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<p class="rtejustify"> <em><strong>//Texto: María Fernanda Pando Sevilla//</strong></em></p> <p class="rtejustify"> Las tortas en vaso son una nueva forma de presentación de estos deliciosos postres, son individuales y, lo mejor de todo, mantienen el sabor en un cómodo envase. Además, al ser una alternativa de fácil a mediana preparación y debido a su peculiar y llamativa forma de consumo, este modo de presentación tomó mucha fuerza durante la cuarentena en la red social Instagram.</p> <p class="rtejustify"> Sin embargo, estas tortas en vaso también nacieron como una nueva tendencia en diferentes actividades festivas, tal como explica Ana María Rodríguez, dueña de Dulce Tentación Eventos Vip (La Paz). “Se caracterizan por ser individuales, llaman la atención por su decorado y son aptos para cualquier tipo de celebración ya sea para fiestas infantiles, matrimonios, bautizos, etc.”, comenta Rodríguez sobre estas delicias.</p> <p class="rtejustify"> Por otra parte, explica también que son una excelente opción para los niños, ya que, al comer la torta desde un vaso, se ensuciarán menos y se evitarán pequeños incidentes. Por último, lo positivo de este tipo de postres también radica en el ahorro, Rodríguez comenta que al realizar una torta normal suelen quedar varios restos de masa, los cuales con este método pueden ser incluidos en un nuevo vaso.</p> <p class="rtejustify"> Para poder realizar fácilmente y con éxito estas tortas en vaso, Ana María Rodríguez comparte cinco recetas:</p> <p class="rtejustify"> [[{"fid":"495714","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"SELVA NEGRA. Se puede decorar de manera creativa con cherrys y crema. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""},"type":"media","field_deltas":{"1":{"format":"default","field_file_image_description[und][0][value]":"SELVA NEGRA. Se puede decorar de manera creativa con cherrys y crema. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"1"}}]]</p> <ol> <li class="rtejustify"> <span style="font-size:20px;"><strong>SELVA NEGRA</strong></span></li> </ol> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 100 g de azúcar</li> <li class="rtejustify"> 100 g de harina </li> <li class="rtejustify"> 2 cucharaditas de cacao en polvo</li> <li class="rtejustify"> 500 ml de crema de leche</li> <li class="rtejustify"> 3 cucharadas de azúcar para montar la crema</li> <li class="rtejustify"> Chocolate negro para decorar o para las virutas de chocolate</li> </ul> <p class="rtejustify"> <strong>Ingredientes para el almíbar:</strong></p> <ul> <li class="rtejustify"> Cerezas en almíbar</li> <li class="rtejustify"> 50 ml del líquido de las cerezas</li> <li class="rtejustify"> 50 g de azúcar</li> </ul> <p class="rtejustify"> <strong>Preparación del almíbar:</strong></p> <p class="rtejustify"> En una ollita, calentar el líquido de las cerezas con el azúcar y remover. Dejar calentando a temperatura media. Cuando empiece a hervir, dejar cinco minutos y retirar la preparación del fuego. Precalentar el horno a 180º C.</p> <p class="rtejustify"> <strong>Preparación de la masa: </strong></p> <p class="rtejustify"> Poner en un bol grande los huevos junto al azúcar y batir bien. Luego, tamizar la harina con el cacao en polvo y remover. Engrasar el molde y echar la mezcla. Hornear unos 20 minutos, luego sacar del horno y dejar enfriar. La preparación del bizcocho se la puede hacer también un día antes.</p> <p class="rtejustify"> <strong>Montar la nata:</strong></p> <p class="rtejustify"> La nata debe estar fría, empezar a montarla con una batidora eléctrica. Cuando esté semimontada, echar las tres cucharadas de azúcar, hasta montarla del todo. Poner la nata en una manga pastelera y reservar para después. Echar el almíbar en la masa para que se empape.</p> <p class="rtejustify"> <strong>Montar los vasos:</strong></p> <p class="rtejustify"> Cortar la masa en círculos con un molde o cortapastas redondo.</p> <p class="rtejustify"> En el fondo del vaso, también echar un poco de almíbar e ir poniendo el bizcocho y la crema con la manga, otro trozo de bizcocho y más crema. Por último, espolvorear con el chocolate y decorar con una cereza.</p> <p class="rtejustify"> [[{"fid":"495716","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"El tamaño es a elección. En el caso de la torta tres leches, sólo es necesario decorar con crema y canela. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""},"type":"media","field_deltas":{"2":{"format":"default","field_file_image_description[und][0][value]":"El tamaño es a elección. En el caso de la torta tres leches, sólo es necesario decorar con crema y canela. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"2"}}]]</p> <ol> <li class="rtejustify" value="2"> <span style="font-size:20px;"><strong>TRES LECHES</strong></span></li> </ol> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 200 g de azúcar granulada</li> <li class="rtejustify"> 140 g de harina</li> <li class="rtejustify"> 2 cucharaditas de polvo de hornear</li> <li class="rtejustify"> 1 cucharilla de esencia de vainilla</li> <li class="rtejustify"> 120 ml de leche</li> </ul> <p class="rtejustify" style="margin-left:18.0pt;"> Para el baño de tres leches:</p> <ul> <li class="rtejustify"> 200 g de leche condensada</li> <li class="rtejustify"> 200 ml de leche evaporada</li> <li class="rtejustify"> 120 ml de crema de leche</li> </ul> <p class="rtejustify"> <strong>Decoración:</strong></p> <ul> <li class="rtejustify"> 1 taza de crema chantilly</li> <li class="rtejustify"> 2 cucharas soperas de canela</li> </ul> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Para preparar este pastel de tres leches individual, primero, forrar la base del molde con papel manteca. Luego, en un bowl colocar los huevos y el azúcar y batir con una batidora por 10 a 15 minutos. Cuando haya duplicado su volumen, agregar la vainilla y seguir batiendo. Bajar la velocidad para agregar la harina y leche poco a poco. La mezcla está lista y se debe verter en el molde. Es importante precalentar el horno a 160°C.</p> <p class="rtejustify"> <strong>Para las leches:</strong></p> <p class="rtejustify"> Mientras la masa está en el horno, mezclar las leches del baño en un tazón y calentar en el microondas por uno o dos minutos.</p> <p class="rtejustify"> <strong>Para montar en los vasos:</strong></p> <p class="rtejustify"> Con la masa aún tibia, cortar en redondos del tamaño de los vasos y colocarlos en los mismos. Verter la mezcla de las leches y esperar que se absorba. Para la decoración, batir el chantilly y espolvorear la canela.</p> <p class="rtejustify"> [[{"fid":"495717","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"Existen muchas maneras creativas de decorar y mezclar sabores. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""},"type":"media","field_deltas":{"3":{"format":"default","field_file_image_description[und][0][value]":"Existen muchas maneras creativas de decorar y mezclar sabores. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"3"}}]]</p> <ol> <li class="rtejustify" value="3"> <span style="font-size:20px;"><strong>TORTA DE VAINILLA</strong></span></li> </ol> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 500 g de mantequilla</li> <li class="rtejustify"> 1 kg de azúcar</li> <li class="rtejustify"> 1 kg de harina</li> <li class="rtejustify"> 8 unidades de huevos</li> <li class="rtejustify"> 1 litro de leche</li> <li class="rtejustify"> 1 cucharadita de vainilla</li> <li class="rtejustify"> 1 cucharadita de singani</li> <li class="rtejustify"> 1 taza de ralladura de limón</li> </ul> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> La forma correcta de mezclar estos ingredientes es hacerlo con la mantequilla blanda. Para obtenerla, se debe sacar la mantequilla de la nevera al menos una media hora antes de la preparación, para asegurar que esté a temperatura ambiente. Mezclar el azúcar con la mantequilla y batir hasta conseguir una crema color blanquecino.</p> <p class="rtejustify"> A continuación, incorporar poco a poco el resto de los ingredientes para la torta. Primero, añadir los huevos. Luego, agregar la harina y volver a mezclar. Por último, integrar la leche hasta obtener una mezcla homogénea. Finalmente, agregar la vainilla, el singani y la ralladura de limón. En un molde previamente untado de mantequilla, colocar la mezcla y llevar al horno durante 40 minutos, a 180°C.</p> <p class="rtejustify"> <strong>Montar en los vasos:</strong></p> <p class="rtejustify"> De igual manera que las anteriores, cortar en círculos para llevarlos al vaso. Se puede decorar con crema chantilly.</p> <p class="rtejustify"> [[{"fid":"495719","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"Esta torta se caracteriza por la decoración con galletas en la parte superior. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""},"type":"media","field_deltas":{"4":{"format":"default","field_file_image_description[und][0][value]":"Esta torta se caracteriza por la decoración con galletas en la parte superior. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"4"}}]]</p> <ol> <li class="rtejustify" value="4"> <span style="font-size:20px;"><strong>TORTA DE CHOCOLATE </strong></span></li> </ol> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 2 tazas de harina leudante</li> <li class="rtejustify"> 1 taza de azúcar</li> <li class="rtejustify"> 1 taza de cacao</li> <li class="rtejustify"> 1/2 taza de aceite</li> <li class="rtejustify"> 2 huevos</li> <li class="rtejustify"> 1 taza de agua hirviendo</li> </ul> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Primero, mezclar todos los ingredientes en un bowl: la harina, azúcar y cacao. Luego, agregar la 1/2 taza de aceite, los dos huevos y mezclar. Por último, agregar el agua hirviendo y remover hasta conseguir una mezcla homogénea.</p> <p class="rtejustify"> Untar la mantequilla o manteca a un molde y volcar la mezcla en el mismo. Llevar al horno a temperatura baja por 35 a 40 minutos. Para trasladar a los vasos, cortar con el molde circular y colocarlos en los mismos. Decoración a gusto con crema o frutas picadas.</p> <ol> <li class="rtejustify" value="5"> <span style="font-size:20px;"><strong>TORTA DE OREO:</strong></span></li> </ol> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 1 1/2 taza de harina</li> <li class="rtejustify"> 2 cucharadas cocoa</li> <li class="rtejustify"> 1 taza de galletas oreo en polvo</li> <li class="rtejustify"> 2 cucharaditas de polvo para hornear</li> <li class="rtejustify"> 2 cucharaditas de sal</li> <li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 1 taza azúcar</li> <li class="rtejustify"> 1 cucharadita de vainilla</li> <li class="rtejustify"> 1/2 taza de yogur natural</li> <li class="rtejustify"> 1/2 taza de mantequilla derretida</li> </ul> <p class="rtejustify"> Relleno:</p> <ul> <li class="rtejustify"> Queso crema 200 g</li> <li class="rtejustify"> 1 taza mantequilla</li> <li class="rtejustify"> 1/4 taza de galletas oreo en polvo</li> <li class="rtejustify"> 1/3 taza de azúcar glass</li> <li class="rtejustify"> Galletas Oreo en trozo y molidas para decorar al gusto </li> </ul> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Precalentar el horno a 180º C. Cernir la harina, la galleta en polvo, el polvo para hornear y la sal. Reservar.</p> <p class="rtejustify"> Batir los huevos con el azúcar hasta blanquear. Agregar la vainilla y el yogur e incorporar la mantequilla en forma de hilo y los ingredientes secos poco a poco. Ya bien batidos, poner en el molde previamente engrasado, meter al horno por 25 minutos o hasta que el cuchillo con el que se pinche salga limpio.</p> <p class="rtejustify"> Para el betún, poner los quesos, la mantequilla, el polvo de las galletas y el azúcar glass hasta que esté cremosa.</p> <p class="rtejustify"> <strong>Para los vasos: </strong></p> <p class="rtejustify"> Cortar círculos de masa e intercalar con la crema. Decorar con galleta Oreo.</p>
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<p class="rtejustify"> <em><strong>//Texto: María Fernanda Pando Sevilla//</strong></em></p> <p class="rtejustify"> Las tortas en vaso son una nueva forma de presentación de estos deliciosos postres, son individuales y, lo mejor de todo, mantienen el sabor en un cómodo envase. Además, al ser una alternativa de fácil a mediana preparación y debido a su peculiar y llamativa forma de consumo, este modo de presentación tomó mucha fuerza durante la cuarentena en la red social Instagram.</p> <p class="rtejustify"> Sin embargo, estas tortas en vaso también nacieron como una nueva tendencia en diferentes actividades festivas, tal como explica Ana María Rodríguez, dueña de Dulce Tentación Eventos Vip (La Paz). “Se caracterizan por ser individuales, llaman la atención por su decorado y son aptos para cualquier tipo de celebración ya sea para fiestas infantiles, matrimonios, bautizos, etc.”, comenta Rodríguez sobre estas delicias.</p> <p class="rtejustify"> Por otra parte, explica también que son una excelente opción para los niños, ya que, al comer la torta desde un vaso, se ensuciarán menos y se evitarán pequeños incidentes. Por último, lo positivo de este tipo de postres también radica en el ahorro, Rodríguez comenta que al realizar una torta normal suelen quedar varios restos de masa, los cuales con este método pueden ser incluidos en un nuevo vaso.</p> <p class="rtejustify"> Para poder realizar fácilmente y con éxito estas tortas en vaso, Ana María Rodríguez comparte cinco recetas:</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495714" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso1jpg">torta_vaso_1.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="1" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_1.jpg?itok=YbMjhs7K" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">SELVA NEGRA. Se puede decorar de manera creativa con cherrys y crema. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify"> <span style="font-size:20px;"><strong>SELVA NEGRA</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 100 g de azúcar</li> <li class="rtejustify"> 100 g de harina </li> <li class="rtejustify"> 2 cucharaditas de cacao en polvo</li> <li class="rtejustify"> 500 ml de crema de leche</li> <li class="rtejustify"> 3 cucharadas de azúcar para montar la crema</li> <li class="rtejustify"> Chocolate negro para decorar o para las virutas de chocolate</li> </ul><p class="rtejustify"> <strong>Ingredientes para el almíbar:</strong></p> <ul><li class="rtejustify"> Cerezas en almíbar</li> <li class="rtejustify"> 50 ml del líquido de las cerezas</li> <li class="rtejustify"> 50 g de azúcar</li> </ul><p class="rtejustify"> <strong>Preparación del almíbar:</strong></p> <p class="rtejustify"> En una ollita, calentar el líquido de las cerezas con el azúcar y remover. Dejar calentando a temperatura media. Cuando empiece a hervir, dejar cinco minutos y retirar la preparación del fuego. Precalentar el horno a 180º C.</p> <p class="rtejustify"> <strong>Preparación de la masa: </strong></p> <p class="rtejustify"> Poner en un bol grande los huevos junto al azúcar y batir bien. Luego, tamizar la harina con el cacao en polvo y remover. Engrasar el molde y echar la mezcla. Hornear unos 20 minutos, luego sacar del horno y dejar enfriar. La preparación del bizcocho se la puede hacer también un día antes.</p> <p class="rtejustify"> <strong>Montar la nata:</strong></p> <p class="rtejustify"> La nata debe estar fría, empezar a montarla con una batidora eléctrica. Cuando esté semimontada, echar las tres cucharadas de azúcar, hasta montarla del todo. Poner la nata en una manga pastelera y reservar para después. Echar el almíbar en la masa para que se empape.</p> <p class="rtejustify"> <strong>Montar los vasos:</strong></p> <p class="rtejustify"> Cortar la masa en círculos con un molde o cortapastas redondo.</p> <p class="rtejustify"> En el fondo del vaso, también echar un poco de almíbar e ir poniendo el bizcocho y la crema con la manga, otro trozo de bizcocho y más crema. Por último, espolvorear con el chocolate y decorar con una cereza.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495716" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso2jpg">torta_vaso_2.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="2" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_2.jpg?itok=ZVKkO2GY" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">El tamaño es a elección. En el caso de la torta tres leches, sólo es necesario decorar con crema y canela. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify" value="2"> <span style="font-size:20px;"><strong>TRES LECHES</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 200 g de azúcar granulada</li> <li class="rtejustify"> 140 g de harina</li> <li class="rtejustify"> 2 cucharaditas de polvo de hornear</li> <li class="rtejustify"> 1 cucharilla de esencia de vainilla</li> <li class="rtejustify"> 120 ml de leche</li> </ul><p class="rtejustify" style="margin-left:18.0pt;"> Para el baño de tres leches:</p> <ul><li class="rtejustify"> 200 g de leche condensada</li> <li class="rtejustify"> 200 ml de leche evaporada</li> <li class="rtejustify"> 120 ml de crema de leche</li> </ul><p class="rtejustify"> <strong>Decoración:</strong></p> <ul><li class="rtejustify"> 1 taza de crema chantilly</li> <li class="rtejustify"> 2 cucharas soperas de canela</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Para preparar este pastel de tres leches individual, primero, forrar la base del molde con papel manteca. Luego, en un bowl colocar los huevos y el azúcar y batir con una batidora por 10 a 15 minutos. Cuando haya duplicado su volumen, agregar la vainilla y seguir batiendo. Bajar la velocidad para agregar la harina y leche poco a poco. La mezcla está lista y se debe verter en el molde. Es importante precalentar el horno a 160°C.</p> <p class="rtejustify"> <strong>Para las leches:</strong></p> <p class="rtejustify"> Mientras la masa está en el horno, mezclar las leches del baño en un tazón y calentar en el microondas por uno o dos minutos.</p> <p class="rtejustify"> <strong>Para montar en los vasos:</strong></p> <p class="rtejustify"> Con la masa aún tibia, cortar en redondos del tamaño de los vasos y colocarlos en los mismos. Verter la mezcla de las leches y esperar que se absorba. Para la decoración, batir el chantilly y espolvorear la canela.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495717" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso3jpg">torta_vaso_3.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="3" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_3.jpg?itok=blO9tWkl" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Existen muchas maneras creativas de decorar y mezclar sabores. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify" value="3"> <span style="font-size:20px;"><strong>TORTA DE VAINILLA</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 500 g de mantequilla</li> <li class="rtejustify"> 1 kg de azúcar</li> <li class="rtejustify"> 1 kg de harina</li> <li class="rtejustify"> 8 unidades de huevos</li> <li class="rtejustify"> 1 litro de leche</li> <li class="rtejustify"> 1 cucharadita de vainilla</li> <li class="rtejustify"> 1 cucharadita de singani</li> <li class="rtejustify"> 1 taza de ralladura de limón</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> La forma correcta de mezclar estos ingredientes es hacerlo con la mantequilla blanda. Para obtenerla, se debe sacar la mantequilla de la nevera al menos una media hora antes de la preparación, para asegurar que esté a temperatura ambiente. Mezclar el azúcar con la mantequilla y batir hasta conseguir una crema color blanquecino.</p> <p class="rtejustify"> A continuación, incorporar poco a poco el resto de los ingredientes para la torta. Primero, añadir los huevos. Luego, agregar la harina y volver a mezclar. Por último, integrar la leche hasta obtener una mezcla homogénea. Finalmente, agregar la vainilla, el singani y la ralladura de limón. En un molde previamente untado de mantequilla, colocar la mezcla y llevar al horno durante 40 minutos, a 180°C.</p> <p class="rtejustify"> <strong>Montar en los vasos:</strong></p> <p class="rtejustify"> De igual manera que las anteriores, cortar en círculos para llevarlos al vaso. Se puede decorar con crema chantilly.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495719" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso4jpg">torta_vaso_4.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="4" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_4.jpg?itok=iDd3_PZ7" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Esta torta se caracteriza por la decoración con galletas en la parte superior. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify" value="4"> <span style="font-size:20px;"><strong>TORTA DE CHOCOLATE </strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 2 tazas de harina leudante</li> <li class="rtejustify"> 1 taza de azúcar</li> <li class="rtejustify"> 1 taza de cacao</li> <li class="rtejustify"> 1/2 taza de aceite</li> <li class="rtejustify"> 2 huevos</li> <li class="rtejustify"> 1 taza de agua hirviendo</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Primero, mezclar todos los ingredientes en un bowl: la harina, azúcar y cacao. Luego, agregar la 1/2 taza de aceite, los dos huevos y mezclar. Por último, agregar el agua hirviendo y remover hasta conseguir una mezcla homogénea.</p> <p class="rtejustify"> Untar la mantequilla o manteca a un molde y volcar la mezcla en el mismo. Llevar al horno a temperatura baja por 35 a 40 minutos. Para trasladar a los vasos, cortar con el molde circular y colocarlos en los mismos. Decoración a gusto con crema o frutas picadas.</p> <ol><li class="rtejustify" value="5"> <span style="font-size:20px;"><strong>TORTA DE OREO:</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 1 1/2 taza de harina</li> <li class="rtejustify"> 2 cucharadas cocoa</li> <li class="rtejustify"> 1 taza de galletas oreo en polvo</li> <li class="rtejustify"> 2 cucharaditas de polvo para hornear</li> <li class="rtejustify"> 2 cucharaditas de sal</li> <li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 1 taza azúcar</li> <li class="rtejustify"> 1 cucharadita de vainilla</li> <li class="rtejustify"> 1/2 taza de yogur natural</li> <li class="rtejustify"> 1/2 taza de mantequilla derretida</li> </ul><p class="rtejustify"> Relleno:</p> <ul><li class="rtejustify"> Queso crema 200 g</li> <li class="rtejustify"> 1 taza mantequilla</li> <li class="rtejustify"> 1/4 taza de galletas oreo en polvo</li> <li class="rtejustify"> 1/3 taza de azúcar glass</li> <li class="rtejustify"> Galletas Oreo en trozo y molidas para decorar al gusto </li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Precalentar el horno a 180º C. Cernir la harina, la galleta en polvo, el polvo para hornear y la sal. Reservar.</p> <p class="rtejustify"> Batir los huevos con el azúcar hasta blanquear. Agregar la vainilla y el yogur e incorporar la mantequilla en forma de hilo y los ingredientes secos poco a poco. Ya bien batidos, poner en el molde previamente engrasado, meter al horno por 25 minutos o hasta que el cuchillo con el que se pinche salga limpio.</p> <p class="rtejustify"> Para el betún, poner los quesos, la mantequilla, el polvo de las galletas y el azúcar glass hasta que esté cremosa.</p> <p class="rtejustify"> <strong>Para los vasos: </strong></p> <p class="rtejustify"> Cortar círculos de masa e intercalar con la crema. Decorar con galleta Oreo.</p>
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<p class="rtejustify"> Para cualquier festejo en familia o con amigos, el mejor regalo es algo hecho por uno mismo y qué mejor que una torta dulce personalizada en la decoración.</p> <p class="rtejustify"> El chef Oscar Yanarico, con más de 15 años de experiencia en pastelería, comparte cuatro recetas de tortas de diferentes sabores y otras dos de fondant y flores para decorar con el estilo y la forma que usted elija.</p> <p class="rtejustify"> “Las recetas son para hacerlas con ingredientes fáciles de encontrar, ya sea en el hogar o en el mercado. Lo bueno es que pondremos el sabor desde el preparado de la masa”, indica el chef.</p> <p class="rtejustify"> Yanarico inició su pasión por la pastelería a los 16 años, cuando ayudaba a uno de sus parientes que se dedicaba al rubro. Se formó de manera empírica y trabajó en pastelerías de renombre en la ciudad de La Paz como Dumbo y los hoteles Presidente y Plaza.</p> <p class="rtejustify"> Por su experiencia y buen gusto, formó parte de la academia gastronómica Bolivia Gourmet. “Mi afición es enseñar todo lo que sé, pues en la gastronomía no existen secretos”, afirma el chef.</p> <p class="rtejustify"> Manifiesta que le gusta mucho compartir recetas y conocimientos con otros chefs nacionales e internacionales. </p> <p class="rtejustify"> “Si se tiene ganas y capacidad se puede aprender lo que uno se proponga”, señala entusiasmado.</p> <p class="rtejustify"> El experto pastelero ejerce la docencia desde hace más de cinco años, dicta cursos y talleres de pastelería, masas, repostería nacional e internacional. También enseña sobre las últimas tendencias en la pastelería en institutos como Bolivia Gourmet, Infocal e IBTA de La Paz.</p> <p class="rtejustify"> Actualmente, es docente en la escuela gastronómica Gato Chef y da cursos en Cochabamba, Sucre, Tarija, Potosí, Oruro y La Paz.</p> <p class="rtejustify"> También participa en seminarios gastronómicos presentando productos realizados con alimentos de origen boliviano como jaleas, mermeladas de oca, camote, tortas de coca, entre otros.</p> <p class="rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>SUS RETOS</strong></p> <p class="rteindent1 rtejustify"> Entre sus principales proyectos están abrir su propia pastelería y compartir con la población sus productos y creaciones.</p> <p class="rteindent1 rtejustify"> “Quiero que la gente deguste las cosas dulces y también seguir enseñando las últimas tendencias, pues se aprende mucho enseñando lo poco que sabes”.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>TORTA BORRACHO<br /> <img alt="" height="224" 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" width="400" /><br /> Ingredientes:</strong><br /> • 6 huevos • 1 taza de harina • ½ taza de maicena • ¾ taza de azúcar • ½ taza de ron blanco • 1 cucharilla de esencia de licor • 2 cucharillas de polvo de hornear • 2 jugos de limón<br /> Para el almíbar<br /> • 300 gr de azúcar • ½ litro de agua • 1 vaso de ron blanco • 2 limones<br /> <strong>Preparación</strong><br /> 1. Mezclar la harina y la maicena tamizada. 2. Separar los huevos, batir las yemas con el azúcar hasta que esté cremoso, agregar el ron y la esencia y mezclar con la harina en forma envolvente. 3. Batir las claras a punto nieve, mezclar con la anterior preparación en forma envolvente. 4. Vaciar en los moldes enmantequillados y hornear a 180 grados por 30 minutos. 5. Mezclar los ingredientes del almíbar y usar en el armado del pastel para humedecer.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>TORTA DE CHOCOLATE<br /> <img alt="" height="223" 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" width="400" /><br /> Ingredientes:</strong><br /> • 7 huevos • 1 taza de harina • 1 taza de azúcar • ½ taza de maicena • 1 cucharilla de esencia de chocolate • ½ taza de leche • 1 cucharilla de royal • 60 gramos de cacao • 100 gramos de cobertura de chocolate<br /> <strong>Preparación:</strong><br /> 1. Batir las yemas con los ingredientes líquidos hasta obtener una pasta<br /> cremosa, añadir el azúcar poco a poco sin dejar de batir. Agregar los ingredientes restantes mezclando homogéneamente. 2. Batir las claras a punto nieve y añadir a la mezcla de forma envolvente con una espátula madera. 3. Colocar en moldes y poner la mezcla al horno moderado por 30 minutos.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>TORTA DE TRES LECHES<br /> <img alt="" height="223" 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" width="400" /><br /> Ingredientes:</strong><br /> • 10 huevos • ¼ taza de azúcar • ½ tarro de leche condensada • ½ taza crema de leche • 2 tazas de harina • ½ taza de maicena • ½ taza de aceite • 2 onzas de coñac • 1 jugo de limón • ½ cucharilla de sal • 1 cucharilla de esencia de dulce leche • 2 cucharillas de royal<br /> <strong>Preparación:</strong><br /> 1. Batir las yemas con la mitad del azúcar y la crema de leche hasta<br /> que esté cremoso. 2. Añadir los demás ingredientes, sin dejar de batir agregar parte de la harina con la maicena. 3. Incorporar claras previamente batidas a punto nieve con el azúcar, sal, royal y limón. Mezclar en forma envolvente. 4. Vaciar en los moldes preparados y meter al horno a una temperatura media.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>TORTA DE VAINILLA<br /> <img alt="" height="223" 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width="400" /><br /> Ingredientes:</strong><br /> • 6 huevos • ½ taza de azúcar • 1 taza de harina • ½ de maicena • ½ cucharilla esencia de vainilla • 2 cucharillas de polvo de hornear • ½ taza de aceite • ½ taza de leche.<br /> <strong>Preparación:</strong><br /> 1. Separar los huevos, batir las claras a punto nieve y agregar el azúcar poco a poco, batir por lapso de 5 minutos hasta que desaparezca el azúcar, por ultimo agregar el polvo de hornear. 2. En otro recipiente, batir las yemas con los demás ingredientes. 3. Agregar la harina y la maicena previamente tamizadas intercalando con la clara de huevo con movimientos envolventes hasta tener una masa cremosa y homogénea. 4. Verter la preparación a los moldes previamente enmantecados y enharineados. 5. Llevar al horno 180 grados por un tiempo de 25 minutos.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>MASA PARA FLORES (DECORADO)<br /> <img alt="" height="223" 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width="400" /><br /> Ingredientes:</strong><br /> • 250 gr de azúcar impalpable • 1 cuchara de gelatina neutra • ¼ taza de agua • Unas gotas de limón<br /> <strong>Preparación:</strong><br /> 1. Tamizar el azúcar impalpable. 2. Hidratar la gelatina en baño maría o en el microondas, no debe calentar mucho. 3. Agregar el azúcar poco a poco y mezclar con una espátula de madera. 4. Agregar gotas de limón y mezclar bien hasta que se forme una masa. 5. Sacar a la mesa de trabajo y amasar hasta tener una masa suave. 6. Dejar reposar en una bolsa plástica.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>MASA FONDANT (DECORACIÓN)</strong><br /> <img alt="" height="223" 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MemCqTa0be+KxxEsB274vZ2fqGrmg60OCpIUh2HTIkrfRckaxgcN/fFC7yLQimBvUowC9O+CFJagAyB2RS6OMKCTucYsJeTcbYYW0S8at+OG+maMb+deA+AHfMnBpjlIADVlzjGCWvL/AJea/lV2X90vjnTLS1itIhFGo2FMT0+yisYFiRRt1ODK06Z0ml00cMQAN+rodTqZZJE3su3+jK7eGVXfI55i8zR6fG1vbkGc7V8MyoxJNOHKQiCSjtX1600qNg7hpe0Y/jnP9T8xX2oM3KQxxHoi9MKLy/eeRpJn5OTuScLnudyK1rmXiwjq63UawysRR8lwT74i029MBC4JyxIDXw98y4QiHXZZyO9lFGXbbKWU0piCsMsMQajMiEQHGMtjdopZOVSeuWDX+uBga4sp7dstiGiVqlK7DBECFmp2xkC169MFR0Q5dAU1SO2yISKig98FIQF+IYGL7bHGNMR8snVtMgTujGkUDAklzRqg7YCnvQK1NKYU3WqKDxVt/bCIxHNYxkTtum13qG/EYUXWpRp9tvoGFrS3lyaIeC92OPS0iU1cl26muEzrlsG4YYjeZv8AohY1zd3NViXih/aOPislBDSVZvE4JAoKDYeGKClcplOPxbATyiBEfb8WkhA67e2CFjUdcZXauO9SgHtlfET1Xh+aISladhiqgbkb4C+sDEzeEHr0yYYE0mQcjYjFPrKqvGuEj3x3LNgdtSXop5H2y2JHVBhOX0hkAvd6Vrmk1E9zTI+s1zN0HFTgqC1J3Ylj75YJw7muWH+cbKZfpGRh8Brlq9zKd2pmtrYD2wyt4FXJeJEC6ajiA5qMVpWhYE4ZQWoFKKPfHpGBv2wSgpsOmY88siN2PhhfFb1NR0wSkSg7ZowKU+/BMag7U+nMOciwI7nRx02A3OCkiAFKb5SRg9MGxpRd8xsk6WMLO6G9IHtm9BTtQVxd6VoDjClNwchxFkYBCyQJ0IpiP1VV3P34MYctzlcCRsdvDLBMgc0VWyyONBSmC1WlMSUDYdMXUHvlcjbOAVUPbFR7Yih3rj3kWNDI5oqglj2AGUkOTE0LecedJQ3mAKDXhEAR74W2p4zL92BNV1D69rU91XaRiF+Q2xWKSjj8MxNRvbRnieIPStFZWtKDttkX833psrKRuhduIw18u3gZTH44S/mDambS5JI6lomDn5dMpzESwRrouOIlkxRl1Lzv6z6jFj3x6S+GFaSknr88Exy75rZYw7WeEAbDomKSeOSDQrvg/Anr0GRhWqMMNOmCToa5GJ4ZhxckNmb6jH61rypUrvkG1vTUuIhIo3P3g5OLSYTQlOVQRhBdp6Fw0Lj4Wrxr75Zm5iQ5ljgmYSsPMp4mtpDG4+Ry0J2KnJRrGlK4balfst4ZEnWSzkMbj5HLMcxIUeYd5gyxzRo/VXJHJOQd8ExzdN8ARyJIBXrinxRjmN18MEoD+LZEoDkm0TmoJwzs7kxt1whglqNjXB8Djxyn6S4uXH5M90e+rxBOwydWExliUg9M5RpU5VgAd86Lok1VUMd/DM/S5LIdbngASWXWMnF6djhnthFbyFXHzw8BqAfHMrKNwe93/ZGXjxmPdTdcuuVl5U7a282V03zYptuuXWuNBzHFbXZqnG1y64pBQuo2EV/CY5FBJFAc5N5k8uy2M7SIp49RTOyVwDqemQ6hAyMo5UyrJijkjwkORgznHK3z65PKhFDmYcl4nrko8xeXJbKZ3Vfh65GfsNQjNHnwTxSN8neYssckAQlc8TK1e2Bwp5EHDqeMOhp1wskhZNzmOXJjLop8dhlKhbbMHpsdseZAhquKd+5TJ4/DlgFBXxxkrBzXMrEAjqB448lIb9X2zY3l7ZsNsaf/0okw4ULbg/57ZYZafCMazMaDqP1ZYBFV+nOXerjFT618ceRyUHuNstQo3HXFIoGlf4BTG+5k6MGoC7k9Rgpbcr8bingMXitFiYN1I64pL8T0J+jISBRe6FWZwdjtlszvsTj5YgnTKjQk5WbDYKO7SLvt9ODrdSx36YlGtDTbDPTbKe9nEMC1B6nLsOGU5ADdqyZYgEnakZptjLezpFGtV7nOlaXpsenwqgHx03OB9E0iPTYFqB6h6nDau9c6bSaUYwJSG7oNVqDOXDE7Bd2y+2Nr44C1bUI9NspLhzQgfCPE5mgXycMmgSeiWeZfMCaZAYYm/fOKfLOWXuoSTSNJIxYsak4pq+pyXk7zSNXkTQYSTTVzKxwAdZnzSyGgaCpJPU7Yi0pPzxInauNBzJjQcSQFq4k64/mTgcdeuKITXbLAQ0TCKDGmKg9MCgUFDgiOlMtiXHlHdELua9sERbDcVwMpKj2xYSgAA9PDL4NMxSNRhxFO+KB0Nan5YXtdBVpXbAVzqsEK8i9T4DLRMANYhKRoBPVlVlNN2HYd8B3OrW1ryaY8aCgTvXI22t3Ln/R/gA/awI0byv6kzFyTUk5E5CTs3xwRH1oq6v57uQ+mOKH9WVFGF36t4nLjQquw64otR1wGZU8qgAAqBm+eKoab4kCKVyw6rkDIljwAc0SveubmBtXArT7eGB3mA3rhEOpXf+EJgZ1G1cQkugK4Aku1UbnAxmuJSREKDsThsDkyjhlLeWwR0t+iDc4Ba+mkb90pYHFIdPaU1l38cM4bGNEAApgEifJnWKHTiP2JfHBPOfjYivbB9vZKlGpv44MSFUXb78WAHbBxFrlKR5AANwwLQGm+D41AX3wPGNhXF1IFNsnEktEtkZEB174LiwvQ9xgpJCBvltbNUhaPDHBMbAjbC6OTscExOAchKOzXSYxt0GC1biMLo5R9GLesKZjTgSxlHuTOFyrDwwZ6oHeuEiXNPllPfeBplMsBJRASTaSZeoOJC47HbCf64T3x63XIfFvkvAoLwytNPWDVAOKI/vhTHJud6VwXHIOmRljpBiQmCjlTFQ1Ph7+OA43NdsEqQfnlEorE1uVdSP6ZFPPWvpp1h+j4npdXQ4in7K98Mtd8w2Pl2xa7u3HIgiKKvxO3hnEdS1u61rUJb66b4nPwjsq9gMqltu52nwTyDjI9P3o52IVJB+yd8M45KhWHfvhVbN6qMh35D8cVspWXlA/2kNBmFkN2jLisHvhz9xZhot8YZV4mh75Kr2ODUbNkcckkUqw+ec4t5zHIrA7jJfpWqKFCufhOYglsYOJkhLnE7jcPKNe0mfRL94WFYSaxP2IwFHNvnZ9f0S01m0MbqK0rGw6qc49q2kXmjXDQzIeAPwuOh965SQLou40mqjqIiE9skRXvV4pq4NhkoynCOGUjDCCWpFTlU4bbc+9c2KrZ1pVx8C1NBi2r2wuIvUX7a75H7GZqca0HfJFBOTHwbdSKYxqUTEncOtPpkx8To6ejN223wk1PTY7lGApUfZbD3WLB0YzwjcdR7YVxXAZSr7fPKrMJBzMMzEjJjPvDDWSW0lMcgoR0OD7eYMOLd8N9SsEuYi6j4wKqcKLaBuQVlIOZQyRlHfm7PxY5IcR2kObTg28gIPwN2wygeoBGBtQiCW9T17Y6xqUX5ZWaMbYzqWPiZFp0hDgd86Hoj7JTqBnO7BfjGdA0QEKD16ZbpjRdRqeRZfAwqMkUdDGvyyM2zj4aHc5JohSNflmwmbAdl2ESTPyAXY7NlUyt6DoG+2bK75fXFWs2XUZWKt5q5VDljFW81fvys22KQUBqmlw6hCyuBypnKvMPl2SzlYqvw+wzsh/HAGp6XFfxMGWrUyrLhjkjRG7k6fUTxy57PAmVkbiRga73GwyZeYfL0tlIzqu3XpkVlj7MN80mo088R8rd5gzxyC0jbY0OYKdq4Lmt6EmmB35fZOYzlXYWlKCtMaOLGo2x4YgcT0xvAMfhw0rfH2zZuLZsaQ//04uOPEgtucTNKmm48cUcKzcq9dwMWtbYztQ7AZyo7nrRsLKyG3aTcDYYNhURjivfvi6rHH8C79s0rcCoAoO+SIrdgZE7UtkcIQoNSe+JxIWb4j9OXM6uRxFPfGhyBQZWZ3IMowNLZK86VqMcG4imNA3qe2G2kaNc6rMI0Q+nXdqZPHCWSYjjjxFchjCNylw7Kel6bcalOI4gSp6nOpaJokGl24+EGUgVPfFNH0W20qBUjUep3bDQLtnSaPQxxATkfVz9zotVqzkuMdh9/muG9M2++YbD3y6/0zO6OB8Wth8gKk5zXzvrBuLk20bVjiFCB0yeatdrZWE07GnFSBnENTvWlmkd23cnLcYcfUTIjQQs8vI1wK7CuMeWvU4yta0zIBDr5ChuvqDjqjbGAHv4Y8HYGmWRBajS4eIxVfHxxEd/fMZOO/hl0QWqVIkMB2xT1FFKYVTX4j+Rwmu9ZuDJwgPHthlkjjFyRDDLIdmVTahDbD964GFk3mFS3G3UsezZHkSad+UrFzXeuG9vZKACFyeOc5b1whZ4cOL6zxF31i9uiWkchfAYrHbA/bqT74KS3oo2xcIB165eAXHnmB+gUFCOFRtTFeI6Y/pv1xpZRhppMr81w2FK7ZQanyGJvMi7E4k0zybRqSPHJCPekAn3IgMfoxKS4Cgmu2MFreSVp8Knriy6RUguS3jXHqmoDecrQDXZckqC+YW91OaMOCnDuOwjjpQAYIEKKaAbHvkTLoy8WI+iPuKT22mUJDCvucHx2SJQU+eCwFU0GbetO3jkL6MbnLeTUcaqKAbY8AAgdhjeVCBlV3+HACaRwlUpy26DHKAdsYDlrQY8SiBVlJAIpiisaAnEVJGxNcdWuTE6YnEiFcqK9sVV6/LA0ZPTFVXt275OOQtZx0io5PE4Khl8TgWOMsR4DBHHjuSKDLASWMoDqjFmAHXLNwKdcKpb6KOoB5HwGIfWrqTaKI0PQnDwd7WeAcynP1ojvtjDc1rhR6OrMahaVxeLT9XcVoK48IHUI8TGEb63viyTk0wPFo+qua8Rl/UtShl4PAW8CMFwO3FH5qcmOkwjkNRXpgyOcFgBgCOz1ByB6RHzwyttLuQPjooyjIcY5yHwNtE8sOgJ9yMhbxwUHNKKd+2NgtCgod/fF2t6DkuYM5xvbdoJySB4QaHewfzF5Dl12Zrtr1vVP2Ef7A9hnPNY8q6roL8riMtF2kXcZ32IBhviWoadDeWzwzIGRwQQRXK5cMti5+l1mfHAA+qA5jr8HgNnNQAg/PB04IpdQfaH2x7Yt5i0KTRbxgin0GrxwLaz7AH5b5g6jHKJcyUhMDLDkeY/QUXDPzQODXDK0vCjA8tu+EEoa0f1o94W+0o7YKiuK0ZTVT0pmBl749GueLrEek/f/NehabqYdRGxqKb4pqOm2GrQNDKqyKRSncZCrW9aM8gckdhqKtu3hlYIlsXEy4pQIljPCWBa/wCVL3SHM0AMtrWvJe2EtvMQR7HO4j0LmMqQGUjcHfIb5g8kRS8rvSwI5ju0Q+yflgkCNjyc3Br4yHh59j/O6f5yQ2UxIFDvh9aXP7ByIwiezmMFwpjcbFW2w7tp8o+gteox8MrHJkM3GWML1yPahpfxepCeLdxhlFdGlK7DLZ1c0PfGREt2GOfCWLPLLCSkq0GJtNbKKsaHttkhuLeN6igPjhdNYRdeIyI83MhlieaQXLyXzhVBEa/jg60t+HGnTBgswD8IwXDakdB88kZXt0Z5M4MeGPJF6dASVLDJrpCFUFB8sjVhEBt0PWmSrThxQU65k4ObrNRO6H4tk2mo0syL4bnJRtSg7Zzx9dmsLlFtSpIH7yvT5Yd2XnCKQhLyP0yf2l6ZkjKDUXbdjajDix1kNSkfuZSM22IW13b3Sc4JAw9uuLgj6cm7+E4yHFE23SmVXLrlYs3UzZu2brirjmy6ZqYq1mAy82/QYq4ZdaZQ6Y7FKA1LTYb+Eo6jl0BzlnmLy7JZysyr8PiM7FgLUNPhvoWjdQT2OV5McckSJByMGeWOQ7nz/IgrxYb4CubfjUjpk58xeW5rKRnRdh0+WRS4hNCrdfDNNm05xE2NujusOeOQAxPvSF2oaAYmWYHbbBcsFGJpgVxvTMTdzAQeTfqHxzZWbHZNF//Uj0cFWBc7DBCsI1PHqcb0740kVpnIXK7L11AohXCuHIqMTllMjVI2xhYBad8Vgo2zDLAJS2B2QSIrAtG3PTFP3Z3rjLjipHE1JNAB1yS+WPKlzqDLcXYKw1qF8Rl+LSTnICO46tOXUwhEyJ3UdA8u3GrXCuylYK/ET3GdRsNOtdPiEUCAdicfZ2sNlEsMC8VUU6YIpQ16nOi0ujx4Y8t+90ep1c8xO+zdMwrTNl98zHF36uA+ebKqa0/HMa13xQWJ+frwwaYIq/3hzjlyxY51H8ymYRW6/s5yybr1y+H0uHqPqQ5WpxREIOMAqTTBEYqKDLYCy4WSXDzbGOCGmLLATuOnfFPRNKAZm48dODkzgILga4Gnf0gTXBtxSJSTucjl/cyMadAO+Wy4YCyxw8WY1ewQ97dlyY13JOMtbNiQzCpPTKt4Gkb1GHyOHVrCQB7ZixgZyOWfLoHOnkGKHDHm3bWgHbcdcNLeDbplQx8RyOKGVYuppmVECtnW5ZGRXlVA36jEJZkQYGmveZKpufHLhtvVNZDX2yy6YCBH1NCaSRqIDi8djLKau1B4YMht1UCgpgxF4/wwgoka2jshLfTIxuRX54MFrGn2FpjyeJG/05XqU74kte5PqNtUUVFNxjdhWuYmu4yuvU5GRLIAOJBHvjehzVANMazqvfIUWYpd1ym6Yi9yq7YHe8A6nbHgLIHpzRRIGV6gGFr36A7GuBZNURSanAabI45fzU89UZYlFOu+RttYr/d1OZdSuHNUXriy8GXXZkyzLTriizLtv1yNxPfSnrQe2D4LK4kALOaZZGFteQiP8QTpLhASpO3jiy3cQ35b4BttL5faqffDa20xKfZ3HfL44gNy4c8381bHdTP8MKGv8xwZDYTS/FPIaHtgiC24dqYIYhVp4ZMmtouNKUpHmpJZWcXRAW8TgmMxKahRgUyePbHxvXcdsiQSN0cNJkkydOI3wXDKhNBSowpDA7g0OO9dwAU+2PvyieOwaYmOzJYp1C1OwHXLSdJfipvhfd3UIgh+Lizr8Y98uC4j4gKcxPCJHFRYEHpyTdWWmKgr4YAjmFKYusnfrlMoFIlSMBXbFTx40OAlkJO+KeoW2yoxNuRDKADfVfbwgsx7HBDJiKMFAAwQXBGQldt+IY/DI682GectKS6tC5QVANDnGvihmeJtihIz0Lq0ay2sinfY5wHXgItWmRdt8GoPFgjL+aaZ6TfJkx9DurRTAji24O1MRkRrSssXxQ/tKO3vgZJNhguKf9k7jw8c0+Qiy5XAYcxY7l8dwGAaM1B3wytb4oRyNBhNLavH+/td1O7R+Hyx0EyyCoO4+0p6jMc87CMmHiFg35M60/VBsA3UYeW92sqemaBuxOc2t7l42BB2HbJBZakdlJ+ZycZ3sS4ObAB0T/V/L9nqsR5jjOv2Zx1r75CLmxutIm9G6WqH7Eg+ywyd2epq3AVqBsfDBl/a219CYnQSow+IAbj3GSnjEhcWiOWeP0T9UXnSyVFVOKesw3BwZqOgXFmTJZ1kiP7B+0owmMvBuLgqR15bZikENoqW8TaN9bp+OML1Jrv4YGMgI6jxyknTftkST3NgjLoEUtO+2C4EJ6d+uFqTqp+Jh9JwdbXUKksDX2GWRPewycYHJO7WOhB6U74MuNWisk9OPeUjYDt74QNqMhThACtepOIAMxLMasetcs8QgUHH4STZKcQXIkJZmJJ3PzwYlwR1G2EUJINMHR3AANRsclGd826IAZJp13MgM1vMI2T9mtCclGleaIpuMN4AjdBKOn05ztJlalO3fBUcoHQ5fHKXNwanLi3iduo8nryOjqHQhlO4I3x1Ns57pGv3NiQtfUg/aQ70+WTax1O0v05QN8XdD1GZEZAh3ul12PNEWeGXmjcwzVrmwuZ9rqZsvNil1M1MvKxS7pQ5dcrN8sVb65voys2KoW+sIb6IpIBUimcv8y+WZ7N2kiWq+2daBoMRurWG8iaKVQailcryYxkjUm7DmOOQp88zwABlpRu+EksRD0IzqXmfyrLaSPLAvwHfIFe2vE8gNx1zTajAcZ5bd7vNNqIzHmlHpt4ZsEcj4e2bKOHzcjif/9UplCp8KmuB2NKkDfxylapzF6EA9O+ckSZHYPXACI52qwKGcFhVRjpZOb+jbKWdtgBiUMdzeSi3tFLFjTbtnSfLHkuKxVbu9UNMd6Htmx0ejnkqxQcLU6mGO7O/QJd5V8mM5W+1HvuqHOhRRJCixxrxQbADHqoX4QKKOgx2dBh08MIqIGzpMueWQ2fl0d3x2V8uuXXxy5qbHcDN+vKrl9cVdtm27HLHyyq7nFWE/mNbl9MjnG/BtznIJjQ7jPQHmGx/SOlXEFPiCll+YGcCvYnjleN9ipKt9GWRPpcbNHe1GMFvlgqIcT0wGhoflhhbhTRjmXgLqtSEZGoIxR14itNhjoqY25YBaDNjAinUZRZpJdSmWhAyONGZpN+g3OH18tegwDHGATtkMoB5udpjwx2DoIRsANhhjGAtKDpgaL4cUeUIvXfKBLdnKJJVpLgIDvSnU4AM0tzIFU0TucReRrlwgrQdThhbxKoAAyYydApxiI5L4LahFBXDOCE06YlBGT9kdMHwxGm4yyHEXGyyA6tqnGhOLInc75bJUZa1RSK5cIFxpSHepOKVqOmJEjb3xSQkk74Fkk4YeBiJRVi4GIPMoO5wLNc8ep64V3GpRITybfAeCIuRboY5z2iE1kuwDtvgSa+ABJOEj6rJKeMKk++YQXE3xStse2U+NE7QFuVHSVvkNIybUowNjU4BkuribZAcFpp422r88Gw6eRTbHhyy5mh5MvEwY+llJY7a5mJqSPfBiaYoX4gWJw/gsRSlMXWzAPTLBh6ndpnrpH6dh5JDDpirsFwyhsAtBTDNbYKOmKJD0yYgO5xp6jJLmSh4bUD9nDOCECgpjUiODIF+IDLYinHmb80Xa24JHw4eWunq6Gg3GArEKGFfpyTpEkcBdfAnMfU5jHYHm45JtjtxD6VQdj2GFsjEGlcMprj10JbcgnfCyQCtcuxXW/NnDfm5SO+O5bdcSzbkHbLWfCFQSVNMEwSAUJwEu2/jjgxBHhkSBVKYJs8kcycJFr4HwwKFkgasZ5piIn7ZaXNG3yvgAYiJ5UmkF4DtWh71wal1uN9sKI5om3ZRXFw0RHw1BymeMdzE4/JO1uAaCuLpLXcYRROexwfDMVzHnirk1GMgmqyVxfntgCFuQrgguFFScxZR3pthMgIXVZ/TtnJ7jOE+ZiDrEvHrTfOv63d1HDsOvyzkOtwNPcyXUZ3Lbj2GV6sCGCMepLsey8cpZpyI2pKw23viqS074FDeOxHbHq2c/luy7cwTSC4I775c9qkx9aA8Jh9x+eAY3IO2DYZdhXc5j8ZBaJYTE8UeZUorhhIYpgUkHY9/lg63mKtsOvfKkgivI+LbOPst3GAvUmsXEVyKofsyjp9OS8w1yhGe3KTJbO8KFRXbwyTWWsfB8J3TqD3yApONip2I2ODre8KgVPXY0ycMpGx2cHNp66PSZPq9yivGaSMKlR0wmv8ASLW6BMsQ5eNKHAVlq3EAq1Cg2+eHMd7FdDk5+Mj78uIjMXydfPFKBuNx92zDbvy1FUmN2T2wuk0Fkr+8JAyeOhYElajC+SFWJAHzyohthqMwFcXzYadHVTyZmanapwZFAI1AGw8MO3t0FfbA7W6/aGQILYcs57TKFUVG/bFV6VpjljINKfI4oFGw+/JANYG/JYlQ3TFDyqNvoxUIagDbFUhZjSlcmIllx1sBzUYmcHBiOw64pHZk78afPFFszyHtlkYlHHW5XRSnthlaXUkDq8bcGHcYEWzNQK4JS0Kmvfpl8Iz6c0DV8Jvu7mbaRr8V0FguSFmpsexw8B/HpnNYonQilQck2k6zJFS3vd06LJ4fPLRfI83eaDtYSrHl67Asl3zDKR1dQymoPQjHDfC7yJBAlHcF2bNTLxZNZs2X2pirXzy8xysVb7ZswObAqjdWsd3C0UgBDClc5V5p8sS2cjSRISh8M63ge8s4b2FoZVBqKAnK8uMZImJb8GY45X0fPP1H/JPX8c2dd/wTB4ft1+jNmF+QDnfyg//Wj7ERrQ7nBGnaZd6tOsECEgnc9sKnkYtuemTny75v03SLVYhBWb9pqCuc/pseI5LyHhHc9JmlOOP92OI97M/LnlW00aESOgac7s3gckVPuyLWfm8XaGQREL8sEHzMAKCM/dnQ4cuGEahydHlGUyJnuWRU2y8jZ8zV/Yyv8TdwmT8aHe18BZKMsUr45Gh5lNPsY4eZiOkeHx4I4CyWgBrTK2yOf4lY/wC68r/Erf77x8aHevAWSg43xyOf4jftHlHzE9fsY+NDqV4CyP8AEHrnIvP/AJfNhetfRL+4uNzTs2Tk+Y5KU4YB1PUY9VtHsrqKqOPhPcHCM8AeezGeIkPGqUJrgmB+Pti+pafJYXBjYHjX4T4jAPKmZ2LIDVcnVanFVhNUnFMbLKCK1wB6jAUymkYjc5mxy7c3WT04JtTnNa16dsDUFRTFXeoocTqBkcmW+rdix0FxKgYCuJ60VeuKTSBQQTge2QyylzuoynjciOOgSUZbQFF23J64aW8Vad8CwjeijfvhnbRtQZdhslxc0qFouCAVA+/DGOMKOXbGWkRNO9cNUgAHAruembHHADcupzZeaWsm/tiDggeGHjWRp8K1JwFNpV23JmWi9syInH1LiHMLo7JFPKFBqemEl7qgjJVAWPbJDe6f6RYvXpkcltRPPXjRV8MpzCX8Jc/SeFImUt+FLJZby4XuoPQYCNlJJJQkscPp+KfCF36Y62tyG5ADfMOeAy+o27GOp4I3GIj3IS0sBGoHHfucMUtiabYNit69cFx24WlMvhjjEAAOFl1MpyJKEgs96kYNS26bb4JjhwSsVCNsujBxZTtQjtyBuMU9CvQb4PWIAU7nHCIjamS4QwJ6oH0aLuMuOHwGDTFXGBAm368eFkDaksXh9OKoKGlccVp0HXHLCScaUlH2IJcZJLycW2kyyk0ohphLpsBJDHovXBuvMZNFcKNvD2zBz1PNCPQSALQebHLOR2twWNSST9+W25OMsPitwB1GCTGRuczTtItsK7lIKcoimPZgMSZq5EltjjtunftjBvucosB1OJmUV9sqlkA6twxKhamxylfuMSMle9ccjginfIHPFl4fkio5PvwRHL44ET3xZSDh8eLWcKPik98GRPvU4WRuqipOLpMD0O2QOSMuTWcPeaTqK54igzT3YVCSenTCdroKKA5reG81WQQWiEivxOR8IHzzHmccfUWENNLJIRiDulHmC/8ATgdif3j/AAqK5CyV4kMdz+vOsT/l+t0a3F2SO9F6ZyXzVBaaPqcllY3f1tIzRpB0B/lzR67VGcwBdDk9RodB4GP1bmSVXdsCxePY9SMBhiDxbMbtj3xhkDmp65r5kndvliRKN4YvG5BwGrbbdcXjanXrmHM77tRxJjFIe3XBfKOZPTlAIPUHphbGzVqNsGxsG65WMnCdi4uTCCaG3mhms57QmS0/ew94zuR8sfb3KSkcTwfujdcGI5WhBxk1rBcNyI4N2cda5YJxn5NEwRtMfFVSdkIp0PbDK31B179OnthE0V7a9aTRD78UivIm+GpVvBtssEjHlu0TwwkNiy2HVjX4js22L/WYnqCaN2PjkWjkY9/lgwSMY+tKZKOe9i4k9P3BO6wkbvv4YmyR/st9rphH9aeM16jpvgoXDUqK0AqK9csjkhuSx8GVbBMRACNm6dcekMdd+/fC6KdzQU64v63H7R6YjLE70jwzypMAkQI70xdZEXcAfPCT9IQx1q9T4Yi2qM1TGrMfAdMs8UVsEeHvvsyCS9UDiDvif13ag+g4QJLfyE8Ywte5xRLTUZdmlC98nHMQPpYTxgnc7J/FerXkzdMGRXyMQScjaaZqL7LOK9hTFv0XrkYqpEnhTJDLl7keHiGxZhbahEWHKm2GkUtvMKEDfrnODcX9iw+twOgHVgCRhrYayDQhq/Tlsc5B9YXgiPoej6fcvbkIx5RN0r2w7BruPsnocg2naosqAE9clOnzll9Ou3auXmpDii7nsvXES/L5DZ6Epn1GbGfHlkPTrkHoAb2rmu6ZWUAe+XxOKt5qVyqHLocbVwGbpl0zUxtNOyqGuOHvjwQOuC1pZRs2KchmwWtP/9eFEuTU9clXlby1PrEwldSIV3LYXeX9DuNZvUhjU+mCObdgM7bp2mwaXaR2tuAOI+Ijvmr0OjOQ8chs7vW6sQjwQItK00NIUEaD4V22xx0ZQKgdcPaZdNs3QwQAoRdOckibJSIaKtMeNFjrh2Actflvh8GHcjjl3pINFSvTbL/Q6V2GHdM1N8PhQ7kcckn/AEMo+nK/QqAHbDrrl+Hj4Y+FDuXikkY0ZaHYe2WNGUnfDum+UaYnFDuXikkraOgNMadHSm4rXDvatco07YPCh3LxFiuq+U7fU7cxv8Mn+638DnMNb0C/0SYx3UR9Mn4JR0Od32PXpge8tLa+iMF3EssZ/Zbf7ssgBHYNeTGJvnhth12xIsB16503Xfy1Dhp9Ekp39B/4ZAdQ0LVtOYi7tXVR+0ASMvGTzcOel3sJYX702xFn3J8ce+3wnb57YFkam3bE5AxjgkOhUrhixwZZRlYh4nrgFlZzQYbRLwRR3AwRnZplmxmMBYq+9Xi8RscNrRuQp9+FETCuGlswHTqcz9PzDp9SDSfWbKi8gN8ObRfUYM/fCC3b4RT6cP7SQBR3zZH6dnTZeqbp6aDZa4hqF1HBCWbrTYYojhY6nr2wk1MNM9XPwjfKccOKe9uJwkyY7qM811IQNlJ/DC+RUhUgdThncBVYv92Et1KXqRmTlIc/DE7ACh5IJoy8lT0wytreig9sRtYeRq3fDaKOgC0+WUW5MyarucsO/wCJwUkI28c0KU3I+eDIo1YimWRi4xk63hrv2wZFa8jXFra2pucHCID4gMMpgbBqMkEIQvbMwrsR9OCmFBXAzGtcAJKxsocqvfE2Xff6Me7bkHGFh1yd02RiVw3pgmBPHAiuO+CoJOgPTIys8mRgU7tpI4IGZhTxOPetzpkgf/duyj2wqmnVykNfh2LYLe9jKqAaKg2GYksUrBA3u2k4zdpbBYm1qjHauMvruO2Wi7k+ON1PVliFRuzdMiV/qUlwdzSnTLpSIFy5uVp8Jkd0xm1dfHfwwO+rMw2NMInn367+OJmemYs5y73Zw04HRPP0m5FK75Qv2Oxwj+tAdSBjTfKD13zHlOrstngjkIsiW6avXBKXPQ5Em1dEAPLEzr7VpGpc9gMx554DnKkjTzPKLOFuqdTTFheoFqWAGQ2GTV7wAqPTQ/fh3aaHNJRp5GevXwzBzdqYIWOKyGcdBll3BNTqsC1UsD8t8sahNKaW8LH3O2CLPQokYfAPnh7BpRAAVds12XtzJyxjhH3t8Oyv5+7HkTUpnVmChFNeB3rkkttd12zjEVqkKIP2eP6zgyPTSo6YsLI9lzAydq55c5FzcWghjNxCVap5m8x3thNZKkcDTKU9eMUYA+GcqvfLOpxliF9Tepbuc7O1n7b4hJYAg1Qb5iS7RyE7m3L8Enq8AubK4t2pLGye5GB+LDcZ3O80K2uAVkiDA9QRkS1XyKjEyWX7t/5P2cux9oxNCW33MZYSHnayOvUbYKiuU6Ntgq60i6s5DFcRlCD1psfliX1M+GXSyQlv39zWcaLgkjf7JGClXcEYVrZOu464IiS6j6E098x5xj/DJqlgtNFJHXFR9+Aop5P24/pGC0kRh4ZQTKJceemJG4tc4dyEBoPHFZI4WjWN4QxHV8oUpscfQ+O+ThqSNi4uXRnpt7kOLNAaxOyHsD0xRYLsbLMCPAjFVD98veu+Wx1UOocWemyjktEF6wKsUNcU4agaBmQBBQZfqGtfDHepy75aM+PuLScWZasV0ftzAHwXHLaqx/eSFj88dyANa70yqg7k4fGj0DDwMnVetvAp6A0wQjxL8KigwNVQeuY8NqHJ/mR3I8CXX7UYtwiDcb4ol7GpDUoO+F9OW9fljSrVyf5juQdOfeyGHUIA25Iphra30ZCsrch7ZCAzKOuLQXbxnirEU3y7HqT3tGTBXR6XBLa3i8JlUg7UYVwn1fychVrzSD6Uo+Iwj7LfLCiw1YqVD9z1yW6bq6P8DGtds2WLJiyDhkBZ6uPwmB9VsP0+/eGX0pVKsho6+Bye6Ve8gjo1elcjXmnSgrLqtqKGtJwOhHZsdoN10AO5wR9E+E8imEyJCYNEEPTo35qG8cfXAdg/O2UnBWTI3ey02Tjw45d4XeOXXbGg+GYYKb265fTplHN9OKt1zVObNXAttg5q5Vc1cVtuubKr75saW3//0Oi+XtCg0OyWNADM32zhwOtRjtupyvfMnHAQjwxFMpSMjZ3d8zljG77k5YNckxbHXLFK7Y3LBXr374VXZffbGnLwK303zEinvjabZugxV1Tm2+nMTjGYAEkgAbljsAMVG5pcajrlV3pTrkc1fznpOmFo42+szD9iPoD7nITqPn/WroFLd1tUP8m5pgtvhgnLo9Rub20s0L3cyRD/ACiAfuyNX/n/AEGyqkbNcuNvgHw1+ecnvL+4uGLzztKx6lmJwskmkoQTUeOC2+OlA+ovSbz8059xZWap4FzXI3qH5ia/fKUd40U7URB/HIi7MRucSbASWfh44/wgou71GS5YyT0ZvoGBDMp3C40r7ZXEYL80mMf5oXeqeoAGGKnkimvbCugXrg+BhJCDXcbZZiIvdwdfASx3XJER/DvhlbtUDCpCK+2D4GUZsMM6Ieb1MSYp1bvSgw7tJqEcsjkMg2phnDLtv1za45WHTZodWQNcih32GFV7chqk9OwxNrii79cLricE75MVHdpjDfkhb2UtRRsO+Fm0j0G6jBNw9SfE9Mq3hpTxPXKJTsubjhwi6RdvGABQbYNRehxCNQtMGRr0oclEW1zXxrXbxwzs4KMCRtgGJamnfDy3hIRa/flsjQcaaJjjpuBtijLt88fGKChxOZ1XvmNZJ2agJSOwQ82w2wvkkp0x15eooIrvkcvNU9MH4wPmcvHpG7sNNpJz5JvJKpPXfEWl2yKTeY1Q0D8z3CiuIjzHJ0VGavamRlkvYO1x9lZCLEWYrNtiyT7ZEYdblYgei9TtXBX6TuqVWAkjamIkW4dj5j/CyJ7nuT9OB2vqMUU1PUnwyMvf6tLIUljEUZ/l64F1G5v/AKsY7YcQdpG7nGWXhFlMuxM3SCY6jr1vPO0adEHEP74SS33MnfCNppYiQw37k4xrmQ9ds1mbXwBo822PZ3BtSbPcd64gJWkNIuUjH9lAWJ+7AcM/F0dvi4sCQeh9s9XaBpWhpplld2mnwRtJCjlwgJ5EZhT1fFycmOkrmXzjY+VfNeqkGw0qdwf2mUp/xKmSE/lZqOn2Z1LzTqcGlWajmVB5ymn7Kp+02dd87+eYfJttGERZ76f+7twQoUfzNTOF6rqurear432szGQ1/dwivBB2AXMTLqCOZbhigOiU3Nhp884j0tZfq4O0sx+KT/K4/s4faRoKJQlN/HBOm6aBxJH0ZKbW1CgADrmn1WrJ2B5Nscd8hQUrPTUQgUw+trFaAU+jH2truNsNIogj0HXNVkynv5twxDuQ/wBXMZA474aWKjiQ4qO2NVObBj9odflgyGHwH0ZUMtA1vbaICm1QKa02xwWm9NjinAjbNQcqfTlZmSoi0IFYE0ymskKggbnBUXHvjzT5gYANrKkUlj6cSOmBJdN2NVyQg/EOWPMSMOnXJHHxckEsD1DQIbxCssYYe4pTILrHlhrA+tAC0XcdxncHsY2rhXfaOsikFAwONZcfeQwIiXhn1apApigtQaUG+S3XfLz2EpnhUmEn4l8DhMsVBUDHxvmx4AlwtNumKCzqNxhiIqb9sUWKtMrOaXejgSz6lQdNsv6o52Wvzw59FQOTD4QMaA52CgA4BlLE4x3JP9SuWNErgS7s9UiQlK5LIRHCORNW98c08EgoCD4jLYZhH1EX5MfBgb2Dya517WLaZ4XcAj2xD/EGqH/dn4ZKfOmjRtCNStloV2lUeHjkJWItuBt0zeYJYcmMTEQ4mXEI8gjv07qZ6yZX6b1E7+r9GA/SYUqPbKMftlvDj/mhxiI9QmEetX7Ghl3wVHq94B8bcvlhKAQajqMFQqafF36ZCcIdwZRhjlsYsittWdwORphnDfBh8WRWIEbYYQEjvtmJOIHJoy4QD6QyJZ42PTr0OWXNQQNhhXDMVIFNj0ODRISN8EZEcnFnCxuEXC7A1B6nD/S70xkAncHIzG9aAde2D7VmWVWr07ZmYch273BzYgbt6QGS8sJIn35IR+GRfRA0d2YiejEYeaO/OIVP2sLNLh5ahcP/ACyNTNkZGUonup142sPSNK/3mWuD9uuAdMBW0T3wb45c9hottPjHdEF2OrjdhmxcoFvLGNy8Ut5s1a5sVbzZWVTFW65srNitv//R69v/AGZYO1TlE71yiafI5mUrfU5umVvTNUnbCrdQa5hQZXbN2pgVdl++Mr45dafTjStk0yuWVXx7YnJIkKPLIQqoOTE4qsvbyCxt2ubpwka9B3Pyzm2v+aL7VWMEBMFsCeKJ9pvdjla9rM2q3LEtSBCRFH7DvkfmlCgkfLIlzcOEDcoCfkCa4Alc+ODZ5FoScL5SD0yJcweSgxHjiDsabHFmIO2JEim/TG1IBU6uevTLoadsfUeGUCO4yJa+FSKmtM3GmPaSnQYiZTXY4qV1Cen44ItWKMVP2T+vALyMe+M+sOgqp3yQpoygSiYlNz8LeGCYZB3398LLW6E60Y/vBgtWI9jmTinuN+TodVhq9uScwvtU9sGxzGnXbCSOY7b4KS6p3zZYszps2AnpzTRp9ticCTSFtq4j6/LeuMMnImm+WyyEtMcPDzb48mqTWmCYfhFTgZTXBUS16jpgiWU9gi4RXfDK1jqS7igAwDCA9BSlMNrePjBKe3HMmAqi4s90LaMZ7ogdAaZLRCBEoHbrkX0KMCVnb+bauSS8u4baL1ZHCooqWJyGWyQGo45SIjHclt5BGpyNa15jsrEFGkDSfyLuThHrvmq5vHNtpp4RHZpT1PyyPxWbSSFp6u7ftt1wxiI79Xf9n9gzmBkz+gdB3om71zUdQbjbp6admO5pgAafPM1Z5Gc9SDhvZW4hJqu+GUFuGk5U+WEni5vUafs/DiFRiP0pNZ6IgarL8J7YZppkEfVanthmkZ2B2NdsE+gu56HCIhzY4gNgNkDFZIAAF27YIFmg2/aPfByRH0wD1HQYqkDVr7b4abOBK2sRQ1oVHfC6/s3iUuicl/aQeHjknEBIxCa2ptTfIyjxc08IecazpqMnrw+FSBkbYU2zo+qWBiDUNVapK+Gc/wBRi9GVwvfNJr8QBsODq8QB4o7KCAswVRUsQKfTnqO/8xWPknyZZXd3Rpxbolrb95JCvSn8ozzJ5dT61rVhbysEQTRtIzdOAPJ6/wCxGS7zp5ik81eYHkiY/o2ypBp8fYKuxf6c1kjQcPhs0gru+v8AX9Rl1TU5TLPM1aHoo7IvsuG1hZhmFRgGyg2Hjkp0+2AUNms1WYtkcaOs7VQBQdMPLWAEAU3xC1t6Ae+HNtAQAe/bNNlnuW6MaVIYjHTxwdDCak5dvAS24qT0w0jtgF5Eb5j7lnsFCG33A8cFKgQE+HbF1joK/diMoop8cBPD0YjcqMkoBp098AvcAMaH5ZV5Lw3rvhU0xqcolms1bfHHabx3pBDN06YNiu0agrkY+tlaKxp4YJguSKGuTjkPMbrLH5MnRg7e+Lpt1wntLyrUJwzWUMAR365dCQO5cecKRa4/gCOmJI1RtghNxmzwATHCd2iWyValpcV1EylQajpnL9Y0eTTbg/CfSc/D7HwzsxUHCTXNHi1G1kQrR6bNmJrdGYA5IBMJPJAlTX8MXjjHUjFpbR7WZ4JQQyGh/rjkXehzUGW9N3CsdKgL0HXN6YAO3XBDLsD2yitRhBQYIR4FYVI6YHayQEvQ1PhhosY+nGlAe2+WRluwlj6se1KwnntJYY32cfZPTOdPay2krQTqUYE9f4Z2RoR3FcI9a0KK/iI48ZVFUf38M2Wk1Zh6JcpH5OPkgSNnnXpchtvjBASaEfLBzW720jQzAq6GhB/XjgAdqZsfEPwdbkG+6VPAVNfwxeNDxr0wUyfFm9E7gdOowmdgMYSAWRipwVGKDfEok3O1MFRoT1yqSzmD1V4mIoMFo5wMkZGLKhqCciObiSkEXGCTXDWyjLOop1wut0LdcPdJt2aQUzKwgWHA1B5su039zASf5T+AxLRIjJLI4H945P3nHSlo7Mon2pKKD88OvLlgQ3qMPhBrmzxgkhw8GM5cogBuSL9zKLdPThRB2GKkV2zCnQZeXvYYocMAO4U0B45h1zUrvmocWbYy/bG++X2xS6uav9uauatMVdt2yzlV7Zdd8VazZdc2K0//0uuE77Zq7im+WcoH7szEOP3Zuo27dcomu2UNsKV3Tft2xu/9uau3WuXWvtgV1SPllsa42oIqMoHEpbJyP+b74WukMgNGmbh9GH/IdMgv5hT8VtYK0G7fSMBZ4gDMMKkuONadR0wDLPsanE5pjuScL5pa5G3ZgKs1yKU64CaY74m71OJs2QJZLzKcrn3OJ8sZyr0xtaVeVcaX3pibP2GNLY2pC8sT2xhNRXNXGddsBYELWOMO+KEY0jA1TgsDMhDKaMMMre7Eg4uaPhaRlEb1GxyQlRcXJhEgeIJ8rjbfBCt2rhFBeFNpNx2OGMFzE/2W+g5k48tHm6vPozzATFX7Y9Se3XEEZaYsg32zMjlvq4EsJHRERDpXB8KhiN6DACAA1JwfCdtuuXwk4+TDI8oko+IcdumHFq6ek0b/ALQpkfa9t7VeUzivWg3wBea/K6cLQUrtzOZYyClxdlajOREQIHedmQXWo2ejoSzAv1VB1yJ3+r3urzn1WKQDcRj+OBJOcjq8pLse5x6/DX+bIyzB6XQdiYdPU5R45+fJuKhYilB2wRyCsAKmtKHwwOlVdSBU98Uc1aoHGu4yvxh3u6jiofo7kxU0dAeuGMQCnfY9vAYTRzqaM3217DvhlDcKSVJrXAMovmzENkzhqwqcFxxLvWtThfFITwC7AdcNIWBQE7NmRCXRkArKnfFYmpL6JFa71zRCpFMERruXI36DDIppa0R7dB2wNKtR06YPHfucCyLRj79sEStJFqUYaJgR2Nc5dr68alezfTnVtUKiF/Gmcr8xH4Wr/Nmt7Rpp1Ef3aU2csomZ0PxFePIdd9skWnwig2yP6fHQVI6nJZYx7DOd1OSuXc4GLHZtOrKEFl2yT2cRHEDphFp8Z5K1NslFktSuaTU5W7gpPLSAMqEdcOra2JFaYD0+MHivfJPaW4Cj5ZgAGZ2YSIiowWwUAkYLRaLxxT08orQ5M4zHctRlam/wrTAV5IqKN+uCbmURr8W2EF5eAhmY0WmwzX6jUCJMerfhxk0UJey1fc/RhY0wDfF88ZNdCpcnbtgRpTJv0BzC45XddXOjHotedpZ+QrsdhhpHMfSYnqBt88Kl+E0AqfHBCMxO5zYYckTCmUwK2TqzuGAUsKGmHFrdFkpWh71yOJOAoXqcG281DucJIidjzcWcWXQPVB44KVjhNZ3IYDkaYaRt09++bDTZqIcLJEglFjfKdNsyGvfFCK5uo445MVHdouiwXzbo1QL+Bd12lHt45EVBBrnXrmBJUeNxVXFCM5pq2nNp968JHwtVoz7eGcp2jp5YclgbFzMEgRR5oECoxxUAVOO40+RxxXb2zAGQt5goqADXL4Dr49ccVy/lvlsZNcoOVB2G2U8AYdMUUDx+jF1pQDL4y8/c1ygAw7zD5e+uKZ4RxuEBPzA8chRUxkpIpR12ZT1GdleJHNDkX8xeVxd1u7UUuE6r2YZsNPqdhDIXX6nTWDKIYEFVjtlqprv1xUxPHIYnQrIpoVO2PWPkczuIV9zpZyMSQeikIu53xVY/D6cEpBXYVwTHamo2yPiR72mU/NCxkjv9+DrcE/aFcVisKnpTDKCyCUJG+TjUjs1SnSnaW4ZhxU1OSWG3+rW6zRCrkgcfHAVtbgUp1yRaRpc17OpUHgvQ9hmwwYuWzh5OPJLhiDuirWymvHjgArQAt7VyZ2dolrCsS/sihxtlYxWSAAfGftN44MzZRFB3XZ3Z4wjxMn1n7ltMvN0NcwO+F2jhsM2Uc3euKtk9sontmPemWPfFDW+XXMPbKPXFWzTtmzdflmPXFLs2bbNir//T64adOhyg2x9u2bqd8o7Zmob2+eV9OVUV2zHxwJcKVyyMbWgFNzlnAriKdfwyq+GYmvyyq74SruvXIL+Y0P8Ao9rcU6Er9+Tg+2Rfzzavc6L6iivotyPywe5sxbTBLx+ZwaitKYAkcnB10ACdsL5CAemVSLtRyUicaWzEn5YmxOV3aXM23vja0HzxrHK5bUxtFt1y8ZXNXG1XVyuuUTmrjarsrNmxtTENHG8cfl0GHi3QcYKnw2zBCpBBp8sVAGO4jJAm2HgA810M10NlaoHjguO9ul3oMRUcDyHcY+MAmhPzGZGM1zKPyWM84oyO9uWI6Cp3xT61dbqXp4UwOsgUGv0Y9XFQ1ag9vDMqGWurKOgwD+FfwZjViWJ8cURFqAPs9/bGeqi71qc3rqAKj4W3PzyzxvNyY4YjYCvcrn4SAwqK9cTdv3pIO2Jy3BgXmehG2F73an4iaZXPUVzZemKYm59M1G5OIyXjGrDthZJeoNgakYH+sSua0oMxpag9GEs8Y8t00a9YEMTv2wRb6i/LrvhICx3bfBEIIIYY480iQiGQyLN7C65f3h+WSOBgwBJ+ECmQrTpCUHLevTJNaXBqtenQrm1w5C3kcinUEgWQA16UwenxfZPzwqjmXlUjeuClfiedTU9syuYRSJIoSe5xGZgAfEdzlNLUn3wNPIBGTXDVC1SbWp6QPv1G2c//AEZd69qSWNqpPFWlnfsiKKlmOSbzBeqqsvh1yV6NplvoX5bajqoCm81OF2Mw6qp2Chs0euyXKrcbWy4YV3vHLNKSFeoViB9Bpkpsk2G3XI3pw+z47VyUWoI4+2c5q5+ohr00P3dlkFgp4Lko05dgaVpka09aqAclWlioPyzS6iXNlMMo0iLnIDTJRGgHT5ZH9DUA/rySxr8OWaGHGSe5ws53cQKYnINtsWptiUvTMrVQAxyNcg0xO6QarNRgCacc5xq/mu1OoSWAfj6RoSe5yea38SvtWmcC80MbfzDL7ENnP6LBDU6jJGfOMbDtIHghEvQrKX638RNV7DB/pgdRt2GRvy/fpLClD06jJKkgah8cxdTjljmY8g3xNi2uHcbZlBU4oaE5qDK4ZCFLaHfrguGShrXfAdQDjkehy+M76tZCf2twQRU7ZIbKcSKB4ZDIJdwa7ZItNmPU9My8OX1BozQ2tkUbAHBA3GAoWqAcGIds6XQZeIU66YotONsIPMOmC9tS6L++i+JT3p4ZIaYnIgI/DB2jpBmxS+xcczGTynh2I3Hb3zMh6Vw+8waaLS59eMfupvwbCUjOGy45YshhLYgl2sCJRBCgQRtm40HXHP8AjjNzjGZSYthe+Kq3T9WJHbGlxWu+3hmRjyNZijFjDmtemLiLmKMK4Ft5SQDhxZxq9K75kx9XvaJCr7mK695Tj1KM3Fuvp3adCOjfPIZHpk8MrRTxlXTZlpnd4rRCASNjge88rWF84kkXi/8AOuZ+HxSBAGwe90+u0YyDigKLyKLS3dRxFMGw6Synk29O2dI/wTHGf3M+3gwxw8nt+1MAPYZsodn59thXvDpZaLUA/TdeYYFHZduOCrfTpZGCohJ9hk/h8qWSUMjl/EdMNbewtLReMMQWnfvmww6Ej6yGcOzs0z6/SPmxLS/Kcz8ZLz92nXj3OS62tYLSMRwKFA74vWmXUGuZ8ICIoB2ODR4sNGIs95dQHfKzfLLPTJOV5tZuuXTKxVog5qDLyiBiru9Ms75VKZh13xV2WBXNmFRireUK98xOYdMUOqc2VXNitv8A/9TrXU1643+OWTQ743rmah1KHbK8cvuMrFLfYEZuorXKNDtlA03wdEt7+OYn8Mr3HTNXArjud++IXNvHdQSW0u6SKVP3YsffKJ6bYjmkbb9zwvW9Nk06+ns5R/dsSpPdT0IyPzJQ1zsnnfQm1K1F/aoDcwKeQHVlzk1wnIE0oQaMvgcryR6uwwZOKIvmlL7YmcEyx8cDvtXKLbTLdTbGZmNMYXHfFiZgdV1c1cS9Va7dcb6wO+/hhpHijvV8sHA/rGtOJzetvTicNJ8QIjll1xESVFeJzBz4YKZDLFW3zYjylJ2Tb544etTpQ5IBPiBVBxynbEALgjcip7ZYSbuclwnoviHuKJEhHfFEkFak4F9CUmlcd9Vk7k5MCXcWXiS/mlEmYU+1tjVukQ7NUYl9UIoDvXF109eNR1ywRnzCePIeWyw3y123xpupT9lTTHR25PL4dh7YvHERsMIhM8yyAynqgpbi4cBX+yMCsiuQCSfDDd4gpCkVDd8A3No6KJE2APTK545De2jJikDZJaSJQOnTHCPwxqk7Yuu+MACN2cIAhaqHvi0amu2ZQTti0aGvhlsY77N0IUmlhRab9O2H8EgVQS25whs0II2rhssLuAoNAeuZ+EkBvT6DmEDv0PQ4O9QFQe46YT2xMSLG7VTBylKcuW3YZmxnsGKLEgrTrhfqlwsURavTErm9EQ5D6MjWuawPSpXpuR45TqNRGMSyoAWdmP8AmDUAFYdWfb6MX0jzjNbeVtU8r3EpkhuOD2XLco1fjUe2R64f12eWXv8AZB7DAMLKJxTpXvmhyS47PN1GfKMuTyCf2ApTxyS21aKDkesgBQ+GSK2NeNc0WqPqLn4RWMbdzItPNeOSjTqhwo798i1gdgMlem1oCOozS55WWGQc2baNGoY0yQp9nCHR25Rhh1OH8e65suyoj1Os1HNum2Iy/ZxemIzCozM10P3JruaondimrbGQd/DPP/nkCPzBJ2LIDnobWEoWIG9M4D+YWny22qi9ZiyXAoB/LTOa7HqOuyAmiYkAd+7s5H9yCOiH8tX5hnETH4W6Z0a0m5KDnIdNk9O4Rh2IzqemScoUatagZf2xhAkJgc2zDK4BOA2xPfGOzMAF6dzlqcxABzRBvDTGg640MajMwJatfkMaDlkDSCmEDk0GH+nSfCFr88jVuSMPLF6AHucysTRkFsqtZKj2GGMbVGFFk5KiowzjO2bzs/IYl1+WO6JrlEVygcdm/jU42eTj8ks1axW9tJISNyKqfAjOeOrRu0T7Mh4sPlnU2FQcgvmeyNtdi4RaJP8Aa/1s5b2g0XDIZoDbr8XN0eXfgPVITjT0zV+iuNQ1B3rnO07Ahrl440k9tsVoMadxXJxNMCG46ghjhvZTgEAnCapFBgqCTi2ZOKZu2ucbZtYyiRQuGUR3p2yKWF2VpvkkgmV1Sh69c2ulyCwLcPJAjkj1FemVSmMRqdMXIqBnSaTPxRo9Oriyj5KdPvyvbrlnrQ5VKZn2wazdumO75RPbFiQ1m3O2WfDKxV1KDKy8xOFDWbNvmxV3TK7ZdM36sVdm+WWQe2VQ98UO+eatDmOb27Yq1tmy6DNih//V6vU9D88x8MxPh0xtTSuZq0416fjmPTKpU5jTFXbdKVzVp8somhyz0GBXbnpldeuavXMPfrgS0cot4ZZIrv0xldqnr2xS0wFKDc9D4ZAfNnk1p3bUdJQczvNbjofcZPqn+uMrTpjsdizhMxNh8+XVu0LskqMjLsUIoQcK7gAA56E1HQdK1ZSLu3Xl/vxRRs5D5j0vSrTUJLXTXaRI/ts3ZvDK5Yx0cyGQZPT1Yb6Tv4gY76vTrvhm8QGwHTriDUBr0yHCA2DCBz3Qf1ZVHTMIlr0pghm33yttsPCz8KKj6YGOMYpUD6cUAG/hjgAV9sYhkMce5RCDHentvi4CigGKEr023y0QBZCA7kKIzWgx4joN96YtwHIHp4Y5kJUU8cPhhkIDuUlQN8VOmKmNeG32m6Y6JSTUD7I+IY8cZDUdugywAMxGPcuMSrGAB8VKk5SqpSh65i/ECNhT38cwpxKdxuGywHpSeENyREAMu9e2KneHiBQ98RZmBVu3jisTCVyAd+2SB3pNBZyC02+HocERxKavGdqb4yQAsaUHEUauJCX0UNDtjYBWlVvTfYildq4hcRgrwXceOLxP6qnx7ZvSYAs3TBICQoKY8QpJGiML13K+GLxEtgmWJixJHJcTNuCCUND4ZRwGJ2Yxx8Kui7bDfBkMSkVPXpgC3MsVQfiODo5WYCopl+OQqiG4AI2FWQ02wdDJQnkwHhhdCQD8RNTgtGRdya0G+ZEZgJpMBcDZacv4483AQEkca+OFrX1vHTkDWnXC661b1RwTfwOSlmobLQV9S1KgIDVORi6ke4JL/dg4jkasQSd8RnjIHICmYOUymC05JcQMQk8irQhvnvgJdrhTxFK7DthjMvxFT0pgA0WdaeOYIO0g6owqVMisuxw+tjSmENiemHcB6Zo9UfUQ7XGP3Q9wZJYHYeOS3SGUlQenfIdp7VAyT6Y/Fl8M0+Xm1ZBu9B0gcBt9k9MkEfSmR3RnEkYXsN65IYjtmy7KNSLq9RzKriUgqMVxjiubfUwEsRHe0DZIdWiqvLw65yH8ytNabSTcKPit35V/yT1ztd7EJIyMhGv6ct5ZT2zKCJUYCvjTbOKmTpu0IZOnHR+Ls8J48Ri+eLR/3i503QZeUCj2G2cyMLWd89vJ9qNyp+/Og+X3IjXfNx2rESxRIZac7EdzLkoR1x5U0rWuJR/ENsXWgFDnLy2coKZ8e+M474sw7jpjKffhiVKrAdwMOLZgCB4dsJojQimGlox79cy8RaZhk9nJwVSe/bDWNqgHCGylqQW64exEFOQ8M2ejJug4OYUUUjbVxQGuIKdhiikZv9Pm2ALiyCphP5hsReafKgHxqOSn5YZvMqd98aHEikHoRQ4NZPT54T0xkDKQPwITDiiRMdC8nNQxJP0Y0EYN1e3+p6ncW4+yG5L8jvgLOFyQMJyieYNO5jLiiD3rhjhvsMS5Urjg3fKyE0569vpy0ahzVxIgKeuWQlTExTO3nKHrt2yRWF2CBQ9O2Q1JCCKYcWV0Up4HrmZjmQbDTPGCGcW8qvRh074KjckVA2yP6feDYV2PTD6NqLt9Gb3QZ7FE/Tu4OWFFVcAiuMpQ/PL6oRXfAVreK8rW7n40O2bY66OOcMeTlPkWngsEjojMoeOX02yszx5cmqnE5ss9MrCrWauXlbb4oaOXmyq74UNjbNmzYq6uVWm2Xle+Ku69crcbZfXMf1YodvmyuQ9s2K0//9bq56fqxvtjCxoCD88azgGtczBZTRX1yif2fpxMsKinXxzV3r2wrSpUda5tjvXEmPbse2YNQdemA2tKgqeooO2WSQTTEuZod8rltvgNppUPTGgVO3XGlq/IdMotimlQ04069jiRBBr1rl8q9OmMLU+eC0gIHW78afps9yTRlUqn+sc4tdSFyzvu7ksx9znRfP8AdlLWC1B2c8mGczmc1JJ65EnZzNNGo2hZCQPngVqYrK5J3xEnauQpyljY3rv0pj9+oyip648PcmltafTl70pjgD4ZQHFiCKqcmIllWzuR7jHBw23cYzoOI+/EySDjvHdSdt0UJOC0cfI5ayK0ZJ6j7JwKZCdiemM9alaHbwyXiMfFA5lMopjXkN6DcDwxRjGwLR98Kop5Vr6YO/XHxrOzVrxBy2Er6JGUn6QjWmDqEbYr0rm9ZBHTo3c4yOx5VLEtXBkWnxuPs9OtcuhjJZgzQXrLx3bNHKq7htxvhtFp8MimsY60pjv0RET9kUy0aaRN3TL1Ja11FIm5AY9cRaRX/aGHZ0a3AqUrXGjRIafZ698TpJ94+Kan5fFKobgxdCKDBQvgQFYih64N/QENKhcevl2Jgfh37D2wx0uToYpuY22+CW+tEx2alM1YSxPIVOGsflqKtKGmCB5YtVA+E175L8rPqR8E8RSQmAUq3zpjxJbjcOTh9F5at68ihp2wUujWsVFEYJ74/lSOZTxljf1jkRwjZvA4lcyXFvEZGHHw+eSmeCGFSOKrTvkZvC+oXAWIUiQ7/PKpw6WyJlSXobianr1YncAYJjgC8UIp4jBsdoIief2um2OlXiK06d8rqubXXUlBMiE8BQUwLPsKV2wTKwA98L7hia03OVZZUNkHYWl1w27Eb9hTAnE1VmXeo3wW6mtTiEgAKsf5htmvurDrMlmX+cnVltth1B49sJrPYgnDeBjml1NcUvi7XGPQntg24ByUaeQSoB+nIjZMAwr0yT6dIOS5qM3NryCiz7RJuAAJyWRnkA3fIPpLnmvE7ZM7VqqMyezslZOE8i6zUx6hFjMcrwOWc6Q7xpwuqGmWoIyL6nbn4wOhrQZLJBthHqUVd/HOQ7bwEHiHQ252lnUt+T5z87aWbPWJJ41ojnn9OHHlyQSQIwPhth95404TDnx3FajIn5cl+rzNbPtQ/Dlsc35jQj+dAU5ogBIkcizyEkjbBFCw674hbEFRTBfH7s0M9iW0KQ5Lt1y+SsN9j7Y4rTE2UVrgG6ltXjFBywzt5FAqDhYIkbqK4MggUU3OZOPiHJrnw9WQ2sqUBrh7DcJwAG5p0yNWMaDfqckVoUjotABStffM7Tynf81xMwCNWQkCinFlDEUO2ILKNxisT1ND0zbaacb4ZT4uL/NcSV9yBnrHKVZq13GLW770rjL+1d29dDUqOntiVixZh2p1rmjyDNpu1jExlHHOfokeW7d6TjscwxPzioj1dCBTnGCcIA1dskHnj4dQg7Vj/jkZVshr4VqcnTdzNP8A3Ufcr9MxoOmMDVx9dswqb911fuxjoCeffwzAnMTtjuOSKaBoRU74Nglpt+OAGpUHFon6UzIxm9mMxsn1ncFWAr8sm0JBgQ9yBnPbJuUgHyGS+PUQkYU9VAGbPR5RjEieo2cPPEmqRr3iJDI4P2Kg5DrbUm/SRlDGhb+ON1bVPRkkVW2kJ2wls5C04bxauY2p1M8ksZ/myZwwiMDfUPWY2EsSyDuAc2IaY3K0jPtvgphTp0ztdHk48ECT0dZkFE+9ZlHL3zfLMprW5voyzv0zU3BxQXHKPSlMvuffKxS6ub3zGubFDswzd65VNiMKtj3yj45fT6O2NpXfoMUFrNl0GbCin//X6bvWldh1yqilfurjC1cxYHrtTtmZbJcRTv1yia7H6cT59j9+YvXevTtjaqnsPoyun8cbzqdts3IE9cbG6V/Qb98ok9sZ6nXx7ZuXbucjargfhr4ZR2zVA2yiSeu3vjdq2Sa0B2xjE9cosT8vHKLDAkPOvP8AKf0jGK1AQbZBZnPT6cmPn3kNVG+3EbZC5QAanBJ2OD6Ah5KeOJddse/XrtjPllYbQ2uwpigAAqN8aiE4qEI3HbL4BsAWU2qMaaUOKM6098CTTAAgZKRACJTAczUwO8u9AanNR5R4DFFiAFO/jlMpW45M5mhsFFRI9T0FaYulv0J3xWNQp8cVUHqBhjHdnDEBuV6RKAKdT0GLog5fgMQST4xt0wUrBmNRQUzKxkOREAckTCpUANt74KhqdxgZj+5Vj0rtgmNgUUVoT3zKiRszRCo5YemdurYLEaljTr4YghCkJX6cF2+zkHcHvmREpXQgTO0bChQVHvi0cQYhTsO+YRgfEm7V2xwkV5Xj5DmBvTJ30Ym1QQKQGI2rSgwWluvMfDQHpjISAvy7HHmTbkMmKAWiv4KvalDjiyDr9o9MSaYBak9qnA5uvUpSnE98TIBIBRTPwHXAskooxrud6+GIzXAQFnNAuAmaW8Fd0h8Ttyyic7DMRA5oS8uGvJGgib4B9p/HEViSBaAbdz74LmjSMdAB3AwFPcL3+FR0GY0yyqxu2zgL16+OAbq4oKV2GMlueRKxAnA/oSSH4+mUyLE0FF5TJsv34l6VN3ODDCIwfDEnAymUdrayLS2cDtgSTYVPY4OudvlgCWvAkZgZB6i4WYVIJxa7qD4DDeA1Awns9lX3Aw3h6iuaTVfWfeXY4voHuCZ2xow32yQ2EhqN8jkJocO7OSnEZqswu2OUM70WcVFTk5s35RrnMtLn4uD2GT/SLgOoNe3TI6TII5Rfe67UwJCfruMs4xGrj863HISxgh1pG6xhhXqMYMdadMNiK4AvYi8bU6jpmo7Yw3hkavZuwyqYec+YLYT+opHXpnLb6F7C+9ZRTid87Dqq8mIOzDtkB1/Tw3JgK165zfZ2fgkccuR2duBYBTHS7pZ4VYHcgYcoeS5A9BvGhlNrIen2a5NbeXkB2yGtwGGQ9x3DJXYUxNgO+KHpWtcaR2zDCrQaH2wTFJ4bVwJ0xaJtxmViOzXIJ3ZuVIPXDyGf4B45HbVhWh6dsM45WCqo3zMhKg0TiCmkEvxkHqcHxk1HhhNG3xjDeJhQHMrTn1BxsoRqkMKYm0Cq4dRSvWmPjxWm2b+GGGoxA5BvDlbjEkF5/wDmCvpy2c381VyHo+3XJp+ZS8bC2n/33J+vOfQz1+nfOa7Rxf4RMjvdnpTeIJmrYsDgJJK0wQre+ayUXIVTXp0plVzVrjTtkQFtzEkZkahp3xhNMrkQd8nHmpCb2MvGUE9AcXutR9MMSdq+OFSTcUqcL5Z3uZDv8IOZQnUWrgs2q3EzXM3Njt2wx0uLnKg7YVoASAMP9JVUYHvlcRxStEztT0LTCBAijsMMCKjCnTZR6agYbDcZ2PZeQHCIfzXV5RUlEihpldMfIKGuMO2bQHZoIa75q7EZeVhQ1l5qZsVdlEVzHfNihr2zHLyu+FXZW2OPhjTiguzZVc2LGy//0OiVofnlc98o/PGV23zI4ma8tTfrjeQpXKrQY3bxwcRVUDEVJ75XIdK798ZWgr1ON/XgtVXme/QZXOn04yvgcrlT5eGNpAVS/wB+YyEjriRbtlE1FcHEmlQP1p9ONL0xhYAbYxz2Bx4khgfn2E/XIrg7B1p9IyBysSx751fzhY/XdKaRRV4fiHjTOUOKHATtbm4JeikNIQOuNG/THSdcTVqHfBE2XIG6oFZPirtltOnHY7+GWxBUfjiLRr1y/ioMiTVBSeR5Om2ZYu7dcUNANspmrQZUZEndr4d993Ab07Y6o2xpO2YGuLMBfULvTbsMVAZQCDs3TEutA2OB7fdk4lmFRARgiM7YFViPni8Zrl0DuzCND/CFP2fDFozU0PTAcbDcE4LBZKFtgcyYHoyHNGRuDxXw6HBkMoFRX4sL0DIQG3HUYvxIlEqtQDquZEZMqTBpZAEKGhr8XyxcqBN6iinKlTgX1hXpjWkJALVFMtteFHiUK5Na5TT9RUUwEziOh616YnLOKEqpPsMTJPCExWcGtelKEHA7zJz4x7ntToMBhJpV9Q/Ajffi0U0UAAG+3XASmu5RuIXuHVpJOITfj2OKSXoCBSNl6U6YEubxeXx71rQDAdZJiR0XKZT6BlVDfdfc3tW4RAmQ/cMCiCSQ8pWJPWg6YLSFItz18cbJcIqilBlBO+6DutWAV2GKsiKKHb3wE2oKtRyocCSalUUozH2GVynEMCAOaNcqaiuw64EmKjpgNryTspH0YHmu2O7k0HXKJ5xyajkxjvX3TLTYg4UyuK8Qep3x012Wrx6HApYk5iTP1E9XEySEpMms6FEUDegw2iHTCbTQzwK9a9j44dQiuaLVfWXYYf7sI6E7imG1m/c4UQ9aYZ2ppQHrmtyciyyCwyOxloRXvk30W5K8R2O2c+tWoRXJXpVxxKkHpmJ9MrHRwssbBeiwPyAwRhXYTckVuxwzU1GdR2dmGTGIk7h1GWNSbpiMwqMWxjiuX6rHx4pR72MTRti2taeJQXTYjqchGpWvJGRhuO+dTuYOakEbZDNasSjk02OcNq8E9Pm4qoW7XS5hIcJeQalE9ldLOopxO/uMlWk3qzwqVNQRWuI69Yc1Jp22OEOk3Rs7j6u5+H9nwzNPDqdMD/FAORyJZ/GwIplV6jA1rMHUb4K26eOaiUSCQUrCKb5kbfLI74yvHJY5UiQTG3foMNIJPj4NXiP2hhDDJTDO2k7169czoEbNEgnUb/HUdumHVruoJyPQNyZQTkjtqcBTM7TAGbjZeSMTtiuJx9N8eDXOj059HwcKXNhP5nW003l15IAWMMiu1P5R1zj9recqb56H1iFbixmiYclZSCPHPP3mPRpNJuTc2wJtmNWH8pzS63wzqpYTtKQ4g7HRn0EJjBcVAGDo5Qci1rd8qVOHFvOD33zVZsBB5OWnCuMsmoqDgSOQHbF+QzEMaKFx23xrNXqM1RXGE74gJt0svGOnjicShUr3bfGMRJIF8O2KNQDLTdUjmqI24w3sJaMu+EaHfDKzfi4yeNhIbPQNLlBCivhkhiNRkN0eY1XtktgeoGb7svLwyrvddqI7q7CoxGmL4k2xzoolxJLTlbj6cs5WSYuGau2bKwq4nN0G2bNihodMxOWMrphQ6pzb1r2zdRje+KG/pzZWbFD/AP/R6BtSvbE60an45da9DtlVrlts3E1OUTWtOmUSK5RIONpbGYn78bXuMqtCd65G00ur71A65uWNqB3xvMVJHTG1ory2+UK+OMLHK5VpvgtNLqncY0nsOuNJG5O+avfvjbIBZKqyxsj7q4KsD75yXzBpcmmX7wkHgatG3Yg51onx69xhJ5i0ZNYtCo2njHKI+PthB6NmKXCfe8klXw3wMfDDC6ge3keKVSroaEHATpvkLILmjpSzke2Yue+NI3zZLitnbic2VXxy/liSrvnmGbfLSnfCEheKEb/flg12/HK2plitcmGwRXj8cVQgfPGKpO/TFF6+4y6NswKVuHIAjYjc4LEnNRyPhTAYK9XNDlm5hWnJht2y2M4jmWQ4e9NFkYgb1AxQSUkBKnj3OE66jGm6muPGp+od22/lGXDPBkDFO5JYhvy27Y9XaQKqjr44WJdQsvIo3sAMet8TuI5Pag7ZaM0Vsd6NKnmVlagHTFnYxqaU403phUHmk5cYJDXuRiyx6k0ZQR0UjvkZaiI5C0gx71T6w6qd+K02B6YAlvWk+BDxp1OCF0i/uT++lIA6AYtH5dUfbZm9u2Uy1JOwDIy7hSBhkjVuUzV8K5b3TEEW6lifAYcx6HbgbryI8cGQ6ckYAC0ymWWfTZje9sZEN/cGlOA8TiqaNX+9ct4jJN9SFQMVjsdzQZTKUydytpBFpFuvSMEjucEppkA29MfdkgTTwftbVxxsEU7Hp1yBiUGixx9GRxsgwvutAVgVZRQ5NRZOBU9MYbXl1FcqkCxMQeYBeUanoDxAvADtuRkeZWQlWFCO2drvNLV1YgbAZAPMWgtGGuIV6H4gMqMrPCXGy6ahxQQejuzwoF6jYj5ZIYAaAnvkX0RyJGhGxJ2yWQqOK0Nfnmo1w4ZnzcnTbw9yIVTWo64Nt33A74HjXpi6rwYE9M1ki2yGxTq1cbAncYfadKVYZGbZ6EDt44c2j0YGuYuQdziTjzeh6LclgA3TtkiifahyD6TcFOO+S+1m5qCeuZ/Z+fgmN3WajH1R/XE3kC7HHoQRga+BERYdRm71maWPTSz49zEcXwDixHqoqhKyCo6HCXWLVXWtMMrJ+cIHfKuY+SkHvmi1o/NaOGcR+oX8m7ETDI811G0ryRh1yAaxYNDMJI61U51rVbUbmm465D9V08MC1M0ui1BxTo9di7a+IAhK9G1DmqxuaEbZJVYMoznkxm0+49SOtFO6+OS3RdViv4QUb4hsy9wcyNbpjQzQHpPd0UdyamlBjCO+KMDTf6DiZBI3zXxSQ2hocH20mwBwuUhTgmI7geGZmM7ebXIJ7Zlmkp4ZKrOpjXIhp0n7wDxyX27fulVc2OkO4cPUBHIMUpTGRigGPOdLgiBC/JwTzQ9yOUbDxBznWt2CTCWOReSNUFc6NN0ORTU4FaR9vcgZzHbd+PGcTuD0c3RnmHi2p6TNpUxkjq1uTt/k5Vtdg03yeX9ksqsjKGU1qD3yA6pp02mzGSIEwk1p4ZHT6iOccGTaY+1zbTqC4JHjg2OSopkas7wMAQcOIJa0OVZsPCTtSUzDVyiQAcRRz0p1xU/ZrmLVFiVGMcpSenvijDrmiSgLN36ZRrhPNQ0u2+DrUnkD2wEvvg63GW40Fk2lSUdRXJtZtyQHIHplTItcnNn9hBm07PNZB73C1ATAYm+xrjxjZOozqYHYe5wZKfvmy98rLAwdXb3xtCBXLPWubCpazUzEZRxQ7vTpm2zfPKGFDY/DG7VoMvplUoa4oLdRmys2FD//0pyWpjWbGEk9caTkm0RXlvvxpY4wtlcsFsgFTlv7ZRbEi++blWtcbWt19aHrm5HEq065uWC0qhbbMG8MSLAZRYjYDG00qFh0yuVO+JBjlF6nbBaQN15Y7+PjjSxoPv8AljGcD4q098KdQ1PgCkR+ZyEpU248RmaCB8zaXp2oRmQER3iiisv7X+tnOru1ntJDFMpUjoexydRM0zmaQ/COhPjgPUUjuVKyIGH4/fgjO+bnDFwDhuywVh4407YYXlkImPA1AwvbbYjJghBjTWX9OM5pm9RMkCFsBUywMT9UDtjld22VanJAhkJBXZSKb5dUX7RAxghuZKDoMXj0t23krXwywS7mQJ6BQ+sqoogLE983qXMtAq0HbDi30hO43wxh0xFoQK0xuR6p4ZHmaY0LG6moWJwdbeX2lNW6nJRBp6Fasu/bB0NsFYZIRF7krwAdSUgt/K8VKuMN7Xy7aR0JQHDmJAw37YKjTpQbeOWADokIe30u0VeLRKR8sEnRYqVRFp7DF1UrguKRlI3p45cCK3C11SZtPVfhKjEnsgvbJE6wy9Nmxj2q0qprjwg8mQkBzY/9VVRWlMr0B0phtLAehXA5hINTtkDEs7QQt1UVp9Ob0Bsa1r2wwW1L9a0wVFY7V60yPCVEu9LobN5OgwTHakNxK0I8cNoYAAOxwUlup+Iip98kIBiZpclgxFePyxddKKmpFSe2HUMSgD76YuLYueVaVNaYTENMstFj7aMz/a3pgeXSvTHwjpkt+q8QepJxqWAAPIfayEoRKBqIhg72roNxt3GEuq6Ykqs3DYjcZ0i60wFSR9ORy/szRlpmFnxcIsORjyRnyLwm8sjpGsj4f3chqvt45IoQKAjvjvPllwhiuQtGiehPtgbTrpJLeM9WIFc0/aELiJ/BliHDMx7902jGwwQq89sQjUkDBcYoQM0subZkBCrCeFA3bDa2egBwCsQce+Pi9SI0bcdjlU+5x5UebKtOueBFcmWm3HMAqc5zZXG4GSrTL0RsN/hyMDwytxM2MmJZvE1QMUlT1ImHiMAWs4kRWU4PQkjxGdDo8sc+KWGW/HEx+bq5gxN9xS6wYxyPC2xBwdKoIwPcQFJROgrTrglWDoCMxNHhnix5tDl/gJMD3xZTIJEx3Ma1WAgmvQ98i17blkK50G9gEsZUjtkOuoGjdkYbA5zWtwSwZvi7HTZOKNdXnesWQDGo6/ryNxTXOjXq3cBJStJEHSmdG1az570+jIle2VKqRXNjotSDHgn6gRRBbpRZTY30V7AkkR2IG2CiCRsemQGwvJtMmCj+5Y9PDJrZ3cd1GCp3OYeq0xxyMo7xJu2QO1FeQQKVxaFjtjJF8RmjPHK8R82Mgm9g55V7jJjpsheMV3yD2b8WByY6O1VDDpmx0hqcXEzjZPlx9NsSRsVrnV6c3CnXHmoyioyO6khEnNev68kknvhRqcDPG3DZh9nNB21hN8QHJyNNKpUxO6ijlJ40Dd1OR7UrFZFIZajuMOvq0rTsJ6hq9sbfWksUdV/eRnr45oYEg8Y2IdiC8tv7F7CYzRA+mTuo7YLsrrmBQ7+GH1/bqxPw/QcJl04GQsDxPt0zaQzxyYwJ8x1W6TWCSoFcFddsLIUljcCtaeOGcdeIr1zDygA7FS2du+J7Y5qVqMaBU75WAvRcoqd8HwKagYGiSrV7YZW0Jbbtl8IsZFN9MT41yb2YpGteoGRDTI6SqPuyYW42AzaaH63D1BRq9MbJ1xy4186fH9I9zhSWGvbMemY+2Vv2y1gS6nj3yjl9vljak4oducxzd83t44UNHY5vbMRtTrTKrthQ7YbZXemXlV3xQXZsqubCh//TmBJOMLHE+VOu+bmCcFuRS8uKfwxnIYwtuaHG1pikBULeHU5XLueuJ1pvlct8CaVOQ698rnXEy2VywEppVLd/HGljjC1dvDGlu+NqAqcqZRavT6cTLd8rl9+DiTSHv7ngnprszZHZvUnf0+XXB+q3KwlnO9Nt8C2yUX6xIKClQMrkbLs8EBHHfevKBEEa7ADfC65k6ogqcGsHn3J4p28TjDCoGwpiGXmUgntHlBLbeIwtl0wk7ffkqkhXwxI2oO9Mlug0WJHSmrviselFtuOSZbTkemCo7MVG2SALLhh3MYTRlG7DBcelKqhuO2SL6ovhjhaivtlgC+lKIdNHWnywUlhQVI+nDVIAK0+g4osJpT78stJPcl0VqF6iuCY7cDBQjGPUVNBjxItqKMeGW0ZDVAxdE+jFljB6jbJgqox0UUPXBtunqbDtiAjFa0wRG/p7DvhjI2kogxovXqM3IsfDKLjjWvzxIlq1U5bxqFdaggU3wVGfDc4W+oVkBPTocEpN8Wx28MAyBJj1R7Kjj4hvib2sZFSN8bFIWbc4t6lDx61yzjvmw3CxYABQjbti6RkClMch4mjbg9MWFOvhjstrFQDBUag9sTVKk13U4IhjooGSBYSkArRJSlcGRpU0wOik09sGRAkiu2QkXGyHqqog74sIge22ZAnffF4qmvw8R2yiUi4k5oWW3LilNu+EOq2HFC6jpksIPywu1CJjG3hTI3xCi2abOYzj3F4b+YVuP0POQN1IP45B/LlwrQGFtmXvk9/NGb0dMMI2M8gQ/Ib5yvR5TFc8Sfhk/hms1WPjwyA6Eu34v38a5EBnsRAAA3HjgyPC60f4QDhhEd85qYqVOXkjzR1u4BAbB6orAHr7YWRkE0bb3wyjRkQMN17tlUnCyCjzVEhZGJXr1IwbbzSxmgJ+WJRNzI8exxZ6qyEjfxyuVVsWq+9lei6n9mN9vHJbDKGApkE0iWEOFlFAdq5LLOingD8PVTmVoNRPFMVvezg6iA58k2oCKHGCPifh6Hrmj3HXFc6bGIZYxlKIsOCbGyhKm1MjOrQqshP8w3yVOK4ValarKhNNx0zQduaQn1RDkabJwyHmwi5tFlUmtMjGoWQBbjuRkzu4WLEAfCMJLy2PMhRUtnO4JmEt9na9GCXkAFQwocRsNUl0+YRyE+mTs3hkgvbGlefXCG+tKqQq1ObnDkhkjwS3BQWaWd3HexB0arUxQihznmmatc6RdKslTCTTOgW9xFfQieI1JpUZharSywTEquEuRCQQUbA5DCuSzQ7jiACfhOQ6M0Ph88PdKu1icBt1OxyeCdSiQ0Zo2Gco1aUwQDXCq1mrQBqqehwwRxTftnR6LUx5EutyRoqrCo3wFOoPUVwXyqPniLryBrh18Y5YendEDRY9e2fxs4G5wrnikClT0yVtGGFKV98Lbq1pXbbwzmcunMbc3Hl6Fg97ZhiajCSS24Pt0yc3lpQAgbNscj13ZkSuo/ZyiPFHZyBIEJSsQG+KjYbdczhkbiRuMrelO+Su1pbTfFETt3xyJXBEcdSMthFBLcMNTh1aRBQMBxRbDDW1jLUXMiI5MJFMdMh5N7g5J7deK0PXCzT7b0xyIpvhwlKbZtdDj3tws0rKqDjXx3bGHrnQY+nucWTWNocvKOWsC47fTlVHQY4/ecbtiFLqbdOmUcutTXG74UO6b5qAZvY5R6e4woJd41+jG7Y4nGHbfpixdXNm2zYWL//UkpbtlE+GMr3OUSe2V25S6pxpOUTX2xlfHG0r+WUW8MTLGuVyJ2/HAZJpU5Y2o3xnIVyq16YLWlQsKdcbUb1xhPft3xte9cBLKlQtWn6sSlnjhUs7bjoMRnuVhBNdxhFd3TTNWv0ZCUnK0+mM5Di5KtxJHfTip2Vq0wQy8iP5F6DC7TUaS5aRvsoPvOGMsqrt37AYxczJERIjHk5thXb5YgWBOxJOYgvu5oPDMWApx6ZMFhTRSu5xzBQuw3xJmPX8cTN3GpArXHiCeFHQxKAD9+K0AwIl2CK0pirTchUGlMsEgjhkiQoPTpjlTuemB4pywIA2xcy/DSuSEgtLwo23xQUpgX1KAHMs9ZADsvfJcQSQrP8ADvTKjcA75pSrDY7dsDq3H3wE7pATGNgW36eGClYUqfowsilPIHtgkzVpQ5OMlpXrSuZWJwOZanHhwBvh4t00iySFqenbKR6r74l6h4gHcdsaJKb0ph4lV5F5LUde+B/VeEVYEL44IV1IBJxSSNJoTG+4PQ98NXuGYIRFk/rpyjILZaz8pSh2ZTSmJ6dGlnQxnbvXri01rDLKJ46q47DJC63LE1Z9yLWQkEjqBWmLwv60ZboR2wHGvHeu564ojlGApTJxlswIFIiO4b1KcSAMMY56EDjX3wsduXU74tE5BArkwWM4ghNU9Yn4aEHv4YNt4CN2bkT1wFbNyGGcA+4YJnZwsxpFxIANhi1KYmlBimYsju4Eju3gK/bjEx7AHBhNN8JNbvY4LWSSTZVBqfoxj1Pc2aeBlkiB3vBPzVuhLfW9orVC1dh4HtnO1DRyLKopQ9skHme/bVdauLv9ivCP/VXCbiRvWlO2YMsn1DoXfywkcJHRlthMHijYftCuG0Te+RjQ5vhML1qu4r4ZIo3pSnTNBqocOQ+9zecQmCNTc4aWF56R4SDlGeowljNcFxNTMKQcTLEMpWySUCWyIdDuUP2hj/SanFxTtU9cJ7K9lt3DRsRTfbJba3llqMarNSOcbcx0PzygizQ59zhTsICBmjPA9R9k5LNFuVlj4sfiwkutNeABvtKd1cdDm06Z7ab4jTfHFmOPJUtmvJETga5s3SoHXBCnbfAFpP6sdR1wapBGdNocoMbB5h1k40aK+tRgedKg4t0xrCuZGsh4uIxq9mMdjbDdStX9VgpIoajCieOrbrQ9Mml7Zq78++Et5Zq6kgbjOD1OCWLLIebtcOUEBiV9aBxWm+R27tCGIp16nJ1Pb8lqcJL2zpsRk9PmMTRb9iwe7sUYGq74ro2oS6dP6Uh/dHYYb3Nuqk4VXFqCa0zaRyxyYzjnuCimaROkqCWPdW6jBMEvEgnIlo+ptbOLa4JKNsGOSgBaAg1ruCOmYRicM6P0nkUS3ZPpd9RhyO2SOGdXUEN1zn9tMyt1w9sNRK/b6DbM3BmMXFy4r3DKlk3qMdWuF1rcq60r7g4LV+Qrmwx57cSUKXunIdfuxKWMMhqMXVtsY+OaEJRtETukd/HwjIpU9sj08NAxNOTd8ll4pKmu+EN5GOJ237ZqckBbl45MaltQeRG7HA5hKmhG2HLxEg7YFMdSfDICAbhJDRxEjpgmOKhGKRxjYAYKjioQMtEdmJLoYeWw2w5sbZiV2wNb29SBh/Yw8AOQp4ZdihZBapyoI6JCAB4YLQbYhGMEqM3mkhuHDlzXHpjDjmPbGnNvHk0yayjlnrTK9skxa3r88r55e+UelR9OFDWUd+mWfEZvfCgtEZRyzWuUe4wsS0TTbG/Pplnc0yutR3GFg7fNjOTZsVf/1T6ppXK5bUOVXGlqDKnLpxJpTwxpc9MvxOMJOApb5e+NrtTMfbGg5FLZbanfKr+zle+VUCpPfAypsnELmf00O4DZc0ojT3OFkz8iampPjgcnBhv1SU5puYPcnqcL5D1xeZgBx/DA8cfqSqp27n5YCHYx9INdEwtR9Vtqnd5N6Y4AKPUfdz+GVUFuZ+yo4oMTdywJG9MQ1SNm2y5riUsqqPiP0YFluW5BaUxILyPNzv1GSSId6tzMqla8R+OZYRX4ASfE4kbmKPoKnxzLftWoB2xADKu4K5jc1FSD4Y0C4j2DVBx8d3Iw5FOvc45ZFJJYYaCbI5hfFLOq02wZHKSo5HfAMiqQCjUPhlxyMPtHp3yQ2QRYTBWAPxb16ZiRy36eOBlkBx4cZPiFcmNK4c03x1a9sQEgpTHLJ74b2VVEhXbFPUNB44E9TfMJKHbBxEJRoem5+nFPU2wAZex74oJNqfdhElIRscx+zinMke+AFenfFhJXJCSKRyOaAnFkkIpvhesvYd8XVztU7ZISIRumCtvXFkl4mpJ3wvjmDfCDghZBSn3ZYJWqYKxJ32B6YqTtXqRgOOXb4j8sXRh2yVopEK3MBhsRiyNvSmBqgCuKxtuPE5IFKcWTmmHMBoK9vDCWzHw7HDiA7AZKfJ1+pG6PTxxSuJIajH1zGI3deebnYBSfbOU/mVrj0Gl2rUeUVlI7Lk+1zVYtOspZnanEGg8W8M4nei61O6lvZx8UpNAew7DIZJVGupdr2XpiScsuQ5MSuNPDAkCm2FU1sUajZO305qUoMLb3R2cEgDMGcTVh3gI5VzY1ah4pklV6gdR7ZKYJOSgjvkcmtntZKstfbDHSroyLwcUI6ZrNXAyF/wA1PCR7k+RvDBSE/fgOM7DF0JBzWFx8gTCGSmGlpMVNQfpwkjffDG3kyjJCxThzHTozXRdXUp9WuhyiOwr2wwn0ktSa0IkQ78e4yIWjMG5DJVpt/LER3GQAhIcGSNjpIc4uJOJieKBRdjJNbOFlqvbfD6KQMKg1wLFcRXC0kWv0YusUY/ujx9s2GjhPER4WQTh3SNFw8suI+oUUYp2yjiaB/EY+hzfwnKcPprzcat0PONjhVPGKMaV26YcyiowtnWhIO2cz2tiAlxBysEmPqgkRg2zKdwcKbi0aSZqN8FOmHzwCSR5E2U7Yg0KR15D6c0gNEufEimJ3djwJ228cLZbRe4yZ3Nqsi/PphTPYsKkDLYZiDVs+bD722CL4V6HBWiarJCRZ3h/dsaRyHt88X1KIsVj74EWzqNxmwE4yx1Pr9nuSyrddx36HxxeKShrU1GFWmzMVFtNuQPgY4YAlev05TjlUuAn3NcgnNpeshWpw+tbwOAGyHJJ0IwxtrkrSvfMqEyC0TgCzBXBHXLY127YT2l6DsTg9Z1YDfvmWMlinGOOisuRWtO2E9wuxrhpOSSSD1wBcLVanMfIAW2GyUOnamBmj3NMMGUioIxExkmuVgNgUY49q4Lhj5sCBjooa7YNtYKUPYZOMbKCVeyg+LcdOuHSKKAUwNbRBRXBqLmdhhuNnGnLdURaYsBQYxRtjjm70uOt3HkWt++Y5s2ZjW0cb747KyQQWumV23yzlV298KHUHjlHcUzEjMTigreop3zA0G+au9RlVNadsLFomtDlbAVB+nNsST2xuwBU9+mSYNeovtmxPgc2FX//WOepr0yj7ZRY5dSBlBcq3MQaYwnHH2OMbrTEsg1XKNDlk03xnvgZLsaxAqT0zA9ziFzIEQiu/jkSGzFHilShcPyO/TAErqKE9TjGmklPFKsQcatsSC0/XsuNOyjEABDzTJWlanHW37T07UFcc4gjrRByHjlxEmMMO5rtkWwn0rnfamBZrsRCi9fDLuphEhJO5woBluZgi7k4SUQhe5RBuPiqfidsWjhnm+2aLi0VtDbDk/wAT5bTMT4YjzZX/ADXJZRIPi+I++P8ATUCi0GJ8yTl1+/JAhHqPVXQKV4semUY1B2bGpUjGtUHDxLR73Mu+5+WXQgb9Mafi26UxQMOHE4LT0aDFdsd6hxPpjCaY2U0ilkPc471KdDgLmRliTfHjXhRZcnvTN6hFd8DGTtleocPEikV6h2OLCUGgwAstNsU9XpTHiUhGNIV6b4rHMcAiSvU/Rjll4t128MIkitkw9Wh2OCFuOSgHCwSjlSvXFFmoaZPiRSaRS70wWsowmWXuDgmOappXJCaKThJFNMErIVGxwoil3pguKXLYzWk0ik5dfuwVCBXf6MK4pPioDhnbbkBjlsSggAJzaL0I2w6gwstVoBhpFWlMsnydbqDZNIlWHbE7m4SCNndqAbknGluALE7DqcgXmzXvrLnTrNvgH9647+2UTIiLLDTaWWfKIjl1LH/M+vXesai8NqK2sJoHP2SfHCj6tdKKvJX5YYxQhRsPoxYx1FKZhyuRv7Ho4xjjgMcBtHr3pKbadukpxGWxuWWgm3+WH72+3w7YHeEg9CcjIFBl5MM1DRr77aSBz4HCRXns5gXUrQ/F750WWEkEEZHdX03kpkUfEMxsmMb9b5tkMt+k7KtrOs8YdP2hgxDvkb0y7+rzCGQkcj+OSNNvlmkz4+CRvkeTXljQRMQNcMIGoQML4ycFRMQcx5hwpp9akbUyRWkhXjVcidrMQRvkn06+ZQAwDD3yiqO7izBZFZSqeuGcZRgOxwvs5raVQCoDYOBRKVFB45mYLFbxIPvcDLzOyKWvY4oOmJJxO4xXbN5p74djfkC45U3FcAXEdThg/WmB5VHXNZ2lh4ok9zPGaStogg4AdcDyW54kEVXDHiK7741kI3XceGc+cNW5QyFKTaggA4A1MJaQj4aljTJAeABalD4ZGtauI5x6MZqwarZVOMIt+KRkWPNbGZzIRv2x4svh6YcWtsGUbYNFkAKkbZEznQrk3GQY4LQggqKEb1wciGQbj4h1w1FiCdhti66eNiBvkPFmDdcjSmUa5pIUI7HFYyQcOjpJcVXr74g+kzqPs/SM2eCfGNrJ9zRKQvmhYZ2VtsHxXdPhrvgNrSRD0xojcNvmTGx72OxTf167E1rjXYEHsewwArOpA398XDl2Fe3TJ35MKbdQ+/jscatv8R22GKrXlguNeQwRhZRdIa3hNRt8sMoIKGnbLihFa4NigY02zJxaecjUQWqeRci7DbFkTHJCBuTXFKU6ZudPoyADPZxpSa6DN2yzlZsAAAAOjWS1mzZskho5W43y822EIWmg3zVzDKG+FDXjm8Mx8convixaPtjWrTbrjj49MY3UeHfJBiXHcfLrjCaip7ZiN6DYHGctymEMXf7LNm4N4Zsmi3//1zbrvm98bt075hXx+jKC5a4EdKbnGGld8d7409K49Eha1T/DKHgeuXvTGkUHzyJZOOF12xlkEK/7Ju2DnPFTTrgJgFBodzuTid3K08RdqXFIlogp4nxwNM/v9OLMRTfoO2A5n2rTFzIblD7zzLEOh+0fbBcgiiAWPou2BbMOWkkOwA4jFHcFTkerPJyoJVqM1XK9hgjT4hBCbhh+8f7PywDdAvOB4nrhpICqongBTAdyzO0QApMzMxPXFFQtQZo4+RwfFbV7YaNo5IURHtjvq5w0S1FKAfTlS29BxXqe+S4VG6Xemy5TcabsAcESW7DY7kdcAzQNUk4kbMxjvq4mIHdx9+WWT+ce2+F0lvWtcQMB8TtkDYZ+H5pxsehrmI7YTNG4GzEeG+NBuFP942Akr4dpwyntlBfHCdbq6FaPt749dRulPxUIyPEb5IOM96blcaynAKaoQPjjxUajbuPiJWuS4tkcEkR2yxXGLc2zjaQfI4oDG3RgcQbRR6hsGmODZVD9GWFyQtFrizdccklTQnbxxlK5gpxshdkUklDQYISUihwCCAKHf3x4bplgKE2Sbag798FxTAAAb+OEsUhrTB8TUFe+SjJaTu3YEinfDuzjJI2yO2AYsD+OSayVvhPUd8y8Jvm1ZOSd21QB3pg9ZAATXp1GFkc0cacmPEDqThJqusSXBNtaMVjI+Nx1Pyy2cgA4YwTyyoCvNU8weYnIaysDUnaSUdvbIqkNNyak7k9ycF+kB079T44osVTmLMGRvo7fDihggI4xz+olCpF4/Riwi3wSYQgDHHiMntkeBJnaF9LrX6MaYRT3wY0ZplCL78HC1mQ70rltjuaYX3FqGBBHXJKY9t8Dz2oILAVymcBVUxGTfZ5prGmGCQ3EQ6b4M065FzboxPxjZhkmu7JZFZHTY5D5reTSL7lv6EhoR4VzWa3T3EkDlycqMhOPCeafRmg6dcEqDQHAsTKy1XdTuMEBiNq/RmnI2cHJGpEI63YBgMOrC434nI7A1DTDW2YhgwyiUXHkGW2k/Ac67Dth9ZzPIKseS+ByJWcwZeLd8kWnOKBF6dcljmYyAcTLEVyTlCQajp3GCFaowNGd6+OLjb7P3Zt9NOQF24Mg4lmYqRt2OMZNgMVBBzOKjLsmPjiTfRANFBFRU5XHamKMu9cYRmly464tm4FCTRgsSR08Mh8i8ryQEftbDJlcEJE9TTY75ELeIySSSN1BOanUD1ABzNPyKPt4jGVK/ZOxwxVN1ruO+Psbf1Yfan3HBlrGrR0YbqaHLIYJmmM8i1LePw64ssCgCmLJFx+HtiipQ07ZnYtFxcx1caWTzU0irgpIxShAplqlMVA2zeaHQCBsxDROd9VF7SCQUZBv3wK+kW7dNsMaZhmwlpMMjvAMROQ5FKG0RD0bGjRWB2IphzTNvkP5P0/SJDLxZ96VLo/ckYJj06JOu+Dc2WR0OCO/CWJySPVSSCNPsrint0y8rMiMIx2jEBgST1dlZfTKyaGjmzZsUNZjtmyskpccrfLyiajCENY0infHdRTG9RhCC759MbTtlt0yiD1B+eFiWj4E4yo3xzV69sYeoOEMC0fi36eGJE8gPEHfHO1NwdsaSFrTcHJgId6hzYlT2982GkU//9Az3+nN7Y3Y5gTXfKa2coLtunhm6nK6Dcb5e9MWS1uuNNTsTihG3vjDtt3yMmQUZiAuAXbucF3DGgBwukfqKYubgHpU5G8T16YDlk2pisrGmA5GGJcuAqisjufRcox+FsECoFCKcumFdyvevTcYOiZ7iGNgaAfaOQ67tswKsIS7j4yo9dq4PcciPCgxK4jEke3UDH27c4hy6rscerEnkibdRWhw3gANBhRCQDTDSBqAZZFiUeE+HY0xN1pQKK++Wr7Y4kUrk6CQShnWi1pucLpovi3wzkI6dsBuCWPgMiQzEiEulg32GIGAV98MitTjCgFaDfBQZeIlckA8Nu2Jvb0UHDNo6g0GMKctjkTHokSSg2wG2NNuMNTFXtjfRB3IyJiniSprcYk0PHanXDdoRWuJtCCagYDFImlnoeAxywtSoJH04ZC3PhisdmT2OPBSmQS6IXC9HPyOClluF+0QcG/VwnUYHmKoKnJ8NDmwu+QW/XCv2lrljULddnPH3OFV1qMa1RN28BgIRXd3uRxU9sgT3btgxdTsyeO8tH2WVa+5wQvFt1IPywgtdIC0qPi8cOoLIoAASMnCMjzYyjEckQPgpXB9sQaHE4rXap3wXDEqMFGWeGWrpQTfTx0SnXD0XENom7VP8uRlDIjdaeGDYTzpyJLeJzJxkhjwb2eSMuLya62J4oOij+OB6CP4j3zOrxfGwqp7jtiRl5fDXr2wyN822JA+kIniGClceFowwOkwX4fDFRKOVcUGZRhAcnwpQZUKFV4ePU4iJCBy7YskgKVG5PfCKLXZpWEION9KhrTHo3vXxxYUfphMQWBl3oUx17ZilRSnTDAwK4AGxxI27p2qMhLEgSCVXFoJF+EZGtU0tbiNomXt1yasFPQfRgK8sw6lqb9xmLlxAim2GQg33PNLCWW1lewueq/3ZPhhtG68AKfEOubX9KLILiKokQ1qPbAdhP8AWI+R2kXZ1+Wc7rMHhyJDfOAnHjHdumsQ3qMNLX4gMK4DtTvhlbErmBME7h18xuU4topCfg39q74d2kskPEspFOuEdm3xCla+OSnTneQAOAy+47ZARBO7jTNA7WmNrdLIorscGeuq0BO/hhJNe24l9KAUatC46DB0FsdpOfqE71OX4c2W+CG9FxZwj9RTIEkcu+OVuQriScgN/DHIfh2zaQmTz273HLTLvibjbF2FRXEX8Mx9RjANd+7KJSrUpBUwE0LqaYURxBISij42PxHw9sMNSodQgUde+XNasJgy7KdyPlnO5IGeWXk58JAQiO9G6fHwiC9AMFRIAWA774y1XYE7HBaqK9M3OmwXGJcScty2E2HtlsDTbrj1GbuM3EdPURezQSuUbY/KHTLzZY48MRXcwdmzZsKuzZXfNhV2bMOuV3woLe+UcuuNBwhDfbNmrlZJW8o9c2Y4q13yjmzdRhQ7rjdx1x2+N64Qgtd8qhyzWnvlHcYQgtd9zjen9csjkN+2NPT3wsC02+xxhoPhPfplsag4nyqvJu3TJBiVhG5U7jG9QUruu4Ptjnb4g3c9sTYsw5gUPQ5YAhb6g/hmxm+bCu7/AP/RMQR0AzVPyyl9uuX26ZU5bt+mXU9soZh7ZE2kebdanfKIBqfDMOhyj9n2wG+rMc0FeMVptthc7V6dMMr0Jx67+GFh41xHJzsJ9ItDy1PfAzAA4MfjU1OB5OOFyolBSpyB2y9PkKxvENypqK+BxV+FDviENVuP3fxV+0OlBlZAtsO8SDsiixDGvTwyh8Dc13U9RlvTxxicwTTfCw2RKEfaXpgyCXvXC9ONKr9IwRHtuN/bCGJTdJOhxbmT8u+AIjLQfD8umCFL03GTCFzmtafRiBXff6cUNca1cJ82QJUafFjWWuK9s2304FsoZgaUHQd8aqnfv74s9KY2PjTfAyHJRKnb8czRg0xf4caQvjiiyhzGCaUy1gHQDF1CdzgiEQ1+1XCAOqSZdAVGO05HpikgjhXcgYKlZkjJgT1H7AED9ZGRLVJNYkdg8Xox+IIb/iJOCRobDdMYGR9cgB5lEX+rQQgivJ+yjCKWa8vnP7EfYY63S0D/ALySsnfkD/EYaRLa1Hxj7jlR4jz2Hm5EfDj9PqPlugbXTBzG1SepOHsFkqJsK4+AQAji1cGjhTbpkoCPeGE5zJ+kj4KMUIAJ7jBkSqSKdsQHIE03GCIeoplw5tJJRkaBhlmPjKGx0XXFaD4anfLLRZtcCpYBsXi+BzuadsCnjXc712xasm22EJspjBcBf3cnxRtsQcL9UtnsZFuISWgfofD2x1W49MMJOLaVIt8OCV/dud9/kN8mdxvsgGQ5BLIZuag98EK/LZd/HAsPphPhNVpikVaH08gFke5fJcGNeNdz92GNqytEDXCeTp8fXBFsZafAvw+OSBNoPJMmkNaKen44vBKeVD0OFlZamg3xaMy+G+SB35MKFJ/E4Y1wRHRzTC23MxC8loPmMMIOVR4+GXg7NMx3NS2wXcCuB3jqKMNsM+3xbYhMI+XXKskR3hEZS6g/JjWpaeCp2qCM57qaPo1ys6j4C3xgdwc6zdCLj8RoM5158W3+pAwv+85DYA9M1Gux4zD1SFeZc3FOdUImvcqWkkdxCtxC1Vb/ADocH25+ILXfIT5ek1ONqwQmW1O0gqAB7jkRkxi+0OOx8D1zns0AD6ZAjyLTlAs77sm0yAyOFpue+Hs7SW8f1aH/AJ6OP1YVaE9wqN6UfNiNqkCn/BHJHAbZoaXI4N3PXf6Mp4QRQNHvcDISDuLCXi2RohJHvTf3ww06Zm+EmgGB419OQm1cSx1+IUI/4lTBkP1c/Y+Fq7gb/qwY7v01YO9b215DY6gJiHJVqb06Y+MfAv44nEBx+E7YutO2bbCCTZNE9HEku3ptgeTb4vDF3LAfCKnEJP7pqfb7j3wauiAI3cQa/pe5Y80nkWNrhmO8imi/TvgtN6M3WmwOAojH60pCn1a/ED44KIlYHcJ4kbnOfhOieGEj6vU5ch6RZTCFQRXueuLr3xK1AEQoa4sudHo4gwxUQJV6t3EkdyvGWBvXMMcM28YxoWR82pwzZs2Xe5XZVcvKOBXE5Vc2/fMcUN1yvfK7ZYwq6uVmPTN2ySurTNlZsUOzZsr5YVdlVpl/PGmlMKC6uVWmWaUxvywoLfucommZsaem+IYtGtRjSeJ6bZZrx/VjX+z75MMFnKnIjYd8aTtXtjZN0328TlGvEUG9MkELG2br8OJuSuy7g5t+BxjcitOh8ckq34vDNiPxeJ65sKv/2Q==" width="400" /><br /> <strong>Ingredientes:</strong><br /> • 500 gr de azúcar impalpable • 40 ml de agua • 80 gr de glucosa • 15 gr de manteca vegetal • 5 gr de goma tragacanto • 5 gr esencia de almendra<br /> Accesorios para Fondant:<br /> • Estecas para fondant • Colorantes en pasta o gel Wilton • Cortapastas • Esponjas • Selladores • Marcadores • Paleta alisadora • Pinceles • Rodillos • Tapete de silicona de medidas<br /> <strong>Preparación:</strong><br /> 1. En un bol, mezclar el azúcar con la goma tragacanto, agregar la manteca y la esencia. 2. En una olla, poner la glucosa, el agua y llevar al fuego hasta que todo se disuelva, así caliente agregar al volcán del azúcar y mezclar con una cuchara de madera. 3. Vaciar en la mesa y amasar hasta conseguir una masa homogénea. 4. Guardar en una bolsa plástica y dejar reposar 20 minutos para comenzar a trabajar.</p>
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safe_value (String, 445049 characters ) <p class="rtejustify"> Para cualquier festejo ...
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<p class="rtejustify"> Para cualquier festejo en familia o con amigos, el mejor regalo es algo hecho por uno mismo y qué mejor que una torta dulce personalizada en la decoración.</p> <p class="rtejustify"> El chef Oscar Yanarico, con más de 15 años de experiencia en pastelería, comparte cuatro recetas de tortas de diferentes sabores y otras dos de fondant y flores para decorar con el estilo y la forma que usted elija.</p> <p class="rtejustify"> “Las recetas son para hacerlas con ingredientes fáciles de encontrar, ya sea en el hogar o en el mercado. Lo bueno es que pondremos el sabor desde el preparado de la masa”, indica el chef.</p> <p class="rtejustify"> Yanarico inició su pasión por la pastelería a los 16 años, cuando ayudaba a uno de sus parientes que se dedicaba al rubro. Se formó de manera empírica y trabajó en pastelerías de renombre en la ciudad de La Paz como Dumbo y los hoteles Presidente y Plaza.</p> <p class="rtejustify"> Por su experiencia y buen gusto, formó parte de la academia gastronómica Bolivia Gourmet. “Mi afición es enseñar todo lo que sé, pues en la gastronomía no existen secretos”, afirma el chef.</p> <p class="rtejustify"> Manifiesta que le gusta mucho compartir recetas y conocimientos con otros chefs nacionales e internacionales. </p> <p class="rtejustify"> “Si se tiene ganas y capacidad se puede aprender lo que uno se proponga”, señala entusiasmado.</p> <p class="rtejustify"> El experto pastelero ejerce la docencia desde hace más de cinco años, dicta cursos y talleres de pastelería, masas, repostería nacional e internacional. También enseña sobre las últimas tendencias en la pastelería en institutos como Bolivia Gourmet, Infocal e IBTA de La Paz.</p> <p class="rtejustify"> Actualmente, es docente en la escuela gastronómica Gato Chef y da cursos en Cochabamba, Sucre, Tarija, Potosí, Oruro y La Paz.</p> <p class="rtejustify"> También participa en seminarios gastronómicos presentando productos realizados con alimentos de origen boliviano como jaleas, mermeladas de oca, camote, tortas de coca, entre otros.</p> <p class="rtejustify"> </p> <p class="rteindent1 rtejustify"> <strong>SUS RETOS</strong></p> <p class="rteindent1 rtejustify"> Entre sus principales proyectos están abrir su propia pastelería y compartir con la población sus productos y creaciones.</p> <p class="rteindent1 rtejustify"> “Quiero que la gente deguste las cosas dulces y también seguir enseñando las últimas tendencias, pues se aprende mucho enseñando lo poco que sabes”.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>TORTA BORRACHO<br /><img alt="" height="224" 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76247KvzKOp1y2kl3thz3b3dOus/0OT6uBkf6ez+bWdbi/WX6qtczFYOs9Ea078R4MsZ3hn6WzGb7f8AAfaenf8AdbFUf8r/AI/ur3awuoYnVa3PwntyAzSwVTvZJIH2jDuFeXjudt+j6ViHfiB0xqRyO4+IWDi9M+rH1lsbkfV7Nd0frFQLm4pJY9vM+k2p7Xej/wAJ0/I+z/6WlW7OtfW/oUV/WPpzOq4bNBm1QHgT9L1q2ir/ALepwf8AjkiO/wDL6qHgxy+mteDLVjPwsrCcXYsbZk1uEtP/AH5q6nC699VOrw2jNOFe7/AZY2n4NfYfTs/61k2K5kfVvKcPYa7B5Eg/cWu/6tRSxeFrhN4irqYduruq9F7tH1TLXxw+h+n6Rv7iuMsLnja+Lo3V2drGf+lFY6j0N0mu6osdzDvLw0WX+zsvGhoeLMeZ2mS5p8anf99VWeHW4/4v8GaM9NftdFrsp/sc8tZ3jRatPXqcFopc42lghtbQDHnu+k1c2Tc6ajaYjv7T85QnW10OgFp01jV0poEoniiCJbcWTXT+qk0dDt2i7/U+rMy5uoL63FhFgJ1nttj81qyL7bHMrDSZJgaak6KONm0WO222BgniCT+RXPRtvYDh412Q4OGwMrdoJ+kHbU8xMo66nqQKREiJ0crPHp02hsWv1bBOm4+1g/suQndToGPXjUl1jxW1ri1sNED6OpKtX9E665r2DpmTD3E61lw/kzt+ki4P1Y6hS0ephXtjxqefyNUscfcIM9Kc2rFvy9vrAaTxpMrcwOlNZENWhjdJtrA30XN/61Z/5BaFVddcbm2D41WD/wBFqeMQxElhTjBjI8eyu41HeFBttBOriB5seP8AviO3qHTW6HIYCNNQ7/yKeAtL/9T0hlmkOOvY/wB6mq/Y/BFZ/Nt+CchhlY9OVUarmhzSCOx0PLfdLXMd/o3+xc+cfN6CQ3AsrtwgZGFc5wrZP/cXIb6l/TP+K/T4X+j+zLoisXI+kfmmnfTf+XzLh+DmdQ6L9WvrPZtAPS+tuO+sWAVWucPd6zDUXY2ft/7kYj33f92EFuV/jE+rENvYOvdPb+e7c60NH/D1h97f6+TVl/8AGrN6z/4m7f8Awyz/AKpem4f9Eo/4tn5AgPD/ANASf5d3nvqz1jovXrX5dHS34eZUTXbc6pohxAe+r7VR7ne3b/O+mulYwMBAJIJn3Eu/6qVT6h9B3xCuM+g34BIV4fRBWsDHMLXgOB7ESsHM6b6uhaI8GjT5yt96i36J+KEuGtVRvo8VmdCxqALs66vFxTxulz3H92ilv01Vr6p0jDaf2fgHI8b8hu+f+tV7Kf8AwRVv8Yf/AC2//wALs/K5Cw/6Kz+qEwcN6LzfVsM+uWRXZFVXou7elRUz/qg5W6/rN1e4yLr2z5Uj/wBEuWM/+eWjh9kRxf7yDTpN6r1+yPTy7R/WbRH/ALbKxVmfWcnTJa/yc2v/AL4xihjrVwPpH4JwvxRp4NU5X1rrHuOM4+BAn/o2sSHUfrafo4+K78P/AHaVx/8AOuSyP5l3wTvt/wCaj7HF6l9a+v8ASwDmVYTCeGbxvP8AVqZk2Wf9FYWR/jc6piu22dKqtB4LbLK5/wC3KXIPRv8AxT3/AOvdR/xl/wA5j/1WpDi/lwpPC//ZADhCSU0EIQAAAAAAVQAAAAEBAAAADwBBAGQAbwBiAGUAIABQAGgAbwB0AG8AcwBoAG8AcAAAABMAQQBkAG8AYgBlACAAUABoAG8AdABvAHMAaABvAHAAIABDAFMANgAAAAEAOEJJTQQGAAAAAAAHAAIAAAABAQD/4QzgaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wLwA8P3hwYWNrZXQgYmVnaW49Iu+7vyIgaWQ9Ilc1TTBNcENlaGlIenJlU3pOVGN6a2M5ZCI/PiA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJBZG9iZSBYTVAgQ29yZSA1LjMtYzAxMSA2Ni4xNDU2NjEsIDIwMTIvMDIvMDYtMTQ6NTY6MjcgICAgICAgICI+IDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+IDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiIHhtbG5zOnhtcE1NPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvbW0vIiB4bWxuczpzdEV2dD0iaHR0cDovL25zLmFkb2JlLmNvbS94YXAvMS4wL3NUeXBlL1Jlc291cmNlRXZlbnQjIiB4bWxuczpkYz0iaHR0cDovL3B1cmwub3JnL2RjL2VsZW1lbnRzLzEuMS8iIHhtbG5zOnBob3Rvc2hvcD0iaHR0cDovL25zLmFkb2JlLmNvbS9waG90b3Nob3AvMS4wLyIgeG1sbnM6eG1wPSJodHRwOi8vbnMuYWRvYmUuY29tL3hhcC8xLjAvIiB4bXBNTTpEb2N1bWVudElEPSJBRUQzNzY3QTMxM0VGQ0YxMENBNzNCNTUyQTMwRUUwMiIgeG1wTU06SW5zdGFuY2VJRD0ieG1wLmlpZDpDQjFDRTlCMDA4MjA2ODExODA4MzlBQjQwMkUxNUMxQSIgeG1wTU06T3JpZ2luYWxEb2N1bWVudElEPSJBRUQzNzY3QTMxM0VGQ0YxMENBNzNCNTUyQTMwRUUwMiIgZGM6Zm9ybWF0PSJpbWFnZS9qcGVnIiBwaG90b3Nob3A6Q29sb3JNb2RlPSIzIiBwaG90b3Nob3A6SUNDUHJvZmlsZT0ic1JHQiBJRUM2MTk2Ni0yLjEiIHhtcDpDcmVhdGVEYXRlPSIyMDE4LTA3LTIwVDEyOjA3OjQ3LTA0OjAwIiB4bXA6TW9kaWZ5RGF0ZT0iMjAxOC0wNy0yMFQxNToxODo1MS0wNDowMCIgeG1wOk1ldGFkYXRhRGF0ZT0iMjAxOC0wNy0yMFQxNToxODo1MS0wNDowMCI+IDx4bXBNTTpIaXN0b3J5PiA8cmRmOlNlcT4gPHJkZjpsaSBzdEV2dDphY3Rpb249InNhdmVkIiBzdEV2dDppbnN0YW5jZUlEPSJ4bXAuaWlkOkNCMUNFOUIwMDgyMDY4MTE4MDgzOUFCNDAyRTE1QzFBIiBzdEV2dDp3aGVuPSIyMDE4LTA3LTIwVDE1OjE4OjUxLTA0OjAwIiBzdEV2dDpzb2Z0d2FyZUFnZW50PSJBZG9iZSBQaG90b3Nob3AgQ1M2IChNYWNpbnRvc2gpIiBzdEV2dDpjaGFuZ2VkPSIvIi8+IDwvcmRmOlNlcT4gPC94bXBNTTpIaXN0b3J5PiA8L3JkZjpEZXNjcmlwdGlvbj4gPC9yZGY6UkRGPiA8L3g6eG1wbWV0YT4gICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAgICAg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" width="400" /><br /> Ingredientes:</strong><br /> • 6 huevos • 1 taza de harina • ½ taza de maicena • ¾ taza de azúcar • ½ taza de ron blanco • 1 cucharilla de esencia de licor • 2 cucharillas de polvo de hornear • 2 jugos de limón<br /> Para el almíbar<br /> • 300 gr de azúcar • ½ litro de agua • 1 vaso de ron blanco • 2 limones<br /><strong>Preparación</strong><br /> 1. Mezclar la harina y la maicena tamizada. 2. Separar los huevos, batir las yemas con el azúcar hasta que esté cremoso, agregar el ron y la esencia y mezclar con la harina en forma envolvente. 3. Batir las claras a punto nieve, mezclar con la anterior preparación en forma envolvente. 4. Vaciar en los moldes enmantequillados y hornear a 180 grados por 30 minutos. 5. Mezclar los ingredientes del almíbar y usar en el armado del pastel para humedecer.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>TORTA DE CHOCOLATE<br /><img alt="" height="223" 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" width="400" /><br /> Ingredientes:</strong><br /> • 7 huevos • 1 taza de harina • 1 taza de azúcar • ½ taza de maicena • 1 cucharilla de esencia de chocolate • ½ taza de leche • 1 cucharilla de royal • 60 gramos de cacao • 100 gramos de cobertura de chocolate<br /><strong>Preparación:</strong><br /> 1. Batir las yemas con los ingredientes líquidos hasta obtener una pasta<br /> cremosa, añadir el azúcar poco a poco sin dejar de batir. Agregar los ingredientes restantes mezclando homogéneamente. 2. Batir las claras a punto nieve y añadir a la mezcla de forma envolvente con una espátula madera. 3. Colocar en moldes y poner la mezcla al horno moderado por 30 minutos.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>TORTA DE TRES LECHES<br /><img alt="" height="223" 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" width="400" /><br /> Ingredientes:</strong><br /> • 10 huevos • ¼ taza de azúcar • ½ tarro de leche condensada • ½ taza crema de leche • 2 tazas de harina • ½ taza de maicena • ½ taza de aceite • 2 onzas de coñac • 1 jugo de limón • ½ cucharilla de sal • 1 cucharilla de esencia de dulce leche • 2 cucharillas de royal<br /><strong>Preparación:</strong><br /> 1. Batir las yemas con la mitad del azúcar y la crema de leche hasta<br /> que esté cremoso. 2. Añadir los demás ingredientes, sin dejar de batir agregar parte de la harina con la maicena. 3. Incorporar claras previamente batidas a punto nieve con el azúcar, sal, royal y limón. Mezclar en forma envolvente. 4. Vaciar en los moldes preparados y meter al horno a una temperatura media.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>TORTA DE VAINILLA<br /><img alt="" height="223" 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width="400" /><br /> Ingredientes:</strong><br /> • 6 huevos • ½ taza de azúcar • 1 taza de harina • ½ de maicena • ½ cucharilla esencia de vainilla • 2 cucharillas de polvo de hornear • ½ taza de aceite • ½ taza de leche.<br /><strong>Preparación:</strong><br /> 1. Separar los huevos, batir las claras a punto nieve y agregar el azúcar poco a poco, batir por lapso de 5 minutos hasta que desaparezca el azúcar, por ultimo agregar el polvo de hornear. 2. En otro recipiente, batir las yemas con los demás ingredientes. 3. Agregar la harina y la maicena previamente tamizadas intercalando con la clara de huevo con movimientos envolventes hasta tener una masa cremosa y homogénea. 4. Verter la preparación a los moldes previamente enmantecados y enharineados. 5. Llevar al horno 180 grados por un tiempo de 25 minutos.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>MASA PARA FLORES (DECORADO)<br /><img alt="" height="223" 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width="400" /><br /> Ingredientes:</strong><br /> • 250 gr de azúcar impalpable • 1 cuchara de gelatina neutra • ¼ taza de agua • Unas gotas de limón<br /><strong>Preparación:</strong><br /> 1. Tamizar el azúcar impalpable. 2. Hidratar la gelatina en baño maría o en el microondas, no debe calentar mucho. 3. Agregar el azúcar poco a poco y mezclar con una espátula de madera. 4. Agregar gotas de limón y mezclar bien hasta que se forme una masa. 5. Sacar a la mesa de trabajo y amasar hasta tener una masa suave. 6. Dejar reposar en una bolsa plástica.</p> <p class="rtejustify"> </p> <p class="rtejustify"> <strong>MASA FONDANT (DECORACIÓN)</strong><br /><img alt="" height="223" 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width="400" /><br /><strong>Ingredientes:</strong><br /> • 500 gr de azúcar impalpable • 40 ml de agua • 80 gr de glucosa • 15 gr de manteca vegetal • 5 gr de goma tragacanto • 5 gr esencia de almendra<br /> Accesorios para Fondant:<br /> • Estecas para fondant • Colorantes en pasta o gel Wilton • Cortapastas • Esponjas • Selladores • Marcadores • Paleta alisadora • Pinceles • Rodillos • Tapete de silicona de medidas<br /><strong>Preparación:</strong><br /> 1. En un bol, mezclar el azúcar con la goma tragacanto, agregar la manteca y la esencia. 2. En una olla, poner la glucosa, el agua y llevar al fuego hasta que todo se disuelva, así caliente agregar al volcán del azúcar y mezclar con una cuchara de madera. 3. Vaciar en la mesa y amasar hasta conseguir una masa homogénea. 4. Guardar en una bolsa plástica y dejar reposar 20 minutos para comenzar a trabajar.</p>
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<p class="rtejustify"> <em><strong>//Texto: María Fernanda Pando Sevilla//</strong></em></p> <p class="rtejustify"> La época navideña es una de las más cálidas y coloridas del año, en la que abundan las reuniones familiares y la convivencia en diferentes comidas. Por esa razón, es importante acompañar estas reuniones con unos postres únicos y llamativos.</p> <p class="rtejustify"> Para mostrar distintas recetas originales, acordes a este 2020 en el que se ve mucha mezcla de chocolate, frutas y frutos secos, la chef y docente paceña Ana María Zalles recomienda una serie de recetas que resaltarán en cada reunión por su atractiva decoración y sabor. Algunas combinan las masas clásicas con lo moderno de su presentación y otras pueden ser el toque creativo del encuentro.</p> <p class="rtejustify"> [[{"fid":"492455","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"Este budín de Navidad combina de manera equilibrada el chocolate, masa y frutas. ","field_file_image_credits[und][0][value]":"Ana María Zalles","external_url":""},"type":"media","field_deltas":{"1":{"format":"default","field_file_image_description[und][0][value]":"Este budín de Navidad combina de manera equilibrada el chocolate, masa y frutas. ","field_file_image_credits[und][0][value]":"Ana María Zalles","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"1"}}]]</p> <p class="rtejustify"> <span style="font-size:20px;"><strong>BUDÍN DE NAVIDAD</strong></span></p> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 200 g de mantequilla a temperatura ambiente</li> <li class="rtejustify"> 200 g de azúcar</li> <li class="rtejustify"> 200 g de harina</li> <li class="rtejustify"> 1 cucharilla de esencia de vainilla</li> <li class="rtejustify"> 4 huevos</li> <li class="rtejustify"> 30 g de miel</li> <li class="rtejustify"> 1 cuchara de polvo para hornear</li> <li class="rtejustify"> 200 g de frutas abrillantadas y uvas pasas</li> <li class="rtejustify"> 100 cc de ron o whisky</li> </ul> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Dejar remojando las frutas abrillantadas y las pasas con el licor en un recipiente. Batir la mantequilla con el azúcar y el extracto de vainilla al gusto, hasta obtener una preparación cremosa. Echar los huevos de a uno mientras se continúa removiendo e incorporando la miel. Mezclar con una cuchara y reservar.</p> <p class="rtejustify"> Luego, mezclar la harina con el polvo para hornear e ir agregando al preparado anterior con una espátula, haciendo movimientos envolventes e integrando de a poco para que no se formen grumos. Añadir las frutas hidratadas, remover y volcar la masa del budín en un molde para budín mediano, que previamente se haya cubierto con mantequilla y harina.</p> <p class="rtejustify"> Cocinar a 180 ºC durante 45 a 50 minutos. Revisar que se ha cocido introduciendo un palito y viendo que éste salga limpio.</p> <p class="rtejustify"> [[{"fid":"492456","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"Este postre individual es altamente llamativo por su forma, textura y sabor. 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","field_file_image_credits[und][0][value]":"Ana María Zalles","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"2"}}]]</p> <p class="rtejustify"> <span style="font-size:20px;"><strong>BOMBONES DE GANACHE BATIDO</strong></span></p> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 300 g cobertura de chocolate con leche</li> <li class="rtejustify"> 100 ml crema de leche</li> <li class="rtejustify"> 10 g glucosa</li> <li class="rtejustify"> Papel mantequilla</li> <li class="rtejustify"> Cobertura de chocolate para decorar (puede ser amarga, semi amarga, de lecho o blanca)</li> </ul> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Calentar la crema de leche con la glucosa. Cuando comience a hervir, apagarla y agregar la cobertura de chocolate trozada y mezclar revolviendo hasta integrar todo.</p> <p class="rtejustify"> Batir la crema caliente con la batidora eléctrica. Vaciar sobre un molde cubierto de papel mantequilla y dejar en frío toda la noche.</p> <p class="rtejustify"> Cortar en cuadrados y bañar con cobertura derretida. Decorar con la misma cobertura o con otra para hacer contraste.</p> <p class="rtejustify"> [[{"fid":"492457","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"MAZAPAN. Otra opción individual para una reunión, su elaboración es rápida y su decoración atractiva. ","field_file_image_credits[und][0][value]":"Ana María Zalles","external_url":""},"type":"media","field_deltas":{"3":{"format":"default","field_file_image_description[und][0][value]":"MAZAPAN. Otra opción individual para una reunión, su elaboración es rápida y su decoración atractiva. 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Ir agregando el azúcar poco a poco. Si falta humedad, agregar la clara de huevo, mezclar y continuar añadiendo azúcar molida hasta obtener una masa suave y tersa.</p> <p class="rtejustify"> Amasar un poco y formar bolitas para introducir un trozo de cereza. Dejar reposar 15 minutos en el refrigerador.</p> <p class="rtejustify"> Cubrir con chocolate de cobertura derretido.</p> <p class="rtejustify"> [[{"fid":"492458","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"Esta torta o queque de Navidad tiene una decoración elegante. ","field_file_image_credits[und][0][value]":"Ana María Zalles","external_url":""},"type":"media","field_deltas":{"4":{"format":"default","field_file_image_description[und][0][value]":"Esta torta o queque de Navidad tiene una decoración elegante. ","field_file_image_credits[und][0][value]":"Ana María Zalles","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"4"}}]]</p> <p class="rtejustify"> <span style="font-size:20px;"><strong>QUEQUE DE NAVIDAD</strong></span></p> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <p class="rtejustify"> 2 tazas de harina</p> <p class="rtejustify"> 1 cuchara de polvo de hornear</p> <p class="rtejustify"> 2 huevos</p> <p class="rtejustify"> 1 taza de pasas de uva</p> <p class="rtejustify"> 10 cerezas en conserva picadas</p> <p class="rtejustify"> ¼ taza de nueves troceadas</p> <p class="rtejustify"> 1 taza de azúcar</p> <p class="rtejustify"> 1 taza de leche</p> <p class="rtejustify"> ½ cucharilla de sal</p> <p class="rtejustify"> ¼ taza de aceite</p> <p class="rtejustify"> 1 cucharilla de canela</p> <p class="rtejustify"> ½ cucharilla de jengibre en polvo</p> <p class="rtejustify"> 1 cucharilla de esencia de vainilla</p> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Separar dos cucharas de harina y mezclar las pasas, cerezas y nueces con ésta. Esto hará que no se queden en el fondo del queque.</p> <p class="rtejustify"> Mezclar la harina restante con la canela, el jengibre, la sal y el polvo de hornear. Pasar por un tamiz y reservar.</p> <p class="rtejustify"> A parte, batir los huevos con el aceite, el azúcar, la esencia de vainilla y la mitad de la leche. Agregar la mitad de la harina e ir integrando. Incluir el resto de leche y de harina, pasas, cerezas y nueces que fueron mezclados. Mezclar hasta obtener una masa cremosa.</p> <p class="rtejustify"> Vaciar en un molde circular cubierto con mantequilla y harina. Posteriormente, hornear a 180 ºC por unos 45 minutos, hasta que pinchando con un palito este salga limpio.</p> <p class="rtejustify"> Decorar con azúcar molida cuando el queque esté frío.</p> <p class="rtejustify"> [[{"fid":"492459","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"En una presentación original, este postre será el centro de atención de la reunión navideña. ","field_file_image_credits[und][0][value]":"Ana María Zalles","external_url":""},"type":"media","field_deltas":{"5":{"format":"default","field_file_image_description[und][0][value]":"En una presentación original, este postre será el centro de atención de la reunión navideña. 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Batir el yogur con el aceite, el azúcar, 1 cucharadita de ralladura de limón y el huevo. Luego, añadir la harina tamizada con la levadura y batir de nuevo hasta que se integren. Vertir la masa en un molde de 22 cm de largo forrado con papel mantequilla. Hornear el bizcocho 20 o 25 minutos y dejar enfriar.</p> <p class="rtejustify"> Picar muy fino el bizcocho y mezclarlo con el queso y con 50 g de pepitas de chocolate. Rellenar los cucuruchos con la mezcla y reservarlos. Posteriormente, fundir dos tercios del chocolate fondant al baño maría. Agregar el resto del chocolate picado y remover hasta que se funda. Poner los cucuruchos boca abajo, en una fuente forrada con papel mantequilla, bañarlos con el chocolate y dejarlos un rato en la nevera. Luego, despegarlos del papel con cuidado. Decorar un tercio con perlitas de azúcar, otro con bolitas de chocolate y otro con coco rallado.</p>
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<p class="rtejustify"> <em><strong>//Texto: María Fernanda Pando Sevilla//</strong></em></p> <p class="rtejustify"> La época navideña es una de las más cálidas y coloridas del año, en la que abundan las reuniones familiares y la convivencia en diferentes comidas. Por esa razón, es importante acompañar estas reuniones con unos postres únicos y llamativos.</p> <p class="rtejustify"> Para mostrar distintas recetas originales, acordes a este 2020 en el que se ve mucha mezcla de chocolate, frutas y frutos secos, la chef y docente paceña Ana María Zalles recomienda una serie de recetas que resaltarán en cada reunión por su atractiva decoración y sabor. Algunas combinan las masas clásicas con lo moderno de su presentación y otras pueden ser el toque creativo del encuentro.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-492455" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20201221/budindenavidadjpg">budin_de_navidad.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="1" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/budin_de_navidad.jpg?itok=WRywBRMh" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Este budín de Navidad combina de manera equilibrada el chocolate, masa y frutas. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Ana María Zalles</figure></div></div> </div> </div> </div> <p class="rtejustify"> <span style="font-size:20px;"><strong>BUDÍN DE NAVIDAD</strong></span></p> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 200 g de mantequilla a temperatura ambiente</li> <li class="rtejustify"> 200 g de azúcar</li> <li class="rtejustify"> 200 g de harina</li> <li class="rtejustify"> 1 cucharilla de esencia de vainilla</li> <li class="rtejustify"> 4 huevos</li> <li class="rtejustify"> 30 g de miel</li> <li class="rtejustify"> 1 cuchara de polvo para hornear</li> <li class="rtejustify"> 200 g de frutas abrillantadas y uvas pasas</li> <li class="rtejustify"> 100 cc de ron o whisky</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Dejar remojando las frutas abrillantadas y las pasas con el licor en un recipiente. Batir la mantequilla con el azúcar y el extracto de vainilla al gusto, hasta obtener una preparación cremosa. Echar los huevos de a uno mientras se continúa removiendo e incorporando la miel. Mezclar con una cuchara y reservar.</p> <p class="rtejustify"> Luego, mezclar la harina con el polvo para hornear e ir agregando al preparado anterior con una espátula, haciendo movimientos envolventes e integrando de a poco para que no se formen grumos. Añadir las frutas hidratadas, remover y volcar la masa del budín en un molde para budín mediano, que previamente se haya cubierto con mantequilla y harina.</p> <p class="rtejustify"> Cocinar a 180 ºC durante 45 a 50 minutos. Revisar que se ha cocido introduciendo un palito y viendo que éste salga limpio.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-492456" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20201221/bombonesdeganachejpg">bombones_de_ganache.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="2" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/bombones_de_ganache.jpg?itok=UVfcOen2" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Este postre individual es altamente llamativo por su forma, textura y sabor. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Ana María Zalles</figure></div></div> </div> </div> </div> <p class="rtejustify"> <span style="font-size:20px;"><strong>BOMBONES DE GANACHE BATIDO</strong></span></p> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 300 g cobertura de chocolate con leche</li> <li class="rtejustify"> 100 ml crema de leche</li> <li class="rtejustify"> 10 g glucosa</li> <li class="rtejustify"> Papel mantequilla</li> <li class="rtejustify"> Cobertura de chocolate para decorar (puede ser amarga, semi amarga, de lecho o blanca)</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Calentar la crema de leche con la glucosa. Cuando comience a hervir, apagarla y agregar la cobertura de chocolate trozada y mezclar revolviendo hasta integrar todo.</p> <p class="rtejustify"> Batir la crema caliente con la batidora eléctrica. Vaciar sobre un molde cubierto de papel mantequilla y dejar en frío toda la noche.</p> <p class="rtejustify"> Cortar en cuadrados y bañar con cobertura derretida. Decorar con la misma cobertura o con otra para hacer contraste.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-492457" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20201221/bombonesdemazapanjpg">bombones_de_mazapan_.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="3" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/bombones_de_mazapan_.jpg?itok=1IhPtm57" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">MAZAPAN. Otra opción individual para una reunión, su elaboración es rápida y su decoración atractiva. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Ana María Zalles</figure></div></div> </div> </div> </div> <p class="rtejustify"> <span style="font-size:20px;"><strong>BOMBONES DE MAZAPÁN Y CEREZAS</strong></span></p> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 250 g azúcar molida</li> <li class="rtejustify"> 250 g almendras molidas</li> <li class="rtejustify"> 1 cucharilla jugo de limón</li> <li class="rtejustify"> 5 gotas de esencia de almendras</li> <li class="rtejustify"> 1 clara de huevo (si es necesario)</li> <li class="rtejustify"> Cerezas en conserva trozadas para el relleno</li> <li class="rtejustify"> Cobertura de chocolate para decorar (puede ser amarga, semiamarga, de lecho o blanca)</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> En un bol, mezclar las almendras molidas con un poco de azúcar. Agregar el jugo de limón y el extracto. Ir agregando el azúcar poco a poco. Si falta humedad, agregar la clara de huevo, mezclar y continuar añadiendo azúcar molida hasta obtener una masa suave y tersa.</p> <p class="rtejustify"> Amasar un poco y formar bolitas para introducir un trozo de cereza. Dejar reposar 15 minutos en el refrigerador.</p> <p class="rtejustify"> Cubrir con chocolate de cobertura derretido.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-492458" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20201221/tortadenavidadsencillajpg">torta_de_navidad_sencilla.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="4" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_de_navidad_sencilla.jpg?itok=Fv-ph7vH" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Esta torta o queque de Navidad tiene una decoración elegante. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Ana María Zalles</figure></div></div> </div> </div> </div> <p class="rtejustify"> <span style="font-size:20px;"><strong>QUEQUE DE NAVIDAD</strong></span></p> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <p class="rtejustify"> 2 tazas de harina</p> <p class="rtejustify"> 1 cuchara de polvo de hornear</p> <p class="rtejustify"> 2 huevos</p> <p class="rtejustify"> 1 taza de pasas de uva</p> <p class="rtejustify"> 10 cerezas en conserva picadas</p> <p class="rtejustify"> ¼ taza de nueves troceadas</p> <p class="rtejustify"> 1 taza de azúcar</p> <p class="rtejustify"> 1 taza de leche</p> <p class="rtejustify"> ½ cucharilla de sal</p> <p class="rtejustify"> ¼ taza de aceite</p> <p class="rtejustify"> 1 cucharilla de canela</p> <p class="rtejustify"> ½ cucharilla de jengibre en polvo</p> <p class="rtejustify"> 1 cucharilla de esencia de vainilla</p> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Separar dos cucharas de harina y mezclar las pasas, cerezas y nueces con ésta. Esto hará que no se queden en el fondo del queque.</p> <p class="rtejustify"> Mezclar la harina restante con la canela, el jengibre, la sal y el polvo de hornear. Pasar por un tamiz y reservar.</p> <p class="rtejustify"> A parte, batir los huevos con el aceite, el azúcar, la esencia de vainilla y la mitad de la leche. Agregar la mitad de la harina e ir integrando. Incluir el resto de leche y de harina, pasas, cerezas y nueces que fueron mezclados. Mezclar hasta obtener una masa cremosa.</p> <p class="rtejustify"> Vaciar en un molde circular cubierto con mantequilla y harina. Posteriormente, hornear a 180 ºC por unos 45 minutos, hasta que pinchando con un palito este salga limpio.</p> <p class="rtejustify"> Decorar con azúcar molida cuando el queque esté frío.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-492459" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20201221/arbolitosnavidadokjpg">arbolitos_navidad_ok.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="5" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/arbolitos_navidad_ok.jpg?itok=LVQZ-ZG1" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">En una presentación original, este postre será el centro de atención de la reunión navideña. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Ana María Zalles</figure></div></div> </div> </div> </div> <p class="rtejustify"> <span style="font-size:20px;"><strong>ARBOLITOS DE CHOCOLATE</strong></span></p> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 6 cucuruchos de galleta</li> <li class="rtejustify"> 80 g de yogur</li> <li class="rtejustify"> 1 huevo</li> <li class="rtejustify"> 40 g de aceite de oliva suave</li> <li class="rtejustify"> 70 g de azúcar</li> <li class="rtejustify"> 1 ½ cucharadita de levadura en polvo</li> <li class="rtejustify"> 95 g de harina</li> <li class="rtejustify"> 100 g de queso blanco para untar</li> <li class="rtejustify"> Pepitas de chocolate blanco</li> <li class="rtejustify"> Ralladura de limón</li> <li class="rtejustify"> 250 g de chocolate fondant</li> <li class="rtejustify"> Perlas de azúcar</li> <li class="rtejustify"> Bolitas de chocolate</li> <li class="rtejustify"> 65 g de coco rallado</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Precalentar el horno a 180 ºC. Batir el yogur con el aceite, el azúcar, 1 cucharadita de ralladura de limón y el huevo. Luego, añadir la harina tamizada con la levadura y batir de nuevo hasta que se integren. Vertir la masa en un molde de 22 cm de largo forrado con papel mantequilla. Hornear el bizcocho 20 o 25 minutos y dejar enfriar.</p> <p class="rtejustify"> Picar muy fino el bizcocho y mezclarlo con el queso y con 50 g de pepitas de chocolate. Rellenar los cucuruchos con la mezcla y reservarlos. Posteriormente, fundir dos tercios del chocolate fondant al baño maría. Agregar el resto del chocolate picado y remover hasta que se funda. Poner los cucuruchos boca abajo, en una fuente forrada con papel mantequilla, bañarlos con el chocolate y dejarlos un rato en la nevera. Luego, despegarlos del papel con cuidado. Decorar un tercio con perlitas de azúcar, otro con bolitas de chocolate y otro con coco rallado.</p>
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value (String, 9307 characters ) <p> Un dulce bocado en copa, brownies y meren...
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<p> Un dulce bocado en copa, brownies y merengues con un toque especial y no podía faltar un versión distinta y deliciosa del cheesecake. Karina Balanza de Le Petit Patisserie y Yadina Ramallo de Bakery comparten recetas de postres sencillos y exquisitos para consentir a mamá. Además de degustar dulces aperitivos en familia, demostrarás tu cariño de la forma más dulce: con un obsequio hecho por tus propias manos.</p> <h2> <strong>“MOUSSE DE CHOCOLATE EN COPA”</strong></h2> <p> [[{"fid":"467524","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"“MOUSSE DE CHOCOLATE EN COPA”","field_file_image_credits[und][0][value]":"Cortesía Karina Balanza y Yadina Ramallo","external_url":""},"type":"media","field_deltas":{"1":{"format":"default","field_file_image_description[und][0][value]":"“MOUSSE DE CHOCOLATE EN COPA”","field_file_image_credits[und][0][value]":"Cortesía Karina Balanza y Yadina Ramallo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"1"}}]]</p> <p> <strong>INGREDIENTES:</strong></p> <p> (Para 4 copas)</p> <p> •1 taza de chocolate amargo</p> <p> •1/2 taza de crema de leche</p> <p> •3/4 taza crema de leche semimontada</p> <p> •1 paquete de galletas María</p> <p> •Fruta a elección para decorar</p> <p> </p> <p> <strong>PREPARACIÓN:</strong></p> <p> Derretir el chocolate en microondas revolviendo cada 30 segundos. Calentar la crema de leche y unir ambos formando una crema espesa, dejar tomar temperatura ambiente y agregarle la crema previamente batida a medio punto (cuando forma picos no muy firmes). Integrar todo muy bien y reservar en frío.</p> <p> </p> <p> <strong>ARMADO:</strong></p> <p> En una copa de vidrio, colocar las galletas procesadas y seguir con la mousse de chocolate. Dejar en frío por dos horas para que tome la consistencia deseada. Una vez bien fría, decorar con lo que más guste.</p> <p> </p> <p> <strong>PARA DECORAR CON GRANOLA: (OPCIONAL)</strong></p> <p> •1 taza avena</p> <p> •1/4 taza polvo de almendra</p> <p> •1/8 taza cacao</p> <p> •1/8 taza azúcar morena</p> <p> •1/4 taza aceite</p> <p> •1/4 taza miel</p> <p> •1/4 taza chispas de chocolate</p> <p> Mezclar todos los ingredientes hasta que estén bien integrados y llevarlos al horno a 140 grados por 30 minutos.</p> <p> </p> <p> <strong>TIP</strong></p> <p> Balanza explica que la combinación con granola queda bien porque le da el toque crocante que se busca. Indica que puedes remplazar la granola por chocolate picado y la fruta que prefieras. “Siempre es bueno darle un toque de frescura con frutas a la decoración de nuestros postres. A mí personalmente me encanta”, comenta la pastelera.</p> <p> </p> <h2> </h2> <h2> <strong>“CHEESECAKE FRÍO DE DULCE DE LECHE”</strong></h2> <p> <strong>[[{"fid":"467527","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"“CHEESECAKE FRÍO DE DULCE DE LECHE”","field_file_image_credits[und][0][value]":"Cortesía Karina Balanza y Yadina Ramallo","external_url":""},"type":"media","field_deltas":{"3":{"format":"default","field_file_image_description[und][0][value]":"“CHEESECAKE FRÍO DE DULCE DE LECHE”","field_file_image_credits[und][0][value]":"Cortesía Karina Balanza y Yadina Ramallo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"3"}}]]</strong></p> <p> <strong>(Para 12 porciones)</strong></p> <p> </p> <p> <strong>INGREDIENTES BASE:</strong></p> <p> •1 1/4 galletas María procesadas</p> <p> •1/2 taza de mantequilla fundida</p> <p> Mezclarlos y acomodarlos en un molde de 20 cm de diámetro aproximadamente. Llevarlos al horno a 180 grados por 10 minutos. Luego, reservar.</p> <p> </p> <p> <strong>INGREDIENTES RELLENO:</strong></p> <p> •1 taza de crema de leche</p> <p> •3/4 de taza de queso crema</p> <p> •1/2 taza dulce de leche</p> <p> •1 cucharada de gelatina sin sabor, hidratada en 5 cucharadas de agua</p> <p> •1/3 dulce de leche para decorar</p> <p> </p> <p> <strong>PREPARACIÓN:</strong></p> <p> Batir el queso crema con el dulce de leche hasta formar una crema homogénea. Por separado, batir la crema de leche a medio punto y unir ambas preparaciones. Llevar la gelatina hidratada al microondas por 10 segundos hasta disolver y agregarla a la mezcla de cheescake. Llevar todo sobre la base de galletas previamente horneada y reservar 12 horas en frío. Una vez desmoldado, decorar con dulce de leche y fruta a elección.</p> <p> <strong>TIP:</strong></p> <p> Balanza recomiendo agregar la gelatina poco a poco igualando temperaturas para evitar que se formen grumos en la preparación. Indica que se puede cambiar las galletas María por las de chocolate.</p> <p> </p> <p> <strong><em>KARINA BALANZA</em></strong></p> <p> <strong><em>Karina Balanza Abularach es la creadora y el alma detrás de Le Petit Patisserie.</em></strong></p> <p> </p> <h2> <strong>“FUDGE BROWNIES”</strong></h2> <p> [[{"fid":"467525","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"“FUDGE BROWNIES”","field_file_image_credits[und][0][value]":"Cortesía Karina Balanza y Yadina Ramallo","external_url":""},"type":"media","field_deltas":{"2":{"format":"default","field_file_image_description[und][0][value]":"“FUDGE BROWNIES”","field_file_image_credits[und][0][value]":"Cortesía Karina Balanza y Yadina Ramallo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"2"}}]]</p> <p> </p> <p> <strong>INGREDIENTES:</strong></p> <p> (12 porciones)</p> <p> •4 huevos</p> <p> •2 tazas de azúcar</p> <p> •1 cucharilla de esencia de vainilla</p> <p> •200 g de mantequilla derretida (un paquete)</p> <p> •1 taza de cocoa el Celinda</p> <p> •1 pizca de bicarbonato</p> <p> •1 1/2 de harina bella flor</p> <p> </p> <p> <strong>PREPARACIÓN:</strong></p> <p> Mezclar en un bowl a mano todos los ingredientes secos. Batir claras de huevo a punto nieve, aumentar yemas, mantequilla y esencia de vainilla con movimientos envolventes. Aumentar poco a poco la mezcla seca en un pyrex enmantequillado, llevar al horno a 180° por 35 minutos.</p> <p> Dejar enfriar y cortar en cuadrados. Poner el topping de tu preferencia: dulce de leche, chocolate o leche condensada.</p> <p> </p> <p> <strong>TIP:</strong></p> <p> Ramallo recomienda dejar enfriar completamente el postre para que, al momento de cortar, queden cuadrados perfectos. Otro tip que sugiere es usar chips de chocolate semiamargos para obtener una consistencia más húmeda.</p> <p> </p> <h2> <strong>“QUIERO MÁS” </strong></h2> <p> <strong>[[{"fid":"467528","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"“QUIERO MÁS”","field_file_image_credits[und][0][value]":"Cortesía Karina Balanza y Yadina Ramallo","external_url":""},"type":"media","field_deltas":{"4":{"format":"default","field_file_image_description[und][0][value]":"“QUIERO MÁS”","field_file_image_credits[und][0][value]":"Cortesía Karina Balanza y Yadina Ramallo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"4"}}]]</strong></p> <p> <strong>INGREDIENTES:</strong></p> <p> (12 porciones)</p> <p> PARA EL MERENGUE</p> <p> •8 claras de huevo</p> <p> •1 1/2 taza de azúcar</p> <p> </p> <p> <strong>PARA LA CREMA</strong></p> <p> •1 lata de leche evaporada</p> <p> •1 lata de crema de leche Nestlé</p> <p> •Leche PIL (medida en la lata de leche evaporada)</p> <p> •Azúcar a gusto</p> <p> •1 cucharilla de vainilla</p> <p> •3 cucharas de maicena</p> <p> </p> <p> <strong>PREPARACIÓN:</strong></p> <p> Batir las claras a punto nieve y agregar el azúcar. En un pyrex enmantequillado poner el merengue en forma de copos o si tienes manga pastelera, armar merengues grandes. Luego, poner al horno unos 40 a 50 minutos. Una vez listo, dejar enfriar en el horno para evitar que se bajen. Después, colocar las leches en una olla a fuego mínimo y batir para evitar grumos. Agregar la maicena (disuelta), vainilla y batir hasta que espese.</p> <p> En el pyrex de los merengues, hacer espacio entre cada merengue y vaciar la crema preparada. Decorar con duraznos (opcional). Refrigerar por 1 hora y disfrutar.</p> <p> </p> <p> <strong>TIP:</strong></p> <p> ¿Qué aconseja Ramallo para hacer merengues perfectos?, no abrir el horno hasta completar el tiempo de cocción para evitar que se bajen.</p> <p> </p> <p> <strong><em>YADINA RAMALLO</em></strong></p> <p> <strong><em>Yadina Ramallo es la fundadora y el talento culinario detrás de Bakery.</em></strong></p>
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<p> Un dulce bocado en copa, brownies y merengues con un toque especial y no podía faltar un versión distinta y deliciosa del cheesecake. Karina Balanza de Le Petit Patisserie y Yadina Ramallo de Bakery comparten recetas de postres sencillos y exquisitos para consentir a mamá. Además de degustar dulces aperitivos en familia, demostrarás tu cariño de la forma más dulce: con un obsequio hecho por tus propias manos.</p> <h2> <strong>“MOUSSE DE CHOCOLATE EN COPA”</strong></h2> <p> </p><div class="media media-element-container media-default"><div id="file-467524" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20200522/asset1postrecopyjpg">asset_1postre_copy.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="1" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/asset_1postre_copy.jpg?itok=y2uBj0Ry" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">“MOUSSE DE CHOCOLATE EN COPA”</figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Cortesía Karina Balanza y Yadina Ramallo</figure></div></div> </div> </div> </div> <p> <strong>INGREDIENTES:</strong></p> <p> (Para 4 copas)</p> <p> •1 taza de chocolate amargo</p> <p> •1/2 taza de crema de leche</p> <p> •3/4 taza crema de leche semimontada</p> <p> •1 paquete de galletas María</p> <p> •Fruta a elección para decorar</p> <p> </p> <p> <strong>PREPARACIÓN:</strong></p> <p> Derretir el chocolate en microondas revolviendo cada 30 segundos. Calentar la crema de leche y unir ambos formando una crema espesa, dejar tomar temperatura ambiente y agregarle la crema previamente batida a medio punto (cuando forma picos no muy firmes). Integrar todo muy bien y reservar en frío.</p> <p> </p> <p> <strong>ARMADO:</strong></p> <p> En una copa de vidrio, colocar las galletas procesadas y seguir con la mousse de chocolate. Dejar en frío por dos horas para que tome la consistencia deseada. Una vez bien fría, decorar con lo que más guste.</p> <p> </p> <p> <strong>PARA DECORAR CON GRANOLA: (OPCIONAL)</strong></p> <p> •1 taza avena</p> <p> •1/4 taza polvo de almendra</p> <p> •1/8 taza cacao</p> <p> •1/8 taza azúcar morena</p> <p> •1/4 taza aceite</p> <p> •1/4 taza miel</p> <p> •1/4 taza chispas de chocolate</p> <p> Mezclar todos los ingredientes hasta que estén bien integrados y llevarlos al horno a 140 grados por 30 minutos.</p> <p> </p> <p> <strong>TIP</strong></p> <p> Balanza explica que la combinación con granola queda bien porque le da el toque crocante que se busca. Indica que puedes remplazar la granola por chocolate picado y la fruta que prefieras. “Siempre es bueno darle un toque de frescura con frutas a la decoración de nuestros postres. A mí personalmente me encanta”, comenta la pastelera.</p> <p> </p> <h2> </h2> <h2> <strong>“CHEESECAKE FRÍO DE DULCE DE LECHE”</strong></h2> <p> <strong><div class="media media-element-container media-default"><div id="file-467527" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20200522/asset1pcopyjpg-0">asset_1p_copy.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="3" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/asset_1p_copy_0.jpg?itok=L_gOB30y" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">“CHEESECAKE FRÍO DE DULCE DE LECHE”</figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Cortesía Karina Balanza y Yadina Ramallo</figure></div></div> </div> </div> </div></strong></p> <p> <strong>(Para 12 porciones)</strong></p> <p> </p> <p> <strong>INGREDIENTES BASE:</strong></p> <p> •1 1/4 galletas María procesadas</p> <p> •1/2 taza de mantequilla fundida</p> <p> Mezclarlos y acomodarlos en un molde de 20 cm de diámetro aproximadamente. Llevarlos al horno a 180 grados por 10 minutos. Luego, reservar.</p> <p> </p> <p> <strong>INGREDIENTES RELLENO:</strong></p> <p> •1 taza de crema de leche</p> <p> •3/4 de taza de queso crema</p> <p> •1/2 taza dulce de leche</p> <p> •1 cucharada de gelatina sin sabor, hidratada en 5 cucharadas de agua</p> <p> •1/3 dulce de leche para decorar</p> <p> </p> <p> <strong>PREPARACIÓN:</strong></p> <p> Batir el queso crema con el dulce de leche hasta formar una crema homogénea. Por separado, batir la crema de leche a medio punto y unir ambas preparaciones. Llevar la gelatina hidratada al microondas por 10 segundos hasta disolver y agregarla a la mezcla de cheescake. Llevar todo sobre la base de galletas previamente horneada y reservar 12 horas en frío. Una vez desmoldado, decorar con dulce de leche y fruta a elección.</p> <p> <strong>TIP:</strong></p> <p> Balanza recomiendo agregar la gelatina poco a poco igualando temperaturas para evitar que se formen grumos en la preparación. Indica que se puede cambiar las galletas María por las de chocolate.</p> <p> </p> <p> <strong><em>KARINA BALANZA</em></strong></p> <p> <strong><em>Karina Balanza Abularach es la creadora y el alma detrás de Le Petit Patisserie.</em></strong></p> <p> </p> <h2> <strong>“FUDGE BROWNIES”</strong></h2> <p> </p><div class="media media-element-container media-default"><div id="file-467525" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20200522/asset2apostrecopyjpg">asset_2apostre_copy.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="2" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/asset_2apostre_copy.jpg?itok=youtCUAP" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">“FUDGE BROWNIES”</figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Cortesía Karina Balanza y Yadina Ramallo</figure></div></div> </div> </div> </div> <p> </p> <p> <strong>INGREDIENTES:</strong></p> <p> (12 porciones)</p> <p> •4 huevos</p> <p> •2 tazas de azúcar</p> <p> •1 cucharilla de esencia de vainilla</p> <p> •200 g de mantequilla derretida (un paquete)</p> <p> •1 taza de cocoa el Celinda</p> <p> •1 pizca de bicarbonato</p> <p> •1 1/2 de harina bella flor</p> <p> </p> <p> <strong>PREPARACIÓN:</strong></p> <p> Mezclar en un bowl a mano todos los ingredientes secos. Batir claras de huevo a punto nieve, aumentar yemas, mantequilla y esencia de vainilla con movimientos envolventes. Aumentar poco a poco la mezcla seca en un pyrex enmantequillado, llevar al horno a 180° por 35 minutos.</p> <p> Dejar enfriar y cortar en cuadrados. Poner el topping de tu preferencia: dulce de leche, chocolate o leche condensada.</p> <p> </p> <p> <strong>TIP:</strong></p> <p> Ramallo recomienda dejar enfriar completamente el postre para que, al momento de cortar, queden cuadrados perfectos. Otro tip que sugiere es usar chips de chocolate semiamargos para obtener una consistencia más húmeda.</p> <p> </p> <h2> <strong>“QUIERO MÁS” </strong></h2> <p> <strong><div class="media media-element-container media-default"><div id="file-467528" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20200522/asset2pacopyjpg">asset_2pa_copy.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="4" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/asset_2pa_copy.jpg?itok=GhmBLfuW" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">“QUIERO MÁS”</figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Cortesía Karina Balanza y Yadina Ramallo</figure></div></div> </div> </div> </div></strong></p> <p> <strong>INGREDIENTES:</strong></p> <p> (12 porciones)</p> <p> PARA EL MERENGUE</p> <p> •8 claras de huevo</p> <p> •1 1/2 taza de azúcar</p> <p> </p> <p> <strong>PARA LA CREMA</strong></p> <p> •1 lata de leche evaporada</p> <p> •1 lata de crema de leche Nestlé</p> <p> •Leche PIL (medida en la lata de leche evaporada)</p> <p> •Azúcar a gusto</p> <p> •1 cucharilla de vainilla</p> <p> •3 cucharas de maicena</p> <p> </p> <p> <strong>PREPARACIÓN:</strong></p> <p> Batir las claras a punto nieve y agregar el azúcar. En un pyrex enmantequillado poner el merengue en forma de copos o si tienes manga pastelera, armar merengues grandes. Luego, poner al horno unos 40 a 50 minutos. Una vez listo, dejar enfriar en el horno para evitar que se bajen. Después, colocar las leches en una olla a fuego mínimo y batir para evitar grumos. Agregar la maicena (disuelta), vainilla y batir hasta que espese.</p> <p> En el pyrex de los merengues, hacer espacio entre cada merengue y vaciar la crema preparada. Decorar con duraznos (opcional). Refrigerar por 1 hora y disfrutar.</p> <p> </p> <p> <strong>TIP:</strong></p> <p> ¿Qué aconseja Ramallo para hacer merengues perfectos?, no abrir el horno hasta completar el tiempo de cocción para evitar que se bajen.</p> <p> </p> <p> <strong><em>YADINA RAMALLO</em></strong></p> <p> <strong><em>Yadina Ramallo es la fundadora y el talento culinario detrás de Bakery.</em></strong></p>
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<p class="rtejustify"> <em><strong>//Texto: María Fernanda Pando Sevilla//</strong></em></p> <p class="rtejustify"> Las tortas en vaso son una nueva forma de presentación de estos deliciosos postres, son individuales y, lo mejor de todo, mantienen el sabor en un cómodo envase. Además, al ser una alternativa de fácil a mediana preparación y debido a su peculiar y llamativa forma de consumo, este modo de presentación tomó mucha fuerza durante la cuarentena en la red social Instagram.</p> <p class="rtejustify"> Sin embargo, estas tortas en vaso también nacieron como una nueva tendencia en diferentes actividades festivas, tal como explica Ana María Rodríguez, dueña de Dulce Tentación Eventos Vip (La Paz). “Se caracterizan por ser individuales, llaman la atención por su decorado y son aptos para cualquier tipo de celebración ya sea para fiestas infantiles, matrimonios, bautizos, etc.”, comenta Rodríguez sobre estas delicias.</p> <p class="rtejustify"> Por otra parte, explica también que son una excelente opción para los niños, ya que, al comer la torta desde un vaso, se ensuciarán menos y se evitarán pequeños incidentes. Por último, lo positivo de este tipo de postres también radica en el ahorro, Rodríguez comenta que al realizar una torta normal suelen quedar varios restos de masa, los cuales con este método pueden ser incluidos en un nuevo vaso.</p> <p class="rtejustify"> Para poder realizar fácilmente y con éxito estas tortas en vaso, Ana María Rodríguez comparte cinco recetas:</p> <p class="rtejustify"> [[{"fid":"495714","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"SELVA NEGRA. Se puede decorar de manera creativa con cherrys y crema. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""},"type":"media","field_deltas":{"1":{"format":"default","field_file_image_description[und][0][value]":"SELVA NEGRA. Se puede decorar de manera creativa con cherrys y crema. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"1"}}]]</p> <ol> <li class="rtejustify"> <span style="font-size:20px;"><strong>SELVA NEGRA</strong></span></li> </ol> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 100 g de azúcar</li> <li class="rtejustify"> 100 g de harina </li> <li class="rtejustify"> 2 cucharaditas de cacao en polvo</li> <li class="rtejustify"> 500 ml de crema de leche</li> <li class="rtejustify"> 3 cucharadas de azúcar para montar la crema</li> <li class="rtejustify"> Chocolate negro para decorar o para las virutas de chocolate</li> </ul> <p class="rtejustify"> <strong>Ingredientes para el almíbar:</strong></p> <ul> <li class="rtejustify"> Cerezas en almíbar</li> <li class="rtejustify"> 50 ml del líquido de las cerezas</li> <li class="rtejustify"> 50 g de azúcar</li> </ul> <p class="rtejustify"> <strong>Preparación del almíbar:</strong></p> <p class="rtejustify"> En una ollita, calentar el líquido de las cerezas con el azúcar y remover. Dejar calentando a temperatura media. Cuando empiece a hervir, dejar cinco minutos y retirar la preparación del fuego. Precalentar el horno a 180º C.</p> <p class="rtejustify"> <strong>Preparación de la masa: </strong></p> <p class="rtejustify"> Poner en un bol grande los huevos junto al azúcar y batir bien. Luego, tamizar la harina con el cacao en polvo y remover. Engrasar el molde y echar la mezcla. Hornear unos 20 minutos, luego sacar del horno y dejar enfriar. La preparación del bizcocho se la puede hacer también un día antes.</p> <p class="rtejustify"> <strong>Montar la nata:</strong></p> <p class="rtejustify"> La nata debe estar fría, empezar a montarla con una batidora eléctrica. Cuando esté semimontada, echar las tres cucharadas de azúcar, hasta montarla del todo. Poner la nata en una manga pastelera y reservar para después. Echar el almíbar en la masa para que se empape.</p> <p class="rtejustify"> <strong>Montar los vasos:</strong></p> <p class="rtejustify"> Cortar la masa en círculos con un molde o cortapastas redondo.</p> <p class="rtejustify"> En el fondo del vaso, también echar un poco de almíbar e ir poniendo el bizcocho y la crema con la manga, otro trozo de bizcocho y más crema. Por último, espolvorear con el chocolate y decorar con una cereza.</p> <p class="rtejustify"> [[{"fid":"495716","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"El tamaño es a elección. En el caso de la torta tres leches, sólo es necesario decorar con crema y canela. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""},"type":"media","field_deltas":{"2":{"format":"default","field_file_image_description[und][0][value]":"El tamaño es a elección. En el caso de la torta tres leches, sólo es necesario decorar con crema y canela. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"2"}}]]</p> <ol> <li class="rtejustify" value="2"> <span style="font-size:20px;"><strong>TRES LECHES</strong></span></li> </ol> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 200 g de azúcar granulada</li> <li class="rtejustify"> 140 g de harina</li> <li class="rtejustify"> 2 cucharaditas de polvo de hornear</li> <li class="rtejustify"> 1 cucharilla de esencia de vainilla</li> <li class="rtejustify"> 120 ml de leche</li> </ul> <p class="rtejustify" style="margin-left:18.0pt;"> Para el baño de tres leches:</p> <ul> <li class="rtejustify"> 200 g de leche condensada</li> <li class="rtejustify"> 200 ml de leche evaporada</li> <li class="rtejustify"> 120 ml de crema de leche</li> </ul> <p class="rtejustify"> <strong>Decoración:</strong></p> <ul> <li class="rtejustify"> 1 taza de crema chantilly</li> <li class="rtejustify"> 2 cucharas soperas de canela</li> </ul> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Para preparar este pastel de tres leches individual, primero, forrar la base del molde con papel manteca. Luego, en un bowl colocar los huevos y el azúcar y batir con una batidora por 10 a 15 minutos. Cuando haya duplicado su volumen, agregar la vainilla y seguir batiendo. Bajar la velocidad para agregar la harina y leche poco a poco. La mezcla está lista y se debe verter en el molde. Es importante precalentar el horno a 160°C.</p> <p class="rtejustify"> <strong>Para las leches:</strong></p> <p class="rtejustify"> Mientras la masa está en el horno, mezclar las leches del baño en un tazón y calentar en el microondas por uno o dos minutos.</p> <p class="rtejustify"> <strong>Para montar en los vasos:</strong></p> <p class="rtejustify"> Con la masa aún tibia, cortar en redondos del tamaño de los vasos y colocarlos en los mismos. Verter la mezcla de las leches y esperar que se absorba. Para la decoración, batir el chantilly y espolvorear la canela.</p> <p class="rtejustify"> [[{"fid":"495717","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"Existen muchas maneras creativas de decorar y mezclar sabores. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""},"type":"media","field_deltas":{"3":{"format":"default","field_file_image_description[und][0][value]":"Existen muchas maneras creativas de decorar y mezclar sabores. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"3"}}]]</p> <ol> <li class="rtejustify" value="3"> <span style="font-size:20px;"><strong>TORTA DE VAINILLA</strong></span></li> </ol> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 500 g de mantequilla</li> <li class="rtejustify"> 1 kg de azúcar</li> <li class="rtejustify"> 1 kg de harina</li> <li class="rtejustify"> 8 unidades de huevos</li> <li class="rtejustify"> 1 litro de leche</li> <li class="rtejustify"> 1 cucharadita de vainilla</li> <li class="rtejustify"> 1 cucharadita de singani</li> <li class="rtejustify"> 1 taza de ralladura de limón</li> </ul> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> La forma correcta de mezclar estos ingredientes es hacerlo con la mantequilla blanda. Para obtenerla, se debe sacar la mantequilla de la nevera al menos una media hora antes de la preparación, para asegurar que esté a temperatura ambiente. Mezclar el azúcar con la mantequilla y batir hasta conseguir una crema color blanquecino.</p> <p class="rtejustify"> A continuación, incorporar poco a poco el resto de los ingredientes para la torta. Primero, añadir los huevos. Luego, agregar la harina y volver a mezclar. Por último, integrar la leche hasta obtener una mezcla homogénea. Finalmente, agregar la vainilla, el singani y la ralladura de limón. En un molde previamente untado de mantequilla, colocar la mezcla y llevar al horno durante 40 minutos, a 180°C.</p> <p class="rtejustify"> <strong>Montar en los vasos:</strong></p> <p class="rtejustify"> De igual manera que las anteriores, cortar en círculos para llevarlos al vaso. Se puede decorar con crema chantilly.</p> <p class="rtejustify"> [[{"fid":"495719","view_mode":"default","fields":{"format":"default","field_file_image_description[und][0][value]":"Esta torta se caracteriza por la decoración con galletas en la parte superior. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""},"type":"media","field_deltas":{"4":{"format":"default","field_file_image_description[und][0][value]":"Esta torta se caracteriza por la decoración con galletas en la parte superior. ","field_file_image_credits[und][0][value]":"Archivo","external_url":""}},"attributes":{"class":"media-element file-default","data-delta":"4"}}]]</p> <ol> <li class="rtejustify" value="4"> <span style="font-size:20px;"><strong>TORTA DE CHOCOLATE </strong></span></li> </ol> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 2 tazas de harina leudante</li> <li class="rtejustify"> 1 taza de azúcar</li> <li class="rtejustify"> 1 taza de cacao</li> <li class="rtejustify"> 1/2 taza de aceite</li> <li class="rtejustify"> 2 huevos</li> <li class="rtejustify"> 1 taza de agua hirviendo</li> </ul> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Primero, mezclar todos los ingredientes en un bowl: la harina, azúcar y cacao. Luego, agregar la 1/2 taza de aceite, los dos huevos y mezclar. Por último, agregar el agua hirviendo y remover hasta conseguir una mezcla homogénea.</p> <p class="rtejustify"> Untar la mantequilla o manteca a un molde y volcar la mezcla en el mismo. Llevar al horno a temperatura baja por 35 a 40 minutos. Para trasladar a los vasos, cortar con el molde circular y colocarlos en los mismos. Decoración a gusto con crema o frutas picadas.</p> <ol> <li class="rtejustify" value="5"> <span style="font-size:20px;"><strong>TORTA DE OREO:</strong></span></li> </ol> <p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul> <li class="rtejustify"> 1 1/2 taza de harina</li> <li class="rtejustify"> 2 cucharadas cocoa</li> <li class="rtejustify"> 1 taza de galletas oreo en polvo</li> <li class="rtejustify"> 2 cucharaditas de polvo para hornear</li> <li class="rtejustify"> 2 cucharaditas de sal</li> <li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 1 taza azúcar</li> <li class="rtejustify"> 1 cucharadita de vainilla</li> <li class="rtejustify"> 1/2 taza de yogur natural</li> <li class="rtejustify"> 1/2 taza de mantequilla derretida</li> </ul> <p class="rtejustify"> Relleno:</p> <ul> <li class="rtejustify"> Queso crema 200 g</li> <li class="rtejustify"> 1 taza mantequilla</li> <li class="rtejustify"> 1/4 taza de galletas oreo en polvo</li> <li class="rtejustify"> 1/3 taza de azúcar glass</li> <li class="rtejustify"> Galletas Oreo en trozo y molidas para decorar al gusto </li> </ul> <p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Precalentar el horno a 180º C. Cernir la harina, la galleta en polvo, el polvo para hornear y la sal. Reservar.</p> <p class="rtejustify"> Batir los huevos con el azúcar hasta blanquear. Agregar la vainilla y el yogur e incorporar la mantequilla en forma de hilo y los ingredientes secos poco a poco. Ya bien batidos, poner en el molde previamente engrasado, meter al horno por 25 minutos o hasta que el cuchillo con el que se pinche salga limpio.</p> <p class="rtejustify"> Para el betún, poner los quesos, la mantequilla, el polvo de las galletas y el azúcar glass hasta que esté cremosa.</p> <p class="rtejustify"> <strong>Para los vasos: </strong></p> <p class="rtejustify"> Cortar círculos de masa e intercalar con la crema. Decorar con galleta Oreo.</p>
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<p class="rtejustify"> <em><strong>//Texto: María Fernanda Pando Sevilla//</strong></em></p> <p class="rtejustify"> Las tortas en vaso son una nueva forma de presentación de estos deliciosos postres, son individuales y, lo mejor de todo, mantienen el sabor en un cómodo envase. Además, al ser una alternativa de fácil a mediana preparación y debido a su peculiar y llamativa forma de consumo, este modo de presentación tomó mucha fuerza durante la cuarentena en la red social Instagram.</p> <p class="rtejustify"> Sin embargo, estas tortas en vaso también nacieron como una nueva tendencia en diferentes actividades festivas, tal como explica Ana María Rodríguez, dueña de Dulce Tentación Eventos Vip (La Paz). “Se caracterizan por ser individuales, llaman la atención por su decorado y son aptos para cualquier tipo de celebración ya sea para fiestas infantiles, matrimonios, bautizos, etc.”, comenta Rodríguez sobre estas delicias.</p> <p class="rtejustify"> Por otra parte, explica también que son una excelente opción para los niños, ya que, al comer la torta desde un vaso, se ensuciarán menos y se evitarán pequeños incidentes. Por último, lo positivo de este tipo de postres también radica en el ahorro, Rodríguez comenta que al realizar una torta normal suelen quedar varios restos de masa, los cuales con este método pueden ser incluidos en un nuevo vaso.</p> <p class="rtejustify"> Para poder realizar fácilmente y con éxito estas tortas en vaso, Ana María Rodríguez comparte cinco recetas:</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495714" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso1jpg">torta_vaso_1.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="1" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_1.jpg?itok=YbMjhs7K" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">SELVA NEGRA. Se puede decorar de manera creativa con cherrys y crema. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify"> <span style="font-size:20px;"><strong>SELVA NEGRA</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 100 g de azúcar</li> <li class="rtejustify"> 100 g de harina </li> <li class="rtejustify"> 2 cucharaditas de cacao en polvo</li> <li class="rtejustify"> 500 ml de crema de leche</li> <li class="rtejustify"> 3 cucharadas de azúcar para montar la crema</li> <li class="rtejustify"> Chocolate negro para decorar o para las virutas de chocolate</li> </ul><p class="rtejustify"> <strong>Ingredientes para el almíbar:</strong></p> <ul><li class="rtejustify"> Cerezas en almíbar</li> <li class="rtejustify"> 50 ml del líquido de las cerezas</li> <li class="rtejustify"> 50 g de azúcar</li> </ul><p class="rtejustify"> <strong>Preparación del almíbar:</strong></p> <p class="rtejustify"> En una ollita, calentar el líquido de las cerezas con el azúcar y remover. Dejar calentando a temperatura media. Cuando empiece a hervir, dejar cinco minutos y retirar la preparación del fuego. Precalentar el horno a 180º C.</p> <p class="rtejustify"> <strong>Preparación de la masa: </strong></p> <p class="rtejustify"> Poner en un bol grande los huevos junto al azúcar y batir bien. Luego, tamizar la harina con el cacao en polvo y remover. Engrasar el molde y echar la mezcla. Hornear unos 20 minutos, luego sacar del horno y dejar enfriar. La preparación del bizcocho se la puede hacer también un día antes.</p> <p class="rtejustify"> <strong>Montar la nata:</strong></p> <p class="rtejustify"> La nata debe estar fría, empezar a montarla con una batidora eléctrica. Cuando esté semimontada, echar las tres cucharadas de azúcar, hasta montarla del todo. Poner la nata en una manga pastelera y reservar para después. Echar el almíbar en la masa para que se empape.</p> <p class="rtejustify"> <strong>Montar los vasos:</strong></p> <p class="rtejustify"> Cortar la masa en círculos con un molde o cortapastas redondo.</p> <p class="rtejustify"> En el fondo del vaso, también echar un poco de almíbar e ir poniendo el bizcocho y la crema con la manga, otro trozo de bizcocho y más crema. Por último, espolvorear con el chocolate y decorar con una cereza.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495716" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso2jpg">torta_vaso_2.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="2" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_2.jpg?itok=ZVKkO2GY" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">El tamaño es a elección. En el caso de la torta tres leches, sólo es necesario decorar con crema y canela. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify" value="2"> <span style="font-size:20px;"><strong>TRES LECHES</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 200 g de azúcar granulada</li> <li class="rtejustify"> 140 g de harina</li> <li class="rtejustify"> 2 cucharaditas de polvo de hornear</li> <li class="rtejustify"> 1 cucharilla de esencia de vainilla</li> <li class="rtejustify"> 120 ml de leche</li> </ul><p class="rtejustify" style="margin-left:18.0pt;"> Para el baño de tres leches:</p> <ul><li class="rtejustify"> 200 g de leche condensada</li> <li class="rtejustify"> 200 ml de leche evaporada</li> <li class="rtejustify"> 120 ml de crema de leche</li> </ul><p class="rtejustify"> <strong>Decoración:</strong></p> <ul><li class="rtejustify"> 1 taza de crema chantilly</li> <li class="rtejustify"> 2 cucharas soperas de canela</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Para preparar este pastel de tres leches individual, primero, forrar la base del molde con papel manteca. Luego, en un bowl colocar los huevos y el azúcar y batir con una batidora por 10 a 15 minutos. Cuando haya duplicado su volumen, agregar la vainilla y seguir batiendo. Bajar la velocidad para agregar la harina y leche poco a poco. La mezcla está lista y se debe verter en el molde. Es importante precalentar el horno a 160°C.</p> <p class="rtejustify"> <strong>Para las leches:</strong></p> <p class="rtejustify"> Mientras la masa está en el horno, mezclar las leches del baño en un tazón y calentar en el microondas por uno o dos minutos.</p> <p class="rtejustify"> <strong>Para montar en los vasos:</strong></p> <p class="rtejustify"> Con la masa aún tibia, cortar en redondos del tamaño de los vasos y colocarlos en los mismos. Verter la mezcla de las leches y esperar que se absorba. Para la decoración, batir el chantilly y espolvorear la canela.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495717" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso3jpg">torta_vaso_3.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="3" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_3.jpg?itok=blO9tWkl" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Existen muchas maneras creativas de decorar y mezclar sabores. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify" value="3"> <span style="font-size:20px;"><strong>TORTA DE VAINILLA</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 500 g de mantequilla</li> <li class="rtejustify"> 1 kg de azúcar</li> <li class="rtejustify"> 1 kg de harina</li> <li class="rtejustify"> 8 unidades de huevos</li> <li class="rtejustify"> 1 litro de leche</li> <li class="rtejustify"> 1 cucharadita de vainilla</li> <li class="rtejustify"> 1 cucharadita de singani</li> <li class="rtejustify"> 1 taza de ralladura de limón</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> La forma correcta de mezclar estos ingredientes es hacerlo con la mantequilla blanda. Para obtenerla, se debe sacar la mantequilla de la nevera al menos una media hora antes de la preparación, para asegurar que esté a temperatura ambiente. Mezclar el azúcar con la mantequilla y batir hasta conseguir una crema color blanquecino.</p> <p class="rtejustify"> A continuación, incorporar poco a poco el resto de los ingredientes para la torta. Primero, añadir los huevos. Luego, agregar la harina y volver a mezclar. Por último, integrar la leche hasta obtener una mezcla homogénea. Finalmente, agregar la vainilla, el singani y la ralladura de limón. En un molde previamente untado de mantequilla, colocar la mezcla y llevar al horno durante 40 minutos, a 180°C.</p> <p class="rtejustify"> <strong>Montar en los vasos:</strong></p> <p class="rtejustify"> De igual manera que las anteriores, cortar en círculos para llevarlos al vaso. Se puede decorar con crema chantilly.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495719" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso4jpg">torta_vaso_4.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="4" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_4.jpg?itok=iDd3_PZ7" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Esta torta se caracteriza por la decoración con galletas en la parte superior. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify" value="4"> <span style="font-size:20px;"><strong>TORTA DE CHOCOLATE </strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 2 tazas de harina leudante</li> <li class="rtejustify"> 1 taza de azúcar</li> <li class="rtejustify"> 1 taza de cacao</li> <li class="rtejustify"> 1/2 taza de aceite</li> <li class="rtejustify"> 2 huevos</li> <li class="rtejustify"> 1 taza de agua hirviendo</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Primero, mezclar todos los ingredientes en un bowl: la harina, azúcar y cacao. Luego, agregar la 1/2 taza de aceite, los dos huevos y mezclar. Por último, agregar el agua hirviendo y remover hasta conseguir una mezcla homogénea.</p> <p class="rtejustify"> Untar la mantequilla o manteca a un molde y volcar la mezcla en el mismo. Llevar al horno a temperatura baja por 35 a 40 minutos. Para trasladar a los vasos, cortar con el molde circular y colocarlos en los mismos. Decoración a gusto con crema o frutas picadas.</p> <ol><li class="rtejustify" value="5"> <span style="font-size:20px;"><strong>TORTA DE OREO:</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 1 1/2 taza de harina</li> <li class="rtejustify"> 2 cucharadas cocoa</li> <li class="rtejustify"> 1 taza de galletas oreo en polvo</li> <li class="rtejustify"> 2 cucharaditas de polvo para hornear</li> <li class="rtejustify"> 2 cucharaditas de sal</li> <li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 1 taza azúcar</li> <li class="rtejustify"> 1 cucharadita de vainilla</li> <li class="rtejustify"> 1/2 taza de yogur natural</li> <li class="rtejustify"> 1/2 taza de mantequilla derretida</li> </ul><p class="rtejustify"> Relleno:</p> <ul><li class="rtejustify"> Queso crema 200 g</li> <li class="rtejustify"> 1 taza mantequilla</li> <li class="rtejustify"> 1/4 taza de galletas oreo en polvo</li> <li class="rtejustify"> 1/3 taza de azúcar glass</li> <li class="rtejustify"> Galletas Oreo en trozo y molidas para decorar al gusto </li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Precalentar el horno a 180º C. Cernir la harina, la galleta en polvo, el polvo para hornear y la sal. Reservar.</p> <p class="rtejustify"> Batir los huevos con el azúcar hasta blanquear. Agregar la vainilla y el yogur e incorporar la mantequilla en forma de hilo y los ingredientes secos poco a poco. Ya bien batidos, poner en el molde previamente engrasado, meter al horno por 25 minutos o hasta que el cuchillo con el que se pinche salga limpio.</p> <p class="rtejustify"> Para el betún, poner los quesos, la mantequilla, el polvo de las galletas y el azúcar glass hasta que esté cremosa.</p> <p class="rtejustify"> <strong>Para los vasos: </strong></p> <p class="rtejustify"> Cortar círculos de masa e intercalar con la crema. Decorar con galleta Oreo.</p>
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<p class="rtejustify"> <em><strong>//Texto: María Fernanda Pando Sevilla//</strong></em></p> <p class="rtejustify"> Las tortas en vaso son una nueva forma de presentación de estos deliciosos postres, son individuales y, lo mejor de todo, mantienen el sabor en un cómodo envase. Además, al ser una alternativa de fácil a mediana preparación y debido a su peculiar y llamativa forma de consumo, este modo de presentación tomó mucha fuerza durante la cuarentena en la red social Instagram.</p> <p class="rtejustify"> Sin embargo, estas tortas en vaso también nacieron como una nueva tendencia en diferentes actividades festivas, tal como explica Ana María Rodríguez, dueña de Dulce Tentación Eventos Vip (La Paz). “Se caracterizan por ser individuales, llaman la atención por su decorado y son aptos para cualquier tipo de celebración ya sea para fiestas infantiles, matrimonios, bautizos, etc.”, comenta Rodríguez sobre estas delicias.</p> <p class="rtejustify"> Por otra parte, explica también que son una excelente opción para los niños, ya que, al comer la torta desde un vaso, se ensuciarán menos y se evitarán pequeños incidentes. Por último, lo positivo de este tipo de postres también radica en el ahorro, Rodríguez comenta que al realizar una torta normal suelen quedar varios restos de masa, los cuales con este método pueden ser incluidos en un nuevo vaso.</p> <p class="rtejustify"> Para poder realizar fácilmente y con éxito estas tortas en vaso, Ana María Rodríguez comparte cinco recetas:</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495714" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso1jpg">torta_vaso_1.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="1" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_1.jpg?itok=YbMjhs7K" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">SELVA NEGRA. Se puede decorar de manera creativa con cherrys y crema. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify"> <span style="font-size:20px;"><strong>SELVA NEGRA</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 100 g de azúcar</li> <li class="rtejustify"> 100 g de harina </li> <li class="rtejustify"> 2 cucharaditas de cacao en polvo</li> <li class="rtejustify"> 500 ml de crema de leche</li> <li class="rtejustify"> 3 cucharadas de azúcar para montar la crema</li> <li class="rtejustify"> Chocolate negro para decorar o para las virutas de chocolate</li> </ul><p class="rtejustify"> <strong>Ingredientes para el almíbar:</strong></p> <ul><li class="rtejustify"> Cerezas en almíbar</li> <li class="rtejustify"> 50 ml del líquido de las cerezas</li> <li class="rtejustify"> 50 g de azúcar</li> </ul><p class="rtejustify"> <strong>Preparación del almíbar:</strong></p> <p class="rtejustify"> En una ollita, calentar el líquido de las cerezas con el azúcar y remover. Dejar calentando a temperatura media. Cuando empiece a hervir, dejar cinco minutos y retirar la preparación del fuego. Precalentar el horno a 180º C.</p> <p class="rtejustify"> <strong>Preparación de la masa: </strong></p> <p class="rtejustify"> Poner en un bol grande los huevos junto al azúcar y batir bien. Luego, tamizar la harina con el cacao en polvo y remover. Engrasar el molde y echar la mezcla. Hornear unos 20 minutos, luego sacar del horno y dejar enfriar. La preparación del bizcocho se la puede hacer también un día antes.</p> <p class="rtejustify"> <strong>Montar la nata:</strong></p> <p class="rtejustify"> La nata debe estar fría, empezar a montarla con una batidora eléctrica. Cuando esté semimontada, echar las tres cucharadas de azúcar, hasta montarla del todo. Poner la nata en una manga pastelera y reservar para después. Echar el almíbar en la masa para que se empape.</p> <p class="rtejustify"> <strong>Montar los vasos:</strong></p> <p class="rtejustify"> Cortar la masa en círculos con un molde o cortapastas redondo.</p> <p class="rtejustify"> En el fondo del vaso, también echar un poco de almíbar e ir poniendo el bizcocho y la crema con la manga, otro trozo de bizcocho y más crema. Por último, espolvorear con el chocolate y decorar con una cereza.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495716" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso2jpg">torta_vaso_2.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="2" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_2.jpg?itok=ZVKkO2GY" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">El tamaño es a elección. En el caso de la torta tres leches, sólo es necesario decorar con crema y canela. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify" value="2"> <span style="font-size:20px;"><strong>TRES LECHES</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 200 g de azúcar granulada</li> <li class="rtejustify"> 140 g de harina</li> <li class="rtejustify"> 2 cucharaditas de polvo de hornear</li> <li class="rtejustify"> 1 cucharilla de esencia de vainilla</li> <li class="rtejustify"> 120 ml de leche</li> </ul><p class="rtejustify" style="margin-left:18.0pt;"> Para el baño de tres leches:</p> <ul><li class="rtejustify"> 200 g de leche condensada</li> <li class="rtejustify"> 200 ml de leche evaporada</li> <li class="rtejustify"> 120 ml de crema de leche</li> </ul><p class="rtejustify"> <strong>Decoración:</strong></p> <ul><li class="rtejustify"> 1 taza de crema chantilly</li> <li class="rtejustify"> 2 cucharas soperas de canela</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Para preparar este pastel de tres leches individual, primero, forrar la base del molde con papel manteca. Luego, en un bowl colocar los huevos y el azúcar y batir con una batidora por 10 a 15 minutos. Cuando haya duplicado su volumen, agregar la vainilla y seguir batiendo. Bajar la velocidad para agregar la harina y leche poco a poco. La mezcla está lista y se debe verter en el molde. Es importante precalentar el horno a 160°C.</p> <p class="rtejustify"> <strong>Para las leches:</strong></p> <p class="rtejustify"> Mientras la masa está en el horno, mezclar las leches del baño en un tazón y calentar en el microondas por uno o dos minutos.</p> <p class="rtejustify"> <strong>Para montar en los vasos:</strong></p> <p class="rtejustify"> Con la masa aún tibia, cortar en redondos del tamaño de los vasos y colocarlos en los mismos. Verter la mezcla de las leches y esperar que se absorba. Para la decoración, batir el chantilly y espolvorear la canela.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495717" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso3jpg">torta_vaso_3.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="3" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_3.jpg?itok=blO9tWkl" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Existen muchas maneras creativas de decorar y mezclar sabores. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify" value="3"> <span style="font-size:20px;"><strong>TORTA DE VAINILLA</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 500 g de mantequilla</li> <li class="rtejustify"> 1 kg de azúcar</li> <li class="rtejustify"> 1 kg de harina</li> <li class="rtejustify"> 8 unidades de huevos</li> <li class="rtejustify"> 1 litro de leche</li> <li class="rtejustify"> 1 cucharadita de vainilla</li> <li class="rtejustify"> 1 cucharadita de singani</li> <li class="rtejustify"> 1 taza de ralladura de limón</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> La forma correcta de mezclar estos ingredientes es hacerlo con la mantequilla blanda. Para obtenerla, se debe sacar la mantequilla de la nevera al menos una media hora antes de la preparación, para asegurar que esté a temperatura ambiente. Mezclar el azúcar con la mantequilla y batir hasta conseguir una crema color blanquecino.</p> <p class="rtejustify"> A continuación, incorporar poco a poco el resto de los ingredientes para la torta. Primero, añadir los huevos. Luego, agregar la harina y volver a mezclar. Por último, integrar la leche hasta obtener una mezcla homogénea. Finalmente, agregar la vainilla, el singani y la ralladura de limón. En un molde previamente untado de mantequilla, colocar la mezcla y llevar al horno durante 40 minutos, a 180°C.</p> <p class="rtejustify"> <strong>Montar en los vasos:</strong></p> <p class="rtejustify"> De igual manera que las anteriores, cortar en círculos para llevarlos al vaso. Se puede decorar con crema chantilly.</p> <p class="rtejustify"> </p><div class="media media-element-container media-default"><div id="file-495719" class="file file-image file-image-jpeg"> <h2 class="element-invisible"><a href="/files/img/20210118/tortavaso4jpg">torta_vaso_4.jpg</a></h2> <div class="content"> <img class="media-element file-default image-style-noticia-detalle" data-delta="4" typeof="foaf:Image" src="https://www.lostiempos.com/sites/default/files/styles/noticia_detalle/public/torta_vaso_4.jpg?itok=iDd3_PZ7" width="770" height="430" alt="" /><div class="field field-name-field-file-image-description field-type-text-long field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Esta torta se caracteriza por la decoración con galletas en la parte superior. </figure></div></div><div class="field field-name-field-file-image-credits field-type-text field-label-hidden view-mode-default"><div class="field-items"><figure class="clearfix field-item even">Archivo</figure></div></div> </div> </div> </div> <ol><li class="rtejustify" value="4"> <span style="font-size:20px;"><strong>TORTA DE CHOCOLATE </strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 2 tazas de harina leudante</li> <li class="rtejustify"> 1 taza de azúcar</li> <li class="rtejustify"> 1 taza de cacao</li> <li class="rtejustify"> 1/2 taza de aceite</li> <li class="rtejustify"> 2 huevos</li> <li class="rtejustify"> 1 taza de agua hirviendo</li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Primero, mezclar todos los ingredientes en un bowl: la harina, azúcar y cacao. Luego, agregar la 1/2 taza de aceite, los dos huevos y mezclar. Por último, agregar el agua hirviendo y remover hasta conseguir una mezcla homogénea.</p> <p class="rtejustify"> Untar la mantequilla o manteca a un molde y volcar la mezcla en el mismo. Llevar al horno a temperatura baja por 35 a 40 minutos. Para trasladar a los vasos, cortar con el molde circular y colocarlos en los mismos. Decoración a gusto con crema o frutas picadas.</p> <ol><li class="rtejustify" value="5"> <span style="font-size:20px;"><strong>TORTA DE OREO:</strong></span></li> </ol><p class="rtejustify"> <strong>Ingredientes:</strong></p> <ul><li class="rtejustify"> 1 1/2 taza de harina</li> <li class="rtejustify"> 2 cucharadas cocoa</li> <li class="rtejustify"> 1 taza de galletas oreo en polvo</li> <li class="rtejustify"> 2 cucharaditas de polvo para hornear</li> <li class="rtejustify"> 2 cucharaditas de sal</li> <li class="rtejustify"> 3 huevos</li> <li class="rtejustify"> 1 taza azúcar</li> <li class="rtejustify"> 1 cucharadita de vainilla</li> <li class="rtejustify"> 1/2 taza de yogur natural</li> <li class="rtejustify"> 1/2 taza de mantequilla derretida</li> </ul><p class="rtejustify"> Relleno:</p> <ul><li class="rtejustify"> Queso crema 200 g</li> <li class="rtejustify"> 1 taza mantequilla</li> <li class="rtejustify"> 1/4 taza de galletas oreo en polvo</li> <li class="rtejustify"> 1/3 taza de azúcar glass</li> <li class="rtejustify"> Galletas Oreo en trozo y molidas para decorar al gusto </li> </ul><p class="rtejustify"> <strong>Preparación:</strong></p> <p class="rtejustify"> Precalentar el horno a 180º C. Cernir la harina, la galleta en polvo, el polvo para hornear y la sal. Reservar.</p> <p class="rtejustify"> Batir los huevos con el azúcar hasta blanquear. Agregar la vainilla y el yogur e incorporar la mantequilla en forma de hilo y los ingredientes secos poco a poco. Ya bien batidos, poner en el molde previamente engrasado, meter al horno por 25 minutos o hasta que el cuchillo con el que se pinche salga limpio.</p> <p class="rtejustify"> Para el betún, poner los quesos, la mantequilla, el polvo de las galletas y el azúcar glass hasta que esté cremosa.</p> <p class="rtejustify"> <strong>Para los vasos: </strong></p> <p class="rtejustify"> Cortar círculos de masa e intercalar con la crema. Decorar con galleta Oreo.</p>
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public://media_imagen/2021/1/18/opcicn_principal_vivir_bien_ok.jpg
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Esta nueva forma de comer torta es mucho más cómoda y no se tiene que partir pedazos para compartir.
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∞ (Recursion)
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Called from
Krumo version 0.2.1a
| http://krumo.sourceforge.net/var/www/vhosts/www.lostiempos.com/drupal/includes/menu.inc, line527
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Called from
Krumo version 0.2.1a
| http://krumo.sourceforge.net/var/www/vhosts/www.lostiempos.com/drupal/includes/menu.inc, line527