tag:blogger.com,1999:blog-53332222828333512672024-03-18T10:21:05.967-07:00Magyar ízek tárházaHazai ételek - külföldi alapanyagokbólgionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.comBlogger282125tag:blogger.com,1999:blog-5333222282833351267.post-41216551658944584592020-05-11T21:42:00.000-07:002020-05-11T21:42:05.804-07:00Így dolgozik a házilag szárított élesztőTöbben érdeklődtetek, hogy valójában működik e a házilag szárított élesztő.<br />
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Az alábbi linken nézhetitek meg a módszert.<br />
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<a href="https://gionetta.blogspot.com/2012/07/szaritott-eleszto-hazilag.html" target="_blank"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh02-0CkmUR8yEvOYIn9Tgxmo4FoZ5cJxmNckfVsr8wwnHhmqVENZc-bsoi32dht6uaKAYSCyK8t60a48kpOJWy1l1kn9meV6iitGlyTnwcpKg91PBYXAlxKUbtJpa0wTXmA3HswCh3cKBT/s320/Sz%C3%A1r%C3%ADtott+%C3%A9leszt%C5%91+(4).JPG" width="320" /> Élesztő szárítása otthon </a> <br />
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<iframe width="320" height="266" class="YOUTUBE-iframe-video" data-thumbnail-src="https://i.ytimg.com/vi/iBPWESVrSyE/0.jpg" src="https://www.youtube.com/embed/iBPWESVrSyE?feature=player_embedded" frameborder="0" allowfullscreen></iframe> Mivel a nagy élesztőmizéria miatt szárítottam élesztőt, a karanténoktatás alatt pedig kiagyaltuk a kollégákkal, hogyan lehet otthon videót készíteni, így erről is forgattam egyet.<br />
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Sok sikert az otthoni kíserletezéshez! gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com2tag:blogger.com,1999:blog-5333222282833351267.post-88196792530636243482020-03-25T14:25:00.000-07:002020-03-25T14:25:23.836-07:00Korona- napló 3.Úgy bevackoltuk mi itthon magunkat, hogy csak na. Utoljára akkor voltunk ennyit együtt Nagyfiúval. amikor még nem volt óvodás. Bár ez az együttlét megint csak relatív. A délelőttöket nagyjából egyedül töltöm. A gyerekem olyan sokáig alszik, mint amiről ovis korában hétvégenként álmodoztunk. Ezt is csak meg kellett élni. :-D Most meg élvezni. Így nagyjából tudok dolgozni, már amikor a hasam ezt engedni huzamosabb ideig. Ma éppen engedte.<br />
Egy csomó dolgot elrendeztem a jövő hétre, hogy a tanulóim nehogy unatkozzanak. Igyekszem a feladatokat úgy alakítani, hogy a megszokott módon, ahogy a suliban is tanulunk, tudják elvégezni a őket. A szülőknek pedig nem kelljen sokat otthon nyomtatniuk.<br />
Érdekes ez a homeschooling erről az oldalról is, nem csak a szülőiről. Jó, most mindkettőbe van bepillantásom. De nagyfiú teljesen automatára van kapcsolva, önállóan intézi a dolgait, én meg csak aláírom a Corona Naplóját. Ebben nekem nagy szerencsém van, nem kell noszogatni, sosem kellett. Egyedül tanul, tudja, mit kell csinálni, hogyan és mikorra. Van becsvágya, főleg abban, ami még érdekli is.<br />
Viszont a szülők igen szép számba jelezték már vissza, hogy ők aztán nem csinálnák ezt. Nekik ez így bőven sok. Otthon tanulni a gyerekkel, meg még dolgozni is. És nekik csak 1-2 van otthon. Bezzeg a suliban 26- 30. És mindegyikre figyelni kell. Lassan belátják talán sokan, tisztelet a kivételnek. hogy tanárnak lenni, igen is szakma. Az a sok szünet nem pótolja a tanévben "elszenvedett károkat".<br />
Ami a munkám legnagyobb elismerését jelenti ebben a nem mindennapi időben: Többen is úgy nyilatkoztak, hogy amit én eddig visszajeleztem a gyermekükkel kapcsolatban, az bizony megállja a helyét. Igazam volt, amikor ezt vagy azt javasoltam. És ha ennek vége van, akkor szeretnék, hogy a végére járjunk dolgoknak. Szóval, azt hiszem nem kell a következő osztályomnál a szülők bizalmáért ennyit harcolnom, tennem, mint a mostaninál.<br />
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Friss ebéd a gyereknek, frissen főtt vacsora a dolgozó embernek. Sütemény, friss péksütemény hétköznapokon. Nagymosás hétközben. A végén még a nagytakarításhoz is kedvet kapok. Pedig, aki ismer tudja, hogy mindennél jobban utálok takarítani. Nem véletlen szereztem egy takarítónőt magamnak. ;-) Csak nehogy nagyon hozzászokjak ehhez a jóléthez.<br />
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Viszont van, ami bennem is negatív érzés, aminek megpróbálok nem nagyon utat engedni. De ignorálni akkor sem tudom. Legfeljebb megpróbálom jó irányba terelni.<br />
Mivel a műtét miatt nem edzhetek, gyalogolni is csak keveset tudok, hiányzik a mozgás. Ebből adódik, hogy némi hízással kell számolnom. Ezt most jó lélekkel el kell fogadnom. Mert sajnos vannak finom ételek, amiknek nem akarok most néha ellenállni. Pedig tudom, ha akarnám, menne. Csak most jó olykor gyengének lenni. Elég egy perfekt nap egy héten a fájdalmak, a sok tenni való, a lelki tusák mellett. Remélem jövő héten hátha kettő lesz. Mert ugye, ha nyitva lennének a fitneszstúdiók, akkor a szívem fájna, mert még 6 hétig nem edzhetek. Így meg ugye, nem olyan nehéz. ha meg egészséges lennék, akkor új utakat kerestem volna az edzés terén. Tehát a jelen helyzetben is ezt kell tennem, amit lehet a teljes terhelésig is a has megerőltetése nélkül végezni. MEg yalogolok szorgalmasan, hogy hamarosan tudjam újra teljesíteni a 10.000 lépést.<br />
Szóval van tenni való szép számmal. Meg ügyelni az étkezésre, mit és mikor. Ja, és van egy rakás javítanivalóm. :-p<br />
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Holnap jövök egy jó recepttel. gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com2tag:blogger.com,1999:blog-5333222282833351267.post-44713695332078845902020-03-23T03:19:00.002-07:002020-03-23T03:19:39.222-07:00Nugátkrémes csokoládés tortaszelet.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC0vXBQDfJM4Thq6LIDBIFXHMZ8ciMLd7wYugl4fU0s9Gc32aw4_xaKJCiE0b0VHP4Q8AKZFu2Vm62USLLvVcZCy6Dq-5vrBeE6odigvyxJVnNfG7CZjZ2b_tMLVJpf7mZvrHNxIBArssN/s1600/IMG_20200321_145253.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1201" data-original-width="1600" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjC0vXBQDfJM4Thq6LIDBIFXHMZ8ciMLd7wYugl4fU0s9Gc32aw4_xaKJCiE0b0VHP4Q8AKZFu2Vm62USLLvVcZCy6Dq-5vrBeE6odigvyxJVnNfG7CZjZ2b_tMLVJpf7mZvrHNxIBArssN/s640/IMG_20200321_145253.jpg" width="640" /></a></div>
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A hétvégén volt a születésnapom, amit a karantén és gyenge állapotom ellenére is szerettem volna mindenféleképpen megünnepelni. Persze csak kis családi körben, a házban lakó családtagokkal. Azaz anyósom jött fel hozzánk szombaton kávéra. Vasárnap azért rittyentettem egy kis ünnepi ebédet. Bár ne tettem volna. Utána annyira fájt a műtét helye a hasamban/on!<br />
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No, de a torta megérte. Nagyon finom lett. Még anyósom is megdícsérte! ;-)<br />
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Aki személyesen ismer, az tudja, hogy az elmúlt majd egy évben nagyon nagy vátozáson mentem át. A sport beépült a mindennapjaimba. Nagyon jó stresszoldás, amire nagy nagy szükségem volt/ van a mostani osztályom mellett. Nem eszem cukrot, lisztet, hagyományos pékárut, tésztát csak nagyon elvétve. Alkoholt egyáltalán nem iszom. Ennek folyománya képpen lefogytam több, mint 30 kilót. Eddig! De még nem vagyok a célomnál.<br />
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Viszont néha, amikor nagyon megkívánom, megengedek magamnak némi finomságot. Így voltam a vajkrémes tortával. Február vége óta rám- rám tört a tortaehetnék. De nem találtam a péknél soha olyat, amilyenre vágytam. Volt túró, tejszínes, gyümölcsös, de soha nem az az igazi vajkrémes. Már amikor arra jártam, mert megkívántam. Nem vettem semmit.<br />
Arra az elhatározásra jutottam, hogy akkor nekem kell megsütnöm magamnak. Kutakodtam a neten és találtam a Youtube- on egy idős cukrászt, aki nagyon jó hagyományos recepteket készít és tesz fel. Németül. Belinkelem ide az oldalt, hát segít a fordító: <a href="https://www.youtube.com/channel/UC2PQzf6ah331hzc8dI4jaXg" target="_blank">Emilio Romani. </a><br />
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Összeházasatottam két receptjét, kialakítottam a magam Nugátos csokitortáját és most megosztom veletek. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEd2x6G7rs7AJCYmeGJsSac2WHsDQfRSyLxqMX2dfp__STZUWWyN1fpiyJ4pwb0UzPVFS-2goB8T4eLZ57kcAIQlFQTOLfEvQ4C-lMEJ6coNV8J8KAJTbHGL9Rws5NimK8OEZ0C-OGL9QI/s1600/IMG_20200321_145240.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" data-original-height="1201" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEd2x6G7rs7AJCYmeGJsSac2WHsDQfRSyLxqMX2dfp__STZUWWyN1fpiyJ4pwb0UzPVFS-2goB8T4eLZ57kcAIQlFQTOLfEvQ4C-lMEJ6coNV8J8KAJTbHGL9Rws5NimK8OEZ0C-OGL9QI/s400/IMG_20200321_145240.jpg" width="400" /></a><b><u>Hozzávalók:</u></b><br />
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<i><b>Piskóta</b>:</i><br />
<ul>
<li>6 db tojás</li>
<li>1 tk vaníliás cukor</li>
<li>75 g cukor</li>
<li>60 g liszt</li>
<li>30 g kakaópor</li>
<li>15 g keményítő </li>
<li>1 tk sütőpor (opcionális, az eredeti rceptben nincs, de nem árt bele) </li>
</ul>
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<i><b>Francia vajkrém</b>:</i><br />
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<li>3 db tojás</li>
<li>125 g cukor</li>
<li>300 g vaj</li>
<li>100 g étcsokoládé</li>
<li>1 csipet só</li>
<li>150 g nugát </li>
</ul>
200 g tortabevonó a tetejére<br />
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Elkészítése:<br />
<ol>
<li>A piskótához a száraz anyagokat alaposan összekeverjük. </li>
<li>A tojásokat a cukorral legalább 10 percig nagyon fehérre és habosra keverjük, a legegyszerűbben robotgép segítségével.</li>
<li>Óvatosan belekeverjük a száraz összetevőket. </li>
<li>Sütőpapírral bélelt nagy gáztepsibe símítjuk a piskótát és 160C fokon, légkeveréssel/ 180C fokon alsó felső sütéssel/ 3-4 fokozaton, gázsütőnél 15 perc alatt készre sütjük. </li>
<li>Amikor elkészült lisztezett deszkára borítjuk, a sütőpapírt lehúzzuk róla és teljesen kihűtjük. </li>
</ol>
<ol>
<li>A krémhez a csokoládét és a nugátot megolvasztjuk és szinte hidegre hűtjük, hogy a vajat ne olvassza meg, amikor hozzákeverjük. </li>
<li>A vajat a csipet sóval nagyon habosra kikeverjük. </li>
<li>A tojások sárgáját a cukorral, vaníliás cukorral gőz felett habosra keverjük, amíg a cukor el nem olvasd benne és a 82- 85C fokot el nem éri a szalmonella elkerülése végett. Nekem csak olyan 75C fok sikerült. ;-) Ezrobotgéppel a legegyszerűbb. A gőzről levéve tovább keverjük kihülésig. </li>
<li>A vajat kicsit fellazítjuk, hozzákeverjük a hideg, de még folyékony csokit és nugátot, majd kisebb adagokban a tojásos krémet. Így egy laza francia nugátos krémet kapunk. </li>
</ol>
<b><i>A torta összaállítása: </i></b><br />
<ol>
<li>A piskótalapot keresztben három egyenlő részre osztjuk. Cukorsziruppal (víz, cukor 1:1 arányában felfőzni, kihűteni) meglocsolhatjuk.</li>
<li>Az első lapot tálcára fektetjük, a krém negyedével megkenjük. </li>
<li>Erre kerül a második lap. Ez is bevonjuk egynegyed krémmel. </li>
<li>A harmadik, legszebb lapot ráfektetjük a tortánkra, de ezt már csak vékonyan kenjük meg krémmel. </li>
<li>A torta oldalát is bevonjuk vékony krémréteggel és 3 órárra hütőbe tesszük.</li>
<li>Felolvasztjuk a tortabevonót egy evőkanál olajjal és a hideg tortát, amikor a csokoládé már kihűlt, vékonyan bevonjuk. </li>
<li>A megszilárdult csokoládén kb 3 cm széles szeleteket jelölünk és ezek közepére a maradék krémmel rozettákat nyomunk egy csillagcsőrös zsákból.</li>
</ol>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8XzkoFXapMjZ6HVuu1w1L3KLMbLfuTpQnWyV8EJVR_NeJZXo-RQvWulOB2rrad5r0NRSlnPZPp5TT5kzlc8322aI4GaezrbtcmgaEA0C3ooth51mSt3JdvtS3WpA1sgF7pM9cPh8BLLj8/s1600/IMG_20200321_145229.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1201" data-original-width="1600" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8XzkoFXapMjZ6HVuu1w1L3KLMbLfuTpQnWyV8EJVR_NeJZXo-RQvWulOB2rrad5r0NRSlnPZPp5TT5kzlc8322aI4GaezrbtcmgaEA0C3ooth51mSt3JdvtS3WpA1sgF7pM9cPh8BLLj8/s400/IMG_20200321_145229.jpg" width="400" /></a></div>
<br />gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com8tag:blogger.com,1999:blog-5333222282833351267.post-56996228322920721662020-03-22T01:21:00.003-07:002020-03-22T01:21:41.484-07:00Korona- napló 2.Esküszöm akartam korábban írni! Kisdobos becsszó! ;-)<br />
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No, de oka van annak, hogy nem. Persze... Mint mindennek. De nem a lustaság.<br />
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Igen, itthon vagyok. Mert a tanárok otthon vannak Németországban is. Nincs iskola. <br />
Nincs mese, otthonról kell(ene) készülni. De én betegállományban vagyok. Ugyanis másfél hete megműtüttek sérvvel. Hogy ez hogyan alakult ki, nem tudom. Nőknél állítólag nagyon ritkán létezik. Hát nekem ez is sikerült. Meg egy lyuk a császármetszés helyén. Szóval most lábadozok és közben megpróbálom a már előzőleg előkészített anyagokkal ellátni a gyerekeket.<br />
Hallom otthonról, hogy milyen anomáliák vannak. Hogy senki nem tud semmi biztosat. Az egyik igazgató, mint a miénk, csak annyit kér, hogy alsóban a fő tantárgyakkal legyenek a gyerekek ellátva. Felsőben legyen persze más is, de készségtárgyak nem kellenek. Van a szülőknek elég baja, ne terheljük még mi is (túl) őket.<br />
Viszont fokozottan ügyeljünk a vizsgázó évfolyamokra, hogy ők a vizsgtárgyakkal jól haladjanak. Azután vannak a versenyistállók, ahol a gyereknek online hangszerórája is van és a testnevelés órát videón el kell küldeni a tanárnak.<br />
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Szemlélődöm:<br />
Közben arra gondolok, az általam választott középút ebben a szokatlan helyzetben nem is olyan rossz. Lásd fent: alsótagozat. Az elvégzendő feladatok nem nehezek. Csupa ismétlés. Persze, kell egy kis rábeszélés, hogy nekifogjon a gyerek. de aztán megcsinálja. Írják a szülők. Próbáljuk összehangolni az osztályokat, hogy együtt haladjanak. Kitalálunk érdekes feladatokat, videót készítünk (mondjuk én kevésbé, nem akarok belefolyni, de támogatom a kollégát anyagokkal :-) ) Internetes feladatokat ajánlunk.<br />
Látom, hogyan változik meg a kamasz gyerekem ebben a szituációban. Mennyire igyekszik nem tüskés lenni, a maga módján segíteni átvészelni a bezártságot. Sok humorral fűszerezi a dolgokat. És nem morog, ha segítenie kell cipekedni, mert még nem emelhetek. <br />
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Közben hallgatom:<br />
Ahogy környezetemben lévő szülők, akik otthonról dolgoznak, mesélnek. Az egyik gyerek szinte önállóan teszi a dolgát, a másikat meg noszogatni kell.<br />
Apa ugyan "homöfic"-ben van az emeleten, az egyik gyerekszobában. De akár otthon se lenne, mert az egyik fülén a telefon lóg, és egész nap többet dolgozik, mint az irodában. Ugyanis az eddig utazásra fordított időt is munkával tölti. De nem tehet mást.<br />
Ahogy sokan retegnek, mert a megszokott életüket ez a mostani helyzet teljesen felfordította. És nem látnak a jövőbe, mi is fog jönni. De fogódzójuk sincs, ami biztonságot adna nekik. A lelki békéjük teljesen felborult és a kétségbeesés még mélyebre taszítja őket. <br />
Ahogy sokan fittyet hánynak a felhívásokra, nem maradnak otthon. Kávéházba járnak, csoportosan összejönnek és ezzel kitesznek egy csomó embert a veszélynek.<br />
Közen megértem, akik nem akarnak velünk találkozni. Majd, ha minden lecsengett, bepótoljuk. Tudom, így lesz. Most inkább csak hangban, írásban tartjuk a kapcsolatot. Az is több, mint a semmi!<br />
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Gondolkodom:<br />
Vajon miért ennyire egoisták az emberek? Miért csak magukra gondolnak? Miért nem tudnak összefogni? Hol a bizalom? Hol marad hit? Miért?gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com2tag:blogger.com,1999:blog-5333222282833351267.post-70312546883480561902020-03-18T13:35:00.002-07:002020-03-18T13:35:21.729-07:00Korona- napló 1.Régen nem jelentkeztem már itt a bolgon. Ennek nem az érdektelenség, hanem az időhiány, a stressz, a rohanás az oka. Persze, hogy főztem. Persze, hogy készültek finomágok. A gyerek is nő, lenne mit mesélni. De mikor is?<br />
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Mikor is, ha nem most, amikor egy ilyen teljesen váratlan és új helyzettel kell megbírkóznunk. Ebből kell a legjobbat kihozni. Ennek köszönhetően jut időm sok olyasmire, amire a rohanós hétköznapokban nem lenne.<br />
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Tegnap óta zárva vannak az iskolák, óvodák. Ez azt jelenti, hogy a 14 éves gyerekem is itthon tanyázik. De nem csak ő, hanem én is. Igaz, én amúgy is itthon lennék betegállományban egy műtét után. De így együtt vagyunk, egész nap, itthon. Ketten.<br />
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Érdekes ez a kísérlet. Szerintem senki nem tudja mi vár rá holnap, de én megpróbálom a legjobbat kihozni belőle. Egy tüskés kamasszal összezárva egész nap, nem egyszerű a helyzet. Be kellett látnia, hogy most egy darabig ő lesz a jobb és a bal kezem is. Cserébe lesz minden nap finom, friss, tápláló, egészséges ebéd (nem menzai), vasalt ruha (ez mondjuk eddig is volt). Úgy mint régen, mikor anya még nem dolgozott. 120%-t, 75 % fizetésért.<br />
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Ja, meg lesz nyugalom is. Hiába az online oktatási felületek berendezésének kezdeti nehézsége. Hiába a sok tennivaló, a nyugalmat értük el a leggyorsabban. Nem úgy, mint egy hoszabb szünetben. Ez most teljesen más, ez most nagyon feltűnő. A gimnazista önállóan intézi a tanulnivalóját. Beosztja, szó nékül nekifog. Konferenciabeszélgetést indít a haverokkal. Kicsit tanulnak, majd játszanak egy kör Minecrat-ot, öten, online. A hétre kiadott feladatok közül 3 tantárggyal már végzett, akár már be is küldhetné. Nem ideges, ha valmi nem sikerül. Nem feszült, nem hajszolt. Nyugodt, kiegyensúlyozott. Az iskolát, a tehetségtelen tanárokat szidja, akik nem képesek kezelni az internetet. Ezt betudom a korából adódó túlfejlett kritikai érzékének. De a saját ritmusa szerint élhet. Viszonylag sokáig fent van (kb. 10 óra), reggel viszont kialudhatja magát. Első nap majdnem délben kelt fel. Ma ez már 10 óra volt. Lassan itt is beáll a rend. Utána tanul valamikor intenzíven 2-3 órát, vagy több részletben. Ahogy neki tetszik. Saját bevallása szerint sokkal jobban halad. Még élvezi is.<br />
Nem tudom másnál mi a helyzet. Hogy van ez alsóban? Hogy van ez a saját osztályomban? Nekik odaadtam két hétre való tanulnivalót.<br />
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Viszont ennek a karanténszerű állapotnak sok pozitív hozadékát vettem észre a környezetemben. Lelassítottak az emberek. Nem rohannak. A boltban sem. Nem ölik egymást. Oké ez Németország, a sváboknál vagyunk. De akkor is! Igaz WC papír itt sincs, meg liszt és rizs. Miért pont ezek? Viszont meglehetősen sokan sétálnak az utcán, mennek az erdőbe, beszélgetnek egymással jó pár méter távolságban. Senki nem sértődik meg, hogy a másik távol áll. "Legalább jobban látjuk egymást!" Olyasmire van időnk, amire a normál hétköznapokban valahogy nem jut. Mi este 8-kor a nappaliban ülünk, mindenki valamilyen elektromos kütyüvel küzd, de Életem Párját kivéve, folyik a kommunikáció. Ez is csoda, hogy ebben az időben egy légtérben vagyunk.<br />
A gyerekem és én sétálni voltunk. Hosszan, lassan, mert még csak vonszolni tudom magam. Ismerősőkkel találkoztunk, ráérősen beszélgettünk, megvitattuk a világ sorsát, mint régen a kispadon a faluban. És a pillanatban vagyunk. Van időnk megélni a pillanatot, a jelenben lenni. Nem a múlton rágódni vagy a jövő feladatai felé nézni.<br />
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Ma listát írtam a következő pár hétre, mik is az elintézendő dolgok. Van bőven, szép hosszú lista. DE! Nem megvalósíthatatlan, belefér 5 hétbe, kényelmesen. Főleg úgy, hogy nem utazunk 14 év után húsvétkor Magyarországra. Nagyfiú és én sem ünneplem a születésnapom a családdal, születésünk óta. No, ez a negatívum. Elmarad pár családi esemény, nem utazunk arra sem haza. De már a pót időpontokat szervezzük és terveket kovácsolunk a jövőre nézve.<br />
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Ti mit tapasztaltatok? Hogy élitek meg ezt a rendkívüli állapotot? <br />
<br />gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com2tag:blogger.com,1999:blog-5333222282833351267.post-91757247434803490462019-06-11T08:45:00.000-07:002019-06-11T08:45:05.282-07:00Amerikai palacsinta - Pancake A blogolás sajnos az elmúlt pár évben nagyon hanyagoltam. Sok minden történt, ahogy mondani szoktam jó sok víz folyt le a Neckaron. 😉 De egy kedves ismerős megerősített, hogy amit szeretek, azt feltétlen csináljam. Így eldöntöttem, hogy folytatom a blogolás és fel fog kerülni pár recept, valamint az elkészült kötött zoknik is. Lehet leírással, lehet anélkül, lehet csak a minta leírása, majd kialakul. De jöjjön elsőként egy recept, amit Leichlingenbe küldök szeretettel a fiúknak! <div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih7JpOphfKuFgytuYzNkyv7ow8p1a__xCRY9QeZB5HbxnXPUD78eck_WCk7ZxeJ5FFWrrA4uvHnF82PVzLhY4O_z_VZUX3ufzuaecI_OnxC7su8BqIBv5N9Na9hRksgsuqA4tTtyejB-Rk/s1600/20190611_141959-COLLAGE.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="1024" data-original-width="1024" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEih7JpOphfKuFgytuYzNkyv7ow8p1a__xCRY9QeZB5HbxnXPUD78eck_WCk7ZxeJ5FFWrrA4uvHnF82PVzLhY4O_z_VZUX3ufzuaecI_OnxC7su8BqIBv5N9Na9hRksgsuqA4tTtyejB-Rk/s320/20190611_141959-COLLAGE.jpg" width="320" /></a></div>
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A mai nappal kitört a pünkösdi szünet nálunk. A gyerekem igen jóízűen átaludta a reggelit, ebédre pedig amerikai palacsintát kért. Nem volt igazán jó receptem, de <a href="https://m.brigitte.de/rezepte/kochschule/rikes-backschule--pancakes-10161262.html" target="_blank">Itt</a> ráakadtam egyből az ideálisra, ami finom, sikergarantált és gyorsan elkészül. Két gyerek mellet a dupla adagot javaslom!</div>
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<u>Hozzávalók:</u></div>
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2 db tojás<br />
2 ek cukor<br />
1 cs vaníliás cukor<br />
1 csipet só<br />
200 ml tej<br />
200 g liszt<br />
1 tk sütőpor<br />
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olaj a sütéshez<br />
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A tojásokat a cukorral, vaníliás cukorral nagyon habosra keverjük. Válogatva óvatosan belekeverjük a tejet és a sütőporral, sóval elkevert lisztet. 15 percet állni hagyjuk.<br />
A serpenyőt közepes hőfokon, nálam elektromos főzőlapon 6-os fokozat, előmelegítjük, ecsettel beolajozzuk a serpenyőt és merőkanál segítségével egy vagy, ha a serpenyőnk engedi, több korongocskát csorgatunk rá. Amikor már nem képződnek buborékok, megfordítjuk a palacsintákat.<br />
Lekvárral, mézzel, juharsziruppal tálaljuk.<br />
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Jó étvágyat! </div>
<br />gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com5tag:blogger.com,1999:blog-5333222282833351267.post-78058819670860549042018-02-18T10:40:00.000-08:002018-02-18T10:40:21.809-08:00Gondolokodok - csak úgy magambanEgyszer régen, nagyon régen, a facebook előtti időkben, amikor a magyarok még az iwiw-re (emlékszik még rá valaki?) hívták meg ismerőseiket, szorgosan keringtek a hülyébbnél, hülyébb megosztós emilek: ha nem küldöd tovább 1.000.000 ismerősnek, nem kap enni a kutyád stb. A segítségkérő levelek, a szerencsehozó lóherék, pénzt ígérő mandalák és még sorolhatnám. Rettentően dühítettek ezek az irományok, de egy laza kézmozdulattal töröltem őket és nem izgattam fel magam.<br />
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Manapság már a "fészbuk" mondja meg a tutit. És láss csodát! Ismét, vagy 10 év után ugyanazok az személyek tűnnek el, égnek meg, ugyanazok a hamis ígéretek keringenek, mint régen. És a sok ember megosztja őket. Megosztja a "cégünk sikereire való tekintettel kisorsoljuk ezt, meg azt a nagyértékű semmit". Megosztja, hogy "eltűnt a kicsi lányom". Megosztja, hogy "gyerekeket rabolnak el egy hupilila kocsiban" És senkinek, még csak eszébe sem jut a "megosztás (ész nélkül)" gomb megnyomása előtt, hogy a rendőrség hivatalos oldalán tájékozódjon. Megnézze az eltűnt emberek oldalon, hogy igaz e a hír. Vagy csak egyszerűen rákeressen mint hoax. Nagyon elkeserít ez a fajta emberi hiszékenység és butaság.<br />
Másik nagy kedvencem, amikor hülyének néznek. Egy ránézésre is egyszerű logikai feladat (ha én meg tudom oldani, akkor az:-)) alatt álló "osszátok, ha értitek, nem számítok sok megosztásra" lebecsmérlő kijelentés. Már magában hordozza eleve, hogy: hülye vagy, nem fogod tudni megoldani, így meg sem fogod osztani. Hát nem egy pozitív megerősítés! <br />
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Tudom, hogy meg lehet találni elveszett tárgyakat a facebook segítségével, de nem egy egy évvel ezelőtt eltűnt kerékpárt. Tudom, hogy eredményes lehet az illetékes szemétlerakó megtalálásában. Kisállat eltűnésekor. Olyankor, amikor van valóságalapja a hírnek.<br />
DE! Gondolkozzunk már emberek mielőtt nyomogatunk, mert ez a fajta eszetlen mindent megosztós magatartás hihetetlen negatív lenyomatot tud adni egy személyről.<br />
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Ez a saját, külön bejáratú véleményem. Muszáj volt elmondanom, mert ahogy a férjem mondja, különben lehet felrobbanok. :-)gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com4tag:blogger.com,1999:blog-5333222282833351267.post-90498132285249379172018-02-17T08:04:00.001-08:002018-02-17T08:04:29.126-08:00Ha egy üzlet beindulA címben elhangzó állítás pozitív és negatív értelemben is nagyon jellemző mostanában ránk. Alig, hogy elkezdődött a szünet, lebetegedtem és ez a gyógyhatású szerek mellett is egyre rosszabb lett. A mai már az 5. nap lázasan, ami rám egyáltalán nem jellemző. Még ha dolgoztam volna, rohangáltam volt, de nem, pihentem, nyomtam az ágyat és egyre rosszabb lett. Tegnap aztán elmentem az orvoshoz. Igaz időpontot nem kaptam, de várakozással együtt is egy óra alatt megszabadultam. Adott antibiotikumot és az eddig szedett gyógyszereket kell továbbra is bevennem. Ma aztán kiköhögtem a tüdőmet, aludni két napja nem tudok, viszont már csak kicsit sípolok. Lehet hétfőn mégis kénytelen leszek elmenni dolgozni. ;-)<br />
A szünet előtt orrvérzésig írtuk a félévi értékeléseket. Igen, a nagyoknak is 9. osztályig. Bár szerencsére a vizsgázó diákok jegyet kapnak, ennyivel könnyebb a helyzet náluk. Alig van már pár hét és jön a vizsga. Erre fel kellene készíteni a diákokat, de közben egy hétig a projektjükön bütykölnek, utána vizsgáznak belőle. Majd próbavizsga. Hát hogy adjak nekik jegyet? No majd csak kitalálok valamit, amire kaphatnak pár pontot. Közben a saját negyedik osztályom teljesen elkallódik a sok tennivaló közepette. Jó, nekünk nem kell portfóliót, meg mindenféle marhaságot írni, viszont a lényeg itt is elveszik sokszor az egyéb tennivaló közepette: a gyerek és a tanítás.<br />
Olyan jó, hogy legalább Nagyfiúnál mennek a dolgok többé- kevésbé gördülékenyen. Az idén nem kell félnünk, hogy megint dicséretes lesz a bizonyítványa, viszont annyi minden más területen kiváló, hogy elmondani sem tudom. Nagyon önálló, megbízható. Most, hogy beteg vagyok, nagyon sokat segít. Mos, besegít a főzésbe, rendet rak, kérdezi, mit segítsen. Elintéz mindent és még tanulni is leül, igaz néha morgással, de mivel jól lekenyerezhető, sokszor csak meg kell vele beszélni és már megy is a dolog a maga útján. :-)<br />
Holnap rántott gomba lesz, párol gyökerekkel (sárgarépa, petrezselyem, cékla, zeller) és szerintem egy kis sült krumpli is lesz a fiatalság kedvéért. :-)<br />
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Szép vasárnapot mindenkinek! :*gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com5tag:blogger.com,1999:blog-5333222282833351267.post-31150949841374560242018-02-11T11:32:00.001-08:002018-02-11T11:32:06.824-08:00Hamburger zsemleNa, ennyit a felelőtlen ígéretekről. Nem valami sok receptet tettem fel a "nagy visszatérés" óta. :-) Sőt semmit sem írtam. Magam sem gondoltam volna, hogy nem sikerül a napjaimat úgy alakítani, legyen még este időm, kedvem leülni és billentyűket nyomogatni. De mivel nekem tesz jót ez a tevékenység, találnom kell rá. Ha nem is minden nap, de gyakrabban.<br />
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A sok bizonyítvány írás (a felsősök is szóbeli értékelést kapnak), félévi szülői megbeszélések, dolgozatjavítások, értekezletek, konferenciák után most egy hetes szünet van nálunk. Gyorsan bele is vágtunk Nagyfiúval egy kiadós vasárnapi ebéd elkészítésébe. Ennek első darabját mutatom be ma nektek.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgZFWPnkG9COz1H2fqi-j2P8nIhDfichwqv3JcUp7gNa5u1DGa9aMZJ4-0hbG-27rjmFA4Y_dVAof-Xbq8_vimDlLAz4sYsAS6SgqYFT0M21jttW0OV3j9THBQnmmDcNrytaugi102tR6o/s1600/DSC_1164.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="900" data-original-width="1600" height="358" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgZFWPnkG9COz1H2fqi-j2P8nIhDfichwqv3JcUp7gNa5u1DGa9aMZJ4-0hbG-27rjmFA4Y_dVAof-Xbq8_vimDlLAz4sYsAS6SgqYFT0M21jttW0OV3j9THBQnmmDcNrytaugi102tR6o/s640/DSC_1164.JPG" width="640" /></a></div>
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Tudtam, hogy valamikor évekkel ezelőtt láttam <a href="http://bukovinszkicsalad.blogspot.de/" target="_blank">Anikónál</a> egy nekem roppant tetsző hamburger zsemlét, ami nagyon illett volna a mai ebédünkhöz. Tartott egy ideig, míg megtaláltam, de megérte. Kicsit ugyan alakítottam az eredeti recepten, mert nem volt minden alapanyagon itthon. Az alapok <a href="http://mikiskonyhank.blogspot.de/2014/09/hamburger-zsemle.html" target="_blank">ITT</a> találhatók.<br />
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<u>Hozzávalók:</u><br />
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60dkg liszt<br />
1 tojássárgája<br />
200 ml tej<br />
200 ml tejföl<br />
20 g élesztő<br />
1 ek. cukor<br />
1 tk. só<br />
4 ek. olaj<br />
1 ek. 5 %- os ecet <br />
1- 2 ek.víz<br />
1 tojássárgája lekenni<br />
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<u>Elkészítés</u>:<br />
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A lisztet a dagasztógép táljába szitáltam, a közepébe mélyedést készítettem. A tejet meglangyosítottam a cukorral, belemorzsoltam az élesztőt, feloldottam és a lisztre öntöttem. Az élesztős tejet elkevertem annyi liszttel, hogy nokedli keménységű legyen. Lefedtem a tálat és 20 perc alatt megkelesztettem a kovászt. Hozzáadtam a többi hozzávalót és rugalmas tésztát dagasztottam belőle. Ha a tészta kemény lenne, adjunk hozzá 1-2 kanál vizet. Lefedve 1,5 órát kelesztettem.<br />
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A tésztát 9 db egyenként 120 grammos darabra vágtam, felkerekítettem, sütőlemezre tettem, lekentem az 1 ek. tejjel felvert tojássárgájával. Egy mélyebb tepsivel lefedve egy órahosszát kelesztettem. Érdemes az időt rászánni, mert így nem lesz tömör a zsemle. A sütőt előmelegítettem 220 C fokra. Az idő letelte után ismét lekentem a tojássárgájával a zsemléket és megszórtam szezámmaggal. Forró sütőben szép pirosra sütöttem.<br />
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JÓ ÉTVÁGYAT!</div>
gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com6tag:blogger.com,1999:blog-5333222282833351267.post-30249879944530344722018-01-07T12:30:00.000-08:002018-01-07T20:51:46.573-08:00Visszatérés - Mákos és diós csavart fonat :-)Kedves Mindannyian!<br />
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Nagyon régen, több mint két éve nem jelentkeztem a blogon. Valahogy az élet nem errefelé terelgetett. Rengeteg minden változott az életemben/ életünkben és így a blogírás nem fért bele.<br />
Most viszont eljutottam oda, hogy megint valamit változtatnom kell, s így a karácsonyi készülődés megadta a lökést, az irányt, ami a blogom felé terelt ismételten.<br />
Sok szép emlék jutott eszembe és ahogy körülnéztem a félkész leírások között, megérett az elhatározás, hogy ismét belevágjak a receptírásba. Meg hogy elmondjam a véleményem bizonyos dolgokról, meséljek az életünkről is. :-)<br />
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Elsőként egy régi receptet hoztam új köntösben. Mákos és diós kalács kicsit megbolondítva. szépnek nem szép, de nagyon finom! :-)<br />
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<span style="font-size: medium;"><u><b>Hozzávalók</b></u></span>:<br />
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1 kg liszt<br />
400 ml tejszín<br />
100 ml tej<br />
40 g élesztő<br />
100 g cukor<br />
1cs vaníliáscukor/ 1 citrom reszelt héja <br />
3 tojás + 1 fehérje<br />
1 csapott tk só<br />
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Az élesztőt a langyos tejben 1 tk cukorral felfuttatjuk. A lisztet
egy
mély tálba szitáljuk, közepébe mélyedést készítünk, ebbe öntjük a
megkelt élesztőt, villával annyi lisztet keverünk hozzá, hogy nokedli
sűrűségű tésztát kapjuk, tehát egy gyors kovászt készítünk. Kicsi
liszttel megszórjuk és 20 perc alatt megkelesztjük. Ezután hozzáadjuk a
többi hozzávalót és alaposan összekeverjük. 10 percet pihentetjük, majd
megdagasztjuk. Ezután letakarva 1 órát kelesztjük a
tésztát, majd két részre osztjuk. Fél centi
vastagra nyújtjuk és megtöltjük a töltelékkel. A dió alá jófajta baracklekvárt kenünk és erre szórjuk a cukorral elkevert diót. A mák alá a tésztát lekenjük tejjel és utána szórjuk meg a cukros mákkal. Feltekerjük, mint a kalácsot szokás. Tepsire tesszük. Ezután jön bele a csavar. A feltekert tésztát középen kettévágjuk, de az egyik végét egyben hagyjuk. A két szálat összefonjuk, a fonatot szépen eligazgatjuk. 200C fokon alsó-felső sütéssel, gázsütőben 4-es
fokozaton aranybarnára sütjük. Amikor kezd színesedni, mérsékeljük 180C fokra (3-as) és
35- 40 perc alatt készre sütjük. Ha nagyon pirulna, a tetejét
letakarjuk egy sütőpapírral. Rácson hagyjuk kihűlni. <br />
<br />
<i>Diós töltelék: </i><br />
<br />
250 g dió<br />
150 g cukor<br />
<br />
<i>Mákos töltelék:</i><br />
<br />
250 g mák<br />
150 g cukor<br />
1/2 citrom hája<br />
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JÓ ÉTVÁGYAT!</div>
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<br />gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com7tag:blogger.com,1999:blog-5333222282833351267.post-30761461641334486212015-12-13T15:24:00.002-08:002015-12-13T15:24:05.954-08:00KarfiolbombaRemek vendégváró receptet hoztam Nektek. Előző nap elkészíthető, hűtőben kiválóan átvészeli az éjszakát és másnap frissen sütve lehet a vendégeknek feltálalni. Ez a karfiolbomba.<br />
Csak egy dologra kell vigyázni, hogy az ember ne vegyen túl nagy karfiolt. :-)<br />
Persze, ha vendégeket várunk, nem árt, ha az étel mennyisége kiadós. Én is így adom most meg az arányokat. Ha csak egy szimpla ebéd vagy vacsora lenne ez a fogás, felezzük meg a mennyiségeket vagy vegyük a 2/3-t. <br />
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<b><u>Hozzávalók: </u></b> <br />
<br />
1, 2 kg karfiol<br />
1,5 kg pulykamell és comb vegyesen<br />
2 cs. bacon szalonna<br />
só, bors, pirospaprika<br />
hagyma<br />
1 p. tejföl<br />
1 db tojás <br />
1 ek mustár<br />
1 ek zsemlemorzsa <br />
házi vegeta<br />
<br />
babérlevél <br />
<br />
<u><b>Elkészítés:</b></u> <br />
<br />
A karfiolfejet feltesszük egészben fél liter sós vízbe főni. Babérlevéllel ízesítjük és félpuhára főzzük. Ez nálam kb. forrástól számítva olyan 20 perc volt. Nem szabad túlfőzni, inkább legyen kemény, majd megpárolódik a sütőben teljesen. De ha túl puha, nehezen tudjuk a húsmasszával körbevenni. <br />
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Míg a karfiol fő, ledarálhatjuk a húst vagy a hentesünknél eleve darálva vesszük a húst. Ezek után elővesszük a robotgépünket és a dagasztókarját. A húst, apróra vágott hagymát, mustárt, tojást, borsot, pirospaprikát, sót, házi vegetát (ebben az esetben vigyázzunk a sóval) és a tejfölt egy tálba tesszük. A dagasztókarral alaposan pépesre dolgozzuk. Hozzáadjuk a zsemlemorzsát, evvel is összekeverjük. <br />
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Egy tűzállótálat kikenünk vajjal. A karfiol torzsájánál az üreget kitöltjük hússal, a karfiolfejet a tálra helyezzük, megkenjük olvasztott vajjal és beburkoljuk a hússal. Tetejét kissé vajas kézzel elsimítjuk. <br />
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Beborítjuk a bacon szeletekkel, úgy, hogy fedjék egymást. <br />
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170C fokos sütőben kb. 45- 50 perc alatt szép pirosra sütjük. Miután kész, 15 percet pihentetjük. Ez idő alatt a kisülő szaftot kimerjük, egy lábasban némi tejszínnel felforraljuk, besűrítjük. Tálaláskor a bomba mellé kínáljuk. <br />
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Tipp: ha nagyobb tepsire rakjuk, akkor körbeteríthetjük félbevágott, olajban megforgatott krumpliszemekkel a bombánkat és így a körettel együtt sütjük meg. A burgonya megpárolódik és a végén még a kisülő szaftot is felszívja kissé. <br />
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A végeredmény felszeletelve, mennyei! </div>
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<b>JÓ ÉTVÁGYAT!</b></div>
gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com3tag:blogger.com,1999:blog-5333222282833351267.post-68775396432867152452015-11-03T23:25:00.001-08:002015-11-03T23:25:11.703-08:00Flammkuchen avagy a francia langallóHa valamit nagyon szeretek a tojáshabon kívül, az a ropogós kenyérlángos. A Flammkuchen, egy nagyon vékony, ropogós tésztából, tejfölös öntettel és szalonnával, hagymával megszórt,<br />
tulajdonképpen langalló, csak nincs benne élesztő. Nagyon kedvelt volt Elzászban, Badenban és a pfalzi területeken. Különösen újbor idején gyakran szolgálták fel a fogadókban, mivel ízvilágával remekül kiegészíti eme italt. <br />
Másik feladat pedig az volt, hogy kenyérsütéskor megmutassa a kemence hőmérsékletét. Ha megégett, túl gyorsan sült meg, szellőztették a kemencét, mielőtt bevetették volna a kenyereket. Ha lassan sült, még raktak a tűzre.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNq2x8QPW6aqGrH3KlsNbj33-HcIUdyD_vWYznhHy02cMEw7i6WlxzuDLqBW4aG8omqHtBM1xgFZFSiITPWwbGe11u_fD-RTTj-SJZJuEq-67F04GLTJQEBDu_aJggtNKUDnYLMgpQBKPO/s1600/Faldenbrot+(1).jpg"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNq2x8QPW6aqGrH3KlsNbj33-HcIUdyD_vWYznhHy02cMEw7i6WlxzuDLqBW4aG8omqHtBM1xgFZFSiITPWwbGe11u_fD-RTTj-SJZJuEq-67F04GLTJQEBDu_aJggtNKUDnYLMgpQBKPO/s640/Faldenbrot+(1).jpg" width="640" /></a><br />
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<b>Hozzávalók</b>: <br />
<br />
200 g liszt <br />
2 ek olaj <br />
125 ml víz<span style="color: black;"><a href="http://www.chefkoch.de/magazin/artikel/752,0/Chefkoch/Wasser-alles-ueber-Mineralwasser-Trinkwasser-Co.html"></a><u><br /></u>só<br /> 200 g tejföl <br /> 200 g hagyma<br /> 100 g szalonn</span>a <br />
kevés tejszín <br />
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A vízből, olajból, lisztből és a sóból sima tésztát gyúrunk. Nem szabad ragadnia!<br />
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A hagymát vékony csíkokra vágjuk, a szalonnával ugyanígy járunk el. <br />
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A tésztát nagyon vékonyra nyújtjuk, megkenjük a tejszínnel elkevert tejföllel és rászórjuk a hagymát, szalonnát. <br />
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A legmagasabb fokozaton előmelegítjük a sütőt. 15- 20 perc alatt ropogósra sütjük a lepényünket. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxGaeDdfRRgYDms1MNeJuJoWLjLO3tsvB8sQaY_ANSC-foviKQHbNy0yeojq-14eBclKGuLTK4FHLYAnNgUE5gFkJ7xthBhWV3TvhqVq1Z1QH_lqCISd6xWQ6gRg1b0N77qNtpsUiUCeF7/s1600/Faldenbrot+(2).jpg"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxGaeDdfRRgYDms1MNeJuJoWLjLO3tsvB8sQaY_ANSC-foviKQHbNy0yeojq-14eBclKGuLTK4FHLYAnNgUE5gFkJ7xthBhWV3TvhqVq1Z1QH_lqCISd6xWQ6gRg1b0N77qNtpsUiUCeF7/s400/Faldenbrot+(2).jpg" width="400" /></a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVu6vDbuIDDfVTvZWGD2FWgV6T_-lOlOlh5R2UMAZhuzxYuZmzHK7k7ugFVthezhyphenhyphenenW3o_LGYEBjV_cV0Rw1V5DV1LUQ1raV0PAIIPY3QbUlQ-KzrKzgTGl0AcxDilShkWjaSpAulNCwE/s1600/Faldenbrot+(6).jpg"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVu6vDbuIDDfVTvZWGD2FWgV6T_-lOlOlh5R2UMAZhuzxYuZmzHK7k7ugFVthezhyphenhyphenenW3o_LGYEBjV_cV0Rw1V5DV1LUQ1raV0PAIIPY3QbUlQ-KzrKzgTGl0AcxDilShkWjaSpAulNCwE/s400/Faldenbrot+(6).jpg" width="400" /></a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFlvwkikdbnnCal32WvzHljIhfyhwNwd8sQu4_OfdPx_hiTp1XErLPg4vcwbiRuEZX_m7wnK3RZrvPmBUvdYLPXetFeTNWJhs65oxSgV4vCpRxeeOu6_TEGeRZGzcjo1IY0x6LuDcM65s9/s1600/Faldenbrot+(7).jpg"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgFlvwkikdbnnCal32WvzHljIhfyhwNwd8sQu4_OfdPx_hiTp1XErLPg4vcwbiRuEZX_m7wnK3RZrvPmBUvdYLPXetFeTNWJhs65oxSgV4vCpRxeeOu6_TEGeRZGzcjo1IY0x6LuDcM65s9/s400/Faldenbrot+(7).jpg" width="400" /></a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5kI9flEFOJwZQAUSF84dx48P6_cJl1p3MyDZr1rAIFhqSdfaLo6O23v8cLmfbhMQ6AYssi-Kkp8wZE5bdGckgDc6er6PV0YSPWuqdmE0qIsSWLvXv6yIjJI6dplgcvSa-c_nNQFrNmKb5/s1600/Faldenbrot.jpg"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5kI9flEFOJwZQAUSF84dx48P6_cJl1p3MyDZr1rAIFhqSdfaLo6O23v8cLmfbhMQ6AYssi-Kkp8wZE5bdGckgDc6er6PV0YSPWuqdmE0qIsSWLvXv6yIjJI6dplgcvSa-c_nNQFrNmKb5/s400/Faldenbrot.jpg" width="400" /></a><br />
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<b>JÓ ÉTVÁGYAT!</b></div>
gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com4tag:blogger.com,1999:blog-5333222282833351267.post-68159565343588942892015-10-31T09:13:00.004-07:002015-11-05T11:54:26.469-08:00Du Barry sertésszelet - az ünnepek királynője<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5qXTsUPZUlQPuDXC-4ks_zzIqeb_VcQQpyR_iTjbCdNpyDVrM2iRL5T4J4G4PnHGA4zqp8PCCcQgYWRHKyqr1gxWe4pXxmwv22epO0HFPjvW4Tx6zgIQtv-L0BYH1cxIvxrOB8vNzvvpR/s1600/Dubary+szelet+%2810%29.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5qXTsUPZUlQPuDXC-4ks_zzIqeb_VcQQpyR_iTjbCdNpyDVrM2iRL5T4J4G4PnHGA4zqp8PCCcQgYWRHKyqr1gxWe4pXxmwv22epO0HFPjvW4Tx6zgIQtv-L0BYH1cxIvxrOB8vNzvvpR/s400/Dubary+szelet+(10).jpg" width="400" /></a></div>
<br />Nagyon régóta készítjük már és tipikus ünnepi étel nálunk, mindenki nagyon szereti, feltéve, ha nem kap hidegrázást a karfiol szó hallatán. Egyszer megláttam a Nők Lapjában, Lajos Marinál és átvettem egy pár újítást tőle. Így még finomabb lett.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaysjlrRA86beJqJ9S6xC2YXI411h7rImKYTBuU7rLYr8UQzcmP1mpwgehDAHXqNaXNUTv2AqiQC6pW1QijGYjpRV1d4HsXajR0wCI5SVHXZZzUkfudP5UE04xw_XkmnuGbn_6jyBq2s5T/s1600/Dubary+szelet+%2815%29.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaysjlrRA86beJqJ9S6xC2YXI411h7rImKYTBuU7rLYr8UQzcmP1mpwgehDAHXqNaXNUTv2AqiQC6pW1QijGYjpRV1d4HsXajR0wCI5SVHXZZzUkfudP5UE04xw_XkmnuGbn_6jyBq2s5T/s400/Dubary+szelet+(15).jpg" /></a></div>
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Köszönet a receptért <a href="http://www.lajosmari.hu/recept/645/sertesborda-du-barry-modra">Lajos Marinak</a>!<br /><br />A híres-hírhedt Du Barry grófnő, XV. Lajos kedvese vélhetőleg azt remélte,<br /> hogy elsősorban szépsége okán emlegetik majd a krónikák. Az bizonyára álmában<br /> sem jutott eszébe, hogy minden olyan étel, amely karfiollal és sajtos besamel-,<br /> azaz Mornay-mártással készül, az ő nevét viseli majd.<br /><br /><b>Hozzávalók </b>4 személyre:<br /><br /> 8 db nagy karfiolrózsa<br />8 db nagy brokkolirózsa<br /> só<br />
bors <br /> 2 ek. citromlé <br /> 1 babérlevél <br /> 1 kk. vaj/margarin a tálhoz <br /> 8 szelet sertésborda vagy sertéscomb (600-800 g) <br /> 4 ek. finomliszt <br /> 4 ek. olaj <br /> <br /><b>A Mornay-mártáshoz: <br /> </b><br />40 g vaj/margarin <br /> 40 g finomliszt <br /> 4 dl tej <br /> 3 tojássárgája <br /> só, őrölt fehér bors <br /> szerecsendió <br /> 40 g reszelt sajt <br /> 1 dl (főző)tejszín <br /><br /> 1. A karfiolt és a brokkolit rózsáira bontjuk, megmossuk. Felforralunk 1 kk. sóval, a citromlével és a babérlevéllel 3 liter vizet. Beledobjuk a karfiolrózsákat, 3 percig főzzük, majd azonnal jégkockákkal lehűtött vízbe szedjük. Alaposan lecsepegtetjük, és konyharuhára terítve szikkadni hagyjuk. Ugyanígy járunk el a brokkilrózsákkal is, de a sorrendet nem tanácsos felcserélni, mert a brokkoli leve megfesti a karfiolt.<br /><br />2. A Mornay-mártáshoz (ejtsd: morné) felforrósítjuk a vajat, beleszórjuk a lisztet, világosra pirítjuk, majd lehúzzuk a tűzről, vékony sugárban felöntjük és simára keverjük a tejjel. Visszatesszük a tűzre, folyamatosan keverve sűrűsödésig főzzük. Kihűtjük, majd egyenként eldolgozzuk benne a tojássárgákat, ízlés szerint sót, frissen őrölt fehér borsot és szerecsendiót, végül belekeverjük a sajtot , és a (főző)tejszínt.<br /><br />3. A sütőt előmelegítjük 200 °C-ra. Kikenünk vajjal/margarinnal egy csinos, nem túl mély sütőtálat. <br /><br />4. A bordákat leöblítjük, szárazra törölgetjük, kissé kiverjük, majd besózzuk, és meghintjük liszttel. A felforrósított olajban mindkét oldalukat 3-3 percig sütjük. Mivel én olaj nélkül sütök, a felforrósított serpenyőben megkapattam a szeletek mindkét oldalát, <br /><br />majd a sütőtálba helyezzük őket Minden bordára 1-1 brokkolit és karfiolrózsát <br /> teszünk<br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjspd1ck2ntJXsVtlYYgWmjSY9tGxGrbRAL5AuPJd7B3m7H-8XmyavsaUMijdc7sI0MhpQkvutD9JQ2veX3OqENqFZ3yasAyPmGQHWGrsXbLcGGcCzzjU7-uU57lmf5m8BgTDf8etOXvRje/s1600/Blog+k%C3%A9pek3.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjspd1ck2ntJXsVtlYYgWmjSY9tGxGrbRAL5AuPJd7B3m7H-8XmyavsaUMijdc7sI0MhpQkvutD9JQ2veX3OqENqFZ3yasAyPmGQHWGrsXbLcGGcCzzjU7-uU57lmf5m8BgTDf8etOXvRje/s640/Blog+k%C3%A9pek3.jpg" /></a><br /> végül egyenletesen bevonjuk a mártással. A forró sütőben 30-35 percig, enyhe pirulásig <br /> sütjük. <br /><br />5. A szeleteket tálra rendezzük, visszahelyezzük a még meleg sütőbe. A tál alján található szaftot gyorsan felforraljuk, kevés kukoricakeményítővel besűrítjük, a köret mellé kínáljuk. <br /><br />6. Párolt rizs, burgonyapüré illik hozzá.<br /><br />Tippek:<br /><br /> Ha vendéget hívunk rá, jó előre, akár előző este is elkészíthetjük, hidegre tesszük, majd hideg sütőben kezdjük a sütést, nehogy a sütőtál, amennyiben ezt használunk, a hirtelen hőkülönbségtől elpattanjon!<br /><br />Változatok:<br /><br /> Készíthetjük pulyka- vagy csirkemellből is.<br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_9SC4jnGxqC4cjoAgmiUOAwB2R_DNI87n7BDh-tjmr8nqf6g92q2AVdWaZ3QDwoFS1kxPcyOogThXjer_HtAGdqK8v65b8bXnxm7NaQ3UNRa6l8g1SxtGsy9Ta5wGoIw_x2db3B1KS3s_/s1600/Dubary+szelet+(9).jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_9SC4jnGxqC4cjoAgmiUOAwB2R_DNI87n7BDh-tjmr8nqf6g92q2AVdWaZ3QDwoFS1kxPcyOogThXjer_HtAGdqK8v65b8bXnxm7NaQ3UNRa6l8g1SxtGsy9Ta5wGoIw_x2db3B1KS3s_/s400/Dubary+szelet+(9).jpg" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia2xxICsUOfthuMJSnfirDxLbO0smerrfryhE5RH_ILFMRhhPnXOTxCqNXP-hnKFH1JnYUo13jElteZhdr3ggntJDlLmnJILxTtmNp2kemtwwETJcGHfhyphenhyphenx0i1LbRn_ia0hEIeqgaM0qN-/s1600/Dubary+szelet+(13).jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEia2xxICsUOfthuMJSnfirDxLbO0smerrfryhE5RH_ILFMRhhPnXOTxCqNXP-hnKFH1JnYUo13jElteZhdr3ggntJDlLmnJILxTtmNp2kemtwwETJcGHfhyphenhyphenx0i1LbRn_ia0hEIeqgaM0qN-/s400/Dubary+szelet+(13).jpg" /></a><br /><br /><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaysjlrRA86beJqJ9S6xC2YXI411h7rImKYTBuU7rLYr8UQzcmP1mpwgehDAHXqNaXNUTv2AqiQC6pW1QijGYjpRV1d4HsXajR0wCI5SVHXZZzUkfudP5UE04xw_XkmnuGbn_6jyBq2s5T/s1600/Dubary+szelet+(15).jpg"><br /></a><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiaysjlrRA86beJqJ9S6xC2YXI411h7rImKYTBuU7rLYr8UQzcmP1mpwgehDAHXqNaXNUTv2AqiQC6pW1QijGYjpRV1d4HsXajR0wCI5SVHXZZzUkfudP5UE04xw_XkmnuGbn_6jyBq2s5T/s1600/Dubary+szelet+(15).jpg">JÓ ÉTVÁGYAT! </a></div>
gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com3tag:blogger.com,1999:blog-5333222282833351267.post-89359201843914954612015-10-30T02:31:00.002-07:002015-10-31T09:14:30.820-07:00Buggyantott tojásos szendvics - a tökéletes vasárnapi reggeli <div style="text-align: center;">
Régen elmentettem azt a receptet <a href="http://illeskriszkonyhaja.blogspot.de/2013/06/eggs-benedictavagy-buggyantott-tojas.html" target="_blank">Illéskrisztől</a>, mert teljesen beleszerettem. Aztán nem jutott rá sor. Meg kiderült, hogy a férjem egy olyan betegséget kapott, ami miatt nem ehet cukrot, búzát, rozsot, lisztet sem, sertéshúst, tehéntejet és az ebből készült tejtermékeket. Gyümölcsöt csak délig, azt is parányi mennyiségben. Mindehhez kaptunk egy jelzőlámparendszert. Újra kellett értelmeznem a főzési szokásaimat, hogy ne kelljen duplán főznöm. A kenyérsütés nem gond, csak a fogyasztható magvakat kellett valahogy integrálnom a felhasználható lisztekhez. Ezekhez hozom a recepteket. A sertést könnyen ki tudjuk iktatni, anyukám nagyon finom csirkehússal lát el minket. Meg lehet marhát és vadat is ennie, megbízható lelőhelyet ismerek. Így elkészülhetett ez a nagyon finom reggeli, kicsi módosításokkal. Igaz nem vasárnap, de attól még ugyanolyan finom volt. :-))</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6zP5XrGLia3G4aApVyKncD1QJ29z_v5-l312F8JXPOtsLEeBfPNRPdPEaHKKqU1kN8JWVYyffBxvtKofGdLzEySlmvlGBUFkx_i5UwaVdvGuRzRFCsicozYZ6bko_aVRiRcnWsmJYMxgd/s1600/Buggyantott+toj%C3%A1sos+szendvics+(3).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj6zP5XrGLia3G4aApVyKncD1QJ29z_v5-l312F8JXPOtsLEeBfPNRPdPEaHKKqU1kN8JWVYyffBxvtKofGdLzEySlmvlGBUFkx_i5UwaVdvGuRzRFCsicozYZ6bko_aVRiRcnWsmJYMxgd/s640/Buggyantott+toj%C3%A1sos+szendvics+(3).jpg" width="640" /></a></div>
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<i><span style="font-size: medium;"><span style="color: #b45f06;"><b>Hozzávalók</b> </span>4 személyre: </span></i></div>
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<i><span style="font-size: medium;">4 zsemle, nálam 4 szelet kenyér</span></i></div>
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<i><span style="font-size: medium;">5 dkg vaj</span></i></div>
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<i><span style="font-size: medium;"> 8 szelet füstölt sonka, nálam 8- 8 szelet csirke- és pulykamellsonka</span></i></div>
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<i><span style="font-size: medium;">8 tojás, </span></i></div>
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<i><span style="font-size: medium;">zöldsaláta</span></i></div>
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<i><span style="font-size: medium;"><span style="color: #b45f06;"><b>Hollandi
mártás: </b></span> </span></i></div>
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<i><span style="font-size: medium;">2 tojás sárgája, </span></i></div>
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<i><span style="font-size: medium;">1/2 citrom leve, </span></i></div>
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<i><span style="font-size: medium;">3 púpos kanál vaj
megolvasztva, </span></i></div>
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<i><span style="font-size: medium;">1 kávéskanál Worchester szósz, (kihagytam)</span></i></div>
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<i><span style="font-size: medium;">színes őrölt borskeverék, </span></i></div>
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<i><span style="font-size: medium;">só</span></i></div>
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<i><span style="font-size: medium;">Először
a mártást készítjük el. Vízgőz fölé teszünk egy üveg tálat, majd
beletesszük a két tojássárgáját. Állandóan kevergetve hozzáadjuk a többi
hozzávalót, majd addig melegítjük, főzzük a krémet, amíg szépen
besűrűsödik. Félre tesszük, letakarjuk és melegen tartjuk.</span></i></div>
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<i><span style="font-size: medium;"><br /></span></i></div>
<i><span style="font-size: medium;">A sonka szeleteket egy vajazott
serpenyőben megpirítjuk.
Én nem csináltam velük semmit. A kenyérszeleteket pici vajon vagy kenyérpirítóban, ahogy én csináltam, pirítjuk
meg. A sonkát és a zsemléket is melegen tartjuk. A salátát felvágjuk
csíkokra. A tojás posírozzuk. Ezt úgy tesszük, hogy egy kb. 2-3 literes
lábasban
vizet forralunk, melyben elkeverünk egy evőkanál ecetet. A tojásokat
egyenként egy csészébe felütjük, hogy a sárgája ne sérüljön meg, a vízbe fakanállal örvényt készítünk, majd
egy mozdulattal ebbe beleengedjük őket. Kb. 3 percig főzzük a
tojásokat, majd szűrőkanállal kivéve, konyhai papírtörlőre tesszük,
lecsepegni. Tálaláskor a sült zsemlékre teszünk egy kevés salátát,
ráhelyezzük a sült sonkát, a posírozott tojást és megöntözzük a
szendvicset a hollandi mártással. Petrezselyemzölddel meghintjük.</span></i><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQqO_4i7ItKhzHxrOHaOUv667aswxpFgZd48TaJhzDoe8ou6j3mjaG-2xYkt3utkb5xTzU21TXaIRTHkAMiZPI0HHb8n9bBaJjuKi9xmXSPYEAVNlI6Z_4XXLU4khnFb9jyiVlQ9NJlISZ/s1600/Buggyantott+toj%C3%A1sos+szendvics.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhQqO_4i7ItKhzHxrOHaOUv667aswxpFgZd48TaJhzDoe8ou6j3mjaG-2xYkt3utkb5xTzU21TXaIRTHkAMiZPI0HHb8n9bBaJjuKi9xmXSPYEAVNlI6Z_4XXLU4khnFb9jyiVlQ9NJlISZ/s400/Buggyantott+toj%C3%A1sos+szendvics.jpg" width="400" /></a></div>
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<span style="font-size: large;"><b>JÓ ÉTVÁGYAT!</b></span></div>
gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com1tag:blogger.com,1999:blog-5333222282833351267.post-35678564576694353922015-10-30T01:26:00.003-07:002015-10-30T02:23:33.637-07:00Újra a fedélzeten! - Avagy a Rákóczi túrós megmentő erejeKomolyan mondom, nem hittem volna még pár napja, amikor éjjel görnyedtem a dolgozatok felett, hogy mára ide jutok.<br />
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Kissé régen jelentkeztem, pedig főztem, sütöttem, dokumentáltam, csak már lejegyezni nem volt időm, erő. Történt ugyanis, hogy az előző félévben kaptam egy olyan osztályt, hogy álmomban nem gondoltam volna, ilyen is létezik. Pedig dehogynem. Most a második hasonló bandát szelídítem, igaz nem osztályfőnökI minőségben. Szerencsére! Ki is készítettek alaposan tegnapra. <br />
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Ma végre elkezdődik a várva várt őszi szünet és keményen elhatároztam, a blogolást is újra folytatom, mert az nekem jó! Felüdít és megnyugtat. <br />
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Íme az első bejegyzés: <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtDwp3t7iFIFFsRY-pBUR_0aO9VX6GhbL3H_UcPm0sXzXpryCisWkzW64b-M_7dea1gcBVIepkgYnw4-pYN2qIRuH4c4JYTjiZw-nKAyCH71QwgzFOMXfXvM0H-J8XYyH29l0irIGmNXlI/s1600/DSC_0004%255B1%255D.JPG"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtDwp3t7iFIFFsRY-pBUR_0aO9VX6GhbL3H_UcPm0sXzXpryCisWkzW64b-M_7dea1gcBVIepkgYnw4-pYN2qIRuH4c4JYTjiZw-nKAyCH71QwgzFOMXfXvM0H-J8XYyH29l0irIGmNXlI/s640/DSC_0004%255B1%255D.JPG" /></a><br />
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Régi vágyam volt a Rákóczi túrós elkészítése, már csak a hab miatt is. Aki ismer, tudja, hogy a tojáshab a gyengém, no sikerült is olyan Rákóczi túróst gyártanom, már jó párszor, hogy ez ide kívánkozik mindenképp. Múlt hét végén sógornőm 50. születésnapjára készítettem el ismét, nagy sikerrel. S ezt közzé kell tennem!!! :-D<br />
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A meglévő szakácskönyveimben nem találtam a számomra tetsző receptet, így a netet hívtam segítségül. S nem is kellett sokat kutakodnom, mert hamarosan a kinézete alapján <a href="http://zenobia.blog.hu/2014/03/23/rakoczi_turos_317">Zenóbia </a>hihetetlenül jóképű sütije nyert. A recept tőle van, én csak kicsit megtoldottam pár ötlettel. <br />
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<b>Hozzávalók a tésztához</b> (nagy tepsi - 32x32):<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxCej8-QVOH504yv6q1dJz7WeAF-8ulRGA-sMFRUmvNdLbRTCB1TdjWi-unUeKit3Y3R3QjY8guopGHjm-1M1uaHpNDS3DxkWHXUGCvoVaaLnA6OeaRtTJ9hJeDYa4lnpMKmV2WozJtx6r/s1600/DSC_0007%255B1%255D.JPG"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxCej8-QVOH504yv6q1dJz7WeAF-8ulRGA-sMFRUmvNdLbRTCB1TdjWi-unUeKit3Y3R3QjY8guopGHjm-1M1uaHpNDS3DxkWHXUGCvoVaaLnA6OeaRtTJ9hJeDYa4lnpMKmV2WozJtx6r/s400/DSC_0007%255B1%255D.JPG" /></a><br />
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- 45 dkg liszt<br />
- 3 tojás sárgája<br />
- 15 dkg porcukor<br />
- 25 dkg vaj<br />
- 1 csomag sütőpor<br />
- egy púpos evőkanál tejföl<br />
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Keverd ki a porcukrot a vajjal és a tojások sárgájával, add hozzá apránként a sütőporos lisztet, <br />
és a tejfölt. Nyújtsd el a tésztát egyforma vastagra lehetőleg, és még lehetőleg akkorára, mint <br />
a vajjal kikent tepsid. Szurkáld meg villával, majd a 200 fokra előmelegített sütőben süsd <br />
kb. tíz percig, az alatt aranybarna lesz a linzer tésztád. Vedd ki, és tedd félre, ha még nem vagy <br />
kész a túrókrémmel, a sütőt vedd vissza 180 fokra.<br />
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<b>Hozzávalók a krémhez:</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh12W9-y1QKJa628ZW1cxbJyeBaiJrnoYWJ6VJkQzU44230BrnGypag7OS5cdCse7mveLAKBvsV2lJLBCUPUv9NFCrugdCVZ6pjlhiPaftM-Pe4NmmLB857xM87T3deUA95yCIE8yQP3QBI/s1600/DSC_0002%255B1%255D.JPG"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh12W9-y1QKJa628ZW1cxbJyeBaiJrnoYWJ6VJkQzU44230BrnGypag7OS5cdCse7mveLAKBvsV2lJLBCUPUv9NFCrugdCVZ6pjlhiPaftM-Pe4NmmLB857xM87T3deUA95yCIE8yQP3QBI/s400/DSC_0002%255B1%255D.JPG" /></a><br />
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- 1,5 kg túró<br />
- 80 g búzadara<br />
- 200 g kristálycukor<br />
- 2 tojás sárgája<br />
- 1 citrom reszelt héja<br />
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Keverd ki géppel a hozzávalókat, majd miután megkented vékonyan baracklekvárral a tésztát, <br />
simítsd el rajta a krémet, lehetőség szerint szintén egyenletesen, vagy, szedd habzsákba/ erős <br />
nejlonzacskóba (ez utóbbinak vágd le a csücskét kb. 1,5 magasságban), nyomj egyenletesen <br />
csíkokat a tésztára, a tetejét simítsd el. Mehet vissza a sütőbe 40 percre.<br />
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<b>Tojáshab</b>:<br />
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- 250 g kristálycukor<br />
- 5 db tojásfehérje (tésztából, túróból ennyi simán megvan) <br />
+ ha akad még kallódó tojásfehérje a hűtőben, ide vele. Mindegyikhez 50 g kristálycukrot hozzáadva<br />
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Ha már majdnem letelt a 40 perc, a tojásfehérjét verd kemény habbá a cukorral, majd szedd habzsákba, és csíkozd rá keresztbe-kasul a túrókrém tetejére. Mehet vissza megint a sütőbe, 180 fokon, légkeveréssel, amíg nem kezd egy kis színt kapni a hab, figyelj oda. A rácsok közé kicsike mokkáskanállal vagy habzsákkal (nem árt, ha van kettő) sárgabarack lekvárt töltünk. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio8cuuMEEBJoV7EiRUs9_3a68X5ELD11O5R9zb6gpi5-cj9Pxxm4DuuRIk5n-FD14wWzxkptW-8RUILShVZ1v9-l9UP60vlfIrBvJgE6ocSZHMuQLX0HshLSXQuBLl0xNPCLJ1AqPmR8lS/s1600/DSC_0005%255B1%255D.JPG"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEio8cuuMEEBJoV7EiRUs9_3a68X5ELD11O5R9zb6gpi5-cj9Pxxm4DuuRIk5n-FD14wWzxkptW-8RUILShVZ1v9-l9UP60vlfIrBvJgE6ocSZHMuQLX0HshLSXQuBLl0xNPCLJ1AqPmR8lS/s640/DSC_0005%255B1%255D.JPG" /></a><br />
Néhol nem lett tökéletes a lekvár betöltése, de ez az ízélményen semmit sem változtatott :-))<br />
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<div style="text-align: center;">
<b><span style="font-size: large;">JÓ ÉTVÁGYAT!</span></b></div>
<br />gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com7tag:blogger.com,1999:blog-5333222282833351267.post-8626918717073714622015-02-07T14:17:00.001-08:002015-02-07T14:21:21.176-08:00A "szerelmem" és egyéb fontos dolgok. Kedves Olvasóm!<br />
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Köszönöm, hogy kitartasz mellettem, hogy nem feledsz el és amikor jelentkezem visszatérsz hozzám!<br />
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Ezért megosztom Veled azt a hatalmas örömöt, amiért már évek óta dolgoztam:<br />
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Jelentem, tanárnéni vagyok Rudersbergben egy általános és középiskolában. Németet és matekot tanítok, valamint németet, mint második nyelvet a külföldi, többek között 8 magyar, gyereknek. Nagyon élvezem a munkát, szívesen járok be, mert annyira csodás a hangulat. Van, hogy első osztályban helyettesítek, van, hogy 9. osztályban tanítok. Jó nagy a szórás, de pont ez benne a szép és változatos is hozzá, nem unom meg. Már túlestem a tűzkeresztségen, jó alaposan kipróbált egy hetedik osztály. De sikeresen meggyőztem őket, hogy jobb, ha azt csinálják, amit mondok és nem ellenkeznek. Másnap már egész békességben csinálták a munkát. :-))<br />
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S akkor jöjjön a "Szerelmem":<br />
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bemutatom Nektek Ankarsrumot: (mivel nem tudtam használható képet készíteni, netről szereztem)<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ4csstU63reV4P79TdQHYDduKnBU9b8AoDBxlvoLOdLYAr1StYmQ" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="http://cdn.blocket.com/static/0/images_full/63/6394730729.jpg" class="decoded" src="http://cdn.blocket.com/static/0/images_full/63/6394730729.jpg" height="360" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Kép: Internet</td></tr>
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" 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<tr><td class="tr-caption" style="text-align: center;">Kép: Internet</td></tr>
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Pontosan ilyen szép fekete az enyém is.<br />
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Van benne:<br />
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- dagasztókar, sok tésztához, egyszerre 5 kiló kenyértésztával is megbirkózik<br />
- dagasztóhenger, kevesebb tésztához<br />
- acéltál mindezekhez<br />
- keverőtál<br />
- habverő, ahol forog a habverő és a fejrész is :-)<br />
- krémkeverő<br />
- húsdaráló 4 különböző lyukú tárcsával<br />
- paradicsompaszírozó<br />
- hurkatöltő<br />
- sajtreszelő<br />
- zöldségszeletelő egység<br />
- turmix<br />
- narancsfacsaró<br />
- tésztakészítő tárcsa<br />
- mini malom (így már bármikor tudok teljeskiőrlésű kenyeret készíteni:-))<br />
- húsdarálós sütikészítő<br />
- s biztos van, amit még elfelejtettem <br />
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Hát nem nagyon találok olyan szegletét a konyhai teendőknek, ahol ne venném hasznát. Persze, hurkát/ kolbászt még nem töltöttünk, tésztát sem készítettem vele és a narancsfacsarót is levittem a pincébe. De hogy két hatalmas kenyeret egyszerre megdagaszt, nem kell nekem szenvednem külön- külön a kézi dagasztással, amikor kemencében sütünk, az megfizethetetlen. <br />
Mivel ennyire dekoratív, természetesen a pulton lakik, így legalább szem előtt van és gyorsan elő veszem, ha valamit csinálni akarok.<br />
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Különlegessége, hogy amerikai kollégájával ellentétben, itt a tál forog egy ékszíjhajtás által és a dagasztókar áll. Egy tésztalehúzó gondoskodik arról, hogy a tál szélére ne ragadjon semmi rá. Viszonylag csendesen dolgozik és nagyon megbízhatóan. Kicsit tartott, míg megbarátkoztunk, pedig én akartam Őt, azóta, hogy barátnőmet meglepte a férje egy ilyen szépséggel. Most azonban már félszavakból is értjük egymást. :-))<br />
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Kedvcsinálónak itt egy kisfilm (igaz dánul, de sebaj:)), hogyan is működik és mennyi minden található benne:<br />
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Most már nem csodáljátok, hogy boldog vagyok és jól érzem magam. :-D </div>
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<br />gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com9tag:blogger.com,1999:blog-5333222282833351267.post-13838901105193725912015-01-11T12:21:00.001-08:002015-01-11T12:22:35.036-08:00Nugátos- csokis- diós koszorúEnnek a remek kuglófnak a receptjét egy hozzámvágott (szó szerint, főnökasszonyom csak úgy odaadta) konyhai robotgép használati útmutatójában találtam. No a gép már nincs nálam, mivel szert tettem egy csodára, de a receptes könyvet megtartottam. Kicsit finomítottam az elkészítésen és a mázat is én találtam ki, de szerencsére nem vált kárára. :-)<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8ak1AxP8HbaG1p3YyYwSlbWnmtysCFBbLgaqcIYuxaDwNAdvPsuErBkcBHx5Bs-1e29j_QXRnS6Ek4T0W-URLbOHtLUlincGqFvz23b7qG3RDDdzv8UNcuSCdgKnhek2ql511oehCosIo/s1600/Nug%C3%A1tos+csokis+di%C3%B3s+koszor%C3%BA+(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8ak1AxP8HbaG1p3YyYwSlbWnmtysCFBbLgaqcIYuxaDwNAdvPsuErBkcBHx5Bs-1e29j_QXRnS6Ek4T0W-URLbOHtLUlincGqFvz23b7qG3RDDdzv8UNcuSCdgKnhek2ql511oehCosIo/s320/Nug%C3%A1tos+csokis+di%C3%B3s+koszor%C3%BA+(1).jpg" height="300" width="400" /></a></div>
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<u><b>Hozzávalók:</b></u><br />
<br />
100 g étcsokoládé<br />
150 g dió/ törökmogyoró<br />
250 g cukor<br />
150 g puha margarin/ vaj<br />
3-4 tojás mérettől függően<br />
300 g liszt<br />
2 csapott tk. sütőpor<br />
1 csipet só<br />
<br />
100 g étcsokoládé<br />
50 g nugát<br />
10 g fehércsokoládé <br />
<br />
A csokoládét nagyobb darabokra vágjuk és a mogyoróval együtt késes aprítóban durvára daráljuk. <br />
A vajat habosra keverjük a cukorral, hozzáadjuk egyenként a tojásokat és simára dolgozzuk. <br />
A sütőporral elkevert lisztet és a csokoládés mogyorót beledolgozzuk.<br />
Vajjal liszttel kikent kuglófformába öntjük, a tetejét simára dolgozzuk.<br />
Légkeveréssel 160 C fokon, alsó- felső sütésen 175 C fokon 60- 70 percig sütjük. Tűpróba!<br />
Kicsi pihentetés után rácson hagyjuk teljesen kihűlni.<br />
Az étcsokoládét vízfürdőn felolvasztjuk a nugáttal, valamint így teszünk a fehér csokival is. Rákenjük a kuglófra a sötét csokit, majd keresztben a fehér csokival díszítjük, fogpiszkálóval körkörösen mintát húzunk bele. <br />
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JÓ ÉTVÁGYAT!</div>
gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com10tag:blogger.com,1999:blog-5333222282833351267.post-591516103870725232015-01-07T11:36:00.003-08:002015-01-07T12:18:57.431-08:00BUÉK! Avagy - Fejtettbableves más módon<div style="text-align: center;">
Minden kedves régi és új olvasómnak szeretnék </div>
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Boldog, békés, szeretetben gazdag Újévet </div>
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kívánni!!!</div>
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Kicsit nagyon eltűntem az utóbbi időben. Ennek oka nagyon egyszerű: időhiány. Valamint úgy voltam a blogírással is, mint sok más dologgal, hogy kicsit el kellett löknöm magamtól, hogy azután a távolság miatt ismét hiányozzon és újult erővel tudjam magam belevetni. Valamint titokban meg is fogadtam magamnak újévkor: ebben az évben ismét nekifogok. </div>
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A íme az első egyszerű fogás abból az apropóból, hogy Életem Párja fogadást kötött, Húsvétig lefogy 8 kilót. Nem lehetetlen és Nagyfiúval mi is vele tartunk. Ne érezze már magát annyira egyedül. Ezt persze csak úgy lehet megvalósítani, ha az ember változtat. Igyekszem a szénhidrátot kiiktatni a fogásokból, de legalább is kevesebb lisztet használni, cukrot kerülni és a szétválasztás elvei szerint, azaz kicsit testkontrolosan főzni. Az elmúlt két napban egész jól sikerült. :-)) Ennek egyik ékes példája ez a leves. Mivel szeretjük a magyaros ízvilágot, nem akarunk lemondani a megszokott ételekről, csak az lekészítési módon variáltam kicsit. Rántás helyett krumplival sűrítettem be a levesünket. Valamint Életem Párja nem kapott tejfölt rá. </div>
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<br /><u><b>Hozzávalók</b></u>:</div>
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200- 300 g fejtettbab</div>
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2 szál sárgarépa</div>
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2 szél fehérrépa</div>
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darabka zeller</div>
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fokhagyma</div>
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2 + 2 közepes krumpli </div>
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olaj</div>
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pirospaprika</div>
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A sárgarépát, fehérrépát karikára vágjuk, 2 krumplit és a zellert felkockázzuk, a másik 2 krumplit csak félbevágjuk. Egy fazékban olajat hevítünk, ezen a sárga- és fehérrépát, valamint a zellert kicsit megpirítjuk. Lehúzzuk a tűzről és megszórjuk pirospaprikával, felöntjük vízzel, beletesszük a babot és a krumplikat, sózzuk, kevés ecettel ízesítjük és készre főzzük. Amikor a bab puha, kivesszük a fél krumplikat, feldaraboljuk és némi főzőlével összeturmixoljuk, visszaöntjük a levesbe, forralunk rajta egyet. Tejföllel tálaljuk. </div>
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JÓ ÉTVÁGYAT!</div>
gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com4tag:blogger.com,1999:blog-5333222282833351267.post-27647714077116527472014-10-15T23:39:00.000-07:002014-10-15T23:39:02.765-07:00Ír írós csokis muffinAmikor anno megláttam <a href="http://trollakonyhamban.blogspot.de/" target="_blank">Trollanyunál </a>ezt a receptet, tudtam, el kell készítenem. Kapóra is jött, hogy vendégségbe mentünk. Ezért nem kuglófnak, hanem muffin formában sütöttem meg, mert a vadiúj, muffinpapír alakú szilikon formáimat is fel kellett avatni. Hát a végeredmény tényleg magáért beszélt. Szaftos, könnyű és nagyon finom.<br />
Mivel nekem volt még egy kis maradék fehércsoki valami bonbonozásból, azt csurgattam a tetejére csak úgy lazán. Nagyon mutatós lett vele és a fehércsoki édessége ellensúlyozta a kakaó kesernyésségét. Recept másolva Tollanyutól <a href="http://trollakonyhamban.blogspot.de/2013/09/iros-csokis-kuglof-csokimazzal.html" target="_blank">INNEN</a>, leírás tőle, mivel én nem kuglófot készítettem.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheqbcjr04JotPAKrkbQ8_PrRv0HIVz2nCj6ATzUo6G5OKDC9lsbZZYvSRItgczRh768AUg7T3Hnw9y6LRxCf2AhBlRZe14wjHq__UPydj7i2pY6PWQ1SY6gryE1mu_BdSL7BiHG57EKyC5/s1600/%C3%8Dr%C3%B3s+csokimuffin+(1).jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheqbcjr04JotPAKrkbQ8_PrRv0HIVz2nCj6ATzUo6G5OKDC9lsbZZYvSRItgczRh768AUg7T3Hnw9y6LRxCf2AhBlRZe14wjHq__UPydj7i2pY6PWQ1SY6gryE1mu_BdSL7BiHG57EKyC5/s320/%C3%8Dr%C3%B3s+csokimuffin+(1).jpg" height="240" width="320" /></a></div>
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18 dkg liszt</div>
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5 dkg kakaópor</div>
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12 dkg (barna)cukor</div>
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1 1/2 tk. sütőpor</div>
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1/2 tk. szódabikarbóna</div>
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1/2 tk. só</div>
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1 tojás</div>
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2,5 dl író vagy tej + 1 ek. ecet elkeverve, 10 perc után már használható</div>
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1,25 dl görög joghurt</div>
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6 dkg olvasztott vaj</div>
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A száraz hozzávalókat elvegyítettem, a nedves hozzávalókat szintén. Íróm
nincs, de író helyett mindig ezt szoktam használni, a tejet elkeverem 1
evőkanál ecettel, hagyom állni és 10 perc után már használható is, jó
alternatíva, ha nincs író otthon. Majd a mixer táljába öntöttem
mindkettőt és simára kevertem, pár perc alatt megvan az egész. Egy muffin formát kikenünk vajjal, megszórjuk liszttel és a masszából egy jó evőkanálnyit teszünk egy- egy lyukba. Ebből a mennyiségű tésztából két formára elegendő muffinunk lesz. 175 fokos
sütőben kb. 20,25 perc alatt készen van. Amikor kivettem a sütőből, a formában hagytam 5 percig, majd rácsra borítottam és hagytam teljesen kihűlni.<br />
A mázhoz a csokit vízfürdőn felolvasztottam, szilikonos sütőpapírból kis nyomózsákot hajtogattam és azzal megcsíkoztam a fejreállított muffinokat. Hagyományos muffinsütő esetén a sütikék oldala sima lesz, nekem a muffinpapír alakú formák miatt lett bordás. <br />
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JÓ ÉTVÁGYAT!</div>
<br />gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com8tag:blogger.com,1999:blog-5333222282833351267.post-57733350372294726662014-10-12T12:10:00.001-07:002014-10-13T13:49:36.102-07:00Káposztás fazék Juj, de régen írtam már szeretett blogomba. De hát, ahogy az lenni szokott, nem mindig tud az ember a szíve szerint cselekedni. Elvittek a mindennapok a maguk sodrásukkal. Remélem azért hiányoztam! ;-)<br />
Szóval a hétvégén ismét össze- vissza éltünk. Szombaton még főzni sem volt időm. De vasárnapra kigondoltam valamit. Egy igen tartalmas ételt, Életem Párjával be is vásároltattam hozzá. Igen ám, csakhogy csalt a szemem. Nem volt elég savanyú káposzta itthon. Sebaj, ahol a legnagyobb a szükség, ott van legközelebb a segítség. Nekem anyósom, akinek volt még egy kis fej káposztája a kamrában. Hát így változtattam a recepten és elmondhatom, csak a javára vált. Brutálisan jó, és rettentően kalóriadús. Viszont téli, ráérős hétvégéken remekül el lehet készíteni. És végre ismét bevetésre kerülhetett a káposztafőző fazékom. Drága <a href="http://bukovinszkicsalad.blogspot.de/" target="_blank">Anikó </a>barátnőm igen sokat jutott eszembe a főzés során, mivel az ő inspirálására lett nekem is ilyen edényem. :-)) De bárminemű agyagedény vagy más anyagból készült megteszi, lényeg, hogy bírja a sütő hőjét. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgou0lnJNIrxjfJn4MWp9W7M0kQXCpNrFdyFrbeMMtR5Jh-cFUV3Xg5_-dmO9S3fSRXyBhCUR6nUzFWni-BN7uNqCzEHP7R6lpuFD2g1kcPxctoHTMFWgT9MATaSJbJfzCjTgu-K6ZJT07/s1600/DSC_0124.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgou0lnJNIrxjfJn4MWp9W7M0kQXCpNrFdyFrbeMMtR5Jh-cFUV3Xg5_-dmO9S3fSRXyBhCUR6nUzFWni-BN7uNqCzEHP7R6lpuFD2g1kcPxctoHTMFWgT9MATaSJbJfzCjTgu-K6ZJT07/s1600/DSC_0124.JPG" height="640" width="480" /></a></div>
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<u><b>Hozzávalók</b></u>:<br />
<br />
500 g savanyúkáposzta<br />
500 g édes káposzta<br />
600 g főtt tarja<br />
300 g húsos füstölt szalonna<br />
fél szál póréhagyma<br />
só<br />
bors<br />
3 babérlevél <br />
1 ek. pirospaprika<br />
1 bögre rizs<br />
<br />
Az édes káposztát legyaluljuk és összekeverjük a savanyú káposztával, sózzuk, de csak mérsékelten, mert a szalonna és a tarja is sós, borsozzuk, alaposan összevegyítjük. A pórét kicsit vastagabb szeletekre vágjuk, a szalonnát 2 cm csíkokra szeljük, a tarját nagyobb szeletekre vágjuk. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH33xZy5opwH2uXwp3fAPDXf_gZ_2bKV_0KMM0UAABzPJvlH5-My1PEYSOd0DAeRlqyKdcL7TNm45TeND2kFkqdI387vmrGFHKgjx9fqg3fjeQ-rOFsvmXXm6vxPauWufApSF_xzVKd84W/s1600/DSC_0118.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhH33xZy5opwH2uXwp3fAPDXf_gZ_2bKV_0KMM0UAABzPJvlH5-My1PEYSOd0DAeRlqyKdcL7TNm45TeND2kFkqdI387vmrGFHKgjx9fqg3fjeQ-rOFsvmXXm6vxPauWufApSF_xzVKd84W/s1600/DSC_0118.JPG" height="300" width="400" /></a></div>
A káposzta egyharmadát a tál aljára terítjük, beborítjuk a póré felével, rárakjuk a szalonna felét.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5_fti9amQLgoVKTaqVhbJ6eGweMoDfASAcM4F6W0HDVJJ9uwLeKCuAN1hPYMBNge66K5dOCHH74CF_xDV2IscoTpkp8F6wrNmQudFhvb60iR0Kvvw_dqubNI6CgEgQO2-dX2pQ-x8mHuu/s1600/DSC_0119.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg5_fti9amQLgoVKTaqVhbJ6eGweMoDfASAcM4F6W0HDVJJ9uwLeKCuAN1hPYMBNge66K5dOCHH74CF_xDV2IscoTpkp8F6wrNmQudFhvb60iR0Kvvw_dqubNI6CgEgQO2-dX2pQ-x8mHuu/s1600/DSC_0119.JPG" height="300" width="400" /></a></div>
A káposzta második harmadát és a póré másik felét a szalonnás rétegre rakjuk, majd ráhelyezzük a tarjaszeleteket. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8IQ2fZuzOSI5GJx9tivvEpHLfltCQaAQRvRAxwwTfpVO_HsGpu8OlBI9xUAXjwoN0yrITEUCeyBZKDSR5s4kvWjCh3eMqGouOMyJnDhrn_HKf40eM4UqLSjXp6qnfClDOc8MyMeeT2r5X/s1600/DSC_0120.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8IQ2fZuzOSI5GJx9tivvEpHLfltCQaAQRvRAxwwTfpVO_HsGpu8OlBI9xUAXjwoN0yrITEUCeyBZKDSR5s4kvWjCh3eMqGouOMyJnDhrn_HKf40eM4UqLSjXp6qnfClDOc8MyMeeT2r5X/s1600/DSC_0120.JPG" height="400" width="300" /></a></div>
Beborítjuk a maradék káposztával, rárakjuk a szalonna másik felét és három babérlevelet. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEuLM74ke5EE-W1AvmPhIqh67i3I2SQltEcHzH7ZPH8AKTOEHEX3ntOFo6r8_zxg93QUG3FZoY0aEiz75gDFr6usuFd75JBIapvyPiIaBSrCkjB_qLN-TW0Hr0qQ1trhTcTB__AAwdaT1f/s1600/DSC_0121.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEuLM74ke5EE-W1AvmPhIqh67i3I2SQltEcHzH7ZPH8AKTOEHEX3ntOFo6r8_zxg93QUG3FZoY0aEiz75gDFr6usuFd75JBIapvyPiIaBSrCkjB_qLN-TW0Hr0qQ1trhTcTB__AAwdaT1f/s1600/DSC_0121.JPG" height="300" width="400" /></a></div>
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Megszórjuk a pirospaprikával és felöntjük annyi vízzel, ami majdnem ellepi, ez kb. 1,5 l víz. </div>
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Ezután lefedve betesszük a hideg sütőbe és 180C fokon elkezdjük sütni. Óránként megnézzük és meglocsolgatjuk a saját levével. 2,5 óra elteltével hozzáadjuk a rizst, alaposan beletumkoljuk a szaftba és kb. fél óra alatt puhára főzzük. 20 percet sütjük fedő nélkül, majd a sütőt elzárjuk, a maradék hő kihasználásával pihentetjük és puha kenyérrel vagy éppen magában fogyasztjuk. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAVkz-oIApuxMaq5h6QmHi8ljRici3iKVj4WWgvSjVOnw9kF4vFosbc19vdwLngaJU2wTy6aRp66nbEQc4jv7Ae7erzwtRgCuueYFvqnVvBuf67t8nVZfodh9oFQf1_GA9zreZyLSUicFH/s1600/DSC_0122.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj32lM7kLBVyC6H3wBPHHRh17cMtgo6QRdgZkS88HfWX3pjwiSzwdB-IabRPe4Jnc6Lqq9mSn0kC93nFymZR_6dS7cY2FtKXkrjv1gEHlqw_EQVnSMkfMmDXHZJ7S-QSSVqbX9YdcjAzm6t/s1600/DSC_0123.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj32lM7kLBVyC6H3wBPHHRh17cMtgo6QRdgZkS88HfWX3pjwiSzwdB-IabRPe4Jnc6Lqq9mSn0kC93nFymZR_6dS7cY2FtKXkrjv1gEHlqw_EQVnSMkfMmDXHZJ7S-QSSVqbX9YdcjAzm6t/s1600/DSC_0123.JPG" height="400" width="300" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgou0lnJNIrxjfJn4MWp9W7M0kQXCpNrFdyFrbeMMtR5Jh-cFUV3Xg5_-dmO9S3fSRXyBhCUR6nUzFWni-BN7uNqCzEHP7R6lpuFD2g1kcPxctoHTMFWgT9MATaSJbJfzCjTgu-K6ZJT07/s1600/DSC_0124.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;">JÓ ÉTVÁGYAT!</a></div>
<br />gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com4tag:blogger.com,1999:blog-5333222282833351267.post-33187919289988801522014-07-27T13:54:00.002-07:002014-07-28T01:05:26.756-07:00Sváb perec és zsemle<div class="separator" style="clear: both; text-align: center;">
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Ha az ember fia külföldre szakad, óhatatlanul is átveszi az ottani szokásokat, beszédfordulatokat és persze az ételeket is. Már jó néhány fogást bemutattam a Stuttgart környéki sváb konyhából, de a legfontosabb péksüteményt, ami minden gyerek rajongásig szeret, valahogy nem tettem ég fel. Pedig a pékségekben direkt sütnek apró pereceket, amiket a kicsi gyerekek csak úgy megkapnak (a hentesnél meg egy szelet szalámit) és ezt majszolgatják kifli helyett, mert az itt ugyebár nincs. Jó kézbevehető, remek sörkorcsolya, vajjal megkenve pedig a friss perec egyszerűen mennyei reggeli vagy tízórai, esetleg uzsonna.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheOZ156_sNfJoRQiQSI9MQBn7mlXZog6UVtjCv3WWah3xbGW1NgxzuahPjqiTDFLEy9bqBP6sVOP_ak1Dj-4plxfFKHe3qAZ-kzUv2keT6y6bJk0EEiekJgh5ZhyphenhyphenSHN4mHM2jKpOQulaNU/s320/Sv%C3%A1b+perec+-+l%C3%BAggal.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheOZ156_sNfJoRQiQSI9MQBn7mlXZog6UVtjCv3WWah3xbGW1NgxzuahPjqiTDFLEy9bqBP6sVOP_ak1Dj-4plxfFKHe3qAZ-kzUv2keT6y6bJk0EEiekJgh5ZhyphenhyphenSHN4mHM2jKpOQulaNU/s320/Sv%C3%A1b+perec+-+l%C3%BAggal.jpg" height="480" width="640" /></a></div>
<b><u>Hozzávalók:</u></b><br />
<br />
1 kg liszt<br />
40 g élesztő<br />
20 g só<br />
10 g cukor<br />
30 g zsiradék (legjobb a zsír, minél nagyobb a zsiradéktartalom, annál morzsalékosabb a tészta)<br />
0,5 l víz<br />
<br />
4% - os lúg, legegyszerűbb megkérni a gyógyszerészt, hogy készítsen egy literrel, amit egy<br />
befőttes üvegben remekül eltarthatunk a hűtőben akár egy évig is <br />
<br />
Az élesztőt a vízben a cukorral feloldjuk és a többi hozzávalóval egy sima, keményebb tésztát gyúrunk. Ha bírjuk 12-15 percig is gyúrjuk.<br />
Azonos nagyságú darabokat, kb. 100 g, szaggatunk ki és zsemléket formálunk belőle. Majd az alábbi módon elkészítjük a perecet: <br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiAjgJCc5WW2HMAtMe4zqXLusSQ0Eq9FSFlvmYhbh_9rm7ryQr0KIe9TaP2DTs2u2MlsNR18Vz6FSu0H3T9F6X80DlthJEGjbRCnCBXdBvJNm4G_rY12-siEIl2_HVaS_b53yBp-476y0H/s1600/Sv%C3%A1b+perec+-+l%C3%BAggal+(8).jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiiAjgJCc5WW2HMAtMe4zqXLusSQ0Eq9FSFlvmYhbh_9rm7ryQr0KIe9TaP2DTs2u2MlsNR18Vz6FSu0H3T9F6X80DlthJEGjbRCnCBXdBvJNm4G_rY12-siEIl2_HVaS_b53yBp-476y0H/s320/Sv%C3%A1b+perec+-+l%C3%BAggal+(8).jpg" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Rudat sodrunk, aminek a közepét dundibbra hagyjuk,</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxi9W9kXR-KhPSbumGSlLcQPcFRvtdEdlTdeyKnVMRMs5h1Jtj4nLjH5I02Gt6occ_47PjhJ5G65FkQ9BDh_SGs3fkr1Efn7Te5Mn2YrhHTtx4z7m4OntNtk8Wz8u8l_GPH1q1U_ulmckn/s1600/Sv%C3%A1b+perec+-+l%C3%BAggal+(6).jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgxi9W9kXR-KhPSbumGSlLcQPcFRvtdEdlTdeyKnVMRMs5h1Jtj4nLjH5I02Gt6occ_47PjhJ5G65FkQ9BDh_SGs3fkr1Efn7Te5Mn2YrhHTtx4z7m4OntNtk8Wz8u8l_GPH1q1U_ulmckn/s320/Sv%C3%A1b+perec+-+l%C3%BAggal+(6).jpg" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">a végeit szépen kisodorjuk, </td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7xF02fdhz894UhYyic2n9LGspPzBxdexREB8SzujtIMZnfT_hRvMW-ULtIO9PjzrjyewS6yqEysjChcngiv2JbzN9_2hQY0qIQE6M5Mlcnr7CHmT_QiQOYRbe7ASQQVFpV41GINtHYsDN/s1600/Sv%C3%A1b+perec+-+l%C3%BAggal+(7).jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7xF02fdhz894UhYyic2n9LGspPzBxdexREB8SzujtIMZnfT_hRvMW-ULtIO9PjzrjyewS6yqEysjChcngiv2JbzN9_2hQY0qIQE6M5Mlcnr7CHmT_QiQOYRbe7ASQQVFpV41GINtHYsDN/s320/Sv%C3%A1b+perec+-+l%C3%BAggal+(7).jpg" height="240" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">amennyire tudjuk, elvékonyítjuk,</td></tr>
</tbody></table>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQNGTSj57SbD_IlAhlnmUkoIcGnf6B3am9Pf1OGVIOLJwag98-X1sgb4u7Tmhuupau9mKL4xP0d1DWabgh8in_RpTGCBEKTTJ6sV5xFS5g8tvp-IGZeOfncdm4Omxau2Iv_fBT9i6yuFhU/s320/Sv%C3%A1b+perec+-+l%C3%BAggal+(3).jpg" height="240" width="320" /></td></tr>
<tr><td class="tr-caption" style="text-align: center;">és perecet formázunk belőle. </td></tr>
</tbody></table>
Egy lisztezett tepsire tesszük a pereceket és kb. 30 percet kelesztjük. Ezután min. 15 percre hűtőbe rakjuk. Ezután gumikesztyűt húzunk, és a perceket egyenként megfürdetjük a lúgban. Sütőpapírral kibélelt tepsire rakjuk, megszórhatjuk durva sóval, tetejét éles késsel bevágjuk. 200C fokon 15 percig sütjük.<br />
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A tésztából készíthetünk zsemlét is ugyanezzel az eljárással. Ezek tetejét ollóval tudjuk a legjobban bevágni. <br />
<div class="separator" style="clear: both; text-align: center;">
<img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4iNqeUBjOxiwoWS-SCwX3nfgL1W6q7axEgf4EjF1iFnpwbAEL0iLi_yAw-9_N3HNafyGfyEFIYZ8M9zlUBkk3aCtU0yYOgRsXQuYIylcoVF1i5O5dmGHV7K5qq8tuyi-ukYNTbONzIwXA/s320/Sv%C3%A1b+perec+-+l%C3%BAggal+(1).jpg" height="240" width="320" /></div>
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<img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIE32yRbGw7SUL1UyFP4LpCVgOsfNYg9WMkIJ6OOv04939tZcyeCSjq1bQvtmvJLVas9IUCKjgd0j0A8bg0vBDfZQQJBTLHKTZKLISWWRJQyKaHM_p9OjSj9pXO6zEo6Qa54oHOJPy-WcG/s320/Sv%C3%A1b+perec+-+l%C3%BAggal+(2).jpg" height="240" width="320" /></div>
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JÓ ÉTVÁGYAT!</div>
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Valamikor régen már láttam egy honlapon, de hogy hol, fogalmam sincs már. Viszont amikor videók között mazsoláztam a neten, ráakadtam erre a formázásra és eldöntöttem, hogy ezt kell elkészítenem. Még az eredeti receptet is átvettem. <br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyLDIG-dd4FRK8xdM9igbQFhaoAqNcqUgRM6LEfQRknNYKmuZelNpHxANCRZ8VQ0OLhEUoHFTbad9UqV9yFMdVT_HO8W03fkYnowrVw2eqLyoRva6_znJZqyyFtakDDHBG1znsVvnkannD/s1600/DSC_0167.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhyLDIG-dd4FRK8xdM9igbQFhaoAqNcqUgRM6LEfQRknNYKmuZelNpHxANCRZ8VQ0OLhEUoHFTbad9UqV9yFMdVT_HO8W03fkYnowrVw2eqLyoRva6_znJZqyyFtakDDHBG1znsVvnkannD/s1600/DSC_0167.JPG" height="356" width="640" /></a></div>
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<u>Hozzávalók</u>:<br />
<br />
kb. 700g liszt<br />
40 g élesztő<br />
300 ml tej<br />
2 db tojás<br />
125 ml olaj<br />
1 tk cukor <br />
1 ek só<br />
<br />
100 g nagyon puha vaj<br />
<br />
1 tojássárga a kenéshez<br />
<br />
szóráshoz magok (szezámmag, lenmag, stb.)<br />
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A tejet felmelegítettem, de nem forraltam, elkevertem benne a cukrot, hozzáadtam a tojásokat, s mivel már eléggé elhűlt, de még jó meleg volt, elkevertem benne az élesztőt. <br />
A lisztet tálba szitáltam, elkevertem a sóval, hozzáöntöttem a tejes keveréket és elkezdtem dagasztani.<br />
Az olajat dagasztás közben részletekben csorgatjuk a tésztához. Ha lágynak találjuk a tésztát, tehetünk még hozzá lisztet. Amikor már szép hólyagos, duplájára kelesztjük.<br />
A megkelt tésztát nyolc részre osztjuk, mindegyik tésztadarabot kerekre formázzuk.<br />
Az első gombócot kerek korongnak kinyújtjuk, megkenjük a puha vajjal, félretesszük. A második gombócot is kinyújtjuk rátesszük az elő korongra és megkenjük vajjal. A többi gombóccal is így járunk el. <br />
A kész tornyunkat kb. fél cm vastag hatalmas lepénnyé nyújtjuk. A szélén egy 2 cm-es csíkot levágunk és négy egyenlő részre vágjuk. Egyenként feltekerjük őket, mint a bejglit.<br />
A maradék korongot nyolc egyenlő részre vágjuk és mindegyiket feltekerjük, akár a croissant, majd egy hirtelen mozdulattal elfelezzük.<br />
Egy kerek tortaformát, kb. 26-28 cm-átmérővel (én 30 cm-t vettem, az kicsit sok), kikenünk vajjal, és a fél croissanjainkat vastagabb felükkel elhelyezzük szépen sorban egymás mellett a tortakarika karimája szélén, egyenletes távolságra egymástól. Középre berakjuk a 4 tekercsünket amit a szélekből készítettünk.<br />
Megkenjük kevés tejjel lekevert tojássárgával és addig kelesztjük, amíg a tészta ki nem tölti a formát. Ezután ismét lekenjük a tojássárgával és megszórjuk a magokkal.<br />
200C fokra előmelegített sütőben kb. 36- 40 perc alatt szép pirosra sütjük. <br />
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JÓ ÉTVÁGYAT!</div>
gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com5tag:blogger.com,1999:blog-5333222282833351267.post-35415861501304895342014-06-29T15:04:00.002-07:002015-10-31T10:10:05.878-07:00MagyarázatTudom, nem ezt ígértem, de igazolt a hiányzásom, hiszen blogolás helyett a családommal töltöttem az időt. Nagyfiú nagyon igényt tartott rám, sokkal többet kellett vele lennem, mint korábban és a tempóból is vissza kellett fognom, mert nem véletlen voltam a télen háromszor is komolyan beteg. Most meg kiderült, hogy magas a vérnyomásom. Nekem, akinek mindig keresni kellett, még terhesen is 110/ 70 volt. Jó, hogy kiderült, mert ez nem fáj, de valami okának kell lennie és ezt most majd kivizsgálja a doktor bácsi. <br />
Meg kicsit befelé is fordultam, a családdal sokat kirándultunk és persze nem hanyagoltuk el a sütés- főzést sem. Készült jó pár finomság. Közben a júniussal elérkezett a cseresznyeszezon is. És Anyósom szokásos pánikolása a sok cseresznye miatt. Szerencsére a nagyja már lent van, hála Árpinak, unokaöccs, jelenleg nálunk lakik és jó magas sportos fiú, aki szeret létrára mászni. Én is szedtem jócskán, amit elértem. Nagyfiú gereblyés módszerével remekül lehetett haladni. El is készült 15 literes üveg befőtt, kb. 3-4 kiló fagyasztott cseresznye. Konyakban eltéve egy üveggel és 12 üveg lekvár. Most pedig a diólikőr eltevése vár rám a héten. Eperlekvár nem készül, van még tavalyról, de málna lett lefagyasztva. S hamarosan a szeder is érik. Ha lesz fent a hegyen, már pedig lennie kell, annyi virág volt, megyek megdézsmálni azt is. :-))<br />
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Nagyon köszönöm a kedves érdeklődő szavakat, jó hallani, hogy hiányzom. Nekem is hiányzik már a blogolás, s talán most már e szándék mellé társul az idő is. <br />
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Addig is kívánok mindenkinek jó nézelődést és sikeres konyhai tevékenykedést! :-))gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com5tag:blogger.com,1999:blog-5333222282833351267.post-426356864082136372014-05-10T11:35:00.000-07:002014-05-10T11:39:04.141-07:00Életjel, kórház & Co. Címszavakban :<br />
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Hazaértünk a klassz, kicsit munkás húsvéti szabadságról<br />
Vendégek érkeztek, remek napokat töltöttünk együtt<br />
S mire minden a helyére került volna a lakásban, addigra közbeszólt az élet.<br />
Ezért most éppen a kórházi ágyat nyomjuk, mert Nagyfiú úgy döntött, kiveteti a vakbelét.<br />
Nagyon jól gyógyul fel sem vágták csak 3 lyuk van a hasán.<br />
Mindez azért, nehogy unalmasnak gondoljuk az életet.<br />
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Ha lábra állt, jövök egy nagyon jó kis különös pogácsával. ;-)<br />
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Addig is köszönöm minden kedves olvasóm türelmet és hűségét!<br />
<br />gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com15tag:blogger.com,1999:blog-5333222282833351267.post-17237270637005546732014-04-22T04:33:00.000-07:002014-07-22T04:20:02.208-07:00Autópálya torta - a 4. születésnapi süteményÉééééééésssss elérkeztünk az utolsó felvonáshoz ebben az évben, ami a születésnapi sütemények sorát illeti. Ez volt az ünnepelt kimondott kívánsága és ezt a nagy családi szülinapi partira tartogatta. Nem mondanám, hogy nagyon feladta a leckét, mert a tésztája egy egyszerű kevert sütemény, a díszítésére is csak némi időt kellett szánni, de az előre adott gumicukorral ez is gyorsan elkészülhet és csak a fantázia szab határt a kivitelezésnek.<br />
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<u><b>Hozzávalók</b></u>: <br />
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250 g vaj<br />
250 g cukor<br />
4 db tojás<br />
2 cs vaníliás cukor<br />
500 g liszt<br />
1 cs sütőpor <br />
1/8 l narancslé<br />
1 narancs reszelt héja<br />
300 g tortabevonó csoki<br />
6 ek. durvára vágott pisztácia (nálam 2 cs Dr. Oetker)<br />
1 cs Haribo Colorado gumicukor <br />
fehér cukorstift/ íróka 1 db tojásfehérjéből annyi porcukorral, amennyit felvesz<br />
rengeteg fogvájó <br />
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Ehhez a formához egy kerek aljú tortaformára lenne szükség, de sima formában is elkészíthető.<br />
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A vajat habosra keverjük a kétféle cukorral, hozzáadjuk egyenként a tojásokat, majd a narancslevet. Ezután a sütőporral kevert lisztet és a narancs lereszelt héját. A masszát belesimítjuk a vajazott lisztezett tortaformába és 180C fokra előmelegített sütőben tűpróbáig sütjük. Hagyjuk kihűlni.<br />
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Ezután egy kb. 5 cm vastag szélt levágunk hogy össze tudjuk illeszteni majd a két kőrt. Ezután megközelítőleg, mert pontosan úgy sem lehet, kettévágjuk a tésztánkat. Vágott felükkel felfelé egymás mellé illesztjük a tortafeleket. Kicsit faragunk belőlük, ha kell, hogy pontosan illeszkedjenek egymáshoz, különben aláfolyik a csoki. A csokit felolvasztjuk és bevonjuk vele a két karikát úgy, hogy egy kevés a szélére is jusson. Amíg a csoki nem dermed meg teljesen, megszórjuk a szélét és az oldalát a pisztáciával. Küzben elkészítjük a díszítést: két- két hosszúkás bonbont összeragasztunk cukorstifttel/ tojásfehérjével, közepére csíkot húzunk, ezzel takarjuk el a ragasztási felületet, egy csíkot vágunk a réteges bonbonból és azt ragasztjuk a hátuljára terelőszárnynak. Cukorstifttel ragasztjuk majd az autókat a pályára. A csíkos cukorkákba egy- egy fél fogvájót szúrunk, ezzel rögzítjük őket a pálya szélére. Egy hullámkartonra felírjuk RAJT/ CÉL és két egész fogvájót dugunk bele a karton hullámába. Pillérnek félbevágunk egy kerek cukorkát és abba rögzítjük a táblát. Igazság szerint mindenki ízlésének megfelelően díszítheti az autópályát az adott bonbonokból. <br />
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<br />gionettahttp://www.blogger.com/profile/06476227354756983533noreply@blogger.com7