tag:blogger.com,1999:blog-60242397853023004302024-03-05T16:32:07.217-08:00Les Flexigourmandises d'AurélieConseillère culinaire Guy Demarle, j'organise chez vous des ateliers culinaires, moments de convivialité et d'échanges, de gourmandises et de découverte des produits Guy Demarle :les Flexipans (moules siliconés de qualité professionnelle)et le Cook'in (véritable assistant culinaire ce robot multifonctions chauffant à induction à la pointe de la technologie vous fera gagner du temps, de l'argent et vous aurez le plaisir du fait maison).
Contactez-moi pour plus d'informations: lilouprie@gmail.com Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.comBlogger27125tag:blogger.com,1999:blog-6024239785302300430.post-34922919052486653142015-01-15T13:45:00.004-08:002015-01-15T13:46:45.943-08:00Galette au cook'in, pomme / caramel beurre salé<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi80BGKqiSw26S5QCEHwXhyphenhyphenXZJYgwDB0tGZGocCUOt7AvpjoKR1bUkz2PZSEYyT-yrGl4ngKhcMkN4ynnfmvNK8aJSwPbooQsFyET5RfgvnBeMt4qzq4hdct3zls_mZ6Ioks-aQ8LJmSTc/s1600/20150106_005406.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi80BGKqiSw26S5QCEHwXhyphenhyphenXZJYgwDB0tGZGocCUOt7AvpjoKR1bUkz2PZSEYyT-yrGl4ngKhcMkN4ynnfmvNK8aJSwPbooQsFyET5RfgvnBeMt4qzq4hdct3zls_mZ6Ioks-aQ8LJmSTc/s1600/20150106_005406.jpg" height="180" width="320" /></a></div>
<h3>
<u>POUR LA PATE FEUILLETEE:</u></h3>
Temps de préparation : 5 minutes<br />
Temps de froid : 3x 5 minutes.<br />
<br />
<b>Ingrédients :</b><br />
<ul>
<li>250g de beurre</li>
<li>250g de farine</li>
<li>1 cuillère à café rase de sel</li>
<li>120g d'eau</li>
<li>1 cuillère à café de vinaigre blanc</li>
</ul>
Coupez le beurre en morceaux et placez-le au congélateur pendant 30 minutes.<br />
Mettez le beurre, la farine et le sel dans le bol.<br />
Réglez le minuteur sur 1 minute et la vitesse sur 1.<br />
<br />
Ajoutez l'eau et le vinaigre. Réglez le minuteur sur 1 minute et la vitesse sur 1.<br />
<br />
Sortez la pâte du bol et finissez de la lisser à la main.<br />
<br />
Étalez la pâte au rouleau en forme de rectangle sur la Roul'pat. Pliez-la ensuite en 3 en ramenant chaque côté au centre. Tournez-la ensuite d'un quart de tour et étalez à nouveau la pâte pour la plier de nouveau en 3 (=2 tours).<br />
<br />
Placez la pâte au réfrigérateur dans un film alimentaire pendant 20 minutes.<br />
<br />
Recommencez ce processus 2 fois avec un temps de repos entre deux de 20 minutes pour obtenir 6 tours.<br />
(personnellement, une fois le dernier tout effectué je remet la pâte au frigo 20 minutes avant de l'étaler finement et de faire mes découpes).<br />
<br />
Pour la galette des Rois, découper 2 ronds de pâte feuilletée.<br />
<br />
<h3>
<u>POUR LA GARNITURE:</u></h3>
<b>Ingrédients:</b><br />
<ul>
<li> <span style="font-size: 12pt;">100 g de sucre</span> </li>
</ul>
<ul>
<li> <span style="font-size: 12pt;">90 g de beurre</span> </li>
</ul>
<ul>
<li> <span style="font-size: 12pt;">1 oeuf</span> </li>
</ul>
<ul>
<li> <span style="font-size: 12pt;">150 g de poudre d'amandes</span> </li>
</ul>
<ul>
<li> <span style="font-size: 12pt;">1 cuillère à soupe de Maïzena</span> </li>
</ul>
<ul>
<li> <span style="font-size: 12pt;">1 cuillère à café d'extrait de vanille</span></li>
</ul>
<ul>
<li><span style="font-size: 12pt;">1 pommes (j'ai pris une pink lady que j'avais sous la main)</span></li>
</ul>
<ul>
<li><span style="font-size: 12pt;">2 grosses cuillères à soupe de caramel beurre salé. </span></li>
</ul>
<span style="font-size: 12pt;">(Vous constaterez que je n'ai pas marqué l'habituelle cuillère à café d'amande amère, car j'ai trouvé qu'elle masquait le goût du caramel beurre salé).</span><br />
<span style="font-size: 12pt;"><br /></span>
<br />
<span style="font-size: 12pt;">Mettez le beurre froid, le sucre et l’œuf dans le bol du Cook'in : Mélangez 20 secondes en vitesse 4.</span> <br />
<br />
<span style="font-size: 12pt;">Ajoutez la poudre d'amandes, la Maïzena, la vanille, puis mélangez à nouveau 20 secondes en vitesse 4. Ajoutez le caramel beurre salé et mélangez 20 secondes en vitesse 4.</span><br />
<br />
<span style="font-size: 12pt;">Disposez un Rond de pâte sur votre silpat.</span><br />
<span style="font-size: 12pt;">Disposez dessus la garniture à l'aide d'une poche à douille munie de la grosse douille unie.</span><br />
<span style="font-size: 12pt;">Taillez la pomme à la mandoline en julienne fine et disposez la sur la garniture.</span><br />
<span style="font-size: 12pt;">PENSEZ A METTRE LA FEVE ! </span><br />
<span style="font-size: 12pt;">Mettez au pinceau de l'eau sur les bords du 1er rond de pâte, puis posez le deuxième rond de pâte, et soudez les ensemble.</span><br />
<span style="font-size: 12pt;">Dorez la galette avec un mélange jaune d'oeuf, et lait. </span><br />
<span style="font-size: 12pt;">Faites des décors comme bon vous semble !</span><br />
<span style="font-size: 12pt;">Mettre la galette au réfrigérateur pendant que vous préchauffez votre four à 180°, puis cuire la galette dans le four bien chaud, pendant 40 à 45 minutes.</span><br />
<span style="font-size: 12pt;">Dégustez !</span>Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-26530574706354039092015-01-15T13:23:00.002-08:002015-01-15T13:26:05.896-08:00Naans <div style="text-align: left;">
<b>Préparation : 20 minutes</b></div>
<div style="text-align: left;">
<b>Cuisson : 15 minutes</b></div>
<div style="text-align: left;">
<b>Temps de repos : 20 minutes.</b></div>
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<br />
<div class="separator" style="clear: both; text-align: center;">
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<br />
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
</div>
<div style="text-align: left;">
<b>Pour 6 naans </b></div>
<ul>
<li><span style="font-family: Arial, sans-serif; font-style: normal;">450 g de farine T55</span></li>
<li><span style="font-family: Arial, sans-serif; font-style: normal;">1 sachet de <a href="http://www.gourmandises-guydemarle.com/" target="_blank">Gourmandises Pains</a></span></li>
<li><span style="font-family: Arial, sans-serif; font-style: normal;">120 g de lait tiède à 30°C</span></li>
<li><span style="font-family: Arial, sans-serif; font-style: normal;">30 g d'huile de tournesol</span></li>
<li><span style="font-family: Arial, sans-serif; font-style: normal;">100 g de yaourt nature</span></li>
<li><span style="font-family: Arial, sans-serif; font-style: normal;">2 oeufs</span></li>
</ul>
<ul>
<li><span style="font-family: Arial, sans-serif; font-style: normal;">40 + 20 g de beurre fondu</span></li>
</ul>
<h3>
<u><span style="font-family: Arial, sans-serif; font-style: normal;">Préparation:</span></u></h3>
<span style="font-family: Arial, sans-serif; font-style: normal;"> </span>Dans un cul-de-poule, mélangez à la spatule la farine, la préparation
Gourmandises Pains, les œufs, l’huile, le yaourt et le lait tiédi. Le
mélange doit être homogène.<br />
Pétrissez la pâte à la main sur ROUL’PAT
pendant 3 minutes. La pâte doit être bien lisse.<br />
Déposez la pâte dans un
cul-de-poule et ajoutez le beurre fondu froid. Mélangez d’abord avec
une spatule puis finissez le pétrissage à la main.<br />
Boulez la pâte et
laissez-la reposer 20 minutes dans une bassine couverte d’une toile
SILPAT.<br />
Pendant ce temps, préchauffez votre four à 230°C et placez-y une plaque aluminium perforée seule.<br />
Chassez
l’air de la pâte et divisez-la en 6 pâtons. Étalez-en 3 galettes ovales
et posez-les sur la toile SILPAIN.<br />
Gardez-les nature ou parsemez-les de
cumin ou de piment doux. Sortez la plaque aluminium chaude du four et
placez-la 5 minutes sous la toile SILPAIN pour permettre une pousse
rapide de vos Naans. Enfournez à 230°C pendant 5 à 6 minutes. À la
sortie du four, badigeonnez chaque Naan de beurre fondu. Recommencez
avec les 3 pâtons restant..<br />
<br />
<h3>
<u>Version cook'in (ce que j'ai fait):</u></h3>
Mettre dans le bol du cook'in le lait, la levure et l'huile, programmez la minuterie sur 40 secondes, la température sur 40° et la vitesse sur 2.<br />
Ajoutez le yaourt et les oeufs, programmez la minuterie sur 30 secondes et la vitesse sur 2.<br />
Ajoutez la farine, programmez la minuterie sur 1 minute et la vitesse sur 1. Puis à la sonnerie programmez la minuterie sur 1 minute et la touche pétrissage.<br />
Ajoutez le beurre fondu (refroidi) puis programmez sur 1 minute, touche pétrissage.<br />
Sortez la pâte du Cook'in et laissez la lever dans un cul de poule recouvert d'une silpat.<br />
<br />
<h3>
<u>CHEESE NAAN:</u></h3>
Afin de réaliser des cheese naans, prenez un fromage type kiri, applatissez votre pâton, mettez le kiri dedans, refermez bien la boule et étalez la délicatement au rouleau ! Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-59056015397213313992014-10-13T12:04:00.002-07:002014-10-13T12:10:30.446-07:00Mini oursons à la guimauve (au cook'in)Devant les supplications de mon cher et tendre, j'ai enfin réalisé des mini oursons à la guimauve !<br />
Croquants à l'extérieur, tendre et fondants à l'intérieur, de quoi retomber en enfance ! Mon fils de 6 ans les trouve d'ailleurs bien meilleurs que ceux que l'on trouve en grande surface alors tout est dit ;)<br />
Allez assez parlé, voici la recette qui, vous le verrez, grâce à notre assistant Cook'in, est un vrai jeu d'enfants !<br />
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Bon pour cette fois ci j'ai voulu faire une coque très fine c'est pour cela que certains sont cassés, mais la prochaine fois ils seront parfaits ;) !<br />
<br />
<br />
<u><b>Matériel nécessaire:</b></u><br />
Empreintes mini-oursons FP2976<br />
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<br />
<br />
<u><b>Ingrédients:</b></u><br />
- 150g de chocolat pâtissier noir (de couverture pour moi)<br />
- 100g de chocolat pâtissier au lait (de couverture aussi)<br />
- 5 feuilles de gélatine (11g)<br />
- 140g de sucre<br />
- 70g de blancs d'oeufs<br />
- 1 cuillère à café de jus de citron<br />
<br />
<u><b>Déroulement:</b></u><br />
<br />
<b><i>Préparation des coques en chocolat: </i></b><br />
- placez votre empreinte mini oursons sur la plaque perforée.<br />
- faites fondre le chocolat (les deux ensemble) au bain marie<br />
- appliquez une première couche de chocolat au pinceau dans les empreintes, puis laissez-le durcir en plaçant votre plaque dans une pièce fraîche.<br />
- renouvelez l'opération pour une deuxième couche.<br />
<br />
<i><b>Préparation de la guimauve au cook'in:</b></i><br />
- Réhydratez les feuilles de gélatine 10 minutes dans de l'eau froide. <br />
- Mettez le sucre dans le bol, programmez sur 10 secondes, vitesse 10.<br />
- Placez le fouet sur les lames. Versez les blancs d’œufs. Retirez le verre doseur puis réglez le minuteur sur 7 minutes, la température sur 70°C et la vitesse sur 5.<br />
- Au bout de 6 minutes, ajoutez les feuilles de gélatine essorées dans le bol. Réglez le minuteur sur 6 minutes, et la vitesse sur 5, en versant le citron par l'orifice situé au dessus du couvercle.<br />
<br />
Mettez la guimauve dans la poche à douille munie de la douille unie 8mm, et garnissez les empreintes mini oursons de guimauve.<br />
Laissez encore refroidir le tout puis terminez en appliquant le reste du chocolat par dessus la guimauve, et lissez à la spatule coudée.<br />
<br />
Laissez refroidir et dégustez !<br />
L'inconvénient avec cette recette c'est que ça part trop vite et on déjà envie d'en refaire ;)Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com3tag:blogger.com,1999:blog-6024239785302300430.post-73585527315009653572014-05-28T15:16:00.003-07:002014-05-28T15:17:04.695-07:00Muffins ratatouille chèvre et thym<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzXpTzNw4fh-hG0-vAdu5vwI_QOVSHPo_xFV-_iHuQeQHrJNEbvhsBpcJVdxG8WtEgr9WSRH8n2zYnO4RWH8RCf_iVEyCO2GgQwjATAD_milbxU-WfMFn9Yooh9hLe1Z4qymyw593dslw/s1600/muffins+ratatouille+chevre+thym.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzXpTzNw4fh-hG0-vAdu5vwI_QOVSHPo_xFV-_iHuQeQHrJNEbvhsBpcJVdxG8WtEgr9WSRH8n2zYnO4RWH8RCf_iVEyCO2GgQwjATAD_milbxU-WfMFn9Yooh9hLe1Z4qymyw593dslw/s1600/muffins+ratatouille+chevre+thym.jpg" height="180" width="320" /></a></div>
<h3>
Ingrédients:</h3>
- 4 oeufs<br />
- 200g de farine T55<br />
- 1/2 paquet de levure chimique<br />
- sel, poivre<br />
- 30g d'huile d'olive<br />
- 30g de lait<br />
- 40g de chèvre frais<br />
- thym frais (une ou deux branches)<br />
- 300g de ratatouille (j'ai utilisé 300g de ratatouille faite au cook'in recette de Cook'in au quotidien) <br />
<br />
<h3>
Matériel:</h3>
- Plaque perforée (MA400300)<br />
- Empreintes muffins droits (FP2051)<br />
- caissettes en papier (facultatif)<br />
<br />
<h3>
Déroulement:</h3>
- Préchauffez votre four à 200°C<br />
- Posez vos empreintes muffins droits sur la plaque perforée (vous pouvez y insérer des caissettes en papier).<br />
- Battez les oeufs dans un cul de poule avec le sel et le poivre.<br />
- Ajoutez la farine et la levure, mélangez au fouet jusque la préparation soit homogène.<br />
- Écrasez le chèvre frais à la fourchette et le mélanger au lait dans un récipient à part.<br />
Ajoutez cette préparation et l'huile d'olive à la première, mélangez au fouet.<br />
- Ajoutez les 300g de ratatouille et le thym frais ciselé finement, mélangez au fouet.<br />
- Versez la préparation dans les empreintes à l'aide du pichet verseur, remplir aux 3/4 les empreintes.<br />
- Enfournez environ 20 minutes.<br />
<br />
Dégustez chaud, ou froid au cours d'un picnic !<br />
<br />Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com1tag:blogger.com,1999:blog-6024239785302300430.post-62324775528249707922014-04-23T00:57:00.004-07:002014-04-23T01:02:01.806-07:00Muffins anglais au cook'in<h3 class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVesYdpNzpSIUI_x4mg9g0vZ_pvcTA0JzYmyDUdTFhNR_Y_8oQv1kBVrxyZRJo6KNv8G2bcO9-qBQvK71_fsxOQi-bou5zb0sK9m4y_Fb2dY7Z1ZWmMOrW3_LKqlxfiv5Iur5_0YIw0L8/s1600/muffins+anglais.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVesYdpNzpSIUI_x4mg9g0vZ_pvcTA0JzYmyDUdTFhNR_Y_8oQv1kBVrxyZRJo6KNv8G2bcO9-qBQvK71_fsxOQi-bou5zb0sK9m4y_Fb2dY7Z1ZWmMOrW3_LKqlxfiv5Iur5_0YIw0L8/s1600/muffins+anglais.jpg" height="180" width="320" /></a></h3>
<h3>
Ingrédients pour 12 muffins:</h3>
- 1 sachet GOURMANDISES pain<br />
- 350g de lait<br />
- 4g de sucre semoule (1 cuillère à café rase)<br />
- 15g de beurre fondu<br />
- 500g de farine T55<br />
- 50g de farine de riz<br />
<br />
<h3>
</h3>
<div style="text-align: justify;">
Mettez le lait et le sachet GOURMANDISES pain dans le bol du Cook'in, programmez 30 secondes, 40° vitesse 2.</div>
<div style="text-align: justify;">
Ajoutez le sucre et la farine T55, programmez 1minute vitesse 1, puis 1 minute sur la touche Pétrissage.</div>
<div style="text-align: justify;">
Ajoutez le beurre fondu puis programmez sur 2 minutes touche Pétrissage.</div>
<div style="text-align: justify;">
Sortez la pâte du bol du Cook'in et mettez la en boule dans un cul-de-poule recouvert d'une SILPAT.</div>
<div style="text-align: justify;">
Laissez-là reposer 30 minutes à température ambiante.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Farinez 2 SILPAT avec la farine de riz. Farinez légèrement aussi votre ROUL'PAT et abaissez la pâte au rouleau à 1,5cm environ d'épaisseur.</div>
<div style="text-align: justify;">
Avec le découpoir 9,5cm, détaillez 12 ronds de pâte et posez les sur les toiles SILPAT.</div>
<div style="text-align: justify;">
Saupoudrez de farine de riz. Couvrez avec un torchon et une toile SILPAIN puis laissez reposer 30 minutes à température ambiante. Faites cuire à la poêle à feu doux 4 minutes de chaque côté, selon coloration.</div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Coupez les en deux et dégustez les tiède ou encore toastés, accompagnés d'un bon thé !</div>
<div style="text-align: justify;">
Je les congèle coupés en deux dans l'épaisseur, le matin pour le petit déjeuner, il n'y a plus qu'a les passer au grille-pain ! </div>
<br />Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-54672525747910969612014-03-30T12:22:00.004-07:002014-03-30T12:24:26.592-07:00Oursons fourrés au nutella<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyqfb7TCt5nJWz8t_CHVOtu6sNyeq3kUlWeb2TgBVUIR7I5vp017DDvcfjRZ7SfPehob_o3xW4jraKLrLXFSlv_NA_PmLmVvSjdm_lyAbD-nsjGsUTIK92FyHyg_8kVZsMg5nqmGs-eYg/s1600/oursons+nutella.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyqfb7TCt5nJWz8t_CHVOtu6sNyeq3kUlWeb2TgBVUIR7I5vp017DDvcfjRZ7SfPehob_o3xW4jraKLrLXFSlv_NA_PmLmVvSjdm_lyAbD-nsjGsUTIK92FyHyg_8kVZsMg5nqmGs-eYg/s1600/oursons+nutella.jpg" height="320" width="180" /></a></div>
<h3>
Matériel:</h3>
Empreinte Oursons FP2056 <br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9A3JpFO-gf4-DjA5dxWDskDKeWJZ50JiHDvr1yM4dGsK1ckDXoTybRBLwr72BPl1x0Vxs5RL6CD7FhOi4aKBfRbXwYXhq5YdFJ3QWi4HX3WV_gO6rBP3cL3-Zm1w46G8VrXB2dDSuOAg/s1600/plaques-aluminium-perforees-de-guy-demarle.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi9A3JpFO-gf4-DjA5dxWDskDKeWJZ50JiHDvr1yM4dGsK1ckDXoTybRBLwr72BPl1x0Vxs5RL6CD7FhOi4aKBfRbXwYXhq5YdFJ3QWi4HX3WV_gO6rBP3cL3-Zm1w46G8VrXB2dDSuOAg/s1600/plaques-aluminium-perforees-de-guy-demarle.jpg" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgHsqgRP8rhebYNUf_W_SEXumtklnKoDBexyVvPwuzRz-AcjH6IodDoe4pAdQTuy1fUBaLOOAt4oQicts0pPr0kVV0sICUMp5ai0_LvlEbCAseTli2OBQK6aWRvBvygpui2BMCmTfZhYI/s1600/empreintes-guy-demarle-oursons.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgHsqgRP8rhebYNUf_W_SEXumtklnKoDBexyVvPwuzRz-AcjH6IodDoe4pAdQTuy1fUBaLOOAt4oQicts0pPr0kVV0sICUMp5ai0_LvlEbCAseTli2OBQK6aWRvBvygpui2BMCmTfZhYI/s1600/empreintes-guy-demarle-oursons.jpg" height="200" width="200" /></a></div>
<br />
<br />
<h3>
Ingrédients pour 9 oursons:</h3>
<div style="text-align: justify;">
- 3 œufs</div>
<div style="text-align: justify;">
- 125g de beurre</div>
<div style="text-align: justify;">
- 125g de sucre (je n'en ai mis que 100g)</div>
<div style="text-align: justify;">
- 150g de farine </div>
<div style="text-align: justify;">
- 1/4 de sachet de levure chimique</div>
<div style="text-align: justify;">
- 1 cuillère à café de vanille liquide</div>
<div style="text-align: justify;">
- 1/2 cuillère à café de cacao amer (j'ai mis du chocolat instantané que les enfants adorent)</div>
<div style="text-align: justify;">
- du nutella</div>
<br />
<h3>
Déroulement: </h3>
<br />
<div style="text-align: justify;">
Préchauffez le four à 180°.</div>
<div style="text-align: justify;">
Fouettez le beurre fondu avec le sucre.</div>
<div style="text-align: justify;">
Ajoutez les oeufs un à un.</div>
<div style="text-align: justify;">
Incorporez la farine, la levure et la vanille.</div>
<div style="text-align: justify;">
Mélangez jusqu'à l'obtention d'une pâte homogène.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Prélevez 1/5 de la pâte vanillée, et incorporez le chocolat.</div>
<div style="text-align: justify;">
Remplissez une poche à douilles munie d'une douille de 5 et remplissez-la du mélange cacaoté.</div>
<div style="text-align: justify;">
Versez dans les empreintes au niveau des oreilles, des mains et des pieds.</div>
<div style="text-align: justify;">
Couvrez de moitié de pâte vanillée.</div>
<div style="text-align: justify;">
Déposez de la pâte à tartinée au coeur de chaque empreinte.</div>
<div style="text-align: justify;">
Recouvrez du reste de la pâte.</div>
<div style="text-align: justify;">
Faites cuire environ 20 minutes.</div>
<br />Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com2tag:blogger.com,1999:blog-6024239785302300430.post-56502684500682535592014-03-17T16:50:00.000-07:002014-03-17T16:50:41.192-07:00Gâteau au fromage blanc, noix de coco et framboisesSuite à la dégustation par les chipies (elles se reconnaîtront ;)) la recette est validée ! Alors voici comment procéder :)<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc77ptY9cnk8tdqjdo0jb4IvvDTMNtO71qOPR14wH8al0Rt2ykpEp_5MHh8QFK2xDJwiRvfNvH48pk7STGiEA8nmz0UWUIP99QDKbKRo8k4XdUxl_aErPfCe8VKKqe0XTK3N32hgJI9OY/s1600/g%C3%A2teau+fromage+blanc.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhc77ptY9cnk8tdqjdo0jb4IvvDTMNtO71qOPR14wH8al0Rt2ykpEp_5MHh8QFK2xDJwiRvfNvH48pk7STGiEA8nmz0UWUIP99QDKbKRo8k4XdUxl_aErPfCe8VKKqe0XTK3N32hgJI9OY/s1600/g%C3%A2teau+fromage+blanc.jpg" height="179" width="320" /></a></div>
<br />
<h4>
<u>Ingrédients:</u></h4>
- 500g de fromage blanc<br />
- 100g de sucre<br />
- 60g de maïzena + 30g de farine<br />
- 3 oeufs<br />
- une gousse de vanille grattée<br />
- 80g de coco râpée<br />
- quelques framboises surgelées<br />
- coulis de framboise pour accompagner<br />
<br />
<h4>
<u>Déroulé</u>:</h4>
- Préchauffez votre four à 180°C et poser votre moule sur votre plaque perforée (ici le moule tablette réf FM497). <br />
- Battez le fromage blanc avec le sucre et la vanille.<br />
- Séparez les œufs et réservez les blancs. <br />
- Ajoutez les jaunes d’œufs.<br />
- Incorporez la farine et maïzena progressivement, fouettez.<br />
- Ajoutez la noix de coco râpée et mélangez.<br />
- Montez les blancs en neige bien ferme, avec une pincée de sel. Ajoutez les délicatement à la préparation sans les casser.<br />
- Versez dans le moule tablette et ajoutez environ 2 framboises par carré du moule.<br />
- Mettre au four à 180°C pendant environ 35 minutes.<br />
- Laissez bien refroidir puis démoulez.<br />
-Servez bien frais avec un coulis de fruits rouges, dégustez !Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-44639813721607126312014-03-11T13:41:00.003-07:002014-03-11T13:59:07.102-07:00Brookies<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">Bonjour ! je suis de retour avec une nouvelle gourmandise à partager avec vous, gourmandes et gourmands ! elle devrait ravir les papilles de vos enfants.</span></div>
<div class="separator" style="clear: both; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZrNigaWaPA4S3AbbX17-RUU5UqVTkOpg6lHGAWdvplH-F5jPpHL0WpmmwEjs6mrlSeoba4HZmx4Qzw3fE3A4xKLpQEzQGAFf6NakQrr7NgkWTEfTZ3g2OvwfVe-WaaNqw8HoPeyqeFow/s1600/browkies.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZrNigaWaPA4S3AbbX17-RUU5UqVTkOpg6lHGAWdvplH-F5jPpHL0WpmmwEjs6mrlSeoba4HZmx4Qzw3fE3A4xKLpQEzQGAFf6NakQrr7NgkWTEfTZ3g2OvwfVe-WaaNqw8HoPeyqeFow/s1600/browkies.jpg" height="180" width="320" /></a></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">Cela faisait un moment que j'avais envie d'allier les deux gâteaux préférés de mes enfants, le cookie craquant et moelleux, et le brownie, fondant et gourmand !</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">J'ai tenté l'expérience hier soir, et puis j'ai appris par une collègue aujourd'hui que les Brookies existaient bien ! effectivement j'ai trouvé plein de photos en faisant une recherche ! alors voici la façon dont j'ai procédé :</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">J'ai en fait réalisé la recette de brownie de Cook'in au quotidien (en remplaçant les noix du Périgord par du pralin, oui oui je sais je suis gourmande! et en le faisant cuire dans le grand flexipan plat) puis j'ai réalisé la recette de cookies de Nadège, ma collègue du blog http://lapetitecuisinedenadege.over-blog.com</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<h3 style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
MATERIEL:</span></h3>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Flexipan plat FT2020</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- plaque perforée MA400300</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Silpat SP3727</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Découpoir inox rectangulaire</span><br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Spatule coudée </span><br />
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<h3 style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
Pour le brownie (recette au cook'in, faisable à la main évidemment !)</span></h3>
<h4 style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><u><b>Ingrédients:</b></u></span></h4>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- 70g de farine</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- 80g de pralin</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- 180g de chocolat noir gourmandises</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- 140g de beurre</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- 100g de sucre</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- 2 œufs</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- 50g de crème fraîche épaisse</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<h4 style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><u><b>Déroulé:</b></u></span></h4>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Préchauffez le four à 160°c (th.5/6)</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Mettez le chocolat dans le bol et appuyez sur la touche turbo 5 secondes</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Ajoutez le beurre et programmez 1min30s, la température sur 40° et la vitesse sur 1</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Ajoutez le sucre et programmez 30 secondes, vitesse 5</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Ajoutez les œufs et la crème fraîche, et programmez 30 secondes vitesse 5.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Ajoutez la farine et le pralin, et programmez 30 secondes vitesse 2 en prenant soin de bien racler les bords à l'aide de la spatule du Cook'in.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Placez votre Flexipan plat sur la plaque perforée et mettez au four pendant 15 à 17 minutes.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- une fois cuit, laissez le refroidir dans votre flexipan pendant que vous préparez la pâte à cookies et la ganache.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<h3 style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
Ganache chocolat au lait et caramel:</span></h3>
<h4 style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><b><u>Ingrédients: </u></b></span></h4>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- 140g de sucre en poudre</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- 70g de crème entière liquide</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- 70g de chocolat au lait.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- 100g de beurre demi-sel froid </span></div>
<h4 style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><u><b>Déroulé:</b></u></span></h4>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- dans une casserole à fond épais, versez une partie du sucre en
poudre et faites le fondre à feu doux. Une fois qu’il est fondu, ajoutez
encore du sucre et laissez fondre. Continuez ainsi jusqu’à ce que vous
ayez mis tout le sucre en poudre</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- laissez cuire jusqu’à ce que la couleur ait une teinte caramel</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- ajoutez en plusieurs fois la crème liquide tiède et remuez bien à chaque fois</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- remettez sur le feu et laissez la température atteindre 108°</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- enlevez alors la casserole du feu et incorporez le beurre froid en parcelles, mélangez bien.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">- Ajoutez le chocolat préalablement fondu au micro-onde, et mélangez bien au fouet. Laissez le caramel tiédir.</span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<h3>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;">
Les cookies:</span></h3>
</div>
<div>
<div style="text-align: justify;">
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<div class="MsoListParagraphCxSpFirst" style="margin: 0cm; text-align: justify;">
<h4>
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><u><b><span style="line-height: 115%;">Ingrédients :</span></b></u></span></h4>
</div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="line-height: 115%;">120g
de beurre</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="line-height: 115%;">120g
de sucre roux</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="line-height: 115%;">40g
de sucre blanc</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="line-height: 115%;">1
pincée de sel</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="line-height: 115%;">1
cuillère à café d’extrait de vanille liquide</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="line-height: 115%;">270gr
de farine</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="line-height: 115%;">1
pincée de levure chimique</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="line-height: 115%;">1
œuf</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpMiddle" style="margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="line-height: 115%;">150g
de pépites de chocolat (il est préférable de les congelés afin qu’ils ne
fondent pas lors de la dernière étape de la recette).</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoListParagraphCxSpLast" style="margin-bottom: 0cm; text-align: justify; text-indent: -18pt;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">-<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span><span style="line-height: 115%;"> </span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><u><b><span style="line-height: 115%;">Préparation :</span></b></u></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">Préchauffez le four à 180°.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">Coupez le beurre en morceaux et mettez le dans le bol avec les sucres 1 minute vitesse 4 pour que le mélange
blanchisse.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">Ajoutez l’œuf, la vanille, le sel 1
minute vitesse 4.</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">Ajoutez la farine, la levure, 1
minute vitesse 4 (si besoin, ramenez la pâte au centre avec la spatule).</span></span></div>
<div style="text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">Ajoutez les pépites, 30 à 40 secondes
vitesse 3 tout en vous aidant de la
spatule.</span></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">Faites un rectangle avec la pâte, sur une silpat. Recouvrez d'une deuxième silpat (face lisse contre la pâte à cookies) et étalez à l'aide d'un rouleau à pâtisserie, de façon à bien répartir la pâte sur toute la surface de la silpat.</span></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">Placez la Silpat sur votre plaque perforée et faites cuire au four pendant 10 minutes (un peu plus si le centre vous semble manquer de cuisson).</span></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><br /></span></div>
<h3 class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">MONTAGE:</span></span></h3>
<h3 class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-size: small;">
<span style="font-family: Georgia,"Times New Roman",serif;">
<span style="line-height: 115%;"> </span></span></span></h3>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">Étalez le caramel sur le brownie qui se trouve toujours dans le flexipan plat.</span></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">Avant que les cookies aient totalement durci, découpez les à l'aide du découpoir rectangulaire en inox.</span></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">Disposez les cookies sur le brownie et la ganache, en deux rangées sur la longueur du flexipan plat, puis à nouveau à l'aide du découpoir, taillez des rectangles et posez les sur une grille (le fait de prédécouper les cookies au préalable permet de ne pas écraser le brownie par la suite).</span></span></div>
<div class="MsoNormal" style="margin-bottom: 0cm; text-align: justify;">
<span style="font-family: Georgia,"Times New Roman",serif; font-size: small;"><span style="line-height: 115%;">Dégustez avec un bon café ! </span></span></div>
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Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-77447950231741487242014-02-27T15:49:00.000-08:002014-02-27T15:49:20.141-08:00Gâteau One piece, le Thousand Sunny <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbpTBqkzazz3pd0JWr1g0KPR0RiFJb9lSQnxP_4XHfLfjnwOS-arIccjOYbvnhkDNIEe-HXydOeF9we3I4kkrYR_dbSFXXjaEug5HkiL8wXYbRrh7SO-Y0Pd5lsUry_FS0bXTLr3o-VMY/s1600/gateauonepiece.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbpTBqkzazz3pd0JWr1g0KPR0RiFJb9lSQnxP_4XHfLfjnwOS-arIccjOYbvnhkDNIEe-HXydOeF9we3I4kkrYR_dbSFXXjaEug5HkiL8wXYbRrh7SO-Y0Pd5lsUry_FS0bXTLr3o-VMY/s1600/gateauonepiece.jpg" height="640" width="480" /></a></div>
Vous devinez dans quel moule j'ai fait cuire mon gâteau? enfin mes gâteaux?<br />
...<br />
Et non ! pas un flexipan !<br />
<br />
Mais un superbe accessoire Guy Demarle, le cul de poule !<br />
MA703020<br />
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Celà m'a permis d'avoir un minimum de découpes !<br />
Gâteau chocolat, gâteau vanille et ganache chocolat.<br />
<br />Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-54050748407064159272014-02-25T14:36:00.002-08:002014-02-25T14:36:55.216-08:00Tartelettes pommes d'amourCette recette est géniale, elle est disponible sur le site http://www.guy-demarle.fr/desserts/420-tartelettes-pommes-d-amour.html et j'avais très envie de les tester !!!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieAvyQ7rNCDMtjR2CpS7Rn5jDO6Dl8X2Bpnhamc3Z5KaFsvOWKY3hROxmBBP0OXeCA-d-Ap4Yo1wQOzdm24nEObwMUzfkSAODJKVRSOwmLfuaKGiPwGbRiwRwByQyCecE46Md9GYwvSNA/s1600/tartelette+pomme+d%27amour.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEieAvyQ7rNCDMtjR2CpS7Rn5jDO6Dl8X2Bpnhamc3Z5KaFsvOWKY3hROxmBBP0OXeCA-d-Ap4Yo1wQOzdm24nEObwMUzfkSAODJKVRSOwmLfuaKGiPwGbRiwRwByQyCecE46Md9GYwvSNA/s1600/tartelette+pomme+d'amour.jpg" height="180" width="320" /></a></div>
<h3>
Pour les tartelettes:</h3>
- 1 rouleau de pâte brisée (je l'ai faite au CooK'in)<br />
<h3>
Pour la compote:</h3>
- 4 pommes Golden<br />
- 1 gousse de vanille bourbon de Madagascar Gourmandises<br />
- 40g d'eau<br />
- 20g de beurre<br />
- 70g de sucre<br />
<h3>
Pour les pommes pochées:</h3>
- 6 pommes Golden<br />
- 300g d'eau (30cl)<br />
- 200g de sucre<br />
- 2 pointes de colorant rouge coquelicot (sur le site gourmandises)<br />
<br />
<h2>
<img alt="" src="http://www.guy-demarle.fr/themes/guydemarle/img/layout/num1.png" /> Préparation de la compote de pommes </h2>
<div style="text-align: justify;">
Épluchez et coupez les pommes en 8. Fendez
la gousse de vanille en 2 pour en extraire les graines. Versez tous les
ingrédients dans une casserole et faites cuire à couvert 4 minutes puis 5
minutes en mélangeant de temps en temps. Laissez refroidir.</div>
<div style="text-align: justify;">
Préchauffez votre four 180°C (th.6) et placez vos empreintes sur la plaque perforée.</div>
<div style="text-align: justify;">
Étalez, piquez et détaillez la pâte à
l’aide du découpoir cannelé 9,5 cm. Foncez les disques dans les
empreintes et garnissez-les de compote. Faites cuire 20 minutes à 180°C
(th. 6).</div>
<h2>
<img alt="" src="http://www.guy-demarle.fr/themes/guydemarle/img/layout/num2.png" /> Préparation des pommes pochées</h2>
<div style="text-align: justify;">
<span>Épluchez, évidez et coupez les pommes en 16 lamelles. </span></div>
<div style="text-align: justify;">
<span>Versez l’eau, le sucre et 1 pointe de
colorant rouge dans une sauteuse. Portez à ébullition puis ajoutez la
moitié des lamelles de pommes. Maintenez une petite ébullition pendant 3
minutes. Retirez-les avec une passoire et égouttez-les. Recommencez
avec le reste des pommes.</span></div>
<div style="text-align: justify;">
Disposez les pommes pochées en corolles dans les empreintes garnies de compote en commençant par l’extérieur.</div>
<div style="text-align: justify;">
Vous pouvez les napper avec 1 sachet de nappage à tarte et 150 g de sirop rouge.</div>
Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-68507460348191939502014-02-23T15:03:00.000-08:002014-02-23T15:03:00.320-08:00Paris Brest au Cook'in<div class="separator" style="clear: both; text-align: center;">
</div>
<i><b>Merci Eloïsa pour ce bon moment partagé entre copines, à nous deux nous faisons un super pâtissier non?</b></i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiehyphenhyphenLY41hyVfRrunWej4YCPBhQLBAOp6KpMngAThQUQ8U4YQIlS1S1iI5zV5MSTjMGn-ze7CcpkgcSeauhRqSPfa9FqHXZBZ_slvTCVQ1rlIqFpsrTMRjnJaCovCTW8TkVnH2OMpapSYs/s1600/1958414_10152167472817954_204705660_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiehyphenhyphenLY41hyVfRrunWej4YCPBhQLBAOp6KpMngAThQUQ8U4YQIlS1S1iI5zV5MSTjMGn-ze7CcpkgcSeauhRqSPfa9FqHXZBZ_slvTCVQ1rlIqFpsrTMRjnJaCovCTW8TkVnH2OMpapSYs/s1600/1958414_10152167472817954_204705660_n.jpg" height="179" width="320" /></a></div>
<i><b> </b></i><br />
<i><b>Temps de préparation : 25 </b></i><br />
<i><b>min</b></i><br />
<i><b>Temps de cuisson : 30 + 10 min</b></i><br />
<i><b>Matériel: </b></i><br />
<i><b>empreintes Paris-Brest SF 2087</b></i><br />
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<br />
<i><b>ou Toile SILPAIN SN 4035</b></i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP56KNcHxyUmq2vq75_8m-gmikrre5wPNvPv7k0AiWPr6XFOEFbkDpI00T1u0W7eTtTfnPO-PvQ94tGv4ATOlXxZusTDCPJDz-T7kTg9NLpgaBdceAX2fKpziWaCHd3ZPyeWwL_7Tsl-s/s1600/toile-silpain.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP56KNcHxyUmq2vq75_8m-gmikrre5wPNvPv7k0AiWPr6XFOEFbkDpI00T1u0W7eTtTfnPO-PvQ94tGv4ATOlXxZusTDCPJDz-T7kTg9NLpgaBdceAX2fKpziWaCHd3ZPyeWwL_7Tsl-s/s1600/toile-silpain.jpg" /></a></div>
<br />
<br />
<u><b>Ingrédients pour 15 pièces de 10 à 12 cm de diamètre:</b></u><br />
<b>Pour la pâte à chou:</b><br />
- 200g d'eau (je ne met que 190g)<br />
- 90g de beurre<br />
- 1/2 cuillère à café de sel<br />
- 1 cuillère à café de sucre<br />
- 110g de farine<br />
- 4 œufs + 1 pour la dorure<br />
- 100g d'amandes effilées<br />
<b>Pour la crème au beurre:</b><br />
- 100g de lait entier<br />
- 80g de sucre<br />
- 4 jaunes d'oeuf<br />
- 120g de praliné Gourmandises<br />
- 300g de beurre souple<br />
<b>Pour la meringue:</b><br />
- 3 blancs d'oeufs<br />
- 150g de sucre semoule.<br />
<br />
<u><b>1) Préparation de la pâte à chou:</b></u><br />
Préchauffez votre four à 180°C (th.6) puis placez votre empreinte Paris-Brest sur votre plaque perforée.<br />
Versez l'eau, le beurre, le sel et le sucre dans le bol.<br />
Réglez le minuteur sur 3 minutes, la température sur 120° et la vitesse sur 2.<br />
A la fin du cycle, ajoutez la farine. Appuyez sur la touche TURBO 2x5secondes.<br />
<br />
Réglez la vitesse sur 4 et incorporez les œufs un à un par l'orifice situé au-dessus du couvercle. Arrêtez l'appareil 30 secondes après l'introduction du dernier œuf.<br />
<br />
Dressez 15 couronnes de 10 à 12cm de diamètre sur la toile SILPAIN (j'ai dressé 12 couronnes sur l'empreinte Paris-Brest + le coeur et les petits chou sur la silpain) à l'aide d'une poche à douille munie de la grosse douille unie. Déposez les amandes effilées par-dessus (après avoir doré à l’œuf).<br />
Faites cuire au four à 180°C (th.6) pendant 25 à 30 minutes.<br />
(ASTUCE d'Eloïse ma copine de cuisine : à la fin de la cuisson, arrêtez le four, puis coincez une cuillère en bois pour tenir la porte du four très légèrement entrouverte, laissez les choux 10 min avant de les sortir, ce qui les empêche de retomber).<br />
<br />
<u><b>2) Préparation de la crème au beurre:</b></u><br />
Lavez le bol et placez le fouet sur les lames.<br />
Versez le lait, le sucre et les jaunes d'oeufs dans le bol. Réglez le minuteur sur 2 minutes, la température sur 79° et la vitesse sur 3.<br />
Ajoutez le praliné Gourmandises. Réglez le minuteur sur 3 minutes,et la vitesse sur 3. Videz le contenu du bol dans un cul-de-poule. Refroidissez le mélange à 30°C en le plaçant sur un bain-marie d'eau froide et de glaçons.<br />
<br />
Enlevez le fouet des lames. Versez la crème refroidie et le beurre souple dans le bol. Réglez le minuteur sur 1 minute et 30 secondes, et la vitesse sur 5.<br />
Réservez.<br />
Nettoyez le bol.<br />
<br />
<u><b>3) Préparation de la meringue: </b></u><br />
Placez le fouet sur les lames. Versez les blancs d’œufs et l'équivalent d'une cuillère à soupe de sucre dans le bol. <br />
Retirez le verre doseur et réglez le minuteur sur 2 minutes et la vitesse sur 3.<br />
Ajoutez le reste du sucre dans le bol. Réglez le minuteur sur 4 minutes, la température sur 50°C et la vitesse sur 5.<br />
<br />
Ajoutez le reste du sucre dans le bol. Réglez le minuteur sur 4 minutes, la température sur 50°C et la vitesse sur 5.<br />
<br />
Faites refroidir la meringue en programmant le minuteur sur 4 minutes et la vitesse sur 4 sans le verre doseur. Incorporez la meringue à la crème au beurre (finir de mélanger au fouet à main, délicatement, pour un résultat homogène).<br />
<br />
<u><b>Montage:</b></u><br />
Coupez les couronnes en deux dans l'épaisseur. Garnissez le fond de crème au beurre et posez la partie supérieure dessus. Saupoudre de sucre glace et placez au réfrigérateur avant de servir.<br />
<br />
<u><b>Astuce: </b></u>Prévoir 2 h avant de réaliser la recette, de sortir 3 œufs du réfrigérateur ainsi que le beurre (pour le ramollir), et de séparer les blancs des jaunes (les blancs resteront à température ambiante et serviront à réaliser la meringue suisse, qui montera encore mieux et les jaunes serviront à réaliser la crème au beurre il faudra en ajouter un).Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com2tag:blogger.com,1999:blog-6024239785302300430.post-68993268184829989502014-02-16T14:52:00.002-08:002014-02-16T14:52:53.374-08:00Ronde de petits bonshommes au nutella (flexipan au quotidien)<i><b>Préparation : 10 minutes</b></i><br />
<i><b>Cuisson: 12 minutes</b></i><br />
<i><b>Matériel:</b></i><br />
<i><b>12 empreintes Petits bonshommes réf. FP2173</b></i><br />
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Ingrédients pour 12 bonshommes:<br />
- 80g de beurre doux souple<br />
- 80g de sucre<br />
- 1 oeuf + 1 jaune d'oeuf<br />
- 80g de farine<br />
- 50g de nutella.<br />
<br />
1) Préchauffez votre four à 180°C (th.6).<br />
Dans un cul-de-poule, mélangez le beurre souple avec le sucre.<br />
Incorporez l'oeuf et le jaune, mélangez puis ajoutez la farine. Mélangez encore. Faites légèrement tiédir le nutella et ajoutez-le à la préparation.<br />
<br />
2) Posez vos empreintes sur la plaque perforée et garnissez-les de préparation à l'aide d'une poche à douilles munie d'une douille unie.<br />
<br />
3) Faites cuire au four à 180°C (th.6) pendant 12 minutes environ. Laissez refroidir avant de démouler sur une grille à pâtisserie. Customisez les petits bonshommes avec des décors sucrés colorés. <br />
<br />
<br />Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-81766130424363048852014-02-16T14:30:00.002-08:002014-02-16T14:53:21.531-08:00Mousses de thonVoilà une recette testée aujourd'hui même ! c'est mon amie Eloïse qui me l'a transmise, résultat, tout le monde a adoré ! Merci Eloïse :)<br />
<br />
<b><u>Ingrédients pour 12 mousses de thon (faites dans les rectangles ondulés pour ma part) :</u></b><br />
<br />
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<![endif]--><span class="null"><span style="mso-spacerun: yes;">- </span>1
paquet de gelée Maggi délayée avec moitié eau/moitié vin blanc en réduisant les
proportions de liquides prévues</span>
<br />
<div class="MsoNormal">
<span class="null"><span style="mso-spacerun: yes;">- </span>1
boîte de 425 gr de thon ou saumon</span></div>
<div class="MsoNormal">
<span class="null">- 1
cuillère à soupe de moutarde </span></div>
<div class="MsoNormal">
<span class="null">- 1 bonne cuillère à soupe de persil haché</span></div>
<div class="MsoNormal">
<span class="null"><span style="mso-spacerun: yes;">- </span>1
échalote finement ciselée </span></div>
<span class="null">- 1 cuillère à soupe de vinaigre(balsamique blanc)</span>
<div class="MsoNormal">
<span class="null">- 100gr de crème liquide entière battue en
chantilly </span></div>
<div class="MsoNormal">
<span class="null">- 1 petite boîte de concentré de tomates (
facultatif)</span></div>
<div class="MsoNormal">
<span class="null"><span style="mso-spacerun: yes;">- </span>Sel
poivre </span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<u><b><span class="null">Préparation:</span></b></u></div>
<div class="MsoNormal">
<span class="null"> - Préparer la gelée selon le mode d'emploi, mais en réduisant de moitié
les liquides.</span></div>
<div class="MsoNormal">
<span class="null">- Laisser refroidir.</span></div>
<div class="MsoNormal">
<span class="null">- Mixer le thon égoutté avec la moutarde, le sel,
le poivre et le vinaigre. </span></div>
<div class="MsoNormal">
<span class="null">- Battre la crème en chantilly. </span></div>
<div class="MsoNormal">
<span class="null">- Mélanger la gelée
refroidie au thon, ajouter le concentré de tomate, saler et poivrer.</span></div>
<div class="MsoNormal">
<span class="null">Ajouter la
crème délicatement. </span></div>
<div class="MsoNormal">
<span class="null">Verser dans les empreintes et mettre au frais pendant
plusieurs heures. </span></div>
<div class="MsoNormal">
<span class="null">Servir sur un lit de salade et décoré d'oeufs durs et tomates.</span></div>
<div class="MsoNormal">
<span class="null">Servir avec une sauce de votre choix mayonnaise, tartare, cocktail.</span></div>
Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-60670161243022673802014-02-10T06:02:00.000-08:002014-02-10T06:02:16.633-08:00spritzVoici une recette extraite du livre cook'in d'ici et d'ailleurs, approuvée par mes copines :)<br />
Voici les miens:<br />
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<img alt="" 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" />Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-29145319398404618262014-02-02T14:06:00.000-08:002014-02-02T14:39:04.617-08:00Tarte folle ( CooK'in au Menu)Cette tarte est délicieuse, son biscuit ressemble à un palet breton, et sa crème est légère et fraîche, un régal !<br />
Je l'ai réalisée dans le cercle inox 22 cm car je n'avais pas à l'époque le cadre inox, le résultat est sympa !<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6q-bdi9-ZrLPwwY0cuazVjNoUBWR3fbYyebH6o5Ju0ctCl0xw9H8vdlcdUavjP0fgHiN_O-vWvsLkQpqiYUakcabrWTPtxDVDTtwgedRb36S2vHyWwn9g8vcy5O9Hz4N_qUG5RTZSCyo/s1600/DSC05578.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6q-bdi9-ZrLPwwY0cuazVjNoUBWR3fbYyebH6o5Ju0ctCl0xw9H8vdlcdUavjP0fgHiN_O-vWvsLkQpqiYUakcabrWTPtxDVDTtwgedRb36S2vHyWwn9g8vcy5O9Hz4N_qUG5RTZSCyo/s1600/DSC05578.JPG" height="267" width="400" /></a></div>
J'ai ajouté quelques décorations faites de chocolat.<br />
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<i><b>Temps de préparation:</b></i> 15 minutes<br />
<i><b>Temps de cuisson:</b></i> 10 + 4 minutes<br />
<i><b>Matériel:</b></i><br />
Toile SILPAT 37X27cm <b>SP3727 </b><br />
Cadre inox <b>CE237169</b><br />
ou Cercle inox <b>MA371806 (Attention si vous souhaitez le commander contactez moi vite cette référence disparait dans le prochain catalogue, vous pouvez encore l'avoir en février !)</b><br />
<br />
<u><b>Ingrédients pour 6 à 8 personnes:</b></u><br />
<i><b>Pour le biscuit sablé:</b></i><br />
- 120g de farine T 45<br />
- 2 jaunes d'oeufs<br />
- 90g de beurre pommade<br />
- 90g de sucre semoule<br />
- 1/2 sachet de levure chimique<br />
- 1 pincée de fleur de sel<br />
<br />
<i><b>Pour la crème mousseline:</b></i><br />
- 2 oeufs<br />
- 100g de sucre<br />
- 20g de Maïzena<br />
- 200g de lait<br />
- 70g de mascarpone<br />
<br />
<i><b>Pour la garniture:</b></i><br />
- 250g de fruits exotiques au sirop<br />
- 1 pomme<br />
- 1 banane<br />
- 1 citron<br />
- 1 kiwi<br />
- 125g de framboises ou de fraises<br />
- 1 sachet de nappage pour tartes ou de la gelée de coing.<br />
<br />
<h3>
<u><b>1) Préparation du biscuit sablé:</b></u></h3>
<br />
Préchauffez votre four à 180°C (th.6) et placez votre toile SILPAT sur la plaque perforée.<br />
Versez tous les ingrédients du biscuit dans le bol.<br />
Réglez le minuteur sur 1 minute 30 et appuyez sur la touche pétrissage.<br />
Versez la pâte sur la toile SILPAT puis étalez-la au rouleau au format du petit cadre inox. Posez le cadre inox par dessus et tassez légèrement avec le racloir.<br />
Faites cuire au four à 180°C (th.6) pendant 10 minutes (avec le cadre).<br />
<br />
<h3>
<u>2) Préparation de la crème mousseline:</u></h3>
Placez le fouet sur les lames. Versez les œufs, le sucre, la Maïzena et le lait dans le bol. R2glez le minuteur sur 4 minutes, la température sur 100°C et la vitesse sur 3.<br />
Versez la crème dans un cul-de-poule afin de la faire tiédir. Lorsqu'elle est refroidie, ajoutez la Mascarpone. Mélangez bien et lissez au fouet. Maintenez au frais.<br />
<br />
<h3>
<u>3) Préparation de la garniture:</u></h3>
Démoulez le biscuit et étalez la crème mousseline dessus.<br />
Égouttez les fruits exotiques en conservant le jus.<br />
Répartissez-les sur la crème.<br />
<ol>
</ol>
Taillez les fruits frais en prenant soin de citronner les bananes et les pommes. Disposez les morceaux de fruits sur la tarte puis étaliez une fine couche de nappage ou de gelée de coings sur les fruits à l'aide d'un pinceau.<br />
<ol>
</ol>
Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-71949494569962617992014-01-31T07:17:00.000-08:002014-01-31T07:17:10.654-08:00Gâteau Fée ClochettePremière anniversaire de ma princesse ! pour poursuivre dans la déco Fée Clochette dans sa chambre, c'est parti pour un gâteau Fée Clochette !<br />
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<br />Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-34654891126733921102014-01-31T07:10:00.003-08:002014-01-31T07:10:56.670-08:00Gâteau Hello KittyPour les 2 ans de ma princesse, le choix c'est évidemment tourné vers un gâteau Hello Kitty qu'elle adore !<br />
Quelle joie de voir son petit visage s'illuminer à la vue de son gâteau :)<br />
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J'ai pour la première fois utilisé un tapis permettant de réaliser de la dentelle en sucre, et me suis même mise à la couture pour réaliser un joli tutu pour la base du gâteau ! Rien est trop beau pour ma poupée chérie<br /><br />Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-82304880244291179402014-01-31T07:06:00.000-08:002014-01-31T07:06:10.518-08:00Star wars le x-wing !Toujours prête à relever les défis, me voilà résolue à faire le vaisseau X-Wing de la saga Star wars pour mon chouchou !<br />
Le corps du vaisseau est fait de quatre-quart, les ailes sont faites en sablés maison découpés au centimètre près, les moteurs sont des cigarettes russes découpées à la bonne taille et les pointes sont faites de mikados (chocolat fondu et retiré remplacé par un glaçage ;))<br />
Hélas Maman fut trop pressée de poser le vaisseau sur le gâteau après l'avoir terminé à 2h du matin, et celui-ci s'est affaissé sur le gâteau !<br />
Mais je peux vous assurer que mon chouchou était tout de même ravi, tout comme sa soeur, ses cousins et ses cousines :)<br />
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<br />Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-64315764988672566302014-01-31T06:46:00.002-08:002014-01-31T06:46:46.798-08:00Flash Mac queenVoici ma deuxième création en pâte à sucre ! et oui pour ses 3 ans mon petit chouchou avait envie d'un gâteau Flash Mac Queen ! Maman a relevé le défi !<br />
<br />
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Après avoir fait les découpes du gâteau pour donner forme à la voiture, c'est parti pour une séance de pâte à sucre !<br />
Si c'était à refaire, (je ne le savais pas à l'époque) je prévoirai de faire les roues 1semaine à l'avance afin de les laisser sécher !<br />
<br />Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-64485215767166388372014-01-31T00:16:00.001-08:002014-01-31T00:17:47.168-08:00CONSEILS D'UTILISATION DES FLEXIPANS<!--[if !mso]>
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<br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u>CONSEILS D’UTILISATION DES FLEXIPANS</u></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b style="mso-bidi-font-weight: normal;"><u><br /></u></b></div>
<div class="MsoNormal">
Suivez ces quelques recommandations pour l’utilisation et le
rangement de vos FLEXIPAN , SILPAT, SILFORM et SILPAIN, ils vous donneront
entière satisfaction pour longtemps.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">CUISSON AU FOUR :</i></b></div>
<div class="MsoNormal">
Vos FLEXIPAN, SILPAT, SILFORM et SILPAIN vont au four
jusqu’à 270°C (th 9).</div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">1-<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Afin de faciliter la manipulation et d’avoir une
bonne circulation de l’air lors de la cuisson, placez votre FLEXIPAN sur une
plaque aluminium perforée avant de verser votre préparation.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">2-<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Versez la pâte ou la préparation dans votre
moule, sans graissage préalable. Pour la toile SILPAT, déposez votre
préparation sur le côté lisse : le côté granité est destiné à éviter le
glissement de la toile SILPAT sur la grille.</div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">3-<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Mettez votre grille dans le four en veillant à
ce que les plaques et les toiles ne touchent pas les parois. Si vous utilisez
un four à gaz, déposez la lèchefrite sur le fond du four avant de débuter la
cuisson. L’utilisation des FLEXIPAN nécessite une adaptation des temps et
températures de cuisson en fonction du four utilisé. La cuisson sera plus
rapide dans à four à chaleur tournante que dans un four électrique
traditionnel.</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">4-<span style="font: 7.0pt "Times New Roman";">
</span></span></span>Démoulez votre gâteau ou votre préparation en
renversant le moule et le gâteau dans un plat ou en « pelant » le
poule autour du gâteau.</div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">CUISSON AU FOUR MICRO-ONDES :</i></b></div>
<div class="MsoNormal">
Posez votre moule ou toile vide sur le support (plateau de
verre ou autre) prévu à cet effet, puis remplissez-le.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">CONGÉLATION :</i></b></div>
<div class="MsoNormal">
Vous pouvez utiliser vos FLEXIPANS, SILPAT , SILFORM et
SILPAIN, jusqu’à -40°C.</div>
<div class="MsoNormal">
Si vous souhaitez congeler des pâtes ou des liquides, versez
la préparation dans le moule posé au préalable sur un support. Le démoulage se
fera sans difficulté.</div>
<div class="MsoNormal">
Ce même moule peut servir, immédiatement après, pour la
cuisson. Vous pouvez également y congeler des préparations cuites et réaliser
des glaces.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">ENTRETIEN :</i></b></div>
<div class="MsoNormal">
L’entretien de vos FLEXIPAN , SILPAT , SILFORM
et<span style="mso-spacerun: yes;"> </span>SILPAIN est très simple.</div>
<div class="MsoNormal">
<a href="https://www.blogger.com/blogger.g?blogID=6024239785302300430" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>Avant et après utilisation, passez-les simplement sous l’eau
très chaude avec quelques gouttes de liquide vaisselle sur une éponge douce. L’égouttage
s’opère en secouant vivement. Usage après usage, il peut arriver que votre
toile SILPAT se tache, surtout à fortes températures. Cela n’altère pas,
néanmoins, ses qualités.<br />
<br />
<br />
<b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;">CE QU’IL NE FAUT PAS FAIRE :</i></b></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Ne jamais mettre vos FLEXIPAN , FLEXIPAT, SILPAT ,
SILFORM et SILPAIN directement sur la flamme, sur toute plaque de cuisson ou
trop près du gril.</div>
<div class="MsoNormal">
Ne jamais y couper vos préparations.</div>
<div class="MsoNormal">
Ne jamais plier vos toiles SILPAT ET SILPAIN mais les
rouler.</div>
<div class="MsoNormal">
Ne jamais ranger vos FLEXIPAN et SILFORM sous d’autres plats
lourds.</div>
<div class="MsoNormal">
Les ranger à plat de préférence.</div>
Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com1tag:blogger.com,1999:blog-6024239785302300430.post-30084904273145628492014-01-30T15:41:00.000-08:002014-01-30T15:41:58.170-08:00Flans de LégumesPOUR 12 FLANS<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwgBVkItvTT8OrsVdPfEzkqX-Tw8VjfxYBABcLFuVEsP8_N42lXM20vE6cWRD70L5OvJrVap2gL1Rnhx0WRwZF0rGrqy5HteYgW0dTyGm3CT20oq4ubybl7DXRT_-Vo0TyZuK8CjVyH3k/s1600/flancs+de+l%C3%A9gumes.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwgBVkItvTT8OrsVdPfEzkqX-Tw8VjfxYBABcLFuVEsP8_N42lXM20vE6cWRD70L5OvJrVap2gL1Rnhx0WRwZF0rGrqy5HteYgW0dTyGm3CT20oq4ubybl7DXRT_-Vo0TyZuK8CjVyH3k/s1600/flancs+de+l%C3%A9gumes.jpg" height="240" width="320" /></a></div>
<br />
<span class="txt0-9 vert"><span class="a_bleu_lien_avec_underline_hover" style="color: black;"></span></span><br />
<u><b>Ingrédients:</b></u><br />
- 2 tomates<span class="txt0-9 vert"><span class="a_bleu_lien_avec_underline_hover" style="color: black;"> </span> </span><br />
- 2 petites<span class="txt0-9 vert"><span class="a_bleu_lien_avec_underline_hover" style="color: black;"> courgettes</span></span><br />
- 1 oignon<br />
- persil<br />
- 200g de crème fraîche épaisse<br />
- 1CS de maïzena<br />
- 4 œufs<br />
- 80g de gruyère râpé<br />
- sel, poivre<br />
<br />
<br />
<u><b>Matériel:</b></u><br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCjOVdmbJVACwp0whNRxQQG7WBWMMz1NkMdzHvznIZ1TpQvvGJlK4r3yA6GdoMypg297Lzgn4kU_1Vgv_AuL4_wv68eEwHTl4jfcMuFbRxm4TVgTMG6iuHjwHGV8IhFcCmDyhAimqnPwo/s1600/plaques-aluminium-perforees-de-guy-demarle.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCjOVdmbJVACwp0whNRxQQG7WBWMMz1NkMdzHvznIZ1TpQvvGJlK4r3yA6GdoMypg297Lzgn4kU_1Vgv_AuL4_wv68eEwHTl4jfcMuFbRxm4TVgTMG6iuHjwHGV8IhFcCmDyhAimqnPwo/s1600/plaques-aluminium-perforees-de-guy-demarle.jpg" height="200" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">MA 400300 plaque aluminium perforée</td></tr>
</tbody></table>
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5rN_5k6U5uzw2Y25jfnk8RGWNJNlVqUhtFna_hWL01GeSTOAxncmNNkwnXovkkYUTkauXMjmE9QDMQnQGq7pRRJcI4oTKEsutCHw49RyVS364hZfeBEbr5vLULQNe_uAFXBobzRj_NxQ/s1600/empreintes-briochettes-flexipan-de-guy-demarle.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5rN_5k6U5uzw2Y25jfnk8RGWNJNlVqUhtFna_hWL01GeSTOAxncmNNkwnXovkkYUTkauXMjmE9QDMQnQGq7pRRJcI4oTKEsutCHw49RyVS364hZfeBEbr5vLULQNe_uAFXBobzRj_NxQ/s1600/empreintes-briochettes-flexipan-de-guy-demarle.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">FP4282 empreintes briochettes</td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
</tbody></table>
<br />
Préchauffer le four à 160°C, puis placer les empreintes briochettes sur la plaque perforée.<br />
Avec la pointe d'un couteau, faire une croix sur le haut des tomates.<br />
Dans une casserole, faire bouillir de l'eau et y plonger les tomates 10
secondes.<br />
Les plonger ensuite dans de l'eau glacée pendant 2 minutes
pour arrêter la cuisson. Retirer la peau et couper les tomates en 4 pour
retirer les pépins.<br />
Découper les tomates et les courgettes non épluchées en petits cubes. Émincer l'oignon et le persil.<br />
Dans un cul de poule, mélanger les légumes puis ajouter la crème, la
maïzena, les œufs et le gruyère râpé. Saler, poivrer et mélanger.<br />
Garnir les empreintes avec la préparation puis enfourner environ 35 minutes.Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-79627122656711577932014-01-26T14:52:00.002-08:002014-01-26T14:55:06.401-08:00Gâteau magique à la vanilleVous me demanderez pourquoi ce gâteau est magique :) ? Parce que deux couches se forment à la cuisson ! ce gâteau fond dans la bouche ! à tester absolument !<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP98cYFLVHBLRALsjfnxtDtCAguE9Pm7fRf5TE85C2BuLBdjfsfwjnPdTI80uia4w1gPv0SwMEX32rngkHdG2Ni6-Nx5H7tiHAGEcbHS5MXwlNCbDxp_u1gNEwBvUSlnootAWtxoe3ckE/s1600/1457556_10151923093817954_1971038645_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhP98cYFLVHBLRALsjfnxtDtCAguE9Pm7fRf5TE85C2BuLBdjfsfwjnPdTI80uia4w1gPv0SwMEX32rngkHdG2Ni6-Nx5H7tiHAGEcbHS5MXwlNCbDxp_u1gNEwBvUSlnootAWtxoe3ckE/s1600/1457556_10151923093817954_1971038645_n.jpg" height="240" width="320" /></a></div>
J'ai choisi ici de le faire cuire dans le moule tablette FM497<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPoEWeyBSn7yuw9-TiGQu0_4r7CNMLAaacDXzp1ZXY20mmP0h_ku4QExJkrPAfc2U_2Gz2bnhTkncYTaRNMichTtLk1OiRMLHfvzw15IOlwatQfq5Gah7YojExtWlu5cUl8uhCn35hXnA/s1600/tablette.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPoEWeyBSn7yuw9-TiGQu0_4r7CNMLAaacDXzp1ZXY20mmP0h_ku4QExJkrPAfc2U_2Gz2bnhTkncYTaRNMichTtLk1OiRMLHfvzw15IOlwatQfq5Gah7YojExtWlu5cUl8uhCn35hXnA/s1600/tablette.jpg" /></a></div>
<br />
<br />
<br />
<div class="ERSIngredients">
<div class="ERSIngredientsHeader ERSHeading">
<u><b>Ingrédients :</b></u></div>
<ul>
<li class="ingredient" itemprop="ingredients">4 œufs</li>
<li class="ingredient" itemprop="ingredients">1 gousse de vanille</li>
<li class="ingredient" itemprop="ingredients">150g de sucre</li>
<li class="ingredient" itemprop="ingredients">1 cuillère à soupe d'eau</li>
<li class="ingredient" itemprop="ingredients">50cl de lait</li>
<li class="ingredient" itemprop="ingredients">125g de beurre</li>
<li class="ingredient" itemprop="ingredients">115g de farine</li>
<li class="ingredient" itemprop="ingredients">1 pincée de sel</li>
</ul>
</div>
<div class="ERSInstructionsHeader ERSHeading">
<br /></div>
<ol>
<li class="instruction" itemprop="recipeInstructions">Préchauffer le four à 150°C.</li>
<li class="instruction" itemprop="recipeInstructions">Faire fondre le beurre au micro-onde et le laisser tiédir. Chauffer le lait et la gousse de vanille grattée, et laisser tiédir.</li>
<li class="instruction" itemprop="recipeInstructions">Séparer les jaunes et les blancs. Battre les jaunes d’œufs, le sucre et l’eau pendant quelques minutes.</li>
<li class="instruction" itemprop="recipeInstructions">Ajouter le beurre fondu tiédi et continuer à battre.</li>
<li class="instruction" itemprop="recipeInstructions">Incorporer la farine et le sel. Mélanger au batteur..</li>
<li class="instruction" itemprop="recipeInstructions">Ajouter le lait tiède débarrassé de la gousse progressivement et battre pour tout bien mélanger.</li>
<li class="instruction" itemprop="recipeInstructions">Monter les blancs en neige ferme. Incorporer délicatement et en plusieurs fois les blancs à la pâte à l’aide d’une spatule.</li>
<li class="instruction" itemprop="recipeInstructions">Verser le mélange dans un moule. Enfourner pendant 50 minutes.</li>
<li class="instruction" itemprop="recipeInstructions">Laisser le gâteau refroidir avant de le démouler.</li>
</ol>
Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-16925160428600953322014-01-26T14:39:00.001-08:002014-01-26T14:40:46.942-08:00Cakes fermiers (recette du chevalet Flexipan pour petits et ... grands gourmands)Veuillez m'excuser pour la qualité de la photo ! voilà le résultat quand on est trop pressé de manger !<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNX_imHawK9FGUSrNCR-xyC44-poCftM_6ZMIGD7ia565qV4C2L2LYrawMP_lBdvK8Y267_nUCAgCuXPkzq0kuPnjE8_0SAYA7i6fscPha1aBl0TgFkdGZuCr38VMkUx_ht41QhbRVGlg/s1600/cakefermiers.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNX_imHawK9FGUSrNCR-xyC44-poCftM_6ZMIGD7ia565qV4C2L2LYrawMP_lBdvK8Y267_nUCAgCuXPkzq0kuPnjE8_0SAYA7i6fscPha1aBl0TgFkdGZuCr38VMkUx_ht41QhbRVGlg/s1600/cakefermiers.jpg" height="320" width="251" /></a></div>
<b>Préparation: 15 minutes</b><br />
<b>Cuisson: 28 minutes</b><br />
<b><br /></b>
<b>Matériel: 12 empreintes mini-cakes FP2394</b><br />
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<u><b>Ingrédients:</b></u><br />
- 150g de petits pois extra-fins surgelés<br />
- 10g de feuilles de basilic<br />
- 100g de tranches de magret de canard fumé<br />
- 100g de tomates confites marinées<br />
- 3 oeufs moyens<br />
- 2g de sel fin<br />
- 1 yaourt brassé<br />
- 150g d'huile de tournesol (15cl)<br />
- 1 sachet de levure chimique (11g)<br />
- 250g de farine T55<br />
- 100g d'emmental râpé.<br />
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Tout d'abord, place tes empreintes mini-cakes sur une plaque perforée et préchauffe ton four à 180°C (Th 6).<br />
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Dans une casserole, fais bouillir un grand volume d'eau salée. Plonge-y les petits pois pendant 3 minutes. Verse-les ensuite dans une passoire. Rafraîchis-les et laisse-les égoutter.<br />
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Hache finement le basilic avec des ciseaux à herbes.<br />
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Détaille ensuite le canard et les tomates en lanières. Réserve le tout.<br />
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Dans un cul-de-poule, casse les oeufs, ajoute le sel et bats le tout au fouet.<br />
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Ajoute le yaourt et l'huile et continue de battre au fouet.<br />
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Incorpore enfin la levure et la farine tamisées à la spatule.<br />
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Ajoute, en les mélangeant à la spatule, le basilic, les petits pois égouttés, le canard, la tomate et l'emmental.<br />
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Répartis l'appareil dans les empreintes avec une cuillère à soupe et place les cakes au four à 180°C (Th. 6) pendant 28 minutes environ.<br />
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Démoule les empreintes quelques minutes après leur sortie du four et déguste ces cakes encore légèrement tièdes.<br />
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<br />Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-32509275717278246772014-01-25T16:06:00.002-08:002014-01-25T16:08:04.548-08:00PETITS POISSONS DE SAUMON AU SURIMI (recette du chevalet Flexipans pour petits et ... grands gourmands)Cette recette est approuvée par mes deux petits amours !<br />
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Préparation: 20 minutes<br />
Cuisson: 10 minutes<br />
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Matériel: 9 empreintes poissons - 10cl Réf FP 2172<br />
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<a href="http://ts2.mm.bing.net/th?id=H.4839948355569933&pid=15.1" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="... très vite vous dire si mon grand a apprécié son " border="0" src="http://ts2.mm.bing.net/th?id=H.4839948355569933&pid=15.1" height="200" id="ihover-img" title="... très vite vous dire si mon grand a apprécié son " width="200" /></a></div>
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Ingrédients:<br />
- 300g de pavé de saumon frais<br />
- 2g de sel<br />
- 30g de fécule de pomme de terre<br />
- 20g de concentré de tomate<br />
- 140g de rapé de surimi<br />
- 3 oeufs moyens<br />
- 100g de crème fraiche épaisse entière (10cl)<br />
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Tout d'abord, place tes empreintes poissons sur une plaque alu perforée et préchauffe ton four à 180°C (th 6).<br />
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Place les pavés de saumon sur une planche à découper et détaille-les en morceaux de 20g environ.<br />
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Dans une petite casserole, fais bouillir de l'eau. Retire la casserole du feu et ajoutez-y les morceaux de saumon. Dispose un couvercle par dessus.<br />
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Au bout de 10 minutes, retire les morceaux de saumon cuits et laisse-les égoutter 5 minutes dans une passoire.<br />
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Dispose ensuite le saumon égoutté dans un petit cul-de-poule, ajoute la fécule, le concentré de tomates et mélange le tout en écrasant la préparation à l'aide d'une fourchette.<br />
Ajoute le surimi, les œufs, la crème fraîche et mélange vivement.<br />
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Répartis l'appareil uniformément dans les empreintes et place la plaque au four à 180°C (th 6) pendant 10 minutes<br />
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Laisse reposer tes petits poissons pendant 5 minutes avant de les démouler.Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0tag:blogger.com,1999:blog-6024239785302300430.post-21728143430963542382014-01-25T15:47:00.002-08:002014-01-25T15:50:23.417-08:00CHEESE-CAKE AU SAUMON (recette extraite du livre Flexipan au quotidien tout simplement)<div class="separator" style="clear: both; text-align: center;">
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Vous êtes nombreuses à m'avoir demandé la recette alors là voici rien que pour vous !<br />
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<a href="http://www.guy-demarle.fr/31-841/moule-genoise-flexipan-de-guy-demarle.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Moule Génoise" border="0" height="200" id="bigpic" itemprop="image" src="http://www.guy-demarle.fr/31-841/moule-genoise-flexipan-de-guy-demarle.jpg" title="Moule Génoise" width="200" /></a>Préparation : 20 minutes<br />
Cuisson : 40 minutes<br />
Repos : 4h<br />
Matériel: FM477 moule à génoise <br />
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Ingrédients pour 10 parts:<br />
- 140g de beurre<br />
- 220g de crackers nature<br />
- 400g de fromage frais (type carré frais)<br />
- 100g de fromage blanc à 40% de MG<br />
- 4 oeufs<br />
- le jus d'1 citron (30g)<br />
- 8 tranches de saumon fumé (200g)<br />
- 1 botte de ciboulette<br />
- poivre.<br />
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Préchauffez votre four à 160°C ( th 5/6).<br />
Faites fondre le beurre dans une casserole. Écrasez les crackers dans un bol et mélangez-les avec le beurre fondu.<br />
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Posez votre moule sur la plaque alu perforée et étalez puis tassez le mélange dans le fond.<br />
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Mélangez le fromage frais et le fromage blanc. Ajoutez les oeufs et le jus de citron. Mélangez. Incorporez le saumon coupé en petits morceaux et la ciboulette ciselée. Poivrez.<br />
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Versez la préparation sur les crackers.<br />
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Faites cuire au four à 160°C (th 5/6) pendant 40 minutes environ. Sortez du four et laissez refroidir à température ambiante. Placez au frais au moins 4h avant de démouler.<br />
Au moment de servir, démoulez le cheese-cake.<br />
Accompagnez le d'une salade de mesclun.<br />
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Je l'ai personnellement trouvé meilleur le lendemain! Alors un peu de patience ;)Aurélie conseillère Guy Demarlehttp://www.blogger.com/profile/11207567502566385458noreply@blogger.com0