<?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-8597198684086512337</id><updated>2024-09-05T15:58:28.072-07:00</updated><category term="名詞解釋"/><category term="MBS"/><category term="回應，實務操作"/><category term="概論"/><title type='text'>dusky 債券聖經</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://bond-fund.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8597198684086512337/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://bond-fund.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>5</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-8597198684086512337.post-2747421518176890166</id><published>2015-05-18T22:54:00.003-07:00</published><updated>2015-05-18T22:54:39.730-07:00</updated><title type='text'>債券入門 - 保德信投信 (轉載)</title><content type='html'>&lt;div&gt;
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&lt;b&gt;債券入門 - 保德信投信&lt;/b&gt;&lt;/div&gt;
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原文連結：&lt;a href=&quot;http://www.pru.com.tw/bond/p4.html&quot;&gt;http://www.pru.com.tw/bond/p4.html&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #f65974; font-family: Arial, Helvetica, sans-serif, 微軟正黑體; font-size: 16px; font-weight: bold;&quot;&gt;債券的類別&lt;/span&gt;&lt;/div&gt;
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依照不同的發行機構，一般可分類如以下：&lt;/div&gt;
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&lt;ul&gt;
&lt;li&gt;公債/主權債：由各國以一國國力擔保及發行的債券。例如：俗稱Treasury Bond的十年期以上美國國庫券，即是目前債券市場上流通量最高的代表之一。通常來說，已開發國家的公債擁有較高的信用評等，但又因各國政府的財政前景與償債能力而有不同。&lt;/li&gt;
&lt;li&gt;機構債/類主權債：由政府控制的機構或國營企業所發行的債券。例如：俗稱的房利美Fannie Mae就是由美國聯邦國家房地產抵押協會所發行的移轉證券。而部分的機構債因為有政府的信用擔保，故也能享有等同政府公債的信用評等。&lt;/li&gt;
&lt;li&gt;地方政府公債：由各地方政府所發行的債券。但各地方政府財政收入通常不如中央政府，所以流動性通常較主權債稍差。目前市場上則以美國市政債券(Municipal Bonds)較具流通性。&lt;/li&gt;
&lt;li&gt;公司債：由民間企業所發行的債券。一般而言，公司債的信用評等通常不會高於當地的政府債券，且其走勢受企業獲利與股價影響，但也因此擁有相對較高的票面利率。不過，也有許多歷史悠久、營運健全的企業，其信用評等甚至優於其他國家的政府債券。另外，在新興市場地區，也常因發行貨幣別，將債券分為：當地貨幣計價與強勢貨幣計價（如：美元）兩大類。對於海外的投資人而言，當地貨幣計價的債券因匯率風險，波動度相對高；強勢貨幣計價的債券，在市場上的流通性則通常較高。&lt;/li&gt;
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&lt;span style=&quot;color: #f65974; font-family: Arial, Helvetica, sans-serif, 微軟正黑體; font-size: 16px; font-weight: bold;&quot;&gt;債券投資的報酬&lt;/span&gt;&lt;/div&gt;
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債券之所以又稱為固定收益，是因為大部分債券都以「固定利息」作為議定的發債條件，而這也是債券投資最主要的收入。除此之外，在債券到期日之前，也有機會透過在市場上轉讓、買賣債券，賺取價差。&lt;/div&gt;
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&lt;span style=&quot;color: #f65974; font-family: Arial, Helvetica, sans-serif, 微軟正黑體; font-size: 16px; font-weight: bold;&quot;&gt;債券投資的風險&lt;/span&gt;&lt;/div&gt;
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債券雖然有定期付息、到期還本的特性，但是在債券未到期之前，債券在市場上的價格仍受以下因素而波動，投資前應了解以下風險：&lt;/div&gt;
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&lt;ul&gt;
&lt;li&gt;利率風險：一般來說，債券價格與市場利率呈反向走勢。當市場利率走升時，將使原先利率較低的債券在市場上的吸引力降低，而可能導致債券價格下跌。&lt;/li&gt;
&lt;li&gt;信用風險：當債券的信用評等遭調降時，也可能使債券價格下跌。因為信評越低的債券，破產倒債的機率也越高。所以也通常會支付較高的票面利率，以補貼投資人所承擔的風險。&lt;/li&gt;
&lt;li&gt;流動性風險：就是投資者想要以當前的巿價將債券脫手時的難易度。當參與的交易商或投資者越少，風險就越高。此外，當投資以海外貨幣計價的債券時，匯率的波動也將造成整體資產價值的變動，投資人也當特別留心&lt;/li&gt;
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&lt;span style=&quot;color: #f65974; font-family: Arial, Helvetica, sans-serif, 微軟正黑體; font-size: 16px; font-weight: bold;&quot;&gt;市場循環與債券投資&lt;/span&gt;&lt;/div&gt;
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依照經濟狀況、市場利率、通膨或通縮等因素，不同類型的債券在投資操作上也各有優勢。&amp;nbsp;&lt;/div&gt;
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&lt;span style=&quot;color: #f65974; font-family: Arial, Helvetica, sans-serif, 微軟正黑體; font-size: 16px; font-weight: bold;&quot;&gt;債券型基金的投資優勢&lt;/span&gt;&lt;/div&gt;
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一般債券交易單位動輒千萬元以上，即使小額公債最低門檻也要10萬美元。以基金參與債券投資的好處在於，除了讓投資人能以相對極低的資金門檻就參與一籃子債券的投資，同時享受更好的流通性外，也經由基金經理人的專業管理，以精選投資組合，來分散投資風險、提高投資效率。&lt;/div&gt;
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&lt;span style=&quot;color: #f65974; font-family: Arial, Helvetica, sans-serif, 微軟正黑體; font-size: 16px; font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;color: #f65974; font-family: Arial, Helvetica, sans-serif, 微軟正黑體; font-size: 16px; font-weight: bold;&quot;&gt;正確選擇債券基金&lt;/span&gt;&lt;/div&gt;
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市面上的債券型基金產品可說琳瑯滿目，投資人究竟該如何選擇？保德信投信建議您可綜合考慮下列因素：&lt;/div&gt;
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&lt;ul&gt;
&lt;li&gt;自身的投資偏好：選擇配息型，方便資金調度；或累積型，追求投資的長期成長。&lt;/li&gt;
&lt;li&gt;個人的投資屬性：傾向保守時，可選擇以公債、投資等級債券為主的債券型基金；願意更積極追求報酬，且願意承受風險時，可考慮高收益債為主型的的債券型基金；又或是可選擇根據全球景氣靈活調整策略的債券型基金。&lt;/li&gt;
&lt;li&gt;選擇值得信賴的基金公司：基金公司的規模、歷史、信譽都是您該考慮的重點。&lt;/li&gt;
&lt;/ul&gt;
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</content><link rel='replies' type='application/atom+xml' href='http://bond-fund.blogspot.com/feeds/2747421518176890166/comments/default' title='張貼留言'/><link rel='replies' type='text/html' href='http://bond-fund.blogspot.com/2015/05/blog-post.html#comment-form' title='0 個意見'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8597198684086512337/posts/default/2747421518176890166'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8597198684086512337/posts/default/2747421518176890166'/><link rel='alternate' type='text/html' href='http://bond-fund.blogspot.com/2015/05/blog-post.html' title='債券入門 - 保德信投信 (轉載)'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8597198684086512337.post-2850228003962629863</id><published>2012-06-12T00:27:00.000-07:00</published><updated>2012-06-12T00:27:37.324-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="MBS"/><title type='text'>政府機關研究報告</title><content type='html'>不動產抵押證券(MBS)研究，中央銀行劉棟賢，93年&lt;br /&gt;
http://report.nat.gov.tw/ReportFront/report_detail.jspx?sysId=C09305832</content><link rel='replies' type='application/atom+xml' href='http://bond-fund.blogspot.com/feeds/2850228003962629863/comments/default' title='張貼留言'/><link rel='replies' type='text/html' href='http://bond-fund.blogspot.com/2012/06/blog-post_12.html#comment-form' title='0 個意見'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8597198684086512337/posts/default/2850228003962629863'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8597198684086512337/posts/default/2850228003962629863'/><link rel='alternate' type='text/html' href='http://bond-fund.blogspot.com/2012/06/blog-post_12.html' title='政府機關研究報告'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8597198684086512337.post-6920694150748395919</id><published>2012-06-11T22:23:00.000-07:00</published><updated>2012-06-11T23:24:54.093-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="名詞解釋"/><category scheme="http://www.blogger.com/atom/ns#" term="概論"/><title type='text'>債券的類型</title><content type='html'>&lt;div class=&quot;MsoNormal&quot; style=&quot;margin: 0cm 0cm 0pt;&quot;&gt;
&lt;span style=&quot;font-family: 新細明體;&quot;&gt;債券&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;(Fixed income securities, &lt;/span&gt;&lt;span style=&quot;font-family: 新細明體;&quot;&gt;或稱固定收益證券&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;)&lt;/span&gt;&lt;span style=&quot;font-family: 新細明體;&quot;&gt;一般包括五種資產類別：政府公債&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;(Government-issued securities)&lt;/span&gt;&lt;span style=&quot;font-family: 新細明體;&quot;&gt;，公司債&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;(Corporate-issued securities)&lt;/span&gt;&lt;span style=&quot;font-family: 新細明體;&quot;&gt;，抗通膨債券&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;(Inflation-protected securities, IPS)&lt;/span&gt;&lt;span style=&quot;font-family: 新細明體;&quot;&gt;，不動產抵押貸款證券&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;(Mortgage-backed securities, MBS)&lt;/span&gt;&lt;span style=&quot;font-family: 新細明體;&quot;&gt;，資產擔保債券&lt;/span&gt;&lt;span lang=&quot;EN-US&quot;&gt;(Asset-backed securities, ABS)&lt;/span&gt;&lt;span style=&quot;font-family: 新細明體;&quot;&gt;。&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;font-family: 新細明體;&quot;&gt;不過在台灣，基金業者通常把債券分為以下五種類型：公債、投資等級公司債、高收益債、新興市場債、通膨連動債。&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bond-fund.blogspot.com/feeds/6920694150748395919/comments/default' title='張貼留言'/><link rel='replies' type='text/html' href='http://bond-fund.blogspot.com/2012/06/blog-post.html#comment-form' title='0 個意見'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8597198684086512337/posts/default/6920694150748395919'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8597198684086512337/posts/default/6920694150748395919'/><link rel='alternate' type='text/html' href='http://bond-fund.blogspot.com/2012/06/blog-post.html' title='債券的類型'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8597198684086512337.post-3087201978318117931</id><published>2012-06-10T05:30:00.002-07:00</published><updated>2012-06-12T02:04:11.256-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="名詞解釋"/><title type='text'>Barclays Capital全球綜合債券指數</title><content type='html'>Barclays Capital全球綜合債券指數（Barclays Capital Global Aggregate Bond Index），係由巴克萊資本所編製之全球債券指數，包括主要地區投資等級之公司債、公債與證券化商品，為全球債券之代表指數之一。&lt;br /&gt;
一般而言，共同基金會選擇該債券指數之詳細指數，名稱為Barclays Capital Global Aggregate Corporate Bond Index－Total Return, Unhedged, Measured in USD；Bloomberg 的 Ticker為 LEGATRUU&lt;br /&gt;
&lt;br /&gt;
截至 2012年6月11日，Barclays Global Indice 系列狀況如下表：&lt;br /&gt;
資料來源：&lt;a href=&quot;https://ecommerce.barcap.com/indices/index.dxml#&quot;&gt;https://ecommerce.barcap.com/indices/index.dxml#&lt;/a&gt;&lt;br /&gt;
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&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;thead&gt;
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Index&lt;/div&gt;
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&lt;th class=&quot;sortable click[sortcolumn]&quot;&gt;&lt;div class=&quot;indeterminate&quot;&gt;
Mod. Adj. Duration&lt;/div&gt;
&lt;/th&gt;
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Yield-to-Worst&lt;/div&gt;
&lt;/th&gt;
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1-day%&lt;/div&gt;
&lt;/th&gt;
&lt;th class=&quot;sortable click[sortcolumn]&quot;&gt;&lt;div class=&quot;indeterminate&quot;&gt;
mtd%&lt;/div&gt;
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&lt;th class=&quot;sortable click[sortcolumn]&quot;&gt;&lt;div class=&quot;indeterminate&quot;&gt;
ytd%&lt;/div&gt;
&lt;/th&gt;
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12-mth%&lt;/div&gt;
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&lt;th&gt;&lt;div&gt;
Currency&lt;/div&gt;
&lt;/th&gt;
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Return Type&lt;/div&gt;
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&lt;th&gt;&lt;div&gt;
Index Value&lt;/div&gt;
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&lt;tbody&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Multiverse&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
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&lt;span class=&quot;cellcontent&quot;&gt;6.00&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;2.26&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.22&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.05&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.19&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;2.00&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;204.04&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Global Aggregate&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;6.06&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;2.04&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.22&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.02&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.04&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.99&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;451.32&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Global Aggregate - Corporate&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;5.96&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;3.36&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.45&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.37&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;3.47&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;2.19&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;212.24&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Global Aggregate Float Adjusted&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;6.08&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;2.06&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.22&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.04&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.06&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.81&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;118.49&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Global Aggregate GDP Weighted&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;5.94&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;2.39&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.23&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.36&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.61&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.61&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;208.32&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Global Treasury&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;7.00&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.50&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.14&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;down&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;-0.23&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.19&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;2.06&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;593.44&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Global Treasury GDP Weighted&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;6.53&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.86&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.17&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.31&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.07&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.88&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;208.41&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Global Treasury Fiscal Strength Weighted&lt;/span&gt; 
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;6.88&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.72&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.18&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.12&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.46&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;lutz&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;n/a&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;142.51&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Global Treasury Universal Ex China India&lt;/span&gt; 
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;6.93&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.67&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.14&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;down&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;-0.19&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.29&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;lutz&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;n/a&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;116.50&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Global Treasury Universal Ex China India&lt;/span&gt; 
&lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;6.93&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.67&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.14&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;down&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;-0.19&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.29&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;lutz&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;n/a&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;116.50&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Global Treasury Universal GDP Ex China &amp;amp; 
India&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;6.21&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;2.54&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.18&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.47&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.38&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.34&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;120.26&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;even&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Fiscal Strength Weighted Global Covered Bond 
Index&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;4.15&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;2.54&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.54&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;1.02&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.65&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;lutz&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;n/a&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;129.09&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr class=&quot;odd&quot;&gt;
&lt;td class=&quot;first&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Global High Yield&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;4.38&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;8.11&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.22&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;0.75&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;5.56&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td class=&quot;up&quot;&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;2.47&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;USD&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;Unhedged&lt;/span&gt; &lt;/div&gt;
&lt;/td&gt;
&lt;td&gt;&lt;div&gt;
&lt;span class=&quot;cellcontent&quot;&gt;877.29&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; 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&quot; 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&quot; 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&quot; width=&quot;640&quot; /&gt;</content><link rel='replies' type='application/atom+xml' href='http://bond-fund.blogspot.com/feeds/3087201978318117931/comments/default' title='張貼留言'/><link rel='replies' type='text/html' href='http://bond-fund.blogspot.com/2012/06/barclays-capital.html#comment-form' title='0 個意見'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8597198684086512337/posts/default/3087201978318117931'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8597198684086512337/posts/default/3087201978318117931'/><link rel='alternate' type='text/html' href='http://bond-fund.blogspot.com/2012/06/barclays-capital.html' title='Barclays Capital全球綜合債券指數'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-8597198684086512337.post-7259368440571163314</id><published>2012-06-04T07:24:00.002-07:00</published><updated>2012-06-11T22:20:14.677-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="回應，實務操作"/><title type='text'>對綠角PIMCO總回報債券基金的省思回應</title><content type='html'>&lt;span style=&quot;color: #121212; font-family: Verdana,Arial,&#39;Times New Roman&#39;,sans-serif; font-size: 15px; line-height: 24px;&quot;&gt;長期觀察評等較高的債券型基金，可發現超過指標並不是困難的一件事情。&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;
&lt;span style=&quot;border-collapse: separate; border-spacing: 0px; font-family: Tahoma;&quot;&gt;&lt;span style=&quot;color: #121212; font-family: Verdana,Arial,&#39;Times New Roman&#39;,sans-serif; font-size: 15px; line-height: 24px;&quot;&gt;
如何超越指標呢?舉二例來說：&lt;br clear=&quot;none&quot; /&gt;
1.債券相關指標均有平均評等，譬如A，只要操作者將投資組合&lt;/span&gt;&lt;span style=&quot;color: red; font-family: Verdana,Arial,&#39;Times New Roman&#39;,sans-serif; font-size: 15px; line-height: 24px;&quot;&gt;的評等&lt;/span&gt;&lt;span style=&quot;color: #121212; font-family: Verdana,Arial,&#39;Times New Roman&#39;,sans-serif; font-size: 15px; line-height: 24px;&quot;&gt;略為下降，譬如A-，自然長期可以得到較高收益率。&lt;br clear=&quot;none&quot; /&gt;
2.購買類政府公債取代政府公債亦可獲得更高收益率。&lt;br clear=&quot;none&quot; /&gt;
因此債券型基金的操作與股票型基金，在本質上有很大不同，以指數化來論述，恐略有缺憾。&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;border-collapse: separate; border-spacing: 0px; font-family: Tahoma;&quot;&gt;&lt;span style=&quot;color: #121212; font-family: Verdana,Arial,&#39;Times New Roman&#39;,sans-serif; font-size: 15px; line-height: 24px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;border-collapse: separate; border-spacing: 0px; font-family: Tahoma;&quot;&gt;綠角原文：&lt;a href=&quot;http://greenhornfinancefootnote.blogspot.tw/2012/06/pimcomy-take-on-pimco-total-return-bond.html&quot;&gt;http://greenhornfinancefootnote.blogspot.tw/2012/06/pimcomy-take-on-pimco-total-return-bond.html&lt;/a&gt;
&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;color: #990000;&quot;&gt;之後，又回應一篇文章，可惜未能被版主刊登出來 (只好將記憶中所寫描述出來，之後作不再作任何回應)&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: blue;&quot;&gt;一般而言，主動債券操作的考量的因素，包括國家配置、產業配置、存續期間、殖利率、債信評等等因素，這些操作的業者，均有遠比股票操作更的Risk Budget模型。&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: blue;&quot;&gt;長期觀察這些主動債券操作業者，通常在產業配置上，難以超過指標；但是在存續期間上，卻是能超過指標。另外，知名的主動債券業者，長期通常都可超越指標。&lt;/span&gt;&lt;br /&gt;
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&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://bond-fund.blogspot.com/feeds/7259368440571163314/comments/default' title='張貼留言'/><link rel='replies' type='text/html' href='http://bond-fund.blogspot.com/2012/06/pimco.html#comment-form' title='1 個意見'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/8597198684086512337/posts/default/7259368440571163314'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/8597198684086512337/posts/default/7259368440571163314'/><link rel='alternate' type='text/html' href='http://bond-fund.blogspot.com/2012/06/pimco.html' title='對綠角PIMCO總回報債券基金的省思回應'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>1</thr:total></entry></feed>