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	<title>Finanshuset Demetra Fondsmæglerselskab A/S</title>
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	<link>http://www.demetra.dk</link>
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		<title>Den græske aftale ses ikke på renten</title>
		<link>http://www.demetra.dk/finansblog/den-graeske-aftale-ses-ikke-pa-renten/</link>
		<comments>http://www.demetra.dk/finansblog/den-graeske-aftale-ses-ikke-pa-renten/#comments</comments>
		<pubDate>Wed, 22 Feb 2012 11:00:51 +0000</pubDate>
		<dc:creator>John Yde</dc:creator>
				<category><![CDATA[Analyse]]></category>
		<category><![CDATA[Finansblog]]></category>
		<category><![CDATA[Konjunktur]]></category>

		<guid isPermaLink="false">http://www.demetra.dk/?p=6938</guid>
		<description><![CDATA[Det kan godt være, at man blev enige om en græsk aftale, men det ses ikke rigtigt på renten, der fortsætter med at stige. Den 1 årige græske rente er nu over 700% (blå linie), og den 2 årige på &#8230; <a href="http://www.demetra.dk/finansblog/den-graeske-aftale-ses-ikke-pa-renten/">Læs mere <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.demetra.dk/wp-content/uploads/2012/02/greece220212.gif"><img class="alignnone  wp-image-6939" title="greece220212" src="http://www.demetra.dk/wp-content/uploads/2012/02/greece220212-390x259.gif" alt="" width="390" height="259" /></a></p>
<p>Det kan godt være, at man blev enige om en græsk aftale, men det ses ikke rigtigt på renten, der fortsætter med at stige. Den 1 årige græske rente er nu over 700% (blå linie), og den 2 årige på over 200% (rød linie). Renteforskellen til Tyskland (den grøne kurve nederst) er foreløbig konstant over 30%, mens prisen på at sikre sig mod en græsk statsbankerot igen er begyndt at stige (den sorte kurve).</p>
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		<item>
		<title>Er Portugal det næste &#8220;Grækenland&#8221; spørger Spiegel online</title>
		<link>http://www.demetra.dk/finansblog/er-portugal-det-naeste-graekenland-sporger-spiegel-online/</link>
		<comments>http://www.demetra.dk/finansblog/er-portugal-det-naeste-graekenland-sporger-spiegel-online/#comments</comments>
		<pubDate>Wed, 22 Feb 2012 10:54:09 +0000</pubDate>
		<dc:creator>John Yde</dc:creator>
				<category><![CDATA[Finansblog]]></category>
		<category><![CDATA[Konjunktur]]></category>

		<guid isPermaLink="false">http://www.demetra.dk/?p=6934</guid>
		<description><![CDATA[Spiegel Online viser denne sammenligning mellem Portugal og Grækenland og spørger i en artikel, om Portugal er på vej til at blive det næste &#8220;Grækenland&#8221;. Landet er fanget i en dyb recession og har ingen udsigt til vækst, hvorfor landet &#8230; <a href="http://www.demetra.dk/finansblog/er-portugal-det-naeste-graekenland-sporger-spiegel-online/">Læs mere <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.demetra.dk/wp-content/uploads/2012/02/portugal220212.gif"><img class="alignnone size-medium wp-image-6935" title="portugal220212" src="http://www.demetra.dk/wp-content/uploads/2012/02/portugal220212-390x274.gif" alt="" width="390" height="274" /></a></p>
<p>Spiegel Online viser denne sammenligning mellem Portugal og Grækenland og spørger i en artikel, om Portugal er på vej til at blive det næste &#8220;Grækenland&#8221;. Landet er fanget i en dyb recession og har ingen udsigt til vækst, hvorfor landet kan være afhængig af lån i mange år frem. Læs selv artiklen på dette link:</p>
<p><a href="http://www.spiegel.de/international/business/0,1518,816024,00.html" target="_blank">Spiegel online artikel</a></p>
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		</item>
		<item>
		<title>Anonymous hacker det græske justitsministerium</title>
		<link>http://www.demetra.dk/finansblog/anonymous-hacker-det-graeske-justitsministerium/</link>
		<comments>http://www.demetra.dk/finansblog/anonymous-hacker-det-graeske-justitsministerium/#comments</comments>
		<pubDate>Wed, 22 Feb 2012 10:42:08 +0000</pubDate>
		<dc:creator>John Yde</dc:creator>
				<category><![CDATA[Finansblog]]></category>
		<category><![CDATA[Konjunktur]]></category>

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		<description><![CDATA[Anonymous har hacket det græske justitsministeriums hjemmeside og krævet, at IMF forlader landet og truer med at slette alle grækeres gæld. Siden er nu taget ned, og hvis man lige nu prøver at komme på det græske justitsministeriums hjemmeside (http://www.ministryofjustice.gr/), &#8230; <a href="http://www.demetra.dk/finansblog/anonymous-hacker-det-graeske-justitsministerium/">Læs mere <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><img class="alignnone size-medium wp-image-6931" title="greece2220212" src="http://www.demetra.dk/wp-content/uploads/2012/02/greece2220212-390x319.gif" alt="" width="390" height="319" /></p>
<p>Anonymous har hacket det græske justitsministeriums hjemmeside og krævet, at IMF forlader landet og truer med at slette alle grækeres gæld. Siden er nu taget ned, og hvis man lige nu prøver at komme på det græske justitsministeriums hjemmeside (<a href="http://www.ministryofjustice.gr/" target="_blank">http://www.ministryofjustice.gr/</a>), så bliver man mødt med denne kommetar:</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Opinionsmåling på de republikanske præsidentkandidater</title>
		<link>http://www.demetra.dk/finansblog/opinionsmaling-pa-de-republikanske-praesidentkandidater/</link>
		<comments>http://www.demetra.dk/finansblog/opinionsmaling-pa-de-republikanske-praesidentkandidater/#comments</comments>
		<pubDate>Wed, 22 Feb 2012 10:19:28 +0000</pubDate>
		<dc:creator>John Yde</dc:creator>
				<category><![CDATA[Finansblog]]></category>
		<category><![CDATA[Konjunktur]]></category>

		<guid isPermaLink="false">http://www.demetra.dk/?p=6923</guid>
		<description><![CDATA[Grafen herover viser udviklingen i en opinionsmåling på de republikanske præsidentkandidater. Man kan selv eksperimentere med udviklingen via en interaktiv version, der åbner i et nyt vindue, hvis man klikker på grafen.]]></description>
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" alt="" width="374" height="281" /></a></p>
<p>Grafen herover viser udviklingen i en opinionsmåling på de republikanske præsidentkandidater. Man kan selv eksperimentere med udviklingen via en interaktiv version, der åbner i et nyt vindue, hvis man klikker på grafen.</p>
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			<wfw:commentRss>http://www.demetra.dk/finansblog/opinionsmaling-pa-de-republikanske-praesidentkandidater/feed/</wfw:commentRss>
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		<item>
		<title>Virksomheder i S&amp;P 500, der slår forventningerne</title>
		<link>http://www.demetra.dk/finansblog/virksomheder-i-sp-500-der-slar-forventningerne/</link>
		<comments>http://www.demetra.dk/finansblog/virksomheder-i-sp-500-der-slar-forventningerne/#comments</comments>
		<pubDate>Wed, 22 Feb 2012 10:06:22 +0000</pubDate>
		<dc:creator>John Yde</dc:creator>
				<category><![CDATA[Finansblog]]></category>
		<category><![CDATA[Konjunktur]]></category>

		<guid isPermaLink="false">http://www.demetra.dk/?p=6919</guid>
		<description><![CDATA[Grafen herover fra Bianco Research viser procentdelen af virksomheder i S&#38;P 500 indexet, der har slået de kvartårlige forventninger til indtægterne.  Klik på grafen for at se en større gengivelse.]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.demetra.dk/wp-content/uploads/2012/02/beat220212.gif"><img class="alignnone size-medium wp-image-6920" title="beat220212" src="http://www.demetra.dk/wp-content/uploads/2012/02/beat220212-390x289.gif" alt="" width="390" height="289" /></a></p>
<p>Grafen herover fra Bianco Research viser procentdelen af virksomheder i S&amp;P 500 indexet, der har slået de kvartårlige forventninger til indtægterne.  Klik på grafen for at se en større gengivelse.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>The Economists pandekage index</title>
		<link>http://www.demetra.dk/finansblog/the-economists-pandekage-index/</link>
		<comments>http://www.demetra.dk/finansblog/the-economists-pandekage-index/#comments</comments>
		<pubDate>Wed, 22 Feb 2012 09:43:25 +0000</pubDate>
		<dc:creator>John Yde</dc:creator>
				<category><![CDATA[Finansblog]]></category>
		<category><![CDATA[Konjunktur]]></category>

		<guid isPermaLink="false">http://www.demetra.dk/?p=6915</guid>
		<description><![CDATA[The Economist er kendt for sit &#8220;Big Mac&#8221; index, der forsøger at afsløre ubalancer i valutakurserne ved at finde en vare, som er ens overalt. Men nu viser de så et &#8220;pandekageindex&#8221;, der viser prisen i dollars for de ingredienser, &#8230; <a href="http://www.demetra.dk/finansblog/the-economists-pandekage-index/">Læs mere <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.demetra.dk/wp-content/uploads/2012/02/pankake220212.gif"><img class="alignnone size-medium wp-image-6916" title="pankake220212" src="http://www.demetra.dk/wp-content/uploads/2012/02/pankake220212-390x334.gif" alt="" width="390" height="334" /></a></p>
<p>The Economist er kendt for sit &#8220;Big Mac&#8221; index, der forsøger at afsløre ubalancer i valutakurserne ved at finde en vare, som er ens overalt. Men nu viser de så et &#8220;pandekageindex&#8221;, der viser prisen i dollars for de ingredienser, der skal til for at lave pandekager. Det skal naturligvis illustrere de prisforskelle, der er globalt set for et sæt af basisfødevarer.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>IAEA har igen forladt Iran</title>
		<link>http://www.demetra.dk/finansblog/iaea-har-igen-forladt-iran/</link>
		<comments>http://www.demetra.dk/finansblog/iaea-har-igen-forladt-iran/#comments</comments>
		<pubDate>Wed, 22 Feb 2012 09:24:40 +0000</pubDate>
		<dc:creator>John Yde</dc:creator>
				<category><![CDATA[Finansblog]]></category>
		<category><![CDATA[Konjunktur]]></category>

		<guid isPermaLink="false">http://www.demetra.dk/?p=6912</guid>
		<description><![CDATA[Nyhedsbureauerne skriver, at FNs atomkontrol (IAEA) blev nægtet adgang til et iransk atomkraftværk ved Parchin, hvor man forventede at finde materialer til at teste sprænghoveder. Den iranske næstkommanderende, Mohammad Hejazi, advarer om, at man ikke vil vente på at blive &#8230; <a href="http://www.demetra.dk/finansblog/iaea-har-igen-forladt-iran/">Læs mere <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>Nyhedsbureauerne skriver, at FNs atomkontrol (IAEA) blev nægtet adgang til et iransk atomkraftværk ved Parchin, hvor man forventede at finde materialer til at teste sprænghoveder. Den iranske næstkommanderende, Mohammad Hejazi, advarer om, at man ikke vil vente på at blive angrebet. Flere oplysninger i disse links:</p>
<p><a href="http://www.reuters.com/article/2012/02/22/us-iran-nuclear-idUSTRE81K1ZF20120222" target="_blank">Reuters artikel</a></p>
<p><a href="http://www.bloomberg.com/news/2012-02-22/former-nuclear-inspectors-advise-against-strike-on-iran-sites.html" target="_blank">Bloomberg artikel</a></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Dagens finanskalender</title>
		<link>http://www.demetra.dk/finansblog/dagens-finanskalender-296/</link>
		<comments>http://www.demetra.dk/finansblog/dagens-finanskalender-296/#comments</comments>
		<pubDate>Wed, 22 Feb 2012 07:48:09 +0000</pubDate>
		<dc:creator>John Yde</dc:creator>
				<category><![CDATA[Finansblog]]></category>
		<category><![CDATA[Kalender]]></category>

		<guid isPermaLink="false">http://www.demetra.dk/?p=6909</guid>
		<description><![CDATA[09.30 Tyskland PMI index for februar (foreløbige tal). 10.00 Eurozone PMI index for februar (foreløbige tal). 10.00 Norge arbejdsløshedstal for december. 10.30 Bank of England udsender referat af seneste rådsmøde. 11.00 Eurozone ordrer til industrien for december. 16.00 US salget &#8230; <a href="http://www.demetra.dk/finansblog/dagens-finanskalender-296/">Læs mere <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>09.30 Tyskland PMI index for februar (foreløbige tal).<br />
10.00 Eurozone PMI index for februar (foreløbige tal).<br />
10.00 Norge arbejdsløshedstal for december.<br />
10.30 Bank of England udsender referat af seneste rådsmøde.<br />
11.00 Eurozone ordrer til industrien for december.<br />
16.00 US salget af eksisterende boliger for januar.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Her er den 9 siders tekst (jvnf. tidligere indlæg)</title>
		<link>http://www.demetra.dk/finansblog/her-er-den-9-siders-tekst-jvnf-tidligere-indlaeg/</link>
		<comments>http://www.demetra.dk/finansblog/her-er-den-9-siders-tekst-jvnf-tidligere-indlaeg/#comments</comments>
		<pubDate>Tue, 21 Feb 2012 10:08:15 +0000</pubDate>
		<dc:creator>John Yde</dc:creator>
				<category><![CDATA[Finansblog]]></category>
		<category><![CDATA[Konjunktur]]></category>

		<guid isPermaLink="false">http://www.demetra.dk/?p=6906</guid>
		<description><![CDATA[Bl.a. Financial Times bringer nu den konfidentielle 9 siders rapport om Grækenland, som vi omtalte i vores tidligere indlæg i dag (link). Rapporten kan læses på dette link: Financial Times link til rapport]]></description>
			<content:encoded><![CDATA[<p>Bl.a. Financial Times bringer nu den konfidentielle 9 siders rapport om Grækenland, som vi omtalte i vores tidligere indlæg i dag (<a href="http://www.demetra.dk/finansblog/en-9-siders-rapport-om-graekenland-fra-eu-ecb-og-imf/" target="_blank">link</a>). Rapporten kan læses på dette link:</p>
<p><a href="http://av.r.ftdata.co.uk/files/2012/02/Greece-DSA.pdf" target="_blank">Financial Times link til rapport</a></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>&#8220;Ubeslutsomhed&#8221; i Apple aktien sidste uge</title>
		<link>http://www.demetra.dk/finansblog/ubeslutsomhed-i-apple-aktien-sidste-uge/</link>
		<comments>http://www.demetra.dk/finansblog/ubeslutsomhed-i-apple-aktien-sidste-uge/#comments</comments>
		<pubDate>Tue, 21 Feb 2012 10:01:39 +0000</pubDate>
		<dc:creator>John Yde</dc:creator>
				<category><![CDATA[Analyse]]></category>
		<category><![CDATA[Finansblog]]></category>

		<guid isPermaLink="false">http://www.demetra.dk/?p=6901</guid>
		<description><![CDATA[&#160; Flere tekniske studier peger på risiko for top i Apple aktien. Endnu er det kun et oplæg, men sidste uges udvikling indikerer, at markedet er blevet mere i tvivl. Sidste uges udvikling viser start og slut på omtrent samme &#8230; <a href="http://www.demetra.dk/finansblog/ubeslutsomhed-i-apple-aktien-sidste-uge/">Læs mere <span class="meta-nav">&#8594;</span></a>]]></description>
			<content:encoded><![CDATA[<p>&nbsp;</p>
<p><a href="http://www.demetra.dk/wp-content/uploads/2012/02/apple2102121.gif"><img class="alignnone size-medium wp-image-6903" title="apple210212" src="http://www.demetra.dk/wp-content/uploads/2012/02/apple2102121-390x227.gif" alt="" width="390" height="227" /></a></p>
<p>Flere tekniske studier peger på risiko for top i Apple aktien. Endnu er det kun et oplæg, men sidste uges udvikling indikerer, at markedet er blevet mere i tvivl. Sidste uges udvikling viser start og slut på omtrent samme niveau, hvilket producerer en såkaldt &#8220;spinning top&#8221;, og det er iflg. candlestick teorien netop en indikation af, at køberne er kommet i tvivl. Et fald i aktien i dag vil forstærke indtrykket af i hvert fald en foreløbig top i aktien. Se også tidligere indlæg ved at<a href="http://www.demetra.dk/finansblog/apple-aktien-rammer-trendlinie-fra-1995/" target="_blank"> klikke på dette link</a></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
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