tag:blogger.com,1999:blog-61586855854932150682024-02-18T19:04:38.627-08:00Ma passion, mes douceursBlog regroupant recettes de pâtisseries, de plats, d'entrée et de tout ce qui touche à la cuisine. Bienvenue sur mon blog !Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.comBlogger38125tag:blogger.com,1999:blog-6158685585493215068.post-8605212337026310782022-04-15T10:32:00.000-07:002022-04-15T10:32:10.145-07:00<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiurlmUqoCQIwRJ3Mtrvwn7McMAviHTc8kULY8Qld4RpI-LzVp69Kq7S6OKNGM78WGX_jRrVJ7RRCaHKCqz_QE4ifaLPYr17IW0YcPH5jQcVhDrypMc72P6LRGNCxGV-sxZ2mV4skbehnKDkZWLqBZbNdfmjgWYGNYedGDQlBRM3OAPZ4WVbeVjE-zv/s4608/IMG_20211212_071410.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="2176" data-original-width="4608" height="396" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiurlmUqoCQIwRJ3Mtrvwn7McMAviHTc8kULY8Qld4RpI-LzVp69Kq7S6OKNGM78WGX_jRrVJ7RRCaHKCqz_QE4ifaLPYr17IW0YcPH5jQcVhDrypMc72P6LRGNCxGV-sxZ2mV4skbehnKDkZWLqBZbNdfmjgWYGNYedGDQlBRM3OAPZ4WVbeVjE-zv/w552-h396/IMG_20211212_071410.jpg" width="552" /></a></div><br /> <p></p><h1 style="background-color: white; box-sizing: border-box; line-height: 1.1; margin: 40px 0px 25px; overflow-wrap: break-word; text-align: center;"><span style="font-family: brandon-grotesque; font-size: small; text-transform: uppercase;">meringa(</span><span style="font-family: brandon-grotesque; font-size: small;"><span style="text-transform: uppercase;">meringue)</span></span></h1><div><span style="font-family: brandon-grotesque; font-size: small;"><span style="text-transform: uppercase;"><br /></span></span></div><div><span style="font-family: brandon-grotesque; font-size: small;"><span style="text-transform: uppercase;"><br /></span></span></div><h1 style="background-color: white; box-sizing: border-box; line-height: 1.1; margin: 40px 0px 25px; overflow-wrap: break-word; text-align: center;"><div style="text-align: left;"><span style="font-family: brandon-grotesque;"><span style="font-size: 16.8px;">ingrédients</span></span><span style="font-family: brandon-grotesque; font-size: 16.8px;"> </span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque;"><span style="font-size: 16.8px;"><br /></span></span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque;"><span style="font-size: 16.8px;">130 g blanc d'</span></span><span style="font-family: brandon-grotesque; font-size: 16.8px;">œuf</span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque; font-size: 16.8px;">130g sucre fin </span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque; font-size: 16.8px;">130g sucre glace</span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque; font-size: 16.8px;"><br /></span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque;"><span style="font-size: 16.8px;">battre les blanc en neige puis ajoute le sucre fin,</span></span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque;"><span style="font-size: 16.8px;">ensuite le sucre glace et </span></span><span style="font-family: brandon-grotesque; font-size: 16.8px;">mélangé</span><span style="font-family: brandon-grotesque; font-size: 16.8px;"> le tout.</span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque;"><span style="font-size: 16.8px;"><br /></span></span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque;"><span style="font-size: 16.8px;"><br /></span></span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque;"><span style="font-size: 16.8px;"><br /></span></span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque;"><span style="font-size: 16.8px;">préchauffe</span></span><span style="font-family: brandon-grotesque; font-size: 16.8px;"> le four 105° </span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque; font-size: 16.8px;"><br /></span></div><div style="text-align: left;"><span style="font-family: brandon-grotesque; font-size: 16.8px;">faire cuire pendant </span><span style="font-family: brandon-grotesque; font-size: 16.8px;">1 heure</span></div></h1>Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-31523346540893788202022-04-15T09:51:00.001-07:002022-04-15T09:51:46.541-07:00<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHFcpuMc_lSniFz-PNy1bQVLvmjKnSYy04NlcORF4M7-uzhuh4-jJmt-iD1PF2AHZFO-6kBvPGUwaDTrAynXmAcyS8uFQU98AwXgFC8ALCAWKXTL3-wAOuMFZNO8ATNBUXboF-TF3QvViyAe6hQ91tCRAAJYwTyaoUt4H7PoJLook8LIKwL053v_n3/s4608/IMG_20211124_124709%20(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="4608" data-original-width="2176" height="447" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHFcpuMc_lSniFz-PNy1bQVLvmjKnSYy04NlcORF4M7-uzhuh4-jJmt-iD1PF2AHZFO-6kBvPGUwaDTrAynXmAcyS8uFQU98AwXgFC8ALCAWKXTL3-wAOuMFZNO8ATNBUXboF-TF3QvViyAe6hQ91tCRAAJYwTyaoUt4H7PoJLook8LIKwL053v_n3/w210-h447/IMG_20211124_124709%20(1).jpg" width="210" /></a></div><p></p><p style="background-color: white; box-sizing: inherit; color: #444444; font-family: Nunito, sans-serif; font-size: 17px; line-height: 2em; margin-bottom: 15px;"><span style="box-sizing: inherit; text-decoration-line: underline;"><em style="box-sizing: inherit;">Pour 2 ou 3 baguettes</em> </span>:</p><ul style="background-color: white; box-sizing: inherit; color: #444444; font-family: Nunito, sans-serif; font-size: 17px; list-style-image: initial; list-style-position: initial; margin: 0px 0px 15px 15px; padding-inline-start: 15px;"><li style="box-sizing: inherit;"><span style="box-sizing: inherit; font-weight: bolder;">375 g de farine (T45 ou T55)</span></li><li style="box-sizing: inherit;"><span style="box-sizing: inherit; font-weight: bolder;">300 ml (ou 300 g) d’eau tiède</span></li><li style="box-sizing: inherit;"><span style="box-sizing: inherit; font-weight: bolder;">12 g de levure fraîche de boulanger (ou la moitié de sèche)</span></li><li style="box-sizing: inherit;"><span style="box-sizing: inherit; font-weight: bolder;">8 g de sel fin</span></li></ul><ol style="background-color: white; box-sizing: inherit; color: #444444; font-family: Nunito, sans-serif; font-size: 17px; list-style-image: initial; list-style-position: initial; margin: 0px 0px 15px 15px; padding-inline-start: 15px;"><li style="box-sizing: inherit;">Dans un récipient, verser l’eau tiède puis y diluer pendant quelques minutes la levure de boulanger.<br style="box-sizing: inherit;" /><span style="box-sizing: inherit; color: white;">.</span></li><li style="box-sizing: inherit;">Dans un saladier, mettre la farine puis former un puis au centre et y verser le mélanger eau/levure.<br style="box-sizing: inherit;" /><span style="box-sizing: inherit; color: white;">.</span></li><li style="box-sizing: inherit;">Du bout des doigts, mélanger le tout et lorsque l’ensemble commence à bien s’amalgamer incorporer le sel.<br style="box-sizing: inherit;" /><span style="box-sizing: inherit; color: white;">.</span></li><li style="box-sizing: inherit;">Terminer en mélangeant grossièrement le tout jusqu’à ce que tous les ingrédients soient bien liés.<br style="box-sizing: inherit;" /><span style="box-sizing: inherit; color: white;">.</span></li><li style="box-sizing: inherit;">Couvrir le saladier d’un torchon humide et laisser lever la pâte au minimum pendant 1h30 (ou plus) dans un endroit tiède.<br style="box-sizing: inherit;" /><span style="box-sizing: inherit; color: white;">.</span></li><li style="box-sizing: inherit;">Une fois la pâte levée, la déposer sur un plan de travail fariné afin de la modeler.<br style="box-sizing: inherit;" /><span style="box-sizing: inherit; color: white;">.</span></li><li style="box-sizing: inherit;">Diviser la pâte en 2 ou 3 morceaux égaux, en prenant soin de bien les fariner.<br style="box-sizing: inherit;" />Modeler ensuite les baguettes et les déposer soit sur une plaque de cuisson recouverte de papier cuisson ou directement dans des moules à baguettes généreusement farinés.<br style="box-sizing: inherit;" /><span style="box-sizing: inherit; color: white;">.</span></li><li style="box-sizing: inherit;">Préchauffer le four à 240° en chaleur tournante <br style="box-sizing: inherit;" />Disposer une lèchefrite ou un récipient rempli d’eau dans le bas de four. Cela va permettre d’obtenir une belle croûte croustillante.<br style="box-sizing: inherit;" /><span style="box-sizing: inherit; color: white;">.</span></li><li style="box-sizing: inherit;">Pendant que le four chauffe, laisser lever. les baguettes <br style="box-sizing: inherit;" /><span style="box-sizing: inherit; color: white;">.</span></li><li style="box-sizing: inherit;">Une fois le four chaud, les baguettes et les entailler profondément à l’aide d’une lame de cutter ou d’uncouteau dans le sens de la longueur et tout les 3/4 cm.<br style="box-sizing: inherit;" /><span style="box-sizing: inherit; color: white;">.</span></li><li style="box-sizing: inherit;">Enfourner pour 20 à 30 minutes de cuisson, suivant vos préférences : c’est prêt ! </li></ol><p> </p>Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-25508357900489648402018-07-13T11:00:00.002-07:002018-07-13T11:00:53.046-07:00Tartelette à la nectarine<h2 class="recipe-ingredients__group-title title-5" style="text-align: center;">
<span style="font-family: Georgia, "Times New Roman", serif;"><span style="font-size: x-large;"> <u>Tartelette à la nectarine</u></span></span></h2>
<h2 class="recipe-ingredients__group-title title-5" style="text-align: center;">
<span style="font-family: Georgia, "Times New Roman", serif;"><span style="font-size: x-large;"> </span></span></h2>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipOPE3YO9FQSk10qzeOaetck-JpfZ8g5u60krYXsg9BAHsfAjy9cbC-crBE9kihHxZh5KRswBtUEDF19MDo_MQH7htalECfRhbMIg_hH1NNKEluW3ZJyPNRQmJ7tRrBXr8s6DuAsAJEZ8/s1600/35701244_10214056674824567_4145153399286923264_o.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="810" data-original-width="1440" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipOPE3YO9FQSk10qzeOaetck-JpfZ8g5u60krYXsg9BAHsfAjy9cbC-crBE9kihHxZh5KRswBtUEDF19MDo_MQH7htalECfRhbMIg_hH1NNKEluW3ZJyPNRQmJ7tRrBXr8s6DuAsAJEZ8/s640/35701244_10214056674824567_4145153399286923264_o.jpg" width="640" /></a></div>
<h2 class="recipe-ingredients__group-title title-5" style="text-align: center;">
<span style="font-weight: normal;"><span style="font-family: Georgia, "Times New Roman", serif;"><span style="font-size: x-large;"> </span></span></span></h2>
<h2 class="recipe-ingredients__group-title title-5" style="text-align: center;">
<span style="font-family: Verdana, sans-serif;"><span style="font-size: x-large;"><span style="font-weight: normal;"> </span> </span></span></h2>
<ul>
<li><h4 class="recipe-ingredients__group-title title-5">
<span style="font-family: Verdana, sans-serif;">1 pâte brisée</span></h4>
</li>
</ul>
<ul>
<li><h4 class="recipe-ingredients__group-title title-5">
<span style="font-family: Verdana, sans-serif;">Pour la crème pâtissière :</span></h4>
</li>
</ul>
<span style="font-family: Verdana, sans-serif;"><span class="recipe-ingredient-qt" data-base-qt="2">2</span>
<span class="ingredient"> jaunes d'oeuf </span><span class="recipe-ingredient__complement"></span><span class="recipe-ingredient-qt" data-base-qt="30"> </span></span><br />
<span style="font-family: Verdana, sans-serif;"><span class="recipe-ingredient-qt" data-base-qt="30">30</span>
<span class="ingredient">cl de lait</span></span><br />
<span style="font-family: Verdana, sans-serif;"><span class="ingredient"></span><span class="recipe-ingredient-qt" data-base-qt="3">3</span>
<span class="ingredient">cuillères à soupe de sucre </span><span class="recipe-ingredient__complement"></span><span class="recipe-ingredient-qt" data-base-qt="1"> </span></span><br />
<span style="font-family: Verdana, sans-serif;"><span class="recipe-ingredient-qt" data-base-qt="1">1</span>
<span class="ingredient">cuillère à soupe d'extrait de vanille liquide </span><span class="recipe-ingredient__complement"></span><span class="recipe-ingredient-qt" data-base-qt="1"> </span></span><br />
<span style="font-family: Verdana, sans-serif;"><span class="recipe-ingredient-qt" data-base-qt="1">1</span>
<span class="ingredient">cuillère à soupe de maïzena </span><span class="recipe-ingredient__complement"></span></span><br />
<span style="font-family: Verdana, sans-serif;">
</span><ul>
<li><h4 class="recipe-ingredients__group-title title-5">
<span style="font-family: Verdana, sans-serif;">Pour la garniture :</span></h4>
</li>
</ul>
<span style="font-family: Verdana, sans-serif;"><span class="recipe-ingredient-qt" data-base-qt="6">6</span>
<span class="ingredient"> nectarines </span><span class="recipe-ingredient__complement"></span><span class="recipe-ingredient-qt" data-base-qt="20"> </span></span><br />
<span style="font-family: Verdana, sans-serif;"><span class="recipe-ingredient-qt" data-base-qt="20">20</span>
<span class="ingredient">g de beurre </span><span class="recipe-ingredient__complement"></span><span class="recipe-ingredient-qt" data-base-qt="20"> </span></span><br />
<span style="font-family: Verdana, sans-serif;"><span class="recipe-ingredient-qt" data-base-qt="20">20</span>
<span class="ingredient">g de sucre </span></span><br />
<span style="font-family: Verdana, sans-serif;">____________________________________________________________________</span><br />
<h4>
<span style="font-family: Georgia, "Times New Roman", serif;"><span style="font-size: small;"><span style="font-size: large;"> </span></span></span></h4>
<h4>
<span style="font-family: Georgia, "Times New Roman", serif;"><span style="font-size: small;"><span style="font-size: large;">Préparation :</span></span></span></h4>
<h4>
<span style="font-family: Georgia, "Times New Roman", serif;"><span style="font-size: small;"><span style="font-size: large;"> </span></span></span></h4>
<h4>
<span style="font-family: Verdana, sans-serif;">Crème pâtissière :</span></h4>
<span style="font-family: Verdana, sans-serif;">Faire chauffer le lait avec le sucre jusqu’à ce qu’il soit chaud. </span><br />
<span style="font-family: Verdana, sans-serif;">Ajouter la maïzena, l’extrait de vanille et le jaune d’œuf. </span><br />
<span style="font-family: Verdana, sans-serif;">Bien mélanger jusqu’à ce que cela épaississe.</span><br />
<span style="font-family: Verdana, sans-serif;">Une fois bien épais, le repartir dans la tarte ou les tartelettes. </span><br />
<br />
<h4>
<span style="font-family: Verdana, sans-serif;">La garniture :</span></h4>
<span style="font-family: Verdana, sans-serif;">Couper les nectarines en quartiers.</span><br />
<span style="font-family: Verdana, sans-serif;">Dans une poêle, faire revenir
le beurre et y ajouter les quartiers de nectarines. Une fois le fruit
réchauffé, le saupoudrer de sucre. </span><br />
<span style="font-family: Verdana, sans-serif;">Retourner régulièrement les quartiers et les saupoudrer de sucre des deux côtés jusqu’à ramollissement de ces derniers. </span><br />
<br />
<span style="font-family: Verdana, sans-serif;">Les installer sur la crème pâtissière et réserver au frigo jusqu’au service. </span><br />
<br />
<span style="font-family: Verdana, sans-serif;"><b><u>A tester</u></b> : éplucher les fruits avant de les cuire .</span><br />
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Verdana, sans-serif;">PS : Oui, il y a une tartelette où les nectarines ne sont pas cuites. C'est tout simplement car ma soeur ne les voulait pas cuites ^^ </span><br />
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Verdana, sans-serif;"><br /></span>
<span style="font-family: Georgia, "Times New Roman", serif;"><b><br /></b></span>
<div style="text-align: right;">
<span style="font-family: Georgia, "Times New Roman", serif;"><b>EleenanOu</b></span></div>
Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-84696172158985651772013-07-31T07:35:00.002-07:002013-07-31T07:36:41.514-07:00un gâteau en forme de livre ouvert sur son socle a la nougatine<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJ8SpeWUjkUlpQ3qQ0zm4Z2mDF-foqmR9zDIMY106n-opSyWUOnD8KJiVj_AY4_mKhmpVij93IOWOK78eaVJ9thla_JSddv2dvXMVenjMMBlqLQjewkFIHPp6-AUuEAVu39u5caXvUz0/s1600/IMG_0642.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJ8SpeWUjkUlpQ3qQ0zm4Z2mDF-foqmR9zDIMY106n-opSyWUOnD8KJiVj_AY4_mKhmpVij93IOWOK78eaVJ9thla_JSddv2dvXMVenjMMBlqLQjewkFIHPp6-AUuEAVu39u5caXvUz0/s320/IMG_0642.JPG" width="320" /></a></div>
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<br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: x-small;"><b> génoise:</b></span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><br />
<span style="font-size: x-small;"> </span> 4 œufs<br />
- 125 g de <span style="color: #4c1130;">sucre</span><br />
- 125 g de farine<br />
- 1/2 sachet de levure chimique</span>
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span>
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span>
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span>
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span>
<br />
<br />
<h4>
<span style="font-family: Georgia,"Times New Roman",serif;">
Préparation de la recette :</span></h4>
<span style="font-family: Georgia,"Times New Roman",serif;">
<br />
Pour réaliser cette recette, il vous faut un robot
qui permette d'ajouter des ingrédients au fur et mesure sans devoir tout
arrêter et ouvrir un couvercle à chaque fois...<br />
<br />
Mais c'est la recette idéale pour tous ceux qui sont fâchés avec les interminables montages au bain-marie !<br />
<br />
Le
secret de la réussite de cette génoise, c'est la rapidité d'exécution.
Préparez donc tout ce dont vous aurez besoin avant de vous lancez,
beurrez le moule si vous n'avez pas encore opté pour le silicone, pesez
les ingrédients...<br />
<br />
Préchauffez le four à 180°C (th 6). <br />
<br />
Mélangez la levure à la farine.<br />
<br />
Séparez les blancs des jaunes jaune d’œufs et montez les blancs en neige avec une pincée de sel<br />
<br />
Quand ils sont très fermes, ajoutez le sucre et battez encore.<br />
<br />
Baissez la vitesse du robot et ajoutez d'un coup les 4 jaunes, puis tout de suite la farine et la levure en pluie.<br />
<br />
Arrêtez
très rapidement le robot pour que la préparation n'ait pas le temps de
retomber, versez dans le moule, lissez la surface et enfournez
immédiatement pour 20 min.<br />
<br />
Démoulez tiède et attendez que le gâteau soit refroidi pour le trancher dans l'épaisseur et le garnir.
<br />
</span><br />
<h3 class="recetteH1 fn">
Mousse à la vanille Préparation<br />pour Mousse à la vanille<br /><br /><span style="font-weight: normal;">1 Faites chauffer le lait dans une casserole. Réservez-en une partie pour le mélanger à la fécule.<br />2 Lorsque le lait bout, ajoutez-y les gousses de vanille, préalablement fendues en deux dans le sens de la longueur.<br />3 Ajoutez le sucre et faites cuire à feu doux pendant 10 minutes.<br />4 Tout en remuant, versez la fécule dans le lait vanillé, dont vous aurez retiré les gousses. <br />5 A part, séparez les blancs des jaunes d’œufs. <br />6 A l’aide d’un fouet, incorporez les jaunes d’œufs dans la casserole de lait vanillé.<br />7 Retirez la casserole du feu et laissez reposer quelques instants.<br />8 Pendant ce temps, battez les blancs en neige et incorporez-les au mélange vanillé</span> </h3>
<h3 class="recetteH1 fn">
<span style="font-weight: normal;">puits recouvrir avec la pâte a sucre </span></h3>
<h3 class="recetteH1 fn">
<span style="font-weight: normal;"> </span></h3>
<h3 class="recetteH1 fn">
<span style="font-weight: normal;"> emporte pièce a gâteaux pour la décoration</span></h3>
<h3 class="recetteH1 fn">
<img alt="" height="200" 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" width="200" /></h3>
Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-86021376056838281422013-06-21T09:40:00.003-07:002013-06-21T09:40:41.847-07:00Gâteau chemise fête des pères ! <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQhQkAp-yrFTqK6JCj5ovnot4aOvmsWo9rm26btcPY5BbJfATf5kufUtA-x5-JL2uipXsLLsFNypzP0OKqVcnHDwG-sbsmEFcvduaSbqG4_4MnJKPRF1OHKq54ehnoGR2GAVhGXIKVjkg/s1600/970180_10201394203844156_389419938_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQhQkAp-yrFTqK6JCj5ovnot4aOvmsWo9rm26btcPY5BbJfATf5kufUtA-x5-JL2uipXsLLsFNypzP0OKqVcnHDwG-sbsmEFcvduaSbqG4_4MnJKPRF1OHKq54ehnoGR2GAVhGXIKVjkg/s320/970180_10201394203844156_389419938_n.jpg" width="240" /></a></div>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;"><b><span> génoise:</span></b></span></span><br />
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<span style="font-size: small;"> </span> 4 œufs<br />
- 125 g de <span style="color: #4c1130;">sucre</span><br />
- 125 g de farine<br />
- 1/2 sachet de levure chimique</span>
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Préparation de la recette :</span></h4>
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Pour réaliser cette recette, il vous faut un robot
qui permette d'ajouter des ingrédients au fur et mesure sans devoir tout
arrêter et ouvrir un couvercle à chaque fois...<br />
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Mais c'est la recette idéale pour tous ceux qui sont fâchés avec les interminables montages au bain-marie !<br />
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Le
secret de la réussite de cette génoise, c'est la rapidité d'exécution.
Préparez donc tout ce dont vous aurez besoin avant de vous lancez,
beurrez le moule si vous n'avez pas encore opté pour le silicone, pesez
les ingrédients...<br />
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Préchauffez le four à 180°C (th 6). <br />
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Mélangez la levure à la farine.<br />
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Séparez les blancs des jaunes jaune d’œufs et montez les blancs en neige avec une pincée de sel<br />
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Quand ils sont très fermes, ajoutez le sucre et battez encore.<br />
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Baissez la vitesse du robot et ajoutez d'un coup les 4 jaunes, puis tout de suite la farine et la levure en pluie.<br />
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Arrêtez
très rapidement le robot pour que la préparation n'ait pas le temps de
retomber, versez dans le moule, lissez la surface et enfournez
immédiatement pour 20 min.<br />
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Démoulez tiède et attendez que le gâteau soit refroidi pour le trancher dans l'épaisseur et le garnir.
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<b>crème au beurre:</b><br />
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 10pt; line-height: 115%;"><b>Ingrédients :</b></span></span>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 10pt; line-height: 115%;">-300 g de beurre</span></span>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 10pt; line-height: 115%;">-300 g de sucre glace</span></span>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 10pt; line-height: 115%;">-colorant au choix</span></span>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 10pt; line-height: 115%;">-2 c à s de lait</span>
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<span style="font-size: 10pt; line-height: 115%;"><b> </b></span>
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<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: 10pt; line-height: 115%;"><b>Préparation :</b></span></span>
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<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="line-height: 115%;">-mettre
tout dans le robot et laisser bosse 20 mn voir plus le mélange aura
pratiquement doublé de volume ( a cause de l’air) le but
étant de lisser au maximum la crème et faire fondre complètement le
sucre n’hésitez pas a goutter .</span></span>
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<span style="font-size: small;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="line-height: 115%;">-colorer et décorer </span></span></span>
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<span style="font-family: Georgia,"Times New Roman",serif;"><b><u><span style="font-weight: normal;">pâte a sucre</span></u></b></span><br />
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<br />
<span style="font-family: Georgia,"Times New Roman",serif;">Il faut donc <strong>1 blanc d'oeuf</strong> (35 grs), <strong>2 cuillères à soupe de glucose</strong> (55 grs) et <strong>400 grs de sucre glace</strong> et encore environ <strong>100 grs de plus</strong>.Commencez par battre légèrement le blanc d'oeuf, ajoutez le glucose et
mélangez. Ajoutez progressivement les 400 grs de sucre glace, la
préparation est déjà assez ferme, continuer à mélanger en malaxant avec
vos mains et en ajoutant le reste de sucre glace, à vous de voir s'il
vous faut les 100 grs, peut être un peu moins, peut être un peu plus,
vous devez obtenir la consistance de la pâte à modeler. </span><br />
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<h4>
</h4>
Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com2tag:blogger.com,1999:blog-6158685585493215068.post-87681919227936839782013-05-28T04:09:00.002-07:002013-06-04T12:31:13.839-07:00Salade en couches<div class="separator" style="clear: both; text-align: center;">
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<u><b>Pour 8 personnes :</b></u><br />
<br /><span style="color: black;"></span>
<span style="color: black;"></span><br />
<span style="color: black;"><b class="yield"></b></span><br />
<span style="color: black;"><b class="yield">3 tiges de poireaux <br />1 boîte de céleri <br />5 œufs durs <br />6 tranches de jambon de Paris <br />3 pommes acides <br />1 boîte d’ananas en morceaux <br />1 boîte de maïs <br />250 g d’emmental râpé <br />1 grand pot de mayonnaise <br />1 pot de yaourt <br />sel et poivre<br /></b></span>
<br />
<br /><b class="numero">1</b>Nettoyer les poireaux et les couper en fins anneaux. Couper les œufs durs et les pommes en morceaux. Couper le jambon en dés.
<br />
<br class="espace" />
<b class="numero">2</b>Egoutter les ananas, mettre le jus de coté.
Mélanger la mayonnaise et le yaourt, ajouter un peu de jus d’ananas,
saler et poivrer.
<br />
<br class="espace" />
<b class="numero">3</b>Mettre chaque ingrédient en couches dans un grand
saladier en commençant par une couche de céleri et ensuite 1/2 couche
de poireaux, une couche d’ananas, une couche de jambon, une couche de
maïs, 1/2 couche du mélange mayonnaise-yaourt, une couche de pommes, une
couche d’œufs, le reste du poireau et de la mayonnaise, puis pour finir
l’emmental râpé.
<br />
<br class="espace" />
<b class="numero">4</b>Mettre au froid pendant 24 heures sans mélanger.
<br />
<br class="espace" />
<b class="numero">5</b>Le lendemain, mélanger le tout pour bien repartir les ingrédients.
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Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com1tag:blogger.com,1999:blog-6158685585493215068.post-11354629332341422392013-05-25T15:21:00.001-07:002013-06-04T12:31:44.788-07:00Gâteau pour la fête des mères <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMaT-c81hFcnoYDYyPwvebNgvB22vrxxxoVGMKoBklN2Ipt294khmRGQhKY7XF7FNA80y7YCOdB3WA-Bv6gbxZxmfl7rfZKilopE4evGqTHdbQsOpUfl_jCwOPPlacYhxFkMJnQoB-CTw/s1600/IMG_0451.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMaT-c81hFcnoYDYyPwvebNgvB22vrxxxoVGMKoBklN2Ipt294khmRGQhKY7XF7FNA80y7YCOdB3WA-Bv6gbxZxmfl7rfZKilopE4evGqTHdbQsOpUfl_jCwOPPlacYhxFkMJnQoB-CTw/s320/IMG_0451.JPG" width="320" /></a></div>
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<div class="m_content_recette_info">
Temps de préparation : <span class="preptime">10 <span class="value-title" title="PT10M"></span></span> minutes<br />
Temps de cuisson : <span class="cooktime">20<span class="value-title" title="PT20M"></span></span> minutes
</div>
Ingrédients (pour 6 pour 6 personnes) :<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFR6ybyCFSZOXg0Yp758N8vgmQXjKkszN8AYT8k074pdGWos7ZGlJILVfMim0PLclwhUSB4kb_4hUUBhN4_XE52SmbQsDEs44IMPeqr8aU_bZ8ayeKRKyknlKZTmjEpyjmwfm0MnBVsZA/s1600/IMG_0441.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFR6ybyCFSZOXg0Yp758N8vgmQXjKkszN8AYT8k074pdGWos7ZGlJILVfMim0PLclwhUSB4kb_4hUUBhN4_XE52SmbQsDEs44IMPeqr8aU_bZ8ayeKRKyknlKZTmjEpyjmwfm0MnBVsZA/s320/IMG_0441.JPG" width="320" /></a></div>
<br />
<b><span style="font-size: x-small;"> génoise:</span></b><br />
<br />
<span style="font-size: medium;"> </span> 4 œufs<br />
- 125 g de <span style="color: #4c1130;">sucre</span><br />
- 125 g de farine<br />
- 1/2 sachet de levure chimique<br />
<br />
<br />
<br />
<br />
<h4>
Préparation de la recette :</h4>
<br />
Pour réaliser cette recette, il vous faut un robot
qui permette d'ajouter des ingrédients au fur et mesure sans devoir tout
arrêter et ouvrir un couvercle à chaque fois...<br />
<br />
Mais c'est la recette idéale pour tous ceux qui sont fâchés avec les interminables montages au bain-marie !<br />
<br />
Le
secret de la réussite de cette génoise, c'est la rapidité d'exécution.
Préparez donc tout ce dont vous aurez besoin avant de vous lancez,
beurrez le moule si vous n'avez pas encore opté pour le silicone, pesez
les ingrédients...<br />
<br />
Préchauffez le four à 180°C (th 6). <br />
<br />
Mélangez la levure à la farine.<br />
<br />
Séparez les blancs des jaunes jaune d’œufs et montez les blancs en neige avec une pincée de sel<br />
<br />
Quand ils sont très fermes, ajoutez le sucre et battez encore.<br />
<br />
Baissez la vitesse du robot et ajoutez d'un coup les 4 jaunes, puis tout de suite la farine et la levure en pluie.<br />
<br />
Arrêtez
très rapidement le robot pour que la préparation n'ait pas le temps de
retomber, versez dans le moule, lissez la surface et enfournez
immédiatement pour 20 min.<br />
<br />
Démoulez tiède et attendez que le gâteau soit refroidi pour le trancher dans l'épaisseur et le garnir.
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<div>
<b>La chantilly</b><br />
<br />
- 50 cl de crème fleurette<br />
- 50 g de sucre<br />
- 1/2 cuillère à café d’extrait de vanille<br />
<b>Les cerises</b><br />
- une dizaine de cerises au sirop<br />
<br />
<b>la décoration </b><br />
<br />
<span style="background-color: black;"><span style="font-size: x-small;"><span style="color: teal;"></span></span></span>- quelques cerises
<br />
- paillettes de chocolat<br />
eau de vie cerise</div>
<br />
<b>le dressage</b> <br />
<br />
1) Couper la génoise en deux dans le sens de la largeur, et imbiber la
génoise avec eau de vie cerise A l’aide d’un pinceau et de la confiture
de cerise <br />
2) Fouetter la crème liquide<br />
3) Verser cette crème chantilly sur la partie inférieure de la
génoise, lisser avec une spatule (ce n’est pas grave si la crème déborde
sur les côtés). mettez une dizaine de cerises , sur
la crème. « fermer »<br />
4) Imbiber la partie supérieure de l'eau de vie de cerise mettez la partie supérieure de la génoise sur la crème chantilly <br />
5) Garnir une poche à douille de la chantilly restante. Décorer la génoise avec la chantilly afin de la recouvrir totalement.<br />
6) Utiliser la crème qui a débordé de la génoise: avec une spatule,
lisser la crème sur le tour complet du gâteau. Prendre des paillettes de
chocolat dans le creux de la main et les appliquer sur le tour du
gâteau: elles vont se coller sur la crème.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4mdyR2YbQ3y8k2UYuxQ8YQ8QYRSRg3bpQXQ_xHv5sGRoRSiYZ7XC1ichU8u7Sa3_GxsUTn8zMvT1hIxbfEDdC9tZn1RyMqRdle7fKzn-nYxyJt3l-17mHWJ5JY6XYfuxsPGdMdjFeM4g/s1600/IMG_0444.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg4mdyR2YbQ3y8k2UYuxQ8YQ8QYRSRg3bpQXQ_xHv5sGRoRSiYZ7XC1ichU8u7Sa3_GxsUTn8zMvT1hIxbfEDdC9tZn1RyMqRdle7fKzn-nYxyJt3l-17mHWJ5JY6XYfuxsPGdMdjFeM4g/s320/IMG_0444.JPG" width="320" /></a></div>
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<h1>
<span class="fn">Nougatine</span></h1>
<div class="text instruction">
Faire un <b>carame</b>l avec le sucre et le glucose. Pour cela, mettre le glucose...</div>
..et le sucre dans un poêlon Cuire le sucre à sec (sans eau) jusqu'à coloration.
<br />
<div class="text instruction">
Remuer le sucre en donnant des mouvements de rotation afin qu'il colore uniformément.</div>
Lorsqu'il arrive à coloration souhaitée, ajouter les <b>amandes</b>.Bien travailler la nougatine à la spatule en bois...<br />
.afin de bien incorporer les amandes.
<br />
<div class="text instruction">
Pendant ce temps, huiler rapidement le rouleau à pâtisserie et le plan de travail qui doit être propre et lisse. Verser la nougatine sur le plan de travail huilé.<br />
</div>
"Vous pouvez la travailler, l'<span class="pageref_tt">abaisser</span> et la <span class="pageref_tt">façonner</span> à votre goût."
<br />
<div class="text instruction">
Il faut travailler vite, avant qu'elle ne durcisse.<br />
ATTENTION : C'est très chaud !!!</div>
<br />
À l'aide d'un couteau éminceur, détailler comme bon vous semble. La <b>nougatine</b> sert à construire des pièces artistiques pour les mariages, fêtes, etc.... et pour décorer des gâteaux avec un décor élaboré.<br />
<br />
<br />
la nougatine c'est mon socle du gâteaux ;) Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-70023781744824879072013-05-25T14:36:00.001-07:002017-09-30T02:33:22.048-07:00Américains<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCEbPwl7SfIDDuY1lJnUPmXjyZxjzrohHSgDKkIhLDy2uLRwt-zeo_1hcBjPqy-hvUu9_nSh9mf9ELOMDCBarFtpEI396vs8HMf4m3feq9SU_sBC_Uc_rtHkPkTIQO4GE47SsV2p7nMuw/s1600/am%C3%A9ricain.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCEbPwl7SfIDDuY1lJnUPmXjyZxjzrohHSgDKkIhLDy2uLRwt-zeo_1hcBjPqy-hvUu9_nSh9mf9ELOMDCBarFtpEI396vs8HMf4m3feq9SU_sBC_Uc_rtHkPkTIQO4GE47SsV2p7nMuw/s640/am%C3%A9ricain.jpg" width="640" /></a></div>
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<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;"></span>
<br />
<div style="text-align: justify;">
<b><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Américains</span></b><br />
<br />
<span style="text-decoration: underline;"><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Pour environs 17 pièces:</span></span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">100g de beurre (à température ambiante si possible)</span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">100g de sucre (blond si vous voulez)</span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">1 cuillère à soupe de sucre vanillé (facultatif)</span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">2 oeufs</span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">4 cuillères à soupe de lait</span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">200g de farine</span><span style="background-color: black;"></span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">50g de maizena</span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">2 cuillères à café de levure chimique</span><span style="text-decoration: underline;"><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;"> </span></span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="text-decoration: underline;"><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Pour le glaçage:</span></span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">75g de sucre glace</span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Quelques gouttes de jus de citron (maximum le jus d’un demi citron)</span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">75g de chocolat dessert</span><br />
<br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Dans
un bol fouetter le beurre, le sucre et éventuellement le sucre vanillé
jusqu’à avoir une masse homogène. Ajouter ensuite les œufs et le lait
tout en continuant à fouetter. On obtient une pâte liquide pas très
homogène (un peu granuleuse) </span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Dans
un autre bol mélanger la farine, la maïzena et la levure chimique,
ajouter ce mélange de poudres à la pâte liquide, bien fouetter jusqu’à
avoir une belle pâte lisse et homogène. La pâte n’est pas très épaisse,
elle reste un peu fluide </span>.<br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Préchauffer le four à 180°C.</span></div>
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;"> </span><br />
<br />
<div style="text-align: justify;">
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Tapisser deux plaques du four de papier sulfurisé . A l’aide d’une ou deux cuillères à soupe
prélever un peu de pâte et déposer sur une plaque une boule de pâte de
la taille d’une balle de golf. On peut faire les américains plus petits
(des mini) ou plus grands. Mais moi c’est cette taille que je trouve la
plus adéquate. Répéter l’opération jusqu’à épuisement de la pâte. Il
faut veiller à un peu espacer les boules de pâtes, elles vont un peu
s’étaler à la cuisson. C’est pour ça qu’il faudra deux plaques ou deux
fournées. </span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Cuire 15 minutes, en fin de cuisson les américains doivent être un peu dorés.</span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Pendant
la cuisson la pâte va d’abord simplement s’étaler et c’est en deuxième
partie de cuisson que ça va gonfler et prendre cette forme bombée
caractéristique. Ne vous inquiétez donc pas. </span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Au sortir du four, déposer les américains face plate sur une grille, laisser complètement refroidir.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;"><span style="text-decoration: underline;">Glacer les américains :</span></span></div>
<div style="text-align: justify;">
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;"><span style="text-decoration: underline;"> </span><br />Préparer
le glaçage au citron : mettre le sucre glace dans un petit bol, ajouter
petit à petit un peu de jus de citron tout en mélangeant vivement
jusqu’à avoir un glaçage épais et homogène (si vous ajoutez trop de jus
de citron le glaçage sera trop liquide, il coulera et sera plutôt
translucide que blanc). A l’aide d’une cuillère à café, glacer la face
plane de la moitié des américains, laisser prendre en reposant la face
bombée des américains sur la grille.</span><br />
<span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">Préparer le glaçage au chocolat : f</span><span style="font-family: "tahoma" , "arial" , "helvetica" , sans-serif;">aire
fondre le chocolat au bain marie et à l’aide d’une cuillère à café,
glacer la face plane de la moitié des américains, laisser prendre en
reposant la face bombée des américains sur la grille.<br />Une fois que le glaçage a pris, conserver les biscuits dans une boite métallique.<br />NB:
il est bien sur possible de ne glacer les américains qu’au citron ou
que au chocolat, adapter pour cela la quantité des ingrédients du
glaçage.</span></div>
<div style="text-align: justify;">
<br /></div>
Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-54986617328457756592013-05-20T11:49:00.004-07:002017-09-30T02:30:53.320-07:00Pizza fait maison<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfrpvljLEofpnOQF9sSeuC77TBO6czQYNqnzhNQ1IEorv8FRp3IOKw5T9cE3ulk_11ZXCBpwYOY9-rNsNgOKBn3ZiVZ6FN99Bv-CPyYcmyJtTq9ZH3qZE_cIYAsGOcuUql7szM6sB8RS0/s1600/IMG_0409.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfrpvljLEofpnOQF9sSeuC77TBO6czQYNqnzhNQ1IEorv8FRp3IOKw5T9cE3ulk_11ZXCBpwYOY9-rNsNgOKBn3ZiVZ6FN99Bv-CPyYcmyJtTq9ZH3qZE_cIYAsGOcuUql7szM6sB8RS0/s640/IMG_0409.JPG" width="640" /></a></div>
<br />
<u><b><span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">INGREDIENTS</span></span></b></u><b><span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;"> :</span></span></b><br />
<br />
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">250g de farine</span></span><br />
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">8g de levure fraîche de boulanger</span></span><br />
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">2 CàS d'huile d'olive</span></span><br />
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">10 cl d'eau tiède </span></span><br />
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">1 CàC de sel </span></span><br />
<ul class="liste-ingredients">
</ul>
<span style="font-family: "verdana" , sans-serif;"><b>Préparation :</b></span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;"><span class="instructions">
</span></span><br />
<div class="txt-preparation">
<span style="font-family: "verdana" , sans-serif;"><span class="instructions">Émiettez la levure dans un bol avec l'eau tiède pour la dissoudre.</span></span></div>
<span class="instructions"><span style="font-family: "verdana" , sans-serif;">
</span></span>
<div class="txt-preparation">
<span class="instructions"><br /></span>
<span class="instructions"><span style="font-family: "verdana" , sans-serif;">Versez la farine sur un plan de travail, creusez un puits et versez-y la levure diluée. Mélangez bien.</span></span></div>
<span class="instructions">
<span style="font-family: "verdana" , sans-serif;">
</span><div class="txt-preparation">
<br />
<span style="font-family: "verdana" , sans-serif;">Incorporez l'huile d'olive,
le sel et pétrissez la pâte pendant 10 minutes. </span><br />
<br />
<span style="font-family: "verdana" , sans-serif;">Roulez la pâte en boule
et laissez-la reposer pendant 45 minutes, couverte d'un linge humide
propre.</span></div>
<span style="font-family: "verdana" , sans-serif;">
</span><div class="txt-preparation">
<br />
<span style="font-family: "verdana" , sans-serif;">Au bout des 45 minutes,
pétrissez-la à nouveau pour 5 minutes. Étalez-la avec un rouleau sur une
plaque du four huilée. Couvrez-la à nouveau et laissez-la reposer pour
encore 45 minutes.</span></div>
<span style="font-family: "verdana" , sans-serif;">
</span><div class="txt-preparation">
<span style="font-family: "verdana" , sans-serif;"><br /></span></div>
<span style="font-family: "verdana" , sans-serif;">
</span><div class="txt-preparation">
<span style="font-family: "verdana" , sans-serif;">Etalez la pâte et mettre des morceaux de saucisses knacki sur les bords et roulez la pâte vers l'intérieur pour les cacher.</span><br />
<br />
<span style="font-family: "verdana" , sans-serif;">Au centre, mettez votre sauce tomate, jambon, olive, gruyère.. Laissez parler votre imagination :) </span></div>
<span style="font-family: "verdana" , sans-serif;">
</span><div class="txt-preparation">
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">Enfin, enfournez 15 à 20 minutes à 180°C. </span></div>
<div class="txt-preparation">
<br /></div>
</span>Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-79572313065503767032013-05-20T11:35:00.005-07:002017-09-30T02:13:04.739-07:00 cromeski mozzarella<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_sXQhPsly_RAn7ax2g0QAYOn4kuItUpSzSkupGMg3X15MIOIzKCWjTBuvdpTilTVftAACfnu32ii8FcxGFmXK-0oAWjOZ2fCfdV91vmyadUCF8d6LfGtCuRLq0DQT6LjJZorFaBCeHjs/s1600/IMG_0417.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_sXQhPsly_RAn7ax2g0QAYOn4kuItUpSzSkupGMg3X15MIOIzKCWjTBuvdpTilTVftAACfnu32ii8FcxGFmXK-0oAWjOZ2fCfdV91vmyadUCF8d6LfGtCuRLq0DQT6LjJZorFaBCeHjs/s640/IMG_0417.JPG" width="640" /></a></div>
<u><b><br /></b></u>
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"><b><u>INGREDIENTS</u> : </b></span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></span>
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"><b>Pour la chapelure maison</b></span></span>
<br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">De la <span itemprop="name">mie</span>
d'un gros pain de campagne rassis </span></span><ul>
</ul>
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"><b>Pour le cromeski de mozzarella</b></span></span>
<br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">M<span itemprop="name">ozzarella</span> </span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">Farine</span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">Oeuf</span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">Chapelure maison</span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><b>Pour la chapelure maison :</b></span><br />
<span style="font-family: Verdana,sans-serif;">Tailler en dès la mie d'un gros pain de campagne rassis, passer au four 2h30 à 100°, mixer.</span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;"><b>Pour le cromeski de mozzarella :</b></span><br />
<span style="font-family: Verdana,sans-serif;">Tailler la mozzarella en cube, plonger les cubes dans la farine, dans
l'œuf battu puis dans la chapelure maison, faire frire le cube.</span><br />
<br />Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com1tag:blogger.com,1999:blog-6158685585493215068.post-56807972785692841702013-05-18T06:45:00.001-07:002017-09-30T01:53:39.666-07:00pâte a choux<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtGsCLpDBGZimgyZw7BcY1EWywRxfW58Rsw3DvIZlF8tzFRuloQQf0NRxgMZ-PtVHf4UkmZW_ZIhoBEtpz2ctmZoK1odug2zUuAgxiNfXj4afR5nt0_Amoqh-AZDlInVue8nuQKGlobAc/s1600/IMG_0403.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtGsCLpDBGZimgyZw7BcY1EWywRxfW58Rsw3DvIZlF8tzFRuloQQf0NRxgMZ-PtVHf4UkmZW_ZIhoBEtpz2ctmZoK1odug2zUuAgxiNfXj4afR5nt0_Amoqh-AZDlInVue8nuQKGlobAc/s640/IMG_0403.JPG" width="640" /></a></div>
<br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"><b>INGREDIENTS : </b></span></span><br />
<div class="Colum">
<ul class="DefaultList List">
</ul>
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">25 cl d'eau</span></span></div>
<div class="Colum">
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">100g de beurre </span></span></div>
<div class="Colum">
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">1 pincée de sel fin</span></span></div>
<div class="Colum">
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">125g de farine </span></span></div>
<div class="Colum">
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">4 oeufs </span></span></div>
<span style="font-family: Georgia,"Times New Roman",serif;"></span><ul class="DefaultList List">
</ul>
<div class="spacer">
<b><span style="font-size: small;">Les petits choux cuisent pendant 15 à 20 minutes dans un four à 210 °C (therm. 7).</span></b></div>
<div class="spacer">
<b>Attention à bien sortir les choux du four quand ils sont complètement cuits, sinon ils retombent.</b></div>
<div class="spacer">
<div class="AddMarginTop3">
<span style="font-family: Verdana,sans-serif;"><br /></span></div>
<div class="AddMarginTop3">
<span style="font-family: Verdana,sans-serif;"><span class="Text">Versez l'eau dans une casserole, ajoutez le beurre et le sel ; faites chauffer et portez à ébullition. </span></span></div>
<br />
<span style="font-family: Verdana,sans-serif;"><span class="Text">Quand le beurre est fondu, ajoutez la farine dans la casserole. </span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;">T<span class="Text">ournez énergiquement avec la spatule en bois au dessus du feu pour assécher la pâte et obtenir un mélange lisse et homogène. </span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><span class="Text">Retirez la casserole du feu et placez la pâte dans un saladier. Continuez à remuer.</span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><span class="Text">Ajoutez
les œufs entiers, un par un, et travaillez-les avec la spatule. Veillez
à ce que le premier soit parfaitement incorporé avant d'ajouter le
suivant. </span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><span class="Text">Continuez de travailler ainsi la pâte. Soulevez-la de temps en
temps : quand elle retombe en formant un ruban, cela signifie qu'elle
est prête.</span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><span class="Text">Mettez-la dans une <span style="color: black;">poche à douille </span>et
déposez-la sur une plaque à pâtisserie selon la forme que vous
souhaitez.</span></span><br />
<br /></div>
Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-83719773476619858482013-05-18T06:39:00.001-07:002017-09-29T16:18:14.860-07:00Saint honorévoila mon 1er saint honoré pour notre fête de mariage<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuOLDnVRCGHkbRmL01kLllLQXq_TL1m6_U2TsC1RG_zZJ0xUTVLN65cladutvnRJczx4njM9Cak8DVedvEXWUNF0xzkzhSesIe2p1ZR0YYnwxxjKCp1IQwVLlQUkD9bBS8AcvymUH6SoI/s1600/IMG_0401.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiuOLDnVRCGHkbRmL01kLllLQXq_TL1m6_U2TsC1RG_zZJ0xUTVLN65cladutvnRJczx4njM9Cak8DVedvEXWUNF0xzkzhSesIe2p1ZR0YYnwxxjKCp1IQwVLlQUkD9bBS8AcvymUH6SoI/s640/IMG_0401.JPG" width="640" /></a></div>
<br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">P<b>âte a choux</b></span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">125 gr de lait entier</span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">125 gr d'eau</span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">125 gr de beurre</span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">135 gr de farine</span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">3 à 4 oeufs</span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">1 pinçée de sel</span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">1 CS de sucre semoule</span></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span>
<span style="font-family: Georgia,"Times New Roman",serif;"><b><span style="font-size: small;">pâte sablé</span></b></span><br />
<div class="postit_case postit_ingredient" id="postit_1" style="width: 99.9%;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">250 g de farine</span></span></div>
<div class="postit_case postit_ingredient" id="postit_1" style="width: 99.9%;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">125 g de beurre</span></span></div>
<div class="postit_case postit_ingredient" id="postit_1" style="width: 99.9%;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">125 g de sucre semoule</span></span></div>
<div class="postit_case postit_ingredient" id="postit_1" style="width: 99.9%;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">1 pincée de sel</span></span></div>
<div class="postit_case postit_ingredient" id="postit_1" style="width: 99.9%;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">1 œuf</span></span></div>
<div class="postit_case postit_ingredient" id="postit_1" style="width: 99.9%;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">1 sachet de sucre vanillé</span></span></div>
<div class="postit_case postit_ingredient" id="postit_1" style="width: 99.9%;">
<span style="font-family: Georgia,"Times New Roman",serif;"><span style="font-size: small;">1/2 sachet de levure chimique</span></span></div>
<span style="font-family: Georgia,"Times New Roman",serif;"><br /></span>
<span style="font-family: Georgia,"Times New Roman",serif;"><b>Crème pâtissière </b></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;"><b>Pour environ 1 litre de crème pâtissière :</b></span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">1/2 L de lait</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">100 g de sucre</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">5 jaunes d’œufs</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">60 g de Maïzena ou de farine</span><br />
<span style="font-family: Georgia,"Times New Roman",serif;">1/2 gousse de vanille</span><br />
<br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"> </span> </span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"></span></span><br />
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><b><u>Pour la pâte à choux</u> : </b></span></span><br />
<br />
Préchauffer le four à 200 degrés.<br />
Verser l'eau, le lait et le beurre dans une casserole.<br />
Ajouter le sel et le sucre;<br />
Porter à ébullition.<br />
Hors du feu, verser la farine en 1 fois et incorporer.<br />
Poser la casserole sur feu doux et sécher la pâte en remuant avec une spatule ( environ 1 minute )<br />
Laisser tiédir la pâte dans un saladier.<br />
Incorporer les oeufs un par un avec une cuiller en bois.<br />
Il est possible que trois oeufs ne suffisent pas. Si tel est le
cas, battre le 4ème oeuf et incorporer la quantité necessaire pour que
la pâte forme un bec d'oiseau sur un fouet.<br />
Incorporer les oeufs un par un avec une cuiller en bois.<br />
Il est possible que trois oeufs ne suffisent pas. Si tel est le
cas, battre le 4ème oeuf et incorporer la quantité necessaire pour que
la pâte forme un bec d'oiseau sur un fouet.<br />
<br />
Verser la pâte dans une poche à pâtisserie munie d'une douille lisse de 10 mm.<br />
Dresser les choux sur la plaque du four recouverte d'une feuille de papier sulfurisé et glisser à mi- hauteur dans le four.<br />
<br />
BAISSER LA TEMPERATURE A 180°<br />
Cuire les choux pendant 20 à 25 minutes<br />
<br />
La pâte à choux cuite contient encore beaucoup d'humidité. C'est
cette humidité qui fait que les choux, éclairs etc... s'affaissent à la
sortie du four.<br />
Pour palier ce problème, il faut sécher la pâte cuite.<br />
<br />
Baisser la température à 160° et entrouvrir la porte du four en la
maintenant dans cette position avec le manche d'une cuiller en bois.<br />
Laisser sécher les choux pendant 10 minutes mais pas plus sinon la pâte durçirait.<br />
Laisser refroidir sur une grille.<br />
<br /><span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><b><u>Pour la pâte sablé</u> : </b></span></span><br />
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><b> </b> </span></span><br />
Mettre la farine et le beurre coupé en morceaux, dans un cul de poule.<br />
<span class="pageref_tt">Sabler</span> la pâte entre les doigts.<br />
Disposer le sablage en <span class="pageref_tt">fontaine</span> et verser au centre le sucre, le sel, l'œuf, le sucre vanillé et la levure. Du bout des doigts,...<br />
Former une boule compacte et homogène.<br />
<br />
<div class="text instruction">
<span class="pageref_tt">Fraiser</span> rapidement avec la paume de la main. Laisser reposer au frais quelques heures avant utilisation.<br />
(Attention à ne pas trop travailler la pâte afin de ne pas la rendre cassante)<br />
<br />
<b><u>Pour la crème pâtissière</u> : </b><br /><br />
<b class="numero">1</b>Dans une casserole, verser un demi litre de lait.<br />
Gratter une demi gousse de vanille avec un couteau, et ajouter les graines ainsi que la cosse au lait.<br />
Porter le tout à ébullition sur feu doux pour bien faire infusé a vanille dans le lait.<br />
<br />
<br />
<b class="numero">2</b>Séparer les jaunes des blancs de 5 œufs, et les mettre dans un saladier ou une jatte.<br />
Verser 100 grammes de sucre et battre vigoureusement avec un fouet jusqu'à ce que le mélange blanchisse et que les cristaux de sucre soient dissous.<br />
<br />
<br />
<b class="numero">3</b>Ajouter progressivement 60 grammes de fécule de maïs (type maïzena) ou, à défaut, de farine, au mélange jaune d'œufs et sucre.<br />
Mélanger délicatement de façon à ne pas former de grumeaux.<br />
<br />
<b class="numero">4</b>Une fois que le mélange est bien homgène, verser la moitié du lait parfumé à la vanille - tout juste bouillant - sur l'appareil à crème.<br />
Mélanger d'abord délicatement puis de façon plus énergique pour bien détendre la crème.<br />
Lorsque la crème est bien souple, la reverser dans la casserole avec la moitié de lait restante.<br />
<br />
<b class="numero">5</b>Replacer la casserole sur feu doux. Mélanger sans
cesse jusqu'à l'apparition des premiers bouillons, qui coincide avec
l'épaississement de la crème. Cette dernière doit rester souple.<br />
<br />
<br />
<b class="numero">6</b>Lorsque la crème est suffisament cuite, éteindre le feu et continuer à la fouetter pour qu'elle refroidisse plus rapidement.<br />
Pour éviter qu'une croûte sèche ne se forme à la surface, tamponner la
crème avec 50 grammes de beurre environ. Ainsi, la crème restera bien
souple et brillante.<br />
<br /></div>
Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-84708199516884645232013-05-18T05:59:00.002-07:002017-09-29T16:08:08.808-07:00galettes de pommes de terres<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4xerEJkXrFgCe5LRy1Z7wUpQgWU38QNkFaJlB-CN79NIZ_EfkITIwOvfyt4fxacdfWLQwA7RUsiC0ZMmmiQ9871Y5-0h2Vn8zNKafAquBI20girYcXbYb2X-UoOSN80RC3GbIf4tXdPc/s1600/galette.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="479" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4xerEJkXrFgCe5LRy1Z7wUpQgWU38QNkFaJlB-CN79NIZ_EfkITIwOvfyt4fxacdfWLQwA7RUsiC0ZMmmiQ9871Y5-0h2Vn8zNKafAquBI20girYcXbYb2X-UoOSN80RC3GbIf4tXdPc/s640/galette.jpg" width="640" /></a></div>
<span style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="text-decoration: underline;"><br /></span></span></span>
<span style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="text-decoration: underline;">Ingrédients</span> : (pour 6 personnes)
</span></span><br />
<span style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif;">- 1 kg de pommes de terre</span></span><br />
<span style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif;">- 2 oignons</span></span><br />
<span style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif;">- 2 petits œufs</span></span><br />
<span style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif;">- Persil</span></span><br />
<span style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif;">- sel, poivre</span></span><br />
<span style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif;">- 2 CàS de farine</span></span><br />
<span style="color: #660000;"><span style="font-family: Georgia,"Times New Roman",serif;">- Huile neutre</span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;">Épluchez les pommes de terre et les oignons. </span><br />
<span style="font-family: Verdana,sans-serif;">Dans un saladier, râpez
les pommes de terre.</span><br />
<span style="font-family: Verdana,sans-serif;">Ajoutez les
oignons émincés et les œufs. </span><br />
<span style="font-family: Verdana,sans-serif;">Ajoutez la farine à
la préparation.</span><span style="font-family: Verdana,sans-serif;"> </span><br />
<span style="font-family: Verdana,sans-serif;">Mélangez et assaisonnez. </span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUNUt6xIFz_mUkMIDPnt7OgXxaKHvvbCD9KZgap80WbLXzmRe49MUb_XDMljamrmb4poH85vC-5WvmK8yMffYoGwniukEOS4CSSaBWAgcEPM6q2GN5TitFxMB3JCSQ83I_DoOxuKB_6Uo/s1600/IMG_0397.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjUNUt6xIFz_mUkMIDPnt7OgXxaKHvvbCD9KZgap80WbLXzmRe49MUb_XDMljamrmb4poH85vC-5WvmK8yMffYoGwniukEOS4CSSaBWAgcEPM6q2GN5TitFxMB3JCSQ83I_DoOxuKB_6Uo/s400/IMG_0397.JPG" width="400" /></a></div>
<br />
<span style="font-family: Verdana,sans-serif;">Prélevez une grosse cuillerée de pâte et déposez-la dans une poêle bien
chaude avec de l’huile. Faites griller les galettes 5 min par côté. </span><br />
<span style="font-family: Verdana,sans-serif;">Renouvelez l’opération jusqu’à épuisement de la pâte.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyX24MWVc4cseATdiCEYtZIK7agMqVRrrMcgXR1GldtjZwinEDHTC9xgEQ5WxaQti2dnMvheSBljqaOf9RRTWS9GBkmjxV9PN5Io7j9gd4gII5NY5yFhBIqy3VThW0dlc7XkoO04Roa5s/s1600/galette+de+pomme+de+terre.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyX24MWVc4cseATdiCEYtZIK7agMqVRrrMcgXR1GldtjZwinEDHTC9xgEQ5WxaQti2dnMvheSBljqaOf9RRTWS9GBkmjxV9PN5Io7j9gd4gII5NY5yFhBIqy3VThW0dlc7XkoO04Roa5s/s400/galette+de+pomme+de+terre.bmp" width="400" /></a></div>
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;"><span style="text-decoration: underline;">Conseil</span> : N’hésitez pas à rajouter de l’huile dans la poêle pour que les galettes soient bien grillées.</span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;">On peut la servir en accompagnement d'une viande ou d'une salade.</span>Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-35207879396359633462013-05-12T08:25:00.003-07:002017-09-29T16:05:09.647-07:002 cygnes en choux à la crème c’était pour ma sœur et son mari<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNZtj2SJIUcaidXctZ_XSAiFlRE9Pzy6FJwGeHpSPTZ84sQXJLGN4Z2-oVFR2O7LLC7dRcbrq1TkSBT_nv7kRBJJbvK0rE2Oa-kiskDeamc0w1TD9z5EKkOffMD7wBXjsEJrQTUhvRi94/s1600/Photo-0009.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNZtj2SJIUcaidXctZ_XSAiFlRE9Pzy6FJwGeHpSPTZ84sQXJLGN4Z2-oVFR2O7LLC7dRcbrq1TkSBT_nv7kRBJJbvK0rE2Oa-kiskDeamc0w1TD9z5EKkOffMD7wBXjsEJrQTUhvRi94/s640/Photo-0009.jpg" width="640" /></a></div>
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"><b>pâte a choux :</b></span></span><br />
<div class="Colum">
<ul class="DefaultList List">
<li><span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"> 25 cl d'eau </span></span></li>
<li><span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"> 100 g de beurre</span></span></li>
<li><span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"> 1 pincée de sel fin </span></span></li>
</ul>
</div>
<div class="Colum">
<ul class="DefaultList List"><span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">
</span></span>
<li><span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"> 125 g de farine </span></span></li>
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">
</span></span>
<li><span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"> 4 œufs entiers </span></span></li>
</ul>
</div>
<div class="spacer">
<b><span style="font-size: small;">Les petits choux cuisent pendant 15 à 20 minutes dans un four à 210 °C (therm. 7).</span></b></div>
<div class="spacer">
<b>Attention à bien sortir les choux du four quand ils sont complètement cuits, sinon ils retombent.</b></div>
<div class="spacer">
<div class="AddMarginTop3">
<br /></div>
<div class="AddMarginTop3">
<span style="font-family: Verdana,sans-serif;"><span class="Text">Versez l'eau dans une casserole, ajoutez le beurre et le sel ; faites chauffer et portez à ébullition. </span></span></div>
<br />
<span style="font-family: Verdana,sans-serif;"><span class="Text">Quand le beurre est fondu, ajoutez la farine dans la casserole. </span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><span class="Text">Tournez énergiquement avec la spatule en bois au dessus du feu pour assécher la pâte et obtenir un mélange lisse et homogène. </span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><span class="Text">Retirez la casserole du feu et placez la pâte dans un saladier. Continuez à remuer.</span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><span class="Text">Ajoutez
les œufs entiers, un par un, et travaillez-les avec la spatule. Veillez
à ce que le premier soit parfaitement incorporé avant d'ajouter le
suivant. Continuez de travailler ainsi la pâte. Soulevez-la de temps en
temps : quand elle retombe en formant un ruban, cela signifie qu'elle
est prête.</span></span><br />
<br />
<span style="font-family: Verdana,sans-serif;"><span class="Text">Mettez-la dans une <span style="color: black;">poche à douille </span>et déposez-la sur une plaque à pâtisserie selon la forme que vous souhaitez : Ici, en forme des rond pour le corps et des formes de 2 pour la tête.</span></span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;"><span class="Text">Décor de l'assiette : faire fondre du chocolat au micro onde et mettre le chocolat dans un cornet puis écrire sur l'assiette comme je l'ai fait :)</span></span></div>
Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-36541438776607169952013-05-12T08:08:00.004-07:002017-09-29T16:02:40.442-07:00Gâteau aux fleurs <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNgxOe_Q2TgDRWHRE9yCdreRJT1JePJPO8ieH4pZR80bSBPfTlbgAWPWdQrk-XwyueweminjunI4CkPVMDemR_bueT_j5CYj08wvRV3wCBxWkTqqnm_2DErYm9hwXBWwcUHlowjj_7tHY/s1600/1332151222785.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhNgxOe_Q2TgDRWHRE9yCdreRJT1JePJPO8ieH4pZR80bSBPfTlbgAWPWdQrk-XwyueweminjunI4CkPVMDemR_bueT_j5CYj08wvRV3wCBxWkTqqnm_2DErYm9hwXBWwcUHlowjj_7tHY/s640/1332151222785.jpg" width="640" /></a></div>
<br />
<span style="font-family: Verdana,sans-serif;">J'adore la <span style="color: blue;">forme </span>et les<span style="color: magenta;"> couleurs. </span></span><br />
<span style="font-family: Verdana,sans-serif;">La déco est faite à base de chantilly avec du colorant alimentaire.</span><br />
<span style="font-family: Verdana,sans-serif;">Les fleurs sont fait avec de la pâte à sucre.</span>Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-2451214932046020252013-05-12T07:40:00.001-07:002017-09-29T15:59:43.238-07:00Petite pièce montée <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYYIXTTy05sI9Z-ijCVq1sBccPxJEEs3imG1KMMfPFZNCWMTwigFKv5Z3iarRy5eoluuAQSqC28xKLUWWlHh3eovxyKm9Ja4Jil8p4DHQnEMKRMhMYVwoCEV5N19WTnZSyIaGYLzJ2lo0/s1600/1331996217461.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYYIXTTy05sI9Z-ijCVq1sBccPxJEEs3imG1KMMfPFZNCWMTwigFKv5Z3iarRy5eoluuAQSqC28xKLUWWlHh3eovxyKm9Ja4Jil8p4DHQnEMKRMhMYVwoCEV5N19WTnZSyIaGYLzJ2lo0/s640/1331996217461.jpg" width="640" /></a></div>
<br />
Une petite pièce montée pour une personne cher à mon coeur. Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-69099870369273829882013-05-12T07:25:00.001-07:002017-09-29T15:58:27.194-07:00Gâteau pour la St Valentin <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM1SOHWmjinvYc9VUNFI9c6wsUHae44CsmaK9_s1JUAxwDFU3aKQYD_dtYgqYgbIM_6NNAdkQMnMh4A1dzAyIu4RASzf4nA8plvhuFgQlLueEj4vx5rwVC9enEC1_5clIUKeXT22XDRXg/s1600/DSC00057.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM1SOHWmjinvYc9VUNFI9c6wsUHae44CsmaK9_s1JUAxwDFU3aKQYD_dtYgqYgbIM_6NNAdkQMnMh4A1dzAyIu4RASzf4nA8plvhuFgQlLueEj4vx5rwVC9enEC1_5clIUKeXT22XDRXg/s640/DSC00057.jpg" width="480" /></a></div>
<br />
<span style="font-family: Verdana,sans-serif;"><span style="font-size: small;">voila le gâteau que j'ai fait à mon mari pour la St Valentin. :) </span></span>Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-37412505686274350012013-05-12T07:22:00.001-07:002017-09-29T15:57:21.688-07:00Gâteau à la crème au beurre<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRl86FR411L26_FQkjLzpSNg-CdYqtLAVDe1L9ZaC01tFtIsi3AxoI2llUGJDnUB5LuzkO3NL9pV3lGQLUmn4sFKtvRnVOYkVkxLYILnVurWKX8wiV5wJ7CYKb0V34CV5rXKKu0LZbll4/s1600/DSC00048.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRl86FR411L26_FQkjLzpSNg-CdYqtLAVDe1L9ZaC01tFtIsi3AxoI2llUGJDnUB5LuzkO3NL9pV3lGQLUmn4sFKtvRnVOYkVkxLYILnVurWKX8wiV5wJ7CYKb0V34CV5rXKKu0LZbll4/s640/DSC00048.jpg" width="640" /></a><span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></span>
<div class="m_content_recette_info">
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">Temps de préparation : <span class="preptime">10 </span> minutes</span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">Temps de cuisson : <span class="cooktime">20</span> minutes
</span></span></div>
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">Ingrédients (pour 6 pour 6 personnes) :</span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"><br /></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;"><b><span style="font-size: x-small;">génoise:</span></b></span></span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;">- 4 œufs</span></span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;">- 125 g de <span style="color: #4c1130;">sucre</span></span></span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;">- 125 g de farine</span></span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;">- 1/2 sachet de levure chimique</span></span></span><br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;"><br /></span></span></span>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;"><b>crème au beurre:</b></span></span></span><br />
<div>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;"><span style="line-height: 115%;">-300 g de beurre</span></span></span></span>
</div>
<div>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;"><span style="line-height: 115%;">-300 g de sucre glace</span></span></span></span>
</div>
<div>
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;"><span style="line-height: 115%;">-colorant au choix</span></span></span></span>
</div>
<div style="margin: 0cm 0cm 10pt;">
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;"><span style="line-height: 115%;">-2 c à s de lait</span> </span></span></span><br />
<br />
<span style="font-size: small;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="color: #990000;"><span style="font-family: Verdana, sans-serif;"><span style="color: black;"><b>Préparation de la génoise :</b> </span></span> </span></span></span></div>
<i><span style="font-family: Verdana,sans-serif;">Pour réaliser cette recette, il vous faut un robot
qui permette d'ajouter des ingrédients au fur et mesure sans devoir tout
arrêter et ouvrir un couvercle à chaque fois...</span></i><br />
<i><span style="font-family: Verdana,sans-serif;">Mais c'est la recette idéale pour tous ceux qui sont fâchés avec les interminables montages au bain-marie !</span></i><br />
<i><span style="font-family: Verdana,sans-serif;">Le
secret de la réussite de cette génoise, c'est la rapidité d'exécution.
Préparez donc tout ce dont vous aurez besoin avant de vous lancez,
beurrez le moule si vous n'avez pas encore opté pour le silicone, pesez
les ingrédients...</span></i><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;">Préchauffez le four à 180°C (th 6). </span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;">Mélangez la levure à la farine.</span><br />
<br />
<span style="font-family: Verdana,sans-serif;">Séparez les blancs des jaunes jaune d'oeufs et montez les blancs en neige avec une pincée de sel</span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;">Quand ils sont très fermes, ajoutez le sucre et battez encore.</span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;">Baissez la vitesse du robot et ajoutez d'un coup les 4 jaunes, puis tout de suite la farine et la levure en pluie.</span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;">Arrêtez
très rapidement le robot pour que la préparation n'ait pas le temps de
retomber, versez dans le moule, lissez la surface et enfournez
immédiatement pour 20 min.</span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;">Démoulez tiède et attendez que le gâteau soit refroidi pour le trancher dans l'épaisseur et le garnir.
</span><br />
<div>
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><span style="font-family: Times New Roman; font-size: 12pt;"> </span>
</span></span></div>
<div>
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><b>Pour la crème : </b></span></span><br />
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><b> </b></span></span></div>
<div>
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><span style="line-height: 115%;">Mettre
tout dans le robot et laisser travailler 20 minutes, voir plus. </span></span></span><br />
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><span style="line-height: 115%;">Le mélange aura
pratiquement doublé de volume ( a cause de l’air) le but
étant de lisser au maximum la crème et faire fondre complètement le
sucre.</span></span></span><br />
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><span style="line-height: 115%;">N’hésitez pas a goutter .</span></span></span>
</div>
<div>
<span style="font-size: small;"><span style="font-family: Verdana,sans-serif;"><span style="line-height: 115%;">Colorer et décorer. </span></span></span>
</div>
Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-32122565730968825232013-05-11T07:20:00.001-07:002017-09-29T15:50:45.601-07:00Petits gâteaux au mokka<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY2ZNn__1Ia9cyleregVIny0BQQxvJdLTY9mPeMdFj5ZYuD75L1z3FHPRX2HaPfTA7hBDgm543fXD_MmE4B6-dlEVLv9SDATDvDkLu2lyIRZ1H3mEjapSeaDks_ymMvAdKV9THnD2cp2c/s1600/IMG00361-20120506-1622.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY2ZNn__1Ia9cyleregVIny0BQQxvJdLTY9mPeMdFj5ZYuD75L1z3FHPRX2HaPfTA7hBDgm543fXD_MmE4B6-dlEVLv9SDATDvDkLu2lyIRZ1H3mEjapSeaDks_ymMvAdKV9THnD2cp2c/s320/IMG00361-20120506-1622.jpg" width="320" /></a></div>
<br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"><span style="text-decoration: underline;"><b>INGREDIENTS</b></span><b> </b></span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;"><b> </b></span></span>
<br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">1 génoise</span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">125 gr de noisettes entières,
</span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">1 c à café d'extrait de café liquide,
</span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">250 gr de beurre mou,
</span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">250 gr de sucre glace,
</span></span><br />
<span style="color: #990000;"><span style="font-family: Georgia,"Times New Roman",serif;">des grains de café au chocolat
</span></span><br />
<span style="text-decoration: underline;"><b><br /></b></span>
<span style="text-decoration: underline;"><b><br /></b></span>
<span style="font-family: Verdana,sans-serif;"><span style="text-decoration: underline;"><b>PRÉPARATION</b></span></span><br />
<span style="font-family: Verdana,sans-serif;"><b> </b>
</span><br />
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;"><u>Préparez la crème au beurre</u> : Dans un saladier mélangez le beurre, le
sucre glace, et l’extrait de café quelques seconde au batteur électrique jusqu’à ce que vous obteniez une crème au beurre lisse. </span><br />
<span style="font-family: Verdana,sans-serif;">Réservez au frais.
</span></div>
<div style="text-align: justify;">
<span style="font-family: Verdana,sans-serif;">Faites grillez les noisettes à sec dans une poêle puis
concassez les grossièrement. </span><br />
<span style="font-family: Verdana,sans-serif;">A l'aide d’emporte-pièce, découpez des
cercles de génoise de 8 cm de diamètre, puis coupez en 3 sur
l'épaisseur. </span><br />
<span style="font-family: Verdana,sans-serif;">Garnissez le 1er cercle de génoise de crème au beurre,
disposez le 2ème cercle de génoise par-dessus, étalez une nouvelle
couche de crème et recouvrez l'ensemble avec le 3ème
disque de génoise. </span><br />
<span style="font-family: Verdana,sans-serif;">Pressez très légèrement de la paume de main en
prenant soin de ne pas écraser la crème. </span><br />
<span style="font-family: Verdana,sans-serif;">Enduisez chaque gâteau
entièrement avec le reste de crème en lissant délicatement avec
une spatule. </span><br />
<span style="font-family: Verdana,sans-serif;">Répartissez ensuite les noisettes tout autour et
disposez 4 heure minimum au réfrigérateur. </span><br />
<span style="font-family: Verdana,sans-serif;">Au moment de
servir....décorez de quelques grains de café au chocolat. </span><br />
<br />
<span style="font-family: Verdana,sans-serif;">Bon appétit ! </span></div>
<br />Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-79974282108925400162013-05-11T07:09:00.000-07:002017-09-29T15:44:56.277-07:00 gâteau d'Halloween<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkHByI82HQD4FftuVD6maxOUQDw3T-KDBn7u24jLKtVkZKggq2Z2RM9eLhw4ju8_CNaGCbQJrzarSS12kZjbPnJhke-fWI3cyUVfV-xJnr9mNJfYyvg5gJlC6noZmxo-8TiJzxmZOhLgI/s1600/604113_4825991774782_1496959944_n%5B1%5D.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkHByI82HQD4FftuVD6maxOUQDw3T-KDBn7u24jLKtVkZKggq2Z2RM9eLhw4ju8_CNaGCbQJrzarSS12kZjbPnJhke-fWI3cyUVfV-xJnr9mNJfYyvg5gJlC6noZmxo-8TiJzxmZOhLgI/s640/604113_4825991774782_1496959944_n%5B1%5D.jpg" width="480" /></a></div>
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<span style="font-family: Verdana,sans-serif;">mon 1er gâteau Halloween :) </span>Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-3401509488042801172013-05-11T07:01:00.001-07:002017-09-29T15:44:04.123-07:00lys de poireaux<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggSzjE21AQtEYbbcFSktAbPxetmbwDhuErX0cab4gNlmVjctQVBr_rcd7-9FHaMyU8VZDEEukcTWMGzw2uWOr000noIIPYeC4WjbNwxvWnX3G2vZbCOmbqrm4xSE30Avp6O2BYSVDX4TU/s1600/IMG_0381.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggSzjE21AQtEYbbcFSktAbPxetmbwDhuErX0cab4gNlmVjctQVBr_rcd7-9FHaMyU8VZDEEukcTWMGzw2uWOr000noIIPYeC4WjbNwxvWnX3G2vZbCOmbqrm4xSE30Avp6O2BYSVDX4TU/s640/IMG_0381.JPG" width="640" /></a></div>
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<span style="font-family: Verdana,sans-serif;">Une petite décoration avec des poireaux, bien sympathique. </span><br />
<span style="font-family: Verdana,sans-serif;"><br /></span>
<span style="font-family: Verdana,sans-serif;">https://www.youtube.com/watch?v=yaXK9Q_4U-8</span><br />
<br />Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-88294392393418292062013-05-01T04:21:00.000-07:002017-09-29T15:42:08.945-07:00D'autres décos de pommes de terres<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBnddOnXsr5dMS1IpPMG3kG248xHfmapqDOWYNGt1plK8neyjGht3znNisiTCghURfLmtc0pEV4MDOPuCBAG8mdD7QShqvAqGtbOLixP9dby3aRKC-lZyP_s6UPV6VHxxVr0iho4PgAis/s1600/IMG_0367.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjBnddOnXsr5dMS1IpPMG3kG248xHfmapqDOWYNGt1plK8neyjGht3znNisiTCghURfLmtc0pEV4MDOPuCBAG8mdD7QShqvAqGtbOLixP9dby3aRKC-lZyP_s6UPV6VHxxVr0iho4PgAis/s640/IMG_0367.JPG" width="640" /></a></div>
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<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;">une nouvelle façon de décorer vos assiettes :)</span></span><br />
<span style="font-family: "verdana" , sans-serif;"><span style="font-size: small;">J'ai simplement utiliser des emporte-pièces ! </span></span>Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-3611813125502464852013-05-01T04:14:00.001-07:002017-09-29T15:39:58.769-07:00Petits champignons de pomme de terre<div style="text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYbpSc_mz53YLDQK5OroLfPgqrmavyjCE6P6pGgurs42diQFqF1DbMKBqH52QBMinFL9j5ofgVwoFq3h0sOhtuCpkBjwZOKjIr1GbQO6HEJNeyLdDrKAIA8uHyT8r35Rv_nStUWwocktk/s1600/IMG_0362.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYbpSc_mz53YLDQK5OroLfPgqrmavyjCE6P6pGgurs42diQFqF1DbMKBqH52QBMinFL9j5ofgVwoFq3h0sOhtuCpkBjwZOKjIr1GbQO6HEJNeyLdDrKAIA8uHyT8r35Rv_nStUWwocktk/s640/IMG_0362.JPG" width="640" /></a></div>
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<span style="font-family: Verdana,sans-serif;">Je partage avec vous cette façon de faire les pommes de terre, qui m'a beaucoup plu. :) </span><br />
<br />Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com0tag:blogger.com,1999:blog-6158685585493215068.post-59204990532945869172013-04-25T13:28:00.001-07:002017-09-29T06:14:13.251-07:00Pomme de terre en fleur<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisENmWTZ3DOo3OA0NVS42yebeG94BMmoNkoT2wcr4ztJKUnawGwBR0EjHkCvT5QvZSNjaylpnVC3evyxOE57mPxppy9yFod-XFNFGW41YYbMIJLC4Th_ML1tZjUzQhQzmgnO23cCkfEZ8/s1600/IMG_0306.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisENmWTZ3DOo3OA0NVS42yebeG94BMmoNkoT2wcr4ztJKUnawGwBR0EjHkCvT5QvZSNjaylpnVC3evyxOE57mPxppy9yFod-XFNFGW41YYbMIJLC4Th_ML1tZjUzQhQzmgnO23cCkfEZ8/s640/IMG_0306.JPG" width="640" /></a></div>
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<span style="font-family: "verdana" , sans-serif;">Eplucher la pomme de terre, puis la passer dans un décorateur à légume (sorte de grand taille-crayon). </span><br />
<span style="font-family: "verdana" , sans-serif;">Les mettre un peu dans de l'eau froide puis les faire frire à la friteuse. Attention, rester près de la friteuse car c'est très rapide. </span><br />
<span style="font-family: "verdana" , sans-serif;">Pour les courgettes, on les passe dans le décorateur à légume et faire blanchir dans de l'eau bouillante salée. </span><br />
<span style="font-family: "verdana" , sans-serif;">Stopper la cuisson en les passant sous l'eau froide une fois cuit suffisamment, et les enrouler sur soi-même pour faire ces fleurs. </span>Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com2tag:blogger.com,1999:blog-6158685585493215068.post-43375728838775331482013-04-25T11:40:00.003-07:002017-09-29T06:13:47.794-07:00apéritifs salés <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijRIeIWQiW1Imm4ZPpy7Imu7M9VuWJ7ZTP7hr_BnT4IxwvSHOoeCL59bbDh049PlzijPtvh8PDM-DfaPVA9g0eEe_EedY4xA3gMUYBy9jkCRMHM3l1m1IUjjZVEtJvJ2RkRqvOQxbAbxo/s1600/IMG_0259.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijRIeIWQiW1Imm4ZPpy7Imu7M9VuWJ7ZTP7hr_BnT4IxwvSHOoeCL59bbDh049PlzijPtvh8PDM-DfaPVA9g0eEe_EedY4xA3gMUYBy9jkCRMHM3l1m1IUjjZVEtJvJ2RkRqvOQxbAbxo/s640/IMG_0259.JPG" width="640" /></a></div>
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<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;"><span style="font-size: large;"><b><span style="font-size: large;"><u>Ingrédients</u> :</span></b> </span></span></span><br />
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;"><br /></span></span>
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">pâte brisé</span></span><br />
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">petites tomates</span></span><br />
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">persil </span></span><br />
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">coriandre ou basilic </span></span><br />
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">huile d'olive</span></span><br />
<span style="color: #990000;"><span style="font-family: "georgia" , "times new roman" , serif;">fromage aux herbes ou emmental râpé (facultatif)</span></span><br />
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<span style="font-family: "verdana" , sans-serif;">Préchauffer le four à 180°C.</span><br />
<span style="font-family: "verdana" , sans-serif;">Dérouler la pâte brisé et découper des bande.</span><br />
<span style="font-family: "verdana" , sans-serif;">Mélanger dans un bol l'huile, le persil et la coriandre (ou le basilic). </span><br />
<span style="font-family: "verdana" , sans-serif;">Badigeonner la pâte et y ajouter le fromage en l'éparpillant.</span><br />
<span style="font-family: "verdana" , sans-serif;">couper des bandes suffisamment longues pour entourer votre tomate.</span><br />
<span style="font-family: "verdana" , sans-serif;">Déposer une tomate cerise sur un bord et l'enrouler. </span><br />
<span style="font-family: "verdana" , sans-serif;"><br /></span>
<span style="font-family: "verdana" , sans-serif;">Mettre au four pendant 10 à 15 minutes.</span>Ma passion, mes douceurshttp://www.blogger.com/profile/07131885985541134405noreply@blogger.com1