<?xml version="1.0" encoding="UTF-8" ?><oembed><version>1.0</version><provider_name>Le Café de Capucine</provider_name><provider_url>https://capucine.cafeblog.hu</provider_url><author_name>Le Café de Capucine</author_name><author_url>https://capucine.cafeblog.hu/author/le_cafe_de_capucine/</author_url><title>Sajttorta a hétvége tiszteletére</title><html>Most olyan csöndesen vagyunk, ilyen lehet más ember pihenőnapja. Nem kell sehova mennünk, így most van idő arra, hogy elszöszmötöljek az ebéddel, sőt egy desszertet is készítsek.&lt;br /&gt;
Régóta gondolkodom a sajttortáról, de eddig visszatartott az a gigantikus mennyiségű ún. &quot;Philly&quot; krémsajt, amit az amerikai háziasszonyok nem sajnálnak ki a New yorki fajtából. Megértem, hogy így autentikus, de sajnos nem Rothschild a vezetéknevem és igen, árérzékeny vevő vagyok. Nem óhajtok beletenni 5 dobozzal (!) egy desszertbe.&nbsp; &lt;br /&gt;
Egy magyar nő vagyok, aki szeretne valami finomsággal kedveskedni, lehetőleg annyi befektetéssel, ami még belefér.&lt;br /&gt;
Megnéztem néhány videót a nagy videódobozból és amennyire emlékeztem, beleraktam ebbe a sütibe.&lt;br /&gt;
&lt;u&gt;Pár órával később&lt;/u&gt;....Most hogy már bezabáltunk belőle, néhány dolgot másképp csinálnék, de első próbálkozásnak nem rossz. Szerencsére nem a keverék volt a hibás, hanem én, inkább mi, akik nem bírták kivárni hogy 3 órát dermedjen a hűtőben, még azután, hogy kihűlt sütés után. &lt;br /&gt;
Legközelebb a gyümölcsöt csak díszítéshez fogom felhasználni, hogy a teteje szépen átpiruljon.&lt;br /&gt;
&lt;br /&gt;
Gyümölcs réteg:&lt;br /&gt;
&lt;a href=&quot;http://1.bp.blogspot.com/-jQBBOZHQww8/UaEI5Qq3v-I/AAAAAAAABE8/xhpbWsVCVIE/s1600/IMG_0022.JPG&quot; style=&quot;clear: right;float: right;margin-bottom: 1em;margin-left: 1em&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://capucine.cafeblog.hu/files/2013/05/IMG_0022.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;10 dkg gyümölcs (előkészítve)&lt;br /&gt;
1 kk só&lt;br /&gt;
1 evk cukor&lt;br /&gt;
1 evk vanílliás pudingpor&lt;br /&gt;
1 dl víz&lt;br /&gt;
&lt;br /&gt;
Kekszágy:&lt;br /&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right;margin-left: 1em;text-align: right&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center&quot;&gt;&lt;a href=&quot;http://1.bp.blogspot.com/-n5ScYg0eqng/UaEI5vJlHnI/AAAAAAAABFA/khO8M1DmZ8M/s1600/IMG_0027.JPG&quot; style=&quot;clear: right;margin-bottom: 1em;margin-left: auto;margin-right: auto&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;240&quot; src=&quot;https://capucine.cafeblog.hu/files/2013/05/IMG_0027.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center&quot;&gt;Akkor még jó ötletnek tűnt&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
3 evk háztartási keksz&lt;br /&gt;
50 g (10 db) korpás keksz, Korpovit&lt;br /&gt;
1 evk cukor&lt;br /&gt;
5 dkg vaj felolvasztva&lt;br /&gt;
&lt;br /&gt;
Sajtréteg:&lt;br /&gt;
2 tojás&lt;br /&gt;
1 citrom reszelt héja&lt;br /&gt;
1 tömlős tejszínes krémsajt&lt;br /&gt;
3 evk cukor&lt;br /&gt;
A gyümölcs után kimaradt pudingpor&lt;br /&gt;
1 doboz sajtkrém (200 ml)&lt;br /&gt;
1 kis doboz tejföl&lt;br /&gt;
10 dkg margarin felolvasztva&lt;br /&gt;
&lt;br /&gt;
Elkészítés:&lt;br /&gt;
A gyümölccsel kezdjük, mert addig kicsit hűlnie kell, amíg felhasználjuk. A jelen esetben meggyet, cukorral és kevés vízzel kezdjük el főzni, amíg fel nem forr. A pudingport a végén rakjuk bele, úgy hogy előtte felkevertük vízzel. Sűrűsödés után kapcsoljuk le a gázt és tegyük félre.&lt;br /&gt;
A kekszeket törjük morzsává, adjuk hozzá a kész kekszport és cukrozzuk meg. Végül csurgassuk rá a folyékony vajat és keverjük át. A darabos, homokszínű végeredményt egy alufóliával kibélelt tepsibe tegyük és lapogassuk le egy nehéz lapos dologgal. pl: egy kancsó aljával.&lt;br /&gt;
A sajtos rész hozzávalóit, egyiket a másik után keverjük össze. A végeredmény egy halványsárga, krémtúró illatú massza, amit meg kell kóstolni, úgy etetné magát.&lt;br /&gt;
A sajt masszát öntsük a lenyomkodott kekszes rétegre, majd a gyümölcsöket tegyük rá. Kevergessük meg, azután rakjuk 40 percre a sütőbe, közepes lángon.&lt;br /&gt;
Miután kivettük a sütőből tegyük félre, amíg teljesen kihűl. Azután rakjuk be a hűtőbe pár órára. Kivétel után óvatosan szeletelhető. &nbsp; &nbsp; &lt;br /&gt;
&nbsp;&nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto;margin-right: auto;text-align: center&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center&quot;&gt;&lt;a href=&quot;http://2.bp.blogspot.com/-piXQ9MaPvSs/UaEI6c4H32I/AAAAAAAABFU/yng0P4TXDVs/s1600/IMG_0031.JPG&quot; style=&quot;margin-left: auto;margin-right: auto&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;272&quot; src=&quot;https://capucine.cafeblog.hu/files/2013/05/IMG_0031.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center&quot;&gt;Lapos is, furcsa is de az enyém.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&nbsp;&nbsp; &lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto;margin-right: auto;text-align: center&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center&quot;&gt;&lt;a 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&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center&quot;&gt;Ez lett volna a kitűzött cél, de ugyebár Rómát sem egy nap alatt építették.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
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