tag:blogger.com,1999:blog-84478988534012279082024-03-05T09:02:31.940-08:00MANJARES DE HUESCALa finalidad del blog radica en la necesidad de compartir nuestras elaboraciones para enriquecerlas con vuestras ideas y comentariosalbertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.comBlogger153125tag:blogger.com,1999:blog-8447898853401227908.post-32155671470801849132020-05-31T10:09:00.000-07:002020-05-31T10:09:18.533-07:00PAELLA<br />
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<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
PAELLA<o:p></o:p></div>
<div align="center" class="MsoNormal" style="text-align: center;">
(INGREDIENTES PARA UNA PERSONA)</div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">INGREDIENTES.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">70 GR. DE ARROZ<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">150 GR. DE SEPIA<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">50 GR. DE LANGOSTINOS<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">40 GR. DE CIGALAS<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">50 GR. DE ALMEJAS<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">100 GR. DE MEJILONES<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">65 GR. DE CEBOLLA<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">20 GR. DE PIMIENTO VERDE<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">20 GR. DE JAMON SERANO<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">20 GR. DE GUISANTES CONGELADOS O JUDIAS
VERDES<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">160 GR. DE FUMET DE PESCADO<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">1 DIENTE DE AJO<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">AZAFRAN Y PEREJIL<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">PIMIENTO MORRON PARA DECORAR<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">ELABORACION:<o:p></o:p></span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">Primero prepararemos el pescado,
cortaremos la sepia, limpiaremos los mejillones, las almejas pondremos a remojo
con agua salada, sazonaremos los langostinos y cigalas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">Partiremos muy fino la cebolla y el
pimiento verde<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">Trocearemos el jamón a taquitos
pequeños.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">Haremos una picada con el ajo y perejil
y el azafrán.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">Abriremos las almejas y los mejillones
guardando el jugo que añadiremos a la paella y separaremos una de las conchas,
reservando para después<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-size: 12.0pt;">En la paellera saltearemos las cigalas y
los langostinos y reservaremos, en ese aceite incorporaremos la sepia y
seguidamente la cebolla y el pimiento verde y después el jamón serrano; en este
punto añadiremos los guisantes congelados y el caldo de pescado, cuando empiece
a hervir añadiremos el arroz y la picada, mantendremos un fuego suave sin que
pare el chup-chup y a los quince <span style="mso-spacerun: yes;"> </span>minutos
de cocción añadiremos los mejillones con media concha y las almejas; por último
los langostinos y cigalas y unas tiras de pimiento morrón para decorar y<span style="mso-spacerun: yes;"> </span>en que pasen cinco minutos apagaremos el
fuego y dejaremos reposar<o:p></o:p></span></div>
<br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-18404208139379202602020-05-31T09:59:00.000-07:002020-05-31T10:00:05.061-07:00CLAFOUTIS DE CEREZAS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLFdr04eRsz7F0xLaZay4IUCy3RqS2uCxmETR5i_feDEtIgE2IYOUwwDVRRYIczT3Q7ZHh65VacbgzRIQPdnzQNKj7YXEgpGS0U_k39QJ48c2gBH48i4kY7odau_r2j3jThzzdmeLYVcw/s1600/IMG_20200530_213043.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLFdr04eRsz7F0xLaZay4IUCy3RqS2uCxmETR5i_feDEtIgE2IYOUwwDVRRYIczT3Q7ZHh65VacbgzRIQPdnzQNKj7YXEgpGS0U_k39QJ48c2gBH48i4kY7odau_r2j3jThzzdmeLYVcw/s320/IMG_20200530_213043.jpg" width="240" /></a></div>
<br />
<div class="MsoNormal">
<span style="font-size: 26.0pt;">Ingredientes:<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">500 gr. De cerezas<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">100 gr. De harina de arroz<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">1 sobre de royal<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">2 huevos grandes<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">100 gr. De azúcar<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">200 gr de nata<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">30 gr. De mantequilla<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">Elaboración:<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">Precalentar el horno a 180º<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">Deshuesar las Cerezas<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">Montar los huevos con el
azúcar.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">Añadir la nata<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">Mezclar la harina con la
levadura e incorporar a la mezcla anterior<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">Verter en el molde forrado de
papel de aluminio y añadir las cerezas deshuesadas y la mantequilla a trocitos.<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">Hornear a 180º durante 45´ o
50´<o:p></o:p></span></div>
<div class="MsoNormal">
<span style="font-size: 18.0pt;">Utilizar un molde de 22 cm x
3cm<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-896324013584393052018-04-30T10:18:00.002-07:002018-04-30T10:22:52.515-07:00PANETTONE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggME2FJZ5naY0-h3dioG1I8LHySocbdOQtQPO8nq05YR5hO8au5bOi7Vqo6njBqoo5KWwN7eB8YkqdGnUrv2PEj458M971UZabYkpV9myQ-Hhzm06X1d0LxK45HDFyt2Qd9lrbBBq8CJo/s1600/panettone+%25281%2529.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEggME2FJZ5naY0-h3dioG1I8LHySocbdOQtQPO8nq05YR5hO8au5bOi7Vqo6njBqoo5KWwN7eB8YkqdGnUrv2PEj458M971UZabYkpV9myQ-Hhzm06X1d0LxK45HDFyt2Qd9lrbBBq8CJo/s320/panettone+%25281%2529.JPG" width="320" /></a></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhboUrWv0srAxVBhfYZ5Y-Gxm3k8MAy_yqsCp4VCF9GdC6pgk9latJrpyvihELYJEerFam6oy_3cAq-TF01tou6SiLmjCcmuQm4fZEA6EwXsCM8XJPGvhhCohMUIsbSoTLEF3K_LcsjSCU/s1600/panettone+%25284%2529.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhboUrWv0srAxVBhfYZ5Y-Gxm3k8MAy_yqsCp4VCF9GdC6pgk9latJrpyvihELYJEerFam6oy_3cAq-TF01tou6SiLmjCcmuQm4fZEA6EwXsCM8XJPGvhhCohMUIsbSoTLEF3K_LcsjSCU/s320/panettone+%25284%2529.JPG" width="320" /></a></div>
<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="text-align: center;">
Con estas cantidades salen tres panettones de unos<span style="mso-spacerun: yes;"> </span>600 gr.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
INGREDIENTES DE LA PRIMERA MASA:<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
120 GR. de masa madre<o:p></o:p></div>
<div class="MsoNormal">
4 gr. de levadura<o:p></o:p></div>
<div class="MsoNormal">
126 gr. de azúcar<o:p></o:p></div>
<div class="MsoNormal">
200 ml de agua<o:p></o:p></div>
<div class="MsoNormal">
110 gr. de yema de huevo<o:p></o:p></div>
<div class="MsoNormal">
126 gr. de mantequilla<o:p></o:p></div>
<div class="MsoNormal">
400 gr. de harina<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
INGREDIENTES DE LA SEGUNDA MASA:<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
100 GR.<span style="mso-spacerun: yes;"> </span>De harina de
fuerza<o:p></o:p></div>
<div class="MsoNormal">
100 gr. de azúcar<o:p></o:p></div>
<div class="MsoNormal">
6 gr. de sal<o:p></o:p></div>
<div class="MsoNormal">
130 gr. de yemas de huevo<o:p></o:p></div>
<div class="MsoNormal">
150 gr. de mantequilla<o:p></o:p></div>
<div class="MsoNormal">
350 gr. de frutas escarchadas, pasas<o:p></o:p></div>
<div class="MsoNormal">
Ralladura de limón y naranja<o:p></o:p></div>
<div class="MsoNormal">
Cucharadita vainilla<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Elaboración:<o:p></o:p></div>
<div class="MsoNormal">
PRIMERA MASA<o:p></o:p></div>
<div class="MsoNormal">
Poner en la amasadora, la<span style="mso-spacerun: yes;">
</span>masa madre, la levadura, el azúcar y la mantequilla en pomada; cuando
este bien mezclado añadir las yema de huevo y continuar amasando hasta
conseguir una masa suave, no debe de durar más de veinte minutos este proceso.<o:p></o:p></div>
<div class="MsoNormal">
Dejar fermentar unas 10-12 horas a temperatura de 22 grados más
o menos hasta que la masa triplique su volumen.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
SEGUNDA MASA<o:p></o:p></div>
<div class="MsoNormal">
Añadir a la primera masa la harina y amasar unos 15 minutos,
y agregar lentamente el azúcar, después la mitad de la yema de huevo, la sal,
cuando este bien mezclado añadir la mantequilla y la fruta cortadita y seguir
amasando hasta que todas las frutas estén bien repartidas de manera uniforme,
dejar reposar una media hora y repartir en los tres moldes y dejar fermentar a
una temperatura de 28 grados durante unas siete horas.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="vertical-align: inherit;"><span style="vertical-align: inherit;">Hornear a 170º durante siete minutos y bajar a 160º</span></span><span style="mso-spacerun: yes;"> </span><span style="vertical-align: inherit;"><span style="vertical-align: inherit;">durante 30’, pinchar el molde con palos de
brocheta y girarlo (cabeza abajo) hasta que este frio</span></span><o:p></o:p></div>
<br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-74971702549592358842017-07-05T10:12:00.001-07:002017-07-05T10:13:14.329-07:00TARTA DE TRES CHOCOLATES CON FRUTOS ROJOS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCDvwaa9aWtJKwJWXUs7ip25M-ogHthnZEW8n_QbN1daFDwH4BI7FULKLxVabVnY-kAqIOcCMIz0Cd500sDOobG_aE8mkD3pWZU5yaGZLmhNs98SU9L-_dKW_Q8LIiGH6sliRfwFTOjH8/s1600/CIMG5193.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiCDvwaa9aWtJKwJWXUs7ip25M-ogHthnZEW8n_QbN1daFDwH4BI7FULKLxVabVnY-kAqIOcCMIz0Cd500sDOobG_aE8mkD3pWZU5yaGZLmhNs98SU9L-_dKW_Q8LIiGH6sliRfwFTOjH8/s320/CIMG5193.JPG" width="240" /></a></div>
<br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-39411013537432003872017-07-04T11:07:00.000-07:002017-07-07T10:37:59.989-07:00TAPAS DE BOLEA<div class="separator" style="clear: both; text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBc-MqKMT6MKrMZX1NUScHdUF0JRC90SF1gxzLxoOMOkz6MQbmlgO6w4pup4I800WgoIiS4O7JeRUA1MyrNEhwqAodpibAX9HBZPYqbcUFtxAhPW_ieIjFm1_XyanQQz9F4gv0pXdHOvg/s1600/IMG-20170618-WA0007.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgBc-MqKMT6MKrMZX1NUScHdUF0JRC90SF1gxzLxoOMOkz6MQbmlgO6w4pup4I800WgoIiS4O7JeRUA1MyrNEhwqAodpibAX9HBZPYqbcUFtxAhPW_ieIjFm1_XyanQQz9F4gv0pXdHOvg/s320/IMG-20170618-WA0007.jpg" width="240" /></a></div>
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<br />
<br /></div>
<div style="text-align: center;">
TOMATE CON BERBERECHOS</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
BONBON DE FOIE CROCANTI</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
ALCACHOFA CON BRANDADA DE BACALAO</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
AGUACATE CON SALMÓN Y QUIKOS</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
CEREZAS RELLENAS DE QUESO CON JAMÓN</div>
<div style="text-align: center;">
<br /></div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-87352327602727801922016-11-19T13:39:00.002-08:002016-11-19T13:39:48.614-08:00Seleccion de postres con sabor casero y tradicional<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: center;">
Panellest de membrillo, Empanadillas de cabello de angel, Coquitos, Naranja confitada con chocolate y las mas ricas Melitinas de manzana</div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-65141960073122262872016-11-19T13:32:00.000-08:002016-11-19T13:32:24.793-08:00Rosas de manzana para mi madre "85"<div class="separator" style="clear: both; text-align: center;">
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<div style="text-align: center;">
Finas rosas de manzana reineta colocadas en hojaldre, para celebrar sus 85 magníficos años</div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-2107710636809685852016-09-03T08:28:00.003-07:002016-09-03T08:28:29.580-07:00Espaguetis de calabacin y patata a la gallega<div class="separator" style="clear: both; text-align: center;">
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<br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-16376850428084419782016-09-03T07:54:00.001-07:002016-09-03T07:54:54.590-07:00Postres para la "Ronda de Boltaña"<div class="separator" style="clear: both; text-align: center;">
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<br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-28915529234767403922016-09-03T07:46:00.001-07:002016-09-03T07:46:26.133-07:00Melitina, para el almuerzo del dia 9 de Agosto del 2016<div class="separator" style="clear: both; text-align: center;">
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<span id="goog_1085491343"></span><span id="goog_1085491344"></span><br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-38336713720548435392016-09-02T11:14:00.001-07:002016-09-03T08:13:32.613-07:00Aceitunas rellenas de vermut con anchoas<div class="separator" style="clear: both; text-align: center;">
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<br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-21643106678174407132016-09-02T11:14:00.000-07:002016-09-03T08:08:06.536-07:00PAN DE SAN LORENZO SIN GLUTEN<div class="separator" style="clear: both; text-align: center;">
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<br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-58319319779567513342016-09-02T11:03:00.001-07:002018-11-19T08:43:19.787-08:00Ensalada texturizada<div class="separator" style="clear: both; text-align: center;">
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<br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-67864524859527734022015-06-05T01:34:00.000-07:002015-06-05T01:34:35.041-07:00CARBAYONESEsta receta Asturiana le he dado mi toque, resulta sencilla y muy agradable y viene muy bien para transportar ir de viaje, o simplemente para acompañar un buen cafe.<br />
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Ingredientes:<br />
Un huevo<br />
Dos yemas<br />
125 gr. de azúcar<br />
Ralladura de un limón<br />
125 gr. de harina de almendra<br />
40 gr. de vino moscatel<br />
Una lamina de hojaldre estirado<br />
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Elaboracion:<br />
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Mezclaremos todos los ingredientes con la ayuda de una varilla .<br />
Estiraremos un poquito mas el hojaldre para que nos quede una lamina finita y con la ayuda de un cortapastas cortaremos a la medida del molde circulos para encamisar los moldes que tengamos preparados, pincharemos con un tenedor el fondo de la tartaleta y rellenaremos con la mezcla anterior. Hornearemos a 180º durante 30' cubriremos con albal para que no se nos doren demasiado<br />
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<br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-26219130147955280192015-02-28T13:11:00.001-08:002015-02-28T13:26:21.727-08:00SALMORREJO DE BACALAO CON BROQUIL DE TALLOS<div align="center" class="MsoNormal" style="text-align: center;">
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SALMORREJO DE BACALAO CON BROQUIL DE TALLOS</div>
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INGREDIENTES:</div>
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100 gr. De miga de pan</div>
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2 huevos</div>
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2 dientes de ajo</div>
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Perejil</div>
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Una cucharadita de levadura royal</div>
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1 kg. Bróquil tallado</div>
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500 gr. De bacalao desalado</div>
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200 gr. Cebolla</div>
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100 gr. Puerro </div>
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2 dientes de ajo</div>
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100 ml de vino blanco</div>
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Una cucharada de harina</div>
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Aceite </div>
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ELABORACION:</div>
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En primer lugar haremos la tortilla falsa, remojaremos la
miga de pan con leche y escurriremos para mezclar con el huevo y la picada de
ajo y perejil y la cucharadita de royal y con la ayuda de una cuchara
formaremos las croquetas y freiremos en abundante aceite y reservaremos.</div>
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Una vez limpio y troceado el bróquil lo coceremos en olla exprés durante siete minutos, sacaremos el bróquil para conservar el color verde y reservaremos
el caldo.</div>
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Cortaremos en brumoise la cebolla y el puerro.</div>
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Freiremos el bacalao enharinado y reservaremos,
quitaremos un poco de aceite y sofreiremos la cebolla y el puerro, cuando este
transparente añadiremos la cucharada de harina, rehogaremos e incorporaremos el
vino blanco y cuando haya evaporado el alcohol añadiremos caldo de la cocción
del bróquil haciendo una salsita que rectificaremos de sal y añadiremos las
elaboraciones anteriores, dejando que de un hervorcito a fuego lento y estará
listo.</div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com2tag:blogger.com,1999:blog-8447898853401227908.post-62560058277564181702014-10-16T02:32:00.005-07:002014-10-16T02:34:26.613-07:00NATILLA CASERA<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglLwlVBE3CX1ckqsWtimB6eqD_NW3Yb6Wl8bL9QYFnDR14-w7fuR_kWm1BAHIOR_coMdOUKl_wsuPuruOYhlRoVfAJVMs8YrKuzMLWcuy9yaSD0Uk3O2wS8L-NHeZAZj_329wJCIY2AGk/s1600/P1010602.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglLwlVBE3CX1ckqsWtimB6eqD_NW3Yb6Wl8bL9QYFnDR14-w7fuR_kWm1BAHIOR_coMdOUKl_wsuPuruOYhlRoVfAJVMs8YrKuzMLWcuy9yaSD0Uk3O2wS8L-NHeZAZj_329wJCIY2AGk/s1600/P1010602.JPG" height="240" width="320" /></a></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b>NATILLA CASERA<o:p></o:p></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><br /></b></div>
<div align="center" class="MsoNormal" style="text-align: center;">
<b><br /></b></div>
<div class="MsoNormal">
Pensando en los estudiantes y solter@s, aquí va la receta de una natilla casera, con los
ingredientes mínimos para una ración, natural,
sin gluten y sin lactosa.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
INGREDIENTES:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
1 HUEVO</div>
<div class="MsoNormal">
83 ml DE LECHE SIN LACTOSA</div>
<div class="MsoNormal">
23 GR. DE AZUCAR</div>
<div class="MsoNormal">
UN TROCITO DE PIEL DE LIMON</div>
<div class="MsoNormal">
UNA PUNTICA DE CANELA
EN RAMA</div>
<div class="MsoNormal">
CANELA MOLIDA PARA ESPOLVOREAR</div>
<div class="MsoNormal">
1 GALLETA MARIA</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
ELABORACION:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Infusionaremos la leche con la piel de limón y la puntica de
canela en rama.</div>
<div class="MsoNormal">
Disolveremos el
azúcar con los huevos batiendo enérgicamente.</div>
<div class="MsoNormal">
Colocaremos el recipiente de los huevos y azúcar al baño
maría y añadiremos la leche infusionada
y colada, batiendo con la ayuda de una varilla de manera continua hasta
que espese y serviremos en el bol elegido para tomarla, colocaremos la gallea
maría y espolvorearemos con la canela molida y reservaremos en el frigorífico
hasta la hora que la vayamos a tomar.</div>
<br />
<div class="MsoNormal">
En caso de tener invitados solo tenéis que multiplicar por
el número de comensales ya que con estas cantidades solo sale una ración</div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com1tag:blogger.com,1999:blog-8447898853401227908.post-32511062816778272282014-09-21T11:18:00.000-07:002014-09-21T11:18:28.175-07:00TARTA DE QUESO CON QUESITOS<div style="text-align: center;">
TARTA DE QUESO CON QUESITOS</div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6PGMijGnchDpQNJmZwMnPmhfVtEXaAOax42El1L1cR7WgpVitxQLdN5Nti0vp7bx6O1wAQLTxKVEgR9cusBLvKVmO0u4mFPnzLul2bxBwoNUCGxjA-j25zk7asFadByIpao0c0m-GxUU/s1600/P9130486.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg6PGMijGnchDpQNJmZwMnPmhfVtEXaAOax42El1L1cR7WgpVitxQLdN5Nti0vp7bx6O1wAQLTxKVEgR9cusBLvKVmO0u4mFPnzLul2bxBwoNUCGxjA-j25zk7asFadByIpao0c0m-GxUU/s1600/P9130486.JPG" height="240" width="320" /></a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
INGREDIENTES.</div>
<div class="MsoNormal">
3 huevos</div>
<div class="MsoNormal">
4 quesitos</div>
<div class="MsoNormal">
2 yogures naturales</div>
<div class="MsoNormal">
200 gr. Nata liquida</div>
<div class="MsoNormal">
125 gr. Azúcar </div>
<div class="MsoNormal">
80 gr. Harina </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
ELABORACION:</div>
<div class="MsoNormal">
Separar las yemas de las claras</div>
<div class="MsoNormal">
Montar las claras a
punto de nieve y reservar</div>
<div class="MsoNormal">
Mezclar las yemas con los quesitos hasta obtener na masa
fina y homogénea, añadir el azúcar, los yogures y la nata, una vez bien mezclado
añadir la harina y por ultimo y de manera envolvente incorporar las claras a
punto de nieve.</div>
<div style="text-align: center;">
</div>
<div class="MsoNormal">
Hornear a 160º durante 40’</div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com2tag:blogger.com,1999:blog-8447898853401227908.post-78449856658763863652014-09-21T10:58:00.002-07:002014-09-21T10:58:48.757-07:00FRITADA DE MENUDILLOS DE CORDERO (FREXINATE)<br />
<br />
<div class="MsoNormal" style="text-align: center;">
FRITADA DE MENUDILLOS DE CORDERO (FREXINATE)</div>
<div class="MsoNormal">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1a48ziOjranaFsx4XF4WCTCURIyK35q_jlZ9aGneETxFhjcv3HYPhafgYBVDOOMfRw85tt5Uxv8YBkwOsiGg-99ynwldK4qDoV9a6IwMHQOixERrZ8vmRji4XmSZCvj8vDRktd25BXVs/s1600/IMG-20140919-WA0007.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1a48ziOjranaFsx4XF4WCTCURIyK35q_jlZ9aGneETxFhjcv3HYPhafgYBVDOOMfRw85tt5Uxv8YBkwOsiGg-99ynwldK4qDoV9a6IwMHQOixERrZ8vmRji4XmSZCvj8vDRktd25BXVs/s1600/IMG-20140919-WA0007.jpg" height="320" width="240" /></a></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
INGREDIENTES:</div>
<div class="MsoNormal">
Sangre de cordero</div>
<div class="MsoNormal">
Un asadura (Pulmón y corazón)</div>
<div class="MsoNormal">
Manitas de cordero</div>
<div class="MsoNormal">
Cabeza de cordero</div>
<div class="MsoNormal">
1 cucharada sopera de harina</div>
<div class="MsoNormal">
½ cucharada de canela
en polvo</div>
<div class="MsoNormal">
3 dientes de ajo</div>
<div class="MsoNormal">
Perejil</div>
<div class="MsoNormal">
50 gr. De almendras tostadas sin piel</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
ELABORACIÓN:</div>
<div class="MsoNormal">
Una vez cuajada la sangre, partir en cuatro mediante una
cruz.</div>
<div class="MsoNormal">
Poner a hervir agua con un poco de sal y un chorrito de
aceite e introducir la sangre, dejando cocer
hasta que el interior quede de aspecto oscuro y reservar.</div>
<div class="MsoNormal">
En otra cazuela ponemos la asadura, la cabeza y las manitas
con una cucharada de sal y cubrimos de agua, en olla exprés coceremos durante
30’.</div>
<div class="MsoNormal">
Reservaremos el caldo de cocción y cuando los ingredientes
estén templados deshuesaremos las
manitas y cabeza y trocearemos junto con la sangre y la asadura, reservando.</div>
<div class="MsoNormal">
En una sartén honda
pondremos el aceite y cuando esté caliente añadiremos una cucharada sopera de
harina y rehogaremos, incorporaremos una cucharadita de canela en polvo y un
poquito de pimienta negra molida y verteremos
todo el conjunto troceado y cubriremos con el caldo de cocción.</div>
<br />
<div class="MsoNormal">
Por último elaboraremos una picada con tres dientes de ajo,
perejil y un puñadito de almendras
tostadas sin piel y añadiremos al guiso dejando que de un hervorcito, rectificando
de sal si fuera preciso</div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-4471882251784169742014-09-21T10:54:00.000-07:002014-09-21T10:54:03.502-07:00BUÑUELOS DE SESOS DE CORDERO<div style="text-align: center;">
BUÑUELOS DE SESOS DE CORDERO</div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiElKHHhrcPeNY5EawB34pBw-o5v0K0cKU36NkR8v8mir_GekH0rb5ZvxnEeCRTDEZaMj-U4TsoMavvsYFNzT1qysVhAZTSWZTZbNYE7VJcTHhN8veiODrKXgLlpD1yJdAgt5WDBeFPDdI/s1600/IMG_20140919_211237.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiElKHHhrcPeNY5EawB34pBw-o5v0K0cKU36NkR8v8mir_GekH0rb5ZvxnEeCRTDEZaMj-U4TsoMavvsYFNzT1qysVhAZTSWZTZbNYE7VJcTHhN8veiODrKXgLlpD1yJdAgt5WDBeFPDdI/s1600/IMG_20140919_211237.jpg" height="320" width="240" /></a></div>
<div style="text-align: center;">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Ingredientes:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Los sesos de una cabeza de cordero</div>
<div class="MsoNormal">
1 huevo</div>
<div class="MsoNormal">
30 ml de leche</div>
<div class="MsoNormal">
½ cucharada de
levadura royal</div>
<div class="MsoNormal">
C/s de harina</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Elaboración:</div>
<div style="text-align: center;">
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Se hierven los sesos en agua con sal durante 5’ y se
escurren, batimos el huevo como para tortilla, añadiendo la leche, la levadura
y los sesos chafados; incorporamos harina hasta conseguir una mezcla óptima
para freír, ayudándonos de una cuchara</div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-30575338048076358022014-09-04T11:53:00.000-07:002014-09-04T11:54:13.196-07:00BODA EN LA HUERTA<div class="MsoNormal">
Ya se han pasado las
vacaciones y en los últimos días hemos
repasado fotos con las hijas y
aparecieron estas y me ha parecido interesante compartirlas con
vosotros pues este cuento me ayudó a
introducir nuevos sabores cuando las chicas eran pequeñas; hoy día son unas mujeres que les gusta probar
sabores y elaboraciones nuevas, disfrutando en todo momento y sin pereza de
elaborarlas para sus amigas y amigos.</div>
<div class="MsoNormal">
Una buena manera de iniciar a los niños con las verduras es
jugar con ellas y este cuento nos ayudó
mucho. </div>
<br />
<div class="MsoNormal">
Jugando y disfrazándolas, podemos hablar de su uso y
aprovechamiento, también la combinación entre ellas e incluso diseñar platos
nuevos y elaboraciones divertidas, aprovechándonos de su variedad de colores.</div>
<div class="separator" style="clear: both; text-align: center;">
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<div class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: center;">
<br /></div>
<div class="MsoNormal" style="text-align: center;">
Buenos recuerdos y grandes sensaciones y todo muy fructífero por sus resultados</div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com1tag:blogger.com,1999:blog-8447898853401227908.post-65120496946116619442014-08-30T03:03:00.000-07:002014-08-30T03:05:15.493-07:00PASTEL DE PESCADO<div style="text-align: center;">
Pastel de pescado</div>
<div style="text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6JzA_zmNkbTkxk8Pj5L-F6FtyGRD9UHab_vwkrYXEPPMFQCw_3UlRJbO_kmD0ELlHqkkE8tinicfIkNRYJqD6AXkiYK1qH-YWbecEs_njm8GGCVecMc8LlIBYx2ArEW5XbWRbZOFBbbQ/s1600/pastel+de+pescado2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi6JzA_zmNkbTkxk8Pj5L-F6FtyGRD9UHab_vwkrYXEPPMFQCw_3UlRJbO_kmD0ELlHqkkE8tinicfIkNRYJqD6AXkiYK1qH-YWbecEs_njm8GGCVecMc8LlIBYx2ArEW5XbWRbZOFBbbQ/s1600/pastel+de+pescado2.JPG" height="190" width="320" /></a></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: left;">
INGREDIENTES:(para 8 personas)</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
1/2 kg. Merluza sin piel</div>
<div style="text-align: left;">
150 gr. de Palitos de mar</div>
<div style="text-align: left;">
150 gr. Gambas peladas</div>
<div style="text-align: left;">
4 Pimientos del piquillo</div>
<div style="text-align: left;">
100 gr. Tomate frito</div>
<div style="text-align: left;">
250 gr. Nata liquida</div>
<div style="text-align: left;">
5 Huevos</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
ELABORACIÓN:</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
Coceremos la Merluza y las Gambas en un caldo corto, desmenuzaremos la merluza y picaremos las gambas y palitos, reservaremos y mientras tanto mezclaremos el resto de ingredientes y lo juntaremos todo, lo salpimentaremos y rectificaremos antes de verter en un molde de aluminio , de 1 1/2 l., previamente forrado con papel film (para que nos sirva para celiacos) o encamisado con mantequilla y pan rallado, taparemos con papel de aluminio y coceremos a baño maría en el horno a 200º durante una hora y cuarto aproximadamente.</div>
<div style="text-align: left;">
<br /></div>
<div style="text-align: left;">
<br /></div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-42689531751148885912014-06-20T13:57:00.000-07:002014-06-20T13:58:26.071-07:00MIGAS A LA PASTORA<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<br /></div>
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MIGAS A LA PASTORA</div>
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INGREDIENTES:<o:p></o:p></div>
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(para una persona)</div>
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30 gr. Sebo de
cordero<o:p></o:p></div>
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30 gr. Tocino
ibérico<o:p></o:p></div>
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60 gr. Patata<o:p></o:p></div>
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6 gr. Ajo<o:p></o:p></div>
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1 Huevo <o:p></o:p></div>
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60 gr. Migas de Pan<o:p></o:p></div>
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45 gr. Aceite<o:p></o:p></div>
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ELABORACION:<o:p></o:p></div>
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Cortaremos las migas de un pan del día anterior lo más finas
posibles, humedeceremos con agua y cubriremos con un paño.<o:p></o:p></div>
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Trocearemos finamente el sebo y tocino ibérico.<o:p></o:p></div>
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Pelaremos y cortaremos la patata a cuadraditos pequeños.<o:p></o:p></div>
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Picaremos el ajo muy menudo.<o:p></o:p></div>
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Calentaremos el aceite y derretiremos el sebo y tocino ibérico
pochando la patata a fuego suave para que quede blandita; incorporaremos el pan
y el ajo rehogando y dando vueltas sin parar para que no se nos agarren en la
sartén, hasta que nos queden sueltas y
doraditas.<o:p></o:p></div>
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Por ultimo freiremos un huevo, colocándolo encima de cada
ración<o:p></o:p></div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com3tag:blogger.com,1999:blog-8447898853401227908.post-37026011519195492292014-06-20T13:37:00.001-07:002014-06-20T13:37:44.357-07:00ENSALADA DE JUDIAS BLANCAS<div style="text-align: center;">
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ENSALADA DE JUDIAS BLANCAS</div>
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INGREDIENTES:<o:p></o:p></div>
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(PARA UNA PERSONA)<o:p></o:p></div>
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56 gr. Judías blancas cocidas<o:p></o:p></div>
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50 gr. Tomate a cuadraditos<o:p></o:p></div>
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30 gr. Pepino limpio<o:p></o:p></div>
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15 gr. Pimiento rojo<o:p></o:p></div>
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15 gr. Pimiento verde<o:p></o:p></div>
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20 gr. Cebolleta tierna<o:p></o:p></div>
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Huevo duro<o:p></o:p></div>
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30 gr. Atún en aceite<o:p></o:p></div>
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15 gr. Olivas negras<o:p></o:p></div>
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ELABORACION:<o:p></o:p></div>
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Lavaremos y pelaremos las verduras troceándolas a
cuadraditos, coceremos el huevo durante 10’ desde que empiece a hervir el agua.<o:p></o:p></div>
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Emplearemos de las judías que ya vienen cocidas al natural,
lavaremos y escurriremos.<o:p></o:p></div>
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Mezclaremos todo el conjunto y alinearemos con aceite de oliva y sal<o:p></o:p></div>
albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-9864749988372262042014-06-17T11:50:00.000-07:002014-06-17T11:50:18.286-07:00GIGOT DE TERNERA<br />
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GIGOT DE TERNERA</div>
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Esta receta no la he hecho yo, sino mi Amigo Antonio que es un artista con todo lo que toca y en especial la madera pero siguiendo mis instrucciones, consiguió un resultado fabuloso y solo me dejo trinchar para comer esta delicia</div>
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<br />
INGREDIENTES:<br />
(Para 16 personas)<br />
2 jarretes de ternera<br />
4 cebollas medianas<br />
2 cabezas de ajos<br />
4 zanahorias<br />
1 puerro grande<br />
4 tomates maduros<br />
250 ml vino tinto<br />
50 ml coñac<br />
laurel, tomillo y pimienta negra<br />
1kg de champiñones<br />
8 patatas medianas<br />
sal<br />
perejil<br />
<br />
Elaboración:<br />
Primeramente limpiaremos las verduras y trocearemos, repartiremos en tres partes.<br />
Sazonaremos los jarretes y bridaremos para sujetar la carne al hueso durante su cocción e introduciremos en sendas bolsas de hornear incorporando la parte de verduras correspondiente y dejaremos en la bolsa cerrada hasta el día siguiente en la nevera.<br />
Con los huesos que nos de el carnicero sobrantes de prepararnos el jarrete para que nos quepa en el horno, los doraremos y cuando hayan cogido un buen color tostado añadiremos las verduras restantes y rehogaremos, añadiremos el vino tinto y el coñac y cuando haya evaporado el alcohol añadiremos agua hasta cubrir el guiso dejando cocer en olla expres durante una hora a fuego medio, retiraremos los huesos y pasaremos el resto por el pasapure reservando.<br />
Al día siguiente sacaremos los jarretes preparados en las bolsas de la nevera para que se atempere antes de meterlo en el horno a 90º y lo tendremos durante 12 horas por eso yo recomiendo hacerlo por la noche, es una cocción a baja temperatura que hace que no se rompa la estructura de la carne y conserve sus jugos y sabores.<br />
Retiraremos las bolsas de plástico y el bramante y con las verduras las pasaremos por el pasapures, junto con todo el jugo que haya sacado y mezclaremos con la salsa que habíamos hecho anteriormente para utilizarla en la fase final del guiso.<br />
Mientras tanto asaremos las patatas y saltearemos los champiñones para guarnición de la carne.<br />
Precalentaremos el horno a 220º e introduciremos los jarretes regando con la salsa cada diez minutos para que se doren y haga un poco de costra durante media horaalbertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com0tag:blogger.com,1999:blog-8447898853401227908.post-13625804602187536672014-06-17T09:52:00.000-07:002014-06-17T09:52:10.819-07:00SOPA DE CHOCOLATE BLANCO<div class="separator" style="clear: both; text-align: center;">
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SOPA DE CHOCOLATE BLANCO</div>
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Ingredientes:</div>
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(Para una persona)</div>
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27 gr. de cobertura de chocolate blanco</div>
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67 gr. nata liquida</div>
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50 gr. yogurt natural</div>
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37 gr. mermelada de frambuesa</div>
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c/s de frutos rojos</div>
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Elaboración:</div>
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Poner a calentar la nata y cuando este a punto de hervir añadir la cobertura y apartar del fuego, mezclar enérgicamente y añadir el yogurt, dejar reposar 24 horas, colocar en el fondo del vaso la mermelada de frambuesa, e incorporar la sopa de chocolate y añadir los frutos rojos </div>
<br />albertohttp://www.blogger.com/profile/14254639778405851803noreply@blogger.com1