<?xml version="1.0" encoding="UTF-8"?>
<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0"><id>tag:blogger.com,1999:blog-8704094850314604433</id><updated>2013-03-04T12:08:43.114+01:00</updated><category term="Herzhaftes backen" /><category term="Brot" /><category term="Vanille" /><category term="Vegetarisch" /><category term="Marmelade" /><category term="Torte" /><category term="Heidelbeeren" /><category term="Mango" /><category term="Geschenke" /><category term="Passionsfrucht" /><category term="Cranberries" /><category term="Kuchen" /><category term="Früchte" /><category term="Suppe" /><category term="Weihnachten" /><category term="Apfel" /><category term="Kartoffeln" /><category term="Muffins" /><category term="Erdbeer" /><category term="Salat" /><category term="Fondant" /><category term="Kokos" /><category term="Nuss/Mandeln" /><category term="Limetten" /><category term="Orange" /><category term="Himbeer" /><category term="Macarons" /><category term="Schokolade" /><category term="Couscous" /><category term="Hauptgericht" /><category term="Kleinigkeiten" /><category term="Plätzchen" /><category term="Kirsche" /><category term="Nudeln" /><category term="Reis" /><category term="Mandarinen" /><category term="Banane" /><category term="Brownies" /><category term="Dessert" /><category term="Nähen" /><category term="Ananas" /><category term="Auflauf" /><category term="Tomate" /><category term="Kürbis" /><category term="Cupcake" /><category term="Fisch" /><category term="Polenta" /><category term="Marzipan" /><title type="text">Sandras Hobbyecke</title><subtitle type="html">backen, kochen, nähen, ausprobieren ...</subtitle><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://sandrashobbyecke.blogspot.com/" /><link rel="next" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default?start-index=26&amp;max-results=25" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>57</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/SandrasHobbyecke" /><feedburner:info uri="sandrashobbyecke" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><feedburner:emailServiceId>SandrasHobbyecke</feedburner:emailServiceId><feedburner:feedburnerHostname>http://feedburner.google.com</feedburner:feedburnerHostname><feedburner:browserFriendly></feedburner:browserFriendly><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-3519653339907200030</id><published>2012-12-19T17:24:00.001+01:00</published><updated>2012-12-19T17:24:53.216+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Kuchen" /><category scheme="http://www.blogger.com/atom/ns#" term="Nuss/Mandeln" /><category scheme="http://www.blogger.com/atom/ns#" term="Weihnachten" /><category scheme="http://www.blogger.com/atom/ns#" term="Schokolade" /><category scheme="http://www.blogger.com/atom/ns#" term="Apfel" /><title type="text">Adventskuchen</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-JT9gKOWysvQ/UNHqKrO3SkI/AAAAAAAAAqA/4Xl-aIt1KQs/s1600/P6110915.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://2.bp.blogspot.com/-JT9gKOWysvQ/UNHqKrO3SkI/AAAAAAAAAqA/4Xl-aIt1KQs/s640/P6110915.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Bevor ich mit den Cupcakes von meiner Verabschiedung auf der Arbeit weiter mache habe ich jetzt noch einen Adventskuchen für euch. Dazu braucht ihr keine Küchenwaage sondern eine Tasse reicht. Von der Größe der Tasse die ihr verwendet hängt ab wieviel Kuchen am Ende herraus kommt. Ich habe ihn in einem kleinen Blech gebacken, man kann aber auch eine Springform oder Muffinförmchen verwenden. Also ihr braucht:&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;2 Tassen Mehl&lt;/div&gt;&lt;div style="text-align: center;"&gt;1,5 Tassen Zucker&lt;/div&gt;&lt;div style="text-align: center;"&gt;1 Tasse Öl&lt;/div&gt;&lt;div style="text-align: center;"&gt;4 Eier&lt;/div&gt;&lt;div style="text-align: center;"&gt;1 Päckchen Backpulver&lt;/div&gt;&lt;div style="text-align: center;"&gt;4 Esslöffel Zimt&lt;/div&gt;&lt;div style="text-align: center;"&gt;4 - 6 große Äpfel&lt;/div&gt;&lt;div style="text-align: center;"&gt;1 Vanillinzucker&lt;/div&gt;&lt;div style="text-align: center;"&gt;1 Tasse grob gehackte Walnüsse&lt;/div&gt;&lt;div style="text-align: center;"&gt;etwas Salz&lt;/div&gt;&lt;div style="text-align: center;"&gt;1 Tasse Raspelschokolade&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Die Äpfel werden in kleine Würfel zerschnippelt. Aus den Zutaten ein Teig führen und die Äpfel, Schokolade und Walnüsse zum Schluss unterheben. Hier bitte keinen Mixer nehmen, da verbiegen die Haken! Ein Holzlöffel ist optimal dafür. Es befinden sich jetzt nur viele Apfelwürfelchen in wenig Teig, je mehr Apfel, desto besser. Der Teig kommt in eine Form die ziemlich voll sein sollte. Das ganze verbannen wir bei 180°C für etwa 1 Stunde in den Backofen. Wenn der Kuchen fertig ist Abkühlen lassen.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Für Muffins den Teig nur ca. 30 Minuten in den Ofen schieben.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Guten Appetit!!&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/FaklZRdBxEU" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/3519653339907200030/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/12/adventskuchen.html#comment-form" title="4 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/3519653339907200030" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/3519653339907200030" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/FaklZRdBxEU/adventskuchen.html" title="Adventskuchen" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-JT9gKOWysvQ/UNHqKrO3SkI/AAAAAAAAAqA/4Xl-aIt1KQs/s72-c/P6110915.JPG" height="72" width="72" /><thr:total>4</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/12/adventskuchen.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-218649836194219033</id><published>2012-12-17T10:00:00.000+01:00</published><updated>2012-12-17T10:00:00.395+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nuss/Mandeln" /><category scheme="http://www.blogger.com/atom/ns#" term="Früchte" /><category scheme="http://www.blogger.com/atom/ns#" term="Weihnachten" /><category scheme="http://www.blogger.com/atom/ns#" term="Schokolade" /><category scheme="http://www.blogger.com/atom/ns#" term="Cranberries" /><category scheme="http://www.blogger.com/atom/ns#" term="Brownies" /><title type="text">Lebkuchen-Brownies mit Karamell</title><content type="html">&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt; &lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-UxgGTkdaaMY/UMuDNMYiyAI/AAAAAAAAApc/jZaO-x97UwY/s1600/PC100012.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/-UxgGTkdaaMY/UMuDNMYiyAI/AAAAAAAAApc/jZaO-x97UwY/s640/PC100012.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;Zutaten für ein großes Blech:&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;100g Walnusskerne&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;100g Cashewkerne, ungesalzen&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;250g getrocknete Cranberries&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;250g weiche Karamellpralinen&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;700g Zartbitterschokolade&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;400g Butter&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;500g Mehl&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;4 Prisen Salz&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;2 TL Lebkuchengewürz&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;4 Eier&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;400g Zucker&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;Backpapier für das Blech &lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt; &lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;; font-size: 12.0pt; mso-ansi-language: DE; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-US;"&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Normale Tabelle";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";} &lt;/style&gt;&lt;![endif]--&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Den Backofen auf 175 Grad (Umluft 160 Grad) vorheizen. Die Nüsse und Cranberrys hacken. Die Karamellpralinen klein Schneiden. Die Schokolade hacken und mit der Butter schmelzen.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Mehl mit Salz und Lebkuchengewürz mischen. Die Eier und den Zucker verrühren, soll aber noch nicht schaumig sein. Die Schokomasse mit der Eiermasse verrühren. Dann das Mehl untermischen. Wenn alles gut miteinander verbunden ist kommen die Nüsse, Cranberries und die Karamellpralinen dazu. Das Backblech mit Backpapier auslegen und den Teig verteilen und die Oberfläche glatt drücken. Im Ofen ca. 25 Minuten backen. Der Teig sollte außen fest und innen noch feucht sein. Aus dem Ofen nehmen und abkühlen lassen. Das Gebäck in kleine Quadrate schneiden.&amp;nbsp;  &lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/2XfafGykraw" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/218649836194219033/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/12/lebkuchen-brownies-mit-karamell.html#comment-form" title="1 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/218649836194219033" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/218649836194219033" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/2XfafGykraw/lebkuchen-brownies-mit-karamell.html" title="Lebkuchen-Brownies mit Karamell" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-UxgGTkdaaMY/UMuDNMYiyAI/AAAAAAAAApc/jZaO-x97UwY/s72-c/PC100012.JPG" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/12/lebkuchen-brownies-mit-karamell.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-6785021111619800370</id><published>2012-12-16T10:00:00.000+01:00</published><updated>2012-12-16T10:00:07.210+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nuss/Mandeln" /><category scheme="http://www.blogger.com/atom/ns#" term="Früchte" /><category scheme="http://www.blogger.com/atom/ns#" term="Weihnachten" /><category scheme="http://www.blogger.com/atom/ns#" term="Plätzchen" /><title type="text">Feigenschäumchen</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-viKSJ_rdNR4/UMuAZJTDE6I/AAAAAAAAAo4/mrFi5N7Ig4k/s1600/PC100010.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://1.bp.blogspot.com/-viKSJ_rdNR4/UMuAZJTDE6I/AAAAAAAAAo4/mrFi5N7Ig4k/s400/PC100010.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Zutaten für ca. 45 Stück:&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;120g getrocknete Feigen&lt;/div&gt;&lt;div style="text-align: center;"&gt;120g Mandelstifte&lt;/div&gt;&lt;div style="text-align: center;"&gt;150g Puderzucker&lt;/div&gt;&lt;div style="text-align: center;"&gt;1 EL Mehl&lt;/div&gt;&lt;div style="text-align: center;"&gt;1 EL Speisestärke&lt;/div&gt;&lt;div style="text-align: center;"&gt;3 Eiweiß&lt;/div&gt;&lt;div style="text-align: center;"&gt;1 Prise Salz&lt;/div&gt;&lt;div style="text-align: center;"&gt;45 kleine, runde Oblaten&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Den Backofen auf 150 Grad (Umluft 130 Grad) vorheizen. Die Feigen in ein Sieb geben und mit kochendem Wasser übergießen. Die Feigen mit einem Küchenpapier trockentupfen. Dann in feine Würfelchen schneiden. Die Mandelstifte in einer heißen Pfanne ohne Fett goldgelb rösten. Herrausnehmen, abkühlen lassen und beiseitestellen. Den Puderzucker mit Mehl und Speisestärke mischen und in eine Schüssel sieben. Eiweiß und Salz mit den Schneebesen des Handrührgerätes steif schlagen. Die Zuckermischung nach und nach dazugeben. Weiterschlagen, bis die Masse schnittfest ist. Dann Feigen und Mandeln vorsichtig unterheben. Mithilfe von zwei Teelöffeln, die immer wieder in kaltes Wasser getaucht werden, kleine Häufchen bilden und auf Oblaten setzen. Die Feigenschäumchen im Ofen 20 -&amp;nbsp; 25 Minuten backen. Herausnehmen und zum Abkühlen mit einem breiten Messer auf ein Kuchengitter heben.&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/lw7_GSOPmrM" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/6785021111619800370/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/12/feigenschaumchen.html#comment-form" title="0 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/6785021111619800370" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/6785021111619800370" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/lw7_GSOPmrM/feigenschaumchen.html" title="Feigenschäumchen" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-viKSJ_rdNR4/UMuAZJTDE6I/AAAAAAAAAo4/mrFi5N7Ig4k/s72-c/PC100010.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/12/feigenschaumchen.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-8666767477821685342</id><published>2012-12-15T10:00:00.000+01:00</published><updated>2012-12-15T10:00:09.111+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nuss/Mandeln" /><category scheme="http://www.blogger.com/atom/ns#" term="Weihnachten" /><category scheme="http://www.blogger.com/atom/ns#" term="Schokolade" /><category scheme="http://www.blogger.com/atom/ns#" term="Plätzchen" /><title type="text">Schokolaibchen</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-38Y7h1za7S4/UMt99hNsQwI/AAAAAAAAAoU/t_jRJDqmZTY/s1600/PC100003.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-38Y7h1za7S4/UMt99hNsQwI/AAAAAAAAAoU/t_jRJDqmZTY/s400/PC100003.JPG" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Zutaten für ca. 50 bis 60 Stück:&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;4 Eiweiß&lt;/div&gt;&lt;div style="text-align: center;"&gt;2 TL Zitronensaft&lt;/div&gt;&lt;div style="text-align: center;"&gt;250g Zucker&lt;/div&gt;&lt;div style="text-align: center;"&gt;125g gemahlene Mandeln&lt;/div&gt;&lt;div style="text-align: center;"&gt;30g Kakao&lt;/div&gt;&lt;div style="text-align: center;"&gt;Puderzucker&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Den Backofen auf 160g vorheizen. Eiweiß mit Zitronensaft zu sehr steifem Schnee schlagen. Den Zucker nach und nach einrieseln lassen, weiterschlagen, bis eine schnittfeste, glänzende Masse entsteht. Mandeln und Kakao vorsichtig unterheben. Die Masse in einen Spritzbeutel mit großer, runder Tülle füllen. Auf ein mit Backpapier ausgelegtes Backblech kleine Halbkugeln mit ca. 2cm Durchmesser aufspritzen. Die Laibchen ca. 25 Minuten backen, dabei die Backofentür einen Spalt aufstehen lassen. Die Plätzchen herausnehmen und abkühlen lassen. In Puderzucker wenden.&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/32FJbt3Mht8" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/8666767477821685342/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/12/schokolaibchen.html#comment-form" title="0 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/8666767477821685342" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/8666767477821685342" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/32FJbt3Mht8/schokolaibchen.html" title="Schokolaibchen" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-38Y7h1za7S4/UMt99hNsQwI/AAAAAAAAAoU/t_jRJDqmZTY/s72-c/PC100003.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/12/schokolaibchen.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-4043443508396863760</id><published>2012-12-14T16:06:00.000+01:00</published><updated>2012-12-14T16:06:13.660+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nuss/Mandeln" /><category scheme="http://www.blogger.com/atom/ns#" term="Plätzchen" /><category scheme="http://www.blogger.com/atom/ns#" term="Orange" /><category scheme="http://www.blogger.com/atom/ns#" term="Marzipan" /><title type="text">Marzipan - Orangen - Plätzchen</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-NGpFLbtQ2Gs/UMtAAPOeizI/AAAAAAAAAnw/LFv9eo9sIJA/s1600/PC100008.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="400" src="http://1.bp.blogspot.com/-NGpFLbtQ2Gs/UMtAAPOeizI/AAAAAAAAAnw/LFv9eo9sIJA/s400/PC100008.JPG" width="300" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Als erstes kommt jetzt das Rezept für die Marzipan - Orangen - Plätzchen.&lt;/div&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;Zutaten für ca. 45 bis 50 Stück:&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;200g Marzipanrohmasse&lt;/div&gt;&lt;div style="text-align: center;"&gt;3 Eiweiß&lt;/div&gt;&lt;div style="text-align: center;"&gt;1 EL Orangensaft&lt;/div&gt;&lt;div style="text-align: center;"&gt;150g gemahlene Mandeln&lt;/div&gt;&lt;div style="text-align: center;"&gt;125g Puderzucker&lt;/div&gt;&lt;div style="text-align: center;"&gt;20ml Orangenlikör&lt;/div&gt;&lt;div style="text-align: center;"&gt;200g Mandelblättchen&lt;/div&gt;&lt;div style="text-align: center;"&gt;Puderzucker zum Bestäuben&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;Backofen auf 180°C vorheizen. Eiweiß mit dem Orangensaft zu steifen Schnee schlagen. Die Hälfte des Puderzuckers mit dem Marzipan zugeben und unterrühren. Dann den restlichen Puderzucker, die gemahlenen Mandeln und Likör unterziehen. Zu einem zähflüssigen Teig verrühren. Mit zwei Löffeln Teighäufchen formen, in gehackten Mandelblättchen wälzen und auf mit Backpapier belegte Backbleche setzen. Im Ofen 15 - 20 Minuten goldbraun backen. Herausnehmen, abkühlen und mit Puderzucker bestäuben.&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/3kV2gAOeQao" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/4043443508396863760/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/12/marzipan-orangen-platzchen.html#comment-form" title="1 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/4043443508396863760" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/4043443508396863760" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/3kV2gAOeQao/marzipan-orangen-platzchen.html" title="Marzipan - Orangen - Plätzchen" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-NGpFLbtQ2Gs/UMtAAPOeizI/AAAAAAAAAnw/LFv9eo9sIJA/s72-c/PC100008.JPG" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/12/marzipan-orangen-platzchen.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-8281255899972511033</id><published>2012-12-14T12:12:00.000+01:00</published><updated>2012-12-20T14:16:26.047+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Kokos" /><category scheme="http://www.blogger.com/atom/ns#" term="Weihnachten" /><category scheme="http://www.blogger.com/atom/ns#" term="Plätzchen" /><category scheme="http://www.blogger.com/atom/ns#" term="Orange" /><category scheme="http://www.blogger.com/atom/ns#" term="Marzipan" /><category scheme="http://www.blogger.com/atom/ns#" term="Cupcake" /><title type="text">In der Weihnachtsbäckerei</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-V3ZBIngrEOk/UMsH44fQsEI/AAAAAAAAAms/doerVSfdg_4/s1600/PC100001.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-V3ZBIngrEOk/UMsH44fQsEI/AAAAAAAAAms/doerVSfdg_4/s320/PC100001.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Zur Weihnachtszeit gehören für mich selbstgemachte Plätzchen dazu. Also wurde letztes Wochenende die Küche verwüstet um allerlei leckere Dinge zu Zaubern. Da ich meinen Arbeitsplatz zum neuen Jahr wechsel und mich natürlich vorher verabschieden wollte gab es einen weiteren Grund ganz viele leckere Dinge zu backen.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-EFSLsiQT_M8/UMsIADrdfXI/AAAAAAAAAm0/s9UXMM1yeK0/s1600/PC100019.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-EFSLsiQT_M8/UMsIADrdfXI/AAAAAAAAAm0/s9UXMM1yeK0/s320/PC100019.JPG" width="320" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-s4nrzdDiC8U/UMsIHG5hcmI/AAAAAAAAAm8/OTdxM90Eq7s/s1600/PC100020.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="240" src="http://3.bp.blogspot.com/-s4nrzdDiC8U/UMsIHG5hcmI/AAAAAAAAAm8/OTdxM90Eq7s/s320/PC100020.JPG" width="320" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Deshalb erwarten euch in den nächsten Tagen ganz viele Rezepte, was ich für die Verabschiedung alles gebacken habe und ein paar Rezepte die ich vorher schon ausprobiert habe aber leider noch nicht geschafft habe euch mitzuteilen.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://sandrashobbyecke.blogspot.de/2012/12/schokolaibchen.html"&gt;Schokolaibchen&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://sandrashobbyecke.blogspot.de/2012/12/feigenschaumchen.html"&gt;Feigenschäumchen&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://sandrashobbyecke.blogspot.de/2012/12/marzipan-orangen-platzchen.html"&gt;Marzipan - Orangen Plätzchen&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;Kokoscupcakes&lt;/div&gt;&lt;div style="text-align: center;"&gt;Spekulatiuscupcakes&lt;/div&gt;&lt;div style="text-align: center;"&gt;Marzipan - Lebkuchen Cupcakes&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://sandrashobbyecke.blogspot.de/2012/12/lebkuchen-brownies-mit-karamell.html"&gt;Lebkuchenbrownies mit Karamel&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-5V58AsTjYUY/UMsIUY8eNdI/AAAAAAAAAnM/0SQOA1Nl19s/s1600/PC100014.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-5V58AsTjYUY/UMsIUY8eNdI/AAAAAAAAAnM/0SQOA1Nl19s/s320/PC100014.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-aMnE-Wv0Fg4/UMsIOeOkN2I/AAAAAAAAAnE/w3JS5QLd_Z8/s1600/PC100021.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://1.bp.blogspot.com/-aMnE-Wv0Fg4/UMsIOeOkN2I/AAAAAAAAAnE/w3JS5QLd_Z8/s320/PC100021.JPG" width="320" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/dqBLV0scBtA" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/8281255899972511033/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/12/in-der-weihnachtsbackerei.html#comment-form" title="0 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/8281255899972511033" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/8281255899972511033" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/dqBLV0scBtA/in-der-weihnachtsbackerei.html" title="In der Weihnachtsbäckerei" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-V3ZBIngrEOk/UMsH44fQsEI/AAAAAAAAAms/doerVSfdg_4/s72-c/PC100001.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/12/in-der-weihnachtsbackerei.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-8425506952247306552</id><published>2012-12-14T10:00:00.000+01:00</published><updated>2012-12-14T10:00:01.483+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Torte" /><category scheme="http://www.blogger.com/atom/ns#" term="Früchte" /><category scheme="http://www.blogger.com/atom/ns#" term="Weihnachten" /><category scheme="http://www.blogger.com/atom/ns#" term="Schokolade" /><category scheme="http://www.blogger.com/atom/ns#" term="Himbeer" /><title type="text">Blog-Adventskalender - Türchen 14</title><content type="html">&lt;!--[if !mso]&gt;&lt;style&gt;v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt;&lt;![endif]--&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt; &lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Normale Tabelle";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";} &lt;/style&gt;&lt;![endif]--&gt;&lt;br /&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 20.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;!--[if !mso]&gt;&lt;style&gt;v\:* {behavior:url(#default#VML);} o\:* {behavior:url(#default#VML);} w\:* {behavior:url(#default#VML);} .shape {behavior:url(#default#VML);} &lt;/style&gt;&lt;![endif]--&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-xb9gHKLPwxM/UMnmFAaPbJI/AAAAAAAAAmA/x_9r4-IMABE/s1600/61237_500205586687122_1129994357_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="280" src="http://1.bp.blogspot.com/-xb9gHKLPwxM/UMnmFAaPbJI/AAAAAAAAAmA/x_9r4-IMABE/s640/61237_500205586687122_1129994357_n.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt; &lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt; &lt;br /&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Heute habe ich die Ehre was zu dem Blog-Adventskalender beizutragen und das Türchen Nummer 14 zu gestalten. Hierfür habe ich meine Lieblingsweihnachtstorte herausgesucht, die ich immer wieder zu Weihnachten backe. Vielleicht hat ja einer von euch vor zu Weihnachten eine Torte zu backen und ist noch auf der Suche nach einem Tollen Rezept. Achja vielleicht verrate ich euch noch um was für eine Torte es sich handelt. &lt;/span&gt;&lt;span style="font-family: Wingdings; font-size: 14.0pt; mso-ascii-font-family: Calibri; mso-char-type: symbol; mso-hansi-font-family: Calibri; mso-symbol-font-family: Wingdings;"&gt;&lt;span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"&gt;J&lt;/span&gt;&lt;/span&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: Calibri; font-size: 16.0pt;"&gt;Spekulatiustorte mit Himbeeren&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-1pZ7FDILpgA/UMnmRa4SHmI/AAAAAAAAAmI/YZF1nG3OBzs/s1600/2011-12-26+11.28.28.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/-1pZ7FDILpgA/UMnmRa4SHmI/AAAAAAAAAmI/YZF1nG3OBzs/s640/2011-12-26+11.28.28.jpg" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Für den Teig:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;3 Eier&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;200g Zucker&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;1 Prise Salz&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;3 Päckchen Vanillinzucker&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;75g Weizenmehl&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;25g Speisestärke&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;1 TL Backpulver&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Für die Füllung:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;100g Gewürzspekulatius&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;1 EL Zitronensaft&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;6 Blatt weiße Gelatine&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;150g weiße Kuvertüre&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;500g Mascarpone&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;500g Magerquark&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;½ TL Zimt&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;300g Schlagsahne&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;b style="mso-bidi-font-weight: normal;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Außerdem:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Backpapier&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Puderzucker&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Zimt&lt;/span&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Himbeeren auftauen. Eier trennen. Eiweiß und 3 EL kaltes Wasser steif schlagen, dabei 75g Zucker, Salz und 1 Päckchen Vanillinzucker einrieseln lassen.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Eigelb unterrühren. Mehl, Stärke und Backpulver mischen. Auf die Eimasse sieben, unterheben, unterheben. Teig in eine mit Backpapier ausgelegte Springform (26 cm Durchmesser) streichen. Im vorgeheizten Backofen (Umluft: 155°C) ca. 25 Minuten backen. Auskühlen lassen.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Spekulatius grob zerbröseln. Himbeeren, 25g Zucker und Zitronensaft pürieren. Gelatine einweichen. Boden einmal halbieren. Unteren Boden auf eine Platte setzen, Tortenring herumlegen.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Gelatine ausdrücken, auflösen. Himbeerpüree esslöffelweise darunter rühren. Masse auf dem Tortenboden verteilen, ca. 50 Minuten kalt stellen. Kuvertüre grob hacken, im warmen Wasserbad auflösen. Dann dünn auf ein Marmorbrett streichen. Kalt stellen.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Mascarpone, Quark, Zimt, Rest-Zucker und 1 Päckchen Vanillinzucker verrühren. Spekulatiusbrösel unterheben. Creme auf die Himbeermasse streichen. Oberen Boden darauf setzen. Etwa 45 Minuten kalt stellen.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Sahne und 1 Päckchen Vanillinzucker steif schlagen. Tortenring entfernen. Torte mit Vanillesahne bestreichen. Kuvertüre mit einem Spachtel zu Röllchen formen. Torte damit verzieren. Mit Puderzucker und Zimt bestreuen.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Vielleicht konnte ich jetzt den ein oder anderen davon überzeugen diese tolle Torte zu backen. Ich kann sie nur empfehlen.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify;"&gt;&lt;span style="font-family: Calibri; font-size: 14.0pt;"&gt;Natürlich darf auch heute der Buchstabe für den Lösungssatz nicht fehlen. Heute erhaltet ihr den 4ten Buchstaben vom 4ten Wort: C&lt;/span&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/sXjSi1Q_rl8" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/8425506952247306552/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/12/blog-adventskalender-turchen-14.html#comment-form" title="3 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/8425506952247306552" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/8425506952247306552" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/sXjSi1Q_rl8/blog-adventskalender-turchen-14.html" title="Blog-Adventskalender - Türchen 14" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-xb9gHKLPwxM/UMnmFAaPbJI/AAAAAAAAAmA/x_9r4-IMABE/s72-c/61237_500205586687122_1129994357_n.jpg" height="72" width="72" /><thr:total>3</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/12/blog-adventskalender-turchen-14.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-4715577906907138937</id><published>2012-11-30T08:32:00.000+01:00</published><updated>2012-11-30T14:13:48.065+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Weihnachten" /><title type="text">Blog-Adventskalender</title><content type="html">&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;  &lt;w:PunctuationKerning/&gt;  &lt;w:ValidateAgainstSchemas/&gt;  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;   &lt;w:DontGrowAutofit/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt; &lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:LatentStyles DefLockedState="false" LatentStyleCount="156"&gt; &lt;/w:LatentStyles&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Normale Tabelle";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt;&lt;![endif]--&gt; &lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8704094850314604433" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img alt="" border="0" src="data:image/png;base64,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" style="cursor: move;" /&gt;&lt;/a&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8704094850314604433" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8704094850314604433" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;&amp;nbsp;&lt;span style="font-size: small;"&gt;Bild Entworfen von &lt;a href="http://bookeauty.blogspot.de/"&gt;Celin&lt;span style="font-size: small;"&gt;a&lt;/span&gt; &lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Bald steht Weihnachten vor der Türe und die Adventszeit fängt an. Mit ein paar anderen Bloggern wollen wir einen Adventskalender auf die Beine stellen. Jeden Tag erwartet euch ein Weihnachtlicher Post auf einem anderen Blog.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Am Ende sollen auch ein paar Bücher verlost werden die von ein paar Bloggern gespendet werden. Hierfür gilt es ein Lösungssatz herrauszufinden. Für diesen Lösungssatz findest du in jedem Türchen einen Buchstaben.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Dann stelle ich euch jetzt kurz noch die Gewinne vor, die am Ende zentral verlost werden.&lt;/span&gt;&lt;/span&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;  &lt;w:PunctuationKerning/&gt;  &lt;w:ValidateAgainstSchemas/&gt;  &lt;w:SaveIfXMLInvalid&gt;false&lt;/w:SaveIfXMLInvalid&gt;  &lt;w:IgnoreMixedContent&gt;false&lt;/w:IgnoreMixedContent&gt;  &lt;w:AlwaysShowPlaceholderText&gt;false&lt;/w:AlwaysShowPlaceholderText&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;   &lt;w:DontGrowAutofit/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt; &lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:LatentStyles DefLockedState="false" LatentStyleCount="156"&gt; &lt;/w:LatentStyles&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Normale Tabelle";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";  mso-ansi-language:#0400;  mso-fareast-language:#0400;  mso-bidi-language:#0400;} &lt;/style&gt;&lt;![endif]--&gt; &lt;br /&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Von &lt;b&gt;Emmas-weltderbuecher&lt;/b&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Buch:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;"Einfach fliegen" vom Thienemann Verlag&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;"Anne und Rilla - zum ersten Mal verliebt"&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;DVD:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;"Die Weihnachtsgeschichte"&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="font-family: Alba; font-weight: normal;"&gt;Von&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: Alba;"&gt; Tanja:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="font-family: Alba; font-weight: normal;"&gt;Buch:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Alba;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;"Oberwasser", Jörg Maurer, Fischer Verlage&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="font-family: Alba; font-weight: normal;"&gt;Von &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: Alba;"&gt;Yvonne: &lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="font-family: Alba; font-weight: normal;"&gt;Buch:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Alba;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;"Das Lied von Eis und Feuer" von George R.R. Martin&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="font-family: Alba; font-weight: normal;"&gt;Von &lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;span style="font-family: Alba;"&gt;Sandra V.:&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;span style="font-family: Alba; font-weight: normal;"&gt;Buch:&lt;/span&gt;&lt;/b&gt;&lt;span style="font-family: Alba;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;"Silberklinge" von Jon Courtenay Grimwood&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin-left: 141.6pt; text-align: center; text-indent: 35.4pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Von &lt;b&gt;Ally&lt;/b&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Buch:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Dragon Love (Feuer und Flamme für diesen Mann)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Dragon Love ( Manche lieben`s heiß)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Von &lt;b&gt;Alina K&lt;/b&gt;:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Buch&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="text-align: center;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8704094850314604433" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8704094850314604433" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8704094850314604433" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8704094850314604433" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;„Zorn Tod und Regen“ von Stephan Ludwig&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: large;"&gt; &lt;/span&gt;&lt;span style="font-size: large;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;div class="MsoNormal"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;Einsendeschluss für das Gewinnspiel ist der 28.12.2012. Den Lösungssatz schickt ihr mit dem Betreff: Adventskalender 2012 an &lt;a href="mailto:EmmaZecka@web.de"&gt;EmmaZecka@web.de&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8704094850314604433" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8704094850314604433" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8704094850314604433" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.blogger.com/blogger.g?blogID=8704094850314604433" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;In der Mail sollte ebenfalls eure Adresse, der Lösungssatz und ein eventueller Wunsch eines bestimmten Gewinnes vorhanden sein.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;span style="font-family: Alba;"&gt;&amp;nbsp;Also lasst euch überraschen was ihr schönes zu lesen bekommt!&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: center;"&gt;&lt;a href="http://sandrashobbyecke.blogspot.de/p/adventskalender-2012.html"&gt;&lt;span style="font-family: Alba;"&gt;&lt;span style="font-size: x-large;"&gt;Hier gehts zum Adventskalender&lt;/span&gt; &lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/EuKyTL_VBac" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/4715577906907138937/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/11/blog-adventskalender.html#comment-form" title="0 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/4715577906907138937" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/4715577906907138937" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/EuKyTL_VBac/blog-adventskalender.html" title="Blog-Adventskalender" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><thr:total>0</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/11/blog-adventskalender.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-4954298084419220795</id><published>2012-11-29T17:05:00.000+01:00</published><updated>2012-11-29T17:05:06.313+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Kuchen" /><category scheme="http://www.blogger.com/atom/ns#" term="Nuss/Mandeln" /><category scheme="http://www.blogger.com/atom/ns#" term="Weihnachten" /><category scheme="http://www.blogger.com/atom/ns#" term="Schokolade" /><category scheme="http://www.blogger.com/atom/ns#" term="Plätzchen" /><category scheme="http://www.blogger.com/atom/ns#" term="Geschenke" /><category scheme="http://www.blogger.com/atom/ns#" term="Tomate" /><category scheme="http://www.blogger.com/atom/ns#" term="Banane" /><title type="text">Post aus meiner Küche: "In der Weihnachtsschickerei"</title><content type="html">&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-qRL_sfLfqKs/ULeFLYJ54LI/AAAAAAAAAkw/a4MjLq978gM/s1600/P6260939.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://2.bp.blogspot.com/-qRL_sfLfqKs/ULeFLYJ54LI/AAAAAAAAAkw/a4MjLq978gM/s640/P6260939.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://www.postausmeinerkueche.de/wp-content/uploads/2012/10/postausmeinerkueche.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="postausmeinerkueche" border="0" src="http://www.postausmeinerkueche.de/wp-content/uploads/2012/10/postausmeinerkueche.jpeg" style="max-height: 402px; max-width: 295px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Gestern als ich nach Hause kam wartete das Päckchen von "Post aus meiner Küche" auf mich&amp;nbsp; und meine Tauschpartnerin hat mir geschrieben das mein Päckchen an sie auch angekommen ist. Deshalb bekommt ihr jetzt hier gezeigt was bei mir auf Reisen ging.&lt;/span&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-Bb25vTRBxRY/ULeFWFYmZgI/AAAAAAAAAk4/5KpjXm9Ih-o/s1600/P6260943.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-Bb25vTRBxRY/ULeFWFYmZgI/AAAAAAAAAk4/5KpjXm9Ih-o/s640/P6260943.JPG" width="480" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp; &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-tac0qTarp9E/ULeE0Le_xwI/AAAAAAAAAkg/1TZ3I7W3qkA/s1600/P6260938.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://2.bp.blogspot.com/-tac0qTarp9E/ULeE0Le_xwI/AAAAAAAAAkg/1TZ3I7W3qkA/s640/P6260938.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-WSjt4KagaDY/ULeF4JsDnTI/AAAAAAAAAlY/zWyNHqmNSW4/s1600/P6260948.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-WSjt4KagaDY/ULeF4JsDnTI/AAAAAAAAAlY/zWyNHqmNSW4/s640/P6260948.JPG" width="480" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-GEfS-u2RinA/ULeE_F9vixI/AAAAAAAAAko/GHILklcNNH4/s1600/P6260933.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://3.bp.blogspot.com/-GEfS-u2RinA/ULeE_F9vixI/AAAAAAAAAko/GHILklcNNH4/s640/P6260933.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-K1QnA79IlD8/ULeFsjFWQpI/AAAAAAAAAlQ/nv2wYQb0Hec/s1600/P6260947.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://4.bp.blogspot.com/-K1QnA79IlD8/ULeFsjFWQpI/AAAAAAAAAlQ/nv2wYQb0Hec/s640/P6260947.JPG" width="480" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-_1xPGbJNtAI/ULeEpeaQ6sI/AAAAAAAAAkY/ooKKk1DTgFQ/s1600/P6250932.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/-_1xPGbJNtAI/ULeEpeaQ6sI/AAAAAAAAAkY/ooKKk1DTgFQ/s640/P6250932.JPG" width="640" /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-8rXLsbr0-HQ/ULeFhBDjnfI/AAAAAAAAAlA/KwyknwBoomA/s1600/P6260944.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-8rXLsbr0-HQ/ULeFhBDjnfI/AAAAAAAAAlA/KwyknwBoomA/s640/P6260944.JPG" width="480" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/BhbZ98IYfO0" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/4954298084419220795/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/11/post-aus-meiner-kuche-in-der.html#comment-form" title="0 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/4954298084419220795" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/4954298084419220795" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/BhbZ98IYfO0/post-aus-meiner-kuche-in-der.html" title="Post aus meiner Küche: &quot;In der Weihnachtsschickerei&quot;" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-qRL_sfLfqKs/ULeFLYJ54LI/AAAAAAAAAkw/a4MjLq978gM/s72-c/P6260939.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/11/post-aus-meiner-kuche-in-der.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-736386916260303231</id><published>2012-11-22T17:01:00.000+01:00</published><updated>2012-11-23T09:53:26.139+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Torte" /><category scheme="http://www.blogger.com/atom/ns#" term="Schokolade" /><category scheme="http://www.blogger.com/atom/ns#" term="Kirsche" /><category scheme="http://www.blogger.com/atom/ns#" term="Fondant" /><title type="text">Totenkopftorte</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-nsVIoDdSHrQ/UK5Hx60-XbI/AAAAAAAAAjg/c6IwIn-rNxo/s1600/P6160922.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://2.bp.blogspot.com/-nsVIoDdSHrQ/UK5Hx60-XbI/AAAAAAAAAjg/c6IwIn-rNxo/s640/P6160922.JPG" width="480" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;In letzter Zeit habt ihr nicht viel von mir gehört da ich so viel zu tuen habe mit Arbeit, Schule und der Torte die ich euch heute zeige. Ich hoffe das ich in der nächsten Zeit wieder öfters Poste, habe einige Dinge in letzter Zeit gemacht die ich euch noch Vorstellen möchte.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Heute gibt es eine Tolle Totenkopftorte die ich einer Freundin zum Geburtstag geschenkt habe. Unter der ganzen Deko befindet sich eine Torte mit Biskuit und einer Schokoladencreme aus einer Mousse-Kirsche-Chili-Schokolade.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-OgIS0jQMV-w/UK5H9d7FdDI/AAAAAAAAAjo/JKMk7jKmmsc/s1600/P6160926.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/-OgIS0jQMV-w/UK5H9d7FdDI/AAAAAAAAAjo/JKMk7jKmmsc/s640/P6160926.JPG" width="640" /&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-Wl5qcxqnx7Y/UK5IVCfJaYI/AAAAAAAAAjw/zL-DmtUrjN0/s1600/P6160929.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="640" src="http://1.bp.blogspot.com/-Wl5qcxqnx7Y/UK5IVCfJaYI/AAAAAAAAAjw/zL-DmtUrjN0/s640/P6160929.JPG" width="480" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/YH0jrFh6hk4" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/736386916260303231/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/11/totenkopftorte.html#comment-form" title="2 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/736386916260303231" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/736386916260303231" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/YH0jrFh6hk4/totenkopftorte.html" title="Totenkopftorte" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://2.bp.blogspot.com/-nsVIoDdSHrQ/UK5Hx60-XbI/AAAAAAAAAjg/c6IwIn-rNxo/s72-c/P6160922.JPG" height="72" width="72" /><thr:total>2</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/11/totenkopftorte.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-1757208667518337719</id><published>2012-11-11T16:19:00.000+01:00</published><updated>2012-11-11T16:19:11.427+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Früchte" /><category scheme="http://www.blogger.com/atom/ns#" term="Geschenke" /><category scheme="http://www.blogger.com/atom/ns#" term="Marmelade" /><category scheme="http://www.blogger.com/atom/ns#" term="Apfel" /><title type="text">Apfel-Zimt-Marmelade mit Rosinen</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-wgfnxwnwQ9U/UJ_Bv9aCdrI/AAAAAAAAAjA/5ZlZnXrVQdk/s1600/P6110905.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://3.bp.blogspot.com/-wgfnxwnwQ9U/UJ_Bv9aCdrI/AAAAAAAAAjA/5ZlZnXrVQdk/s640/P6110905.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Am letzten Wochenende habe ich eine eine große Kiste Äpfel vom Baum meiner Oma und Opa mitgenommen. Da war die Frage groß was ich mit ca. 10kg Äpfeln machen soll. Nachdem ich bestimmt 5x erklährt bekommen habe das ich die Äpfel noch drei bis vier Wochen an einem kühlen Ort lagern soll bevor ich sie essen kann, da sie sonst zu sauer sind habe ich mich erstmal ans Werk gemacht und habe die Wurmstichigen rausgesucht. Aus diesen Äpfeln habe ich dann jetzt eine Apfel-Zimt-Marmelade mit Rosinen gemacht, aus dem Rest werde ich wohl in den nächsten Wochen noch Apfelkuchen und Apfelmus machen.&lt;br /&gt;&lt;br /&gt;Für die Apfel-Zimt Marmelade mit Rosinen benötigt ihr:&lt;br /&gt;&lt;br /&gt;- 1kg Äpfel&lt;br /&gt;- 500g Gelierzucker 2:1&lt;br /&gt;- Zimt&lt;br /&gt;- Rosinen&lt;br /&gt;- Gläser (mit heißem Wasser auskochen) &lt;br /&gt;&lt;br /&gt;Als erstes musste ich mich an die Arbeit begeben die Äpfel zu schälen, entkernen und alle Stellen die nicht zu gebrauchen sind zu entfernen. 1kg Äpfel abwiegen und mit ein wenig Wasser und dem Gelierzucker kochen. Die Äpfel pürieren oder stampfen, ich mag es ganz gerne wenn noch Fruchstücke in der Marmelade drin sind. Jetzt alles mit dem Zimt abschmecken und Rosienen nach Wahl hinzugeben.&lt;br /&gt;&lt;br /&gt;Jetzt die Marmelade schnell in Gläser füllen, Deckel drauf und für 5 Minuten auf den Kopf stellen. Wenn die Marmelade abgekühlt ist kann man sie genießen.&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/ooTDOVC34Ak" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/1757208667518337719/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/11/apfel-zimt-marmelade-mit-rosinen.html#comment-form" title="0 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/1757208667518337719" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/1757208667518337719" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/ooTDOVC34Ak/apfel-zimt-marmelade-mit-rosinen.html" title="Apfel-Zimt-Marmelade mit Rosinen" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-wgfnxwnwQ9U/UJ_Bv9aCdrI/AAAAAAAAAjA/5ZlZnXrVQdk/s72-c/P6110905.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/11/apfel-zimt-marmelade-mit-rosinen.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-661912656559629772</id><published>2012-11-06T21:06:00.003+01:00</published><updated>2012-11-06T21:06:23.669+01:00</updated><title type="text">Abstimmen - Halloween Spezial bei Karens Backwahn</title><content type="html">Vielleicht hat der ein oder andere auch bei Karens Backwahn an ihrem Halloween Spezial teilgenommen. Ich habe dort meine &lt;a href="http://sandrashobbyecke.blogspot.de/2012/10/marmorcakes-im-halloweenstyle.html"&gt;Marmorcakes im Halloweenstyle&lt;/a&gt; eingereicht und hoffe jetzt das ganz viele Leute für mich abstimmen werden. Also ich würde mich freuen wenn ihr für mich abstimmen würdet. Dies ist mein erstes Event welches ich mitmache.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: center;"&gt;&lt;span style="font-size: large;"&gt;&lt;a href="http://karensbackwahn.blogspot.de/2012/11/halloween-special-die-faire-abstimmung.html"&gt;HIER gehts zur Abstimmung&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-P2EtzTQ7BPo/UHGiAJv7NDI/AAAAAAAACV8/AlQopOKmMt0/s1600/Foto+07.10.12+17+27+37.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/-P2EtzTQ7BPo/UHGiAJv7NDI/AAAAAAAACV8/AlQopOKmMt0/s1600/Foto+07.10.12+17+27+37.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img alt="http://1.bp.blogspot.com/-P2EtzTQ7BPo/UHGiAJv7NDI/AAAAAAAACV8/AlQopOKmMt0/s1600/Foto+07.10.12+17+27+37.jpg" border="0" class="decoded" height="320" src="http://1.bp.blogspot.com/-P2EtzTQ7BPo/UHGiAJv7NDI/AAAAAAAACV8/AlQopOKmMt0/s320/Foto+07.10.12+17+27+37.jpg" width="320" /&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-IgLufQKyxmA/UJlsuz4PDhI/AAAAAAAAAig/mcI8d71NPAM/s1600/Halloween+-+Sandrashobbyecke.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-IgLufQKyxmA/UJlsuz4PDhI/AAAAAAAAAig/mcI8d71NPAM/s320/Halloween+-+Sandrashobbyecke.JPG" width="320" /&gt;&lt;/a&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/s75de360q1E" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/661912656559629772/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/11/abstimmen-halloween-spezial-bei-karens.html#comment-form" title="1 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/661912656559629772" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/661912656559629772" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/s75de360q1E/abstimmen-halloween-spezial-bei-karens.html" title="Abstimmen - Halloween Spezial bei Karens Backwahn" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-P2EtzTQ7BPo/UHGiAJv7NDI/AAAAAAAACV8/AlQopOKmMt0/s72-c/Foto+07.10.12+17+27+37.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/11/abstimmen-halloween-spezial-bei-karens.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-7693686087301189011</id><published>2012-11-02T17:43:00.000+01:00</published><updated>2012-11-02T17:43:50.933+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Hauptgericht" /><category scheme="http://www.blogger.com/atom/ns#" term="Reis" /><category scheme="http://www.blogger.com/atom/ns#" term="Kürbis" /><title type="text">Kürbis-Risotto</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-tpAxr8mezB8/UJP36lN7IDI/AAAAAAAAAiA/9YMcJoBMXBk/s1600/P6010892.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://3.bp.blogspot.com/-tpAxr8mezB8/UJP36lN7IDI/AAAAAAAAAiA/9YMcJoBMXBk/s640/P6010892.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Und wieder mal ein Kürbisrezept. In den letzten Tage habe ich mir einen Butternut-Kürbis gekauft und jetzt war die Frage was damit tuen. Meine Gedanken sind bei einem Risotto hängen geblieben.&lt;br /&gt;&lt;br /&gt;Für 2 Portionen benötigt ihr:&lt;br /&gt;&lt;br /&gt;- 125g Risottoreis&lt;br /&gt;- 400g Kürbis&lt;br /&gt;- 2 Stangen Lauchzwiebeln&lt;br /&gt;- 8 kleine Pilze&lt;br /&gt;- 150ml Weißwein &lt;br /&gt;- 30g Parmesan&lt;br /&gt;- Gemüsebrühe&lt;br /&gt;- frische Glatte Petersilie&lt;br /&gt;- Pfeffer&lt;br /&gt;- Olivenöl&lt;br /&gt;&lt;br /&gt;Kürbis waschen und in kleiner Stücke schneiden, Pilze in grobe Stücke schneiden und die Lauchzwiebeln in Scheiben schneiden. Alles in einer Pfanne in Olivenöl kurz anbraten und den Risottoreis hinzugeben. Ist der Risottoreis angedünstet alles mit dem Weißwein ablöschen. Jetzt immer wieder alles rühren. Ist der Wein eingesogen eine Kelle Gemüsebrühe dazu geben. Wieder alles rühren bis alles eingesogen ist. Das wiederholt man jetzt so lange bis der Reis gut ist. Zum Schluss frische Petersilie und Parmesan dazu geben und alles mit Pfeffer abschmecken.&lt;br /&gt;&lt;br /&gt;Mal schauen was ich mit dem Rest Kürbis machen werde. Habt ihr irgendwelche Ideen?&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/lL4zVVww56Q" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/7693686087301189011/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/11/kurbis-risotto.html#comment-form" title="0 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/7693686087301189011" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/7693686087301189011" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/lL4zVVww56Q/kurbis-risotto.html" title="Kürbis-Risotto" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-tpAxr8mezB8/UJP36lN7IDI/AAAAAAAAAiA/9YMcJoBMXBk/s72-c/P6010892.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/11/kurbis-risotto.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-6958872192628901884</id><published>2012-10-27T12:40:00.000+02:00</published><updated>2012-12-14T20:53:41.438+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Muffins" /><category scheme="http://www.blogger.com/atom/ns#" term="Nuss/Mandeln" /><category scheme="http://www.blogger.com/atom/ns#" term="Früchte" /><category scheme="http://www.blogger.com/atom/ns#" term="Cranberries" /><title type="text">Cranberry-Nuss-Muffins</title><content type="html">&lt;a href="http://3.bp.blogspot.com/-v1mHcU4VwaY/UIu5xJ315ZI/AAAAAAAAAhQ/l2VYc0AQXG8/s1600/P5190887.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" src="http://3.bp.blogspot.com/-v1mHcU4VwaY/UIu5xJ315ZI/AAAAAAAAAhQ/l2VYc0AQXG8/s320/P5190887.JPG" width="240" /&gt;&lt;/a&gt;Bei dem Umzug letzte Woche habe ich auch noch diese leckeren Cranberry-Nuss-Muffins gemacht. Es musste ein Rezept her was man so nebenbei essen kann.&lt;br /&gt;&lt;br /&gt;Für die Musffins vermischt man erst die ganzen Trockenen Zutaten ( Mehl, Zucker, Backpulver, Nüsse, Zimt, Salz). In einer zweiten Schüssel vermischt man Orangenschalen, Butter, Milch und Ei. Die trockenen und die Nassen Zutaten zusammen verrühren so das sie gerade eben miteinander vermengt sind. Ganz zum Schluss kommen die Frischen Cranberrys unter den Teig.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-SRIfdv7EEb0/UIu57qZUReI/AAAAAAAAAhY/1FRjneZdnXY/s1600/P5190888.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-SRIfdv7EEb0/UIu57qZUReI/AAAAAAAAAhY/1FRjneZdnXY/s320/P5190888.JPG" width="240" /&gt;&lt;/a&gt;&lt;br /&gt;Den Teig in Muffinsförmchen geben (etwa 2/3 hoch) und in den Vorgeheizten Backofen (Umluft 180°C) für ca. 20-25 Minuten backen.&lt;br /&gt;&lt;br /&gt;Zutaten für ca. 12 Stück:&lt;br /&gt;&lt;br /&gt;- 250g Mehl&lt;br /&gt;- 100g brauner Zucker&lt;br /&gt;- 80g Zucker&lt;br /&gt;- 2 TL Backpulver&lt;br /&gt;- 100g fein gehackte Nusskerne&lt;br /&gt;- 1 TL Zimtpulver&lt;br /&gt;- 1/2 TL Salz&lt;br /&gt;- Schale 1 Orange&lt;br /&gt;- 100g Butter&lt;br /&gt;- 100ml Milch&lt;br /&gt;- 1 Ei&lt;br /&gt;- 150g frische oder TK Cranberrys &lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/xDv9BI5CDwE" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/6958872192628901884/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/10/cranberry-nuss-muffins.html#comment-form" title="2 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/6958872192628901884" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/6958872192628901884" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/xDv9BI5CDwE/cranberry-nuss-muffins.html" title="Cranberry-Nuss-Muffins" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-v1mHcU4VwaY/UIu5xJ315ZI/AAAAAAAAAhQ/l2VYc0AQXG8/s72-c/P5190887.JPG" height="72" width="72" /><thr:total>2</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/10/cranberry-nuss-muffins.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-8862080632998810731</id><published>2012-10-21T07:09:00.001+02:00</published><updated>2012-10-21T07:10:07.537+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Salat" /><category scheme="http://www.blogger.com/atom/ns#" term="Nudeln" /><title type="text">Fruchtiger Nudelsalat</title><content type="html">Gestern ist eine Freundin umgezogen, da ist es selbstverständlich das ich helfen komme. Dies fing an das ich mit bei der Verpflegung mitgeholfen habe. Wenn man umzieht hat man die Tage vorher ja doch anderes zu tuen wie zu kochen und backen. Also stand ich Freitag in der Küche und habe unteranderem einen Fruchtigen Nudelsalat vorbereitet.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-bMCYi7kvie4/UIODZC4JomI/AAAAAAAAAgw/l35JToN8S0A/s1600/P5190883.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="300" src="http://4.bp.blogspot.com/-bMCYi7kvie4/UIODZC4JomI/AAAAAAAAAgw/l35JToN8S0A/s400/P5190883.JPG" width="400" /&gt;&lt;/a&gt;Zutaten für 10 Personen:&lt;br /&gt;- 500g Hörnchennudeln&lt;br /&gt;- Salz&lt;br /&gt;- 300g TK-Erbsen&lt;br /&gt;- 500g Fleischwurst&lt;br /&gt;- 250g Käse&lt;br /&gt;- 2,5 Dosen Mandarinen&lt;br /&gt;- 250g Salatcreme&lt;br /&gt;- 250g Joghurt&lt;br /&gt;- 6 EL Mandarinensaft&lt;br /&gt;- 12 EL Gewürzgurkensud&lt;br /&gt;- Pfeffer&lt;br /&gt;&lt;br /&gt;Erstmal die Nudeln kochen und 1 Minuten vor Ende die TK-Erbsen dazu geben. Wenn die Nudeln gar sind, das Wasser abgießen und mit kalten Wasser abschrecken. Die Nudeln abkühlen lassen. In der Zeit die Fleischwurst und den Käse in Würfel schneiden. Die Mandarinen abtropfen lassen und zu der Fleischwurst und dem Käse mischen. Jetzt in einer anderen Schüssel die Soße herstellen. Hierfür werden die Salatcreme und der Joghurt gut verrührt. Mandarinensaft und Gewürzgurkensud dazu und alles mit Salz und Pfeffer abschmecken. Die Soße über die Fleischwurst-Mischung geben. Nach abkühlen die Nudeln unter den Rest mischen. Ich habe das ganze jetzt noch über Nacht gut durchziehen lassen.&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/TK1rsEl0O3M" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/8862080632998810731/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/10/fruchtiger-nudelsalat.html#comment-form" title="1 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/8862080632998810731" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/8862080632998810731" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/TK1rsEl0O3M/fruchtiger-nudelsalat.html" title="Fruchtiger Nudelsalat" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-bMCYi7kvie4/UIODZC4JomI/AAAAAAAAAgw/l35JToN8S0A/s72-c/P5190883.JPG" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/10/fruchtiger-nudelsalat.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-2647120923116069457</id><published>2012-10-15T18:50:00.000+02:00</published><updated>2012-10-15T18:50:27.479+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Cupcake" /><title type="text">Marmorcakes im Halloweenstyle</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-OeYxFPxCHdU/UHw9q6zlR7I/AAAAAAAAAfw/MeFHYkrqw8M/s1600/P5140874.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/-OeYxFPxCHdU/UHw9q6zlR7I/AAAAAAAAAfw/MeFHYkrqw8M/s640/P5140874.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Vor ein paar Tagen habe ich das tolle &lt;a href="http://karensbackwahn.blogspot.de/2012/10/halloween-special.html"&gt;Event zu Halloween&lt;/a&gt; von &lt;a href="http://karensbackwahn.blogspot.de/"&gt;Karens-Backwahn&lt;/a&gt; gesehen und sofort wusste ich das ich daran gerne teilnehmen möchte. Also habe ich angefangen mir Gedanken zu machen was ich machen soll und kann. Da ich im Moment der Totale Fan von Cupcakes bin war schnell klar das es welche werden sollen. Das ganze dann schick aufgemotzt. Als Grundrezept habe ich Marmorcakes gemacht.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-zJyJZP2CDS4/UHw-KO5YNvI/AAAAAAAAAgM/kbXOd5h-c-s/s1600/P5140877.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="320" src="http://4.bp.blogspot.com/-zJyJZP2CDS4/UHw-KO5YNvI/AAAAAAAAAgM/kbXOd5h-c-s/s320/P5140877.JPG" width="240" /&gt;&lt;/a&gt;Für 6 Cupcakes benötigen wir:&lt;br /&gt;&lt;br /&gt;-75g weiche Butter&lt;br /&gt;- 60g Zucker&lt;br /&gt;- 1 Pck. Vanillezucker&lt;br /&gt;- 2 Eier (Größe M)&lt;br /&gt;- 90g Mehl&lt;br /&gt;- 1/2 TL Backpulver&lt;br /&gt;- 1 EL Kakao&lt;br /&gt;- 90g Creme Fraich&lt;br /&gt;- Rote Lebensmittelfarbe&lt;br /&gt;&lt;br /&gt;Die weiche Butter, Zucker, Vanillezucker und Eigelb schaumig schlagen. In einer anderen Schüssel das Eiweiß steif schlagen. Zu der Buttermasse das Mehl und das Backpulver sieben. Das Eiweiß und 60g Creme Fraich dazu geben und alles verrühren. Jetzt den Teig in zwei Teile teilen. In den einen Teil 1 EL Kakao und die restlichen 30g Creme Fraich geben und in den anderen Teil rote Lebensmittelfarbe.&lt;br /&gt;Den Backofen auf 170°C (Umluft) vorheizen. Den Kakaoteig in 6 Silikonförmchen aufteilen und darauf dann den roten Teig verteilen. Für die Marmorierung durch die Förmchen einmal mit einer Gabel gehen. Im Ofen ca. 25 Minuten backen und alles auskühlen lassen.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-798rNCjhMpw/UHw91ifOp5I/AAAAAAAAAf8/73jVybv5kws/s1600/P5140875.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-798rNCjhMpw/UHw91ifOp5I/AAAAAAAAAf8/73jVybv5kws/s320/P5140875.JPG" width="320" /&gt;&lt;/a&gt;Für das Topping habe ich eine Frischkäse-Sahnecreme genommen. Genaue Mengen kann ich euch hier leider nicht sagen. Habe ca. 50g Frischkäse mit 2 EL Honig verführt und ca.120ml geschlagene Sahne dazu geben. Das ganze noch Rot eingefärbt. Auf jeden Cupcake einen Klecks der Creme geben (es blieb noch einiges über den ich dann abends mit Quark untergerührt gegessen habe).&lt;br /&gt;&lt;br /&gt;Jetzt Roten Tortenguss kochen und ein wenig über jeden Cake gießen, ein Weingummi Auge drauf setzen und auch hier nochmal vorsichtig den Roten Tortenguss drüber träufeln.&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size: large;"&gt;Und schon sind die Marmorcakes im Halloweenstyle fertig.&lt;/span&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/snxnnLHwxrM" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/2647120923116069457/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/10/marmorcakes-im-halloweenstyle.html#comment-form" title="4 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/2647120923116069457" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/2647120923116069457" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/snxnnLHwxrM/marmorcakes-im-halloweenstyle.html" title="Marmorcakes im Halloweenstyle" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-OeYxFPxCHdU/UHw9q6zlR7I/AAAAAAAAAfw/MeFHYkrqw8M/s72-c/P5140874.JPG" height="72" width="72" /><thr:total>4</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/10/marmorcakes-im-halloweenstyle.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-2320155849634259001</id><published>2012-10-07T15:28:00.002+02:00</published><updated>2012-10-27T12:27:05.031+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Kuchen" /><category scheme="http://www.blogger.com/atom/ns#" term="Nuss/Mandeln" /><category scheme="http://www.blogger.com/atom/ns#" term="Früchte" /><category scheme="http://www.blogger.com/atom/ns#" term="Mandarinen" /><title type="text">Mandarinen-Käsekuchen</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-KyH2t6VoT8A/UHGC7g4Ai9I/AAAAAAAAAfQ/PkpzIvdpcvI/s1600/P5070893.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://3.bp.blogspot.com/-KyH2t6VoT8A/UHGC7g4Ai9I/AAAAAAAAAfQ/PkpzIvdpcvI/s640/P5070893.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Gestern habe ich beim Einkaufen ein kleines Backblech mit dem Buch "Kleine Käsekuchen vom Blech" vom Bassermannverlag gesehen und spontan gekauft. Da ich Singel bin und trotzdem gerne backen möchte dachte ich mir das dies genau das Richtige ist, so hat man einzwei Tage Kuchen und kann noch ein bischen was einfrieren, ist aber nicht so extrem viel wie ein großes Blech.&lt;br /&gt;&lt;br /&gt;Bevor man wirklich loslegen kann mit dem Kuchen muss man drei oder vier Stunden vorher den Quark vorbereiten. Für das Rezept benötigt man abgetropften Quark. Dazu legt man ein Sieb mit einem angefeuchteten Mulltuch aus, den Quark da rein, mit Frischhaltefolie abdecken und alles in den Kühlschrank. Vor dem Verwenden den abgetropften Quark durch ein Sieb drücken.&lt;br /&gt;&lt;br /&gt;Jetzt kann man richtig loslegen. Als erstes habe ich den Boden hergestellt. Dafür 100g weiche Butter, 100g Zucker und 1/2 TL Zitronenschale schaumig schlagen. Jetzt 2 Eier, eine Prise Salz, 1 EL Sahne, 1 TL Rum, 50g Mandeln und 20g fein geschnittenes Zitronat dazugeben und verrühren. Zum Schluss werden noch 125g Mehl und 1 TL Backpulver zu dem Rest gesiebt und ein Teig daraus hergestellt. Den Teig jetzt in die gefettete und Bemehlte (mit Mandeln) geben und verteilen. Laut Rezept soll der Teig auf einer Bemehlten Fläche ausgerollt und in die Form gelegt werden. Bei mir hatte der Teig aber nicht annähernd die Konsistens um ihn ausrollen zu können.&lt;br /&gt;&lt;br /&gt;Den Teig jetzt mit bitterer Orangenmarmelade bestreichen.&lt;br /&gt;&lt;br /&gt;Weiter geht es mit der Käsecreme. Hierfür 200g abgetropften Quark, 100g Schmand, 4 EL Sahne, 30g Butter, 1 Eigelb, 70g Zucker, 30g gehackte Mandeln und 1 EL Vanille-Puddingpulver verrühren und alles auf die Orangenmarmelade geben. Darauf 200g abgetropfte Mandarinen geben.&lt;br /&gt;&lt;br /&gt;Ganz oben kommen jetzt noch Schokostreusel. Dazu 100g Mehl, 100g Zucker, 1 EL Kakao, 1 TL Rum, 1 TL gemahlene Mandeln und 100g kalte Butter abwiegen und mit den Händen zu Streusel formen. Diese oben auf die Käsemasse geben. Die Form kommt bei 180°C Umluft für 35 Minuten in den Ofen.&lt;br /&gt;&lt;br /&gt;Lass es euch schmecken!&lt;br /&gt;&lt;br /&gt;Zutaten für ein kleines Blech:&lt;br /&gt;&lt;br /&gt;- 100g weiche Butter&lt;br /&gt;- 270g Zucker&lt;br /&gt;- 1/2 TL Zitronenschale&lt;br /&gt;- 2 Eier&lt;br /&gt;- Salz&lt;br /&gt;- 5EL Sahne&lt;br /&gt;- 2TL Rum&lt;br /&gt;- 50g gemahlene Mandeln&lt;br /&gt;- 20g Zitronat&lt;br /&gt;- 225g Mehl&lt;br /&gt;- 1TL Backpulver&lt;br /&gt;- Orangenmarmelade&lt;br /&gt;- 200g abgetropfter Quark&lt;br /&gt;- 100g Schmand&lt;br /&gt;- 130g Butter&lt;br /&gt;- 1 Eigelb&lt;br /&gt;- 30g gehackte Mandeln&lt;br /&gt;- 1 EL Vanille-Puddingpulver&lt;br /&gt;- 200g Mandarinen&lt;br /&gt;- 1 EL Kakao&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/z1aIVzeXwWc" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/2320155849634259001/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/10/mandarinen-kasekuchen.html#comment-form" title="2 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/2320155849634259001" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/2320155849634259001" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/z1aIVzeXwWc/mandarinen-kasekuchen.html" title="Mandarinen-Käsekuchen" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-KyH2t6VoT8A/UHGC7g4Ai9I/AAAAAAAAAfQ/PkpzIvdpcvI/s72-c/P5070893.JPG" height="72" width="72" /><thr:total>2</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/10/mandarinen-kasekuchen.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-8744917990658866542</id><published>2012-09-28T18:58:00.000+02:00</published><updated>2012-10-27T12:28:08.382+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nuss/Mandeln" /><category scheme="http://www.blogger.com/atom/ns#" term="Kirsche" /><category scheme="http://www.blogger.com/atom/ns#" term="Cupcake" /><title type="text">Cherry-Crumble-Cakes</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-_e5ReJNt0fE/UGXWUmWXSWI/AAAAAAAAAew/SOfFUtX_qH4/s1600/P4280884.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://3.bp.blogspot.com/-_e5ReJNt0fE/UGXWUmWXSWI/AAAAAAAAAew/SOfFUtX_qH4/s640/P4280884.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Die Cakes sind noch Ofenwarm und schon bekommt ihr das Rezept. Konnte nicht wiederstehen sie direkt zu Probieren. Köstlich, ich hoffe das sie morgen noch genauso gut schmecken. :-)&lt;br /&gt;&lt;br /&gt;Die Cakes sind wieder wie die Vanilla Cakes aus dem Buch "Jeder kann Cupcakes backen!"&lt;br /&gt;&lt;br /&gt;Als ersten Schritt bereiten wir die Crumbels vor. Hier für 100g weiche Butter und 80g brauchen Zucker schaumig schlagen. Eine Prise Salz, 1 Messerspitze Zimt, 50g gemahlende Mandeln und 100g Mehl hinzugeben und mit den Händen zu Streuseln verreiben.&lt;br /&gt;&lt;br /&gt;Jetzt bereiten wir den Teig zu. Dafür in einer Schüssel 2 Eiweiß mit 60g Zucker steif schlagen. In einer zweiten Schüssel 80g weiche Butter und 2 Eigelb schaumig schlagen. Auf die Buttermasse 70g Mehl und 1 gestrichener Teelöffel Backpulver sieben. Das geschlagene Eiweiß, 40g Mandeln und 3 EL Milch unterheben.&lt;br /&gt;&lt;br /&gt;Das Rezept ist für 12 normalgroße Cakes gedacht. Ich habe Miniförmchen benutzt und natürlich mehr Cakes aus dem Teig herrausbekommen. Den Teig jetzt in die gewünschten Förmchen füllen. Aubgetropfte Sauerkirschen von einem Glas auf die Förmchen verteilen und alles für ca.10Minuten in den vorgeheizten (170°C Umluft) Backofen schieben. Die Formen wieder aus dem Ofen holen und mit den Crumbels bestreuen. Dann geht alles wieder ab in den Ofen für weitere 15 Minuten.&lt;br /&gt;&lt;br /&gt;Jetzt kann man die Leckeren Cakes direkt essen oder auf einem Kuchengitter auskühlen lassen.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Zutaten Crumbels:&lt;br /&gt;- 100g weicher Butter&lt;br /&gt;- 80g Brauner Zucker&lt;br /&gt;- 1 Prise Salz&lt;br /&gt;- 1 Msp. Zimt&lt;br /&gt;- 50g gemahlene Mandeln&lt;br /&gt;- 100g Mehl&lt;br /&gt;&lt;br /&gt;Zutaten Teig:&lt;br /&gt;- 80g weiche Butter&lt;br /&gt;- 2 Eier&lt;br /&gt;- 60g Zucker&lt;br /&gt;- 70g Mehl&lt;br /&gt;- 1 gestr. TL Backpulver&lt;br /&gt;- 40g gemahlene Mandeln&lt;br /&gt;- 3 EL Milch&lt;br /&gt;- 1 Glas Sauerkirschen&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/eovUmvOdixs" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/8744917990658866542/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/09/cherry-crumble-cakes.html#comment-form" title="6 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/8744917990658866542" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/8744917990658866542" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/eovUmvOdixs/cherry-crumble-cakes.html" title="Cherry-Crumble-Cakes" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://3.bp.blogspot.com/-_e5ReJNt0fE/UGXWUmWXSWI/AAAAAAAAAew/SOfFUtX_qH4/s72-c/P4280884.JPG" height="72" width="72" /><thr:total>6</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/09/cherry-crumble-cakes.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-7178022560515653625</id><published>2012-09-27T16:30:00.001+02:00</published><updated>2012-09-27T21:28:12.350+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Nähen" /><category scheme="http://www.blogger.com/atom/ns#" term="Geschenke" /><title type="text">Geschenkideen für Weihnachten?</title><content type="html">&lt;a href="http://4.bp.blogspot.com/-ZK8H20hPhJk/UGRhL8XleyI/AAAAAAAAAeA/iIaPuXgpPDY/s1600/2011-12-12+21.24.56.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://4.bp.blogspot.com/-ZK8H20hPhJk/UGRhL8XleyI/AAAAAAAAAeA/iIaPuXgpPDY/s200/2011-12-12+21.24.56.jpg" width="150" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-3NlLYuCFuHs/UGRhTlfA_II/AAAAAAAAAeI/mgF9M7wwYvA/s1600/2011-12-12+21.25.23.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-3NlLYuCFuHs/UGRhTlfA_II/AAAAAAAAAeI/mgF9M7wwYvA/s200/2011-12-12+21.25.23.jpg" width="150" /&gt;&lt;/a&gt;Heute kommt mal kein Post mit einem Back oder Kochrezept. Jetzt ist Ende September und Weihnachten kommt schneller auf einen zu wie man gucken kann. Also fange ich jetzt schon an mir Gedanken darüber zu machen wem ich was schenken könnte. Da ich gerne selbstgemachte Dinge verschenke braucht dies auch eine gewisse Vorbereitungszeit. Speziell was ich meinen drei guten Freundinnen schenken soll bereitet mir Kopfzerbrechen. Für eine habe ich schon eine Idee die ich euch leider nicht mitteilen kann da sie auch Leserin dieses Blogs ist. &lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-8Jst92pv54k/UGRhEIf7MII/AAAAAAAAAd0/DdoAg7j2cyc/s1600/2011-11-20+14.57.19.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="http://2.bp.blogspot.com/-8Jst92pv54k/UGRhEIf7MII/AAAAAAAAAd0/DdoAg7j2cyc/s200/2011-11-20+14.57.19.jpg" width="150" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://3.bp.blogspot.com/-K747uciVyfY/UGRg7-UH3cI/AAAAAAAAAds/tobhA7aKMOY/s1600/2011-11-20+14.56.48.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://3.bp.blogspot.com/-K747uciVyfY/UGRg7-UH3cI/AAAAAAAAAds/tobhA7aKMOY/s200/2011-11-20+14.56.48.jpg" width="150" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Letztes Jahr gab es für zwei eine selbst genähte Wendetasche da ich neben dem backen und kochen auch noch recht gerne nähe. Für eine gab es einen gestrickten Schal und ein Fotobuch über unseren gemeinsamen Kroatienurlaub.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-01VOB05Vsis/UGRhe2bapUI/AAAAAAAAAeQ/APsLYBWF76k/s1600/P4270882.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://4.bp.blogspot.com/-01VOB05Vsis/UGRhe2bapUI/AAAAAAAAAeQ/APsLYBWF76k/s400/P4270882.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: large;"&gt;&lt;b&gt;Vielleicht habt ihr ja ein paar Ideen für mich? Ich würde mich über Kommentare freuen :-)&lt;/b&gt;&lt;/span&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/wQBNR_-snK4" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/7178022560515653625/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/09/geschenkideen-fur-weihnachten.html#comment-form" title="1 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/7178022560515653625" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/7178022560515653625" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/wQBNR_-snK4/geschenkideen-fur-weihnachten.html" title="Geschenkideen für Weihnachten?" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-ZK8H20hPhJk/UGRhL8XleyI/AAAAAAAAAeA/iIaPuXgpPDY/s72-c/2011-12-12+21.24.56.jpg" height="72" width="72" /><thr:total>1</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/09/geschenkideen-fur-weihnachten.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-6113123580519392476</id><published>2012-09-24T16:36:00.000+02:00</published><updated>2012-09-24T16:36:24.377+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Herzhaftes backen" /><title type="text">Empanadas</title><content type="html">Empanadas sind leckere Teigtaschen die ich mit einer würzigen Rinderhackfüllung gefüllt habe. Genau das richtige was man super zubereiten kann um es dann mit zur Arbeit zu nehmen.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-jkfGNUKkbEQ/UGBvVa1s7vI/AAAAAAAAAdM/b0hjwQ1SzMY/s1600/P4230879.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="300" src="http://1.bp.blogspot.com/-jkfGNUKkbEQ/UGBvVa1s7vI/AAAAAAAAAdM/b0hjwQ1SzMY/s400/P4230879.JPG" width="400" /&gt;&lt;/a&gt;Zutaten für den Teig:&lt;br /&gt;- 350g Weizenmehl&lt;br /&gt;- 1 1/2 TL Backpulver&lt;br /&gt;- 1/" TL Salz&lt;br /&gt;- 90g Butter&lt;br /&gt;- Wasser&lt;br /&gt;&lt;br /&gt;Zutaten für die Füllung:&lt;br /&gt;- 2EL Olivenöl&lt;br /&gt;- 1 Zwiebel, fein hacken&lt;br /&gt;- 1 kleine Paprika, entkernen und fein&lt;br /&gt;&amp;nbsp;&amp;nbsp; hacken&lt;br /&gt;- 1 Rinderbouillonwürfel&lt;br /&gt;- 250g Rinderhack&lt;br /&gt;- 1 TL Paprika &lt;br /&gt;- 1 TL gemahlener Kreuzkümmel&lt;br /&gt;- 1 hartgekochtes Ei, hacken&lt;br /&gt;- 1 verquirltes Ei zum bestreichen&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Als erstes wird der Teig hergestellt. Dazu wird Mehl, Backpulver und Salz in eine Schüssel gesiebt. Die Butter in kleinen Stücken mit in die Schüssel gegeben. Das ganze mit den Findern zerreiben bis die Mischung feine Semmelbröseln ähnelt. Jetzt nach und nach Wasser dazu geben bis man einen weichen Teig erhält. Den glattgekneteten Teig in Klarsichtfolie wickeln und alles für 1 Stunde in den Kühlschrank.&lt;br /&gt;&lt;br /&gt;In der Zwischenzeit für die Füllung das Olivenöl in der Pfanne erhitzen, die Zwiebeln und die Paprika anbraten. Rinderbouillonwürfel einbrödeln lassen und das Rinderhack dazu geben. Paprikapulver und Kreuzkümmel in die Pfanne und alles in gut 5 Minuten unter rühren anbraten. Alles abkühlen lassen und das gehackte Ei unterrühren.&lt;br /&gt;&lt;br /&gt;Den Backofen jetzt auf 180°C vorheizen. Den Teig aus dem Kühlschrank nehmen und in 8 gleichgroße Stücke teilen. Alle 8 Teigstücke auf einer bemehlten Arbeitsfläche zu Kreisen ausrollen. Die Füllung in die Mitte verteilen. Mit dem verquirlten Ei den Rand bestreichen, zusammenklappen und mit einer Gabel die Ränder zusammendrücken und mit den Findern Kräuseln. Die Empanadas auf ein Backblech legen und alle mit dem Ei bestreichen. Das Blech kommt jetzt für ca. 12 - 15 Minuten in den Ofen.&lt;br /&gt;&lt;br /&gt;Die Empanadas schmecken warm als auch kalt.&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/PQvuSMFCxhE" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/6113123580519392476/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/09/empanadas.html#comment-form" title="6 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/6113123580519392476" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/6113123580519392476" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/PQvuSMFCxhE/empanadas.html" title="Empanadas" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-jkfGNUKkbEQ/UGBvVa1s7vI/AAAAAAAAAdM/b0hjwQ1SzMY/s72-c/P4230879.JPG" height="72" width="72" /><thr:total>6</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/09/empanadas.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-4272066544103539150</id><published>2012-09-23T12:49:00.000+02:00</published><updated>2012-09-23T21:27:49.859+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Brot" /><title type="text">Siebenkornbrot</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-eFj2U5HjkZc/UF7n5ZVpK1I/AAAAAAAAAcc/mgmnUPjqwh8/s1600/P4220873.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://1.bp.blogspot.com/-eFj2U5HjkZc/UF7n5ZVpK1I/AAAAAAAAAcc/mgmnUPjqwh8/s640/P4220873.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://3.bp.blogspot.com/-1-tA6cZf7ic/UF7oPmOsqFI/AAAAAAAAAcs/k49D671Evso/s1600/P4230877.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/-1-tA6cZf7ic/UF7oPmOsqFI/AAAAAAAAAcs/k49D671Evso/s400/P4230877.JPG" width="300" /&gt;&lt;/a&gt;Ich habe mir von Dr. Oetker ein Buch über Brotbacken bestellt und Freitag war es endlich da. Natürlich habe ich Samstag direkt das erste Rezept daraus ausprobiert. Ein Siebenkornbrot:&lt;br /&gt;&lt;br /&gt;1. Für den Teig Hefe mit Zucker und etwas von dem Wasser in einer kleinen Schüssel verrühren und 15 Minuten stehen lassen.&lt;br /&gt;&lt;br /&gt;2. Gemahlenen Grünkern, Sesamsamen (etwas gemahlenen Grünkern und Sesamsamen zum Bestreuen beiseite stellen), Grünkernkörner, Weizen- und Roggenmehl, Haferflocken, Buchweizenmehl und Leinsamenschrot sorgfältig vermischen. Salz, gegangene Hefemischung und das restliche Wasser hinzufügen.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://4.bp.blogspot.com/-wyUGk9123kQ/UF7oEts3W8I/AAAAAAAAAck/MZ5XijTVhY8/s1600/P4220876.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://4.bp.blogspot.com/-wyUGk9123kQ/UF7oEts3W8I/AAAAAAAAAck/MZ5XijTVhY8/s320/P4220876.JPG" width="320" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;3. Die Zutaten mit Handrührgerät mit Knethaken zunächst kurz auf niedrigster, dann auf höchster Stufe in etwa 5 Minuten zu einem Teig verarbeiten. Den Teig zugedeckt so lange an einem warmen Ort gehen lassen, bis er sich sichtbar vergrößert hat.&lt;br /&gt;&lt;br /&gt;4. Den Teig leicht mit Mehl bestäuben, aus der Schüssel nehmen, auf der leicht bemehlten Arbeitsfläche nochmals gut durchkneten und zu einem Leib formen. Teiglaib auf ein Backblech (mit Backpapier belegt) legen und nochmals so lange an einem warmen Ort gehen lassen, bis er sich sichtbar vergrößert hat.&lt;br /&gt;&lt;br /&gt;5. Die Teigoberfläche mit Wasser bestreichen und mit dem beiseite gestellten Grünkern und den Sesamsamen bestreuen. Das Backblech in den Backofen schieben&lt;br /&gt;&lt;br /&gt;Ober-/Unterhitze: etwa 200°C (vorgeheizt)&lt;br /&gt;Heißluft: etwa 180°C (nicht vorgeheizt)&lt;br /&gt;Gas: Stufe 3-4 (nicht vorgeheizt)&lt;br /&gt;Backzeit: etwa 65 Minuten.&lt;br /&gt;&lt;br /&gt;6. Das Brot mit dem Backpapier vom Backblech auf einen Kuchenrost ziehen und erkalten lassen.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Zutaten:&lt;br /&gt;2 Pck. Trockenhefe&lt;br /&gt;1 TL Zucker&lt;br /&gt;250ml&amp;nbsp; warmes Wasser&lt;br /&gt;60g Grünkern (gemahlen)&lt;br /&gt;1 EL Krünkern (ganze Körner)&lt;br /&gt;125g Weizenmehl (Type 550)&lt;br /&gt;125g dunkles Roggenmehl (Type 1150)&lt;br /&gt;60g kernige Haferflocken&lt;br /&gt;60g Buchweizenmehl&lt;br /&gt;60g Leinsamenschrot&lt;br /&gt;knapp 2 gestr. TL Salz&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/akGC2Clzxpk" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/4272066544103539150/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/09/siebenkornbrot.html#comment-form" title="0 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/4272066544103539150" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/4272066544103539150" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/akGC2Clzxpk/siebenkornbrot.html" title="Siebenkornbrot" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-eFj2U5HjkZc/UF7n5ZVpK1I/AAAAAAAAAcc/mgmnUPjqwh8/s72-c/P4220873.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/09/siebenkornbrot.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-5231089140621622038</id><published>2012-09-21T21:02:00.001+02:00</published><updated>2012-09-21T21:02:49.650+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Hauptgericht" /><category scheme="http://www.blogger.com/atom/ns#" term="Reis" /><title type="text">Feines Gemüserisotto</title><content type="html">&lt;!--[if gte mso 9]&gt;&lt;xml&gt; &lt;w:WordDocument&gt;  &lt;w:View&gt;Normal&lt;/w:View&gt;  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;  &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt;  &lt;w:Compatibility&gt;   &lt;w:BreakWrappedTables/&gt;   &lt;w:SnapToGridInCell/&gt;   &lt;w:WrapTextWithPunct/&gt;   &lt;w:UseAsianBreakRules/&gt;  &lt;/w:Compatibility&gt;  &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt; &lt;/w:WordDocument&gt;&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;&lt;style&gt; /* Style Definitions */  table.MsoNormalTable  {mso-style-name:"Normale Tabelle";  mso-tstyle-rowband-size:0;  mso-tstyle-colband-size:0;  mso-style-noshow:yes;  mso-style-parent:"";  mso-padding-alt:0cm 5.4pt 0cm 5.4pt;  mso-para-margin:0cm;  mso-para-margin-bottom:.0001pt;  mso-pagination:widow-orphan;  font-size:10.0pt;  font-family:"Times New Roman";} &lt;/style&gt;&lt;![endif]--&gt; &lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-XYyg1k3QJwc/UFy5tg91TCI/AAAAAAAAAb8/wnkIdtru1bw/s1600/P4170870.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://1.bp.blogspot.com/-XYyg1k3QJwc/UFy5tg91TCI/AAAAAAAAAb8/wnkIdtru1bw/s640/P4170870.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Heute gibt es wieder mal ein Herzhaftes Rezept und zwar ein Gemüserisotto. Mal wieder einfach nur lecker.&lt;/div&gt;&lt;div class="MsoNormal"&gt;Für zwei Personen müssen zu Anfang müssen eine halbe Zwiebel und eine Knoblauchzehe geschält und fein gewürfelt werden. 1 kleine Zucchini, 1 Möhre putzen / Waschen und in kleine Würfel schneiden. Die 100g Champignons vierteln. Jetzt 750 -&lt;span style="mso-spacerun: yes;"&gt;&amp;nbsp; &lt;/span&gt;850ml Gemüsebrühe aufkochen.&lt;/div&gt;&lt;div class="MsoNormal"&gt;In einem Topf etwas Öl erhitzen und die Zwiebeln, den Knoblauch, Möhren, Zucchini und Pilze darin anbraten. Den Reis dazu geben und mitrösten. 125ml Weißwein zugeben und köcheln lassen bis die Flüssigkeit aufgesogen ist. Brühe hinzugeben bis der Reis bedeckt ist. Wenn die Brühe aufgesogen ist neue Brühe hinzugeben. Alles ca 25-30 Minuten offen köcheln lassen.&lt;/div&gt;&lt;div class="MsoNormal"&gt;50g frischen Parmesan reiben. Die letzten 5 Minuten 50g Tiefgekühlte Erbsen dazu geben. Den geriebenen Parmesan und 1 EL Butter unterrühren. Das ganze mit Salz und Pfeffer abschmecken. Guten Appetit!!&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Zutaten für 2 Personen:&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;- ½ Zwiebel&lt;/div&gt;&lt;div class="MsoNormal"&gt;- 1 Knoblauchzehe&lt;/div&gt;&lt;div class="MsoNormal"&gt;- 1 kleine Zucchini&lt;/div&gt;&lt;div class="MsoNormal"&gt;- 1 Möhre&lt;/div&gt;&lt;div class="MsoNormal"&gt;- 100g Champignons&lt;/div&gt;&lt;div class="MsoNormal"&gt;- 750 bis850ml Gemüsebrühe&lt;/div&gt;&lt;div class="MsoNormal"&gt;- Öl&lt;/div&gt;&lt;div class="MsoNormal"&gt;- 125ml Weiswein&lt;/div&gt;&lt;div class="MsoNormal"&gt;- 50g Parmesan&lt;/div&gt;&lt;div class="MsoNormal"&gt;- 50g TK Erbsen&lt;/div&gt;&lt;div class="MsoNormal"&gt;- 1 EL Butter&lt;/div&gt;&lt;div class="MsoNormal"&gt;- Salz&lt;/div&gt;&lt;div class="MsoNormal"&gt;- Pfeffer&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/TIQSqfovX_8" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/5231089140621622038/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/09/feines-gemuserisotto.html#comment-form" title="0 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/5231089140621622038" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/5231089140621622038" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/TIQSqfovX_8/feines-gemuserisotto.html" title="Feines Gemüserisotto" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-XYyg1k3QJwc/UFy5tg91TCI/AAAAAAAAAb8/wnkIdtru1bw/s72-c/P4170870.JPG" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/09/feines-gemuserisotto.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-6047347321552935230</id><published>2012-09-16T17:26:00.000+02:00</published><updated>2012-11-23T10:57:05.420+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Kirsche" /><category scheme="http://www.blogger.com/atom/ns#" term="Cupcake" /><category scheme="http://www.blogger.com/atom/ns#" term="Fondant" /><title type="text">Gefüllte Vanilla Cakes</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-QcQjS6e9uek/UFXsr30w92I/AAAAAAAAAaU/Tvcb9JgHHuM/s1600/P4160952.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="http://1.bp.blogspot.com/-QcQjS6e9uek/UFXsr30w92I/AAAAAAAAAaU/Tvcb9JgHHuM/s400/P4160952.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Eine Arbeitskollegin hat geheiratet und kommt jetzt aus den Flitterwochen wieder. Zur Hochzeit wollten wir ihr jetzt noch eine Kleinigkeit schenken. Da man nicht nur zwei Cupcakes backt haben wir direkt einige mehr gebacken und uns ein wenig an Dekorationsmöglichkeiten ausgeübt.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-bB7Mj9CXMMs/UFXuI-jJ-jI/AAAAAAAAAbY/nV-yvOW3y0U/s1600/P4160865.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-bB7Mj9CXMMs/UFXuI-jJ-jI/AAAAAAAAAbY/nV-yvOW3y0U/s320/P4160865.JPG" width="240" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Gebacken haben wir aus dem Buch "Jeder kann CupCakes backen!" die Vanilla-Cakes. Damit die Cakes nicht zu langweilig sind haben wir sie noch mit einer guten Kirschmarmelade gefüllt. Als Creme obendrauf haben wir eine Buttercreme hergestellt.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Für 12 Vanilla-Cakes benötigt man:&lt;br /&gt;&lt;br /&gt;- 150g weiche Butter&lt;br /&gt;- 120g Zucker&lt;br /&gt;- 1 Pck. Vanillezucker&lt;br /&gt;- 3 Eier (Größe M)&lt;br /&gt;- 1 Prise Salz&lt;br /&gt;- 180g Mehl&lt;br /&gt;- 1 gestr. TL Backpulver&lt;br /&gt;- 50ml Milch&lt;br /&gt;&lt;br /&gt;&lt;a href="http://1.bp.blogspot.com/-l6wrLV8GfW4/UFXt8LaLnCI/AAAAAAAAAbQ/pvwP7vzwuzQ/s1600/P4160973.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="150" src="http://1.bp.blogspot.com/-l6wrLV8GfW4/UFXt8LaLnCI/AAAAAAAAAbQ/pvwP7vzwuzQ/s200/P4160973.JPG" width="200" /&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-0aMnotw_NPk/UFXtCefeeOI/AAAAAAAAAak/2gF3LUYHELM/s1600/P4160958.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="150" src="http://4.bp.blogspot.com/-0aMnotw_NPk/UFXtCefeeOI/AAAAAAAAAak/2gF3LUYHELM/s200/P4160958.JPG" width="200" /&gt;&lt;/a&gt;1. Weiche Butter, 60g Zucker, Vanillezucker und Eigelb mit dem Handmixer ca. 3 Minuten schaumig schlagen.&lt;br /&gt;&lt;br /&gt;2. Eiweiß mit Salz aufschlagen, bis die Masse leicht fest wird. Nach und nach den restlichen Zucker einrieseln lassen, bis dieser aufgelöst und die Masse schnittfest ist.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-6pcvINs2xcw/UFXs2vdlGxI/AAAAAAAAAac/02EjO_6k32o/s1600/P4160956.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="150" src="http://2.bp.blogspot.com/-6pcvINs2xcw/UFXs2vdlGxI/AAAAAAAAAac/02EjO_6k32o/s200/P4160956.JPG" width="200" /&gt;&lt;/a&gt;&lt;a href="http://3.bp.blogspot.com/-WivBrk96gHU/UFXtOYn8URI/AAAAAAAAAaw/Pbnj8O7bamo/s1600/P4160961.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="150" src="http://3.bp.blogspot.com/-WivBrk96gHU/UFXtOYn8URI/AAAAAAAAAaw/Pbnj8O7bamo/s200/P4160961.JPG" width="200" /&gt;&lt;/a&gt;3. Mehl und Backpulver auf die Buttermasse sieben. Geschlagenes Eiweiß und Milch mit einem Schneebesen unterheben.&lt;br /&gt;&lt;br /&gt;4. Papierförmchen in eine Muffinform setzen und den Teig einfüllen.&lt;br /&gt;&lt;br /&gt;5. Im Vorgeheizten Backofen (Ober-/Unterhitze 180°C / Umluft 170°C; mittlere Schiene) 25 - 30 Minuten backen.&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-YpgHdc4xRME/UFXtm5PhboI/AAAAAAAAAbA/Mhkl4j-l4N4/s1600/P4160963.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="150" src="http://2.bp.blogspot.com/-YpgHdc4xRME/UFXtm5PhboI/AAAAAAAAAbA/Mhkl4j-l4N4/s200/P4160963.JPG" width="200" /&gt;&lt;/a&gt;&lt;a href="http://4.bp.blogspot.com/-NDjD90E74vk/UFXtxQNIKcI/AAAAAAAAAbI/jl-rBoKQz_8/s1600/P4160966.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="150" src="http://4.bp.blogspot.com/-NDjD90E74vk/UFXtxQNIKcI/AAAAAAAAAbI/jl-rBoKQz_8/s200/P4160966.JPG" width="200" /&gt;&lt;/a&gt;&lt;br /&gt;6. Cupcakes noch warm aus der Form nehmen und auf einem Kuchengitter auskühlen lassen.&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/7RJxBQRI64M" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/6047347321552935230/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/09/gefullte-vanilla-cakes.html#comment-form" title="11 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/6047347321552935230" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/6047347321552935230" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/7RJxBQRI64M/gefullte-vanilla-cakes.html" title="Gefüllte Vanilla Cakes" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-QcQjS6e9uek/UFXsr30w92I/AAAAAAAAAaU/Tvcb9JgHHuM/s72-c/P4160952.JPG" height="72" width="72" /><thr:total>11</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/09/gefullte-vanilla-cakes.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-4689366570119763200</id><published>2012-09-16T15:58:00.000+02:00</published><updated>2012-09-16T15:58:11.988+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Polenta" /><category scheme="http://www.blogger.com/atom/ns#" term="Kuchen" /><title type="text">Polenta-Orangen-Käsekuchen</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-yDKdt2jo7G0/UFXaSyYUrCI/AAAAAAAAAYE/pZ0C5lPxiS8/s1600/P4150947.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://1.bp.blogspot.com/-yDKdt2jo7G0/UFXaSyYUrCI/AAAAAAAAAYE/pZ0C5lPxiS8/s640/P4150947.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Heute habe ich ein leckeres Rezept für einen Polenta-Orangen-Käsekuchen. Da das Rezept ein wenig zu viel für eine 20er Backform war werde ich hier direkt die Zutaten runterrechnen.&lt;br /&gt;&lt;br /&gt;Als erstes Orangen pressen so das wir 75ml Saft erhalten. 2 Eier trennen und das Eiweiß mit einer Prise Salz steif schlagen. In einer Anderen Schüssel die 2 Eigelb mit Orangenschale, Orangensaft, 100g Zucker, 250g Ricotta Käse, 200g Schmand und 250g Magerquark verrühren. 65g Polenta unterrühren und das Eischnee unterheben. Eine 20iger Springform mit Polenta ausstreuen und die Käsemasse einfüllen. Die gefüllte Form kommt für 1-1 1/4 Stunde in den vorgeheizten Backofen (150°C Umluft). Wenn der Kuchen fertig ist den Ofen ausstellen und 20 Minuten bei offener Ofentür ruhen lassen. Dann herrausnehmen und auf einem Kuchengitter auskühlen lassen.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Zutaten (20iger Springform):&lt;br /&gt;&lt;br /&gt;- ca. 2 Orangen&lt;br /&gt;- Orangenschale&lt;br /&gt;- 2 Eier (größe M)&lt;br /&gt;- 1 Prise Salz&lt;br /&gt;- 100g Zucker&lt;br /&gt;- 250g Ricotta Käse&lt;br /&gt;- 200g Schmand&lt;br /&gt;- 250g Magerquark&lt;br /&gt;- 65g Polenta&lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/7JD_3s88hzw" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/4689366570119763200/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/09/polenta-orangen-kasekuchen.html#comment-form" title="3 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/4689366570119763200" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/4689366570119763200" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/7JD_3s88hzw/polenta-orangen-kasekuchen.html" title="Polenta-Orangen-Käsekuchen" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://1.bp.blogspot.com/-yDKdt2jo7G0/UFXaSyYUrCI/AAAAAAAAAYE/pZ0C5lPxiS8/s72-c/P4150947.JPG" height="72" width="72" /><thr:total>3</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/09/polenta-orangen-kasekuchen.html</feedburner:origLink></entry><entry><id>tag:blogger.com,1999:blog-8704094850314604433.post-2541918112340584468</id><published>2012-09-10T21:33:00.000+02:00</published><updated>2012-09-10T21:33:11.269+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Polenta" /><category scheme="http://www.blogger.com/atom/ns#" term="Hauptgericht" /><category scheme="http://www.blogger.com/atom/ns#" term="Vegetarisch" /><title type="text">Polenta mit Gemüse-Käsekruste</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://4.bp.blogspot.com/-nN27Ip-6PYE/UE4-IRKckdI/AAAAAAAAAXU/MS02Jl_oXnY/s1600/P4100944.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="480" src="http://4.bp.blogspot.com/-nN27Ip-6PYE/UE4-IRKckdI/AAAAAAAAAXU/MS02Jl_oXnY/s640/P4100944.JPG" width="640" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;Polenta habe ich schon seid Jahren nicht mehr gegessen und ich frage mich selber warum? Es muss ja nicht immer das selbe auf den Tisch. Nudeln, Reis, Kartoffeln... Es gibt so viele Alternativen. Also steht heute mal nach langer Zeit Polenta auf dem Speiseplan.&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://2.bp.blogspot.com/-7EJkw8XbuGU/UE4-9uYvbNI/AAAAAAAAAXo/clz_kWiU1SM/s1600/P4100943.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="320" src="http://2.bp.blogspot.com/-7EJkw8XbuGU/UE4-9uYvbNI/AAAAAAAAAXo/clz_kWiU1SM/s320/P4100943.JPG" width="240" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;a href="http://2.bp.blogspot.com/-bEIlQuxYhB8/UE49x7hI4JI/AAAAAAAAAXE/MYl5_p4UvQU/s1600/P4100942.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="240" src="http://2.bp.blogspot.com/-bEIlQuxYhB8/UE49x7hI4JI/AAAAAAAAAXE/MYl5_p4UvQU/s320/P4100942.JPG" width="320" /&gt;&lt;/a&gt;Dazu als erstes eine halbe Zwiebel schälen und fein würfeln. In einem Topf ein wenig Olivenöl erhitzen und die Zwiebel mit einem halben Esslöffel Thymian darin andünsten. Das ganze mit 375ml Brühe ablöschen und aufkochen lassen. 120g Polenta einrühren. Ca. 3Minuten köcheln lassen und 10 Minuten quellen. Die Polenta in eine Ofenfeste Form geben. Jetzt den 1 Zehe Knoblauch schälen und fein hacken, 1 halbe Paprika und 200g Zucchini würfeln, 50g Lauchzwiebeln in Ringe schneiden und in einer Pfanne anbraten. 1 gewürfelte Tomate dazu geben. Das Gemüse mit Salz, Pfeffer und Paprika würzen. Alles auf der Polente verteilen und mit 50g Gouda bestreuen. Das ganze geht für 15 Minuten in den vorgeheizten Backofen bei 190°C gebacken. FERTIG!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&amp;nbsp;Zutaten für 2 Portionen:&lt;br /&gt;&lt;br /&gt;- 1/2 Zwiebel&lt;br /&gt;- Olivenöl&lt;br /&gt;- 1/2 EL getrockneter Thymian&lt;br /&gt;- 375ml Gemüsebrühe&lt;br /&gt;- 120g Polenta&lt;br /&gt;- 1 Knoblauchzehe&lt;br /&gt;- 1/2 Paprikaschote&lt;br /&gt;- 50g Lauchzwiebeln&lt;br /&gt;- 1 Tomate&lt;br /&gt;- 200g Zucchini&lt;br /&gt;- Salz&lt;br /&gt;- Pfeffer&lt;br /&gt;- Paprika Edelsüß&lt;br /&gt;- 50g geriebener Gouda &lt;img src="http://feeds.feedburner.com/~r/SandrasHobbyecke/~4/hfAlMrcRoP4" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://sandrashobbyecke.blogspot.com/feeds/2541918112340584468/comments/default" title="Kommentare zum Post" /><link rel="replies" type="text/html" href="http://sandrashobbyecke.blogspot.com/2012/09/polenta-mit-gemuse-kasekruste.html#comment-form" title="2 Kommentare" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/2541918112340584468" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/8704094850314604433/posts/default/2541918112340584468" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/SandrasHobbyecke/~3/hfAlMrcRoP4/polenta-mit-gemuse-kasekruste.html" title="Polenta mit Gemüse-Käsekruste" /><author><name>Sandras Hobbyecke</name><uri>http://www.blogger.com/profile/04668750929335073512</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="22" height="32" src="http://1.bp.blogspot.com/-xzq_rNCIrCU/UA1QmJAdzzI/AAAAAAAAACc/Pq21gusfnQM/s220/P7160552.JPG" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-nN27Ip-6PYE/UE4-IRKckdI/AAAAAAAAAXU/MS02Jl_oXnY/s72-c/P4100944.JPG" height="72" width="72" /><thr:total>2</thr:total><feedburner:origLink>http://sandrashobbyecke.blogspot.com/2012/09/polenta-mit-gemuse-kasekruste.html</feedburner:origLink></entry></feed>
