uTOfa4MWm_d15hR_SpS9f5w2cBj2qZa0G4/s1600/sabl%C3%A9s+vanille+2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWmDOMOdtggFBCyG48MSBM6ASrgmLMPRaGdT2t5yBC6jeGHQg0el5OKKg6IGDgp0E_vIJlrci1PO4H3SiCFikKW4BlGGokPHhTM7Fo41ZL-uTOfa4MWm_d15hR_SpS9f5w2cBj2qZa0G4/s640/sabl%C3%A9s+vanille+2.JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/07/petits-sables-la-vanille.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhG3i0gH0C-BqURlGcA8OuIs398gzBmg8xlbBiRoNWFhywXDr_aMrq367sE582IK7P7H9vZgiNv06ZJkjjlOBabOm8uz-uPzPLhn55czURLEaEyX8eL9kFWbOnOKMIYDkG-4aTkK4tiiy8/s72-c/sabl%C3%A9s+vanille+3.JPG" height="72" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-1541071840542395720</guid><pubDate>Sun, 15 Jul 2012 15:13:00 +0000</pubDate><atom:updated>2012-07-21T11:12:25.087-07:00</atom:updated><title>Pâtes aux petits légumes,saumon et philadelphia</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH8vXi7YkmFuTNGa_cw7ga7D8sBxd0NWqNapYuYv0PR4jblzOf09drQ5oHwCNqEyRI76AGMpSrk_fBXGl9Pf6izFq8SE9Ngox3svem2-0T9ZxovHYWq9NLs2UDi_QycUGuzVb1tIqGt8w/s1600/photo(23).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;475&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH8vXi7YkmFuTNGa_cw7ga7D8sBxd0NWqNapYuYv0PR4jblzOf09drQ5oHwCNqEyRI76AGMpSrk_fBXGl9Pf6izFq8SE9Ngox3svem2-0T9ZxovHYWq9NLs2UDi_QycUGuzVb1tIqGt8w/s640/photo(23).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Ingrédients pour 6 personnes:&lt;br /&gt;
500g de pates&lt;br /&gt;
4 courgettes&lt;br /&gt;
2 petits bocaux d&#39; asperges&lt;br /&gt;
2gousses d&#39; ail&lt;br /&gt;
2 barquettes de philadelphia saumon aneth&lt;br /&gt;
4 tranches de saumon fumé&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirRzYDAbwMzOor_Jz62R_xa08vdBrG9gaB8NSZbGkoiW5gXkBxsBT7bG2qC7c46OGbDJSPIrLSRBD1pQgajn-tsRD_rnsnXBngja3I4s_Z0WdVbQZEvoeQYoIYWOpmeQrLg_5tu0GPhyphenhypheng/s1600/photo(22).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;476&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEirRzYDAbwMzOor_Jz62R_xa08vdBrG9gaB8NSZbGkoiW5gXkBxsBT7bG2qC7c46OGbDJSPIrLSRBD1pQgajn-tsRD_rnsnXBngja3I4s_Z0WdVbQZEvoeQYoIYWOpmeQrLg_5tu0GPhyphenhypheng/s640/photo(22).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Couper les courgettes en petits dès, les faire revenir avec l&#39; ail pressé et un peu d&#39; huile d&#39; olive dans la poele une dizaine de minutes, elles doivent rester croquantes.&lt;br /&gt;
&lt;br /&gt;
En parallèle, faire cuire les pâtes et réservez.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Quand les courgettes sont cuites, ajoutez les asperges coupées en 4 puis les 2 barquettes de philadelphia au saumon, mélangez quelques minutes et ajoutez le saumon fumé coupé en petits morceaux.&lt;br /&gt;
&lt;br /&gt;
Mélangez cette préparation aux pâtes et servir.&lt;br /&gt;
&lt;br /&gt;
Bon app&#39;.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ_LXbmP7wgoSOsw8icJjc0L3FgljD2grvMZ7IFM-ixNnLVf3nnlW0JXXk538xDeqfC9Md4XbGGhUy1gtIBAyqlq_B28ptMoJq52I481nVGi6ujgLMf8n009dS4x5RaB59TFFn3n6YPTk/s1600/photo(21).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiJ_LXbmP7wgoSOsw8icJjc0L3FgljD2grvMZ7IFM-ixNnLVf3nnlW0JXXk538xDeqfC9Md4XbGGhUy1gtIBAyqlq_B28ptMoJq52I481nVGi6ujgLMf8n009dS4x5RaB59TFFn3n6YPTk/s640/photo(21).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/07/pates-aux-petits-legumes-et-au.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiH8vXi7YkmFuTNGa_cw7ga7D8sBxd0NWqNapYuYv0PR4jblzOf09drQ5oHwCNqEyRI76AGMpSrk_fBXGl9Pf6izFq8SE9Ngox3svem2-0T9ZxovHYWq9NLs2UDi_QycUGuzVb1tIqGt8w/s72-c/photo(23).JPG" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-8753808153196562991</guid><pubDate>Sun, 17 Jun 2012 06:22:00 +0000</pubDate><atom:updated>2012-06-16T23:22:43.304-07:00</atom:updated><title>fraisier mousse chocolat blanc</title><description>&lt;div id=&quot;yui_3_2_0_15_1334412423605163&quot; style=&quot;font-weight: bold;&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxd6YY433EbCR4jDKjysi4C0WOshHcJvYYVgS6ptfGCppjojESkURV3uNkSlAW5-g9ZxvGUjnyAJnEeBAD-t0JeCHeXHHEH6qdlwGM0q0WUQ8kMhebVfbnOnBbj5aPwCbUxJkDOo0tJGY/s1600/anniv+ines+lina.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxd6YY433EbCR4jDKjysi4C0WOshHcJvYYVgS6ptfGCppjojESkURV3uNkSlAW5-g9ZxvGUjnyAJnEeBAD-t0JeCHeXHHEH6qdlwGM0q0WUQ8kMhebVfbnOnBbj5aPwCbUxJkDOo0tJGY/s1600/anniv+ines+lina.JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;pour la base amandier:&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605166&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;150g de sucre&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605169&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;150g de poudre d amande&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605172&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;3 oeufs&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605175&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;75g de beurre&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605323&quot;&gt;
&lt;br /&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605324&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;span id=&quot;yui_3_2_0_15_1334412423605341&quot; style=&quot;font-weight: bold;&quot;&gt;pour la mousse au chocolat blanc:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605350&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;25cl de creme liquide entière (fleurette)&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605369&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;25cl de lait&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605372&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;2 jaune d&#39;oeufs&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605379&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;35g de sucre&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605382&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;200g de chocolat blanc&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605385&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;3 feuilles de gélatine&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605392&quot;&gt;
&lt;br /&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605179&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot; style=&quot;font-weight: bold;&quot;&gt;P&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;réparer la base amandier&lt;/span&gt;:&lt;/div&gt;
&lt;br /&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;/span&gt;&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Mélanger le sucre et les oeufs, ajouter la poudre d&#39; amande et le beurre mou.&lt;/span&gt;&lt;br /&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605186&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Verser dans votre cercle a patisserie de 22cm poser sur la plaque de votre four recouverte de papier de cuisson. cuire 25min à 180°.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605197&quot;&gt;
&lt;br /&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605198&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Laisser refroidir enlever la feuille de cuisson et placer le cercle a patisserie et base amandier sur votre plat de service ( en essayant de ne pas enlever la base amandier du cercle!)&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605251&quot;&gt;
&lt;br /&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605252&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Placer le bol de votre robot et le fouet 15min au congélateur.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605277&quot;&gt;
&lt;br /&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605278&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Laver
 et secher 500g de fraises, Couper la base des fraise pour qu&#39; elles 
soient a peu prés toute de la meme taille. les couper en 2 dans le sens 
de la hauteur et les disposer autour du cercle face plate collé au cercle.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605315&quot;&gt;
&lt;br /&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605316&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;span id=&quot;yui_3_2_0_15_1334412423605408&quot; style=&quot;font-weight: bold;&quot;&gt;pour la mousse au chocolat blanc:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605409&quot;&gt;
Faire tremper la gélatine dans de l&#39; eau froide.&lt;br /&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605410&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Dans une casserole, faire chauffer le lait, dans un saladier melanger les jaunes et le sucre,
 verser le lait chaud par dessus mélanger et remettre le tout dans la 
casserole sur le feu doux en mélangeant sans cesse jusqu&#39; à ce que la 
crème nappe la spatule. &lt;br /&gt;
  &lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605487&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Hors du feu, ajouter le chocolat blanc cassé en morceaux, mélanger jusqu&#39; à ce que le chocolat soit totalement fondu.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605504&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Essorer et ajouter la gélatine. Réserver cette préparation.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605507&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Sortir le bol et le fouet du congélateur, monter la crème liquide en chantilly.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605513&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Incorporer la chantilly à la crème au chocolat blanc.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605520&quot;&gt;
&lt;br /&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605521&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Verser la mousse dans le cercle et réserver au réfrigérateur au moins 4h. (moi je le fais la veille)&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605524&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Décorer selon votre gout.&lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605527&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;Passer un couteau a l inerrieur du cercle et démouler.&lt;br /&gt;
  &lt;/span&gt;&lt;/div&gt;
&lt;div id=&quot;yui_3_2_0_15_1334412423605510&quot;&gt;
&lt;span id=&quot;yui_3_2_0_15_1334412423605157&quot;&gt;&lt;br /&gt;
  &lt;/span&gt;&lt;/div&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/06/fraisier-mousse-chocolat-blanc.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxd6YY433EbCR4jDKjysi4C0WOshHcJvYYVgS6ptfGCppjojESkURV3uNkSlAW5-g9ZxvGUjnyAJnEeBAD-t0JeCHeXHHEH6qdlwGM0q0WUQ8kMhebVfbnOnBbj5aPwCbUxJkDOo0tJGY/s72-c/anniv+ines+lina.JPG" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-5019198992519273194</guid><pubDate>Sun, 27 May 2012 12:48:00 +0000</pubDate><atom:updated>2012-05-27T05:49:38.775-07:00</atom:updated><title>gateau fondant framboises/chocolat blanc</title><description>&lt;span style=&quot;font-family: trebuchet ms;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 180%;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: 130%;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;i&gt;&lt;span style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif; font-size: 85%;&quot;&gt;Vous avez vu la photo hier.....voici la recette aujourd&#39; hui... Entre temps j&#39; ai vu le déguster...&lt;b&gt;une vraie tuerie&lt;/b&gt;!!!&lt;/span&gt;&lt;/i&gt;&lt;br /&gt;
&lt;div style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;-200 g chocolat blanc&lt;br /&gt;-100 g de farine&lt;br /&gt;-4 oeufs&lt;br /&gt;-50 g de sucre en poudre&lt;br /&gt;-125 g de fromage blanc &lt;br /&gt;-200 g framboises surgelées ou fraîches&lt;br /&gt;&lt;br /&gt;Préchauffer le four th.6 (180°C).&lt;br /&gt;&lt;br /&gt;Faire fondre le chocolat blanc au bain-marie ou au micro-ondes ( puissance moyenne en remuant toutes les minutes).&lt;br /&gt;Battre
 les jaunes d&#39;oeufs avec le sucre et ajouter le fromage blanc (ou 
yaourt) puis le chocolat fondu. Fouetter jusqu&#39;à l&#39;obtention d&#39;un 
mélange homogène puis ajouter la farine.&lt;br /&gt;Monter les blancs en neige avec une pincée de sel puis les incorporer délicatement à la préparation.&lt;br /&gt;Ajouter les framboises et mélanger délicatement.&lt;br /&gt;&lt;br /&gt;Verser la préparation dans un moule carré ou rectangulaire tapissé de papier sulfurisé ou beurré.&lt;br /&gt;Enfourner pour 2o/25 minutes.&lt;br /&gt;&lt;br /&gt;Démouler et laisser refroidir sur une grille.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: Georgia,&amp;quot;Times New Roman&amp;quot;,serif;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;Ajourd&#39; hui je le teste avec des fraises et avec des myrtilles!!! &lt;/span&gt;&lt;/i&gt;&lt;/div&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/05/gateau-fondant-framboiseschocolat-blanc.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-4279474670138708173</guid><pubDate>Thu, 03 May 2012 10:33:00 +0000</pubDate><atom:updated>2012-05-02T23:25:30.277-07:00</atom:updated><title>Cheesecake facon Tiramissu</title><description>Après avoir téléchargé l&#39; appli &quot;philadelphia&quot; j&#39; ai découvert un tas de recettes délicieuses... Quand j&#39; ai vu un mix de 2 desserts que j&#39; adore... j&#39; ai fondu!&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUv3z4sPemMBpD9rafYUa4mzRjKO_Ekwh0WgJiIcArw5qKZjxVLNfTpUhLLoZhsqlH_vIQd8cVizl3pNFiY4cpJC8Zzhfbr77AuMf9wcAq5MdjERdp_wsyP9Oz-McF01v2nYEV66T786s/s1600/photo(2).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUv3z4sPemMBpD9rafYUa4mzRjKO_Ekwh0WgJiIcArw5qKZjxVLNfTpUhLLoZhsqlH_vIQd8cVizl3pNFiY4cpJC8Zzhfbr77AuMf9wcAq5MdjERdp_wsyP9Oz-McF01v2nYEV66T786s/s640/photo(2).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;Ingrédients pour 8personnes:&lt;/b&gt;&lt;br /&gt;
150g de biscuits cuillères&lt;br /&gt;
200ml de café froid&lt;br /&gt;
100g de chocolat au lait &lt;br /&gt;
300g de philadelphia nature&lt;br /&gt;
1 yaourt vanille&lt;br /&gt;
3 feuilles de gélatine&lt;br /&gt;
40g de sucre &lt;br /&gt;
75ml d&#39; eau&lt;br /&gt;
cacao amer&lt;br /&gt;
&lt;br /&gt;
Placer un cercle sur votre plat de service. Immergez 1 face des biscuits cuillères dans le café froid et recouvrez la base du cercle.&lt;br /&gt;
Rapez la moitié du chocolat et repartissez uniformément sur les biscuits.&lt;br /&gt;
Mélangez le philadelphia et le yaourt dans votre robot.&lt;br /&gt;
Faire ramollir les feuille de gélatine dans de l&#39; eau froide.&lt;br /&gt;
Mélangez 75ml d&#39; eau avec le sucre, chauffez et ajoutez la gélatine essorée, et remuez jusqu&#39; à dissolution.&lt;br /&gt;
Ajoutez au mélange&amp;nbsp; philadelphia/yaourt et mélangez jusqu&#39; à obtention d&#39; une créme homogène.&lt;br /&gt;
Versez la crème dans le cercle.&lt;br /&gt;
Mettre au frigo au moins 3h. Retirez délicatement le cercle avant de servir, saupoudrez de cacao et raper le reste du chocolat!&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_-gguvdVRyeSuZSt9GctsUUwCOp1wT1df_oqoadYblumWGIijFnqxa8DuDi5tFfUbcIEMH0MMUz3fdVKet5_FGgvI1ivzozjdXYq9nK_JpkWrKsth8eY3r6ba_G3KI1ILsJiqaW6qI6E/s1600/photo(4).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_-gguvdVRyeSuZSt9GctsUUwCOp1wT1df_oqoadYblumWGIijFnqxa8DuDi5tFfUbcIEMH0MMUz3fdVKet5_FGgvI1ivzozjdXYq9nK_JpkWrKsth8eY3r6ba_G3KI1ILsJiqaW6qI6E/s640/photo(4).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;i&gt;&amp;nbsp; &lt;/i&gt;&lt;/span&gt;&lt;/div&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/03/cheesecake-facon-tiramissu.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUv3z4sPemMBpD9rafYUa4mzRjKO_Ekwh0WgJiIcArw5qKZjxVLNfTpUhLLoZhsqlH_vIQd8cVizl3pNFiY4cpJC8Zzhfbr77AuMf9wcAq5MdjERdp_wsyP9Oz-McF01v2nYEV66T786s/s72-c/photo(2).JPG" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-6133360552863854140</guid><pubDate>Wed, 11 Apr 2012 19:23:00 +0000</pubDate><atom:updated>2012-06-11T11:14:31.251-07:00</atom:updated><title>ATELIER MACARONS</title><description>&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp; Mardi 8 mai de 15h à 18h ( complet )&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Lundi 11 juin 14h30 à 17h30 (complet) &lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Dimanche 24 juin 15h à 18h (complet)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; bientot une nouvelle date &lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; A Montpellier &lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXMycZ6tOS2gmCdyjcrBCRkjcEfbLqSU2aL-a9vbd-1Fn1O1zgegKIY8tR3mP_X0wCpydILoIwUMayPGGckrP4VY9DtOcKaoPXnjwf_jyylu25254M-9tsMZbXSr_uyOx0xU1l6p2VTnU/s1600/download2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;298&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXMycZ6tOS2gmCdyjcrBCRkjcEfbLqSU2aL-a9vbd-1Fn1O1zgegKIY8tR3mP_X0wCpydILoIwUMayPGGckrP4VY9DtOcKaoPXnjwf_jyylu25254M-9tsMZbXSr_uyOx0xU1l6p2VTnU/s400/download2.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&amp;nbsp;Dans une ambiance simple et détendue (comme à la maison) venez seul, en couple, mères/filles, entre amies... pour apprendre à faire ces petites gourmandises qui vous font rêver...&lt;br /&gt;
&lt;br /&gt;
Un atelier d&#39; environ&lt;b&gt; 3h&lt;/b&gt; ou chacun &lt;b&gt;participe&lt;/b&gt; et&lt;b&gt; repart avec ses macarons&lt;/b&gt; et &lt;b&gt;THE recette.&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Places limitées&lt;/b&gt; à 5 personnes par atelier.&lt;br /&gt;
&lt;br /&gt;
Réservation prise en compte dès réception du chèque qui sera encaissé après l&#39; atelier. 10€ seront retenu en cas d&#39; annulation.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;tarif&lt;/b&gt;: 30€ &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;lieu: &lt;/b&gt;230 avenue du maréchal Leclerc bâtiment 1&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; parc de l&#39; herbette&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 34070 Montpellier&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 0660424061&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGGLDVubnQAohDdHwMTQ1yDWl637pYVALdxpAnztXhZqjOwBYQ9s4k4FnKXE6RvKjQA-CQhx59_CnxOkpnhnHik30PmXwcFJG3e4QuChSP86e9nyvz6Lfm_OmiBejUiryh5mqfNgRKwJs/s1600/download3.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;476&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGGLDVubnQAohDdHwMTQ1yDWl637pYVALdxpAnztXhZqjOwBYQ9s4k4FnKXE6RvKjQA-CQhx59_CnxOkpnhnHik30PmXwcFJG3e4QuChSP86e9nyvz6Lfm_OmiBejUiryh5mqfNgRKwJs/s640/download3.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/04/atelier-macarons.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXMycZ6tOS2gmCdyjcrBCRkjcEfbLqSU2aL-a9vbd-1Fn1O1zgegKIY8tR3mP_X0wCpydILoIwUMayPGGckrP4VY9DtOcKaoPXnjwf_jyylu25254M-9tsMZbXSr_uyOx0xU1l6p2VTnU/s72-c/download2.jpg" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-2520427964884834239</guid><pubDate>Tue, 03 Apr 2012 17:01:00 +0000</pubDate><atom:updated>2012-04-04T06:46:29.291-07:00</atom:updated><title>Whoopie pies chocolat blanc / framboises</title><description>Un petit post tout sucré...depuis un moment je voulais essayer ces petites douceurs, c&#39; est chose faite!&lt;br /&gt;
Entre le macaron et les cup cakes, un régal relativement simple à réaliser!&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoh1Ggzq-SpN0VZ9RGW0nVPQKy7iA1EZ8mk9uckTG1EBQ5LUp1SokntDBZ90nTEX3ZSTzAexZ9uWNWKYZw1PFTguH-l6MkaAm1FGCOorb5g8s3-zlDu_IovqRRngahzI8PwFy50Ao9_Qc/s1600/photo(9).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoh1Ggzq-SpN0VZ9RGW0nVPQKy7iA1EZ8mk9uckTG1EBQ5LUp1SokntDBZ90nTEX3ZSTzAexZ9uWNWKYZw1PFTguH-l6MkaAm1FGCOorb5g8s3-zlDu_IovqRRngahzI8PwFy50Ao9_Qc/s640/photo(9).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Ingrédients:&lt;br /&gt;
&lt;ul&gt;
&lt;li class=&quot;ingredient &quot;&gt;150 g de chocolat blanc&lt;/li&gt;
&lt;li class=&quot;ingredient &quot;&gt;125 g de beurre&lt;/li&gt;
&lt;li class=&quot;ingredient &quot;&gt;3 œufs&lt;/li&gt;
&lt;li class=&quot;ingredient &quot;&gt;220 g de sucre&lt;/li&gt;
&lt;li class=&quot;ingredient &quot;&gt;250 g de farine&lt;/li&gt;
&lt;li class=&quot;ingredient &quot;&gt;1/2 sachet de levure chimique&lt;/li&gt;
&lt;li class=&quot;ingredient &quot;&gt;250 g de mascarpone&lt;/li&gt;
&lt;li class=&quot;ingredient &quot;&gt;20 cl de crème liquide entière bien froide&lt;/li&gt;
&lt;li class=&quot;ingredient &quot;&gt;50 g de sucre glace&lt;/li&gt;
&lt;li class=&quot;ingredient &quot;&gt;1 barquette de framboises&lt;/li&gt;
&lt;li class=&quot;ingredient &quot;&gt;2 c. soupe d’eau de rose&lt;/li&gt;
&lt;/ul&gt;
Préparation:&lt;br /&gt;
&amp;nbsp;&lt;span class=&quot;instructions&quot;&gt;
 
   &lt;/span&gt;&lt;br /&gt;
Commencez par préchauffer votre four à th.6 (180°C). &lt;br /&gt;
&lt;div class=&quot;sstitre&quot;&gt;
&lt;br /&gt;
Préparez ensuite les coques des woopie pie. &lt;/div&gt;
Pour cela, faites fondre le chocolat blanc avec le beurre dans une
 casserole. Dans un saladier, versez la farine, le sucre et la levure. 
Mélangez. Creusez un puits et cassez les œufs entiers. Ajoutez le 
mélange beurre chocolat et mélangez doucement en incorporant le mélange à
 la farine au fur et à mesure. La pâte doit être bien lisse. &lt;br /&gt;
Etalez ensuite un papier sulfurisé sur une plaque allant au four  
et faites 12 petits tas de pâte bien espacés avec une cuillère à soupe. &lt;br /&gt;
Enfournez durant 8 minutes. Sortez vos coques du four et laissez refroidir. &lt;br /&gt;
&lt;div class=&quot;sstitre&quot;&gt;
&lt;br /&gt;
Préparez la ganache:&lt;/div&gt;
Pendant ce temps, montez la crème en chantilly à l’aide d’un 
batteur électrique. Ajoutez le sucre glace, l’eau de rose et le 
mascarpone. Mélangez bien et versez dans une poche à douille. Il ne vous
 reste plus qu’à passer au montage des woopie pie. &lt;br /&gt;
Déposez une coque à l’envers sur une assiette. Déposez de la 
mousse à la rose à l’aide de la poche à douille sur toute la coque et 
disposez quelques framboises dessus. Fermez avec une autre coque. Faites
 de même avec toutes les coques et gardez au frais jusqu’au moment de 
servir. &lt;br /&gt;
&lt;br /&gt;
&lt;div id=&quot;astuce&quot;&gt;
&lt;h2 class=&quot;fiche0711_titres&quot;&gt;

Astuces&lt;br /&gt;&lt;div&gt;
pour Whoopie pies chocolat blanc, framboise et rose&lt;/div&gt;
&lt;/h2&gt;
Pour que la crème monte en chantilly facilement, c’est tout simple : 
placez au préalable le bol et les batteurs spécial blancs en neige  dans
 le congélateur, pendant 15 minutes environ. La crème doit aussi être 
bien froide !&amp;nbsp;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzKGAgIqhmWRQpljvcqsGzxCKLygPnBqAMItNDwPZgG8wOCkrdfxwUL2EVO0W_7mIRsOltsGAs6v1EMYySuhf9WQDI7EDKALrLUCz8zLffIQ1vcDjcukagkdEmfYGuW7M6-bOwq8mojZs/s1600/photo(10).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzKGAgIqhmWRQpljvcqsGzxCKLygPnBqAMItNDwPZgG8wOCkrdfxwUL2EVO0W_7mIRsOltsGAs6v1EMYySuhf9WQDI7EDKALrLUCz8zLffIQ1vcDjcukagkdEmfYGuW7M6-bOwq8mojZs/s640/photo(10).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div id=&quot;astuce&quot;&gt;
&lt;/div&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/04/whoopie-pies-chocolat-blanc-framboises.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoh1Ggzq-SpN0VZ9RGW0nVPQKy7iA1EZ8mk9uckTG1EBQ5LUp1SokntDBZ90nTEX3ZSTzAexZ9uWNWKYZw1PFTguH-l6MkaAm1FGCOorb5g8s3-zlDu_IovqRRngahzI8PwFy50Ao9_Qc/s72-c/photo(9).JPG" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-9153003130823759527</guid><pubDate>Mon, 26 Mar 2012 12:11:00 +0000</pubDate><atom:updated>2012-03-26T05:13:35.100-07:00</atom:updated><title>Etoiles en pâte d&#39; amande</title><description>Spécial post gourmand...Je vais vous avouez quelque chose qui m&#39; est trés difficile&amp;nbsp; à vivre au quotidien... L&#39; homme de ma vie n&#39; aime pas le sucré :-(( Heureusement qu&#39; il y a mes princesses, mes amis, ma famille,mes voisins, le CHU...&lt;br /&gt;
Donc voici l&#39; une des rares choses sucrés qu&#39; il adOOOOooore... Je n&#39; en n&#39; avais jamais fait, il n&#39; y a pas plus simple, du coup, on en a toujours à la maison ;-)&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zf66TCpHsEAL76ci3PeNattK-xMBBgajuJiYbHP256FZcxIPFMTr3xX332lBCRJ41erviqFMA-__Bja9qw2yVhW1dD1002lSqzI1fD-VdKYr_uXXf8FBH58ASrubJWChzEqwk-bH6mM/s1600/photo(5).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zf66TCpHsEAL76ci3PeNattK-xMBBgajuJiYbHP256FZcxIPFMTr3xX332lBCRJ41erviqFMA-__Bja9qw2yVhW1dD1002lSqzI1fD-VdKYr_uXXf8FBH58ASrubJWChzEqwk-bH6mM/s640/photo(5).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Ingrédients:&lt;br /&gt;
125g de poudre d&#39; amande&lt;br /&gt;
125g de sucre glace&lt;br /&gt;
1 blanc d&#39; oeuf&lt;br /&gt;
4 gouttes d&#39; amande amer&lt;br /&gt;
&lt;br /&gt;
&lt;b class=&quot;numero&quot;&gt;1&lt;/b&gt;Mélanger la poudre d&#39;amande et le sucre glace. Ajouter l&#39;amande amère.
&lt;br /&gt;
&lt;br /&gt;
&lt;b class=&quot;numero&quot;&gt;2&lt;/b&gt;Battre le blanc d&#39;oeuf à la main jusqu&#39;à ce qu&#39;il devienne mousseux.
&lt;br /&gt;
&lt;br /&gt;
&lt;b class=&quot;numero&quot;&gt;3&lt;/b&gt;Ajouter au mélange le blanc petit à petit. Mélanger jusqu&#39;à obtenir une boule compacte.
&lt;br /&gt;
&lt;br /&gt;
&lt;b class=&quot;numero&quot;&gt;4&lt;/b&gt;Pour la colorer, ajouter des colorants alimentaires, quelques gouttes suffisent pour avoir une belle couleur.&lt;br /&gt;
&lt;br /&gt;
Se conserve bien dans du film alimentaire.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD6ANdL1lgY7DM2tKJc0IVVWYlzXCuPXJrMCzsGWf0LJEknuXUtzhdchHuxxurHYno_ei14fq6AVPr4lISdRXH0jYartiGeatQkt-wA6X0_V8cDImKM70lCtrB1LTFOUo3ajxW0ERfjlM/s1600/photo+%283%29.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgD6ANdL1lgY7DM2tKJc0IVVWYlzXCuPXJrMCzsGWf0LJEknuXUtzhdchHuxxurHYno_ei14fq6AVPr4lISdRXH0jYartiGeatQkt-wA6X0_V8cDImKM70lCtrB1LTFOUo3ajxW0ERfjlM/s640/photo+%283%29.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/03/pate-d-amande.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zf66TCpHsEAL76ci3PeNattK-xMBBgajuJiYbHP256FZcxIPFMTr3xX332lBCRJ41erviqFMA-__Bja9qw2yVhW1dD1002lSqzI1fD-VdKYr_uXXf8FBH58ASrubJWChzEqwk-bH6mM/s72-c/photo(5).JPG" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-7588836888115619476</guid><pubDate>Mon, 19 Mar 2012 15:05:00 +0000</pubDate><atom:updated>2012-03-19T14:16:27.282-07:00</atom:updated><title>Muffins ovomaltine crunchy</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdPg-JRZa7K2A4oQInnIHtVuztgPuEVCYM065z01xelHgmBDTOHcIBVzkmhWiNTM-blJU7GMj5_V-o46chhUE3cXY7iu9Q6YjG2ufu7moVaSfCoQKzcDoFcPaRsi7eyXfxzvbTvXCE18s/s1600/photo(2).JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;
Après avoir découvert chez ma cop&#39; s l&#39; ovomaltine crunchy...j&#39; ai cherché des recettes&amp;nbsp; et j&#39; ai trouvé sur &lt;a href=&quot;http://le-blog-delo.blogspot.com/&quot;&gt;&quot;le blog d&#39;Elo&quot;&lt;/a&gt; une super recette de muffins.&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdPg-JRZa7K2A4oQInnIHtVuztgPuEVCYM065z01xelHgmBDTOHcIBVzkmhWiNTM-blJU7GMj5_V-o46chhUE3cXY7iu9Q6YjG2ufu7moVaSfCoQKzcDoFcPaRsi7eyXfxzvbTvXCE18s/s1600/photo%25282%2529.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdPg-JRZa7K2A4oQInnIHtVuztgPuEVCYM065z01xelHgmBDTOHcIBVzkmhWiNTM-blJU7GMj5_V-o46chhUE3cXY7iu9Q6YjG2ufu7moVaSfCoQKzcDoFcPaRsi7eyXfxzvbTvXCE18s/s640/photo%25282%2529.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; INGRÉDIENTS: &lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;2 œufs&lt;/li&gt;
&lt;li&gt;150g de sucre&lt;/li&gt;
&lt;li&gt;120 g de beurre ramolli&lt;/li&gt;
&lt;li&gt;10 cl de lait&lt;/li&gt;
&lt;li&gt;150 g de farine&lt;/li&gt;
&lt;li&gt;1 sachet de levure chimique&lt;/li&gt;
&lt;li&gt;4 c à soupe d&#39; Ovomaltine crunchy&lt;/li&gt;
&lt;/ul&gt;
PRÉPARATION:&lt;br /&gt;
Préchauffer le four à 220°C.&lt;br /&gt;
Mélangez le sucre avec le beurre ramolli.&lt;br /&gt;
Puis ajoutez les œufs, la farine,le lait,  la levure et l&#39; ovomaltine crunchy.
Remplir les caissettes au 3/4 de pâte et faire cuire pendant 10 minutes dans un four baissé à 180°.&lt;br /&gt;
Un régal, et cette pâte à tartiner un délice!&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDlGj1n5Vt-PH9FPlvXVzMc4UaDy8d0HVBG-KzJ1ksskQ_NauYGzWSwWZkKTthQFGlu_jd80O7vaMK1BhFnqN4uIoC51JgegeFWDlY20tCkf7AxZmuT_6c036itw92uBblmgbNpGuMnwU/s1600/photo(4).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDlGj1n5Vt-PH9FPlvXVzMc4UaDy8d0HVBG-KzJ1ksskQ_NauYGzWSwWZkKTthQFGlu_jd80O7vaMK1BhFnqN4uIoC51JgegeFWDlY20tCkf7AxZmuT_6c036itw92uBblmgbNpGuMnwU/s640/photo(4).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/02/muffins-ovomaltine-crunchy.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdPg-JRZa7K2A4oQInnIHtVuztgPuEVCYM065z01xelHgmBDTOHcIBVzkmhWiNTM-blJU7GMj5_V-o46chhUE3cXY7iu9Q6YjG2ufu7moVaSfCoQKzcDoFcPaRsi7eyXfxzvbTvXCE18s/s72-c/photo%25282%2529.JPG" height="72" width="72"/><thr:total>3</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-2279384315541728368</guid><pubDate>Fri, 09 Mar 2012 06:07:00 +0000</pubDate><atom:updated>2012-03-26T02:36:16.717-07:00</atom:updated><title>Muffins aux 4 chocolats</title><description>Un petit cadeau très girly pour la journée de la femme. Si comme chez moi vous avez toujours 2kg de sucre d&#39; avance, 3 paquets de farine qui trainent, 5 tablettes de chocolats au cas ou... de la poudre d&#39; amande pour faire 500 macarons... PARFAIT j&#39; ai découvert sur mon blog préféré: &lt;a href=&quot;http://faismoicroquer.com/&quot;&gt;Fais moi croquer&lt;/a&gt; ;-)&amp;nbsp; LA RECETTE qu&#39; il vous faut pour réaliser des muffins de rêve et vider vos placards en 5min... &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG54kylTknQccsWcxa7h_FUifgiayu2BV1l0MIUjelEeMK36d8ZWP1gSz_Hc3nRtFibNsHjsy_xAjIFX1nnnFlo_P0sPvcdCXqj_-T9NWShrWyw4YejUUFt7Hb0IREDUolS0qadAv3KQ8/s1600/photo(5).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG54kylTknQccsWcxa7h_FUifgiayu2BV1l0MIUjelEeMK36d8ZWP1gSz_Hc3nRtFibNsHjsy_xAjIFX1nnnFlo_P0sPvcdCXqj_-T9NWShrWyw4YejUUFt7Hb0IREDUolS0qadAv3KQ8/s640/photo(5).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
ingrédients pour 10&amp;nbsp; muffins:&lt;br /&gt;
125g de farine&lt;br /&gt;
1 oeuf &lt;br /&gt;
2 CS de poudre d&#39; amande&lt;br /&gt;
2CS de cacao amer&lt;br /&gt;
1/2 sachet de levure&lt;br /&gt;
1 pincée de sel&lt;br /&gt;
100ml de lait&lt;br /&gt;
1CC d&#39; extrait de vanille&lt;br /&gt;
50g de beurre mou&lt;br /&gt;
80g de chocolat noir&lt;br /&gt;
50g de chocolat au lait&lt;br /&gt;
50g de chocolat au caramel&lt;br /&gt;
&lt;br /&gt;
Pour les pépites:&lt;br /&gt;
50g de chocolat noir&lt;br /&gt;
50g de chocolat blanc&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf3A_p9-uWkS4moo717KgODVGRbDKzkdO-HmdTI_yXj0aKo0Uggwe3xltn-tMBsGRMHrc4v5eewe89jIyN_GKfVpAuERoOIkGWT-jklZ_l7pMg4Q7L_-lJM9Edb0xYgpfKkZCtuzUCahs/s1600/muffins+aux+4+choco.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhf3A_p9-uWkS4moo717KgODVGRbDKzkdO-HmdTI_yXj0aKo0Uggwe3xltn-tMBsGRMHrc4v5eewe89jIyN_GKfVpAuERoOIkGWT-jklZ_l7pMg4Q7L_-lJM9Edb0xYgpfKkZCtuzUCahs/s640/muffins+aux+4+choco.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Préchauffez votre four à 180°.&lt;br /&gt;
Faire fondre au bain marie le chocolat noir, le chocolat au lait et le chocolat au caramel, laisser fondre avant de remuer.&lt;br /&gt;
&lt;br /&gt;
Dans votre robot, mélanger la farine, la levure, le sel, la poudre d&#39; amande et le cacao. Ajouter l&#39; oeuf, le lait, la vanille et le beurre mou, mélanger.&lt;br /&gt;
Et pour finir ajouter les chocolats fondu.&lt;br /&gt;
&lt;br /&gt;
Disposer une cuillère de pâte dans chaque caissette, recouvrir de quelques pépites de chocolat blanc et noir, et recouvrir d&#39; une cuillère de pâte jusqu&#39; au 3/4 de la caissette car la pâte va gonfler.&lt;br /&gt;
&lt;br /&gt;
Enfourner 10 minutes. et...TA DAA! à vous de juger ^_^&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ2B3ealkE5i6Uv5LU5OPMMrscwTpRgsiexy6SqYb1cZdrMfVP6xJ17winOMA26WV7Gn6XE6q9IxWrxz7nLrYSWLBMUi4tIEGk5DNIX9h_HTfjdq6Q5BCj8bfcH_FMnBNnhBO7DgUN_ao/s1600/photo(2).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQ2B3ealkE5i6Uv5LU5OPMMrscwTpRgsiexy6SqYb1cZdrMfVP6xJ17winOMA26WV7Gn6XE6q9IxWrxz7nLrYSWLBMUi4tIEGk5DNIX9h_HTfjdq6Q5BCj8bfcH_FMnBNnhBO7DgUN_ao/s640/photo(2).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/02/muffins-aux-4-chocolats.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG54kylTknQccsWcxa7h_FUifgiayu2BV1l0MIUjelEeMK36d8ZWP1gSz_Hc3nRtFibNsHjsy_xAjIFX1nnnFlo_P0sPvcdCXqj_-T9NWShrWyw4YejUUFt7Hb0IREDUolS0qadAv3KQ8/s72-c/photo(5).JPG" height="72" width="72"/><thr:total>4</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-3789434067658996110</guid><pubDate>Fri, 02 Mar 2012 15:30:00 +0000</pubDate><atom:updated>2012-03-01T23:40:08.780-08:00</atom:updated><title>La brioche de Nanterre</title><description>Après avoir tésté X recettes de brioches sans jamais avoir été trés emballée, j&#39; ai trouvé, LA recette, sur &lt;a href=&quot;http://legitimegourmandise.com/&quot;&gt;légitime gourmandise&lt;/a&gt;. Il faut avoir un peu de temps devant soi, mais ca vaut vraiment le coup ;-)&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjslbITb5GstNnqMy_JdhGzVTf282-3Au1guW85eouFSFegc1wz06GPik6t3fnzImFCAYgxfgnyp3pSls95z-d0AN_7JsyVM1B043uCTR2AMMIVztlmluLFc0HXCv7j60dDvJLy_ROyS0E/s1600/photo(1).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjslbITb5GstNnqMy_JdhGzVTf282-3Au1guW85eouFSFegc1wz06GPik6t3fnzImFCAYgxfgnyp3pSls95z-d0AN_7JsyVM1B043uCTR2AMMIVztlmluLFc0HXCv7j60dDvJLy_ROyS0E/s640/photo(1).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Ingrédients: &lt;br /&gt;
- 400 g de farine T45&lt;br /&gt;
- 45 g de sucre en poudre&lt;br /&gt;
- 5 g de sel fin&lt;br /&gt;
- 21 g de levure de boulanger fraîche&lt;br /&gt;
- 4 oeufs sortis du frigo&lt;br /&gt;
- 220 g de beurre juste ramoli&lt;br /&gt;
- 1 oeuf pour la dorure&lt;br /&gt;
- 1 morceau de beurre pour le moule&lt;br /&gt;
&lt;br /&gt;
Ustensiles: &lt;br /&gt;
Robot ou Machine à pain ou des muscles - moule à cake&lt;br /&gt;
&lt;br /&gt;
Temps:&lt;br /&gt;
20 min pour la pâte - 3H30 + 1H30 minimum de repos - 30 min de cuisson&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs0zdVlvHW0JOWcx1iOut8nflzIChIIJpN5mP4zcF5FdkuzqaLBupq8CYmx9wYcNoXJXRuDyM_AkSm1o-FpZC9-Sncv-ZAGr9-6KDhQpP6IeNCbD9T9NIW5aut-PqLL8_e1JLFxLYaJF0/s1600/photo+%282%29.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs0zdVlvHW0JOWcx1iOut8nflzIChIIJpN5mP4zcF5FdkuzqaLBupq8CYmx9wYcNoXJXRuDyM_AkSm1o-FpZC9-Sncv-ZAGr9-6KDhQpP6IeNCbD9T9NIW5aut-PqLL8_e1JLFxLYaJF0/s400/photo+%282%29.JPG&quot; width=&quot;298&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
La recette&lt;br /&gt;
1°/ Mettre la farine dans la cuve du robot, faire un puits et déposez les oeufs. Ajoutez autour et sans qu&#39;ils se touchent, le sel, le sucre et la levure. Si la levure touche le sel ou le sucre avant le début du pétrissage, cela risque de la tuer !&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
2°/ Travaillez la pâte au crochet pendant 10 minutes.&lt;br /&gt;
&lt;br /&gt;
3°/ Ajoutez le beurre ramolli et coupé en dès et pétrissez encore 10 minutes, jusqu&#39;à ce que la pâte ne colle plus ni aux doigts, ni aux parois.&lt;br /&gt;
&lt;br /&gt;
4°/ Laissez la pâte reposer pendant 30 minutes.&lt;br /&gt;
&lt;br /&gt;
5°/ Faites une boule et placez la dans un saladier. Filmez et mettez au frigo au moins 3H et, encore mieux 24H.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
6°/ Beurrez le moule à cake et sortez la pâte du frigo.&lt;br /&gt;
&lt;br /&gt;
7°/ Divisez la pâte en 8 boules. Vous pouvez vous fariner légèrement les mains pour cette opération. (trop de farine peut nuire à l&#39;aspect de votre brioche). Disposez les boules dans le moule à cake, en faisant 2 rangées de 4 boules.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
8°/ Couvrez d&#39;un linge propre et laissez &quot;pousser&quot; 1H30-2H00. (Cela va dépendre de la chaleur de la pièce mais la pâte doit gonfler jusqu&#39;au 3/4 du moule)&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
9°/ Faites préchauffer votre four à 180°c. Fouettez l&#39;oeuf. Étalez au pinceau, l&#39;oeuf battu sur le dessus de la brioche. Au dernier moment, juste avant d&#39;enfourner au four, faites de petites encoches aux ciseaux sur le dessus de chaque boule.&lt;br /&gt;
10°/ Enfournez dans un four à 180°c pour 15 minutes puis baisser à 160°c pour 15 min supplémentaires.&lt;br /&gt;
&lt;br /&gt;
Démoulez tiède sur une grille. &lt;br /&gt;
&lt;br /&gt;
Astuces:&lt;br /&gt;
- Ne divisez pas les ingrédients par deux pour faire une brioche plus petite. Le pétrin ne sera pas facile avec moins de 350 g de farine !&lt;br /&gt;
- Conservez votre brioche enveloppée dans du film alimentaire, dans un sac congélation ou dans un torchon propre.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/02/la-brioche-de-nanterre.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjslbITb5GstNnqMy_JdhGzVTf282-3Au1guW85eouFSFegc1wz06GPik6t3fnzImFCAYgxfgnyp3pSls95z-d0AN_7JsyVM1B043uCTR2AMMIVztlmluLFc0HXCv7j60dDvJLy_ROyS0E/s72-c/photo(1).JPG" height="72" width="72"/><thr:total>1</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-1897933673013467881</guid><pubDate>Mon, 27 Feb 2012 12:04:00 +0000</pubDate><atom:updated>2012-02-27T22:48:57.746-08:00</atom:updated><title>Le Trianon</title><description>Après énormément de demandes, je vous poste La recette du &quot;trianon&quot; dénichée sur&lt;a href=&quot;http://dismamanonmangequoi.blogspot.com/&quot;&gt; &quot;Dis maman on mange quoi?&quot;&lt;/a&gt; que j&#39; ai revue à ma sauce... ou plutot à ma mousse ;-) TA DAA voici le beau, gros gâteau choco réalisée pour l&#39; anniversaire de quelqu&#39; un qui compte énormément pour moi. &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7gH2jOZZdc4x0J48lShs_z787SZj660Iod_tX0M5tnr6OyDk4OO4X_vjmMkUHcFha481-QHTeX_4rt0pqnWSifZDROMV7b1a8zx0MaZ1hiRNguOOGU5bMV6RKOq1LsT2VzpkAg9CyFFY/s1600/photo+%282%29.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7gH2jOZZdc4x0J48lShs_z787SZj660Iod_tX0M5tnr6OyDk4OO4X_vjmMkUHcFha481-QHTeX_4rt0pqnWSifZDROMV7b1a8zx0MaZ1hiRNguOOGU5bMV6RKOq1LsT2VzpkAg9CyFFY/s640/photo+%282%29.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Ingrédients pour un gâteau 14/16 parts&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;pour le financier noisettes :&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;25g de farine&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;100g de poudre de noisettes&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;200g de sucre en poudre&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;2 cuillères à café de cacao amer&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;5 blancs d’œuf&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;pour le croustillant praliné :&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;100g de pralin&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;150g de pralinoise (rayon chocolat)&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;100g de feuillantines (crêpes dentelles)&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;pour la mousse aux chocolats :&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;200g de chocolat noir &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;75g de chocolat au lait&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;2 œufs entiers + 6 jaunes d&#39;oeuf&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;75g de sucre&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;2 cuillères à soupe d&#39;eau&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;33cl de crème liquide entière&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;cercle a pâtisserie 22cm&lt;/b&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnRoKFCV88f9JOqoteZjPwkJvxeHo6Chg0R3fRbMWf00ubTRWPlpmHBEh2ygXiJouFb1_zQ4wwAV3aqJenVXHetY2bTeNPldEhI5hgc8FX7hDbNUtr7802qL-wjHxuUXTK1I6k4-81WWw/s1600/photo+%283%29.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnRoKFCV88f9JOqoteZjPwkJvxeHo6Chg0R3fRbMWf00ubTRWPlpmHBEh2ygXiJouFb1_zQ4wwAV3aqJenVXHetY2bTeNPldEhI5hgc8FX7hDbNUtr7802qL-wjHxuUXTK1I6k4-81WWw/s640/photo+%283%29.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Le biscuit noisette :&lt;/b&gt;&lt;br /&gt;
Préchauffer le four à 220°C.&lt;br /&gt;
Monter les blancs en neige. Quand ils sont bien fermes, ajouter 100g de sucre. Fouetter à nouveau, mais moins fortement.&lt;br /&gt;
Ajouter la farine tamisée avec la poudre de noisettes, les 100g restant de sucre et le cacao.&lt;br /&gt;
Les incorporer très délicatement pour ne pas trop casser les blancs.&lt;br /&gt;
Verser dans le moule.&lt;br /&gt;
Enfourner pour 10 minutes. (le biscuit doit être assez cuit pour être 
démoulé convenablement mais trop tout de même, car il deviendrait sec.)&lt;br /&gt;
Laisser refroidir. Démouler sur un plan de travail. Avec votre cercle, 
découper votre rond de base. Disposer tout de suite sur le plat de 
présentation dans votre cercle.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Le croustillant praliné :&lt;/b&gt;&lt;br /&gt;
Faire fondre la pralinoise doucement. Lorsqu&#39;elle est parfaitement homogène,
 ajouter le pralin puis les feuillantines PARFAITEMENT et 
MINUTIEUSEMENT émiettées en vos doigts ou avec un pilon ou encore votre 
rouleau à pâtisserie.&lt;br /&gt;
Disposer cette couche de croustillant sur le biscuit de base dans le cercle. Réserver au frigo.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;La mousse aux chocolats :&lt;/b&gt;&lt;br /&gt;
Mettre le bol et les branches de votre fouet au congélateur.&lt;br /&gt;
Faire fondre les chocolats doucement au bain marie.&lt;br /&gt;
Dans un saladier fouetter les œufs et les jaunes. Réserver.&lt;br /&gt;
Faire fondre le sucre dans les cuillerées d&#39;eau que vous porterez à ébullition. Couper le feu aussitôt et verser sur les œufs.&lt;br /&gt;
Fouetter et ajouter cette préparation oeufs/sucre&amp;nbsp; aux chocolats fondus.&lt;br /&gt;
Monter la crème en chantilly bien ferme dans le bol et avec les branches du fouet bien froids.&lt;br /&gt;
Incorporer le chocolat fondu et refroidi+ jaunes d’œufs à la crème fouettée très délicatement.&lt;br /&gt;
Verser la mousse sur le croustillant.&lt;br /&gt;
&lt;br /&gt;
Réserver au frais au moins 24H.&lt;br /&gt;
Démouler très délicatement au moment&amp;nbsp; de servir.&lt;br /&gt;
&lt;br /&gt;
Décorer selon votre inspiration.</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/02/le-trianon.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7gH2jOZZdc4x0J48lShs_z787SZj660Iod_tX0M5tnr6OyDk4OO4X_vjmMkUHcFha481-QHTeX_4rt0pqnWSifZDROMV7b1a8zx0MaZ1hiRNguOOGU5bMV6RKOq1LsT2VzpkAg9CyFFY/s72-c/photo+%282%29.JPG" height="72" width="72"/><thr:total>9</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-5130437452924184791</guid><pubDate>Fri, 17 Feb 2012 20:17:00 +0000</pubDate><atom:updated>2012-02-22T21:20:46.172-08:00</atom:updated><title>Sablés aux pralines roses</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
Les sablés, c&#39; ets toujours pratique d&#39; en avoir sous la main, un gouter, un invit&#39;, une petite faim...Mais alors quand ils sont rose...WWHHAAAOUOU mes princesses craquent!&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_ud6i4kzpBQWdBOTGUCcZiuSwqyV7XnlwrFIVyCQybLJxoJXulGwk-KrCoN-oi89wkxpwBhLyo65-ofNfDE0oGoXvt_JJpgKrpLnZvJB7DcMYuO6Nzwt1zbSlhDp2Kml-jNvJlSOEuKg/s1600/photo+sabl%C3%A9s+pralines+roses.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_ud6i4kzpBQWdBOTGUCcZiuSwqyV7XnlwrFIVyCQybLJxoJXulGwk-KrCoN-oi89wkxpwBhLyo65-ofNfDE0oGoXvt_JJpgKrpLnZvJB7DcMYuO6Nzwt1zbSlhDp2Kml-jNvJlSOEuKg/s640/photo+sabl%C3%A9s+pralines+roses.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp;&amp;nbsp; Ingrédients:&lt;br /&gt;- 100g de beurre,&lt;br /&gt;- 200g de pralines roses,&lt;br /&gt;- 50g de sucre en poudre,&lt;br /&gt;- 1 oeuf,&lt;br /&gt;- 200g de farine.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIgaL2PqEitFh0rClWwEddEfEt8X5hjK8nR1al7KqCkBGSkCritQKly1M0B4V0MfBdAcgayuvU4_KLteX4Cg4Rm9lERK6nphCLhg1VB_vw1PBE945X4q6GekU2RYX6v49gCiThR_HeJq0/s1600/photo(3).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIgaL2PqEitFh0rClWwEddEfEt8X5hjK8nR1al7KqCkBGSkCritQKly1M0B4V0MfBdAcgayuvU4_KLteX4Cg4Rm9lERK6nphCLhg1VB_vw1PBE945X4q6GekU2RYX6v49gCiThR_HeJq0/s640/photo(3).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
1) Coupez le beurre en petits cubes et réservez le. Mixez les pralines en poudre fine.&lt;br /&gt;&lt;br /&gt;2) Dans un bol, mélangez le sucre et l&#39;oeuf puis incorporez la poudre de pralines roses. Versez ensuite la farine en mélangeant.&lt;br /&gt;&lt;br /&gt;3) Ajoutez enfin le beurre et pétrissez à la main jusqu&#39;à obtenir une pâte bien homogène. Ajoutez un peu de farine si la pâte est trop collante. Faites une boule, emballez la dans du film alimentaire et mettez la au réfrigérateur 1 à 2 heures.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;4) Préchauffez le four à 180°C et recouvrez une plaque de papier sulfurisé.&lt;br /&gt;&lt;br /&gt;5) Farinez généreusement le plan de travail et vos ustensiles. Sortez la pâte du réfrigérateur et étalez la sur 2 ou 3 mm d&#39;épaisseur. Découpez un rond autour à l&#39;aide d&#39;un verre ou d&#39;un emporte pièce.&lt;br /&gt;&lt;br /&gt;6) Déposez les futurs sablés sur la plaque et enfournez pour 10 minutes. Une fois cuits, laissez les refroidir complètement avant de les toucher et dégustez!&lt;br /&gt;PS: vous pouvez aussi les conserver dans une boite hermétique (métallique de préférence)...&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgacKaqojXVg55P9IGaWRF_RkJU9swnpWW8U8gDaA1FPPeA1720Ap6gvKZNnMXeB6LQ18WVWJDlSRYa2PfpuwvkmK1njCa-bBU5IusC_dVyDuaVFVvg4yJnl5HdLKlSX0guMxcHSV4DcEY/s1600/photo+sabl%C3%A9s+pralines+roses2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgacKaqojXVg55P9IGaWRF_RkJU9swnpWW8U8gDaA1FPPeA1720Ap6gvKZNnMXeB6LQ18WVWJDlSRYa2PfpuwvkmK1njCa-bBU5IusC_dVyDuaVFVvg4yJnl5HdLKlSX0guMxcHSV4DcEY/s1600/photo+sabl%C3%A9s+pralines+roses2.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/02/sables-aux-pralines-roses.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh_ud6i4kzpBQWdBOTGUCcZiuSwqyV7XnlwrFIVyCQybLJxoJXulGwk-KrCoN-oi89wkxpwBhLyo65-ofNfDE0oGoXvt_JJpgKrpLnZvJB7DcMYuO6Nzwt1zbSlhDp2Kml-jNvJlSOEuKg/s72-c/photo+sabl%C3%A9s+pralines+roses.jpg" height="72" width="72"/><thr:total>3</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-4218326338140019522</guid><pubDate>Wed, 15 Feb 2012 17:54:00 +0000</pubDate><atom:updated>2012-02-18T09:49:17.305-08:00</atom:updated><title>Mini tartelettes au fenouil miéllé et au bleu</title><description>Comme vous allez commencer à le remarquer, j&#39; adOOOre les tartes salées.&lt;br /&gt;
Aujourd&#39;hui j&#39; ai choisi d&#39; associer différents gouts qui se marient à merveille: l&#39; anisé du fenouil, la douceur du miel et la force du bleu.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmRYp86eT9RuA8MepiW0_tBGEVJvtIwXWSMo7BN3m2Qgv-TCewrUMtimZH17n0XyVwfdldxPkWqBU4j7X3M-tAqetRvq16AFXIK0H6CmpIcApsCIGwuXyWpByJ2jVnW5BaNpeKJbrTw_M/s1600/tarte+au+fenouil+mi%C3%A9l%C3%A9+et+au+bleu.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmRYp86eT9RuA8MepiW0_tBGEVJvtIwXWSMo7BN3m2Qgv-TCewrUMtimZH17n0XyVwfdldxPkWqBU4j7X3M-tAqetRvq16AFXIK0H6CmpIcApsCIGwuXyWpByJ2jVnW5BaNpeKJbrTw_M/s640/tarte+au+fenouil+mi%C3%A9l%C3%A9+et+au+bleu.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt; Ingrédients: &lt;br /&gt;
Pour la pâte brisée croustillante:&lt;br /&gt;
180g de farine&lt;br /&gt;
90g de beurre mou&lt;br /&gt;
180g de petits suisses&lt;br /&gt;
&lt;br /&gt;
2 bulbes de fenouil&lt;br /&gt;
100g de bleu écrasé&lt;br /&gt;
2 cuillères à soupe de miel&lt;br /&gt;
2 oeufs&lt;br /&gt;
2 cuillères à soupe de lait&lt;br /&gt;
2 cuillères à soupe de fromage frais type St Moret &lt;br /&gt;
4 cuillères à soupe d&#39; huile d&#39; olive&lt;br /&gt;
1/2 cuillère à café de poivre blanc&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0iacVjZZRx2WDdRJ8cUFlIt96nMCz8iZh-vsbZJPPyvHq7-tYbhD5G9VNXGikIWLbLcU5cNITCVeZyWon1gvPpYnJgL00SgaGz3vwl8nDeTqLkR-iZUkWU5cHt2qB2PI7dTIR_N8kBhU/s1600/tarte+au+fenouil+mi%C3%A9l%C3%A9+et+au+bleu1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0iacVjZZRx2WDdRJ8cUFlIt96nMCz8iZh-vsbZJPPyvHq7-tYbhD5G9VNXGikIWLbLcU5cNITCVeZyWon1gvPpYnJgL00SgaGz3vwl8nDeTqLkR-iZUkWU5cHt2qB2PI7dTIR_N8kBhU/s640/tarte+au+fenouil+mi%C3%A9l%C3%A9+et+au+bleu1.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;Préchauffez votre four à 180°&lt;br /&gt;
Dans un saladier ou un robot, mélangez la farine, le beurre en petits morceaux et les petits suisses.Formez une boule, enveloppez la dans du film alimentaire et mettez la au frigo au moins 1 heure. Sortez la pâte du frigo au moins 15 minutes avant de l&#39; étaler puis farinez votre plan de travaille étalez la pâte au rouleau.&lt;br /&gt;
Cuire votre pâte à blanc.&lt;br /&gt;
&lt;br /&gt;
Couper les bulbes de fenouil en lamelles et les placer dans un plat à gratin. Les napper d&#39; huile d&#39; olive et ajouter le miel par dessus. Recouvrir d&#39; une feuille d&#39; aluminium et passer au four pendant 45 min.&lt;br /&gt;
Battre les œufs dans un saladier et y ajouter le lait, le fromage frais, le bleu et le poivre.&lt;br /&gt;
Sur le fond de tarte disperser le fenouil et verser dessus l&#39; appareil. Faire cuire 30 min jusqu&#39; à ce que la tarte soit bien dorée.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgha8Gl_cxET4Id6GwTnltl4L2KyzMTqhC3pteF0-oikXL7JyRj8kNrJV1FozohweipVf2wBQrHXkURrnzc7vYT1vVGzhJ4WmWtk-PAEMKtnV21ccOgSbynDhbhHyRt-IpzigUaNXMhtKE/s1600/tarte+au+fenouil+mi%C3%A9l%C3%A9+et+au+bleu2.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgha8Gl_cxET4Id6GwTnltl4L2KyzMTqhC3pteF0-oikXL7JyRj8kNrJV1FozohweipVf2wBQrHXkURrnzc7vYT1vVGzhJ4WmWtk-PAEMKtnV21ccOgSbynDhbhHyRt-IpzigUaNXMhtKE/s640/tarte+au+fenouil+mi%C3%A9l%C3%A9+et+au+bleu2.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;background: white; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: arial,helvetica,sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 8pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;
  &lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/02/mini-tartelettes-au-fenouil-mielle-et.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmRYp86eT9RuA8MepiW0_tBGEVJvtIwXWSMo7BN3m2Qgv-TCewrUMtimZH17n0XyVwfdldxPkWqBU4j7X3M-tAqetRvq16AFXIK0H6CmpIcApsCIGwuXyWpByJ2jVnW5BaNpeKJbrTw_M/s72-c/tarte+au+fenouil+mi%C3%A9l%C3%A9+et+au+bleu.JPG" height="72" width="72"/><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-1877014557398270418</guid><pubDate>Tue, 14 Feb 2012 15:55:00 +0000</pubDate><atom:updated>2012-02-14T07:58:27.916-08:00</atom:updated><title>candy heart pops</title><description>A l&#39; occasion de la saint valentin, ma petite poupée de 5 ans voulait absolument que je lui fasse &quot;des sucettes en coeur&quot; pour offrir à son amoureux...&lt;br /&gt;
&lt;br /&gt;
J&#39; ai découvert cette magnifique recette pleine de douceur (et de sucre...) grace à &lt;a href=&quot;http://prunillefee.canalblog.com/&quot;&gt;&quot;Prunille fait son show&quot;&lt;/a&gt;. En même temps, des bombons sans sucre, ça ne serait plus des bonbons...Mais au moins, quand on les fait, on sait ce qu&#39; il y a dedans...&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHa2jh3TMwuJU-Fg39RL4Yz5Z-lJW74tVREY7rjrHm3p4AACPq0915d4OiHrz2t4G5_aW5mwEB43Ejs8bNwLi1mNmV_aZ28eUgeYRv6kb8uv-8ewdSN2pHnFPy3y4oeDPx9fKadYx62rs/s1600/photo(1).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHa2jh3TMwuJU-Fg39RL4Yz5Z-lJW74tVREY7rjrHm3p4AACPq0915d4OiHrz2t4G5_aW5mwEB43Ejs8bNwLi1mNmV_aZ28eUgeYRv6kb8uv-8ewdSN2pHnFPy3y4oeDPx9fKadYx62rs/s640/photo(1).JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Pour environ 16 sucettes :&lt;br /&gt;
3,5 gr de gélatine&lt;br /&gt;
56 gr de sprite ou coca&lt;br /&gt;
560 gr de sucre glace&lt;br /&gt;
3 gr de sel&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Mettez la gélatine à ramollir avec le soda dans un saladier. Dans une casserole mettez de l&#39;eau à chauffer. Mettez le saladier sur la casserole et battez la gélatine au batteur électrique jusqu&#39;à ce qu&#39;elle soit fondue dans le soda, ajoutez le sel, battez, ajoutez le sucre peu à peu en battant toujours.&lt;br /&gt;
Ôter le saladier de la casserole ,ajoutez quelques gouttes d&#39;aromes et de colorant (au choix) et laissez refroidir la pâte. Vous allez la voir durcir à une vitesse affolante ,formant une croûte sur le dessus, pas de panique !!&lt;br /&gt;
Une fois la pâte refroidit ,travaillez la à la main, en ajoutant un peu de sucre glace si nécessaire pour obtenir une belle boule. Laissez reposer une dizaine de minutes. Retravaillez la pâte n&#39;hésitez pas à saupoudrez de sucre glace. Étalez la sur un papier sulfurisé recouvert de sucre glace toujours sur environ 1 cm d&#39;épaisseur, il faut pouvoir planter un bâton.&lt;br /&gt;
Coupez les coeurs à l&#39;aide d&#39;un emporte-pièce ,plantez les bâtons, tamponnez ,tout ça assez rapidement car la surface va très vite reformer une peliculle et vous risquez de tout craqueler en manipulant trop tard.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOmU3QATGYU2XcDUu-49hgkNZi5IMPaMHh8p1q99WyM4leTB3BSY8MsivXc-BtM7EaFSa-6ntWuEr3A91Kct-R8JIe5XbjJr3Ip4-Gw9cB4YGTdnBL3N0bc93sH9dO1GNRBGOcTyenCQk/s1600/photo(3).JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;239&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiOmU3QATGYU2XcDUu-49hgkNZi5IMPaMHh8p1q99WyM4leTB3BSY8MsivXc-BtM7EaFSa-6ntWuEr3A91Kct-R8JIe5XbjJr3Ip4-Gw9cB4YGTdnBL3N0bc93sH9dO1GNRBGOcTyenCQk/s320/photo(3).JPG&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Laissez sécher 24 à 48 heures à l&#39;air libre&lt;br /&gt;
&lt;br /&gt;
Se conserve ensuite très longtemps dans une boîte hermétique&lt;br /&gt;
&lt;br /&gt;
Et si vous vous demandez où j&#39;ai dégoté ces jolis drapeaux d&#39;amour et bien ,il faut pour les télécharger s&#39;abonner à la newsletter de &lt;a href=&quot;http://laviesimpleetjolie.com/&quot;&gt;&quot;la vie simple et jolie&quot;.&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiowFH7iNHKuDHeugdR8eeNWkFX0x1WM6NE6-YyNq6aZ58QIKKsGwl5y7B7QTWpTCwj6-SoQnlF-nMAGgHWldgkrgp8ehMlyn0DZ70OBKngFxO_CK-X_EbxDVjzCYd9kbzWFbpCPR2uRYI/s1600/photo(2).JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiowFH7iNHKuDHeugdR8eeNWkFX0x1WM6NE6-YyNq6aZ58QIKKsGwl5y7B7QTWpTCwj6-SoQnlF-nMAGgHWldgkrgp8ehMlyn0DZ70OBKngFxO_CK-X_EbxDVjzCYd9kbzWFbpCPR2uRYI/s1600/photo(2).JPG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/02/candy-heart-pops.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHa2jh3TMwuJU-Fg39RL4Yz5Z-lJW74tVREY7rjrHm3p4AACPq0915d4OiHrz2t4G5_aW5mwEB43Ejs8bNwLi1mNmV_aZ28eUgeYRv6kb8uv-8ewdSN2pHnFPy3y4oeDPx9fKadYx62rs/s72-c/photo(1).JPG" height="72" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-1244753107723317513</guid><pubDate>Wed, 01 Feb 2012 11:16:00 +0000</pubDate><atom:updated>2012-02-09T07:04:13.978-08:00</atom:updated><title>Un gouter tout blanc...</title><description>Un froid glacial s&#39; est abattu depuis quelques jours...et oui même dans le sud. Mes princesses se lèvent tous les matins en espérant admirer une grosse couche de coton&amp;nbsp; par la fenêtre...A défaut de voir la neige... c&#39; est la cuisine qui a été recouverte de blanc...&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPnfjL5dZBTP6N-o4B1rz1gGawn_fPbguM4EpLK4PKw7mVWXm9fGPHNxYITMHkuV_jx8uox71r_Edag6fF1Wl7ajtSVGK6EfZsbIBmxUmkrxl5VlNgkgNsc5RRAEL-Jxet7brris7DKg4/s1600/rose+des+sables.JPG&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPnfjL5dZBTP6N-o4B1rz1gGawn_fPbguM4EpLK4PKw7mVWXm9fGPHNxYITMHkuV_jx8uox71r_Edag6fF1Wl7ajtSVGK6EfZsbIBmxUmkrxl5VlNgkgNsc5RRAEL-Jxet7brris7DKg4/s640/rose+des+sables.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Mini roses des sables au chocolat blanc:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
200g de chocolat blanc &lt;b&gt;&lt;/b&gt;&lt;br /&gt;
250g de céréales (spécial K)&lt;br /&gt;
mini caissettes&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1Ef-WJwJ65ajBdSU18zv1YX-9Hy1tdb8lQ-zH5It1CdaKQ_AiI5nKIwk0t5ZyMQTxcn5TTdECtKQByA41OkusujdPWXTzrlr6MplW4JTKnvXnDGRW8l10_M12I1gUCWewjkiP7v2EXIU/s1600/photo(5).JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1Ef-WJwJ65ajBdSU18zv1YX-9Hy1tdb8lQ-zH5It1CdaKQ_AiI5nKIwk0t5ZyMQTxcn5TTdECtKQByA41OkusujdPWXTzrlr6MplW4JTKnvXnDGRW8l10_M12I1gUCWewjkiP7v2EXIU/s640/photo(5).JPG&quot; width=&quot;478&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
Casser le chocolat en morceaux, les mettre dans un saladier et faire fondre au bain marie.&lt;br /&gt;
Ajouter petit à petit les céréales, mélanger délicatement jusqu’à&#39; a ce que tout le chocolat recouvre les céréales.&lt;br /&gt;
Déposer une petite cuillère dans chaque mini caissettes et mettre au frais une dizaine de minutes.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Cuillères au chocolat blanc:&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
180g de chocolat blanc&lt;br /&gt;
bâtonnet en bois&amp;nbsp; ou cuillères en bois&lt;br /&gt;
&amp;nbsp;moule en silicone (pour glaçons)&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlZgva57gdMA1XWzUtkbLyb84ZaSlN3EVv0BtIphcgTuzGFf3TydKU_Kdsabq-beNXHx9RTTG-P9Mnfl1w_JnerQvCRiGoXJl_ShOagxAHZxIVvQIaH1ZiTE4dGa3K1WbNHBRSpZVOTw0/s1600/photo(3).JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;478&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlZgva57gdMA1XWzUtkbLyb84ZaSlN3EVv0BtIphcgTuzGFf3TydKU_Kdsabq-beNXHx9RTTG-P9Mnfl1w_JnerQvCRiGoXJl_ShOagxAHZxIVvQIaH1ZiTE4dGa3K1WbNHBRSpZVOTw0/s640/photo(3).JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
Casser le chocolat en morceaux, les mettre dans un saladier et faire fondre au bain marie.&lt;br /&gt;
Verser le chocolat fondu dans le moule en silicone, attendre 2 minutes et placer le au congélateur.&lt;br /&gt;
Au bout de 5 minute,s glisser au centre le bâtonnet en le plongeant au 2/3.&lt;br /&gt;
Laisser au congélateur encore 10 minutes.&lt;br /&gt;
&lt;br /&gt;
Démouler et conserver au frigo jusqu&#39; au moment de le déguster ou de l&#39; offrir!&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: justify;&quot;&gt;
&lt;/div&gt;
Pour le savourer, remplir une tasse de lait bien chaud, et mélanger ( with love...) avec le baton en bois...jusqu&#39; à la fonte totale du chocolat,. C&#39; est prêt! &lt;i&gt;Régalez vous&lt;/i&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt; &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/02/un-gouter-tout-blanc.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPnfjL5dZBTP6N-o4B1rz1gGawn_fPbguM4EpLK4PKw7mVWXm9fGPHNxYITMHkuV_jx8uox71r_Edag6fF1Wl7ajtSVGK6EfZsbIBmxUmkrxl5VlNgkgNsc5RRAEL-Jxet7brris7DKg4/s72-c/rose+des+sables.JPG" height="72" width="72"/><thr:total>2</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-2663879244521925985</guid><pubDate>Wed, 01 Feb 2012 08:08:00 +0000</pubDate><atom:updated>2012-02-03T08:44:40.601-08:00</atom:updated><title>Jeu / concours spécial chandeleur</title><description>Chaque année je suis trop heureuse quand ma princesse me dit:&quot; maman, on fait des crêpes??&quot;&lt;br /&gt;
Sous toutes les formes elles me font craquer, sucrées, salées, pan cakes...ou juste avec un soupçon de sucre... &lt;br /&gt;
&lt;br /&gt;
A l&#39; occasion de la chandeleur je vous propose de jouer pour gagner un &quot;beau...cal&quot; de sucre parfumé à la vanille des iles.&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW-WJBakmBVnN-GGLkDCR8tstC9OYOBwlkQzSf4GUtQjdSxuVRBbjDwEJkHhcy-5XaQ_MPe-27FbgxVY_jQTQ0CN_PL2tufV7EHbXQt_rWYgDJjC7cartbHrb9GndgZTRfBU1lQudxrxA/s1600/cuisine1-1.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW-WJBakmBVnN-GGLkDCR8tstC9OYOBwlkQzSf4GUtQjdSxuVRBbjDwEJkHhcy-5XaQ_MPe-27FbgxVY_jQTQ0CN_PL2tufV7EHbXQt_rWYgDJjC7cartbHrb9GndgZTRfBU1lQudxrxA/s640/cuisine1-1.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Marche à suivre:&lt;br /&gt;
&lt;br /&gt;
* Demander &lt;a href=&quot;http://www.facebook.com/unepetitefeedanslacuisine&quot;&gt;une petite fée dans la cuisine&lt;/a&gt; comme amie&lt;br /&gt;
*Partager ce concours via facebook&lt;br /&gt;
*Me dire en commentaire quelle est votre crêpe préférée&lt;br /&gt;
&lt;br /&gt;
Vous avez jusqu&#39; au 3 février 18h&amp;nbsp; pour participer!&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;les heureux gagnants sont...... &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJymIsIjcB9maTiJP5IJDaOP4HWmaVp9RImJGXm8w8VXEVThZXncNZU53EznBg0Ho0SEH8Jc31jPKxt0uhu_3-iJ44DxhN4Xst7bzEgvveLMTwjVVFcFXcEvHtPEBVpP3-9LByRpyZCfQ/s1600/resultats.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJymIsIjcB9maTiJP5IJDaOP4HWmaVp9RImJGXm8w8VXEVThZXncNZU53EznBg0Ho0SEH8Jc31jPKxt0uhu_3-iJ44DxhN4Xst7bzEgvveLMTwjVVFcFXcEvHtPEBVpP3-9LByRpyZCfQ/s640/resultats.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;BRAVO à Marion SAEZ et Ariane QUEY-THEV.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Envoyez moi vos adresses par mail a &lt;a href=&quot;mailto:helenesandapa@yahoo.fr&quot;&gt;helenesandapa@yahoo.fr &lt;/a&gt;.</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/02/jeu-concours-special-chandeleur.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiW-WJBakmBVnN-GGLkDCR8tstC9OYOBwlkQzSf4GUtQjdSxuVRBbjDwEJkHhcy-5XaQ_MPe-27FbgxVY_jQTQ0CN_PL2tufV7EHbXQt_rWYgDJjC7cartbHrb9GndgZTRfBU1lQudxrxA/s72-c/cuisine1-1.jpg" height="72" width="72"/><thr:total>18</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-8764187665222283034</guid><pubDate>Sun, 29 Jan 2012 19:41:00 +0000</pubDate><atom:updated>2012-01-29T12:00:11.306-08:00</atom:updated><title>Bavarois aux framboises</title><description>C&#39; est vrai que c&#39; est un dessert que j&#39; adoooore! Je trouve qu&#39; après un bon repas... ca passe tout seul! Mais alors Jamais mais Jamais j&#39; aurai imaginé réussir un &quot;bavarois qui déchire tout&quot;.&lt;br /&gt;
Tout d abord j&#39; ai découvert &lt;a href=&quot;http://www.delicesdenarjisse.com/&quot;&gt;les délices de narjisse &lt;/a&gt;(merci Farida), ensuite j&#39; ai acheté un cercle et puis du coup, j&#39; ai tenté et la....TA DAA! un bavarois qui déchire tout!&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnDyj_-MYot-vhdQHwRxY6Irt0rJ9eRijDeFJYSI1F6WD_pGo2Ev572GIycUte14q8lFnzwg7GjcvHZjU03CAKvySW5AIn-1Ptxil_MHaCqult6lgLRNnwQnYGjtXfzbkpXf37tEMeuMw/s1600/bavarois+framboise.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnDyj_-MYot-vhdQHwRxY6Irt0rJ9eRijDeFJYSI1F6WD_pGo2Ev572GIycUte14q8lFnzwg7GjcvHZjU03CAKvySW5AIn-1Ptxil_MHaCqult6lgLRNnwQnYGjtXfzbkpXf37tEMeuMw/s640/bavarois+framboise.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;Pour la base du financier aux noisettes:&lt;/b&gt;&lt;br /&gt;
40g de poudre de noisettes&lt;br /&gt;
50g de sucre&lt;br /&gt;
50g de sucre glace&lt;br /&gt;
50g de beurre&lt;br /&gt;
35g de farine&lt;br /&gt;
3 blancs d&#39; oeufs&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Pour la mousse de framboises:&lt;/b&gt;&lt;br /&gt;
450g de framboises&lt;br /&gt;
140g de sucre&lt;br /&gt;
4 feuilles de gélatine&lt;br /&gt;
40cl de crème liquide entière&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Pour le miroir à la framboise:&lt;/b&gt;&lt;br /&gt;
200ml de coulis de framboises&lt;br /&gt;
30g de sucre&lt;br /&gt;
1 feuille et demi de gélatine&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Pour la déco:&lt;/b&gt;&lt;br /&gt;
Quelques framboises&lt;br /&gt;
Chocolat blanc&lt;br /&gt;
&lt;br /&gt;
cercle de 22cm &lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeMKIUsBOFxgFUh8haeD1obehATg10CfgDVF2x7sNYqXWB5UMv18ayAjG0r_Ha7tZT3_w75WQeQHkptZerF8n1XbgFSJdn8mBIq2MZiV4x62kkmcBwa6RkbbIqvTQMz1qulci2oMUoKY4/s1600/bavarois+framboise1.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjeMKIUsBOFxgFUh8haeD1obehATg10CfgDVF2x7sNYqXWB5UMv18ayAjG0r_Ha7tZT3_w75WQeQHkptZerF8n1XbgFSJdn8mBIq2MZiV4x62kkmcBwa6RkbbIqvTQMz1qulci2oMUoKY4/s640/bavarois+framboise1.JPG&quot; width=&quot;640&quot; /&gt;&lt;/a&gt; Commencer par préparer le financier aux noisettes.&lt;br /&gt;
Mélanger dans un saladier, noisettes en poudre, sucre glace, sucre, farine. Ajouter le beurre fondu.&lt;br /&gt;
Monter les blancs en neige et les ajouter à la préparation.&lt;br /&gt;
Verser dans un moule à manquer (d&#39; au moins 22cm) et cuire 20min à 180°.&lt;br /&gt;
Laisser refroidir, démouler, placer sur le plat de service et poser le cercle autour.&lt;br /&gt;
&lt;br /&gt;
Préparer la mousse de framboises. Mixer les framboises avec un petit peu d&#39; eau. Les mettre à tiédir avec le sucre mélanger le tout&amp;nbsp; et laisser refroidir. Ajouter la gélatine que l&#39; on aura fait tremper dans l&#39; eau froide et essorée à la main. Mélanger.&lt;br /&gt;
Monter la crème liquide en chantilly, la mélanger à la purée de framboises.&lt;br /&gt;
Verser la préparation dans le cercle et mettre au frais pour faire figer la mousse, l&#39; idéal étant de la laisser une nuit au frais.&lt;br /&gt;
&lt;br /&gt;
Le lendemain, réaliser le miroir. Faire tiédir dans une casserole le coulis avec le sucre.&lt;br /&gt;
Laisser refroidir. Ajouter la gélatine réhydratée et essorée mélanger le tout.&lt;br /&gt;
Laisser refroidir quelques minutes et verser dans le cercle au dessus de la mousse.&lt;br /&gt;
Mettre au frais pour faire figer le miroir.&lt;br /&gt;
&lt;br /&gt;
Au moment de servir, démouler en passant la lame d&#39; un couteau tout autour du bavarois.&lt;br /&gt;
Décorer selon vos envies!&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBfPAUQTE9t3YpPZgIkxon_nwD8WwNfmEQqbcPRIel0ruK4DsNWuVWkcIpUXiYj1NR4pXrGQh0cgT8IYO4I1lpc8CkSdId056jvMVjWaswCEdt8iyZ_HL-sbreuny354zemSiidASZhfI/s1600/bavarois+framboise2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;360&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBfPAUQTE9t3YpPZgIkxon_nwD8WwNfmEQqbcPRIel0ruK4DsNWuVWkcIpUXiYj1NR4pXrGQh0cgT8IYO4I1lpc8CkSdId056jvMVjWaswCEdt8iyZ_HL-sbreuny354zemSiidASZhfI/s640/bavarois+framboise2.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/01/bavarois-aux-framboises.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnDyj_-MYot-vhdQHwRxY6Irt0rJ9eRijDeFJYSI1F6WD_pGo2Ev572GIycUte14q8lFnzwg7GjcvHZjU03CAKvySW5AIn-1Ptxil_MHaCqult6lgLRNnwQnYGjtXfzbkpXf37tEMeuMw/s72-c/bavarois+framboise.jpg" height="72" width="72"/><thr:total>7</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-7817787363005377360.post-1513102987823810453</guid><pubDate>Wed, 25 Jan 2012 18:02:00 +0000</pubDate><atom:updated>2012-01-27T10:55:20.684-08:00</atom:updated><title>Mon beau sapin...</title><description>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-large;&quot;&gt;J&#39;ai trouvé par hasard chez Gifi ce matin des emportes pièces gigognes en forme d&#39; étoiles. Ce qui m&#39; a rappelé une magnifique idée que j&#39; avais vu aux alentours de noel chez &lt;a href=&quot;http://roseandcook.canalblog.com/archives/2011/12/23/23030001.html&quot;&gt;roseandcook&lt;/a&gt;, Après un magnifique dimanche à cuisiner avec ma princesse... TA DAA! voila le résultat!&lt;/span&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7OXJBMw5NDU394bn3oWDTBYu7N7Rrwr1m3bUzVmqH8r1Ml-ZhwSBaf7EmHd9S_vOsvs2wz2ZbJr3h0lCWbfoYA-0h8wYIAMaDUOqyMt2rz67vYMn1PZ7ks85S2OlLPEfFMk2e7QHV1FA/s1600/sapin+sabl%25C3%25A9s-2.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7OXJBMw5NDU394bn3oWDTBYu7N7Rrwr1m3bUzVmqH8r1Ml-ZhwSBaf7EmHd9S_vOsvs2wz2ZbJr3h0lCWbfoYA-0h8wYIAMaDUOqyMt2rz67vYMn1PZ7ks85S2OlLPEfFMk2e7QHV1FA/s1600/sapin+sabl%25C3%25A9s-2.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&amp;nbsp;Ingrédients pour 20 étoiles aux noisettes:&lt;br /&gt;
&lt;br /&gt;
* 250 g de farine&lt;br /&gt;
* 125 g de beurre ramolli&lt;br /&gt;
* 125 g de cassonade&lt;br /&gt;
* 1 oeuf&lt;br /&gt;
* 1 pincée de sel&lt;br /&gt;
* 55 g de poudre de noisettes&lt;br /&gt;
&lt;br /&gt;
1: Mélanger le beurre mou et la cassonade pour obtenir une pommade.&lt;br /&gt;
&lt;br /&gt;
2: Ajouter l&#39;oeuf, le sel et les noisettes hachées puis bien mélanger.&lt;br /&gt;
&lt;br /&gt;
3: Étaler au rouleau sur un demi centimètre d&#39;épaisseur (fariner un peu dès que ça colle).&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;
Découper à l&#39;emporte-pièce tous les biscuits jusqu&#39;à épuisement de la pâte.&lt;br /&gt;
&lt;br /&gt;
4: Sur une plaque garnie de papier sulfurisé, enfourner à 160°c pendant 15 minutes.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;
(la quantité de pâte représente deux fournées de sablés bien serrés sur une plaque)&lt;br /&gt;
&lt;br /&gt;
5: Laisser refroidir les étoiles et les souder de la plus grande à la plus petite avec du chocolat fondu.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; Décorer...&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwEaezVkTHm6inlNBSkpkpgG1rtKNG7y9vzpvt0AMzaK7-lmnMol6NfF8qgwdGHXLKZyE82Jp0dp0ZM14bSD9hGEssBs4aO8R2HxeLlLTlbVxuVF_s3e3OTfoLbpE3AgyFGC1ghFQPXJI/s1600/photo%25281%2529.JPG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;640&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwEaezVkTHm6inlNBSkpkpgG1rtKNG7y9vzpvt0AMzaK7-lmnMol6NfF8qgwdGHXLKZyE82Jp0dp0ZM14bSD9hGEssBs4aO8R2HxeLlLTlbVxuVF_s3e3OTfoLbpE3AgyFGC1ghFQPXJI/s640/photo%25281%2529.JPG&quot; width=&quot;476&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;ul class=&quot;liste-ingredients&quot;&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span id=&quot;goog_250841000&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_250841001&quot;&gt;&lt;/span&gt;</description><link>http://unepetitefeedanslacuisine.blogspot.com/2012/01/mon-beau-sapin.html</link><author>noreply@blogger.com (Une petite fée dans la cuisine)</author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh7OXJBMw5NDU394bn3oWDTBYu7N7Rrwr1m3bUzVmqH8r1Ml-ZhwSBaf7EmHd9S_vOsvs2wz2ZbJr3h0lCWbfoYA-0h8wYIAMaDUOqyMt2rz67vYMn1PZ7ks85S2OlLPEfFMk2e7QHV1FA/s72-c/sapin+sabl%25C3%25A9s-2.jpg" height="72" width="72"/><thr:total>4</thr:total></item></channel></rss>