<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/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'><id>tag:blogger.com,1999:blog-3423950470081157774</id><updated>2024-10-02T15:59:44.752+02:00</updated><category term="Giełdy"/><category term="Makroekonomia"/><category term="Ciekawy artykuł"/><category term="Ciekawy artykul"/><category term="Surowce"/><category term="Waluty"/><title type='text'>GLOBALNY BIZNES</title><subtitle type='html'>MAKROEKONOMIA, RYNKI KAPITAŁOWE, RYNKI SUROWCOWE, WALUTY, GIEŁDY, CIEKAWE WYDARZENIA W ŚWIECIE FINANSÓW, OPINIE I POGLĄDY WŁASNE</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>15</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-2404623587558153698</id><published>2011-10-03T23:44:00.000+02:00</published><updated>2011-10-03T23:44:05.659+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giełdy"/><title type='text'>W USA indeksy naruszają dwumiesięczne wsparcia – czy to nowa fala spadkowa?</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:TrackMoves/&gt;   &lt;w:TrackFormatting/&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:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&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:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Poniedziałek przyniósł kolejny dzień mocnych spadków na amerykańskich parkietach. Główne indeksy w USA spadły odpowiednio: S&amp;amp;P 500 spadł o 2,85%, DJ 30 o 2,36% a Nasdaq Composite spadł o 3,29%.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;S&amp;amp;P 500 na wykresach dziennych przebił zdecydowanie poziom sierpniowych dołków - 1120 pkt, prawdopodobnie rozpoczynając kolejną falę spadkową.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
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&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Również na wykresach świecowych, przedstawiających całodniowe notowania indeks S&amp;amp;P 500 naruszył swoje, blisko dwumiesięczne wsparcie.&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
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&lt;w:DontGrowAutofit/&gt;    &lt;w:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;w:BrowserLevel&gt;MicrosoftInternetExplorer4&lt;/w:BrowserLevel&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Jednocześnie notowania pary EURO/USD spadły do poziomu 1,3173, najniższego od stycznia br., co świadczyć może, iż obecne spadki na giełdach akcji spowodowane są obawami o kondycję Strefy Euro. Jak pisałem &lt;a href=&quot;http://hpbiznes.blogspot.com/2011/10/w-ameryce-moze-byc-goraco.html&quot;&gt;rano&lt;/a&gt;, negatywny test wsparć indeksów amerykańskich znacząco zwiększy możliwość wystąpienia kolejnej silnej fali spadkowej na rynkach światowych. Wydaje się, iż obecnie prawdopodobieństwo takiego scenariusza jest duże. Możliwy potencjalny &lt;a href=&quot;http://hpbiznes.blogspot.com/2011/09/w-poszukiwaniu-giedowego-doka.html&quot;&gt;zasięg spadków&lt;/a&gt; na Wig 20 to okolice 1880 pkt.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt; &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/2404623587558153698/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/10/w-usa-indeksy-naruszaja-dwumiesieczne.html#comment-form' title='Komentarze (1)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/2404623587558153698'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/2404623587558153698'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/10/w-usa-indeksy-naruszaja-dwumiesieczne.html' title='W USA indeksy naruszają dwumiesięczne wsparcia – czy to nowa fala spadkowa?'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-4953767325681942930</id><published>2011-10-03T08:23:00.001+02:00</published><updated>2011-10-03T09:49:56.305+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giełdy"/><title type='text'>W Ameryce może być gorąco!!!</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; text-align: justify;&quot;&gt;&lt;span style=&quot;mso-fareast-language: PL; mso-no-proof: yes;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Piątkowa sesja za oceanem – USA, zakończyła się ponad dwuprocentowymi spadkami. Sprowadziły one indeksy amerykańskie w okolice dolnych ograniczeń kanału bocznego, trwającego blisko dwa miesiące. Bliskość lokalnych dołków na indeksach amerykańskich może sprawić, iż zbliżający się tydzień na giełdach akcji nie będzie nudnym trendem bocznym.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;, &amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%; mso-ansi-language: PL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Dla odmiany główny indeks giełdy warszawskiej Wig 20 zakończył tydzień, stosunkowo (w porównaniu do piątku w USA) mocno, i zamknął się na poziomie 2189 pkt. Wydaje się, iż najbliższym wsparciem dla Wig 20 jest poziom około 2115 pkt. I niewykluczone, iż w związku ze słabością rynków za oceanem będzie on testowany w najbliższych dniach. &lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Negatywny test wsparć na indeksach amerykańskich może otworzyć drogę do dynamicznych spadków na wszystkich rynkach. Średnioterminowo rynki nadal znajdują się w trendzie spadkowym, a w związku z tym prawdopodobieństwo pogłębiania się spadków jest wyższe niż możliwość wyjścia z obecnego dwumiesięcznego trendu bocznego w górę.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/4953767325681942930/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/10/w-ameryce-moze-byc-goraco.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/4953767325681942930'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/4953767325681942930'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/10/w-ameryce-moze-byc-goraco.html' title='W Ameryce może być gorąco!!!'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-6282848582285399101</id><published>2011-10-01T08:18:00.000+02:00</published><updated>2011-10-01T08:18:46.654+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ciekawy artykul"/><title type='text'>&quot;Światem rządzi Goldman Sachs&quot;</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:TrackMoves/&gt;   &lt;w:TrackFormatting/&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:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&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:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&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:Standardowy;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Brytyjskie media nie mogą ochłonąć po szokująco szczerej wypowiedzi niezależnego brokera finansowego, który przyznał, że marzy o ponownym kryzysie finansowym i recesji.&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&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:TrackMoves/&gt;   &lt;w:TrackFormatting/&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:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&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:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
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&lt;/style&gt; &lt;![endif]--&gt;&lt;div&gt;  &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Wywiad BBC z Alessio Rastanim obejrzało już w ciągu dwóch dni w internecie na You Tube co najmniej półtora miliona osób.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;- Ja jestem brokerem. Kiedy widzę okazję do zarobienia pieniędzy, to ją chwytam. Większości brokerów nie obchodzi łatanie gospodarki, całej tej sytuacji. Nasza praca to na tym zarobić.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Zaraz potem padło szokujące wyznanie: - Osobiście, marzę o tej chwili od trzech lat. Muszę wyznać, że co wieczór idę spać i śni mi się kolejna recesja. Bo kiedy się zawali rynek, euro i wielkie firmy, przy właściwym planie można będzie zarobić wielkie pieniądze.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Miary osłupienia brytyjskich dziennikarzy i publiczności dopełniło pogardliwe zbycie międzynarodowych wysiłków, aby zapobiec katastrofie.- Nie pora modlić się teraz, żeby rządy coś na to pomogły.&lt;b&gt; Rządy nie rządzą światem, tylko Goldman Sachs&lt;/b&gt;.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Ale Alessio Rastani ma dobre serce i radzi zwykłym ludziom, jak uniknąć potopu:- Przede wszystkim ludzie powinni chronić swój majątek, to co posiadają. Bo ja przewiduję, że w ciągu niespełna roku znikną oszczędności milionów ludzi. A to dopiero początek.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Alessio Rastani swoją szczerością wyrobił sobie wysoką pozycje na brytyjskiej liście powszechnie znienawidzonych sprawców kryzysu, obok bankierów i nieroztropnych ministrów folgujących instytucjom finansowym.&lt;/span&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Pojawiły się informacje, że Rastani to oszust, który należy do grupy Yes Men i ma niewiele wspólnego z biznesem. Takie informacje pojawiły się w serwisie społecznościowym Twitter, a także w serwisie Huffington Post. Brytyjska stacja przeprowadziła kontrolę i zapewniła, że nie znalazła, żadnych dowodów na to, że mógłby to być żart. BBC opublikowało we wtorek oficjalne stanowisko w sprawie wywiadu z Rastanim. &quot;To niezależny trader, jeden z wielu, którzy na naszej antenie mówił o recesji&quot;.&lt;/span&gt;&lt;/div&gt;&lt;br /&gt;
&lt;pre&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
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 {mso-style-name:Standardowy;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
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&lt;![endif]--&gt;&lt;a href=&quot;http://www.parkiet.com/artykul/1099978--Swiatem-rzadzi-Goldman-Sachs-.html&quot; target=&quot;_blank&quot;&gt;&lt;b&gt;http://www.parkiet.com/artykul/1099978--Swiatem-rzadzi-Goldman-Sachs-.html&lt;/b&gt;&lt;/a&gt; &lt;/pre&gt;&lt;pre&gt;&lt;/pre&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:TrackMoves/&gt;   &lt;w:TrackFormatting/&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:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&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:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Revision&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;34&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;30&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Quote&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;21&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;32&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&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:Standardowy;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
 mso-style-priority:99;
 mso-style-qformat:yes;
 mso-style-parent:&quot;&quot;;
 mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
 mso-para-margin-top:0cm;
 mso-para-margin-right:0cm;
 mso-para-margin-bottom:10.0pt;
 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;}
&lt;/style&gt; &lt;![endif]--&gt;&lt;pre&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;No, cóż! Po największym manipulancie Świata można by było więcej oczekiwać!!!&lt;/span&gt;&lt;/pre&gt;&lt;pre&gt;&lt;/pre&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:TrackMoves/&gt;   &lt;w:TrackFormatting/&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:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&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:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
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&lt;/style&gt; &lt;![endif]--&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;pre&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;
&lt;/span&gt;&lt;/pre&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/6282848582285399101/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/10/swiatem-rzadzi-goldman-sachs.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/6282848582285399101'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/6282848582285399101'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/10/swiatem-rzadzi-goldman-sachs.html' title='&quot;Światem rządzi Goldman Sachs&quot;'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-231490891324155845</id><published>2011-09-28T09:55:00.002+02:00</published><updated>2011-09-28T23:01:00.999+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giełdy"/><title type='text'>Czyżby dalej trend boczny na giełdach?</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Z dwóch prognozowanych przeze mnie możliwych do realizacji scenariuszy giełdowych, na razie realizuje się scenariusz, ostatnio oceniany przeze mnie, jako &lt;/span&gt;&lt;a href=&quot;http://hpbiznes.blogspot.com/2011/09/w-poszukiwaniu-giedowego-doka.html&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;mniej prawdopodobny&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;. Mianowicie giełdy amerykańskie efektownie obroniły wsparcia formacji bocznej rysującej się od 10 sierpnia br. W ślad za nimi podążyły rynki europy zachodniej. Stosunkowo słabo zareagowały na odbicie w USA rynki azjatyckie. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Nasz rynek należał przez dwa ostatnie dni do giełd, które jak dotychczas mało skorzystały z ogólnej poprawy nastrojów na rynkach. Jeszcze w poniedziałek, intraday mieliśmy próbę zejścia Wig 20 w okolice 2042 pkt. Na zakończenie wczorajszej sesji poziom Wig 20 wyniósł 2203 pkt. Zgodnie z &lt;/span&gt;&lt;a href=&quot;http://hpbiznes.blogspot.com/2011/09/w-poszukiwaniu-giedowego-doka.html&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;poprzednim komentarzem&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;, uważam, iż obrona przez rynki amerykańskie swoich wsparć, będzie prawdopodobnie w krótkim terminie skutkowała dla rynku polskiego, konkretnie dla indeksu Wig 20, możliwością obrony obecnego krótkoterminowego dołka na poziomie 2019 pkt. Naturalnie po efektownej poprawie nastrojów na większości giełd światowych w poniedziałek i wtorek, moja ocena rynków przesunęła się krótkoterminowo w kierunku bardziej optymistycznym, jednakże w średnim terminie nadal istnieje możliwość ponownego powrotu do trendu spadkowego. W najbliższym tygodniu prawdopodobnie Wig 20 będzie poruszał się w szerokim kanale pomiędzy poziomem 2019 – 2452 pkt., przy czym ze względu na fakt, iż mało skorzystaliśmy na ostatnich wzrostach myślę, iż jest jeszcze niewielki potencjał do krótkoterminowych wzrostów na naszym rynku. Patrząc na rynki z perspektywy średnioterminowej, jak pisałem &lt;/span&gt;&lt;a href=&quot;http://hpbiznes.blogspot.com/2011/09/giedy-czy-to-juz-koniec-spadkow.html&quot;&gt;&lt;span style=&quot;color: purple; font-family: Calibri;&quot;&gt;we wcześniejszym artykule&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;, przedłużająca się konsolidacja na rynkach giełdowych (a z taką mamy do czynienia obecnie) zwiększa prawdopodobieństwo zmiany średnioterminowej oceny rynków ze spadkowej na wzrostową.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/231490891324155845/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/czyzby-dalej-trend-boczny-na-giedach.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/231490891324155845'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/231490891324155845'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/czyzby-dalej-trend-boczny-na-giedach.html' title='Czyżby dalej trend boczny na giełdach?'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-369253146226386508</id><published>2011-09-25T19:21:00.000+02:00</published><updated>2011-09-25T19:21:05.256+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giełdy"/><title type='text'>W poszukiwaniu giełdowego dołka!</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:TrackMoves/&gt;   &lt;w:TrackFormatting/&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:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&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:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Moje przewidywania&lt;/b&gt;&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt; co do dużego prawdopodobieństwa przebicia przez indeks Wig 20 wsparcia na poziomie sierpniowego dołka - 2115 pkt. sprawdziły się &lt;a href=&quot;http://hpbiznes.blogspot.com/2011/09/paniczne-spadki-na-giedzie-i-co-dalej.html&quot;&gt;&lt;b&gt;&lt;span style=&quot;border: none;&quot;&gt;&lt;span style=&quot;border: none;&quot;&gt;błyskawicznie&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/a&gt;. Na piątkowej sesji zaliczyliśmy intraday minimum na poziomie 2019 pkt. Jednak końcówka sesji przyniosła poprawę nastrojów na parkiecie, w efekcie czego indeks Wig 20 zakończył notowania lekko powyżej 2100 pkt. Obecnie nie ma żadnych argumentów mogących świadczyć o zakończeniu trwającego od pewnego czasu trendu spadkowego (średnie kroczące znajdują się w układzie charakterystycznym dla trendu spadkowego - wykres poniżej, wskaźniki analizy giełdowej są w rejonach ujemnych, w zasadzie na wszystkich wskaźnikach występują sygnały sprzedaży). Jedynym pozytywem było piątkowe podciągnięcie Wig 20 na zakończenie sesji o 82 pkt., co stanowiło prawie 4% wzrost. Dodatkowo giełda amerykańska zachowała się „bardzo honorowo” i zakończyła notowania na lekkich plusach.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 9pt; line-height: 115%;&quot;&gt;Przełamane poziomy wsparcia na Wig 20 – wykres dzienny świecowy.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;b&gt;&lt;span style=&quot;font-size: 9pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 9pt; line-height: 115%;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&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:TrackMoves/&gt;   &lt;w:TrackFormatting/&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:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&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:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;List Paragraph&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;29&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Reference&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;  &lt;/w:LatentStyles&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt; &lt;style&gt;
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 table.MsoNormalTable
 {mso-style-name:Standardowy;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Widziałbym dwa możliwe warianty:&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;1.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;Pierwszy, w którym w nadchodzącym tygodniu amerykańskie indeksy będą kontynuowały spadki, poniżej swoich wsparć. W takim przypadku, prawdopodobnie Wig 20 będzie testował poziom piątkowego minimum, i w negatywnym scenariuszu może spaść na przykład do poziomu 1880 pkt., który jest 62% zniesieniem fali wzrostowej rozpoczętej w lutym 2007 roku. W pozytywniejszym scenariuszu Wig 20 może obronić się na poziomie 2019 pkt,&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpFirst&quot; style=&quot;text-align: justify; text-indent: -18pt;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoListParagraphCxSpLast&quot; style=&quot;mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;&quot;&gt;&lt;span style=&quot;mso-bidi-font-family: Calibri; mso-bidi-font-weight: bold; mso-bidi-theme-font: minor-latin;&quot;&gt;&lt;span style=&quot;mso-list: Ignore;&quot;&gt;2.&lt;span style=&quot;font: 7.0pt &amp;quot;Times New Roman&amp;quot;;&quot;&gt;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;Drugi, w którym amerykańskie indeksy obronią wsparcia, i dzięki temu nie będziemy testować minimów z piątku.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 9pt; line-height: 115%;&quot;&gt;Wsparcie indeksu S&amp;amp;P w rejonie 1104 – 1118 pkt.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;img alt=&quot;&quot; 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/&gt;&lt;/div&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:TrackMoves/&gt;   &lt;w:TrackFormatting/&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:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&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:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
  LatentStyleCount=&quot;267&quot;&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;0&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Normal&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;heading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;10&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Title&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;11&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtitle&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;22&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Strong&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;20&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Table Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; UnhideWhenUsed=&quot;false&quot; Name=&quot;Placeholder Text&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;60&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List&quot;/&gt;   &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;Ponieważ, wszystkie giełdy światowe są obecnie w trendzie spadkowym i nie ma przesłanek by ogłosić jego zakończenie, należy wariant pierwszy uznać za bardziej prawdopodobny. &lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11.0pt; line-height: 115%; mso-ansi-language: PL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-font-weight: bold; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt;Sytuacja na parkietach jest obecnie bardzo dynamiczna, i w związku z tym postaram się ją monitorować nieustanie i w przypadku możliwej zmiany trendu, lub jego nasilenia, opublikuję na gorąco na blogu &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;kolejne opinie.&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/369253146226386508/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/w-poszukiwaniu-giedowego-doka.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/369253146226386508'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/369253146226386508'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/w-poszukiwaniu-giedowego-doka.html' title='W poszukiwaniu giełdowego dołka!'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-2776480661573032909</id><published>2011-09-23T17:39:00.000+02:00</published><updated>2011-09-23T17:39:27.064+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ciekawy artykuł"/><title type='text'>Wielkie Stany Zjednoczone oczyma chińskiego ekonomisty Song Hongbinga!</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:TrackMoves/&gt;   &lt;w:TrackFormatting/&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:DoNotPromoteQF/&gt;   &lt;w:LidThemeOther&gt;PL&lt;/w:LidThemeOther&gt;   &lt;w:LidThemeAsian&gt;X-NONE&lt;/w:LidThemeAsian&gt;   &lt;w:LidThemeComplexScript&gt;X-NONE&lt;/w:LidThemeComplexScript&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:SplitPgBreakAndParaMark/&gt;    &lt;w:DontVertAlignCellWithSp/&gt;    &lt;w:DontBreakConstrainedForcedTables/&gt;    &lt;w:DontVertAlignInTxbx/&gt;    &lt;w:Word11KerningPairs/&gt;    &lt;w:CachedColBalance/&gt;   &lt;/w:Compatibility&gt;   &lt;m:mathPr&gt;    &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;    &lt;m:brkBin m:val=&quot;before&quot;/&gt;    &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;    &lt;m:smallFrac m:val=&quot;off&quot;/&gt;    &lt;m:dispDef/&gt;    &lt;m:lMargin m:val=&quot;0&quot;/&gt;    &lt;m:rMargin m:val=&quot;0&quot;/&gt;    &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;    &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;    &lt;m:intLim m:val=&quot;subSup&quot;/&gt;    &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;   &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt; &lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;  &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;Po ciężkim i dramatycznym tygodniu na parkietach proponuję dla uspokojenia i odprężenia fragment książki „Wojna o pieniądz 2” chińskiego ekonomisty, traktującej między innymi o „wybitnej roli i pozycji USA w światowej gospodarce”.&amp;nbsp;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: 14.0pt; line-height: 115%;&quot;&gt;Koniec dolara&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;W chwili obecnej Ameryka posiada gigantyczny zbiornik z 57 bilionami długu, który każdego dnia i o każdej godzinie rośnie zgodnie z prawem procentu składanego, dokładając olbrzymie ukryte obciążenie do ubezpieczeń zdrowotnych i emerytalnych, które stanie się w pełni odczuwalne mniej więcej za dziesięć lat.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Te dwa elementy już od dawna stanowią wielką przeszkodę dla wzrostu gospodarczego. W rzeczywistości USA nigdy nie będą w stanie zwrócić tak wielkich pieniędzy, dlatego mogą jedynie coraz bardziej się pogrążać. Zaufanie wobec dolara zostało potężnie zachwiane i całkowite odrzucenie go przez mieszkańców globu to tylko kwestia czasu. Ludzie uprawiający powiązaną z nim politykę doskonale zdają sobie z tego sprawę.&lt;br /&gt;
&lt;br /&gt;
Ich głównym zadaniem jest teraz kontrolowane redukowanie do zera wartości amerykańskiej waluty, co pozwoli Stanom Zjednoczonym nadzwyczaj zręcznie odciąć się od kilkudziesięciobilionowego długu i ponownie wystartować. Starają się oni bardzo, by, tuż przed całkowitym upadkiem dotychczasowego pieniądza, uczynić wszystko, co możliwe i oszukańczo wykorzystać pracę obywateli innych państw, w tym także Chin.&lt;br /&gt;
&lt;br /&gt;
Istnieje jednak obawa, że ani opinia publiczna w USA, ani liczne rzesze światowych inwestorów nie zaakceptują planu porzucenia dolara. Dlatego uzasadnieniem tak wielkiej reformy może stać się wyłącznie wielki kryzys.&lt;br /&gt;
&lt;br /&gt;
W warunkach prawidłowo funkcjonującej gospodarki pieniądz ma prawo dewaluować się tylko nieznacznie. Obniżenie jego wartości do zera wymaga wiele czasu. Tyle tylko, że wciąż rosnące zadłużenie Stanów Zjednoczonych odbiera im szanse na jakikolwiek rozwój i skłaniać może inne kraje do rezygnacji z amerykańskiej waluty. Dlatego, o ile plan ma się powieść, dewaluacja dolara musi ulec przyspieszeniu. Jednocześnie należy uspokajać nastroje, rozwiewać wątpliwości i podejrzenia inwestorów, a nawet wspierać nadmierną emisję pieniądza realizowaną przez Rezerwę Federalną. To tłumaczy zniesienie regulacji ograniczających szalone działania spekulacyjne międzynarodowych bankierów, brak reakcji na wybuchy wywoływane przez instrumenty pochodne będące czymś w rodzaju finansowej broni masowego rażenia, wspieranie rynku subprime i uzyskiwanie przez szefów wielkich międzynarodowych korporacji gigantycznych premii. Kiedy niespotykany od blisko stu lat kryzys finansowy wybuchł nagle z wielką siłą, legalne stało się przestępstwo taśmowego drukowania pieniędzy przez Rezerwę Federalną, a zagraniczni inwestorzy okazali zrozumienie i wyrazili swe poparcie, nadal płacąc rachunki. By nie nadużywać ich zaufania i uśpić wątpliwości, w pewnym momencie dolar w dziwny i niewyjaśniony sposób zatrzymał się na drodze spadkowej i… ruszył w górę. &lt;br /&gt;
Wiele jest niejasnych zachowań oraz zdarzeń, lecz da się je wszystkie przejrzeć! &lt;br /&gt;
&lt;br /&gt;
Grupa interesu amerykańskiego dolara, wykorzystując metodę gotowania żaby w ciepłej wodzie, paraliżuje nerwy mieszkańców globu. W przeciwieństwie do bezpośredniego pionowego wzrostu wartości RMB [renminbi, chińska waluta – przyp. red.] dewaluacja dolara odbywa się na zasadzie dużych spadków i małych podwyżek. Raz w górę, raz w dół. Najpierw rozpowszechniane są informacje o sprzyjającej i korzystnej sytuacji, stymulujące wzrost cen papierów wartościowych. Gdy następnie gwałtownie przybywa danych świadczących o tym, że warunki zmieniły się i nastąpi obniżka kursów, wielu graczy nie nadąża albo nie decyduje się na działanie, postanawiając nie podejmować pochopnych decyzji. W ten sposób pozwala się wszystkim posiadaczom dolarów oraz amerykańskich obligacji skarbowych żyć iluzjami oraz rozmyślać o przyszłych zyskach i stratach, i tracić szansę na szybkie uwolnienia się. Amerykański pieniądz wciąż mocno trzyma inwestorów w swych sidłach, i wiele wskazuje na to, że uda się kontrolowane sprowadzenie jego wartości do zera – zgodne z harmonogramem i sprzyjające interesom dolarowej grupy. &lt;br /&gt;
&lt;br /&gt;
Możemy przyjąć za rzecz pewną, że ani Europa, ani USA nie pozwolą Chinom wyjść z obecnego kryzysu obronną ręką, a nawet więcej, w pełni wykorzystają nadarzającą się okazję. Amerykański dolar, niczym Titanic, przyjmie komplet pasażerów. Chińscy podróżni, nabywszy bilety po obniżonej cenie, w doskonałych nastrojach podążą tym turystycznym liniowcem do Żółtych Źródeł [kraina, w której przebywają zmarli – przyp. tłum].&lt;br /&gt;
&lt;br /&gt;
Warto jeszcze wspomnieć o niezwykłych scenkach teatralnych odgrywanych przez amerykański rząd, przedstawiających ratowanie giełdy papierów wartościowych. W zasadzie trudno je odróżnić od prawdziwego życia. W ramach jednej z nich Paulson błagał w Kongresie o przegłosowanie bezprecedensowej ustawy o pakiecie pomocowym w wysokości 700 miliardów dolarów. Było to rzeczywiście poruszające. I stanowiło jasny komunikat dla całego świata: „Spójrzcie, jak ze wszystkich sił staramy się zapobiec katastrofie: trzy dni – 100 miliardów dolarów, pięć dni – bilion. Jeśli mimo wszystko nie uda się, nie możecie nas winić”. &lt;br /&gt;
&lt;br /&gt;
A gdy wszystko zostanie już odpowiednio przygotowane, nagle, pewnego dnia, Wielka Brytania, Niemcy i Francja przestaną uznawać amerykańską walutę. Giełda runie i nikt ani nic już jej nie uratuje. Raptowny spadek kursu dolara nie wzbudzi niczyjego zainteresowania. W ciągu jednej nocy cały dług Stanów Zjednoczonych zniknie, a razem z nim znikną także oszczędności Chińczyków oraz chińskie rezerwy walutowe. Fundusze emerytalne Amerykanów rozpłyną się w zupie, po ubezpieczeniach zdrowotnych nie pozostanie ślad, obligacje skarbowe przemienią się w wodę, a rezerwy dolarowe w papier. Rząd będzie się uchylał od odpowiedzialności, twierdząc, że nie przeciw niemu powinno kierować się złość i gniew, on, bowiem zrobił wszystko, co możliwe i nie ma sobie w tej sprawie nic do zarzucenia. Świat zachodnich teoretyków skieruje ostrze swej krytyki przeciw „demonom suwerennych walut”, a głównym jej celem będzie „nieszczęśliwy dolar”. W końcowej fazie tego procesu światowa elita wyrazi swój smutek i najszczersze współczucie dla wszystkich ofiar dolara, włączając w to ciężko pracujący i dobry naród chiński. Ich mowa pogrzebowa zakończy się wezwaniem: „Wszyscy żyjący! Powstańmy z rumowiska autonomicznych walut i rozpocznijmy nową podróż ze wspólnym, wiarygodnym, światowym pieniądzem. Amen”. &lt;br style=&quot;mso-special-character: line-break;&quot; /&gt; &lt;br style=&quot;mso-special-character: line-break;&quot; /&gt; &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;Song Hongbing&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;b&gt;&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Naturalnie nie wszystko, co wymyślił autor jest prawdziwe, jednak warto sobie uzmysłowić jak może być postrzegana rola USA, „jako światowego lidera” przez inne nacje.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/2776480661573032909/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/wielkie-stany-zjednoczone-oczyma.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/2776480661573032909'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/2776480661573032909'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/wielkie-stany-zjednoczone-oczyma.html' title='Wielkie Stany Zjednoczone oczyma chińskiego ekonomisty Song Hongbinga!'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-3519903881050327840</id><published>2011-09-22T18:28:00.007+02:00</published><updated>2011-09-22T19:54:31.205+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giełdy"/><title type='text'>Paniczne spadki na giełdzie – i co dalej?</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;Dzisiejsze notowania na warszawskim parkiecie z całą pewnością stały pod znakiem panicznej wyprzedaży. Indeks Wig 20 spadł o 7,27 %, natomiast Wig spadł o 6 %. Niewiele lepiej zachowywały się indeksy europejskie, które przeciętnie traciły 5 %. Wig 20 osiągnął dzisiaj poziom 2122 pkt., i znacząco zbliżył się do średnioterminowego minimum (intraday) z 11 sierpnia br. na poziomie 2115 pkt., który określa dolne ograniczenie kanału w jakim znajduje się od 10 sierpnia 2011. Potwierdzeniem obecnej słabości rynku, jest przebicie przez Wig 20 wsparcia na poziomie 2180 pkt. na wykresie notowań dziennych. Jak przewidywałem &lt;a href=&quot;http://hpbiznes.blogspot.com/2011/09/giedy-czy-to-juz-koniec-spadkow.html&quot;&gt;w poniedziałkowym artykule&lt;/a&gt;, bardziej prawdopodobnym dalszym scenariuszem dla warszawskiego parkietu jest według mnie przebicie przez Wig 20 dołka intraday z 11 sierpnia i skierowanie się w okolice 2000 pkt. Z tym że obecnie prawdopodobieństwo realizacji takiego scenariusza jest bardzo duże. Szczegółową analizę możliwych scenariuszy rozwoju sytuacji na polskiej giełdzie zamieszczę w niedzielnym wieczornym spocie, na który już dzisiaj zapraszam.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;Wig 20 - 22.09.2011, przełamanie wsparcia&lt;br /&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/3519903881050327840/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/paniczne-spadki-na-giedzie-i-co-dalej.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/3519903881050327840'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/3519903881050327840'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/paniczne-spadki-na-giedzie-i-co-dalej.html' title='Paniczne spadki na giełdzie – i co dalej?'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-8050282160462823744</id><published>2011-09-21T22:46:00.000+02:00</published><updated>2011-09-21T22:46:02.205+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giełdy"/><category scheme="http://www.blogger.com/atom/ns#" term="Makroekonomia"/><title type='text'>Interwencja Zarządu Rezerwy Federalnej – „operacja  twist”- niby pozytywnie, a jednak znaczące spadki na giełdach!</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:TrackMoves/&gt;   &lt;w:TrackFormatting/&gt;   &lt;w:HyphenationZone&gt;21&lt;/w:HyphenationZone&gt; 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&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Dzisiaj w godzinach wieczornych FED ogłosił, iż zamierza do czerwca 2012 roku sprzedać obligacje krótkoterminowe o wartości 400 mld dolarów, o okresie wykupu poniżej 3 lat, jednocześnie skupując za taka samą kwotę obligacje długoterminowe o okresie wykupu od 6 do 30 lat. Operacja ta powinna spowodować obniżenie cen papierów długoterminowych, co z kolei powinno wpłynąć na koszt&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;kredytu długoterminowego i w efekcie mieć pozytywne przełożenie na stan gospodarki amerykańskiej.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Teoretycznie można by podejrzewać, iż informacja o planach FED wpłynie pozytywnie na nastroje na giełdach, jednak amerykańskie indeksy po ogłoszeniu powyższej informacji zanotowały poważne spadki ,S&amp;amp;P 500 spadł o blisko 3% natomiast DJ 30 spadł o około 2,5%. Prawdopodobnie inwestorzy amerykańscy uważają posunięcie FED jako wysoce niewystarczające, być może mając na uwadze fakt, iż podobne działanie FED w przeszłości nie przyniosło pozytywnych efektów.&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;  &lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;Można na to spojrzeć również z innej strony, jeśli na teoretycznie pozytywne informacje giełdy reagują nerwowo, to co się wydarzy jeśli przytrafią się informacje gorsze? &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/8050282160462823744/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/interwencja-zarzadu-rezerwy-federalnej.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/8050282160462823744'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/8050282160462823744'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/interwencja-zarzadu-rezerwy-federalnej.html' title='Interwencja Zarządu Rezerwy Federalnej – „operacja  twist”- niby pozytywnie, a jednak znaczące spadki na giełdach!'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-7593364024190113145</id><published>2011-09-19T14:14:00.001+02:00</published><updated>2011-09-20T08:21:06.089+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ciekawy artykuł"/><title type='text'>Tak amerykański bank przetracił miliardy Kadafiego</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Libijski fundusz, nadzorowany przez pułkownika Kadafiego, powierzył w 2008 zarządzanie swoimi pieniędzmi amerykańskiemu bankowi Goldman Sachs- wynika z dokumentów, do których dotarł &quot;Wall Street Journal&quot;. Tyle, że bankowcy się nie popisali. Zdaniem gazety, na nieudanych transakcjach fundusz Kadafiego stracił 98 proc. pieniędzy, czyli 1, 3 miliarda dolarów. Umowa byłą skonstruowana następująco: Libijczycy wpłacili 1, 3 miliarda dolarów na zakup koszyka walut i akcji sześciu firm - UniCredit, Santanderu, Allianz, EDF i włoskiej firmy EniSPA i Citigroup. Mieli zarobić na tych transakcjach, jeśli koszyk przekroczyłby zakładany limit. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Tymczasem na świecie wybuchł kryzys i zarówno indeksy walutowe jak i giełdowe mocno się posypały. Dlatego z majątku o wartości 1, 3 miliarda zostało zaledwie 25 milionów dolarów. Gdy afera wyszła na jaw, Trypolis był wściekły. Libijscy pracownicy Goldmana byli tak przerażeni, że - według &quot;Wall Street Journal&quot; - ich szefowie wynajęli ochronę, by uratować swych ludzi przed furią Kadafiego. Aby się ratować bankowcy przedstawili Libii kilka rozwiązań. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Najciekawszym była oferta zainwestowania 3, 7 miliarda dolarów w specjalne fundusze ubezpieczeniowe, w zamian, za co Libia miała dostać akcje o wartości 5 miliardów dolarów. Do tego bank zobowiązał się do wypłaty 9 proc dywidendy przez najbliższe 40 lat. A to oznaczałoby dodatkowe wielkie pieniądze dla Trypolisu.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;Libia nie przyjęła tego rozwiązania. Zażądałaby amerykański bank znacznie szybciej pokrył straty. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;W lipcu 2009, podczas tajnych rozmów między Trypolisem a szefami banku uzgodniono, że straty instytucja wyrówna w 10 lat. By jednak uniknąć kontroli amerykańskiego nadzoru finansowego Goldman Sachs wymyślił jeszcze coś innego. Chciał nakłonić Trypolis do inwestycji w CDS-y, która miała być bezpieczna i zyskowna. Libia odrzuciła tę propozycję, tłumacząc, że to zbyt ryzykowna opcja. Dlatego bank stworzył specjalną spółkę na Kajmanach, do której aktywów wpisano obligacje korporacyjne warte pięć miliardów dolarów - pisze &quot;WSJ&quot;. Libia miała na tych papierach zarobić około 6 proc. rocznie, w ciągu 20 lat. Do tego 50 milionów dolarów miało wpłynąć na konto zięcia szefa libijskiego państwowego koncernu naftowego. Porozumienie miało być podpisane jeszcze w czerwcu 2010. Ostatecznie jednak do ugody nie doszło. Gdy w Libii wybuchła rewolucja, wszystkie zagraniczne aktywa Kadafiego zamrożono, a zachodnie firmy nie mogą z nim robić interesów. Nie odzyska, więc ani centa ze straconych miliardów. &lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Źródło: Wall Street Journal&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;04.09.2011.&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; tab-stops: 45.8pt 91.6pt 137.4pt 183.2pt 229.0pt 274.8pt 320.6pt 366.4pt 412.2pt 458.0pt 503.8pt 549.6pt 595.4pt 641.2pt 687.0pt 732.8pt; text-align: justify;&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Można przewrotnie powiedzieć, że chytry dwa razy traci. Ale w sumie, to smutne biorąc pod uwagę, iż najpierw bez problemu robi się interesy z Kadafim (z tym, że tak naprawdę interes zrobił tylko Goldman Sachs), a później uznaje się go, (gdy jest bardzo niewygodny, bo domaga się zwrotu utraconych przez Bank pieniędzy) tyranem. Następnie w wyniku „spontanicznej”!!! akcji narodu libijskiego, szczęśliwie dla Goldmana problem sam się rozwiązuje. Cóż za przypadek!!!&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/7593364024190113145/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/wall-street-journal-tak-amerykanski.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/7593364024190113145'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/7593364024190113145'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/wall-street-journal-tak-amerykanski.html' title='Tak amerykański bank przetracił miliardy Kadafiego'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-3251081046082817396</id><published>2011-09-19T08:11:00.004+02:00</published><updated>2011-09-20T08:37:41.280+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giełdy"/><title type='text'>Giełdy – czy to już koniec spadków?</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; text-align: justify;&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Od około miesiąca indeks Wig-20 znajduje się w trendzie bocznym, w kanale pomiędzy poziomem 2115 pkt. a poziomem 2452 pkt. Poprzedzający względne uspokojenie rynku spadek, zniósł o około 50% falę wzrostową rozpoczętą 10.02.2009 roku z poziomu 1253 pkt. (maksymalny zasięg wzrostów wyniósł, 2942 pkt. i miał miejsce 8.04.2011 roku). Dynamika spadku i osiągnięte blisko 50% zniesienie wcześniejszych wzrostów, może wskazywać, iż mamy do czynienia z trendem wyższego rzędu, tj. korektą całego wzrostu rozpoczętego w lutym 2007 roku. W związku z tym należałoby oczekiwać bardziej rozbudowanej fali korekcyjnej, niż to ma miejsce dotychczas. Obecnie prawdopodobnym wydaje się kontynuacja rozpoczętego trendu spadkowego i utworzenie kolejnych minimów (spadek indeksu Wig-20 poniżej 2115 pkt.). Jednakże prawdopodobieństwo kontynuacji spadków będzie malało wraz z przedłużającym się trendem bocznym. &lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/3251081046082817396/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/giedy-czy-to-juz-koniec-spadkow.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/3251081046082817396'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/3251081046082817396'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/giedy-czy-to-juz-koniec-spadkow.html' title='Giełdy – czy to już koniec spadków?'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-7208968973209237550</id><published>2011-09-16T09:53:00.001+02:00</published><updated>2011-09-16T09:58:09.428+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giełdy"/><category scheme="http://www.blogger.com/atom/ns#" term="Makroekonomia"/><title type='text'>Skoordynowana akcja ratunkowa banków centralnych!</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Wczorajsza sesja giełdowa zdominowana została poprzez pozytywne reakcje inwestorów wywołane ogłoszeniem przez pięć banków centralnych (amerykański, europejski, angielski, japoński i&amp;nbsp;szwajcarski) informacji o planowanej wspólnej akcji mającej zapewnić dolarową płynność europejskim instytucjom finansowym. Potrzeba przeprowadzenia akcji wynikła z faktu ograniczenia przez amerykańskie fundusze pieniężne limitów dolarowych dla europejskich banków, w obawie o negatywne skutki, jakie mogą być ich udziałem między innymi, w związku z ryzykiem niewypłacalności Grecji i koniecznością zaksięgowania strat z tego tytułu. W niedalekiej przeszłości podobne akcje miały już miejsce, chociażby pod koniec 2007 roku. Działania banków centralnych, mające głównie na celu uspokojenie nerwowych nastrojów na rynkach, naturalnie nie rozwiązują najważniejszych europejskich obecnych problemów wynikających z sytuacji w Grecji.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Europejskie rynki giełdowe odebrały powyższe informacje bardzo pozytywnie. Wig-20 po ich ogłoszeniu wzrósł o około 4%, równie pozytywnie zachowały się inne rynki europejskie. Pod koniec sesji nastroje lekko się ostudziły, i w efekcie Wig-20 zakończył notowania wzrostem o 3,34%. Wydaje się jednak, iż pozytywny wydźwięk płynący z wczorajszej akcji banków centralnych może być już zdyskontowany w cenach akcji i niewykluczone, iż w przyszłym tygodniu powrócimy do szarej rzeczywistości rynku spadkowego (dzisiejsza sesja z powodu wygasania kontraktów terminowych może jeszcze sprzyjać wzrostom).&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/7208968973209237550/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/skoordynowana-akcja-ratunkowa-bankow.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/7208968973209237550'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/7208968973209237550'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/skoordynowana-akcja-ratunkowa-bankow.html' title='Skoordynowana akcja ratunkowa banków centralnych!'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-8269403966440205131</id><published>2011-09-15T13:54:00.002+02:00</published><updated>2011-09-15T13:54:47.620+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Giełdy"/><category scheme="http://www.blogger.com/atom/ns#" term="Waluty"/><title type='text'>Zastanawiająca słabość na rynku złotego!</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 10pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Calibri;&quot;&gt;Ostatnie cztery sesje na rynkach giełdowych przyniosły odreagowanie wcześniejszych spadków. Do obecnego momentu (15.09.2011 godzina 13.14) indeks Wig-20 wzrósł od minimum osiągniętego 12.09.2011 roku na poziomie 2153 pkt. o około 100 pkt., tj. około 4,6%. Wydawać by się mogło, &lt;br /&gt;
iż pozytywna atmosfera na rynkach akcyjnych powinna spowodować umocnienie złotego. Dzieje się natomiast rzecz zupełnie inna. W tym samym czasie złoty osłabił się do Euro o około 2, 2%, do CHF &lt;br /&gt;
o około 3,5%. W stosunku do USD i GBP zachował się neutralnie. Zastanawiające jest czy kapitał działający na rynku walutowym nie dowierza w trwałość wzrostów na rynkach akcyjnych, czy jest &lt;br /&gt;
to może wynikiem opuszczania naszego kraju przez kapitał zagraniczny lub spekulacyjnego grania kapitału na osłabienie złotego? Jakakolwiek była przyczyna obecnego nietypowego zachowania się walut, warto zwrócić na obecną sytuację uwagę, gdyż może być ona sygnałem nadchodzących gwałtownych zmian na opisanych rynkach.&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/8269403966440205131/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/zastanawiajaca-sabosc-na-rynku-zotego.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/8269403966440205131'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/8269403966440205131'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/zastanawiajaca-sabosc-na-rynku-zotego.html' title='Zastanawiająca słabość na rynku złotego!'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-8909048563349679464</id><published>2011-09-02T13:07:00.003+02:00</published><updated>2011-09-09T14:20:50.015+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Makroekonomia"/><category scheme="http://www.blogger.com/atom/ns#" term="Surowce"/><title type='text'>Spojrzenie na średnioterminową, dwu – trzymiesięczną perspektywę rynków akcji i rynków surowcowych</title><content type='html'>&lt;div style=&quot;line-height: 18pt; margin-bottom: 12pt; text-align: justify;&quot;&gt;&lt;div style=&quot;margin-bottom: 12pt; text-align: justify;&quot;&gt;Obecną sytuację na rynkach akcji na świecie można generalnie nazwać, jako niejednoznaczną i niejednorodną. Część rynków zatrzymała się poniżej ostatnich swoich średnioterminowych szczytów (poprzednie szczyty były w Europie w styczniu br., w Azji w październiku/listopadzie ur.), natomiast część po ich pobiciu lekko się skorygowała.&lt;/div&gt;&lt;div style=&quot;margin-bottom: 12pt; text-align: justify;&quot;&gt;Dodatkowo nieodparcie nasuwa się myśl, iż obecna fala wzrostowa, rozpoczęta tak na rynkach akcji jak i surowców w okolicach maja/czerwca bieżącego roku, w bardzo dużym stopniu skorelowana jest z osłabiającym się dolarem i utrzymującymi się wraz ze słabością dolara wysokimi notowaniami surowców na świecie. Można przyjąć, iż wzrosty na rynkach akcji oraz surowców mają obecnie charakter w dużej mierze inflacyjny (ze względu na fakt, wyceniania surowców w dolarach amerykańskich, cześć ich wzrostów można określić, jako obronę ich „realnej” wartości w środowisku tracącego na wartości wyznacznika ich ceny, czyli dolara).&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Trzeba zastanowić się nad dwoma problemami: po pierwsze, jaka jest najbliższa perspektywa dolara oraz czy obecna korelacja pomiędzy słabością dolara a pozytywnym sentymentem na rynkach akcji i surowców jest cechą permanentną. Ostatnie znaczące szczyty „słabości” dolara amerykańskiego wobec euro, z 2009 roku znajdują się na poziomie około 1,5 euro/dolar, czyli około 2% powyżej obecnej wartości. Wydaje się, iż będzie to na tyle silny poziom oporu by dolar na dłużej, nie mógł sobie z nim poradzić, co daje stosunkowo niewielki krótkoterminowy potencjał dla osłabiania się dolara wobec euro. Dodatkowo, co jest częściową odpowiedzią na postawiony drugi problem, już obecnie mamy do czynienia, z różną siłą względną poszczególnych rynków surowcowych. Niektóre, pomimo kolejnych rekordów „słabości” dolara nie osiągnęły swoich szczytów z lutego/marca bieżącego roku (np. miedź, nikiel, cynk). Paradoksalnie, co może być powodem do niepokoju dla zwolenników silniejszych wzrostów na rynkach akcji, niezwykle mocną hossę przeżywają obecnie surowce typowe, jako lokata na czasy bessy, czyli złoto i srebro. Względnie słabiej zachowuje się miedź będąca barometrem spodziewanej przyszłej dobrej koniunktury.&lt;/div&gt;&lt;div style=&quot;margin-bottom: 12pt; text-align: justify;&quot;&gt;Jednakże wydaje się, iż znaczący wpływ na pozytywną obecnie krótkoterminową koniunkturę na rynkach akcji i surowców ma dodatkowo program podtrzymywania płynności banków amerykańskich (skupowanie przez FED obligacji z rynku za sumę 75 mld usd miesięcznie), który potrwa do końca czerwca 2011 roku.&lt;/div&gt;&lt;div style=&quot;margin-bottom: 12pt; text-align: justify;&quot;&gt;Przeciwwagą dla pozytywnych nastrojów na rynkach mogłyby być problemy trzech największych gospodarek światowych opisane przeze mnie w&amp;nbsp; artykule&lt;span style=&quot;font-family: &amp;quot;Calibri&amp;quot;, &amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%; mso-ansi-language: PL; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;&quot;&gt; &lt;a href=&quot;http://hpbiznes.blogspot.com/2011/09/trzy-zagrozenia-mogace-zdecydowanie.html&quot;&gt;&lt;span style=&quot;color: purple;&quot;&gt;„Trzy zagrożenia mogące zdecydowanie wpłynąć na spowolnienie wzrostu gospodarczego na Świecie”.&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;. Chodzi o: nadmierne zadłużenie USA i możliwość restrykcyjnego podejścia do tego tematu przez światowe agencje ratingowe. O trwający cykl restrykcyjnej polityki finansowej Chin, będący następstwem między innymi impulsu inflacyjnego mającego obecnie miejsce oraz możliwości wprowadzenia podobnego nastawienia w znaczącej części gospodarek światowych. A na koniec, o bardzo trudną sytuację Japonii spowodowaną trzęsieniem ziemi i tsunami. Jednak wydaje się, że efektów opisanych powyżej zjawisk należy&amp;nbsp; spodziewać się w dłuższym, niż przyjęty w tym blogu około dwumiesięcznym okresie. Wszystkich zainteresowanych tematem odsyłam do Jak wynika z przedstawionych powyżej przemyśleń, są argumenty za podtrzymaniem trwającej obecnie pozytywnej koniunktury na rynkach akcji i surowców, są również symptomy mogące świadczyć, iż cześć uczestników rynku przygotowuje się na gorsze czasy (rynki złota i srebra). A zbliżają się być może już czarne chmury nad gospodarką światową, a co za tym idzie nad analizowanymi rynkami.&amp;nbsp; &lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Reasumując i biorąc wszystkie przedstawione powyżej argumenty po uwagę i zakładając, że nie wydarzą się w najbliższym czasie rewolucyjne i nieprzewidywalne dla Świata wydarzenia, wydaje się, iż rynki czeka stabilizacja na wysokich poziomach, z możliwością (zależną od fazy danego rynku oraz względnej jego siły) atakowania nowych lokalnych szczytów. Jednak wraz ze zbliżaniem się końca programu FED skupowania obligacji z rynku, można się spodziewać bardziej nerwowych ruchów na rynkach.&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 18pt; margin-bottom: 12pt; text-align: justify;&quot;&gt;Artykuł został opublikowany 24.04.2011 na artelis.pl&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/8909048563349679464/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/spojrzenie-na-srednioterminowa-dwu.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/8909048563349679464'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/8909048563349679464'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/spojrzenie-na-srednioterminowa-dwu.html' title='Spojrzenie na średnioterminową, dwu – trzymiesięczną perspektywę rynków akcji i rynków surowcowych'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-1458215174191667485</id><published>2011-09-02T13:05:00.002+02:00</published><updated>2011-09-09T14:09:48.899+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Makroekonomia"/><title type='text'>Trzy zagrożenia mogące zdecydowanie wpłynąć na spowolnienie wzrostu gospodarczego na Świecie</title><content type='html'>&lt;div style=&quot;line-height: 18pt; text-align: justify;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;USA - Dług publiczny USA osiągnął rekord wszech czasów i w ostatnim tygodniu grudnia 2010 r. przekroczył 14 bln dol. Oznacza to, że każdy Amerykanin jest zadłużony na ponad 45 tys. dol. Deficyt USA sięga obecnie ponad 10 procent PKB, a łączne zadłużenie - wewnętrzne i zewnętrzne - ponad 90 procent PKB. Odzwierciedleniem trudnej sytuacji USA jest&amp;nbsp; obniżenie przez agencję ratingową Standard@Poor&#39;s perspektywy oceny wiarygodności kredytowej USA do negatywnej. Stany Zjednoczone mają najwyższy możliwy rating AAA. Agencja uzasadnia swoją decyzję brakiem wiarygodnych planów dotyczących obniżenia przez USA wysokiego deficytu budżetowego. USA mogą wybrać drogę dalszego zadłużania się, co może spowodować bardziej krytyczne podejście przez, pobłażliwe dotychczas agencje ratingowe, &lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;co do ich wiarygodności. Co w dalszej perspektywie powinno znacząco podnieść koszty obsługi gigantycznego zadłużenia Ameryki i obniżyć zdolność obsługi tego długu. &lt;br /&gt;
Z drugiej strony jeśli Kongres USA nie podniesie limitu zadłużania się (Kongres wyznaczył &lt;br /&gt;
w zeszłym roku limit zadłużenia na poziomie 14,3 bln dol., którego nie można przekroczyć bez jego zgody, a który prawdopodobnie zostanie przekroczony w ciągu najbliższych kilku tygodni), Rząd USA będzie zmuszony do wprowadzenia drastycznych cięć budżetowych &lt;br /&gt;
i podwyżek podatków, a to może załamać dynamikę odbicia się amerykańskiej gospodarki po ostatnim kryzysie finansowym.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Chiny - Kontynuują zacieśnianie polityki pieniężnej, jako reakcje na raport o wzroście rocznej stopy inflacji w marcu br do 5, 4 procenta. W reakcji na dane o inflacji bank centralny opublikował komunikat o podniesieniu o pół punktu procentowego obowiązkowych rezerw w największych bankach komercyjnych do rekordowego poziomu 20, 5 procenta. Rezerwy podniesiono w niecałe dwa tygodnie po podwyżce stóp procentowych i Prezes Banku Chin podkreślił, że zacieśnianie polityki pieniężnej będzie jeszcze kontynuowane. Chiny są w znacznie lepszej sytuacji niż USA czy Japonia. Jednak obrany przez nie kierunek zacieśniania polityki pieniężnej będzie prawdopodobnie (chociażby z powodu nasilającej się presji inflacyjnej na Świecie) udziałem dużej części gospodarek światowych, a to wpłynie negatywnie na ogólne tempo rozwoju gospodarczego na Świecie.&lt;/div&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Japonia - Według szacunków Rządu Japonii straty ekonomiczne powstałe na skutek trzęsienia ziemi i fali tsunami mogą wynieść nawet 309, 58 mld dolarów. Szacowana wartość strat ekonomicznych oznacza, iż tragedia w Japonii byłaby zdecydowanie kosztowniejsza od najdroższych w ostatnich latach katastrof na Świecie. Obecnie nie wiadomo, jakiej wielkości będą straty ubezpieczeniowe, choć analitycy tej branży od początku próbują je określić. Może się wydawać, że straty Japonii na skutek katastrofy, w skali globalnej nie są znaczące, ale należy pamiętać, iż Japonia znajduje się w &quot;permanentnym&quot; kryzysie gospodarczym i nie wiadomo czy nie będzie to dla niej cios, z którego nie podniesie się przez bardzo długi okres.&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;line-height: 18pt; text-align: justify;&quot;&gt;Artykuł został opublikowany 20.04.2011 na stronie artelis.pl&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/1458215174191667485/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/trzy-zagrozenia-mogace-zdecydowanie.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/1458215174191667485'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/1458215174191667485'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/trzy-zagrozenia-mogace-zdecydowanie.html' title='Trzy zagrożenia mogące zdecydowanie wpłynąć na spowolnienie wzrostu gospodarczego na Świecie'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3423950470081157774.post-6270799243514308013</id><published>2011-09-02T11:53:00.001+02:00</published><updated>2011-09-09T12:59:02.864+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Makroekonomia"/><title type='text'>W USA robi się gorąco!!!</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Wczorajsze (18.04.2011) zachowanie na światowych rynkach finansowych zelektryzowane zostało wiadomością agencji ratingowej Standard@Poor&#39;s, która obniżyła perspektywę oceny wiarygodności kredytowej USA do negatywnej. Stany Zjednoczone mają najwyższy możliwy rating AAA. Agencja uzasadniała swoją decyzję brakiem wiarygodnych planów dotyczących obniżenia przez rząd USA wysokiego deficytu budżetowego.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Dług publiczny w USA przekroczył 14 bln dol. To aż 45,3 tys. dol. przypadające na każdego amerykańskiego obywatela. Połowa obecnego długu publicznego powstała w ostatnich sześciu latach. W styczniu 2005 r., gdy George W. Bush rozpoczynał swoją drugą kadencję prezydencką, dług sięgał 7, 6 bln dol. Pod koniec 2008 r. sięgał już 10,7 bln dol. Obecnie dług wzrósł do rekordowego poziomu 14,02 bln dol. Problem w tym, że Kongres USA wyznaczył w zeszłym roku limit zadłużenia na poziomie 14,3 bln dol., którego nie można przekroczyć bez jego zgody. Limit prawdopodobnie zostanie przekroczony w ciągu najbliższych kilku tygodni. Na propozycję podwyższenia limitu nie chcą się zgodzić Republikanie, którzy wolą plan cięć socjalnych. Prezydent Obama stwierdził, że kompromis jest konieczny, bo w przeciwnym wypadku Ameryka zbankrutuje.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Wydaje się, iż USA jest w sytuacji bardzo newralgicznej, z której nie ma dobrego wyjścia.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Prawdopodobnie USA wybiorą drogę dalszego zadłużania się, co może spowodować bardziej krytyczne podejście przez, pobłażliwe dotychczas agencje ratingowe, co do ich wiarygodności. Co w dalszej perspektywie powinno znacząco podnieść koszty obsługi gigantycznego zadłużenia Ameryki. Z drugiej strony, jeśli Kongres nie podniesie limitu zadłużania się, rząd będzie zmuszony do wprowadzenia drastycznych cieć budżetowych i podwyżek podatków, a to może załamać dynamikę odbicia się amerykańskiej gospodarki po ostatnim kryzysie finansowym.&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;, &amp;quot;serif&amp;quot;; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PL;&quot;&gt;Artykuł opublikowany został 19.04.2011 na artelis.pl&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://hpbiznes.blogspot.com/feeds/6270799243514308013/comments/default' title='Komentarze do posta'/><link rel='replies' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/w-usa-robi-sie-goraco.html#comment-form' title='Komentarze (0)'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/6270799243514308013'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3423950470081157774/posts/default/6270799243514308013'/><link rel='alternate' type='text/html' href='http://hpbiznes.blogspot.com/2011/09/w-usa-robi-sie-goraco.html' title='W USA robi się gorąco!!!'/><author><name>Hanus Paweł</name><uri>http://www.blogger.com/profile/11276028532061993547</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHJsY9lcV1oiGDacHTrWNJqXvuG05Lq1NB1a3XA3LUd3bu8oeKzkmMnNGxmWScEdnfUlDQ2gkTUh0NwY9LIs6ocnqMjVjDWX2MdChYXntrARSEZCL8OAoaHFQTIyPX-w/s220/SKMBT_C65010091309400.jpg'/></author><thr:total>0</thr:total></entry></feed>