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	<title>Weinherstellung Archive - Chaférito</title>
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	<title>Weinherstellung Archive - Chaférito</title>
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		<title>Apfelwein 2011</title>
		<link>https://chaferito.chafee.de/2015/10/05/apfelwein-2011/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=apfelwein-2011</link>
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		<dc:creator><![CDATA[Thomas Dzialas (Author)]]></dc:creator>
		<pubDate>Mon, 05 Oct 2015 15:01:54 +0000</pubDate>
				<category><![CDATA[Weinherstellung]]></category>
		<category><![CDATA[wein]]></category>
		<guid isPermaLink="false">http://charito.spdns.de/wordpress/?p=123</guid>

					<description><![CDATA[<p>Apfelwein 2011 &#8211; selbst gemacht! Datum:            09.11.2011 Hefeansatz:  06.11.2011 Rassehefe:     Portwein Gäransatz:      09.11.11 &#8211; 21:30 Uhr Saftmenge:     17 Liter 1,500 kg Äpfel ergeben 1 L Saft Mein Saft hat 8 g/l Säure, ein Wasserzusatz darf also nicht stattfinden. Aus dem Fruchtzucker, den der Saft mitbringt, entstehen etwa 5 Vol.-% Alkohol. Um auf 12 Vol.-%igen Wein &#8230; <a href="https://chaferito.chafee.de/2015/10/05/apfelwein-2011/" class="more-link"><span class="screen-reader-text">Apfelwein 2011</span> weiterlesen <span class="meta-nav">&#8594;</span></a></p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/apfelwein-2011/">Apfelwein 2011</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style"></style><!-- content style : end --><h3><span style="text-decoration: underline;">Apfelwein 2011 &#8211; selbst gemacht!</span></h3>
<p>Datum:            09.11.2011<br />
Hefeansatz:  06.11.2011<br />
Rassehefe:     Portwein<br />
Gäransatz:      09.11.11 &#8211; 21:30 Uhr<br />
Saftmenge:     17 Liter</p>
<p>1,500 kg Äpfel ergeben 1 L Saft<br />
Mein Saft hat 8 g/l Säure, ein Wasserzusatz darf also nicht stattfinden.<br />
Aus dem Fruchtzucker, den der Saft mitbringt, entstehen etwa 5 Vol.-% Alkohol.<br />
Um auf 12 Vol.-%igen Wein zu kommen, müssen wir noch Zucker für 7 Vol.-% Alkohol zusetzen.<br />
Rezeptur für Apfel-Tischwein, süß mit 6···7 g/l Säure und 12 Vol.-% Alkohol:</p>
<p><strong><span style="text-decoration: underline;">Berechnung:</span></strong></p>
<p>1,500 kg Äpfel = 1,000 l Saft<br />
0,140 kg Zucker = 0,084 l Vermehrung durch Zucker<br />
Wasserzusatz = KEIN<br />
Apfel-Tischwein, süß 1,070 L also rund 1 Liter.<br />
Ich benötige also 2,33 Kg Zucker für meine 17 Liter Saft</p>
<p>06.11.11 &#8212;&#8212;&#8212; Äpfel geerntet, Hefe-Gärstart angesetzt</p>
<p>09.11.11 &#8211; 19:00 &#8211; mit Zentrifuge entsaftet, relativ gute Ausbeute</p>
<p>09.11.11 &#8211; 21:30 &#8211; 400 g Zucker + Hefenährsalz in den Ballon gegeben</p>
<p>14.11.11 &#8211; 20:00 &#8211; 1 Kg Zucker gelöst in Saft dazu gegeben &#8211;&gt; flotte Gärung</p>
<p>21.11.11 &#8211; 21:00 &#8211; 1 Kg Zucker gelöst in Saft dazu gegeben &#8211;&gt; flotte Gärung</p>
<p>09.12.11 &#8211; 20:00 &#8211; 1. Abstich von der Hefe; noch sehr trüb, keine Gärung sichtbar</p>
<p>09.12.11 &#8211; 20:30 &#8211; hoher Anteil an Kohlensäure vernehmbar</p>
<p>11.01.12 &#8211; 20:00 &#8211; 2. Abstich: Klärung tritt ein bzw. Trübung nimmt ab</p>
<p>05.02.12 &#8211; 20:00 &#8211; 3. Abstich: noch Trübung vorhanden &#8211; Verkostung &#8211; erstaunlich gut</p>
<p>10.03.12 &#8211; 20:00 &#8211; 4. Abstich: noch leichte Trübung sichtbar</p>
<p>20.04.12 &#8211; 20:00 &#8211; 5. Abstich und Abfüllung ganz leichte Trübung sichtbar, besser wird’s wohl nicht</p>
<p>20.04.12 &#8211; 20:30 &#8211; Flaschenabfüllung und natürlich Verkostung 😉</p>
<p>Hier das Etikett zum Wein!</p>
<p>&nbsp;</p>
<p><a href="http://charito.spdns.de/wordpress/wp-content/uploads/2015/10/apfel_2011.png"><img fetchpriority="high" decoding="async" class="alignnone size-medium wp-image-124" src="http://charito.spdns.de/wordpress/wp-content/uploads/2015/10/apfel_2011-300x224.png" alt="apfel_2011" width="300" height="224" srcset="https://chaferito.chafee.de/wp-content/uploads/2015/10/apfel_2011-300x224.png 300w, https://chaferito.chafee.de/wp-content/uploads/2015/10/apfel_2011.png 710w" sizes="(max-width: 300px) 100vw, 300px" /></a></p>
<p>&nbsp;</p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/apfelwein-2011/">Apfelwein 2011</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
]]></content:encoded>
					
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		<post-id xmlns="com-wordpress:feed-additions:1">123</post-id>	</item>
		<item>
		<title>Sauerkirschwein Juli 2011</title>
		<link>https://chaferito.chafee.de/2015/10/05/sauerkirschwein-juli-2011/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=sauerkirschwein-juli-2011</link>
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		<dc:creator><![CDATA[Thomas Dzialas (Author)]]></dc:creator>
		<pubDate>Mon, 05 Oct 2015 14:46:16 +0000</pubDate>
				<category><![CDATA[Weinherstellung]]></category>
		<category><![CDATA[wein]]></category>
		<guid isPermaLink="false">http://charito.spdns.de/wordpress/?p=121</guid>

					<description><![CDATA[<p>Sauerkirschwein Juli 2011 &#8211; selbst gemacht! 13 Vol % als Grundlage der Berechnung genommen 32 Kg gesammelte Kirschen. Kurz zur Berechnung: Um 2 Liter Sauerkirschwein zu bekommen benötigt man: 1,5 Kg Sauerkirschen = 1 Liter Saft 0,360 Kg Zucker = 0,220 Liter Vermehrung durch Zucker Wasserzusatz = 0,780 L Vermehrung durch Wasser Sauerkirsch-Tischwein = 2 &#8230; <a href="https://chaferito.chafee.de/2015/10/05/sauerkirschwein-juli-2011/" class="more-link"><span class="screen-reader-text">Sauerkirschwein Juli 2011</span> weiterlesen <span class="meta-nav">&#8594;</span></a></p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/sauerkirschwein-juli-2011/">Sauerkirschwein Juli 2011</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style"></style><!-- content style : end --><h3><span style="text-decoration: underline;"><strong>Sauerkirschwein Juli 2011 &#8211; selbst gemacht!</strong> </span></h3>
<p>13 Vol % als Grundlage der Berechnung genommen<br />
32 Kg gesammelte Kirschen.</p>
<p><span style="text-decoration: underline;">Kurz zur Berechnung:</span></p>
<p>Um 2 Liter Sauerkirschwein zu bekommen benötigt man:<br />
1,5 Kg Sauerkirschen = 1 Liter Saft<br />
0,360 Kg Zucker = 0,220 Liter Vermehrung durch Zucker<br />
Wasserzusatz = 0,780 L Vermehrung durch Wasser<br />
Sauerkirsch-Tischwein = 2 Liter (13 % Alkohol)<br />
Je nach Eigenzuckeranteil (ob es sonnig war oder weniger) kann der Eigenanteil des Zuckers auch noch 1 Vol % ausmachen. In der Regel sagt man 1 Vol % Alkohol ergibt sich aus 20 g Zucker (auf einen Liter bezogen)</p>
<p><strong>Reinzuchthefe: Bordeaux</strong></p>
<p>09.07.09 &#8211; 18:00 &#8211; Gärtopf angesetzt mit Gärstart, 1,5 Liter Wasser zugesetzt<br />
10.07.11 &#8211; 20:30 &#8211; Gärtopf restliche Hefe zugesetzt, Gärtopf Oberfläche geschwefelt, (leichter Schimmel auf 3 Stellen), Schimmel großflächig abgetragen</p>
<p>10.07.11 &#8211; 21:00 &#8211; 2 Liter Wasser an Gärtopf gegeben</p>
<p>10.07.11 &#8211; 22:00 &#8211; 2 Ballons (die 25 Liter Ballons) mit je 9 Liter reinen Saft gefüllt + extra je 1,5 Liter Wasser-Zuckerlösung</p>
<p>10.07.11 &#8211; 22:30 &#8211; bis hier hin wurden 6,5 Liter Wasser verdünnt an Saft (mit den Ballons) und an den Gärtopf gegeben</p>
<p>11.07.11 &#8211; 21:00 &#8211; Zuckerung: 3 Kg Zucker auf 1 Liter Wasser auf beide Ballons relativ gleichmäßig aufgeteilt.</p>
<p>11.07.11 &#8211; 21:00 &#8211; Gärtopf blubbert ca. alle 30 Sek.</p>
<p>11.07.11 &#8211; 21:00 &#8211; Ballons haben auch gut begonnen zu gären, Bewegung alle 10 Sek. (Gärglocke)</p>
<p>12.07.11 &#8211; 19:00 &#8211; Gärtopf abgepresst, nach Zugabe von 6 Liter Wasser (14 Liter von 16,6 Liter gesamt) sind nun insgesamt rund 42 Liter zusammen gekommen</p>
<p>12.07.11 &#8211; 22:30 &#8211; Menge auf 3 Ballons aufgeteilt, wegen stürmischen Gärung. Ballons in Kammer gestellt.</p>
<p>20.07.11 &#8211; 20:00 &#8211; Zuckerung: 3,4 Kg Zucker auf 1 Liter Wasser auf beide Ballons relativ gleichmäßig aufgeteilt.</p>
<p>29.07.11 &#8211; 20:00 &#8211; keine Gärung mehr sichtbar, Ballons zwischenzeitl. Leicht geschwenkt</p>
<p>05.08.11 &#8211; 20:00 &#8211; Ballons zwischenzeitl. Leicht geschwenkt</p>
<p>10.08.11 &#8211; 20:00 &#8211; 1. Abstich mit Verkostung 😉 &#8211; Zucker komplett vergoren</p>
<p>10.08.11 &#8211; 20:30 &#8211; Messung Alkohol: ergab 14 Vol %, schon leichte Klärung sichtbar</p>
<p>01.09.11 &#8211; 20:00 &#8211; 2. Abstich: schon sehr gute Klärung trotzdem noch weiter lagern. Beide Ballons spundvoll gefüllt, fehlendes Volumen durch Glaskugeln (Murmeln) ausgeglichen &#8211; also einfach die abgekochten und abgekühlten Kugeln in die Ballons geben</p>
<p>02.10.11 &#8211; 20:00 &#8211; 3. Abstich: nur noch ganz wenig Trub am Boden sichtbar</p>
<p>14.10.11 &#8211; 20:00 &#8211; 4. Abstich und den ersten Ballon (15 Liter) für Flaschenabfüllung vorbereitet.</p>
<p>14.10.11 &#8211; 20:30 &#8211; 200 ml Wein entnommen und 600 g Zucker (je Liter 40 g hat sich für uns als angenehm herausgestellt) darin gelöst, nur langsam und bis ca 60 Grad erwärmt, ich möchte ja keinen Glühwein und auch nicht den Alkohol verlieren 😉</p>
<p>14.10.11 &#8211; 21:30 &#8211; Abfüllung ergab 21 Flaschen der Rest auf kleine Korbflasche zum abendlichen genießen</p>
<p>09.12.11 &#8211; 20:00 &#8211; den großen Ballon für Flaschenabfüllung vorbereitet</p>
<p>09.12.11 &#8211; 20:30 &#8211; 350 ml Wein entnommen und mit 1 Kg Zucker (40 g / Liter) vermengt, vorsichtig erwärmt und Zucker aufgelöst. Wein in 2 Ballons aufgeteilt damit das gleichmäßige Aufteilen der Zuckerlösung auch klappt</p>
<p>09.12.11 &#8211; 21:30 &#8211; 33 Flaschen + kleiner Rest abgefüllt.</p>
<p>Das Etikett zum Wein!</p>
<div class="goog-inline-block"><img decoding="async" class="CSS_LIGHTBOX_SCALED_IMAGE_IMG" src="http://3.bp.blogspot.com/-k9tBXnjem74/TunUvy8sjtI/AAAAAAAAACA/PPCCLqfVP6c/s1600/sauerkirsche_2011_4web.jpg" alt="" /></div>
<p>&nbsp;</p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/sauerkirschwein-juli-2011/">Sauerkirschwein Juli 2011</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">121</post-id>	</item>
		<item>
		<title>Johannisbeerwein 2009</title>
		<link>https://chaferito.chafee.de/2015/10/05/johannisbeerwein-2009/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=johannisbeerwein-2009</link>
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		<dc:creator><![CDATA[Thomas Dzialas (Author)]]></dc:creator>
		<pubDate>Mon, 05 Oct 2015 14:34:57 +0000</pubDate>
				<category><![CDATA[Weinherstellung]]></category>
		<category><![CDATA[wein]]></category>
		<guid isPermaLink="false">http://charito.spdns.de/wordpress/?p=119</guid>

					<description><![CDATA[<p>Rote Johannisbeere &#8211; 2009 Johannisbeerwein 2009 &#8211; selbst gemacht! 14 Vol % als Grundlage der Berechnung genommen (1 Vol % aus Eigenzucker) 3,4 Kg Früchte gesammelt Die Frucht beinhaltet 23 g/l Säuregehalt. Es ergibt sich eine Vermehrung durch Wasser (23*1/8) = 2,9 Liter (bei gewünschten Säuregehalt von (8g / L) D.h. 1 Liter Saft muss &#8230; <a href="https://chaferito.chafee.de/2015/10/05/johannisbeerwein-2009/" class="more-link"><span class="screen-reader-text">Johannisbeerwein 2009</span> weiterlesen <span class="meta-nav">&#8594;</span></a></p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/johannisbeerwein-2009/">Johannisbeerwein 2009</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style"></style><!-- content style : end --><h3 class="post-title entry-title"><span style="text-decoration: underline;">Rote Johannisbeere &#8211; 2009</span></h3>
<p><strong>Johannisbeerwein 2009 &#8211; selbst gemacht!</strong></p>
<p>14 Vol % als Grundlage der Berechnung genommen (1 Vol % aus Eigenzucker)</p>
<p>3,4 Kg Früchte gesammelt</p>
<p>Die Frucht beinhaltet 23 g/l Säuregehalt.<br />
Es ergibt sich eine Vermehrung durch Wasser (23*1/8) = 2,9 Liter (bei gewünschten Säuregehalt von (8g / L)<br />
D.h. 1 Liter Saft muss auf 2,9 Liter vermehrt werden, um auf einen Säuregehalts von 8 g / Liter zu kommen<br />
Zuckerberechnung für 14 Vol % je Liter Saft für den Weinansatz: 20*14*2,9<br />
Vermehrung des Zuckers: Zucker * 0,6 was letztendlich von der Wassermenge noch abgezogen werden muss.</p>
<p>1,43 Kg Johannisbeeren = 1 Liter Saft<br />
0,754 Kg Zucker (je Liter) = 0,45 Liter Vermehrung durch Zucker<br />
Wasserzusatz = 1,55 L Vermehrung durch Wasser<br />
ergibt dann den Weinansatz von 2,9 Liter</p>
<p>Reinzuchthefe: Portwein</p>
<p>03.08.09 &#8211; 19:00 &#8211; Ansetzen der zerkleinerten Früchte gleich im Ballon &#8211; (Maischegärung)<br />
&#8211; &#8211; 22:30 &#8211; erstes, leichtes blubbern<br />
04.08.09 &#8211; 19:00 &#8211; Gärung gut im Gang, Früchtehut schiebt sich langsam nach oben<br />
&#8211;  &#8211; 20:00 &#8211; brodeln im Ballon sichtbar, Gärhut drückt nach oben (unkritisch, da viel Platz im Ballon)</p>
<p>05.08.09 &#8211; 07:30 &#8211; Gärung noch flott</p>
<p>06.08.09 &#8211; 07:00 &#8211; Gärung nachgelassen<br />
&#8211; &#8211; 18:30 &#8211; 2. Zuckerung: 0,5 Liter Wasser + 700 g Zucker Lösung an Wein gegeben + Hefenährsalz</p>
<p>08.08.09 &#8211; 20:00 &#8211; Gärung hat nachgelassen</p>
<p>09.08.09 &#8211; 12:00 &#8211; Gärung sehr langsam geworden, erste Fruchteile sinken zu Boden<br />
&#8211; &#8211; 13:00 &#8211; 3. Zuckerung: 0,5 Liter Wasser + 700 g Zucker Lösung an Wein gegeben + Hefenährsalz</p>
<p>10.08.09 &#8211; 18:00 &#8211; flotte Gärung</p>
<p>18.08.09 &#8211; 19:00 &#8211; Gärung scheint beendet, aller 10-20 min mal ein blubbern im Gärröhrchen. Kann auch Restkohlensäure sein</p>
<p>24.08.09 &#8211; 20:00 &#8211; 1. Abstich von Maischegärung<br />
Verkostung: Zucker komplett vergoren, sehr fruchtig</p>
<p>20.09.09 &#8211; 20:00 &#8211; 2. Abstich: Klärung sichtbar</p>
<p>25.10.09 &#8211; 20:00 &#8211; 3. Abstich: kaum noch Trub am Boden sichtbar</p>
<p>10.12.09 &#8211; 20:00 &#8211; 4. Abstich + Zuckerrung (40 Gramm je Liter) +Flaschenabfüllung</p>
<p>&nbsp;</p>
<p>Das Etikett zum Wein!</p>
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" alt="" width="400" height="302" /></td>
<td></td>
</tr>
</tbody>
</table>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/johannisbeerwein-2009/">Johannisbeerwein 2009</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
]]></content:encoded>
					
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		<post-id xmlns="com-wordpress:feed-additions:1">119</post-id>	</item>
		<item>
		<title>Sauerkirschwein &#8211; 2009</title>
		<link>https://chaferito.chafee.de/2015/10/05/sauerkirschwein-2009/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=sauerkirschwein-2009</link>
					<comments>https://chaferito.chafee.de/2015/10/05/sauerkirschwein-2009/#respond</comments>
		
		<dc:creator><![CDATA[Thomas Dzialas (Author)]]></dc:creator>
		<pubDate>Mon, 05 Oct 2015 11:46:40 +0000</pubDate>
				<category><![CDATA[Weinherstellung]]></category>
		<category><![CDATA[wein]]></category>
		<guid isPermaLink="false">http://charito.spdns.de/wordpress/?p=113</guid>

					<description><![CDATA[<p>Sauerkirschwein Juli 2009 &#8211; selbst gemacht 13 Vol % als Grundlage der Berechnung genommen Menge: 19,1 Kg Zucker: 5,6 Kg (3 mal gezuckert) Wasserzusatz: 9,94 Liter 11.07.09 &#8211; 13:00 &#8211; Gärtopf angesetzt mit Gärstart &#8211;  &#8211; Früchte von 13,5 Kg in Gärtopf &#8211;  &#8211; 10,5 Liter Saft extra abgefüllt &#8211;  &#8211; 2 Liter Wasser hinzugegeben &#8230; <a href="https://chaferito.chafee.de/2015/10/05/sauerkirschwein-2009/" class="more-link"><span class="screen-reader-text">Sauerkirschwein &#8211; 2009</span> weiterlesen <span class="meta-nav">&#8594;</span></a></p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/sauerkirschwein-2009/">Sauerkirschwein &#8211; 2009</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style"></style><!-- content style : end --><h2><span style="text-decoration: underline;">Sauerkirschwein Juli 2009 &#8211; selbst gemacht</span></h2>
<p>13 Vol % als Grundlage der Berechnung genommen<br />
Menge: 19,1 Kg<br />
Zucker: 5,6 Kg (3 mal gezuckert)<br />
Wasserzusatz: 9,94 Liter</p>
<p>11.07.09 &#8211; 13:00 &#8211; Gärtopf angesetzt mit Gärstart<br />
&#8211;  &#8211; Früchte von 13,5 Kg in Gärtopf<br />
&#8211;  &#8211; 10,5 Liter Saft extra abgefüllt<br />
&#8211;  &#8211; 2 Liter Wasser hinzugegeben<br />
13.07.09 &#8211; 18:00 &#8211; Gärtopf abgezogen und abgepresst<br />
&#8211;  &#8211; 1. Ballon a 18 Liter, 2. Ballon mit 7,5 Liter<br />
&#8211;  &#8211; Hefenährsalz 25 Liter hinzugegeben</p>
<p>14.07.09 &#8211; 06:00 &#8211; schnelle und heftige Schaumbildung<br />
&#8211;  &#8211; beide Ballons in Wanner gestellt (zusätzl. Wasserkühlung), Schaumbildung stößt im Stundentakt bis zum Gärröhrchen hoch</p>
<p><a href="http://2.bp.blogspot.com/_7JN9TgSsnDo/SnLm8i7L3cI/AAAAAAAAAAM/qPXT5HB3Uok/s1600-h/sauerkirsche.jpg"><img decoding="async" id="BLOGGER_PHOTO_ID_5364604033993268674" src="http://2.bp.blogspot.com/_7JN9TgSsnDo/SnLm8i7L3cI/AAAAAAAAAAM/qPXT5HB3Uok/s320/sauerkirsche.jpg" alt="" border="0" /></a></p>
<p>15.07.09 &#8211; 08:00 &#8211; 2. Tag in der Wanne, die Nacht war stündlich unterbrochen, Schwenken der Ballons = Rückgang des Schaums<br />
&#8211; 13:30 &#8211; Ballons testweise aus Wanne genommen (Temp. Gärverhalten), neuen Ballon gekauft (25 Liter) und die ganze Menge Wein aufgeteilt<br />
&#8211; 19:00 &#8211; je 14 Liter aufgeteilt</p>
<p>16.07.09 &#8211; 06:30 &#8211; Gärung jetzt unter Kontrolle, kein Aufsteigen zur Ballonöffnung, Schaumhut zeigt auf Skala zwischen 4-6 Liter an<br />
&#8211; 07:20 &#8211; Ballons geschwenkt, erstmal auf Arbeit gegangen<br />
&#8211; 19:30 &#8211; Gärung hat nachgelassen, blubbern aller 1 min 30 sek.<br />
&#8211; 20:00 &#8211; 2. Zuckerung: 2 Kg Zucker + 1 Liter Wasser ergab nach erwärmen 2,2 Liter Zuckerlösung<br />
&#8211;  &#8211; je Ballon also 1,1 Liter Zuckerlösung + Hefenährsalz für 25 Liter<br />
&#8211; 21:00 &#8211; Gärung kommt langsam wieder in Gang &#8211;&gt; blubbern aller 5 Sek.</p>
<p>17.07.09 &#8211; 07:00 &#8211; wieder flotte Gärung; aller 2 Sek.; hoher Schaumhut. (bis an 24 Liter Marke)<br />
&#8211;  &#8211; 2 mal nächtliches Aufstehen &#8211; Schwenken der Ballons<br />
&#8211; 12:30 &#8211; hoher Schaumhut. (bis an 24 Liter Marke, steigt scheinbar nicht höher), schwenken</p>
<p>18.07.09 &#8211; 12:00 &#8211; Schaumhut bis 20 Liter Marke, Gärung wird langsam träger, aller 7 Sek.</p>
<p>19.07.09 &#8211; 10:00 &#8211; Schaumhut unter 1 Liter Marke, stellenweise sichtbare Weinoberfläche, blubbern aller 50 Sek<br />
&#8211; 12:00 &#8211; 3. Zuckerung: 2,74 Kg Zucker + 1,2 Liter Wasser + 1 Packung Hefenährsalz<br />
&#8211;  &#8211; Skala der Ballons jetzt bei 16 und 16,5 Litermarke Wein<br />
&#8211; 14:20 &#8211; Gärung wieder flotter &#8211; aller 6 Sek.<br />
&#8211;  &#8211; Schaumbildung knapp 3 Liter auf Skala<br />
&#8211; 19:00 &#8211; Schaumbildung knapp 5 Liter auf Skala</p>
<p>22.07.09 &#8211; 19:00 &#8211; Schaumbildung unter 3 Liter, blubbern aller 10 Sek.</p>
<p>23.07.09 &#8211; 20:45 &#8211; Schaumbildung wieder zurück gegangen, ca 1 Liter  &#8211; blubbern aller 10 Sek.</p>
<p>24.07.09 &#8211; 07:00 &#8211; Schaumbildung 3 Liter Marke, gestern kräftig geschüttelt, evtl. noch Restzucker  &#8211; blubbern aller 5 Sek.<br />
&#8211; 18:00 &#8211; blubbern aller 15 Sek, bzw. aller 50 Sek.<br />
&#8211;  &#8211; Schaumbildung geht zurück, klare Oberfläche teilweise zu sehen</p>
<p>25.07.09 &#8211; 11:00 &#8211; Schaumbildung geht zurück, klare Oberfläche teilweise zu sehen  &#8211; blubbern aller 20 Sek.</p>
<p>27.07.09 &#8211; 07:00 &#8211; Schaumbildung geht noch mehr zurück, klare Oberfläche teilweise zu sehen  &#8211; blubbern aller 30 Sek<br />
&#8211; 21:00 &#8211; blubbern aller 35 Sek und aller 3 Min.</p>
<p>28.07.09 &#8211; 07:00 &#8211; keine Veränderung zum Vortag<br />
&#8211; 18:00 &#8211; 15 Vol % Alkohol Gehalt gemessen (1 Ballon) &#8211; Gärung noch im Gange  &#8211; demzufolge müßte der der 2. Ballon weniger Gehalt haben</p>
<p>30.07.09 &#8211; 20:00 &#8211; Gärung nun noch langsamer</p>
<p>03.08.09 &#8211; 20:00 &#8211; 1. Abstich und Verkostung ;-)) &#8211; sehr gut<br />
&#8211;  &#8211; 15 Vol % Alkohol gemessen<br />
&#8211;  &#8211; 1 mal 26 Liter (Ballon) voll<br />
&#8211;  &#8211; 1 mal 6 Liter (Ballon) + ca, 3 Liter Trub in Flaschen abgefüllt zum Absetzen</p>
<p>24.08.09 &#8211; 20:30 &#8211; 2. Abstich mit Verkostung, sehr gute Klärung, ca 1 Liter Wein mit Trub extra abgefüllt, wird nach Absetzen dem Wein wieder zugeführt! Ballon spundvoll gefüllt</p>
<p>13.10.09 &#8211; 18:30 &#8211; Wein gesüßt 40 g / L; Flachenabfüllung und pastorisiert</p>
<p>&nbsp;</p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/sauerkirschwein-2009/">Sauerkirschwein &#8211; 2009</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">113</post-id>	</item>
		<item>
		<title>Brombeerwein &#8211; 2008</title>
		<link>https://chaferito.chafee.de/2015/10/05/brombeerwein-2008/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=brombeerwein-2008</link>
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		<dc:creator><![CDATA[Thomas Dzialas (Author)]]></dc:creator>
		<pubDate>Mon, 05 Oct 2015 11:35:09 +0000</pubDate>
				<category><![CDATA[Weinherstellung]]></category>
		<category><![CDATA[wein]]></category>
		<guid isPermaLink="false">http://charito.spdns.de/wordpress/?p=110</guid>

					<description><![CDATA[<p>Brombeerwein August 2008 &#8211; selbst gemacht! &#160; 02.08.08 &#8211; 10:00   Früchte mit Eltern gesammelt; Hefeansatz mit 250 ml Apfelsaft und Flüssighefe für 25 L angesetzt 03.08.08 &#8211; 16:00    wieder Früchte gesammelt (siehe oben); vorab 8 Liter Saft gepresst (mühselig), aufgrund besseren Transport nach Berlin 20:30    Maische in 15 Liter Gärtopf gegeben &#8211; am Abend Hefeansatz &#8230; <a href="https://chaferito.chafee.de/2015/10/05/brombeerwein-2008/" class="more-link"><span class="screen-reader-text">Brombeerwein &#8211; 2008</span> weiterlesen <span class="meta-nav">&#8594;</span></a></p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/brombeerwein-2008/">Brombeerwein &#8211; 2008</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style"></style><!-- content style : end --><h2><span style="text-decoration: underline;">Brombeerwein August 2008 &#8211; selbst gemacht!</span></h2>
<p>&nbsp;</p>
<p>02.08.08 &#8211; 10:00   Früchte mit Eltern gesammelt; Hefeansatz mit 250 ml Apfelsaft und Flüssighefe für 25 L angesetzt</p>
<p>03.08.08 &#8211; 16:00    wieder Früchte gesammelt (siehe oben); vorab 8 Liter Saft gepresst (mühselig), aufgrund besseren Transport nach Berlin<br />
20:30    Maische in 15 Liter Gärtopf gegeben &#8211; am Abend Hefeansatz dazu gegeben<br />
21:00    8 Liter Saft im Kühlschrank zwischengelagert</p>
<p>04.08.08 &#8211; 22:30    blubbern alle 4 Sek. Rel. Starke Gärung; Temp. Druch Kühlakkus gedrosselt &#8211; (machte ca 0,7° C aus); Kühlakkus unter Gärtopf gelegt</p>
<p>05.08.08 &#8211; 06:50    früh: nur noch ganz leichte Gärung (nach ca 35 Stunden); Kühlakkus gewechselt<br />
16:20    Nachmittag: kaum noch Gärung &#8211; höchste Zeit zum Abstechen der Maische; 6 Liter Saft + Safte der Maische + 2 Kg Zucker ergaben 16,5 Liter im Gärballon<br />
18:30 fertig mit auspressen und umfüllen in Gärballon; Sauarbeit 😉 &#8211; nach 30 min, also 19:00 Uhr wieder stärkere Gärung und Schaumbildung<br />
19:00 Schaumbildung laut Kennzeichnung am Gärballon 2,5 Liter Höhe<br />
20:30 Uhr: immer stärker werdenende Gärung<br />
22:45 8 Nährsalztabletten (empfohlen für 12 Liter Wein) zerkleinert dazu geben<br />
06.08.08 &#8211; 08:00    sehr warm geworden, gute Gärung &#8211; trotzdem Ballon in Wanne gestellt &#8211; Rückgang der Temp auf 23,6 °C<br />
09:00    Temperaturrückgang<br />
18:15    immernoch gute Gärung<br />
19:30    die letzten 2 Liter Saft mit 1 Kg Zucker erwärmt und wieder auf Umgebungstemp abkühlen lassen (im Wannenbad)<br />
20:15    Saft-Zuckerlösung in Gärballon gefüllt &#8211; Gährröhrchen aufgesetzt<br />
20:20    wieder zügige Gärung im Gange</p>
<p>10.08.08 &#8211; 22:00    langsamere Gärung &#8211; blubbern alle 7 Sek. &#8211; auf der Oberfläche fast kein Schaum zu sehen; wenig Bewegung auf der Oberfläche zu sehen<br />
flockenartige Gebilde an der Oberfläche zu sehen</p>
<p>11.08.08 &#8211; 07:00    normale Gärung</p>
<p>12.08.08 &#8211; 07:00    normale Gärung<br />
18:00    normale Gärung</p>
<p>13.08.08    08:00    langsam werdende Gärung &#8211; blubbern aller 30 sek</p>
<p>14.08.08    07:00    langsam werdende Gärung &#8211; blubbern aller 60 sek</p>
<p>14.08.08    18:00    langsam werdende Gärung &#8211; blubbern aller 3 min</p>
<p>15.08.08    07:00</p>
<p>17.08.08    22:30    keine Bläschen oder gar Schaum auf der Oberfläche gleiches Wasserniveau &#8211; im Gärröhrchen</p>
<p>19.08.08 &#8211; 20:30    aus Korb herausgehoben, ca 7 cm Hefe-Fruchttrub am Boden (dicht ohne Einschlüsse) leichte Gärung ca 7 min Abstand (evtl. nur Kohlensäure)</p>
<p>20.08.08 &#8211; 19:00    Wein abgestochen, 15 Liter Ballon + 2 Liter Weinflasche (Trub) + 0,75 (Trub) Messung des Alkeholgehalts mit Vinometer schlug fehl (vermutl. Trub im Kapilargefäß) Messung wird mit geklärtem Wein wiederholt Verkostung des Abstiches ;-)) &#8211; sehr gelungenes Weinchen… juhu<br />
25.08.08 &#8211; 18:00    2. Abstich: umfüllen in Neuen Ballon; Verkostung sehr gutes Resultat 😉<br />
31.08.08 &#8211; 22:20    keine Veränderung sichtbar… Klärung in Arbeit<br />
05.09.08 &#8211; 19:00    Verkostung mit Rike ca 0,75 l. Wein getrunken (leicht gesüßt &#8211; 50 g/l Zucker) sehr lecker Wein aus Trubflaschen)<br />
10.10.08        Abfüllung mit Paps in Flaschen und 2 verschiedene Zuckerungen (30 g pro Liter / 50 g. pro Liter)</p>
<p>&nbsp;</p>
<p>Hier das Etikett zum Wein.</p>
<p><a href="http://charito.spdns.de/wordpress/wp-content/uploads/2015/10/brombeere_2008.jpg"><img decoding="async" class="alignnone size-medium wp-image-111" src="http://charito.spdns.de/wordpress/wp-content/uploads/2015/10/brombeere_2008-210x300.jpg" alt="brombeere_2008" width="210" height="300" srcset="https://chaferito.chafee.de/wp-content/uploads/2015/10/brombeere_2008-210x300.jpg 210w, https://chaferito.chafee.de/wp-content/uploads/2015/10/brombeere_2008.jpg 318w" sizes="(max-width: 210px) 100vw, 210px" /></a></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/brombeerwein-2008/">Brombeerwein &#8211; 2008</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">110</post-id>	</item>
		<item>
		<title>Apfelwein &#8211; 2008</title>
		<link>https://chaferito.chafee.de/2015/10/05/apfelwein-2008/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=apfelwein-2008</link>
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		<dc:creator><![CDATA[Thomas Dzialas (Author)]]></dc:creator>
		<pubDate>Mon, 05 Oct 2015 10:11:58 +0000</pubDate>
				<category><![CDATA[Weinherstellung]]></category>
		<category><![CDATA[wein]]></category>
		<guid isPermaLink="false">http://charito.spdns.de/wordpress/?p=103</guid>

					<description><![CDATA[<p>Apfelwein &#8211; August 2008 selbst gemacht! &#160; 27.08.08 &#8211; 18:30 Hefeansatz + Saft (17,5 L) in Ballon gegeben, Gährröhrchen aufgesetzt &#8211; ungezuckert, da Saftanteil rund 10 % Zuckeranteil beinhalten 28.08.08 &#8211; 19:00 flotte Gärung, leichter Schaumteppich an der Oberfläche, blubbern alle 3 Sek. 31.08.08 &#8211; 22:20 immernoch flotte Gärung, brodeln im Glasballon, nachzuckern noch nicht &#8230; <a href="https://chaferito.chafee.de/2015/10/05/apfelwein-2008/" class="more-link"><span class="screen-reader-text">Apfelwein &#8211; 2008</span> weiterlesen <span class="meta-nav">&#8594;</span></a></p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/apfelwein-2008/">Apfelwein &#8211; 2008</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style"></style><!-- content style : end --><h2><span style="text-decoration: underline;">Apfelwein &#8211; August 2008 selbst gemacht!</span></h2>
<p>&nbsp;</p>
<p>27.08.08 &#8211; 18:30 Hefeansatz + Saft (17,5 L) in Ballon gegeben, Gährröhrchen aufgesetzt &#8211; ungezuckert, da Saftanteil rund 10 % Zuckeranteil beinhalten<br />
28.08.08 &#8211; 19:00 flotte Gärung, leichter Schaumteppich an der Oberfläche, blubbern alle 3 Sek.</p>
<p>31.08.08 &#8211; 22:20 immernoch flotte Gärung, brodeln im Glasballon, nachzuckern noch nicht nötig<br />
leichte Schaumbildung an der Oberfläche, wahrnehmbarer gäriger Weingeruch oberhalb am Gärröhrchen</p>
<p>01.09.08 &#8211; 19:00 Gärung langsamer, 1. Zuckerlösung wird angesetzt; 0,5 Liter Apfelsaft mit 1 KG Zucker vermehrt</p>
<p>03.09.08 &#8211; 19:00 immernoch flotte Gärung &#8211; blubbern aller 2-3 Sek.<br />
brodeln im Ballon sichtbar</p>
<p>06.09.08 &#8211; 13:00 2. Zuckerung (1 Kg);</p>
<p>07.09.08 &#8211; 20:00 leichte Gärung, blubbern aller 6 Sek.</p>
<p>16.09.08 &#8211; 19:00 1. Abstich trotz Gärung – evtl Weinkrankheit<br />
dünner weißer Teppich auf der Oberfläche, nicht durchgängig, inselförmig<br />
Ballon geschwefelt, Flaschen mit Schwefelpulver</p>
<p>24.11.08 &#8211; 07:00 erneuter Abstich, &#8211; noch keine Klärung</p>
<p>19.12.08 &#8211; 18:00 erneuter Abstich, &#8211; noch keine Klärung</p>
<p>01.01.09 &#8211; 15:00 Abfüllung + Pastorisierung in Flaschen 20 * 0,75 L  Flaschen 20 g pro Liter gezuckert &#8211; leichte Restsüße war noch vorhanden</p>
<p><img loading="lazy" decoding="async" src="http://1.bp.blogspot.com/-yWsiLpiGPt4/TunYodJmQZI/AAAAAAAAACI/yK8V6CACdDA/s400/weinetikett_apfel_4web.jpg" alt="" width="280" height="400" border="0" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/apfelwein-2008/">Apfelwein &#8211; 2008</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
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		<post-id xmlns="com-wordpress:feed-additions:1">103</post-id>	</item>
		<item>
		<title>Hagebuttenwein &#8211; 2008</title>
		<link>https://chaferito.chafee.de/2015/10/05/hagebuttenwein-2008-3/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=hagebuttenwein-2008-3</link>
		
		<dc:creator><![CDATA[Thomas Dzialas (Author)]]></dc:creator>
		<pubDate>Mon, 05 Oct 2015 10:08:32 +0000</pubDate>
				<category><![CDATA[Weinherstellung]]></category>
		<category><![CDATA[wein]]></category>
		<guid isPermaLink="false">http://charito.spdns.de/wordpress/?p=99</guid>

					<description><![CDATA[<p>Hagebuttenwein November 2008 &#8211; selbst gemacht! &#160; 15.11.2008    14 &#8211; 16:00    rund 13 Kg Früchte gesammelt 16.11.2008    11 &#8211; 13:00    rund 14,3 Kg Früchte gesammelt ab 14:00    am Nachmittag mit Ma und Pa gewaschen und mit Hilfe des Fleischwolfes zerkleinert 17:00    mit 4 Liter kochendem Wasser an Fruchtansatz gegeben und abgewartet bis Temp auf ca &#8230; <a href="https://chaferito.chafee.de/2015/10/05/hagebuttenwein-2008-3/" class="more-link"><span class="screen-reader-text">Hagebuttenwein &#8211; 2008</span> weiterlesen <span class="meta-nav">&#8594;</span></a></p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/hagebuttenwein-2008-3/">Hagebuttenwein &#8211; 2008</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
]]></description>
										<content:encoded><![CDATA[<!-- content style : start --><style type="text/css" data-name="kubio-style"></style><!-- content style : end --><h2><span style="text-decoration: underline;">Hagebuttenwein November 2008 &#8211; selbst gemacht!</span></h2>
<p>&nbsp;</p>
<p>15.11.2008    14 &#8211; 16:00    rund 13 Kg Früchte gesammelt<br />
16.11.2008    11 &#8211; 13:00    rund 14,3 Kg Früchte gesammelt ab 14:00    am Nachmittag mit Ma und Pa gewaschen und mit Hilfe des Fleischwolfes zerkleinert</p>
<p>17:00    mit 4 Liter kochendem Wasser an Fruchtansatz gegeben und abgewartet bis Temp auf ca 23 °C gesunken war<br />
21:00    Hefeansatz zum Gärtopf gegeben</p>
<p>17.11.2008    06:30    Gärung im Gärtopf langsam im Gange &#8211; Anhebung des Gärhutes sichtbar</p>
<p>17.11.2008    10:00    Ankunft in Berlin &#8211; Umfüllen des Gärtopfes in mein 10 Liter Gärtopf (Aufteilen der Fruchtmasse)</p>
<p>17.11.2008        Zugabe weiterer 3 Liter Wasser &#8211; nun insgesamt 7 Liter Wasserzusatz</p>
<p>17.11.2008    20:00    Gärung im Gärtopf gut sichtbar</p>
<p>18.11.2008    07:00    Gärhut wieder nach unten gedrückt</p>
<p>18.11.2008    18 &#8211; 20:00     Abziehen vom Gärtopf nicht gut gelungen.. (Verstopfung, wenig Flüssigkeit), ca 10 Handpressungen (sehr anstrengend) letztendlich abgebrochen und Gärtopf wieder zum Weitervergären aufgestellt den kleinen Gärtopf mit 1 Liter kochendem Wasser übergossen, abkühlen lassen und mit 3 Kellen vom &#8222;Muttertopf&#8220; wieder zum gären angeregt; Früchte noch nicht richtig aufgebrochen, desshalb vermutlich geringe Ausbeute<br />
19.11.2008    18 &#8211; 20:20    beide Töpfe abgepresst, insgesamt 15 Liter im Ballon</p>
<p>19.11.2008    20:50    5 g Nährsalz + 1,89 Kg Zucker</p>
<p>19.11.2008    21:30    Gärung im Ballon im Gange &#8211; blubbern alle 5 Sek.</p>
<p>21.11.2008    07:00    Gärung immer noch durchgehend</p>
<p>21.11.2008    17:00    Gärung aller 3 Sek.</p>
<p>24.11.2008    01:20    Gärung verlangsamt, aller 5 min</p>
<p>24.11.2008    02:00    1, 5 Kg Zuckerlösung (+300 ml Wasser + 1 Zitrone + 3 g. Nährsalz) hinzugegeben</p>
<p>25.11.2008    20:00    Gärung gut im Gange, blubbern aller 5 Sek.</p>
<p>25.11.2008    21:30    3. Zuckerlösung mit 1, 5 Kg Zucker (+300 ml Wasser + 2 Zitronen + 5 g. Nährsalz) hinzugegeben</p>
<p>26.11.2008    07:00    blubbern aller 3 Sek.</p>
<p>26.11.2008    17:00    blubbern aller 3 Sek.</p>
<p>27.11.2008    17:30    blubbern aller 5 Sek</p>
<p>28.11.2008    07:00    blubbern aller 5 Sek</p>
<p>28.11.2008    17:45    blubbern aller 5 Sek</p>
<p>28.11.2008    21:20    die letzte (4.) Zuckerung: 0,2 Liter Wasser mit 0,819 Kg Zucker aufgelöst (+ 4 gr. Nährsalz)</p>
<p>29.11.2008    07:00    blubbern aller 5 Sek</p>
<p>01.12.2008    14:00    blubbern aller 7 Sek</p>
<p>04.12.2008    13:30    blubbern aller 7 Sek</p>
<p>05.12.2008    17:00    blubbern aller 18 Sek</p>
<p>07.12.2008    20:45    blubbern aller 29 Sek (wenig aufsteigende Blasen)<br />
08.12.2008    12:00    blubbern aller 27 Sek (wenig aufsteigende Blasen)</p>
<p>10.12.2008    20:00    blubbern aller 1 Min. 45 Sek. (kaum noch aufsteigende Blasen)</p>
<p>11.12.2008    16:00    blubbern aller 2 Min. 40 Sek. (kaum noch aufsteigende Blasen)</p>
<p>15.12.2008    08:00    Klärung sichbar, blubbern aller  5 min</p>
<p>19.12.2008    17:30    Wein abgestochen, 15 Liter voll, + 3 l + 0,75 l, zum klären (Trub) &#8211; sehr lecker Honigsüß überhaupt kein Geschamck von Hagebutte gemessene 21 % Alkohol<br />
01.01.2009        1. Umstich &#8211; 15 L. Ballon</p>
<p>01.02.2009    17:00    2. Umstich &#8211; 15 L Ballon; 19 % Vol</p>
<p>&nbsp;</p>
<p>Das Etikett zum Wein</p>
<p><a href="http://3.bp.blogspot.com/-0SqTXOvwkUU/TunaU89c0UI/AAAAAAAAACQ/mNQygElsaoI/s1600/weinetikett_hagebutte_4web.jpg"><img loading="lazy" decoding="async" src="http://3.bp.blogspot.com/-0SqTXOvwkUU/TunaU89c0UI/AAAAAAAAACQ/mNQygElsaoI/s400/weinetikett_hagebutte_4web.jpg" alt="" width="280" height="400" border="0" /></a></p>
<p>Der Beitrag <a href="https://chaferito.chafee.de/2015/10/05/hagebuttenwein-2008-3/">Hagebuttenwein &#8211; 2008</a> erschien zuerst auf <a href="https://chaferito.chafee.de">Chaférito</a>.</p>
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