tag:blogger.com,1999:blog-4047044916969322472024-02-02T14:03:59.762-08:00cupcaketipsDr cookhttp://www.blogger.com/profile/05812850702681437956noreply@blogger.comBlogger8125tag:blogger.com,1999:blog-404704491696932247.post-11117214166586434072014-09-14T04:27:00.002-07:002014-09-14T04:27:51.031-07:00 Boston Cream Cupcakes recipe<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQfplDXl5XVs1gTbXEDMyHkNetnnGXoRrSrVkrYsEkpSZwby3Nn2C8xpDFBEGG63We3M7WA5wpjj4l3ppKGj6fXVRapZbzWuzSXfNXFHCKhgAumITt1VVDqryR97cbofu4id7aY2EZGOw/s1600/Boston-Cream-Cupcakes-Barbara-Bakes.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjQfplDXl5XVs1gTbXEDMyHkNetnnGXoRrSrVkrYsEkpSZwby3Nn2C8xpDFBEGG63We3M7WA5wpjj4l3ppKGj6fXVRapZbzWuzSXfNXFHCKhgAumITt1VVDqryR97cbofu4id7aY2EZGOw/s1600/Boston-Cream-Cupcakes-Barbara-Bakes.jpg" width="320" /></a></div>
<div class="h-4 strong" id="zlrecipe-ingredients">
Ingredients</div>
<ul id="zlrecipe-ingredients-list">
<li class="ingredient" id="zlrecipe-ingredient-0" itemprop="ingredients">3 ounces semi-sweet chocolate, finely chopped
</li>
<li class="ingredient" id="zlrecipe-ingredient-1" itemprop="ingredients">1/3 cup Dutch-processed cocoa
</li>
<li class="ingredient" id="zlrecipe-ingredient-2" itemprop="ingredients">3/4 cup boiling water
</li>
<li class="ingredient" id="zlrecipe-ingredient-3" itemprop="ingredients">3/4 cup bread flour
</li>
<li class="ingredient" id="zlrecipe-ingredient-4" itemprop="ingredients">3/4 cup granulated sugar*
</li>
<li class="ingredient" id="zlrecipe-ingredient-5" itemprop="ingredients">1/2 teaspoon table salt
</li>
<li class="ingredient" id="zlrecipe-ingredient-6" itemprop="ingredients">1/2 teaspoon baking soda
</li>
<li class="ingredient" id="zlrecipe-ingredient-7" itemprop="ingredients">6 tablespoons vegetable oil*
</li>
<li class="ingredient" id="zlrecipe-ingredient-8" itemprop="ingredients">2 large eggs
</li>
<li class="ingredient" id="zlrecipe-ingredient-9" itemprop="ingredients">2 teaspoons white vinegar
</li>
<li class="ingredient" id="zlrecipe-ingredient-10" itemprop="ingredients">1 teaspoon vanilla extract
</li>
<li class="ingredient" id="zlrecipe-ingredient-11" itemprop="ingredients">
</li>
<div class="ingredient-label" id="zlrecipe-ingredient-12">
Pastry Cream
</div>
<li class="ingredient" id="zlrecipe-ingredient-13" itemprop="ingredients">
</li>
<li class="ingredient" id="zlrecipe-ingredient-14" itemprop="ingredients">1/2 cup granulated sugar
</li>
<li class="ingredient" id="zlrecipe-ingredient-15" itemprop="ingredients">2 tablespoons flour
</li>
<li class="ingredient" id="zlrecipe-ingredient-16" itemprop="ingredients">1/8 teaspoon salt
</li>
<li class="ingredient" id="zlrecipe-ingredient-17" itemprop="ingredients">1 1/3 cups milk
</li>
<li class="ingredient" id="zlrecipe-ingredient-18" itemprop="ingredients">2 egg yolks, beaten
</li>
<li class="ingredient" id="zlrecipe-ingredient-19" itemprop="ingredients">1 tablespoons butter
</li>
<li class="ingredient" id="zlrecipe-ingredient-20" itemprop="ingredients">1 teaspoons vanilla bean paste or vanilla extract
</li>
<li class="ingredient" id="zlrecipe-ingredient-21" itemprop="ingredients">1/4 cup whipping cream
</li>
<li class="ingredient" id="zlrecipe-ingredient-22" itemprop="ingredients">
</li>
<div class="ingredient-label" id="zlrecipe-ingredient-23">
Chocolate Ganache
</div>
<li class="ingredient" id="zlrecipe-ingredient-24" itemprop="ingredients">
</li>
<li class="ingredient" id="zlrecipe-ingredient-25" itemprop="ingredients">6 oz. semi-sweet chocolate, finely chopped
</li>
<li class="ingredient" id="zlrecipe-ingredient-26" itemprop="ingredients">3/4 cup cream</li>
</ul>
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" />Dr cookhttp://www.blogger.com/profile/05812850702681437956noreply@blogger.com0tag:blogger.com,1999:blog-404704491696932247.post-67700350814055938212014-09-14T04:26:00.000-07:002014-09-14T04:26:01.684-07:00 Vanilla Buttercream Frosting recipe<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkDcqn_z-x3zsrOkj0GBkqDPNGfsc9y7jzUdI0QcrCuFqg4-CGHGTdR7tXMBnUORv49L0kAhvNddIUipNEGCOHfc31lxq4tuv8L1PJEq48Byan2gndkrooCBPqOYkXBW1ZNP6VyZXfbBw/s1600/e892b0d749442c8a8940b67b6bbaf350.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgkDcqn_z-x3zsrOkj0GBkqDPNGfsc9y7jzUdI0QcrCuFqg4-CGHGTdR7tXMBnUORv49L0kAhvNddIUipNEGCOHfc31lxq4tuv8L1PJEq48Byan2gndkrooCBPqOYkXBW1ZNP6VyZXfbBw/s1600/e892b0d749442c8a8940b67b6bbaf350.jpg" width="212" /></a></div>
<div class="ERSIngredientsHeader ERSHeading">
</div>
<div class="ERSIngredientsHeader ERSHeading">
</div>
<div class="ERSIngredientsHeader ERSHeading">
Ingredients</div>
<ul>
<li class="ingredient" itemprop="ingredients">½ cup butter, softened</li>
<li class="ingredient" itemprop="ingredients">1½ cups powdered sugar</li>
<li class="ingredient" itemprop="ingredients">½ tsp pure vanilla extract</li>
<li class="ingredient" itemprop="ingredients">1½-2 tsp heavy whipping cream</li>
</ul>
<div class="ERSInstructionsHeader ERSHeading">
Instructions</div>
<ol>
<li class="instruction" itemprop="recipeInstructions">Using
a mixer with a whisk, combine butter and sugar on low speed until
smooth. Follow by 2 minutes on medium speed until light and fluffy.</li>
<li class="instruction" itemprop="recipeInstructions">Add vanilla and stir until smooth. Add a little bit of cream at a time until desired spreading consistency is reached. Enjoy!</li>
</ol>
Dr cookhttp://www.blogger.com/profile/05812850702681437956noreply@blogger.com0tag:blogger.com,1999:blog-404704491696932247.post-39442227670049881712014-09-14T04:25:00.000-07:002014-09-14T04:25:15.153-07:00 Maharani Cupcakes recipe<h3>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCQfSmUt3H1b0ONeGeJjQ5RZM_nmK7X88TpgIAmN3-8qzJveB2tMOUQWQ_t1wzob-QQlsR7GHLZ_WSs3TpIe2cxVLAPYhJ4zxnkwf-kE-jeuVVaVUHgfRco61GjqMzhrRxNwVSNWe_N2Q/s1600/264672.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgCQfSmUt3H1b0ONeGeJjQ5RZM_nmK7X88TpgIAmN3-8qzJveB2tMOUQWQ_t1wzob-QQlsR7GHLZ_WSs3TpIe2cxVLAPYhJ4zxnkwf-kE-jeuVVaVUHgfRco61GjqMzhrRxNwVSNWe_N2Q/s1600/264672.jpg" /></a></div>
</h3>
<h3>
Ingredients </h3>
<div class="servings">
<span class="emph-text">Original recipe makes <span id="lblYield" itemprop="recipeYield">2 dozen cupcakes</span></span>
Change Servings
</div>
<ul class="ingredient-wrap">
<li data-grams="0" data-ingredientid="0" data-role="recipe-ingredient" id="liIngredient">
<label>
<div class="fl-ing" itemprop="ingredients">
<span class="ingred-heading" id="lblIngName">Sweet Basil Cream:</span>
</div>
</label>
</li>
<li data-grams="357" data-ingredientid="16258" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol1$ctl02$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">1 1/2 cups</span>
<span class="ingredient-name" id="lblIngName">heavy whipping cream</span>
<label>
</label>
</li>
<li data-grams="84" data-ingredientid="16159" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol1$ctl03$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">1 bunch</span>
<span class="ingredient-name" id="lblIngName">fresh basil, washed and dried</span>
<label>
</label>
</li>
<li data-grams="0" data-ingredientid="0" data-role="recipe-ingredient" id="liIngredient">
<label>
<div class="fl-ing" itemprop="ingredients">
<span class="ingredient-name" id="lblIngName"> </span>
</div>
</label>
</li>
<li data-grams="0" data-ingredientid="0" data-role="recipe-ingredient" id="liIngredient">
<label>
<div class="fl-ing" itemprop="ingredients">
<span class="ingred-heading" id="lblIngName">Sweet Curry Lemon Curd:</span>
</div>
</label>
</li>
<li data-grams="200" data-ingredientid="1526" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol1$ctl06$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">1 cup</span>
<span class="ingredient-name" id="lblIngName">white sugar</span>
<label>
</label>
</li>
<li data-grams="88" data-ingredientid="16317" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol1$ctl07$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">2</span>
<span class="ingredient-name" id="lblIngName">eggs, lightly beaten</span>
<label>
</label>
</li>
<li data-grams="12.6" data-ingredientid="16391" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol1$ctl08$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">2 tablespoons</span>
<span class="ingredient-name" id="lblIngName">mild curry powder</span>
<label>
</label>
</li>
<li data-grams="183" data-ingredientid="5107" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol1$ctl09$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">3/4 cup</span>
<span class="ingredient-name" id="lblIngName">fresh lemon juice</span>
<label>
</label>
</li>
<li data-grams="9" data-ingredientid="5110" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol1$ctl10$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">3</span>
<span class="ingredient-name" id="lblIngName">lemons, zested</span>
<label>
</label>
</li>
<li data-grams="56.75" data-ingredientid="16339" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol1$ctl11$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">1/4 cup</span>
<span class="ingredient-name" id="lblIngName">unsalted butter, melted</span>
<label>
</label>
</li>
<li data-grams="0" data-ingredientid="0" data-role="recipe-ingredient" id="liIngredient">
<label>
<div class="fl-ing" itemprop="ingredients">
<span class="ingredient-name" id="lblIngName"> </span>
</div>
</label>
</li>
</ul>
<ul class="ingredient-wrap secondColumn">
<li data-grams="0" data-ingredientid="0" data-role="recipe-ingredient" id="liIngredient">
<label>
<div class="fl-ing" itemprop="ingredients">
<span class="ingred-heading" id="lblIngName">Coconut Cupcakes:</span>
</div>
</label>
</li>
<li data-grams="511" data-ingredientid="2150" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol2$ctl02$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">1 (18.25 ounce) package</span>
<span class="ingredient-name" id="lblIngName">white cake mix</span>
<label>
</label>
</li>
<li data-grams="74" data-ingredientid="3789" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol2$ctl03$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">1 cup</span>
<span class="ingredient-name" id="lblIngName">sweetened flaked coconut</span>
<label>
</label>
</li>
<li data-grams="296.25" data-ingredientid="2496" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol2$ctl04$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">1 1/4 cups</span>
<span class="ingredient-name" id="lblIngName">water</span>
<label>
</label>
</li>
<li data-grams="132" data-ingredientid="16317" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol2$ctl05$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">3</span>
<span class="ingredient-name" id="lblIngName">eggs</span>
<label>
</label>
</li>
<li data-grams="72.66666" data-ingredientid="6305" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol2$ctl06$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">1/3 cup</span>
<span class="ingredient-name" id="lblIngName">vegetable oil</span>
<label>
</label>
</li>
<li data-grams="26" data-ingredientid="20217" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol2$ctl07$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">2 tablespoons</span>
<span class="ingredient-name" id="lblIngName">coconut extract</span>
<label>
</label>
</li>
<li data-grams="0" data-ingredientid="0" data-role="recipe-ingredient" id="liIngredient">
<label>
<div class="fl-ing" itemprop="ingredients">
<span class="ingredient-name" id="lblIngName"> </span>
</div>
</label>
</li>
<li data-grams="752.4" data-ingredientid="1527" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol2$ctl09$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">6 cups</span>
<span class="ingredient-name" id="lblIngName">confectioners' sugar, divided</span>
<label>
</label>
</li>
<li data-grams="112" data-ingredientid="16223" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol2$ctl10$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">1/2 (8 ounce) package</span>
<span class="ingredient-name" id="lblIngName">cream cheese, room temperature</span>
<label>
</label>
</li>
<li data-grams="0" data-ingredientid="0" data-role="recipe-ingredient" id="liIngredient">
<label>
<div class="fl-ing" itemprop="ingredients">
<span class="ingredient-name" id="lblIngName"> </span>
</div>
</label>
</li>
<li data-grams="13.4" data-ingredientid="20819" data-role="recipe-ingredient" id="liIngredient"><label><span class="checkbox-formatted"><input id="cbxIngredient" name="ctl00$CenterColumnPlaceHolder$recipeTest$recipe$ingredients$rptIngredientsCol2$ctl12$cbxIngredient" type="checkbox" /></span>
</label><span class="ingredient-amount" id="lblIngAmount">1 tablespoon</span>
<span class="ingredient-name" id="lblIngName">silver dragees decorating candy</span></li>
</ul>
<span class="ingredient-name" id="lblIngName"><img alt="" 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" /> </span>
<label>
</label>Dr cookhttp://www.blogger.com/profile/05812850702681437956noreply@blogger.com0tag:blogger.com,1999:blog-404704491696932247.post-12600885316506537352014-09-13T06:15:00.004-07:002014-09-13T06:15:32.007-07:00 Karl Lagerfeld's ice cream cone high-heel recipe<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcLyYOOrQQSZLJWGOgrz_QwwIoFN51cOF8ZZdpyMp4YhxeKXHiT0c4V1MXOqivTKXa4M6yhmF43GPEfdaBLHNK6zpsN6Z_3dYsh746QPp1iqt4tFqWyUZSarS6r99rChK2SgEXDokCoE0/s1600/56461948814801590296dcaf265fb8ef.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcLyYOOrQQSZLJWGOgrz_QwwIoFN51cOF8ZZdpyMp4YhxeKXHiT0c4V1MXOqivTKXa4M6yhmF43GPEfdaBLHNK6zpsN6Z_3dYsh746QPp1iqt4tFqWyUZSarS6r99rChK2SgEXDokCoE0/s1600/56461948814801590296dcaf265fb8ef.jpg" width="228" /></a></div>
<h2>
</h2>
<h2>
<span class="underline">Karl Lagerfeld Shoe Cupcakes</span></h2>
<br /><em>(makes 16 cupcakes)</em><br />
250 grams plain flour<br />2 tablespoons cocoa powder, sifted<br />2 teaspoons baking powder<br />½ teaspoon bicarbonate of soda<br />100 grams unsalted butter, soften at room temperature<br />200 grams caster sugar<br />1 tablespoon red food colouring paste (or powder)<br />2 teaspoons vanilla extract<br />2 large eggs<br />175 ml full cream milk<br />2 tablespoons natural yoghurt<br />1 teaspoon cider vinegar<br />
<span class="underline"><strong>Vanilla Tuile</strong></span><br />135 grams (3/4 cup) caster sugar<br />3 large egg whites<br />90 grams (1/2 cup) butter, melted and cooled to room temperature<br />150 grams (1 cup) all-purpose plain flour<br />1 teaspoon vanilla extract paste<br />
<span class="underline"><strong>Buttercream Icing</strong></span><br />250g butter, soften at room temperature<br />3 cups icing sugar mixture<br />2 tablespoons full cream milk<br />Food colouring paste in different colours<br />
<span class="underline"><strong>For sole and heel</strong></span><br />16 mini ice cream cones<br />100g dark chocolate<br />100g milk chocolate<br />100's & 1000's or other cake decorations<br />
<span class="underline"><strong>Royal</strong><strong> Icing</strong></span><strong>
</strong>1 large egg white<br />½ teaspoon lemon juice<br />1½ cup icing sugar, sifted<br />
<span class="underline">Method</span><br />1. Combine the flour, cocoa, baking powder and bicarbonate of soda in a bowl.<br />
2.
Using a food mixer, cream the butter and sugar on high speed until pale
and light. Add vanilla extract and food colouring beaten well until
well combined.<br />
3. Turn the speed down to medium-low, add the eggs
one at a time and make sure well incorporated before each addiction; add
1/3 of the flour mixture, then 1/3 of the milk, repeat until all flour
and milk are used in the mixture and well combined. Finally add the
yoghurt and vinegar and let it beat for a few seconds and the mixture is
ready.<br />
4. Heat the oven to 170C. Line a 12-hole baking tray with
cupcake cases. Use a dessert spoon, drop one heaped spoonful of mixture
into each case. Transfer the tray to oven and bake for 20-30 minutes or
until a skewer inserted in the centre of the cupcakes and comes out dry.<br />
5. Leave
them to cool in the tray for 5 minutes and then tip them out onto a
wire rack and let them cool completely before icing.<br />
6. To make
the tuile, whisk sugar and egg whites in a large mixing bowl until the
sugar has dissolved. Add melted butter and vanilla extract, whisk to
combine; then add flour 1/3 at a time, stir the mixture until well
combined, smooth and lump free. The mixture should be thick and paste
like. Wrap in cling film and let it chill for at least 1 hour.<br />
7.
Use a 2mm thick cardboard or ice cream tub lid, draw a shape of a thin
and long lightbulb, then cut it out, it will be the stencil for the shoe
sole.<br />
8. Heat the oven to 170C, line a baking tray with baking
paper, place the stencil on top then use a palette knife, spread a thin
layer of the tuile mixture evenly, then lift the stencil off. Repeat to
fill the rest of the space on the tray. Bake in oven for 8 minutes or
until it starts to turn brown on edges but still blonde in centre.
Remove the tray from oven, and carefully lift the tuile up and drape the
wider side of the tuile (which is the ankle) on a wire rack and let the
thinner side to flop down on the kitchen bench. Leave them to cool
completely as it will harden and become brittle and should be in the
shape of an 'S'. Store them in airtight container until ready to be
used.<br />
9. To make buttercream icing, beat butter using a food mixer
on high speed until pale and fluffy. Turn the speed down to low, then
add icing sugar one tablespoon at a time, make sure is well incorporated
at each addition. Add the milk and continue whisking for a few more
seconds then is ready. Depends on the food colouring used, then divide
the buttercream icing evenly, add a tiny bit of food colour paste in
each icing separately and mix well. If you are not using it straight
away, wrap them up tightly with cling film to stop it from drying.<br />
10.
When you are ready to ice the cupcakes, scrape the buttercream icing
into different piping bags with different piping tips as desired. Now
let the fun begins, pipe the buttercream icing however you like on top
of the cupcakes and keep in mind that one side of the cupcakes are the
front of the shoes when considering the design. Then decorate with
sprinkles, couchous and sugar art.<br />
11. To construct the sole and
heel, place chocolate in a bowl and then put in microwave and set for 30
seconds. Take it out give it a stir with a dry clean spoon, then place
it back in for another 30 seconds, repeat until the chocolate is fully
melted, it will take about 3 or 4 times repetitions. Then leave the
chocolate to cool down to room temperature.<br />
12. Dip the top of ice
cream cone into chocolate, shake off any excess then stick it to the
wider bit of a tuile, sprinkle with 100's and 1000's until fully
covered. Set aside and leave it to set. Repeat until all cones are
decorated.<br />
13. To make the royal icing, put egg white and lemon
juice in a mixing bowl and give it a quick whisk. While whisking, add
icing sugar one tablespoon at a time and make sure it well incorporated
after each addition. Similar to the buttercream icing, divide the royal
icing evenly depending on how many different food colouring you are
going to use. Then dab a tiny bit of food colouring paste into each
portion of royal icing separately and give it a good mix thoroughly.
Pour the royal icing into different piping bags (no piping tip needed),
then tie a knot on top to stop it from drying. DO NOT cut the tip until
you are ready to ice the tuiles.<br />
14. Now is time to assemble,
insert the sole and heel part into the side of a cupcake making sure the
base of the cupcake and the tip of the heel are level. And finally, cut
the tip of the piping bag, just big enough to squeeze the icing out,
decorate the sole however you like. Set aside and leave the icing to
set.
Dr cookhttp://www.blogger.com/profile/05812850702681437956noreply@blogger.com0tag:blogger.com,1999:blog-404704491696932247.post-46407199493276151412014-09-13T06:15:00.000-07:002014-09-13T06:15:03.168-07:00 Brownie Batter Chocolate Fudge Cupcakes recipe<div class="separator" style="clear: both; text-align: center;">
<strong><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1pHw58tldVPUtMXR_67T9xobswwLSR-NmRyvB_85XuVlD6eCXElgBm7wKZDbImdVfc1uQHcUhC-IZU26o6MDB-q4K6VlBTXqBljl8LsjgrHxktFtNsKt6K9zAtGkAla5Tdu8eN4w2RVE/s1600/43ef29a216b89e73c381430ee8fc76d8.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1pHw58tldVPUtMXR_67T9xobswwLSR-NmRyvB_85XuVlD6eCXElgBm7wKZDbImdVfc1uQHcUhC-IZU26o6MDB-q4K6VlBTXqBljl8LsjgrHxktFtNsKt6K9zAtGkAla5Tdu8eN4w2RVE/s1600/43ef29a216b89e73c381430ee8fc76d8.jpg" width="213" /></a></strong></div>
<br />
<br />
<br />
<strong>BROWNIE BATTER</strong><br />
1/4 cup butter, melted<br />
1/3 cup fat-free sweetened condensed milk<br />
1/3 cup milk<br />
1 (18.25 oz) box devil’s food cake mix<br />
Combine all ingredients in a large bowl and mix on medium speed for 2
mins until well combined. Using a small scoop (about 1.5 tbsp) drop
batter onto a baking sheet lined with parchment paper and freeze
overnight.<br />
<strong>CUPCAKES</strong><br />
1 (18.25 oz) box devil’s food cake mix<br />
1 (3.9 oz) pkg Jello instant chocolate fudge pudding mix<br />
1 cup sour cream<br />
1 cup vegetable oil<br />
4 eggs, beaten<br />
1/2 cup milk<br />
2 cups mini semi-sweet chocolate chips<br />
Preheat oven to 325 degrees. Spray a muffin tin with cooking spray
and line with cupcake liners. Combine all ingredients except chocolate
chips into a very large bowl and mix on medium speed for 2 mins until
well combined. Stir in chocolate chips. Using a large scoop (about 3
tbsp) drop batter into the cupcake liners, filling about 2/3rds full.
Remove brownie batter from freezer and press into the cupcake batter.
Bake for 22-28 mins. Allow to cool completely before frosting.<br />
<strong>FROSTING</strong><br />
5 sticks butter, softened<br />
8 oz powdered sugar<br />
1.5 cups unsweetened cocoa powder (Hershey’s Special Dark Cocoa)<br />
a pinch of table salt<br />
1.5 cups light corn syrup<br />
2 tsp vanilla extract<br />
16 oz milk chocolate chips<br />
Melt chocolate chips in the microwave, stirring well every 30
seconds. Allow to cool for 5-10 mins. Combine butter, sugar, cocoa and
salt in a food processor and process until smooth, about 30 seconds.
Scrape the bowl as needed. Add the corn syrup and vanilla and process
until just combined, about 5-10 seconds. Scrape the bowl again, then add
the melted chocolate and pulse until smooth and creamy, about 10-15
seconds. You can use a mixer for this too, if you don’t have a food
processor, just don’t whip the butter too much! :) Adapted from Cook’s
Illustrated.<br />
<strong>Makes & frosts 36 cupcakes. </strong>Dr cookhttp://www.blogger.com/profile/05812850702681437956noreply@blogger.com0tag:blogger.com,1999:blog-404704491696932247.post-5356475831158574682014-09-13T06:14:00.001-07:002014-09-13T06:14:12.412-07:00 Butter Beer Cupcakes recipe<div class="separator" style="clear: both; text-align: center;">
<b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSPegln1B0fEHKzti45fQFW7mdscr3XMqp-v0n6B_2eF_tLTNxPL_n4sU7T10UkrZcASsaC96C-DU4MbSO-SQpkVuuOisPpiRe-WTwnBp6tm_c0JKfQtVQnGiwVWOKlu0U3_AutOV0OBk/s1600/f87d5fb26b29a4ddd383cb3cc311723f.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSPegln1B0fEHKzti45fQFW7mdscr3XMqp-v0n6B_2eF_tLTNxPL_n4sU7T10UkrZcASsaC96C-DU4MbSO-SQpkVuuOisPpiRe-WTwnBp6tm_c0JKfQtVQnGiwVWOKlu0U3_AutOV0OBk/s1600/f87d5fb26b29a4ddd383cb3cc311723f.jpg" /></a></b></div>
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<br />
<b>For the cupcakes:</b><br />
<span style="color: white;">.</span><br />
2 cups flour<br />
1 1/2 teaspoon baking powder<br />
1/2 teaspoon baking soda<br />
1/4 teaspoon salt<br />
1/2 cup (1 stick) unsalted butter, softened<br />
1/2 cup granulated sugar<br />
1/2 cup dark brown sugar, packed<br />
3 large eggs<br />
1 1/2 teaspoon vanilla<br />
1 teaspoon butter flavoring<br />
1/2 cup buttermilk<br />
1/2 cup cream soda<br />
<span style="color: white;">.</span><br />
<b>For the ganache:<br />
</b><span style="color: white;">.</span><br />
1 11-oz. package butterscotch chips<br />
1 cup heavy cream<br />
<span style="color: white;">.</span><br />
<b>For the buttercream frosting:<br />
</b><span style="color: white;">.</span><br />
1/2 cup (1 stick) unsalted butter, softened<br />
1/3 cup butterscotch ganache<br />
1 teaspoon vanilla<br />
1 teaspoon butter flavoring<br />
1/8 teaspoon salt<br />
1 16-oz. package powdered sugar<br />
Splash of milk or cream (as needed)<br />
<br />
To the cupcakes: Pre heat a stove on 350 degrees and also brand cupcake
pans by way of paper boats. Merge your glucose, frying cola, cooking
powder, and sodium within a dish so setaside. Within an large meal,
lotion your butter unless light and fluffy. Integrate your new desserts
so song until well-combined. Song on your own caviar, one at a interval,
combining very well as soon as every accent. So therefore beat in your
vanilla and also butter flavor.. <br />
Different introducing one's buttermilk, cream soda, and dried components
with amounts before each one is nicely involved. Insert each cupcake
boat 3/4 complete, then cook with 15 onto 17 instances until your tester
inserted to the middle arrives fresh and weaknesses pastry leaps back
to touch. Neat completely with cable cabinets.. <br />
With butterscotch filling: Within a double-boiler (heat-proof bowl on
the cup during simmering steam on the stove), combine butterscotch fries
so hefty treatment and also wake unless completely combined and smooth.
Cold to room-temperature. Fill that the contract bottle with ganache so
fill into the middle of each and every cupcake, pressing until filling
will begin onto overflow.. <br />
With butter-cream frosting: Product butter within a huge plate unless
cozy. Include ganache, vanilla, butter seasoning, and weaknesses sodium
and combination before nicely joint. Beat in powdered frosting 1 pot in a
moment till hitting required regularity. Add dairy products or product
by the Tbsp as-needed. Frost desserts and weaknesses prime with a snow
over butterscotch ganache.
Dr cookhttp://www.blogger.com/profile/05812850702681437956noreply@blogger.com0tag:blogger.com,1999:blog-404704491696932247.post-69123261624088399802014-09-13T06:13:00.002-07:002014-09-13T06:13:40.287-07:00 Surprise Pinata Cupcakes recipe<div class="separator" style="clear: both; text-align: center;">
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<img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXMlcE-JZee1x8KawgictGPTH_9oyB2_m0_fimm4ByqkqCns-217-S3sd-p39xU8-PWFBnLIwHWZ5O3z6huh6Xf_LgdlZBZvw7kfu4CVRN7ab-4tf5-PLL1VT0-W3Gs0F-OxdFgWZDolM/s1600/a9eee5172da82d11edaad8662232ff9e.jpg" width="320" /> </div>
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<strong>Ingredients you’ll need for this tutorial are:</strong>
<br />
Knife (serrated)<br />
Circle cutter (2cm / 3/4″)<br />
Knife (butter)<br />
Star piping tip<br />
Piping bag<br />
Cupcake to frost<br />
Mini m&m’s<br />
Sprinkles<br />
Jaffas (or crispy / peanut m&m’s)<br />
Ice cream wafter or easy to cut cookie<br />
<br />
<strong>Step 1</strong><br />
Take your baked, cooled cupcakes and your circle cutter. Gently core
out a small circle from the centre of your cake, being careful to keep
the cored section in tact.<br />
<em><strong>Tip:</strong> Twisting the cutter as you cut the core helps to release it cleanly</em><br />
<strong>Step 2</strong><br />
Firmly pack the centre of your cupcake with mini m&ms or any
other small candy (nerds, rainbow chips, choc rocks etc). The smaller
the candy, the better your piñata spill effect will be<br />
<strong>Step 3</strong><br />
Take your ‘core’ and cut the very top off – place the top back onto
the candy packed core of your cupcake and press down to seal the candy
in<br />
<strong>Step 4</strong><br />
Decorate as normal! I used a simple star piping tip to create a
beautiful Sundae Style swirl, then added sprinkles, a red candy and a
cut ice cream wafer to give mine a classic and simple cupcake decoration
which doesn’t give away the secret candy stash, hidden beneath the
surface</div>
Dr cookhttp://www.blogger.com/profile/05812850702681437956noreply@blogger.com0tag:blogger.com,1999:blog-404704491696932247.post-82602485573775947302014-09-13T06:12:00.002-07:002014-09-13T06:12:29.579-07:00 Homemade Chocolate Cupcake Recipe<div class="separator" style="clear: both; text-align: center;">
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<ul>
<li>3 eggs</li>
<li>3/4 cup butter</li>
<li>2 cups all purpose flour</li>
<li>3/4 cup unsweetened cocoa powder</li>
<li>1 Tablespoon vanilla extract</li>
<li>2 cups sugar</li>
<li>1 1/2 cups milk</li>
<li>1 teaspoon baking soda</li>
<li>3/4 teaspoon baking powder</li>
<li>1/2 teaspoon salt</li>
</ul>
<ol>
<li>Soften the butter at room temperature, while taking the eggs out
to also warm to room temperature, approximately 20 minutes. Grease the
cupcake pans, and if desired, line them with cupcake wrappers and set
aside. Meanwhile, stir together the flour, cocoa powder, baking powder,
baking soda, and salt in a mixing bowl, then set aside.</li>
<br />
<li>Preheat oven to 350° F. Beat the butter in a mixer on medium speed
for 30 seconds. Add the eggs, then add the sugar gradually until fully
combined. Scrape the sides and beat again until combined. Beat in the
vanilla, adding the milk and flour on low speed. Beat on a higher speed
for one minute, or until well combined and smooth.</li>
<br />
<li>Pour the batter into cupcake pan, filling each indention no more than 3/4 full.</li>
<br />
<li>Bake for 20 minutes, or until a toothpick comes out clean when
inserted into the center of a cupcake. Cool for at least 15 minutes,
then remove the cupcakes. Frost immediately. </li>
</ol>
</div>
Dr cookhttp://www.blogger.com/profile/05812850702681437956noreply@blogger.com0