tag:blogger.com,1999:blog-87976805713296733602024-03-04T23:17:39.636-05:00osCurve ReposteroVariedad de postres, flanes, galleteria, tartas,panecillos, biscocheria, masa para pizza; curso de panaderia y pasteleria. !!Welcome!!jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.comBlogger553125tag:blogger.com,1999:blog-8797680571329673360.post-46551904316243030592022-01-05T12:02:00.005-05:002022-01-05T12:02:54.153-05:00 Pizza Pollo Barbacoa<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/a/AVvXsEjRXzkEw4nUGxlqTXneXa5VTwbVeg7I3o6ekEVbhW1-c_hcSdQFaf6OZNDnAkbHfCu6JZ9cuk2YQnbLupZ7Xs-ligoyDVj5IdiAs0oZ2L5tTxt8noHMY0ej4aRXTokM3gTkeI1AEi4MtYK9SQa-BlbJAmPP6OXf7XXZVJaIOk48JkbNcQBFTqew2e8VPw=s318" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="159" data-original-width="318" height="211" src="https://blogger.googleusercontent.com/img/a/AVvXsEjRXzkEw4nUGxlqTXneXa5VTwbVeg7I3o6ekEVbhW1-c_hcSdQFaf6OZNDnAkbHfCu6JZ9cuk2YQnbLupZ7Xs-ligoyDVj5IdiAs0oZ2L5tTxt8noHMY0ej4aRXTokM3gTkeI1AEi4MtYK9SQa-BlbJAmPP6OXf7XXZVJaIOk48JkbNcQBFTqew2e8VPw=w372-h211" width="372" /></a></div><br /><p><br /></p><p><br /></p><p>Pizza Pollo Barbacoa</p><p>1 base para pizza</p><p>6 onzas de pechuga de pollo deshuesada y sin piel</p><p>2 cdtas de aceite de oliva</p><p>¼ T de salsa barbacoa</p><p>½ cebolla morada mediana, finamente rebanada</p><p>½ pimiento verde en cubos</p><p>½ T de queso rallado Monterrey Jack</p><p>¼ T hojas de cilantro fresco</p><p>■ Preparar la base de la pizza.</p><p>Precalentar el horno a 500F. Rebanar el pollo en tiras de 0,6 cm - ¼ pulg. de grueso. Hervir 4 tazas de agua en una cacerola grande a fuego alto. Incorporar el pollo; cubrir y retirar del fuego. Deje reposar 3 a 4 minutos o hasta que el pollo no se vea rosado en el centro.</p><p>Escurrir y reservar. Pintar aceite de manera pareja sobre la base preparada.</p><p>Untar salsa barbacoa sobre la base dejando un borde de 2,5 cm (1 pulg).</p><p>Disponer las cebollas sobre la salsa.</p><p>Cubrir con el pollo, los pimientos y el queso. Hornear 10 minutos o hasta que la base esté dorada intenso. Espolvorear con cilantro y cortar en triángulos.</p><p><br /></p><p>Fuente: <span style="font-size: xx-small;">Miles de Ebook en WWW.TUTOMUNDI.ORG</span></p>jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-13578010874244679152021-04-15T14:18:00.001-05:002021-04-15T14:18:32.082-05:00MASA PARA TARTALETAS Y PIE<p> </p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggVgZirao4v9ySN4sJve3D67Zj5VaArIZIX5kOA1hpA3aHk2OPGfsA-YcRFXjdoMlEZDJAnzM4ZaNOwJE6RNDr-a9ih5L9aq8cPw44JgAp2QfWNn95Wo3cr_tJ-m_aLm5GzuQ5qTxPn-XP/s259/descarga+%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="194" data-original-width="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggVgZirao4v9ySN4sJve3D67Zj5VaArIZIX5kOA1hpA3aHk2OPGfsA-YcRFXjdoMlEZDJAnzM4ZaNOwJE6RNDr-a9ih5L9aq8cPw44JgAp2QfWNn95Wo3cr_tJ-m_aLm5GzuQ5qTxPn-XP/s0/descarga+%25281%2529.jpg" /></a></div><br /><p><br /></p><p>MASA PARA TARTALETAS Y PIE</p><p>Esta masa recibe el nombre de masa quebrada o brisa, y su formula es 1-2-3.</p><p>Tan simple que no permite equivocación, esto es una parte de azúcar, dos partes de margarina o materia grasa y tres partes de harina.</p><p>Cuanto mayor es la cantidad de materia grasa en relación con la harina, tanto más quebradiza resulta la masa. Los huevos o el líquido no son necesarios, se pueden añadir pero sólo sirven para ligar la masa y elaborarla con más facilidad, la masa quebrada no lleva nunca levadura, sólo polvos de hornear.</p><p>Masa Murbett</p><p>Azúcar 100 gramos</p><p>Margarina 200 gramos</p><p>Harina 300 gramos</p><p>Preparación:</p><p>• mezclar todos los ingredientes y amasar con los dedos hasta formar una masa lisa, lo más rápidamente posible ya que de lo contrario la masa puede desmoronarse</p><p>• formar una bola con la masa, envolverla en plástico, papel aluminio o papel mantequilla y darle reposo de 1 – 2 horas en refrigerador</p><p>• estirar la masa con el uslero hasta lograr espesor deseado</p><p>• forrar los moldes con la masa</p><p>• hornear a 200ºC por alrededor de 12 minutos</p><p>• la masa quebrada recién hecha se rompe con mucha facilidad, por esta razón hay que dejar siempre que se enfríe unos minutos antes de sacarla de los moldes</p><p>• para que la masa no se englobe en el horno, hay que pincharla varias veces en el centro o poner garbanzos sobre la masa, una vez cocida, se retiran.</p><p>Masa 1-2-3</p><p>Azúcar 100 grs</p><p>Margarina 200 grs</p><p>Harina 250 grs</p><p>Maicena 50 grs</p><p>Yema de huevo 1 unidad</p><p>Esencia de vainilla C/s</p><p>Masa quebrada salada (pâte brisée)</p><p>Harina 250 grs</p><p>Mantequilla 125 grs</p><p>Huevos 1 unidad</p><p>Pizca de sal</p><p>Agua 1-2 cucharadas</p><p>• mismo procedimiento anterior</p><p>• cuando las tartas llevan una tapa se recorta un agujero en el centro para que pueda salir el vapor que se produce durante la cocción, o bien se pincha la tapa varias veces con un tenedor</p><p>* pintar la superficie con huevo o dora.</p><p>Mantecados</p><p>Harina Un kilo</p><p>Azúcar flor 250 gramos</p><p>Manteca 500 gramos</p><p>Polvos hornear 1 cucharadita</p><p>Huevos 1-2 unidades</p><p>Preparación:</p><p>- mezclar todos los ingredientes secos</p><p>- agregar la manteca y huevos y mezclar hasta obtener una masa homogénea</p><p>- dar reposo en refrigerador</p><p>- estirar la masa con uslero a espesor de 1 cm y cortar los mantecados</p><p>- hornear a 180 ºC por 15 minutos aprox.</p><p>- Una vez fríos, espolvorear con azúcar flor.</p><p>Fuente: <span style="font-size: xx-small;">Curso de panaderia y pasteleria</span></p><p><span style="font-size: xx-small;">José Velásquez recopilación e</span></p>jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-10890360713824576162021-03-04T15:01:00.000-05:002021-03-04T15:01:11.279-05:00 Crêpes suzette<p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9shjERcQMA9Hykrj3TlXSJpd8hwkemBqWj6QlSIklF30HtevBTtWbB6MF50V0osAfbtkwLWjhOzZhc_ynnUreUC4woMb_isgnlByCv9vi45I0aeV_0nYCfSWOZHM4Qh14kA1uPF7mAoG2/s300/descarga+%252817%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="168" data-original-width="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9shjERcQMA9Hykrj3TlXSJpd8hwkemBqWj6QlSIklF30HtevBTtWbB6MF50V0osAfbtkwLWjhOzZhc_ynnUreUC4woMb_isgnlByCv9vi45I0aeV_0nYCfSWOZHM4Qh14kA1uPF7mAoG2/s0/descarga+%252817%2529.jpg" /></a></div> <p></p><p>Crêpes suzette</p><p>Igual a la receta 1 y agregar 100 cc de Grand Marnier y unas gotas de vainilla o bien 80 cc de curaçao.</p><p>Relleno para 50 crêpes suzette de 15 a 16 cm de diámetro. Preparar una mezcla cremosa :</p><p>Mantequilla a pomada 100 gramos</p><p>Azúcar flor 100 gramos</p><p>Cáscaras de naranja rallada 2 unidades</p><p>Cáscara de limón rallada 1 unidad</p><p>Licor Grand Marnier 50 cc</p><p>Vainilla Opcional unas gotas</p><p>O bien</p><p>Mantequilla a pomada 100 gramos</p><p>Azúcar flor 100 gramos</p><p>Cáscaras de mandarina 2 unidades</p><p>Zumo de mandarina De dos unidades</p><p>Curaçao 50 cc</p><p>Preparación previa</p><p>cernir la harina</p><p>templar el líquido si hace falta</p><p>pesar la mantequilla y ponerla en una cacerola, preparada para derretir</p><p>medir el aceite</p><p>cascar los huevos</p><p>preparar el sabor</p><p>Preparación de la masa cernir juntos la harina , la sal y azúcar batir los huevos e incorporar la harina agregar batiendo la leche, el aceite y la mantequilla, colar calentar la crepera a fuego mediano y untar la base con mantequilla o aceite, cuando esté caliente, retirar la sartén del fuego y echar media taza del preparado (o cantidad suficiente) inclinar la sartén para distribuir la masa de modo uniforme poner nuevamente la sartén al fuego y cocinar la crepé durante 1 minuto aprox.</p><p>Aflojar el borde con una espátula cuando la crepé se separe de la sartén con facilidad, dar vuelta y cocinar durante unos 30 segundos del otro lado.</p><p>Sugerencias usar una sartén antiadherente de 15 - 18 cm de diámetro solo para crêpes. No lavarla solo limpiarla con toallas de papel. mientras se cocinan las crêpes, tener la masa lista en un recipiente con un batidor a mano para revolver, ya que la harina tiende a sentarse en el fondo y es necesario revolver la masa antes de hacer cada crepé. También hay que tener un cucharón pequeño a mano y un plato donde apilar las crêpes terminadas</p><p>no asustarse si las primeras piezas se pegan, a veces se necesita hacer unas cuantas para que la sartén se sature de mantequilla o aceite para impedir que las crêpes se peguen a la sartén, asegúrese de que la sartén esté bien curada y de que la masa esté bien mezclada de modo que la harina no se asiente dar vuelta la crepé de la sartén al plato con el lado bueno hacia abajo. para flamear las crêpes suzettes , una vez puesto el relleno, se calientan a temperatura fuerte y se doran dándoles vuelta varias veces en la sartén muy caliente y ligeramente untada en mantequilla, flamear con un licor caliente.</p><p>Fuente: <span style="font-size: xx-small;"> José Velásquez recopilación e</span></p><p><br /></p>jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-46681827749189711692021-02-18T15:39:00.002-05:002021-02-18T15:39:31.107-05:00Pizza Encebollada<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7O7jPbGGjgbNJotpsxEeO5jnaj1VfmpC4HpvyADcw6R5z2tvOday5eHpE_S5nCNWZl3oMXgktzO7jVVtgPU3S-F4xeVNMaRaoFQe6e5gC8o6THZsvlP9R9E_axEFg_ssjudBKlRhykwTS/s300/descarga+pizza.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="168" data-original-width="300" height="179" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi7O7jPbGGjgbNJotpsxEeO5jnaj1VfmpC4HpvyADcw6R5z2tvOday5eHpE_S5nCNWZl3oMXgktzO7jVVtgPU3S-F4xeVNMaRaoFQe6e5gC8o6THZsvlP9R9E_axEFg_ssjudBKlRhykwTS/w320-h179/descarga+pizza.jpg" width="320" /></a></div><br /><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p>Pizza Encebollada</p><p>(“Zwibbelsploatz”)</p><p>500 gramos de harina de cebada</p><p>1 cdta de sal</p><p>1,05 T de agua tibia</p><p>¼ levadura fresca</p><p>Cubierta para la pizza encebollada:</p><p>7,14 onzas de tocineta</p><p>1000 gramos de cebolla</p><p>2 cdas de crema agria</p><p>2 huevos</p><p>Sal</p><p>Migajas de pan y semillas de alcaravea al gusto</p><p>Cubierta o “toppings”:</p><p>1000 gramos de cebolla</p><p>200 gramos de tocineta</p><p>2 cdas de aceite</p><p>Sal y pimienta</p><p>Para la masa de pan: Usar masa comprada o hacer una masa tradicional; de 500 a 750 gramos de masa para pan comprada en el supermercado)</p><p>Para masa hecha en casa: Mezclar todos los ingredientes; dejar subir y extender sobre una bandeja engrasada.</p><p>Sobre esta masa, adornar con las diferentes cubiertas.</p><p>Pizza Encebollada:</p><p>Cortar la tocineta en cubos. Cortar las cebollas y llevarlas a una cacerola pesada. Saltear hasta que estén cocidas.</p><p>Retirar de la hornilla y agregar otros ingredientes. No debe quedar una mezcla muy líquida; de ser necesario agregar migajas de pan para espesar.</p><p>Poner la cubierta de cebollas de manera pareja sobre la masa extendida. Hornear a 500F durante 40-50 minutos en el horno o hasta que dore.</p><p><br /></p><p>Fuente: <span style="font-size: xx-small;">http://www.bookends.com.ve</span> ■</p>jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-46782211703977656272020-10-15T16:00:00.004-05:002020-10-15T16:04:19.304-05:00MASA DE CRÊPES<p></p><div class="separator" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: center;"><img border="0" data-original-height="194" data-original-width="259" height="227" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikSz1zWx7L9Dr5d5_RFlcp-bq536ZhW-zPwZsDVO-pk8yNtrbkQIjNtMGe14SZr0iarpvuKC_tUnC8mIPqKJtUCdepodpYfoEEhwWB3WCh0xvrcxvnStTTVd1I-xMIaoHzo9RTYm0NkjYA/w303-h227/MASA+DE+CR%25C3%258APES.jpg" width="303" /></div><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p><p><br /></p> <br /><p></p><p>MASA DE CRÊPES</p><p>Esta masa al parecer tiene su origen en la fiesta de la Candelaria, en que las amas de casa preparaban una pasta de harina y agua que se mejoró con el transcurso de los años y se convirtió en una tradición de la Candelaria.</p><p>En lo que se refiere a los famosos Crêpes Suzette, nacieron en honor a la esposa de Eduardo VII.</p><p>Utilización:</p><p>Crêpes de pasta dulce: natural, con azúcar, rellenas con mermelada, crema pastelera, crêpes suzettes, crêpes con fruta.</p><p>Crêpes de pasta salada: Crêpes rellenos de carne, verduras, huevos; crêpes de queso, de champiñón, de salchichas, de jamón, de marisco, etc.</p><p>Recetas</p><p>Leche templada Un litro</p><p>Harina cernida 400 gramos</p><p>Sal 5 gramos</p><p>Azúcar flor 100 gramos</p><p>Aceite 100 cc</p><p>Huevos 6 unidades</p><p>Ron 100 cc</p><p>Mantequilla derretida 50 gramos</p><p>-------------------------------------------------------------------------</p><p>Receta 2 se puede usar para preparaciones saladas</p><p>Leche templada 500 cc</p><p>Cerveza 500 cc</p><p>Harina cernida 450 gramos</p><p>Sal 5 gramos</p><p>Azúcar 20 gramos</p><p>Aceite 100 cc</p><p>Huevos 6 unidades</p><p>Sabor - A elección</p><p>Fuente: <span style="font-size: x-small;">José Velásquez recopilación e</span></p>jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-71783787373573228742020-09-01T14:52:00.000-05:002020-09-01T14:52:21.520-05:00PASTA CHOUX<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Receta de Petit choux o profiteroles (pasta choux) - Bruno Oteiza" height="224" src="data:image/jpeg;base64,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" width="400" /><br />
PASTA CHOUX<br />
En su origen, esta masa se preparaba con papas cocidas en agua y se le incorporaban huevos, se aplastaban como para hacer croquetas y se obtenían bolas más o menos regulares que parecían coles (choux) al cocerlas en el horno. Esta masa de papas y huevos ha sido sustituida por una salsa blanca o engrudo a la que se incorporan huevos y fue perfeccionada por allá por el año 1760 por un pastelero de nombre Avice.<br />
Se trata de una masa de base con la que se pueden preparar diferentes pasteles, por lo general rellenos de cremas diversas y luego glaseados con almíbar, azúcar flor, fondant o cobertura de chocolate.<br />
Recetas<br />
Ingredientes<br />
Receta 1 Receta 2 Variante<br />
Agua 1 litro agua o leche<br />
Sal 15 gramos<br />
Azúcar 15 gramos<br />
Materia grasa 450 gramos<br />
Harina 600 gramos<br />
Huevos 18 a 20 unidades<br />
Leche 1 litro<br />
Preparación<br />
- en una ollita hervir el agua junto con la sal, azúcar (opcional), y la materia grasa cortada en trocitos para facilitar que se derrita antes que el agua llegue a ebullición, lo que evitará perder demasiado tiempo y evitará también el que se evapore el agua cuando llegue a ebullición<br />
- se retira la ollita del fuego y se agrega de golpe la harina, se revuelve para integrar todo y que no queden grumos<br />
- se vuelve a poner al fuego para secar, removiendo en forma enérgica hasta que la pasta no se pegue en el fondo ni en los lados<br />
- la pasta se puede trasvasar a un bol para integrar los huevos, para evitar que los huevos se quemen al tocar los bordes muy calientes, los huevos se pueden incorporar de uno en uno o 1/3 de la receta la primera vez; cuando la totalidad de ellos haya sido absorbida por la masa, se incorporan los restantes de uno en uno, esto hasta la obtención de la consistencia deseada, que será más o menos firme,<br />
según para lo que sea destinada.<br />
- La pasta se pondrá sobre una lata ligeramente engrasada o sobre papel mantequilla, para esto se utilizará la manga pastelera, por lo general con boquilla nº 12 para los éclairs ( se trabaja con la manga inclinada); y, para las piezas pequeñas, manga con boquilla del nº 7 (se usa la manga en posición recta)<br />
- La cocción: las piezas individuales se meten en horno caliente (250º) y dejar luego que la temperatura descienda hasta 220º; las piezas pequeñas pueden cocerse desde 250º a 230º. La masa choux está cocida cuando se encuentra lo bastante firme como para no derrumbarse, tiene un color dorado en toda su superficie y ligeramente más claro en los costados. En el momento de salir del horno, las piezas deben trasladarse a una rejilla ya que si se dejan en la lata del horno se forman condensaciones de vapor y se reblandecen las piezas.<br />
<br />
Fuente: <span style="font-size: xx-small;">José Velásquez recopilación e</span><br />
<br /></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-64852186915872078072020-08-17T14:08:00.001-05:002020-08-17T14:08:40.338-05:00Pizza Ciudad de los Vientos<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Muy pronto Festival de la Pizza en Montería - Laguiademonteria" height="266" src="data:image/jpeg;base64,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" width="400" /><br />
<br />
<br />
Pizza Ciudad de los Vientos<br />
1 ½ Paq de cachitos refrigerados<br />
8 onzas de queso crema ablandado<br />
¼ T de parmesano fresco rallado<br />
1 diente de ajo pequeño, machacado<br />
2 tomates de perita finamente rebanados<br />
¼ T de pimiento verde picado<br />
2 onzas de salchichón duro finamente rebanado<br />
1 cda de albahaca fresca tijereteada<br />
■ Precalentar el horno a 350 grados.<br />
Extender la masa y dividir en triángulos.<br />
Extender o aplanar los cachitos sobre la superficie de una bandeja rectangular o redonda para pizzas o sobre una bandeja para galletas. Hornear a 350 grados 12-15 minutos o hasta que dore. Enfriar<br />
completamente. Mezclar el queso crema, ajo y 1 cda de parmesano. Untar de forma pareja sobre la base. Cubrir con rodajas de tomate, pimiento verde picado, cebolletas y salami.<br />
<br />
Fuente: <span style="font-size: xx-small;">Miles de Ebook en WWW.TUTOMUNDI.ORG</span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-49649788372539450002020-07-16T14:06:00.000-05:002020-07-16T14:06:08.414-05:00Canelazo<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Canelazo – unacolombianaencalifornia.com" height="266" 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" width="400" /><br />
<br />
Canelazo<br />
1 jarra de agua hirviendo<br />
1 unidad de jugo de limón y su cáscara<br />
1 cucharada de clavos de olor (entero)<br />
1 cucharada de canela en astillas<br />
1 ½ onzas de ron (opcional)<br />
1 ½ onzas de brandy (opcional)<br />
1 ½ onzas de ginebra (opcional)<br />
Poner todos los ingredientes en la jarra de agua caliente hasta obtener<br />
la infusión y servir en un pocillo.<br />
<br />
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El canelazo es una bebida caliente hecha con agua de panela, canela y aguardiente. Se toma en jarritos de barro o copas gruesas de vidrio escarchadas en el borde con azúcar. En ciertas tertulias se sirve para dar la bienvenida a los asistentes. Además ha dado título a un ya caso género literario, el canelazo-teatro, donde antes de las obras se sirve esta fabulosa bebida.<br />
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<br />
FUENTE: <span style="font-size: xx-small;">PROACTIVA - MEDIO AMBIENTE </span><br />
<span style="font-size: xx-small;">U n a e m p r e s a d e F C C y</span><br />
<span style="font-size: xx-small;">V E O L I A E N V I R O N N E M E N T</span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-16680803797761434142020-07-13T13:02:00.001-05:002020-07-13T13:02:17.373-05:00Torta primavera<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="" height="276" 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" width="400" /><br />
<br />
<br />
Torta primavera<br />
10 yemas de huevos<br />
Una pizca de bicarbonato<br />
Para el relleno<br />
2 cremas chantilly<br />
¼ Kg. de frutillas<br />
2 tarros de piña en conserva<br />
2 tarros de durasno en conserva<br />
½ Kg. de kiwis<br />
½ Kg. de plátanos<br />
Se baten las 10 claras de huevo con una pizca de bicarbonato.<br />
Cuando están blancas, se agregan 2 ½ tazas de azúcar flor y se bate.<br />
Luego se seca el merengue en el horno bien bajo y con la puerta abierta.<br />
Cuando esté listo se saca y esperamos a que se enfríe.<br />
Debe quedar más gruesa en los bordes para poder rellenarla. La torta se debe rellenar con crema chantilly de lúcuma en el centro. Las frutas se colocan encima de la crema.<br />
<br />
FUENTE: <span style="font-size: xx-small;">PROACTIVA - MEDIO AMBIENTE </span><br />
<span style="font-size: xx-small;">U n a e m p r e s a d e F C C y</span><br />
<span style="font-size: xx-small;">V E O L I A E N V I R O N N E M E N T</span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-8781687199845491562020-06-28T12:37:00.002-05:002020-06-28T12:37:30.012-05:00Bizcocho Bicolor con chocolate <div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Bizcocho de chocolate bicolor, deliciosa y llamativa receta" height="266" src="data:image/jpeg;base64,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" width="400" /><br />
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<b>Bizcocho Bicolor con chocolate </b><br />
INGREDIENTES<br />
400 g de harina (200 por bizcocho)<br />
4 cucharadas de cacao en polvo<br />
6 huevos (3 por bizcocho)<br />
1 sobre de levadura (1/2 por bizcocho)<br />
350 g de azúcar (175 por bizcocho)<br />
200 g de mantequilla (bizcocho de chocolate)<br />
30 ml de aceite de oliva (bizcocho de yogurt)<br />
1 Yogurt natural (bizcocho de yogurt)<br />
200 g de chocolate negro (cobertura)<br />
6 cucharadas de agua (cobertura)<br />
3 cucharadas de nata (cobertura)<br />
100 g de mantequilla (cobertura)<br />
¡Al rico bizcocho! Voy a subir los 2 postres que he hecho este fin de semana. El de ayer es un experimento que creo no ha resultado mal. Pensé: ¿Por qué no hacer 2 bizcochos? Uno de chocolate, otro de yogurt y luego juntarlos. La combinación de los 2 bizcochos acabó con una cobertura de chocolate y unas almendras molidas.<br />
Voy a explicar como hacer los 2 tipos de bizcocho. Así que os doy dos recetas por una.<br />
<b>BIZCOCHO DE CHOCOLATE:</b><br />
En un bol grande juntamos la harina, un sobre de levadura, los 3 huevos, el cacao, el azúcar y la mantequilla.<br />
Y batimos todo hasta que quede una mezcla cremosa sin grumos. Sí, así de fácil.<br />
El orden de los ingrediente no fastidia el bizcocho, echadlos como más rabia os dé, dará igual.<br />
En una fuente previamente engrasada con mantequilla y espolvoreada con un poquito de harina echamos la mezcla. La introducimos en el horno a 180º durante una media hora (tal como comenté en alguna otra receta, todo depende del horno, siempre mirar con un tenedor, pinchar el bizcocho y cuando este seco, retirar).<br />
Cuando esté hecho lo retiramos del horno y dejamos enfriar.<br />
<br />
<b>BIZCOCHO DE YOGURT:</b><br />
Este es el típico bizcocho rápido, sencillo y muy fácil de hacer.<br />
Tomamos el vasito del yogurt como medida para calcular la cantidad a usar de los distintos ingredientes.<br />
Batimos los huevos con el azúcar, y cuando ya estén bien mezclados añadiremos la levadura con la harina, el yogurt y el aceite. Batimos hasta que no queden grumos. Igual de fácil que el anterior bizcocho.<br />
En una fuente previamente engrasada con mantequilla y espolvoreada con un poquito de harina echamos la mezcla y la introducimos en el horno a 180º durante una media hora.<br />
Desmoldamos y dejamos enfriar.<br />
<br />
<b>BIZCOCHO BICOLOR CON CHOCOLATE</b>:<br />
El éxito ya está asegurado con ambos bizcochos pero vamos a rizar el rizo… si os atréveis con el bizcocho bicolor, seguid leyendo. El secreto está en el relleno y la cobertura.<br />
<b>COBERTURA – RELLENO BIZCOCHO</b>:<br />
Para hacer la cobertura prepara en un bol el chocolate, la nata, el agua y la mantequilla. Lo introducimos en el micro durante 8 minutos a temperatura baja, luego batimos la mezcla con un tenedor y por último lo dejamos enfriar.<br />
Hay que tener cuidado al sacar el chocolate porque estará muy caliente. Os doy un consejillo, utilizad un recipiente de cristal resistente al micro. La mezcla se derrite antes y es más fácil de limpiar.<br />
PREPARACIÓN FINAL:<br />
Esto es como un lego. Juntamos los 2 bizcochos como si fuesen piezas del famoso juego, el pegamento es el chocolate que hemos preparado previamente. Y como último paso, aplicamos la cobertura con una espátula en el bizcocho cuando este frío. Adornamos el chocolate aún caliente con unas almendras picadas. Y acabamos con el bizcocho en la nevera para que se endurezca la cobertura.<br />
Quizás lleve un poco de tiempo pero os aseguro que con este master os saldrá cualquier bizcocho que os propongáis.<br />
<br />
Fuente: (<a href="http://www.recetasderechupete.com/recetario%E2%80%90de%E2%80%90bizcochos/914/">http://www.recetasderechupete.com/recetario‐de‐bizcochos/914/</a>)<br />
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jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-65231348363992695132020-06-03T15:42:00.002-05:002020-06-03T15:50:19.683-05:00QUEQUES Son masas batidas-crecidas de estructura cremosa.<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="queque de mora" height="302" 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" 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<span lang="ES-CO" style="font-size: 14.0pt; line-height: 115%;">José
Arcesio te atiende en Amazon:
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<br />
QUEQUES<br />
Son masas batidas-crecidas de estructura cremosa.<br />
<br />
Queque Inglés<br />
<br />
Mantequilla - margarina 500 gramos<br />
Azúcar - azúcar flor 500 gramos<br />
Huevos 500 gramos (10 huevos)<br />
Harina 650 gramos<br />
Polvos hornear 15 gramos<br />
Frutas maceradas 500 gramos<br />
Aroma vainilla 1 cucharada sopera<br />
Licor para empapar 125 cc (el mismo de las frutas)<br />
<br />
Cantidad correspondiente a : 5 moldes de 530 grs. o 4 de 650 grs., o 2 de 1 kilo más 1 de<br />
500 grs. se calcula entre 80 y 100 grs de masa por persona.<br />
<br />
<br />
Receta Familiar - 1 cake de 650 grs. Molde de 18 cm de largo<br />
Mantequilla 125 gramos<br />
Azúcar 125 gramos<br />
Huevos 2 unidades (100 gramos)<br />
Harina 150 gramos<br />
Polvos hornear 5 gramos<br />
Frutas confitadas 75 gramos<br />
Pasas 75 gramos<br />
Aroma Vainilla - limón<br />
<br />
Preparación de las frutas maceradas<br />
300 gramos de frutas confitadas diversas cortadas en cubitos<br />
100 gramos de pasas Corinto<br />
100 gramos de pasas Sultaninas<br />
100 cc de licor, por lo general Ron.<br />
Se recomienda tener las frutas maceradas en licor, por lo menos 24 horas antes<br />
Instrucciones Generales<br />
-<br />
ablandar la mantequilla, sin calentarla, mezclarle el azúcar y trabajarla a mano o en la batidora en su marcha media<br />
seguir batiendo y añadirle poco a poco y a intervalos los huevos<br />
procurar que no se -corte- la mezcla<br />
luego de haber obtenido un compuesto cremoso y fino, le incorporaremos cuidadosamente la harina, previamente cernida con los polvos de hornear<br />
toda adición debe mezclarse bien antes de proceder a la siguiente<br />
cuando esté todo íntimamente mezclado y cremoso, le añadiremos la fruta, que de antemano habremos macerado, bien escurrida después, y en último término espolvoreada la harina.<br />
<br />
Disponer la masa obtenida en moldes bien engrasados y enharinados o, forrados en papel; llenándolos tan solamente hasta las dos terceras partes de su capacidad<br />
Cocer a continuación en horno a temperatura regular 160 - 180ºC<br />
Cocidas y retiradas las piezas del horno, desmoldar y disponerlas sobre rejillas para que se enfríen por completo,<br />
Se puede rociar la superficie con licor, o espolvorear con azúcar flor, en lo posible cortar al día siguiente,<br />
Para tener en cuenta: no licuar demasiado la masa,<br />
No cortar la mezcla mantequilla - huevos<br />
No abusar de los polvos de hornear<br />
No empapar excesivamente de licor la fruta, escurrirla bien y espolvorearla de harina antes de mezclarla a la masa<br />
Por último cocer a horno regular y reposado, teniendo en cuenta que su cocción ha de durar de una hora a hora y cuarto, tomando como base los moldes de capacidad para un kilo o kilo y medio de peso de masa.<br />
<br />
Para obtener un cierto efecto en la presentación, cuando se corte el queque, rellenar alternativamente con pasta blanca al natural y con chocolate, en moldes de queques, para ello separar aproximadamente 1/3 de la masa total e incorporarle el cacao en polvo, cernido, ya sea directamente o diluido en muy poco agua o leche (50 cc). En los 2/3 del preparado restante, añadir el aroma o las cortezas, o si se quiere una mezcla de los dos<br />
También es posible conseguir tres o cuatro colores, dividiendo en otras tantas partes el preparado y luego aromatizando y coloreando por separado cada división y<br />
Rellenando los moldes alternando los colores<br />
<br />
Fuente: José Velásquez recopilación e</div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-49065627118807349802020-05-21T12:43:00.000-05:002020-05-21T12:43:04.030-05:00Bizcochero<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Bizcochuelo sin azúcar" height="299" 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" width="400" /><br />
<br />
Bizcochero<br />
Cantidad<br />
Peso Harina Peso Azúcar Tipo Bizcochuelo<br />
1 huevo<br />
25 gramos<br />
25 gramos<br />
Liviano<br />
1 huevo<br />
35 gramos<br />
35 gramos<br />
Mediano<br />
1 huevo<br />
45 gramos<br />
45 gramos<br />
Pesado<br />
<br />
Preparación:<br />
separar las claras de las yemas<br />
batir las claras a duras<br />
agregar el azúcar en forma de lluvia y batir a nieve<br />
agregar las yemas e incorporar la harina<br />
poner el batido en molde o lata empapelada<br />
hornear a 180 – 190ºC<br />
para bizcochuelo de chocolate restar el 10% del peso de la harina e incorporar el<br />
chocolate.<br />
<br />
<br />
Fuente: <span style="font-size: xx-small;">José Velásquez recopilación e</span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-29475291864597263492020-03-28T17:05:00.001-05:002020-04-21T19:23:42.442-05:00Receta de bizcocho bicolor con chocolate<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Bizcocho de chocolate bicolor, deliciosa y llamativa receta" height="199" src="data:image/jpeg;base64,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" width="320" /><br />
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<span lang="ES-CO">José Arcesio te atiende en Amazon:
https://<b><span style="background: white; font-family: "Arial","sans-serif"; font-size: 9.0pt; line-height: 115%;"><a href="http://www.amazon.com/shop/josearcesiogutierrezarias">www.amazon.com/shop/josearcesiogutierrezarias</a></span></b></span><b><span lang="ES-CO" style="background: white; color: #111111; font-family: "Arial","sans-serif"; font-size: 9.0pt; line-height: 115%;"> <o:p></o:p></span></b></div>
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<span lang="ES-CO"><b><br /></b></span></div>
Receta de bizcocho bicolor con chocolate<br />
8 PERSONAS<span style="white-space: pre;"> </span><br />
DIFICULTAD ALTA<br />
1,5 EURO/PERSONA<br />
TIEMPO DE PREPARACIÓN:<br />
90 MINUTOS.<br />
<br />
Ingredientes<br />
400 g de harina (200 por bizcocho)<br />
4 cucharadas de cola cao<br />
6 huevos (3 por bizcocho)<br />
1 sobre de levadura (1/2 por bizcocho)<br />
350 g de azúcar (175 por bizcocho)<br />
200 g de mantequilla (bizcocho de chocolate)<br />
30 ml de aceite de oliva (bizcocho de yogurt)<br />
1 Yogurt natural (bizcocho de yogurt)<br />
200 g de chocolate negro (cobertura)<br />
6 cucharadas de agua (cobertura)<br />
3 cucharadas de nata (cobertura)<br />
100 g de mantequilla (cobertura)<br />
utilizad un recipiente de cristal resistente al micro. La mezcla se derrite antes y es más fácil de<br />
limpiar.<br />
<br />
BIZCOCHO DE CHOCOLATE: echamos la mezcla. La introducimos en el horno a 180º durante una media hora (tal como comenté en alguna otra receta, todo depende del horno, siempre mirar con un tenedor, pinchar el bizcocho y cuando este seco, retirar).<br />
4. Cuando esté hecho lo retiramos del horno y dejamos enfriar.<br />
<br />
Fuente: ‐ http://www.recetasderechupete.com/</div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-18038418771952831272019-06-20T10:42:00.001-05:002019-06-20T10:42:43.276-05:00Torta de Merengue<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Resultado de imagen para Torta de Merengue" 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tGvqmsuLAANplLii8lrNTlr0BSDuGSOblca0rTsqUUuyW2zHeYMrsTM5nymR5H+Irlpw5Eh/AFyOB8lTwfwsJ+aU/QKVg+FbOsr/AMv7LQcNKCE6YiUmNJFBi+FsHV7/AL/5K8YHCiONsQJIa0N11NAVqnVoANbUN2UM5GkkBrRV6n+yQdgS0l0Zy2bcNwT63t9FKghEkIG5pQuBlP4zJi2k+EWOBIGsd5B38pFqLn5rxeGAEuGEwoedhcwkk/hynTZX04dp1SMuFjvYWPS69k9zGq9FQdzBiywuOFDMzPKDKQ7N0zeTy6KGwPPcsTCJcPYG5Et62Qd2+iunEsKQyQkWA12XuTWleqyCag0NN3rftelJKb8nRiwqZcpPijh6IMM4/wAH/skH/FmAVlgmJrW8g+3mKzrHM7JfD8vyPhbIGkAvILj/AAtrQke9/krUrRGXBsdI0BvxXgLDmhmDiOmQgH3Lh+irOP8AiVii79w4tb/O1pJ96CiI+X5nZg1hOXTRp1s+U+51+yf4vkSWNoc/VzgSIm6vvSrrTqTQ7b6p9dkOC8BG/EDHEk52WRXyDT1Gu6V4Zzxi4jZLXgkeVwIqt6oirvfVVcxFji1wogkEeo0Rw7/W6GzSOJVyaBD8UngknDNJPaU6f+KK34nOAcRh/Odj4lgfTKqvwPgT8S7R2UAgXlJFn2V2wPw5aGO8R5c6tC3StO3uluIcIrsrkfPmLD3uplOIIaQTlroDet9SVLy/EvRpbhyXa5gZAGjtlIFn1sBVnjHL08EhYWOcOjmtJDvatvZG4XyxiZTm8B4Y3VxcC3Qb76n6ItlOEEh/xD4g4iSsjGR1evznX32+yXwnxDxbWuJZG9p0unNp1d719k3xnKBa0vzhoFZgR8o6m719lJHgBdwtromOc6w6gPMRmOpHX6Isz2oQxXxHmczK2FjXVWbO5w98tD9VBN5uxma/G63WRle2o2UdNG5ri17XMcNHNcC0g+oKWGCPhNkyuNufqASA0Bo17a5vzRbL+OPglJucMbJoZqvTRjBQ9NFN8M4EMrgcxLtbs3eut99Uy5S5ZdI8PeCGtIIHUnpfotIg4cG12S3PojI0nwSPKMeSBsVk5BoT1Hqe6nVB8KlyPyd1OKWR2cuXWuSAZMygaD8k4jem7KUFzTzSMKWxRtDpSMxu8rGkkAmtySDp6LVscISk6RaMiSbNRLd6NfkDr9wqDhPiBK1wMzWPZ1ytLXD2txBU7xTmCJsH7fFb2eVrmg1ZLgKI6OFqN19G09PPH+5E/PHrYOp27pq7M0htWbAslRfA+aYcRh3Yn5Awlrg8gZSKIJO1URqnGC41A9wySxyOOpyva6h9ClVmdNEuID1PtWy5sJDu6OyYE19keF92hxJsLNCHAhwsdlmmN+HM0k7nNlYIybBolwHatlp0muiaftABIHT3Q68lwnKP7SscP+H+HhDXeZ8o/jJ3703Ybqah4S1hYGgAN6VoRRFHvun8cznVoK7peuqOxSlJvkSigaBoAPYUmmIwY8QO9K9jaXkBLraUaOGvM4/2RZNGU87cgyulknwwDgfM6PY2bLi3ob7KH5U5NdiXZZ/FjFW0gAChuCSD3W2g6F3f80TDxD8lVlrI6ojeFcCjhZkY0AadNT7p/IxrB0HdPAm0rGlriQDfdTRDdhImXRAFHYpYx76DZDAAGNA2oI+bdMkipeFsc0te0FrhsRY9inOFga0ZRQratNEriX02xuBp7rm0aJ7JjsqfNfJseJPiklshGXMK6XV9xqVL8G4LHBG2NoFD+o1T7E4prW+YgUdz7oPG0sVR1tD4FbaEm4VrXWBV713bp+lfZDiTTXfQqH4rzA1jmgAutxFDvVqD5l4ni/2d8kQDaAJBNuyjcjoluVgoNjjH83xYedmanUQHtB1aCN660tChlD2hzTbXAEHuDqF5qw72nMZWlznEG81Ea2T6k6j6rRsBzyYo2CNv7tgDQxzgTlAFNzZR0O+vT6y2df13XBqS5QGG5vwbmh3jNbe7XWHA9QQuQY/HP0ZlhuOvil8VjvNdmySHDqHDqlOM8ZdipTIWhvlaA2xYGp1PXUlV3EwvAvT7/wB1J4fDWG5dXAanprqprij36TyKVcizsLTSS4e3qf0Vg5Elb4c2GeM+YiQM/FoARrp2VcdhJb0LT7b+pSvBZHRTsncCGxknWg52hFBpN62lHjlGWojujt8lw4vyc18LyB4cjm/I0kRgN1aHAaFZHPgHg+Zjhr+E9+hWz8y8x/8AwWTQaCZ2Qk/Mygcw0OjvKs4mlLhWXXqe+3+Stzo4sOmc1cuBHA84YyABjJcwGzZBmI9LsOr6q48J+KAAd+0xkOGWvD82Y/xfMRXTqmPJzIamE+TI5rd25nB1uBA0sUP1CiuIcsh8mWDExO10EmeI10FltE9N9U91ilp6b4/ovrPiTgT/AM0j3jk/o1DJz/gWlv79pzOo011C+rrHlHuqTj/hxOyHxPEaZBX7to8uXS/Mdz9On2gjyq4t0f8AvNba4ZRp0s7fVDpnNtj4Nti4/A9lxyxuBAoh7Tofqiy4qJw8suoFkh90PvosIh5Mxjw5ww7qaLJOUWP5bPm26KKj4ZNnyNYcxFUNLadNToK91TjaIqmeiOC8bgkb5JWupxb8wJsdDRT3EY9uTfdeap8E6J+V2jx1abr2IR/2mUaeLKBe2d4H11TUaHsb5N741zZh8O0F79ADXq6tAK3KkuE8UjliEzXAtcA4fUX12Xml13Rdeli3XXshbipGW1j3tB3DXEA9ro6ocfRO09OtxQcAAd9T7KI4vzFBG7K6RoDRsTVuOgCwLDccxMZtmIlBqvnJ0PoSQghwrpLe51nqSSTr3JR0Ecbk6RvWG5qw9FpmjDh/OK9NbpLYnmXDhhJmja4AnKXizQuhrqvPWLw+XY2imOmh3ckUgHBp0zZOL894bwrErSdixpDnXWlZdPzUJ/8A1EBtMieTtbso/RxWfw4MOIBcBfX0Vn4Ny1BLWV+Z+rqJbVDuCbpPstYZBeP85z4loa2MsHe8xNG9qr9UHD+a8YInwkktd5cxGsYOhy0p6TlxroHtiLDMACKkHQ6tG1W2wqxKzI4xPGWRm4NXdWBY06rOb9m2LDFumyzcuMgLPPiG52mxmfRs9w4670mnMXMtudAysgtrn3ec9cvTL69VAGZpsG9j90i2bdppwGw9P7qezVYVF9hZIAdQdUgyTouOJyivyT/BNivMNrunaH7ofCs0SUpbULQcPmc0ENdX/SfbouUnHizXlOnRcsflOz6v8kFHjMzKU3hCRG3J2HWtd1OY7kfDzjPhZg0n+EEFv26KA4jw6fDGpIntaNM4achA65houqWOjmwa1S/2LGR4JJIrrrZ/1qjzMDzV3YbsaaL3sk77qFbxDT/R3UrhZmsi1+a9L1vus+jdSc+LGnEcU5jfBDvIHOdW4s6WPoAEnAx2UEmrF/p/dExsjXEEiiDZ2112rt6I7i6yQLB+1+nZDpsiKp9ktHKxkLC3V+ud2o1Ow9aA39fRR2KxgPVG4Lg5p5DD8rdXW4aAgKFxDSXOo5mgkBw2eAdx6dVKg2zT7KjHajaeUuJF3DvHntwjbIbq3Ojjvp1OhH0VN41zW9zvEi8ja8rA0EV3dYou/wDxVbAccxLYpMPG5z43sewx3YaHXbm9R+m6bunyMy0bOhJ6Abge6uqVHLjxrdKTX/DW+QuPHGRPa9tPjIBcB5Xg3RHZ2mo9j1UpLwGNzXsoDN1oWPbssb4Vx/EQt8PDvcxubNTQPm01cQNRpsei2eDmnCOeGftEec5dM3U7AHa/ROvRx58TjK159FF5t5awODw5Dw/xJXeWXV8hc3WySQA3XYVazCbDP/h1HutQ+LmIbK7Dsje12UyZ2tIJaTlourbY/ZZ4/E5SWmtO35J3RvixJ47kE4TwN0pJecjR13s9k9xXA42gjM4m97G6SwWMLReoHfodUGLlc8gg+4vcKHNvo6o4cMYcq2PW8lPlEb8K4yA5g/NQySNIBbY33B9iEzx3Cp4M0csbm7jNRI33aQpDg/NGIwhczDubldlc4FgcMwFaX9L9grjwfnyGfLDjImtc45fEZ8lnYkONt+5Whw7ZQbcVwUvgHKU2KvwwSxteYig43sL36prx/hP7NMYNTQFk1uRZAr+tf1N8xPOMWDLocJGJHA0ZHuJafavm1PcdVUuPcRlxjhJLkDmty21tWLujqdj+qGxwxybuuCOwzKGm6GKQuO50vb1GtfTRNoZHDSifpacNNA+U2bpQ3Z0xCwyjcWHA6EaEH0I1Cb42d75C86uoWepoUCe5oAX6J3BAP4qv/W/ZG/ZmsN6kHf8Ay7pWKWJyIsF11RJPQa/onmIwUsbmh7MpIBAJF0e+un1UyYonAOjJY7e76+lbJji3l0luNmqv2Nf6tG5EywSi++CQ4ThmuhcWlgxDHl7A6jmZloiiOlWD6qLw0bSPVPIwL06eiQxrA0hzdAen9kSndI0jh23OwS0jQFcuEzf9WhWdG25eyNwPFpYiKJI+x+hV24Jz88U1z/o/UfdUYwIvgr3Jxa7Vny8ZJmsvxuCxA/f4SJxO7mDK7/E2ik5+XeHTfJLLCexOZo+jhf5rLoZ3x/K4j66fZSMHMcrfmAd+RXO4Y32qN45ckemXKb4eykDwZ4ZRfUFjq/8AIFEl5dxkZIOHJaBQyU4fSiT91B4Xmxo/Ew+n+SsGA59e2qla70d/q1D06/xZ0R1s12itcQx0sQeJYXtLm5RnjLcvtY7dVWRitSBpelBbGzn4uFOZGfqk5OPYWX/i4OF/uxp/UKVpprwVLXbqso2Fd4bA0NGtW7S9xqSFG8Xa4g9R3HotK8fhp3wgbf4dP0KRm4fwl+8Ug9nvH9Vn9efo63+o4nGuShQODIwRW2taa+qJOwuAkryg/VX4cC4VRAMoB0PnO31RpeW+HPblGIlYPQt/q1S8E07ota/C1T6KPhpGm7P162ofiEf71pB7X9Fo7OQMKdGY1/1yH9AFzvhdGdRjD/gaf6pbGhS1mKUasqD/AJdRY32Cg8aytWrTXfDtoFHGiv8AoH/sm8vw/hIo45v+Af8AskoMeXWYZLsznCOAaSTqnmGy1m0v/XRXEfDjCgebHfZrf7pweS8CN8a/6Bg/or+OXgxhq8a7KS8t9P0RcLq7LYHXX+ivQ5X4YN8RM76t/o1DHwPhLTeaYn/rP9EfDN+AeuxJlWwjmNJoEggg6/qot2MIJzEk3otGjwfCR/C//G7+6V8Hgo1MQd753fqUlp53ygyfqONpKJnheHC+/W0k2botFk41w2PSLBsNd2N/qkH86Nb/AMOCJn/aP6K46WbMZfqUfCKTw/BzvdUcMju1MdX3qlOu5Dxbw1wAa4jzBxy0fcWneK5+m/G1vsFC4znaQ/8ANefYrT6yXbRzy105KkiYh5DxTfmlw7fd7iftlU7w7lXCxguxU8cm2mgaK7WdVmOJ5kld1P1JUdLjXu3JS+KC6Ynqs0lT6Ns/2pwhnlBi000aK/ILlh1FcnsRl8j9ljGFQHBqYii02Shw/ovWtPs4yuS4QppJh1apMP6JpLg76LKWGLLU2isPiSLmqwS4BMpcEVjLTvwWsqIguI2JHsUdmPlbs936/qnUmEPYpB2GPZR8ckVvTFo+YJx1B+icM5ok6tH3UYYEU4dFzQfiycbzUerD90cc0jq0qvGBF8FG/IOolj/3ob2K7/ekfzfcqtmBF8FHyTFtiWb/AHob/Mu/3nZ2KrHgld4RR8kw2RLMeZmdiiHmdv4Sq54JXeCUvkmGyJPu5m7NKSdzE/o381DCEo4hKW/IG2BIu45IeySdxWQ9U2EBSgw6X/o/IfgC7HSH+IpJ0rjuT90u3CpZmCPZHxzkG+KGFIwYVJNwKcMwKuOlkQ88SKZCU4ZhSVLRYEJ3HhgOi2jpkuyHmb6IhuB0XKdEYXLT4okb2SEMc/aMfcpwIJu7PsU6h2TpjUOQyNODl/Ez/Cf7pJ2Ak6vH0apshFcEt7HRAScPd1efsP7Ju/hn8zvv/ZWNzUQxjsnvFRV5OFD1P1KQdwlv4VbDEEkYgnvCiqHhnok3cN9FazGkHxp7kFFWPDkX/Zys5iCI7DhO16FyVs8MRTwwqy+CF3h+yPx9C5K3/sxFPC1ZjGOyAxBH4+g59lYHDUZvDVZDCFwipFR9C59ld/2Yjt4WrE2MdlwYj8fQufZBM4clG4AKa8MIpYnaE0RjcEOyUbhR2Uh4aAsT3CoaCEI3hJyY0bw0rHQ1DEcRp9hMDndQICs2B5ai0zlzif8AtH5LOeWMezSGNy6KZkXLRxyzhurT9yuWH24Gv15H/9k=" /><br />
<br />
<br />
Torta de Merengue<br />
Tres discos de merengue bandeja blonda<br />
Crema chantilly<br />
Frambuesas, lúcumas, frutillas, etc.<br />
Preparación<br />
- cubrir un disco de merengue con crema chantilly y fruta a elección<br />
- colocar encima otro disco de merengue, crema chantilly y fruta<br />
- poner el tercer disco de merengue y cubrir todo con crema chantilly<br />
- decorar a gusto.<br />
<br />
Masa Batida: Brazo de Reina<br />
Azúcar granulada 300 gramos<br />
Harina 300 gramos<br />
Claras 12 unidades<br />
Yemas 12 unidades<br />
<br />
Preparación:<br />
• Prender el horno<br />
• Preparar molde o lata<br />
• Batir las yemas y la mitad del azúcar hasta que queden bien espumosas<br />
• Batir las claras y agregar el azúcar restante hasta que estén a punto de nieve<br />
• Poner las claras sobre el batido de yemas<br />
• Cernir la harina sobre el batido e incorporar suavemente con cuchara de madera, de abajo hacia arriba<br />
• Vaciar sobre el molde o lata forrada con papel mantequilla y repartir uniformemente la masa sobre el papel<br />
• Cocer durante 6 (seis) minutos aproximadamente a 240ºC<br />
• Está lista cuando su color es amarillo dorado<br />
• Rellenar y enrollar, salvo si es crema chantilly<br />
<br />
Receta familiar<br />
Azúcar 100 gramos<br />
Harina 80 gramos<br />
Maicena 20 gramos<br />
Yemas 8 unidades<br />
Claras 4 unidades<br />
Preparación: • igual a la anterior<br />
<br />
Fuente: <span style="font-size: xx-small;"> José Velásquez recopilación</span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-51939686149282319232019-06-14T07:56:00.000-05:002019-06-14T07:56:03.289-05:00Diferentes tipos de elaboración del merengue<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Resultado de imagen para merengues rellenos" 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" /> <img alt="Resultado de imagen para merengues rellenos" src="data:image/jpeg;base64,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" /><br />
<br />
Diferentes tipos de elaboración del merengue:<br />
Merengue Italiano<br />
Consiste en un almíbar de 117 a 121ºC con el azúcar. Se baten las claras con un 5% del total del azúcar a punto de nieve y se le agrega este almíbar tibio, batiendo en velocidad media hasta enfriar.<br />
<br />
Merengue Francés<br />
Se baten las claras a nieve y se va agregando el azúcar granulada a razón de una parte de clara por una parte de azúcar. Estando a punto se retira el batidor y se incorpora una parte de azúcar flor.<br />
<br />
Merengue Suizo<br />
Se disuelven a bañomaría una parte de claras de huevo por dos partes de azúcar granulada. Cuando la mezcla esté tibia y el azúcar disuelto se bate en alta velocidad hasta que esté a punto.<br />
<br />
Merengue Cocido<br />
Se consideran por cada clara de huevo, 125 gramos de azúcar flor. Se mezclan y se llevan a batir sobre bañomaría hasta que tomen volumen y consistencia. Este es ideal para cubrir tortas junto con el merengue italiano.<br />
<br />
Merengue Japonés<br />
Es muy parecido al merengue francés, con la diferencia que lleva una adición de un 10 a un 20% de almendras tostadas y molidas.<br />
<br />
Observaciones generales<br />
Los principales cuidados que se deben tener para el batido de merengues, son los siguientes:<br />
- los bolos y utensilios a usar deben estar limpios y libres de toda partícula grasa<br />
- el batido de las claras ofrece mejores resultados si éstas no son muy nuevas y se encuentran a temperatura ambiente<br />
- se deben descartar para un batido toda clara que tenga partículas de yemas<br />
- para realizar piezas en seco se recomienda el uso de merengue francés, suizo, cocido o japonés, ej. Eclairs, nidos de merengue, dulces chilenos. El merengue italiano en este tipo de piezas ofrece en general un producto elástico y poco agradable al paladar.<br />
- Al comenzar el batido de claras, se puede agregar una pizca de sal, ya que ésta se encarga de romper la masa coagulada de las claras, ofreciendo un batido más rápido y esponjoso, aportando además estructura para soportar la adición de elementos de batido.<br />
- Si se desea confeccionar un merengue de chocolate, el tipo francés es el que mejor se presta para ello, basta reemplazar el 20% del peso del azúcar flor por cacao amargo. Cernir con el resto del azúcar e incorporar al final.<br />
- Con el problema de salmonelosis existentes en los huevos de gallina, el mercado nos ofrece algunas soluciones para el uso del merengue crudo en algunas preparaciones, ej. Mousses o bavarois. En estos casos podemos usar claras pasteurizadas que se presentan en envases de un litro o las claras en polvo, además se pueden usar las premezclas de merengue o merengue en polvo.<br />
<br />
Fuente: <span style="font-size: x-small;">José Velásquez recopilación</span><br />
<span style="font-size: x-small;">Curso de panadería y pastelería </span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-48684709904624371052019-06-12T12:18:00.002-05:002019-06-12T12:18:43.942-05:00El Croissant: consideraciones sobre su origen<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Resultado de imagen para El Croissant" src="data:image/jpeg;base64,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" /><br />
<br />
Curso de panadería y pastelería<br />
El Croissant: consideraciones sobre su origen<br />
En 1683, los turcos que pretendían dominar Europa, bloquearon Viena, capital de Austria.<br />
El 14 de Julio, el gran Visir Kama Mustapha se encontró a la entrada de la ciudad con más de 1500.000 soldados, dispuestos en media luna en el lado de la ciudad que pensaban estaba menos resguardado y el más fácil para atacar o tomar.<br />
Kama Mustapha tenía motivos para estar seguro de la victoria, ya que el Emperador Leopoldo, su enemigo, huyó cobardemente dejando la capital con una guardia de 20.000 soldados que, por suerte, fueron valientes y audaces. Numerosos voluntarios, burgueses, artesanos y entre ellos, molineros y carniceros, no vacilaron en ayudar a este ejército en desorden. Los sitiados rechazaron todos los ataques de los turcos, esperando que vinieran las tropas aliadas. Impacientes los turcos, decidieron terminar con la situación y durante la noche, mientras las tropas austríacas dormían, se pusieron a excavar en secreto una galería subterránea, para llegar al centro de la ciudad.<br />
Los panaderos, que tenían sus hornos debajo de las paredes de la fortaleza, oyeron los ruidos durante su trabajo nocturno y preocupados dieron la alarma. De esta manera los soldados austríacos pudieron rechazar al enemigo y los turcos levantaron el sitio.<br />
El 14 de septiembre de 1683, el emperador Leopoldo regresó a la capital y en recuerdo del patriotismo de los panaderos, les concedió el privilegio de confeccionar y vender una "pastelería especial representando una media luna" por este hecho histórico. Un siglo más tarde el croissant apareció en Francia de la mano de Marie-Antoinette.<br />
<br />
EL MERENGUE<br />
El merengue no es otra cosa que claras de huevo a punto de nieve, secas con azúcar. Las proporciones de azúcar y clara de huevo pueden memorizarse según una fórmula sencilla: por cada clara se añaden 50 gramos de azúcar. Las claras se baten a punto de nieve con el azúcar y se secan en el horno a baja temperatura. Junto a esta regla básica, existe, no obstante, una autentica receta.<br />
Para formas como barquillas o rosetas de merengue, o para discos de tortas, la espuma azucarada debe recibir una estabilidad suplementaria.<br />
<br />
Receta Básica<br />
Claras de huevo 250 grs (8 u)<br />
Azúcar granulada 200 grs<br />
Azúcar flor 150 grs<br />
Maicena 30 grs<br />
Preparación:<br />
• batir las claras hasta que se pongan duras y añadir lentamente el azúcar granulada sin dejar de batir<br />
• cernir el azúcar flor con la maicena sobre las claras ya batidas a nieve e incorporarlos moviendo de abajo hacia arriba con cuchara de madera<br />
• poner el merengue en la manga pastelera con boquilla grande y dar las formas según recetas<br />
• para hacer merengue se forra siempre la bandeja del horno con papel mantequilla<br />
• calentar el horno a 100ºC y dejar secar el merengue durante una hora aprox.<br />
• Relleno: helado, crema chantilly, fruta.<br />
• Merengue de chocolate: se elabora siguiendo la receta básica, añadir 60 gramos de chocolate amargo en polvo cernido junto con la maicena.<br />
<br />
Receta Nº 2<br />
Claras de huevo 12 unidades<br />
Azúcar granulada 650 grs<br />
Azúcar flor 10 cucharadas<br />
Preparación:<br />
• batir las claras junto con el azúcar granulada hasta que estén duras<br />
• una vez que estén a nieve, incorporar el azúcar flor moviendo de abajo hacia arriba<br />
• colocar el merengue sobre lata forrada con papel mantequilla<br />
• esta cantidad sirve para hacer tres discos grandes para torta.<br />
<br />
Fuente: <span style="font-size: xx-small;">Curso de panadería y pastelería</span><br />
<span style="font-size: xx-small;">José Velásquez recopilación </span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-63989351158069994852019-06-05T15:32:00.002-05:002019-06-05T15:32:51.453-05:00LAS MASAS MASAS BATIDAS<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Resultado de imagen para las masas batidas" 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" /> <img alt="Resultado de imagen para las masas batidas" 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" /><br />
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Curso de panadería y pastelería<br />
LAS MASAS<br />
MASAS BATIDAS<br />
Conjunto de masas más o menos ligeras según la preparación realizada, como regla general se trabajan con batidor para hacerlas esponjosas, con esto se pretende aumentar el volumen incorporando un máximo de burbujas, y esta cantidad de burbujas es la que hace que las masas queden más o menos ligeras.<br />
Aumentan su volumen bajo la acción del calor, que actúa por una parte sobre las materias primas que entran en su composición y, por otra, en el modo en que se ha llevado a cabo la preparación :<br />
- por una dilatación de las numerosas burbujas que aumentan el volumen y provocan así que se hinche la masa (bizcochos)<br />
- por una producción de gas carbónico debida a la incorporación de polvos de hornear que actúa por simples reacciones químicas al contacto con la humedad y bajo la acción del calor (cakes, cuatro cuatros)<br />
- por un desprendimiento de vapor de agua (petit choux), bajo la acción del calor del horno, el agua se transforma en vapor de agua, los huevos mezclados en la masa comienzan a cuajarse y forman en la superficie una película impermeable que retendrá el vapor de agua. Al escapar, este vapor de agua provoca el hinchamiento de la masa, que continúa cuajándose hasta convertirse en sólida, y así mantener la masa desarrollada.<br />
Las Masas Batidas pueden ser de Estructura:<br />
Cremosa : Petit choux, Cakes.<br />
Aireada : Masa de bizcochos, Merengues.<br />
Líquidas : Crêpes.<br />
<br />
Masas Quebradas (Brisée, Murbe o Murbet o Murbett)<br />
Conjunto de masas que se caracteriza por su estructura más o menos friable y por su ausencia de cuerpo.<br />
Para realizarlas, es necesario tomar algunas precauciones, se deben trabajar y amasar lo menos posible, es decir lo correcto es mezclar los ingredientes.<br />
Para obtener la friabilidad que caracteriza a estas masas, tenemos dos métodos:<br />
- por sablage (mezcla de grasa y harina)<br />
- como crema (mezcla de grasa y azúcar)<br />
- El sablage tiene por objeto aislar e impermeabilizar las partículas de harina mediante la envoltura de una fina película de grasa antes de que entre en contacto con el líquido de hidratación. Por esta razón el líquido de hidratación de la masa no penetra profundamente en las células de almidón y de gluten, lo que evita un amasado prolongado y el desarrollo del gluten, carece de elasticidad, pero resulta una masa más friable.<br />
- La crema emulsiona en un primer tiempo la grasa con el azúcar y prosigue muy ligeramente esta emulsión con la incorporación del líquido de hidratación. Realizada de este modo la emulsión, permitirá envolver y aislar parcialmente un máximo de partículas de harina y permitir una mezcla rápida de los elementos evitando también un exceso de amasado.<br />
- Hidratación : ( huevos, leche, agua), cuanto más rica en huevos sea una masa, más friable será. Como el huevo es un líquido denso y graso, penetra con dificultad en las células de la harina.<br />
- Elección del azúcar : los granos de azúcar dividen las partículas y pueden así hacer que la masa se rompa. También puede ocurrir que los granos de azúcar, al derretirse posteriormente, hagan rezumar la masa, obligándonos a enharinarla antes de su utilización, dándole un feo aspecto. Se recomienda entonces el uso de azúcar flor.<br />
MASAS FERMENTADAS<br />
Conjunto de masas realizadas a partir de levadura panadera (biológica), que experimentan una fermentación y una transformación de las materias primas (los azúcares en gas carbónico y alcohol etílico). Por esa razón estas masas se hinchan después de la introducción de la levadura y en el transcurso de su elaboración.<br />
Su importante desarrollo en el horno se debe también al desprendimiento de gas carbónico, producido en gran cantidad por la levadura bajo la acción del calor hasta la temperatura de 50ºC aproximadamente, en que muere.<br />
Es necesario entonces que estas masas posean excelentes cualidades plásticas (elasticidad, tenacidad, cohesión) y un gran poder de dilatación sin romperse ni destrozarse, de modo que adquieran un máximo de volumen conteniendo el gas carbónico que se ha formado en el interior y que las hace crecer.<br />
Como regla general, las masas fermentadas necesitan un amasado bastante largo, porque hay que hidratar completamente las partículas, y de ese modo desarrollar el gluten, que proporciona a las masas fermentadas sus cualidades plásticas.<br />
<br />
A Saber<br />
Masas Fermentadas con huevo: requieren un amasado prolongado para obtener buenas cualidades plásticas ya que los huevos son un líquido denso y su penetración se efectúa más lentamente.<br />
Masas Fermentadas con huevo + leche o agua: requieren un amasado menos largo. Como la cantidad de huevos es menor, la penetración del líquido se efectúa más rápido.<br />
Masas Fermentadas con leche o con agua: requieren un amasado más breve porque la hidratación es más rápida gracias a la fluidez del líquido, sin perjudicar las cualidades plásticas.<br />
Masas Fermentadas para buffets: pan de molde, panes integrales, pan de Viena, hidratación realizada con leche o con agua, tiempo de amasado breve.<br />
Masas Fermentadas de bollería: bollos de leche, brioches, bizcochos borrachos, hidratación realizada con huevos o con huevos + leche o agua, requiere un tiempo de amasado bastante largo.<br />
<br />
MASAS HOJALDRADAS<br />
Conjunto de masas que se caracterizan por sus estructuras especiales:<br />
Buena Friabilidad: obtenida por un buen desarrollo de las hojas, en relación con el cuidado aportado en el momento de agregar el empaste o de manejar el uslero.<br />
Buena Palatabilidad: obtenida por la calidad y la selección de la grasa empleada. Para ser perfectas estas cualidades se deben completar con una excelente cocción.<br />
La realización de las masas hojaldradas consiste en estirar y luego doblar sobre sí mismas, capas de masa y de margarina, están formadas entonces de una multitud de hojas alternadas (margarina y masa húmeda). En el horno, bajo el efecto del calor, las capas de margarina se derriten y se incorporan progresivamente a las hojas de la masa. La humedad contenida en la masa (hidratación) y la provocada por el derretimiento de la margarina se desprende en vapor, formando las burbujas o abultamientos que elevan las hojas, de ahí que su desarrollo sea importante. El almidón de la harina se coagula y fija la estructura de la masa de hojaldre.<br />
Con esta masa se pueden obtener:<br />
Palmeras, discos para empanadas y tortas, pasteles.<br />
<br />
MASA HOJALDRADA FERMENTADA<br />
Como su nombre indica, estas masas reúnen las características de las masas fermentadas y de las masas hojaldradas, que contribuyen en partes iguales al desarrollo y al aspecto final de los productos.<br />
Desarrollo importante debido a la fermentación provocada por la presencia de levadura.<br />
Textura friable propia de las masas hojaldradas, como consecuencia de untar margarina y del laminado que concurren en el desarrollo de las hojas de masa.<br />
Podemos obtener:<br />
Los croissants, panecillos.<br />
<br />
Fuente: José Velásquez recopilación e</div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-60581359441958013472018-07-21T10:39:00.002-05:002018-07-21T10:39:12.475-05:00Dulce de leche quemada<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Resultado de imagen para dulce de leche quemada" height="183" 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" width="320" /><br />
<br />
<br />
Dulce de leche quemada<br />
1 frasco de dulce de leche de aprox. 500 grs.<br />
1/4 de taza de leche.<br />
100 grs. de nuez picada.<br />
1 caja de soletas.<br />
Cerezas al gusto.<br />
Preparación:<br />
Colocar en un platón las soletas. Incorporar el dulce de leche quemada con la leche<br />
y agregar la nuez picada. Bañar las soletas con esta mezcla y repetir el paso,<br />
terminando con la mezcla y adornando con las cerezas.<br />
<br />
Fuente: <span style="font-size: xx-small;">Cocina Mexicana para</span><br />
<span style="font-size: xx-small;">principiantes</span><br />
<span style="font-size: xx-small;">Autor: Mercedes Dubois Santoveña</span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-75919663480523165062018-02-22T13:05:00.001-05:002018-02-22T13:05:26.950-05:00Curso de panadería y pastelería Preparados para Pintar<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Resultado de imagen para pintura en panaderia" 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" /> <img alt="Resultado de imagen para pintura en panaderia" 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" 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Curso de panadería y pastelería<br />
Preparados para Pintar<br />
El pintado tiene como finalidad dar un buen aspecto a las piezas elaboradas. A veces es preferible dar dos capas finas de pintado antes que una sola capa gruesa que se derrama en las latas o en los moldes, perjudicando su buen desarrollo, pensemos en que si pintamos mal una masa de hojaldre, esta pintada pegará sus capas, las que no se separaran.<br />
Los preparados para pintar, pueden ser:<br />
- con huevos<br />
- con yemas de huevos<br />
- con huevos + leche<br />
- con leche<br />
- simplemente con agua.<br />
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Fuente: <span style="font-size: xx-small;"> José Velásquez recopilación e</span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-17817124614073241492018-02-10T06:28:00.001-05:002018-02-10T06:28:22.758-05:00Postre de Maracuyá.<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="background-color: white; color: #111111; font-family: Roboto, Arial, sans-serif; font-size: 14px; white-space: pre-wrap;">Si observa slos siguientes pasos podrás realizar una sencilla, facil y economica receta de un postre de Maracuyá.</span><br />
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<span style="background-color: white; color: #111111; font-family: Roboto, Arial, sans-serif; font-size: 14px; white-space: pre-wrap;">Fuente: </span><a class="yt-simple-endpoint style-scope yt-formatted-string" href="https://www.youtube.com/channel/UCkzP-h2fqjjHEbemkEHaF3w" style="cursor: pointer; display: inline-block; font-family: Roboto, Arial, sans-serif; font-size: var(--yt-formatted-string-endpoint_-_font-size); font-weight: var(--yt-formatted-string-endpoint_-_font-weight); line-height: var(--yt-formatted-string-endpoint_-_line-height); text-decoration-line: none;">Maria Marin</a><br />
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jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-53620300941772450082017-10-24T09:38:00.000-05:002017-10-24T09:38:38.666-05:00Curso de panadería y pastelería Operaciones durante el Trabajo <div dir="ltr" style="text-align: left;" trbidi="on">
Curso de panadería y pastelería<br />
Operaciones durante el Trabajo : Batir, Mezclar, Incorporar, Tamizar<br />
Batir : esta operación se realiza prácticamente siempre con la ayuda de un batidor. Su finalidad es aligerar, dar volumen u homogeneizar.<br />
Se baten:<br />
- las claras de huevo<br />
- las cremas<br />
Mezclar: operación realizada con una espátula, cuchara o batidor. Su finalidad consiste en ligar muy bien diversas materias primas sin darles cuerpo ni aligerarlas. Se realiza mediante un movimiento circular lento.<br />
Se mezclan:<br />
- un preparado para queques<br />
- una masa azucarada<br />
Incorporar: la acción de incorporar consiste en hacer que una materia prima penetre en una mezcla, según la materia (líquida o en polvo) es la herramienta a utilizar: batidor, una espátula, una espumadera, batiendo o simplemente mezclando.<br />
Se incorporan :<br />
- huevos a la masa de choux<br />
- harina a un bizcocho<br />
- aroma líquido a una crema<br />
Tamizar: su finalidad consiste siempre en homogeneizar, reteniendo en el colador o tamiz las partes demasiado gruesas o ajenas al producto tamizado. Las ventajas que tiene esta operación radica en que regula el tamaño de las partículas (homogeneidad) , y airea los polvos, cosa que facilita su incorporación, su hidratación o su mezcla con otras materias primas.<br />
Las Técnicas de Engrasado<br />
La operación de untar con materia grasa una lata o molde es siempre importante en repostería, de hacerlo bien depende a veces el resultado de una preparación. La elección de la materia grasa depende de su utilización directa, por ejemplo si engrasamos una lata para pasta choux, una grasa de mediana calidad basta; para moldes de queques, necesitamos alguna materia grasa más pura o clarificada.<br />
Antes de engrasar, asegurarse siempre de la limpieza de las latas o moldes o papel.<br />
- Engrasado de latas: ligeramente untadas, ejemplo masa de hojaldre o petit choux, se ponen algunos puntos de grasa y se extienden con un paño o pincel.<br />
- Para latas más engrasadas y si es necesario enharinadas, para merengues por ejemplo, se extiende la grasa derretida, no caliente, y se enharina una vez que toda la superficie está engrasada, se espolvorea bastante harina y luego se retira el sobrante dando vuelta la lata y dando un pequeño golpe, de esta manera queda cubierta por una fina capa de harina, esta película tiene por finalidad, evitar que algunas preparaciones se extiendan demasiado.<br />
- Latas revestidas de papel: por ejemplo planchas para pasteles; untar todo el contorno de la lata con el pincel engrasado para que el papel se adhiera perfectamente.<br />
- Engrasado de moldes: por ejemplo, molde para bizcochuelo, se usa grasa completamente derretida pero no caliente<br />
- Recuerde que el engrasado se hace con la finalidad de que las preparaciones no se peguen a las latas o moldes y no para freír las preparaciones.<br />
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Fuente: <span style="font-size: xx-small;"> Curso de panadería y pastelería</span><br />
<span style="font-size: xx-small;"> José Velásquez recopilación e 1</span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-5253055371646161492017-04-04T17:48:00.000-05:002017-04-04T17:48:15.700-05:00El Puesto de Trabajo del Pastelero<div dir="ltr" style="text-align: left;" trbidi="on">
Curso de panaderia y pasteleria<br />
El Puesto de Trabajo del Pastelero<br />
De acuerdo a la importancia de la pastelería, los puestos de trabajo son muy distintos unos de otros, porque a cada puesto le corresponden trabajos determinados. El reparto de los puestos de trabajo permite a cada pastelero ocupar un puesto de acuerdo a sus gustos y aptitudes profesionales. Un buen maestro pastelero tiene que ser capaz de ocupar todos los puestos de trabajo, ya que muchas pastelerías artesanales sólo ocupan uno o dos pasteleros.<br />
- el mesón , donde se realizan las diversas elaboraciones: masa de hoja, murbe, dulces<br />
- el horno<br />
- las cremas y las salsas<br />
- confitero - chocolatero<br />
- canapés. etc.<br />
Organización de la Jornada de Trabajo<br />
- asegurarse siempre de una perfecta limpieza tanto del local como de utensilios<br />
- preparar todo el material antes de cada preparación<br />
- asegurarse de la disponibilidad de horno si se requiere su utilización<br />
- preparar todas las materias primas a usarse en cada receta<br />
- poner este material en orden de acuerdo a la receta<br />
- limpiar regularmente la superficie de trabajo<br />
- evitar los desplazamientos inútiles<br />
- ser siempre muy organizado y meticuloso.<br />
- disponer de los productos a las horas precisas, especialmente si hay entregas<br />
- al final de la jornada de trabajo, los productos deben ser guardados en condiciones ideales de conservación, por ej. Refrigerador, congelador, protegido del polvo, etc.<br />
- Asegurarse de no olvidar nada importante que dificulte el trabajo del día siguiente<br />
- después de haber guardado todo, organizar la limpieza, ojalá una limpieza profunda una vez a la semana<br />
- antes de salir, un control que asegure el buen funcionamiento de los refrigeradores, congeladores, cámara de fermentación (regular temperatura), condiciones de ventilación, llaves del gas, ventanas, etc.<br />
- En caso necesario dejar notas al turno de la mañana siguiente, para no olvidar cosas importantes.<br />
<br />
Fuente: José Velásquez recopilación e 1</div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-72798714212001880712017-03-28T19:12:00.003-05:002017-03-28T19:12:51.762-05:00PASTELERÍA - Maquinaria y Herramientas<div dir="ltr" style="text-align: left;" trbidi="on">
PASTELERÍA<br />
Maquinaria y Herramientas<br />
- Hornos<br />
- Batidora / Mezcladora<br />
- Mesón o Mármol<br />
- Cocina<br />
- Cámara de Frío<br />
- Cámara de Fermentación<br />
Herramientas Menores<br />
• para preparar<br />
- olla baño maría<br />
- bolos de diversos tamaños para batir y/o amasar<br />
- ollas<br />
• para contener<br />
- moldes : bizcochos, queques, tartas, pan de molde, etc.<br />
- Latas de horno<br />
* para pesar, medir, tamizar<br />
- balanza reloj<br />
- balanza digital<br />
- termómetro<br />
- jarros para medir líquidos<br />
- exprimidores<br />
- coladores<br />
- pasa purés<br />
- cedazo, chino<br />
• para mezclar, amasar<br />
- batidores flexibles<br />
- batidores rígidos<br />
- cucharas de madera<br />
- espátulas o corta pastas de acero<br />
- corta pastas o raspas plásticas<br />
- espumadera<br />
- cucharas de metal<br />
• para extender, cortar<br />
- usleros<br />
- tijeras<br />
- cuchillos<br />
- espátulas de relleno<br />
- pela papas<br />
- cortadores de diversos tamaños y figuras<br />
• para sacar, decorar<br />
- guantes, paños<br />
- pinzas<br />
- mangas<br />
- boquillas<br />
- rejillas<br />
- papel mantequilla, envolver<br />
- bandejas blondas<br />
<br />
Preparación de las Materias Primas<br />
La receta de un producto nos sugiere cuatro etapas a seguir:<br />
- las materias primas que vamos a utilizar deben ser siempre de buena calidad<br />
- la necesidad de pesar o medir los ingredientes<br />
- el proceso de preparación<br />
- la conservación (temperaturas)<br />
En la pastelería por lo general las recetas son precisas, por lo tanto es necesario pesar y medir los ingredientes , podemos multiplicar o dividir los ingredientes por el mismo multiplicador o el mismo dividendo. Recuerde que no todos los productos en polvo tienen la misma densidad, por ejemplo: harina, azúcar flor.<br />
Los líquidos también tienen densidad distinta.<br />
Los huevos en algunas recetas se indican por peso y en otras por unidades, por lo general el huevo que se usa en pastelería es de 60 gramos, o huevo mediano, se calcula 50 g comestible, 30 g, la clara, 20 g la yema y 10 g la cáscara. Se redondea para simplificar los cálculos.<br />
Sepamos entonces que:<br />
20 huevos corresponden a un litro, o<br />
32 claras de huevo en un litro, o<br />
50 a 54 yemas en un litro.<br />
Los aromas también es conveniente medirlos, aunque la experiencia a veces nos permite aromatizar al ojo, es necesario sí respetar las medidas exactas ya que hay perfumes más concentrados que otros.<br />
<br />
Fuente: <span style="font-size: xx-small;">José Velásquez recopilación e 1</span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-45117461332489832122017-02-23T11:21:00.000-05:002017-02-23T11:21:00.056-05:00Curso de Panadería y Pastelería Empanadas<div dir="ltr" style="text-align: left;" trbidi="on">
<img alt="Resultado de imagen de empanadas" src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEAAkGBxITEhUSEhIVFhUXFRgYFRcYFxoYFxcXFxYXFxUVGBgYHSggGholGxcXITEiJSkrLi4uFx8zODMtNygtLisBCgoKDg0OGxAQGysmICUtLS8uLy0rLS0rLS0tLS0tLS0vLS0tLS0tLS8tLS0tLS8tLS0tLS0tLS0tLS0tLS0tLf/AABEIAJEBWgMBIgACEQEDEQH/xAAbAAAABwEAAAAAAAAAAAAAAAAAAQIDBAUGB//EAD8QAAEDAgIGCAMHAwMFAQAAAAEAAhEDIQQxBRJBUWGBBiJxkaGxwfATMtEHQlJicuHxFCMzgpKyFXOiwtJD/8QAGgEAAgMBAQAAAAAAAAAAAAAAAgMAAQQFBv/EACsRAAICAQQBAgUEAwAAAAAAAAABAhEDBBIhMUETUQUiMjOBFGFxwaGx8P/aAAwDAQACEQMRAD8A5jCMBHCOEk79CYRwlQjhQuhEJUI4RwoXtEwhCUAjhQvaIARwlQjhQvaIhCEuEIUL2iIQhLhCFCUIhAhLhCFCbREIoTiEKFbRuEIS4QhQm0bhCE5CIhQraIhCFbYLo9iqsamHqQYuRqi+2XRZaLR32dVnXrVWUxub13d9gkz1GOHbK2mGIRQumH7NqIF8RUnZZv0WW070Rr4frCKrBm5ouOLm5jxQQ1eGbpMm2zOQihLhFC0g0IhCEuERChVCCEUJyEUKFUNwhqpZCKFAdoghEQnIRQpZTiNwihOQkkKwaEQiISyEUKAtCIREJyERCuyqEQihLIRKWVRPARwlQjAQG+hIRgJUIAKwtoUIBKhABQvaFCCVCMNUC2iIRwnGMJIABJNgBck7gFttAfZ+5+q/Ev1Gm+oPnP6j91LyZIwVyZHUVyYZjZMC53C57lb4PovjKhAbQeJ2u6o5yuzaP0ZQogCnSa0AQIaJ5nNSatUC6xT1r8IR63sjk1P7O8ac/hDtf9Am29AMbr6pFMD8etLe4CV1r41uPkiLds270l66fgr1JeTB4X7MmZ1MQ48GNA8TKnH7OsHHzVss9YZ74j3C1rq4yOaj1qsNyWeetyd7i05s5jpvoLWogupPFVo2RDwOzI8lA0T0SxVcAtZqNP3n2tvDYkrrNBpdc7DYb1NpgDZcpkNfl281/Icp7ePJgqP2aU4l+Jef0taBxuZRu+zihsrVv/A+i3D3Xi0Hak1XxkZCVLW5XzYCnIxA+z2g09arVI3dUHwC0eiOjmDpR8Oi0kfecNZ3bLlNrVNpHBRcBiiHG5jJIlrpuVSfAxxco2XE9wyTLo22Sm1Zz70xjqk5C3CyHJL5bQmK5oZqPzvZZ7TuJcKThTa5zoIAaC4kmwsNl1f/AApsP270bWbo5JEIPcpS8eDRGSicpwPQvG1M6Ypje9wHgJKucL9nDyf7lcC+TGTbtcbdy3VSq4bOSYrVS2/vmt+T4pk8cfgpQbM/V+z/AAmrAdWDstbWBk7yC2O5VmK+zm39nESd1RkT/qaTHctozFAySP2tlxUepiCOw/ws6+JZoviVhLFZyzSPRvFUfnouI/Ewa7e9vqqkLsJ0mZgXJOUXKoekfRwYiKlJrWVNs2Dm8QMnTC6en+JqTSyKipYWjnkIoU3SGjKtExUYRxzB7CoZXUjJSVoQ1QmESXCKFYLQiEUJcIiFYNCCEUJcIoUBaEQiIS4RQrBoRCKEuEIUKonwjhGAjhUdFIKEYCOEYUCSChCEqEIUCoKEIRrSdD9ECo74rxLWmGjYXZzxA3JeXIscHJl9Gj6E9HhSaK1QD4jhLQfuDh+YrZU6nvaouCp/i/jgpmrJt+wXBlknke9+TJkdvkfdUGcz4KLUrCY3QTw9hIrBo2qPhyA0yMzbjlmhlkYMYKrJfxZ4Rkjkn34KPItlJR/GMTI4cY3Qk7/cvb7EmvETF1Ec85XhJe95gE3NzOVuKGGeHfet3T2KOW52glGlyTqTrZ5Qicbz5qM6sM2kHOINyAYceRtzUDH9IsPRD3PqDWYQC372s4S1oG/6XRO5PakKdLllo8zke7gmawJuP2/ZV56Q4Ugf3WiQSM9h1YO4k5DMxZSjUiRKzZbjxJdjMbT6IWKxBTFM/VMY+qNYhT8Fh+rrnkPIk+izrG32bXUYljRki0pVWnNhNkdKiYGsPGEzpCqMs72hbnUIWzIuZUh7U1dxCYfU35QPZUHFve2824KM3G7t1/2SJZfZDo4W+S0NWZj+OKrMZeY59qbq1oEjvUarpADO6XUp9DoY9vI43FnVi1hCLDYepWMCA3a4+QG0pWCwIcZqyJybMcyRdXLagZDBq5QGi8DknJRXPZU51xEj09FBggOM/itfhZN1tHPAkQfBWL52CEoudaBA7YlVtTdtCfUl7mI01iyxvWpOcN2qT6LBYgkuLi3Vk5RAHYu5GjyPBNVcE1whzQe0AeC6Gm1awKtv+QZNSZw1FC67jOiuFflRYCcyLd0LPaT6DNN6Li0xkesDzzC3x+JYr+a1/oH076MEihaDFdEcUxpdqBwH4TJPYFQkLdDJCauLsU4tdjaCXCKEwGhBCKEuEUKA0IhFCWQhChVE9BGjUOjQIQCEqwwehq1QBwbqtOTn9UHsGbuQVNpcsvogIlpcN0cpiPiPc79MNHeZPgFZUdF0GRq0mzObiXGP9RICU88UA8sUZTBaLrVfkYSN5s3vK6PofBfCpU2WBAngScyoU1nCGtcdwa0xuzA9wlf9PxZybUyt90HtkrHqU8y29CXm9y2biXB0TAzPbtKmNxciWEx4rMnQ2kD90f7x9Uo6Kxog6j5/UCO6Vj/RNdSBeWDL1+KEdbZ2XKbwePEFok+UHaqQf1TLupP5sJGWYIR4XSwYbtjZy4g+7qnpJpcML1IMv3V83HK3C/qjfjWi9rCBJPuVSuxLXnquFtmR/fLekNrGSCI3zbuWF4ckHyhq2vok4rSE7SQBJMkmBnzWW0lpc1H0qtCqNWk7WGYvbW4aupY9varPSFcBpDTEg8lgcfUfSdqtIc02lrQS6TctzvA5Lo6LTqXPkwa/LKMVGPRMbpGqyprNquY4a5LhIEukuk/dBdHaSEh2J+IC6fmc4mYmTdznawPs5KPVLXy4VIGoNlny4kz2A7r8lGxdJzQ4h1usD1p1gM9YOzzi3Dab9VQRxrbLTR+lfhQ8EFwIMt1ZNxcCLGIie3YFo9D9Karqvw6r9abXDQWk3DSW5xyWDo1SILyJLjq3sNpMxYzFlvOi+jKtZslgbrxrOBBsMzz2dqy6zFj2Pcr/AO8GzR7/AFEk6Xn2NHofD/Ge6obtabbnEZ8hZaJlZozIysM7cUzRwIawMBAa0RqjLmcypGrHuy4z4fB2Zy3ESrUe51hPYiqU3m7Rfb795qcyjOzt/ZE9o8d6U8Xl2Usi8FXWwz8jqg9p8VFOEqNnqTbYQQrwUxFp4o2AZwqWJWGszRjcbidWWEEO3QZ7kNG6OrEhxbBOUj0K2Go13ZsiJttkpNSjNhNtu1NVKFIN57GqeGAbECd/8pTA0Xb2fwmXP1bnLZBFkzUxNrSL7MoSXkSAUZMmnEAJP9QCYA7so5qudWM7uezcFGfioMpfqyfAawlv/UxsynlKU6vEGe1UDsTPJB2KJESUS3h+gXv9S02t79hIe+1oI9Fnhi+KkYKpUqfKJAsTkO/aeCP512R4UubLA3FyQNio9J9HaNe5aWug9ZsA894V3Ww7mxeRw8U20HYlQyzxTuLZKTRybSOAqUXllRsEEwdhG8KLC6f0hwTK7NVwhwyO0Fc0r0i1xacwYK9Ro9Ws8f3XZmyY9o0iISoRFbBLQmESUihQonpyhh3vMMa5x4CV0vDdHMJTypBx3u63mplcgN1WANFz1QBkJjyVSdKzY50rMjo/QrKUa8Pq5mflYdzRtI3nkrbBYepUcQAXH8ROXAkqRozBfFMOnq5netVQpBrdVogLC7lzIx5M3JV4fQDf/wBXT+Vtht281aYfB0mfLTaOMSe8pesjBVmdyb7HNdHKblHKuwRaOUgFCVCC9YpqvSY4Q9jXdoBS5REKEKXGdHqDgdQFh/Ker/tPpCoMdRqUnarwXMOR28js7FtXBQNIUA5pBEhXw+GFGbic70ziXMc0Am5mYFxcao3PBg5QVTsxZqP+G0TVI6slpNzPz2Gy+SsOlmjajrsv8MO1hJkjgJjaVlPgt1hJaRA1tWdYnMCTF5jkEcMUUjLqN85cicdUa1+q0NPVGtclriHQ7UsNUWO3IpTMZLyHyWk3DbwdjgCbXjtAU7CYKrUqhuqCHfiBtcCATlYrT6O6ANcYJ1JMmwvfISCYt4dqvJqMcOJAYtPklyiDoTR1L5hJ7REGco25m63mAxBDA0ENaLW+8dseHeoNLoWGiGV3DdLQR4EKRS0NiGQA5j8zmRHIj1XF1UvV5TO1gjGKp9lkK5jWPjt3A+alfH6okCx/FfyVJVpVg3/G4kZkXF+zYnKNeIL2xth1p71z6lE0OCZdtxVs7eJvlASPiNPjc7exV9KsIvvtbz3hSKAibavE742Kb3LsB40ibRqAnb780KtSDlzUdlSMgOwFHVeAN4ESBnntKNSbQG3kdpOA6xkk7PRPOFo3qNRrNPmVILuIKONUVJcjNajIIJsdu9UOJmm6AbD377Vpajt1/BZ7pBAAcc5I32sRy+qFwTdDsEuaYyMVNiolWrM3UN+KAF1HONmwyTYad9mq0iY+puRNc51hznJQ2TtPYpWGN4TJQ2ol2WuA0SxxGs8k7Wiw79vgrcgNGq0QMshbsiyqsI6CZ/hTw4zBvGULBOblwxU07HCRki1SJgoqNcSbZ7Snfjbxbv5zu+qFRTV2LdoYdh2v+aZ3rIdKeh1Qk1qTg612EQ6245HwWzqG/kgH2ub7E/T6qeCVoqSs4mRFiiXUNO9GqNdpeBqVPxDw1ht81zfH4J9J5p1BDh3HiDtC9JpdZDOuOH7CZQojJKWihaxbR2cvKgaRxD2jWp3czrxvAmW9pbMcYTz3qCavVLt5SpvihuontjS8ln0dx1N41mOBDu8H8J4q/C4xUr1MPWcaTi288CDcAjIjZyWo0P0+A6tdscQCR9R4pDjRjlG+Ub9Gq3Aacw9b5KjTz9M1YMcDkQexCA00LQlFCChQoFAFJCBKhBzWQJTabqYlozcBz9FLJRICYxJAElV2M05TaLGfALJ6W6QufYH0A5fuqckMjik+xzpNpNlGlVNi6oC0XykQO9YDQ7A4gEWbkO3b5dykaYFWu4MYHODczsmNp7PNM4JpY6HCHDYfd0xL5Hzyymk5JVwjomhqLWXyMWtcK6wtbMm52fx3rK4PSAgJ1ukCHSDcLizxzlLk6EYquDYNxU2zm5jYNqUaoNsll6GkyOzLjsToxt5ndHvclOLXZNhoDijOdh3+Ceo1Zzjme5ZUYuXXJiZ7RuTv/UyHeiiTQXpX0X+JoNdJHVO9vuFU4xz2EA5bD908/RWGBxQeDAul1Ga7HMdkQZ4HYe8Ss727lZcW4umVjceZDp25lP08cJMwAe/sus78aOqbEEg9ozR/H4p/6d3Y7YmaSjVtrbtvPzUinUmIPaPBZhmNtEqVh8bxSpYZRXRTx2ahuRCh6Qwxe1zJguEA5kce3cm8FjBAHfPon215dym3ghUvIna4syb+jbxm+e0H0TR0S8ZR3rcitNiO68cU05rDmL/dO9P/AFM/e/wRSXlGSZgKgE6ohMNpua4EtPdbvW2GHbY5SknCC8KLNPykH6iM1Rxk22e7KVTx497lKxGh2knqRO0WPh9FVYrRj2fIS4DYc/3QVjl+wammWPxerIuPLggzE2tnsnLNU39YRINkKdbjb3kr/TNF2mXvxyPe3glioCJn1VIcX1c+1JZiYmSg/TsvajRUHRG05e5VR0p0P/UU3QBrt6zSN+7sOXcmG4yIMnNPtx4uCc8vVMxqeOSa8AvHZy4iMwQdoOY4Ilf9LsFqVBUH3892sAPMeSoF6jFkWSCkjHKNOjqmLqgNN1Czp8knEvtmhg3S0tQz7FartGc0/Tux28Ed38qkcFotPs6k/hd4G3nCz5KFCovgIBT8NpSuzKq6Pzdbl1phV7Cn2KmEmaHDdLMS0fMD2z6EKdT6aYjaGnv/APpZRg3J1qW0i+DVjprW/AEh/TCschHYT9Vmsvf1Rz/KGi+PYuq3SSs7aPEn/wAlFdpOqc3n0UBohIq4iEO2y91EqpiDtPikYGlUr1Ph0mlztu5oykpjRWCq4qqKVPhru2MbvPHcP3K6voPQlLCMDabIJ+Z2bnkbXO+kDcEGaaxr9wVJyK3Q/RdtNvWAJjz81M0hoShVbqvptO6LEb4IyNyrZzxvTDyuRPM7tPkeuTmmm9GPwjtYS+kdv3mfq4fm9mFS0iDBBuugaYoBzCCLGxvmuN6Ua7DVnUiZAu072nI9uY5Lp6Ka1Cal2v8AIOWfpU/BrGY3ec1KbiOOWSyui6j6xDabHOO2BYQLycgr5mjcSGyKZITcuGMXTYcMu5WixbWz3pQeqZ+Lcw/3GlpHd+ycw+k2HIhJeB9o0wyI1ejMbqmFdtqAiR793WKo4kbCrnR+M3m65mpwNcobKKlyik6UYOp/UBzIAewEzJ6wkEx2BqhE1hHUnmtjitRzxN+rbvM++CkswLIu3mbe5T8erqEYtdIVVGIFd4zZHNSsFiJK11TQzDYCBvzlVuI0CWmQJ37Eb1MHw1Qcci9xGGqq1oVwSSbke4UbCYURBExlbxBQxWAOdN19oK5zcZS4YUmn2WQrAiSbkWCW2tNz77VmqeNIMO2W7vZUr+s4yPeauWKaYDxGgbW9hOCrGfJUlPFjefptTv8AUjWzHbmUKlJC3iLcVL5JVaCoNDGA5lSsNiAZHojjK+LFSi0QtIaEp1BdsHeJB7/5WD0zojG0CSwNqMH3hIP+ps+I8F1BwnIKPiabTmtGPUPD+6/f+gfqOT09JYgfNS7j9QpODxbn1G03NLNeescpAmLLWYzR517NkbCPIqu0xhBq60QWyeOS6uOWOdNLhlKU4urEV9F1wJYWvP4dYtnvEKlxukqlKz6L2H82XIiQVaYTTdSLwe0Kzo6Ra8atRoIOdpHMFavQx+xr3N9MxWkNNvqs+GWgAxO02MiFVrfYvovhql2Sw/lNv9py8FUnoVU2Vm/7T9U6EYQVRESjJvkuqrZaezxzHoouCrwQdhU+sxZxtTUe6mfuuOr2bFWReRWaNou9P4LXolzd1+zasLWwtRl4JbvGY7fqt7ozHCNV1wbEJrEaP1TIuDklKdGJwMC2ptUumVqToSg/5mR+ZtnDidjhxKjYnohVZBZUa5pyLgR3ls+SOrVoFTadMpmp1sJ7EaJxFM3okiLFpaQey4PgmNSoBJpVbZxTefIJexjFkQ4I3Ii9MNquNhTqk/8Abf6hE4VTlQq82x/yhT05exfqx9xVSqnNEaKq4upqM6rAeu8jqt+ruHknMBoTEVntbqajSRrOc5tmzcgNJk7hvXTdDaLZQpNpsjVGZJ6xJzcTvKzanULAqX1f6ChH1OfBJ0Jo+lh2CnSADRnGbj+JxzJ4qa6ueSZDm3EIF3BcOeWUvJpUUE10nOE1iBdCo6Jjy8E1iH2mYO73sWe/laYyK5GMQ8gX/kblzzpton4mq5g62sAAIk6xiPLuW3xlaBBCpqFUur0wBmTy6pv73rfoJSxy3oLNjUobWWvR/Q7KFJrAACBcjyBVuaOdhPFN4eb2NsvU2U4UYvn48kM8kptsClHgpsVoum/5mNdzWX0x0PHzUwW3tHqD+y6A5t7+SD2AjJDi1GXG/lYW5PtHFq9Sph36j54HY4bwp+E060ZkDmtr0q6PNxNFzRAqC7CR94TYn8JyK4xXouaS1wLXAwQbEHcV3NJPHq4W+12Zc2eeGXHKOk4fS/xKgc3JsARtvJWtwuLBzkz9FyTo/jb6u1dE0LUMSD/J2LBr9MsfXg14ciyxs1mGFs5lSAdw71Fw7Y2RzUhhssKdCpLkjVqMmwA8JTZpDK0qXUE/v9UVSmD6SkygrdBKZldOaNd/kYJ/ENp/MPUKkpYwxA3rfVaYy2+/Bch0wa2FxFSmeswO1m7Oq64APDLkulol6qcH2i5Z9iTNdSxFrHLinBioIKyOH06w2JLTxt45K1p1+KbPS7e0MhnjLo0WFxY1jO3LtVlRxRaJ2zcjyWQGIG9WlDHSIt2rHl0zXMRvEjU0MYDt5/VOVKu20BZhmMF1Z4TEy1Z5KUVyBLEu0SHnaL8FSaVdLHngQOdh5yrlt8vfuFS41wJ1dxk9uz6rd8Mk5PaBLHckUNDDqbRZCkikhA9+/fcu4OUaDY4tuCffvxUkaQdw8VF9+/fqhqu3O7j9VCFnXorK9I8GQRUbYix7M58Y5rcakqJi8IHDL+E0RKNoweCx88HDMe9nFaHA6U2OuNyzWntCvou12EgbDu4Hh5qJg9JydV3Vdu2HsPolSx+UYpqnTOj0cO141qTgD+E+hT1GuWHVc2BuI6p+hWNwWky0zK1WA6QMeNWqJtE7ffalLjoXKN9liHNPyx+h3mD9FHfQbPVOo4fddbuO3mnjhWm9IyNw+n0SNcZPPAawtycLjxR7/cTsfghYhrcqjC0/iHqN3YolUO3CoDtGfDiOas61FxaYc0t3PMjk4CyZoUmM60CbWzjfBKVqM8cMbf4GYcTySosNDYMU25Zm9pJ57ArBxtvG3eFUtxTjt/hSqNWZI7p2LzeXJKbbZ1PS2rgl2HFKBhQzX3D+QiFdItJk2MfquhQq+ICTj8TA5qhx2PABum4sDyPgJUlbHtJYwcPeSZ0FTBLqh/S3wLvTuWVxumS4lrB/q2LUdCiX0g2ZLXHW7SS7yIXWnp3iwiPVUpUjX0GmBb3xKkteY2++CapUXNbndPNnMx5rmN8+S2G90wijjySeHvvTgG9CnufIPRHqDeuZ/aJoj+8KzRZ7YMfibOfaCO5dOORmVmuk9IOoke7bVp0eR4cya8lzhvg0ciY1zHBwEQZ+oXU9BVAAOR45ZLnGLoicytloTFAsb+kT3QV2PiC340J0XDaOg4Z8iSIvce8lIY62ztVTo6pGV7GfWCrRtT3tXn4s0TjTF1ARMJpr80b6wFrpoPznJBJ/NwUlwIdUMqr0tokYi2q0yMy0EgA7Dsupz9oQoEg9VpJ4Zb/VadAm8yJm4xsw+O6GgZNI4nJUNfQ9ekYpuJ4C47jZdiaZtUc0flGfdvVfjmU4Ia3VzvbX7sgvR3XZzlbfByU6QrUz/dZ6FSsP0gZ94ObykeErV4zQQeTB5kSe9VGJ6LNbmlt4pdo0Qlkj5BhNItf8rged+7NXuisaJg7tixJ0Xqv6s524LRYKkKbZeSTxkrPm00ZKkbceobVSRqamKDWzy8bKpBJknM3Pn770xRLnGXZDIbu3j73lSGtynn79+QRaTS+gm32xxMwuFBbJm+Qy4KSMKwfdCOlVaRbu9Etbigg0bAAjgbvNCffv33oaw4d6hQ8cks/REgiAKTpH/if+krlWl8+Y8gggjgY9Z0XtPIdgU/B5oILJIB9Gu0J6qw6RfOP0D1QQVP6RK+ogYXM9h8k4PkHvaEEFzdb1H8m7Tdv8f2Jpbfe0qVhfQoILkSNz6HaeXveo1bPl6IIJfkHyRcd95YrpL8zEEF2vh/1GXUfSEf8AGtR9nPyP/wC5/wCoQQWzU/bMuL6/wbqnlyCUdvvcgguPPscRvqpNLJBBZsHYUiFUz97lQ6a/xuQQRw+6v5Hx+lnM8RmVb6F+VvvaUEF6XL9Bg033De6O+UKwp5jtRoLyc/r/ACdGY5ic+SbZnyCNBVP7jAj9I1Xz97lO0f8A4ndpQQXS+G/ff8P+hOq+2v5RUUfldzTDtnL0QQXVyGfGTKeZ5eSqNKZn9LvRGghj2WUVPNJxHzM7T5FBBPh2jRHsscH8o/SP+IUijs7f/YoIJz7NYrA5jsH/ABarZ/vvRIK0UwgkIIKyH//Z" /> <img alt="Resultado de imagen de empanadas" 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" /><br />
<br />
Curso de Panadería y Pastelería<br />
<br />
Empanadas<br />
De cebollas y empanadas<br />
Pétalo a pétalo se formó tu hermosura<br />
Escamas de cristal se acrecentaron<br />
Y en el secreto de la tierra oscura<br />
Se redondeó tu vientre de rocío.<br />
Pablo Neruda.<br />
La cebolla, elemento esencial de nuestra mesa cotidiana, se hace también verso en la pluma de Neruda. Y bien ganado se tiene ese espacio aquella “redonda rosa de agua”, porque ¿qué sería de nuestra tradición criolla y popular sin ella? ¿Con que ingrediente daríamos identidad y sabor al chancho en piedra, y a la salsa verde, aderezo indispensable de los mariscos nuestros? ¿Y la cebolla en escabeche, acompañamiento de los platos invernales? La humita y el pastel de choclo ¿cómo justificarían el toque apetitoso que los hace distintos?<br />
Hay un solo ingrediente que transforma lo insípido en sabrosos en esos platos tan nuestros: es la irremplazable cebolla.<br />
Pero no hay duda que esas responsabilidades de la cebolla son pequeñas ante la más importante, la de acompañarnos a celebrar nuestra gesta patriótica en el corazón de las empanadas.<br />
Claro que eruditos e historiadores aseguran que nuestro símbolo dieciochero tiene ancestros europeos que se remontan hasta el siglo XIII. La masa que cruzó el Atlántico, en todo caso era de hoja y en su interior levaba carne y pescado y había que hacer un agujero encima del cobertor para que pueda respirar, que de otra manera reventaría en el horno.<br />
La empanada nuestra, criolla por los cuatro costados, lleva como relleno el pinu, la paternidad araucana.<br />
De su existencia, ya en 1652 da fe don Eugenio Pereira Salas en su libro “Apuntes para la historia de la cocina chilena”. Un lienzo de la Santa Cena de esa época se conserva en la sacristía de la Catedral de Santiago. Al describirlo, un historiador indica:”y sobre el plato se ve nuestra clásica empanada”.<br />
En la colonia se hizo favorita definitivamente de los paladares criollos. El Cabildo de Concepción, en 1807, aprueba un arancel donde figura junto al mote cocido, guatitas y otros alimentos típicamente chilenos.<br />
Una variación se ha ido perdiendo lentamente en el tiempo, es el Pequén una empanada sólo a base de cebolla y ají de color, se eliminaba de ella la carne y la cocción se hacía directamente en el rescoldo, al igual que la tradicional tortilla campesina.<br />
Ciudadana del mundo, la cebolla en nuestro territorio tiene fueros especiales por ser portadora y responsable de tradiciones que afirman nuestra identidad nacional.<br />
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Empanadas<br />
Harina 1000 grs<br />
Agua 400 cc.<br />
Manteca 200 grs.<br />
Sal 20 grs.<br />
Polvos hornear 5 grs.<br />
Ají de color<br />
C/s<br />
Preparación:<br />
• amasar todos los ingredientes hasta unir<br />
• trabajar la masa en la sobadora hasta que quede lisa y uniforme<br />
• estirar a espesor de 2 mm<br />
• poner la masa sobre el mesón espolvoreado con harina y cortar los discos.<br />
• con 7 kilos de harina se obtienen alrededor de 100 discos de 18 cm.<br />
Pino<br />
Cebollas 8 kilos<br />
Carne molida 4 kilos<br />
Cubitos de caldo 4 unidades<br />
Especias : comino, pimienta, ají color<br />
Pasas, aceitunas, huevo duro.<br />
<br />
Preparación:<br />
• cocer o freír con aceite o manteca la carne molida<br />
• cocer la cebolla por 30 a 45 minutos, agregar la carne, retirar del fuego y agregar los condimentos<br />
• dejar enfriar y usar, de preferencia preparar el pino el día anterior<br />
• este pino alcanza para 100 empanadas aproximadamente.<br />
Otros Rellenos:<br />
Ave Mariscos Verduras<br />
Queso. Combinaciones, por ej. Queso y camarones.<br />
<br />
Fuente: <span style="font-size: xx-small;">José Velásquez recopilación e 1</span><br />
<span style="font-size: xx-small;">Curso de Panadería y Pastelería </span></div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0tag:blogger.com,1999:blog-8797680571329673360.post-79812615894528573692017-02-09T09:06:00.000-05:002017-02-09T09:06:49.332-05:00Curso de panadería y pasteleria Pizza de Pesto<div dir="ltr" style="text-align: left;" trbidi="on">
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Curso de panadería y pasteleria<br />
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<img alt="Resultado de imagen de pizza de pesto" 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" /><br />
<br />
Pizza de Pesto<br />
- cubrir la superficie de la pre-pizza con pesto de albahaca y espolvorear con tomates en rodajas y queso parmesano rallado<br />
- cocinar a alta temperatura hasta derretir el queso<br />
- servir con hojas de albahaca.<br />
<br />
<img alt="Resultado de imagen de Pizza de Pimientos" 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" /><br />
<br />
Pizza de Pimentones<br />
- cubrir la superficie de la pre-pizza con pimentones asados y pelados y cebolla picada fina<br />
- espolvorear con ajo picado fino y queso mozzarella rallado<br />
- cocinar a temperatura alta<br />
- servir<br />
<br />
<img alt="Resultado de imagen de Pizza de Verduras" 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" /><br />
<br />
Pizza de Verduras<br />
- cubrir la superficie de la pre-pizza con pasta o salsa de tomates y espolvorear con una taza de champiñones en láminas, una taza de queso mozzarella rallado, ¾ taza de pimentones verdes picados, ½ taza de cebolla picada fina y ¼ taza de aceitunas picadas<br />
- cocinar en horno a alta temperatura, 12 a 15 minutos o hasta que se derrita el queso.<br />
<br />
Fuente: José Velásquez recopilación e 1<br />
Curso de panadería y pasteleria</div>
jose arcesio gutierrez ariashttp://www.blogger.com/profile/09918909150885564477noreply@blogger.com0