Online Recipe Database Direct Access

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Shop'NCook recipe exchange format
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<!DOCTYPE ShopNCook>
<?xml-stylesheet href="shopncook1.css" type="text/css"?>
<ShopNCook version="1.0" generator="Shop&apos;NCook recipe database 1.0" xml:lang="en">
<RecipeList>
<Recipe recipeId="54838" locale="fr">
<RecipeHeader>
<RecipeTitle>Biscuits - pain d&apos;épices</RecipeTitle>
<Category></Category>
<NbPersons>0</NbPersons>
<PortionYield quantity="1.0" unit=""></PortionYield>
<PrepTime hours="0.0"></PrepTime>
<TotalTime hours="0.0"></TotalTime>
<Source></Source>
</RecipeHeader>
<IngredientList>
<Ingredient id="-1" quantity="750.0" unit="ml" comment="" defaultState="true" weightGram="0.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="750.0" unit="ml">750 ml (3 tasses)</IngredientQuantity>
<IngredientItem>farine tout usage non blanchie</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="739" quantity="15.0" unit="ml" comment="moulu" defaultState="true" weightGram="0.36" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="15.0" unit="ml">15 ml (1 c. à soupe)</IngredientQuantity>
<IngredientItem>gingembre moulu</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="820" quantity="5.0" unit="ml" comment="" defaultState="true" weightGram="0.91999996" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="5.0" unit="ml">5 ml (1 c. à thé)</IngredientQuantity>
<IngredientItem>bicarbonate de soude</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="743" quantity="5.0" unit="ml" comment="moulue" defaultState="true" weightGram="0.45333335" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="5.0" unit="ml">5 ml (1 c. à thé)</IngredientQuantity>
<IngredientItem>cannelle moulue</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="755" quantity="2.5" unit="ml" comment="moulue" defaultState="true" weightGram="0.46666667" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="2.5" unit="ml">2,5 ml (½ c. à thé)</IngredientQuantity>
<IngredientItem>muscade moulue</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="702" quantity="2.5" unit="ml" comment="" defaultState="true" weightGram="1.2166667" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="2.5" unit="ml">2,5 ml (½ c. à thé)</IngredientQuantity>
<IngredientItem>sel</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="-1" quantity="180.0" unit="ml" comment="" defaultState="true" weightGram="0.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="180.0" unit="ml">180 ml (¾ tasse)</IngredientQuantity>
<IngredientItem>beurre non salé ramoli</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="1790" quantity="250.0" unit="ml" comment="" defaultState="true" weightGram="0.9166667" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="250.0" unit="ml">250 ml (1 tasse)</IngredientQuantity>
<IngredientItem>cassonade</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="804" quantity="125.0" unit="ml" comment="" defaultState="true" weightGram="1.4041667" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="125.0" unit="ml">125 ml (½ tasse)</IngredientQuantity>
<IngredientItem>mélasse</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<Ingredient id="313" quantity="1.0" unit="" comment="" defaultState="true" weightGram="50.0" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="1.0" unit="">1</IngredientQuantity>
<IngredientItem>œuf</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
<IngredientText>Glace royale
1 blanc d’œuf</IngredientText>
<Ingredient id="824" quantity="375.0" unit="ml" comment="" defaultState="true" weightGram="0.5" included="true" cooked="false" isAutoId="true" isAutoWeight="true" isAutoUnit="true">
<IngredientQuantity quantity="375.0" unit="ml">375 ml (1 ½ tasse)</IngredientQuantity>
<IngredientItem>sucre à glacer</IngredientItem>
<IngredientComment></IngredientComment>
</Ingredient>
</IngredientList>
<RecipeText>Dans un bol, mélange la farine, le gingembre, le bicarbonate, la cannelle, la muscade et le sel. Mets le bol de côté.

Dans un autre bol, fouette bien le beurre avec la cassonade et la mélasse au batteur électrique environ 2 minutes. Ajoute l’œuf et mélange bien. À basse vitesse ou à la cuillère de bois, incorpore les ingrédients secs que tu as mis de côté. La pâte doit être lisse et homogène.

Avec les mains, façonne la pâte en deux disques. Couvre-les d’une pellicule de plastique et mets-les au réfrigérateur environ 1 heure.

Place la grille au centre du four. Préchauffe le four à 190 °C (375 °F). Tapisse une à deux plaques à biscuits de papier parchemin. Tu devras faire environ 6 fournées (ta plaque remplie de 12 biscuits X 6).

Sur un plan de travail légèrement fariné, pétris un disque de pâte à la fois avec tes mains environ 1 minute. Abaisse la pâte à une épaisseur d’environ 3 mm ( po). Découpe des biscuits à l’aide d’un emporte-pièce au choix. Répartis les biscuits de même grosseur sur une même plaque, car le temps de cuisson peut varier.

Cuis-les au four, une plaque à la fois, environ 7 minutes ou jusqu’à ce que le contour des biscuits soit légèrement doré. Laisse-les refroidir.

</RecipeText>
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</Image>
</Recipe>
</RecipeList>
</ShopNCook>

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