<?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-5186881244031874046</id><updated>2025-09-25T08:06:51.471-07:00</updated><category term="Greece"/><category term="India GDP"/><category term="equity"/><category term="stock markets"/><category term="trading"/><category term="Buddy Media"/><category term="Coins"/><category term="Corporate bonds"/><category term="Debt Market"/><category term="Debt financing"/><category term="ECB"/><category term="Edelweiss"/><category term="Euro zone"/><category term="Europe Crisis"/><category term="European Union"/><category term="Facebook"/><category term="Germany"/><category term="Gold"/><category term="Government bonds"/><category term="IIP"/><category term="IPO"/><category term="India Growth"/><category term="Inflation"/><category term="Invest in gold"/><category term="Nifty trading"/><category term="Obama"/><category term="Prime Minister"/><category term="RBI"/><category term="RBI policy"/><category term="SEBI"/><category term="Salesforce.com"/><category term="Stock"/><category term="bailout"/><category term="core projects"/><category term="economic grwth"/><category term="equity financing"/><category term="foreign debt limit"/><category term="investment"/><category term="mezzanine"/><category term="nifty"/><category term="shares"/><category term="stocks"/><title type='text'>Journey to stock market success.</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11998291401703452402</uri><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>14</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5186881244031874046.post-1024152313544872101</id><published>2012-08-03T10:45:00.001-07:00</published><updated>2012-08-03T10:45:21.119-07:00</updated><title type='text'>LinkedIn Announces Second Quarter 2012 Financial Results</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
&lt;a href=&quot;http://www.globenewswire.com/newsroom/ctr?d=236989&amp;amp;l=2&amp;amp;a=LinkedIn&amp;amp;u=http%3A%2F%2Fwww.linkedin.com%2F&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #579fc4; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;LinkedIn (&lt;/a&gt;&lt;a href=&quot;http://seekingalpha.com/symbol/lnkd&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #579fc4; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;LNKD&lt;/a&gt;) Corporation (NYSE:LNKD), the world&#39;s largest professional network on the Internet, currently with more than 175 million members, reported its financial results for the second quarter ended June 30, 2012:&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
It turned out to be much better than Facebook&#39;s disappointing results. Though Linkedin valuation&#39;s seem extermely absurd at a high P/E of 622, the growth is steady and looks very interesting. I would not suggest any one to buy Linkedin shares at current Valuations . You either get a &quot;good news/good price&quot; . Right now it&#39;s all good news for Linkedin and hence it&#39;s not at a good price :)&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;ul style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 10px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Revenue for the second quarter was $228.2 million, an increase of 89% compared to $121.0 million in the second quarter of 2011.&lt;br /&gt;&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Net income for the second quarter was $2.8 million, compared to net income of $4.5 million for the second quarter of 2011.&amp;nbsp;Non-GAAP net income for the second quarter was $18.1 million, compared to $10.8 million for the second quarter of 2011.&amp;nbsp;Non-GAAP measures exclude tax-affected stock-based compensation expense and tax-affected amortization of acquired intangible assets.&lt;br /&gt;&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Adjusted EBITDA for the second quarter was $50.4 million, or 22% of revenue, compared to $26.3 million for the second quarter of 2011, or 22% of revenue.&lt;br /&gt;&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;GAAP EPS for the second quarter was $0.03; Non-GAAP EPS for the second quarter was $0.16.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
&quot;LinkedIn had a strong second quarter with all of our key operating and financial metrics showing solid performance,&quot; said&amp;nbsp;&lt;span class=&quot;person&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Jeff Weiner&lt;/span&gt;, CEO of LinkedIn. &quot;Our ongoing investment in product innovation drove healthy engagement as measured by unique visiting members and member page views, and our three revenue streams all experienced significant growth.&quot;&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
Second Quarter Financial Details and Operating Summary&lt;/div&gt;
&lt;ul style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 10px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Hiring Solutions: Revenue from Hiring Solutions products totaled $121.6 million, an increase of 107% compared to the second quarter of 2011.&amp;nbsp;Hiring Solutions revenue represented 53% of total revenue in the second quarter of 2012, compared to 48% in the second quarter of 2011.&lt;br /&gt;&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Marketing Solutions: Revenue from Marketing Solutions products totaled $63.1 million, an increase of 64% compared to the second quarter of 2011.&amp;nbsp;Marketing Solutions revenue represented 28% of total revenue in the second quarter of 2012, compared to 32% in the second quarter of 2011.&lt;br /&gt;&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Premium Subscriptions: Revenue from Premium Subscriptions products totaled $43.5 million, an increase of 82% compared to the second quarter of 2011. Premium Subscriptions represented 19% of total revenue in the second quarter of 2012, compared to 20% of revenue in the second quarter of 2011.&amp;nbsp;&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
Revenue from the U.S. totaled $147.3 million, and represented 65% of total revenue in the second quarter of 2012.&amp;nbsp;Revenue from international markets totaled $81.0 million, and represented 35% of total revenue in the second quarter of 2012.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
Revenue from the field sales channel totaled $129.4 million, and represented 57% of total revenue in the second quarter of 2012.&amp;nbsp;Revenue from the online, direct sales channel totaled $98.8 million, and represented 43% of total revenue in the second quarter of 2012.&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
GAAP net income for the second quarter was $2.8 million, compared to net income of $4.5 million for the second quarter of 2011.&amp;nbsp;Non-GAAP net income for the second quarter was $18.1 million, compared to $10.8 million in the second quarter of 2011.&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
Adjusted EBITDA for the second quarter was $50.4 million, or 22% of revenue, compared to $26.3 million for the second quarter of 2011, or 22% of revenue.&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
GAAP EPS was $0.03 based on 112.3 million fully-diluted weighted shares outstanding compared to $0.04 for the second quarter of 2011 based on 103.1 million fully-diluted weighted shares outstanding. &amp;nbsp;Non-GAAP EPS was $0.16 based on 112.3 million fully-diluted weighted shares outstanding compared to $0.10 for the second quarter of 2011 based on 103.1 million fully-diluted weighted shares outstanding.&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
&quot;Strong performance across our three product lines drove record levels of revenue and adjusted EBITDA,&quot; said&amp;nbsp;&lt;span class=&quot;person&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Steve Sordello&lt;/span&gt;, CFO of LinkedIn.&amp;nbsp;&quot;As we continue to invest aggressively in technology, product, and our businesses, we remain focused on achieving our long-term goals.&quot;&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
For additional information, please see the &quot;Selected Company Metrics and Financials&quot; page on LinkedIn&#39;s Investor Relations site.&lt;/div&gt;
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Second Quarter Highlights and Strategic Announcements&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
In the second quarter, LinkedIn:&lt;/div&gt;
&lt;ul style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 10px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Launched its first app designed for the iPad. The app was received positively, and engagement trends are encouraging as more than half of page views on the app are being generated by content-focused products such as updates, news and groups. &lt;br /&gt;&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Simplified the design of its flagship social news product LinkedIn Today and added deeper integration into the homepage.&amp;nbsp;Engagement on LinkedIn Today is now up more than 150% since the introduction of these new features.&lt;br /&gt;&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Released Targeted Status Updates and Follower Statistics to all of the more than two million organizations on LinkedIn with active Company Profiles.&lt;br /&gt;&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Completed the rollout of Talent Pipeline to the entire universe of LinkedIn Recruiter customers. In less than three months, Recruiter customers have already added more than one million prospective candidates into Talent Pipeline, enhancing their ability to quickly identify and hire new talent for their organizations.&lt;/li&gt;
&lt;/ul&gt;
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Additionally, in July LinkedIn began rolling out a significant redesign to the homepage, enabling members to discover, share, and discuss the professional information that is most important to them.&amp;nbsp;The redesign has begun to positively impact engagement metrics; for example, shares originating on LinkedIn, including status updates, are now at all-time highs.&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
Business Outlook&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
LinkedIn is providing guidance for the third quarter of 2012, and revising guidance upward for the full year of 2012 on revenue, adjusted EBITDA, and stock-based compensation, while narrowing the full-year outlook for depreciation and amortization.&amp;nbsp;&lt;/div&gt;
&lt;ul style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 18px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 10px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Q3 2012 Guidance: Revenue for the third quarter of 2012 is projected to range between $235 million to $240 million.&amp;nbsp;The company expects adjusted EBITDA to range between $42 million and $45 million.&amp;nbsp;The company expects stock-based compensation to range between $27 and $28 million and depreciation and amortization to range between $20 million and $22 million.&lt;br /&gt;&amp;nbsp;&lt;/li&gt;
&lt;li style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; list-style-type: disc; margin-bottom: 5px; margin-left: 8px; margin-right: 10px; margin-top: 5px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Full Year 2012 Guidance: The company has revised its expected revenue range upward to $915 million to $925 million from the prior range of $880 million to $900 million.&amp;nbsp;The company has also revised upward its expected adjusted EBITDA range to $185 million to $190 million from the prior range of $170 million to $175 million.&amp;nbsp;The company now expects stock-based compensation to range between $85 million and $95 million, while the range for depreciation and amortization is now $75 million to $80 million.&lt;/li&gt;
&lt;/ul&gt;
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Quarterly Conference Call&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
LinkedIn will host a webcast/conference call to discuss its second quarter 2012 financial results and business outlook today at 2:00 p.m. Pacific Time.&amp;nbsp;&lt;span class=&quot;person&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Jeff Weiner&lt;/span&gt;and&amp;nbsp;&lt;span class=&quot;person&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Steve Sordello&lt;/span&gt;&amp;nbsp;will host the webcast, which can be viewed on the investor relations section of the LinkedIn website at&amp;nbsp;&lt;a href=&quot;http://www.globenewswire.com/newsroom/ctr?d=10000651&amp;amp;l=17&amp;amp;a=http%3A%2F%2Finvestors.linkedin.com&amp;amp;u=http%3A%2F%2Finvestors.linkedin.com%2F&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #579fc4; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;&amp;nbsp;&lt;/a&gt;&lt;a href=&quot;http://investors.linkedin.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #579fc4; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;http://investors.linkedin.com&lt;/a&gt;&amp;nbsp;/. This call will contain forward-looking statements and other material information regarding the company&#39;s financial and operating results. Following completion of the call, a recorded replay of the webcast will be available on the website. For those without access to the Internet, a replay of the call will be available beginning at 5:00 p.m. Pacific Time on August 2, 2012 through August 9, 2012 at 9:00 p.m. Pacific Time. To listen to the telephone replay, call (855) 859-2056, access code 96053756.&lt;/div&gt;
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Upcoming Event&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
Management will participate in upcoming financial Q&amp;amp;A discussions at an investment industry event on September 6&lt;sup style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-size: 10px; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;th&lt;/sup&gt;.&amp;nbsp;LinkedIn will furnish a link to this event on its investor relations website,&amp;nbsp;&lt;a href=&quot;http://www.globenewswire.com/newsroom/ctr?d=10000651&amp;amp;l=19&amp;amp;u=http%3A%2F%2Finvestors.linkedin.com%2F&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #579fc4; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://investors.linkedin.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #579fc4; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;http://investors.linkedin.com/&lt;/a&gt;&amp;nbsp;for both the live and archived webcasts.&lt;/div&gt;
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About LinkedIn&amp;nbsp;&lt;/div&gt;
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Founded in 2003, LinkedIn connects the world&#39;s professionals to make them more productive and successful. With more than 175 million members worldwide, including executives from every Fortune 500 company, LinkedIn is the world&#39;s largest professional network on the Internet. The company has a diversified business model with revenue coming from member subscriptions, marketing solutions and hiring solutions. Headquartered in&amp;nbsp;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Silicon Valley&lt;/span&gt;, LinkedIn also has offices across the&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Americas&lt;/span&gt;,&amp;nbsp;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Europe&lt;/span&gt;, and the Asia-Pacific.&amp;nbsp;&lt;/div&gt;
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The LinkedIn logo is available at&amp;nbsp;&lt;a href=&quot;http://www.globenewswire.com/newsroom/ctr?d=10000651&amp;amp;l=22&amp;amp;u=http%3A%2F%2Fwww.globenewswire.com%2Fnewsroom%2Fprs%2F%3Fpkgid%3D11096&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #579fc4; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://www.globenewswire.com/newsroom/prs/?pkgid=11096&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #579fc4; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;http://www.globenewswire.com/newsroom/prs/?pkgid=11096&lt;/a&gt;&lt;/div&gt;
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Non-GAAP Financial Measures&lt;/div&gt;
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To supplement its consolidated financial statements, which are prepared and presented in accordance with GAAP, the company uses the following non-GAAP financial measures: adjusted EBITDA, non-GAAP net income, and non-GAAP EPS (collectively the &quot;non-GAAP financial measures&quot;). The presentation of this financial information is not intended to be considered in isolation or as a substitute for, or superior to, the financial information prepared and presented in accordance with GAAP. The company uses these non-GAAP financial measures for financial and operational decision making and as a means to evaluate period-to-period comparisons. The company believes that they provide useful information about operating results, enhance the overall understanding of past financial performance and future prospects, and allow for greater transparency with respect to key metrics used by management in its financial and operational decision making.&lt;br /&gt;&lt;br /&gt;The company excludes the following items from one or more of its non-GAAP measures:&lt;br /&gt;&lt;br /&gt;Stock-based compensation. The company excludes stock-based compensation because it is non-cash in nature and because the company believes that the non-GAAP financial measures excluding this item provide meaningful supplemental information regarding operational performance and liquidity. The company further believes this measure is useful to investors in that it allows for greater transparency to certain line items in its financial statements and facilitates comparisons to competitors&#39; operating results.&lt;br /&gt;&lt;br /&gt;Amortization of acquired intangible assets. The company excludes amortization of acquired intangible assets because it is non-cash in nature and because the company believes that the non-GAAP financial measures excluding this item provide meaningful supplemental information regarding operational performance and liquidity. In addition, excluding this item from various non-GAAP measures facilitates internal comparisons to historical operating results and comparisons to competitors&#39; operating results.&lt;br /&gt;&lt;br /&gt;Income tax effect of non-GAAP adjustments. The company adjusts non-GAAP net income by including the income tax effects of excluding stock-based compensation and the amortization of acquired intangible assets.&amp;nbsp; The company believes that the inclusion of the income tax effects provides additional transparency to the overall or &quot;after tax&quot; effects of excluding these items from non-GAAP net income.&lt;br /&gt;&lt;br /&gt;For more information on the non-GAAP financial measures, please see the &quot;Reconciliation of GAAP to non-GAAP Financial Measures&quot; table in this press release. &amp;nbsp;This accompanying table has more details on the GAAP financial measures that are most directly comparable to non-GAAP financial measures and the related reconciliations between these financial measures. Additionally, the company has not reconciled adjusted EBITDA guidance to net income guidance because it does not provide guidance for either other income (expense), net, or provision for income taxes, which are reconciling items between net income and adjusted EBITDA. As items that impact net income are out of the company&#39;s control and/or cannot be reasonably predicted, the company is unable to provide such guidance. Accordingly, a reconciliation to net income is not available without unreasonable effort.&lt;/div&gt;
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&amp;nbsp;Safe Harbor Statement&lt;/div&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
&quot;Safe Harbor&quot; statement under the Private Securities Litigation Reform Act of 1995: This press release and the accompanying conference call contain forward-looking statements about our products, including our planned investments in key strategic areas, certain non-financial metrics, such as member growth and engagement, and our expected financial metrics such as revenue, adjusted EBITDA, depreciation and amortization and stock-based compensation for the third quarter of 2012 and the full fiscal year 2012. The achievement of the matters covered by such forward-looking statements involves risks, uncertainties and assumptions. &amp;nbsp;If any of these risks or uncertainties materialize or if any of the assumptions prove incorrect, the company&#39;s results could differ materially from the results expressed or implied by the forward-looking statements the company makes.&lt;br /&gt;&lt;br /&gt;The risks and uncertainties referred to above include - but are not limited to - risks associated with: the company&#39;s limited operating history in a new and unproven market; engagement of our members; the price volatility of our Class A common stock; general economic conditions; expectations regarding the return on our strategic investments; execution of our plans and strategies, including with respect to acquisitions of other companies; expectations regarding the company&#39;s ability to timely and effectively scale and adapt existing technology and network infrastructure to ensure that its website is accessible at all times with short or no perceptible load times; security measures and the risk that the company&#39;s website may be subject to attacks that degrade or deny the ability of members to access the company&#39;s solutions or that our security measures may not be sufficient to prevent unauthorized access to our member data; our ability to maintain our rate of revenue growth and manage our expenses and investment plans; our ability to accurately track our key metrics internally; members and customers curtailing or ceasing to use the company&#39;s solutions; the company&#39;s core value of putting members first, which may conflict with the short-term interests of the business; privacy, litigation and regulatory issues; increasing competition; our ability to manage our growth and retain our employees; the application of US and international tax laws on our tax structure and any changes to such tax laws; and the dual class structure of the company&#39;s common stock.&lt;br /&gt;&lt;br /&gt;Further information on these and other factors that could affect the company&#39;s financial results is included in filings it makes with the&amp;nbsp;&lt;span class=&quot;org&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Securities and Exchange Commission&lt;/span&gt;&amp;nbsp;from time to time, including the section entitled &quot;Risk Factors&quot; in the company&#39;s Annual Report on Form 10-K that was filed for the year ended December 31, 2011, and additional information will also be set forth in our Form 10-Q that will be filed for the quarter ended June 30, 2012, which should read in conjunction with these financial results. &amp;nbsp;These documents are available on the SEC Filings section of the Investor Information section of the company&#39;s website at&lt;a href=&quot;http://www.globenewswire.com/newsroom/ctr?d=10000651&amp;amp;l=26&amp;amp;u=http%3A%2F%2Finvestors.linkedin.com%2F&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #579fc4; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;http://investors.linkedin.com/&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #579fc4; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;http://investors.linkedin.com/&lt;/a&gt;&amp;nbsp;. &amp;nbsp;All information provided in this release and in the attachments is as of August 2, 2012, and LinkedIn undertakes no duty to update this information.&lt;/div&gt;
&lt;table style=&quot;-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; background-color: white; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px;&quot;&gt;&lt;tbody style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;3&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&lt;span class=&quot;org&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;LINKEDIN CORPORATION&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;3&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;CONDENSED CONSOLIDATED BALANCE SHEETS&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;3&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;(In thousands)&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;3&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;(Unaudited)&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;3&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;June 30,&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;December 31,&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2012&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2011&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;ASSETS&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;CURRENT ASSETS:&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Cash and cash equivalents&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;286,376&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;339,048&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Short-term investments&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;330,761&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;238,456&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Accounts receivable (net of allowance for doubtful accounts of $3,516 and $5,460 at June 30, 2012 and December 31, 2011, respectively)&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;136,536&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;111,372&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Deferred commissions&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;15,715&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;13,594&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Prepaid expenses&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;20,923&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;10,799&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Other current assets&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;21,601&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;12,658&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Total current assets&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;811,912&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;725,927&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Property and equipment, net&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;152,448&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;114,850&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Goodwill&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;113,268&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;12,249&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Intangible assets, net&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;33,456&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;8,095&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Other assets&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;28,078&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;12,576&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;TOTAL ASSETS&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;1,139,162&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;873,697&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;LIABILITIES AND STOCKHOLDERS&#39; EQUITY&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;CURRENT LIABILITIES:&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Accounts payable&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;44,195&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;28,217&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Accrued liabilities&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;63,662&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;58,644&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Deferred revenue&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;191,993&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;139,798&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Total current liabilities&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;299,850&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;226,659&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;DEFERRED TAX LIABILITIES&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;40,612&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;18,551&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;OTHER LONG TERM LIABILITIES&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;15,525&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;3,508&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Total liabilities&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;355,987&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;248,718&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;COMMITMENTS AND CONTINGENCIES&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;STOCKHOLDERS&#39; EQUITY:&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Class A and Class B common stock&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;11&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;10&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Additional paid-in capital&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;767,995&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;617,629&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Accumulated other comprehensive income&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;129&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;100&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Accumulated earnings&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;15,040&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;7,240&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Total stockholders&#39; equity&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;783,175&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;624,979&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;TOTAL LIABILITIES AND STOCKHOLDERS&#39; EQUITY&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;1,139,162&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;873,697&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table style=&quot;-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; background-color: white; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px;&quot;&gt;&lt;tbody style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&lt;span class=&quot;org&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;LINKEDIN CORPORATION&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;CONDENSED CONSOLIDATED STATEMENTS OF OPERATIONS&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;(In thousands, except per share data)&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;(Unaudited)&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Three Months Ended&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Six Months Ended&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;June 30,&amp;nbsp;&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;June 30,&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2012&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2011&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2012&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2011&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Net revenue&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;228,207&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;121,040&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;416,663&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;214,972&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Costs and expenses:&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Cost of revenue (exclusive of depreciation and amortization shown separately below)&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;30,367&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;18,403&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;55,500&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;35,186&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Sales and marketing&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;75,740&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;36,019&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;141,624&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;65,380&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Product development&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;60,080&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;30,414&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;107,173&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;55,149&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;General and administrative&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;30,974&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;16,673&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;55,828&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;30,287&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Depreciation and amortization&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;17,548&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;9,602&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;32,430&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;17,761&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Total costs and expenses&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;214,709&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;111,111&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;392,555&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;203,763&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Income from operations&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;13,498&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;9,929&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;24,108&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;11,209&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Other income (expense), net&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;(668)&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;11&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;(444)&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;460&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Income before income taxes&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;12,830&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;9,940&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;23,664&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;11,669&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Provision for income taxes&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;10,019&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;5,427&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;15,864&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;5,078&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Net income&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;2,811&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;4,513&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;7,800&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;6,591&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Net income per share of common stock:&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Basic&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.03&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.07&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.08&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.12&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Diluted&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.03&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.04&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.07&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.07&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Weighted-average shares used to compute net&amp;nbsp; income per share:&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Basic&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;104,185&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;69,395&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;103,198&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;56,631&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Diluted&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;112,317&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;103,129&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;111,813&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;100,131&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table style=&quot;-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; background-color: white; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px;&quot;&gt;&lt;tbody style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&lt;span class=&quot;org&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;LINKEDIN CORPORATION&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;SUPPLEMENTAL REVENUE INFORMATION&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;(In thousands)&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;(Unaudited)&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Three Months Ended&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Six Months Ended&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;June 30,&amp;nbsp;&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;June 30,&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2012&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2011&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2012&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2011&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Revenue by product:&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Hiring Solutions&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;121,592&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;58,620&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;224,152&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;104,953&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Marketing Solutions&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;63,105&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;38,570&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;111,055&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;66,253&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Premium Subscriptions&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;43,510&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;23,850&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;81,456&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;43,766&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Total&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;228,207&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;121,040&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;416,663&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;214,972&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Revenue by geographic region:&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;United States&lt;/span&gt;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;147,253&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;82,739&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;268,102&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;147,859&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Other&amp;nbsp;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Americas&lt;/span&gt;&amp;nbsp;&lt;sup style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-size: 10px; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;(1)&lt;/sup&gt;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;15,047&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;6,146&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;27,056&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;10,745&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Total&amp;nbsp;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Americas&lt;/span&gt;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;162,300&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;88,885&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;295,158&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;158,604&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;EMEA&amp;nbsp;&lt;sup style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-size: 10px; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;(2)&lt;/sup&gt;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;50,057&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;25,859&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;92,902&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;45,590&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;APAC&amp;nbsp;&lt;sup style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-size: 10px; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot;&gt;(3)&lt;/sup&gt;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;15,850&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;6,296&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;28,603&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;10,778&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Total&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;228,207&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;121,040&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;416,663&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;214,972&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Revenue by channel:&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Field sales&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;129,448&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;66,699&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;230,919&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;117,327&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Online sales&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;98,759&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;54,341&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;185,744&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;97,645&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Total&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;228,207&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;121,040&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;416,663&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;214,972&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;(1)&amp;nbsp;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Canada&lt;/span&gt;,&amp;nbsp;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Latin America&lt;/span&gt;&amp;nbsp;and&amp;nbsp;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;South America&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;(2)&amp;nbsp;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Europe&lt;/span&gt;, the&amp;nbsp;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Middle East&lt;/span&gt;&amp;nbsp;and&amp;nbsp;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Africa&lt;/span&gt;&amp;nbsp;(&quot;EMEA&quot;)&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;(3)&amp;nbsp;&lt;span class=&quot;location&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Asia-Pacific&lt;/span&gt;&amp;nbsp;(&quot;APAC&quot;)&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;table style=&quot;-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; background-color: white; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px;&quot;&gt;&lt;tbody style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&lt;span class=&quot;org&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;LINKEDIN CORPORATION&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;RECONCILIATION OF GAAP TO NON-GAAP FINANCIAL MEASURES&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;(In thousands, except per share data)&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;(Unaudited)&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;5&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Three Months Ended&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Six Months Ended&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;June 30,&lt;/td&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;June 30,&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2012&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2011&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2012&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;2011&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td colspan=&quot;2&quot; style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Non-GAAP net income and net income per share:&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;GAAP net income&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;2,811&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;4,513&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;7,800&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;6,591&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Add back: stock-based compensation&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;19,323&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;6,815&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;31,949&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;10,658&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Add back: amortization of intangible assets&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;1,851&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;862&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;3,159&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;1,671&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Income tax effect of non-GAAP adjustments&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;(5,933)&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;(1,414)&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;(7,923)&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;(2,392)&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;NON-GAAP NET INCOME&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;18,052&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;10,776&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;34,985&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;16,528&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;GAAP DILUTED SHARES&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;112,317&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;103,129&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;111,813&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;100,131&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;NON-GAAP DILUTED NET INCOME PER SHARE&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.16&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.10&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.31&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;0.17&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Adjusted EBITDA:&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Net income&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;2,811&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;4,513&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;7,800&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;6,591&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Provision for income taxes&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;10,019&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;5,427&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;15,864&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;5,078&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Other (income) expense, net&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;668&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;(11)&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;444&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;(460)&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Depreciation and amortization&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;17,548&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;9,602&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;32,430&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;17,761&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;Stock-based compensation&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;19,323&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;6,815&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;31,949&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;10,658&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;font-family: inherit; font-style: inherit;&quot;&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;ADJUSTED EBITDA&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;50,369&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;26,346&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;88,487&lt;/td&gt;&lt;td style=&quot;font-family: inherit; font-size: 1em; font-style: inherit; text-align: left;&quot;&gt;&amp;nbsp;$&amp;nbsp;39,628&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;pre style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: inherit; font-size: 13px; line-height: 20px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;CONTACT: Press contact
         &lt;span class=&quot;person&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; font-family: inherit; font-style: inherit; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;&quot;&gt;Hani Durzy&lt;/span&gt;
         hdurzy@linkedin.com
         650-605-0829

         Investor contact
         Matt Sonefeldt
         msonefeldt@linkedin.com
         650-605-0861&lt;/pre&gt;
&lt;div style=&quot;background-color: white; border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #333333; font-family: verdana, arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 20px; margin-bottom: 7px; margin-top: 7px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-align: -webkit-auto; vertical-align: baseline;&quot;&gt;
&lt;img alt=&quot;http://media.globenewswire.com/cache/17828/small/11965.jpg&quot; src=&quot;http://media.globenewswire.com/cache/17828/small/11965.jpg&quot; style=&quot;border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; display: inline; max-width: 480px; outline-color: initial; outline-style: initial; outline-width: 0px; overflow-x: visible; overflow-y: visible; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px;&quot; width=&quot;130&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/1024152313544872101/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/08/linkedin-announces-second-quarter-2012.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/1024152313544872101'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/1024152313544872101'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/08/linkedin-announces-second-quarter-2012.html' title='LinkedIn Announces Second Quarter 2012 Financial Results'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11998291401703452402</uri><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-5186881244031874046.post-9077080710838988471</id><published>2012-08-03T10:42:00.001-07:00</published><updated>2012-08-03T10:42:18.785-07:00</updated><title type='text'>Facebook Up 10% Linkedin Up by 15%</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;After a long time the much needed bounce back happened today. Facebook shares are trading at 22$&#39;s up by 10% from previous day closing of 20$. Facebook shares hit a high of 22.16$ for the day and going good after the positive jobs data. Facebook shares were down to all time low of 19.82$ after news hit it&#39;s 82 million users are fake. At 19.8$&#39;s a facebook share Zuckerberg networth is less than 10billion $&#39;s and he&#39;s not anymore the tech&#39;s richest person. This values facebook at 42billion 60% less than the IPO price where it got listed . Current P/E is 122 which is too high.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Facebook should get its act right . With this kind of market capital erosion it would quickly run out of options to raise capital and get new money inflow which would hinder it&#39;s prospects of rising back to profits. Facebook will hit 1000 million users very quickly which would mean a user base of 100 crores i.e, nearly 1 out of 7 has a facebook a/c.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Biggest challenge would be to get it&#39;s act right in monetizing the platform. Facebook failed miserably to leverage it&#39;s platform to monetize the platform to full extent.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 15px; line-height: 24px; text-align: -webkit-auto;&quot;&gt;With a daily monthly page views of around 3.88 billion i&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #333333; font-size: 14px; line-height: 18px; text-align: -webkit-auto;&quot;&gt;n its quarterly announcement, the business reported revenues of $1.18bn and a loss of $157m for the three months to the end of June.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: -webkit-auto;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;font-size: 14px; line-height: 18px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Looking from a investment/business perspective it only matters how much an organisation can grow which would determine it&#39;s P/E and justify it&#39;s valuation. Facebook is already saturated and would grow slowly compared with it&#39;s previous growth history. I wouldn&#39;t suggest any one to buy the stock unless Mark Zuck turn the company into Green with quarterly profits. The share price gain is a temporary blip . I&#39;m a firm believer of the term &quot;stock&#39;s fluctuate within a trend&quot; . Today&#39;s spike is just a blip and the long term story looks bleak until FB turns to Green . It may even hit 10$ by the end of the year if the news flow turns negative&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/9077080710838988471/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/08/facebook-up-10-linkedin-up-by-15.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/9077080710838988471'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/9077080710838988471'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/08/facebook-up-10-linkedin-up-by-15.html' title='Facebook Up 10% Linkedin Up by 15%'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11998291401703452402</uri><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-5186881244031874046.post-7046345651407754750</id><published>2012-06-13T04:12:00.000-07:00</published><updated>2012-06-13T04:12:04.007-07:00</updated><title type='text'>Tulip Mania a classic Example of bubble and bust</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;. &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Have you heard of tulip mania bubble ? &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; It is a classic example of how stock market bubbles form and bust. If you analyse the story carefully you will understand how humans behave irrationally during times and how you can take advantage of the situation. The story dates back to 1619-22 and happened in Netherland&#39;s. It &amp;nbsp;was a period in the Dutch Golden Age during which contract prices for bulbs of the recently introduced tulip reached extraordinarily high levels and then suddenly collapsed. At the peak of tulip mania, in February 1637, some single tulip bulbs sold for more than 10 times the annual income of a skilled craftsman. It is generally considered the first recorded speculative bubble (or economic bubble). People were so crazy that at one point 12 acres (5 ha) of land were offered for a Semper Augustus bulb. I would say WTF!!!!!!!! ??? This is called peaks of speculation.&amp;nbsp;&lt;/span&gt;&lt;div&gt;
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&lt;a href=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/a/ac/Tulip_price_index1.svg/280px-Tulip_price_index1.svg.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/a/ac/Tulip_price_index1.svg/280px-Tulip_price_index1.svg.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;The above image is a graph that shows the price&#39;s of tulip&#39;s vs time. on Feb 3 is the highest point at which the bubble started bursting and one general trend if you observe the entity comes down at a faster rate than the rate it which it started to move up. It takes long time for the bubble to get built and its gets bust very quickly. this is what I term as crowd behaviour. The same people are buying 2 days before and once the bust happens every one wants to sell and it causes a vicious loop which have cascading effect. And this trend goes on . even in our current economoy lot of bubbles are getting built we don&#39;t know when which one will gets bust. Generally the times after bust are the periods where you see some stagnation before an upmove. &amp;nbsp;I would suggest investors to buy in this period since it offers a signifcant limited downside risk and huge upmove.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;http://www.ritholtz.com/blog/wp-content/uploads/2011/12/sentiment_cycles.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;&quot;&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;219&quot; src=&quot;http://www.ritholtz.com/blog/wp-content/uploads/2011/12/sentiment_cycles.jpg&quot; width=&quot;320&quot; /&gt;&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;
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&lt;span style=&quot;font-family: &#39;Courier New&#39;, Courier, monospace;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Speculation &amp;nbsp;is a financial action that does not promise safety of capital investment along with the return on the principal sum.[1] A person or entity that engages in speculation is known as a Speculator. Speculation typically involves the lending of money for the purchase of assets, equity or debt but in a manner that has not been given thorough analysis or is deemed to have low margin of safety or a significant risk of the loss of the principal investment. &lt;span style=&quot;color: #cc0000;&quot;&gt;The more the speculation the bigger the bubble being built.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/7046345651407754750/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/tulip-mania-classic-example-of-bubble.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/7046345651407754750'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/7046345651407754750'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/tulip-mania-classic-example-of-bubble.html' title='Tulip Mania a classic Example of bubble and bust'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11998291401703452402</uri><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-5186881244031874046.post-6405594644494688904</id><published>2012-06-13T03:44:00.000-07:00</published><updated>2012-06-13T13:25:34.232-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="equity"/><category scheme="http://www.blogger.com/atom/ns#" term="stock markets"/><category scheme="http://www.blogger.com/atom/ns#" term="trading"/><title type='text'>Stock Market Game</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Stocks always constantly move up and down in a trend . The motive behind this is to catch the traders on wrong side. &amp;nbsp;Stock markets are designed to cause losses to 90% of the players.&amp;nbsp;
&lt;strong style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;&lt;span style=&quot;background-color: cyan;&quot;&gt;The stock market by its very nature is designed for you to lose money.&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;
&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;The rallies and reactions within any trend ensure this process is at work constantly. It is created automatically. The market behaves this way because it has to! The weak have to perish so that the strong can survive. Professional traders are fully aware of the weaknesses in traders under stress and will capitalise on this at every opportunity.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: white; font-family: &#39;Trebuchet MS&#39;, sans-serif; font-size: 13px; line-height: 18px;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;Just imagine if a stock is following a constant trend , then there wouldn&#39;t be any losers ideally. everyone would bet on the trend side right ? so in a market if some one has to win some one has to lose(*not always true). Hence the big fat people also called as professional traders aka syndicates design and move the stocks in a direction majority of people will get caught on wrong side.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &#39;Trebuchet MS&#39;, sans-serif;&quot;&gt;&lt;span style=&quot;line-height: 18px;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &lt;/span&gt;&amp;nbsp; &amp;nbsp;A small trader(small by the size of $&#39;s ) will always have majority odds against him.The professional traders are sooo big that they can move the market in whichever way they want irrespective of news , events, economy, other factors. If god has the ability to turn events I consider these guys analogous to gods in stock markets. Hence I would suggest to &quot;follow the professional traders trend&quot;. We &#39;re limited by the resources, knowledge, internal news and the best way to survive among these sharks is follow them :)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/6405594644494688904/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/stock-market-game.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/6405594644494688904'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/6405594644494688904'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/stock-market-game.html' title='Stock Market Game'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11998291401703452402</uri><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-5186881244031874046.post-8601552528874761152</id><published>2012-06-13T03:39:00.001-07:00</published><updated>2012-06-13T13:22:12.279-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Buddy Media"/><category scheme="http://www.blogger.com/atom/ns#" term="Facebook"/><category scheme="http://www.blogger.com/atom/ns#" term="Salesforce.com"/><title type='text'>Salesforce.com&#39;s Purchase of Buddy Media</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: small;&quot;&gt;How Will Salesforce.com&#39;s Purchase of Buddy Media affect Facebook?&lt;/span&gt;&lt;/h1&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;a href=&quot;http://news.dailystocks.com/wp-content/uploads/2012/05/social-media-brands.png&quot; style=&quot;color: #222cd4; font-weight: bold; text-decoration: none;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-medium wp-image-483&quot; src=&quot;http://news.dailystocks.com/wp-content/uploads/2012/05/social-media-brands-300x212.png&quot; style=&quot;background-color: #f3f3f3; border-bottom-left-radius: 3px; border-bottom-right-radius: 3px; border-top-left-radius: 3px; border-top-right-radius: 3px; border: 1px solid rgb(221, 221, 221); padding: 5px; vertical-align: middle;&quot; title=&quot;social media brands&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Salesforce.com is all set to buy Buddy Media for a rumored $800 Million. Salesforce supposedly beat Google in the bidding. This deal follows Oracle’s recent purchase of Vitrue for $300 Million dollars. These two deals are great for all the companies operating in this space (Involver, Wildfire, AppAddictive) Companies that offer a suite of applications for Facebook publishing, Facebook page management, and Facebook ad campaign management stand to benefit the most. Among the independent enterprise Facebook platforms, only AppAddictive has all the components – Pages, Publishing and Facebook Ads API access.&lt;br /&gt;&lt;span id=&quot;more-480&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Buddy Media and Vitrue are the platforms agencies and brands use to publish, design pages, and buy ads on Facebook.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;When Google IPO’ed in 2004, it created the entire Search Engine Optimization and Search Engine Marketing industry where thousands of multi-million dollar companies exist around Google. (See image below)&lt;br /&gt;&lt;img alt=&quot;Google&#39;s Ecosystem&quot; src=&quot;http://news.dailystocks.com/wp-content/uploads/2012/05/search-ad-landscape.png&quot; style=&quot;background-color: #f3f3f3; border-bottom-left-radius: 3px; border-bottom-right-radius: 3px; border-top-left-radius: 3px; border-top-right-radius: 3px; border: 1px solid rgb(221, 221, 221); padding: 5px; vertical-align: middle;&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Likewise Facebook’s recent IPO means Facebook will create the Social Media Marketing and Social Advertising industry where thousands of multi-million dollar companies will exist around Facebook in the future. (See image below)&lt;br /&gt;&lt;img alt=&quot;Facebook&#39;s Ecosystem&quot; height=&quot;454&quot; src=&quot;http://news.dailystocks.com/wp-content/uploads/2012/05/social-media-brands.png&quot; style=&quot;background-color: #f3f3f3; border-bottom-left-radius: 3px; border-bottom-right-radius: 3px; border-top-left-radius: 3px; border-top-right-radius: 3px; border: 1px solid rgb(221, 221, 221); padding: 5px; vertical-align: middle;&quot; width=&quot;640&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;When Google went public, its market cap was at $23 Billion. Google’s market cap is now $193 Billion. Google supports an ecosystem of several companies.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;The theory of the Wisdom of Crowds and George Soros’ Theory of Reflexivity state that for most of the time, the market is relatively quite good about predicting the future valuation of a company. On the other hand, the theory of value investing is that at times, the markets can be terribly wrong about valuations. For instance, in the Internet boom, the markets were clearly wrong about the valuations of several dotcom companies that ultimately went bust.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;But unlike the other dotcoms that held negative losses, both Google and Facebook are hugely profitable. In the case of Google, the “Wisdom of Crowds” seem to have held true. Google went on to become much bigger than its IPO price. What will be the case with Facebook?&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif; font-size: x-small;&quot;&gt;Source: dailystocks.com&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/8601552528874761152/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/salesforcecoms-purchase-of-buddy-media.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/8601552528874761152'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/8601552528874761152'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/salesforcecoms-purchase-of-buddy-media.html' title='Salesforce.com&#39;s Purchase of Buddy Media'/><author><name>Veera</name><uri>http://www.blogger.com/profile/03214025749198851867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMxPr61WtGjwerjlL2rZv8Vvx8FFqU7iEKr-BFVVGm6KAz_SDYhmO3PpCzPtTEahi_kYTzWbu1nAWy-UCJOuzFdvDsytOmcCpt07J3XvY-PiE_6gCgR9OUMQhKYy5cUJQ/s113/120320081850.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5186881244031874046.post-5650160711342886883</id><published>2012-06-13T03:14:00.001-07:00</published><updated>2012-06-13T13:23:35.085-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="IIP"/><category scheme="http://www.blogger.com/atom/ns#" term="investment"/><category scheme="http://www.blogger.com/atom/ns#" term="nifty"/><category scheme="http://www.blogger.com/atom/ns#" term="Nifty trading"/><category scheme="http://www.blogger.com/atom/ns#" term="RBI"/><category scheme="http://www.blogger.com/atom/ns#" term="RBI policy"/><category scheme="http://www.blogger.com/atom/ns#" term="stock markets"/><category scheme="http://www.blogger.com/atom/ns#" term="stocks"/><category scheme="http://www.blogger.com/atom/ns#" term="trading"/><title type='text'>Nifty View for this week.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; This is my first blog post on Nifty trading. I intend to use this blog as a log of my trading activity. I am a 23 year old , dribbling with stock markets from past 2 years. I am not an experienced trader or investor. I would consider myself as a guy who trades on opportunities rather than technical or fundamental analysis.&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; My journey so far made decent amount of money in stocks and commodities to keep my self recharged for the next bull run (I&#39;m expecting after a crash ). I still believe I have one more year to accumulate my funds to invest in the bull run. I haven&#39;t seen any bull run&#39;s in my stock career but read about them a lot. Let&#39;s see how I will ride the wave.&amp;nbsp; I would be updating my daily thoughts and my views on stocks here.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; I will also share my investments and my portfolio suggestions and articles here . so that everyone can see the live performance of my stocks. I will also share my views on investing and my thoughts on the stock markets.&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
Nifty Future is trading @ 5130 now. Nifty future was in discount for the whole month and it reversed yesterday. Nifty is quoting at a premium of 5 points which is very good for bullish traders who are on the long side.&amp;nbsp; upcoming days Nifty would be higly volatile since two major events RBI policy on 18th june and greece election results.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; RBI is expected to cut the rates since IIP came at a very meagre growth of 0.12% . If the RBI don&#39;t cut the rates on mid quarter review date 18th june Nifty is expected to go and retest the levels of 4800 again.&lt;br /&gt;
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My take for now : short nifty around 5180 with Stop loss of 5250. Buy out of money options if you don&#39;t want to take too much risk . my target is nifty would test atleast 4900 by the end of this month. if things don&#39;t pan out as expected. But that said if the greece elections and RBI policy turnout to be positive we can see nifty moving ahead breaking targets of 5400. So keep a tab on the news and trade safely.&lt;br /&gt;
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Technical stuff :&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; The recent run up in nifty is not supported by volume if you look at the chart.&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;
Image courtesy : hbjcapital.com I am a regular reader of this blog and I would suggest everyone&lt;br /&gt;
to read/follow this blog since it is a gold mine of financial information.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;Key take aways from the chart : volume seems to be drying up. Hence wait for an exact signal as per the VSA trading strategy to pounce upon the opportunity. &lt;br /&gt;
&lt;br /&gt;
Upcoming events which will impact nifty trend&lt;br /&gt;
Greece election result&lt;br /&gt;
Inflation data&lt;br /&gt;
RBI : 18th JUNE .&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/5650160711342886883/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/nifty-view-for-this-week.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/5650160711342886883'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/5650160711342886883'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/nifty-view-for-this-week.html' title='Nifty View for this week.'/><author><name>Anonymous</name><uri>http://www.blogger.com/profile/11998291401703452402</uri><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-5186881244031874046.post-6504316278505863925</id><published>2012-06-13T02:59:00.004-07:00</published><updated>2012-06-13T13:24:24.102-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Coins"/><category scheme="http://www.blogger.com/atom/ns#" term="Gold"/><category scheme="http://www.blogger.com/atom/ns#" term="Invest in gold"/><title type='text'>Invest in Gold</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 22px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 1.4em;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 1.4em;&quot;&gt;&lt;span style=&quot;line-height: 1.4em;&quot;&gt;Any investor has to be aware of the different forms of buying gold. Jewellery, the most traditional and the dominant form of buying gold in India is in fact not an investment idea.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 1.4em;&quot;&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;The reason is that there are heavy losses in the form of wastage and making charges. This can vary from a minimum of 10 per cent to as high as 35 per cent for special and complex designs.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Bank Coins again not an investment idea as the premium that banks charge for their coins is anywhere between 5 and 10 per cent.&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqeTHAwiJepM1iaolzlVxBB6QgzK6_w_FBCPkUy5ldmd8dP46BtTcgZtN8_1LNlj604ZNxe8WxgFGtiGrWGFjWQHpSAxXA-Cw8ChNutPbxevuL_SwsjxzQQ7I5GjfeBft4rm4DHVX_OOqL/s1600/Gold+CAGR.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; line-height: normal; margin-bottom: 1em; margin-right: 1em; text-align: center;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;345&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqeTHAwiJepM1iaolzlVxBB6QgzK6_w_FBCPkUy5ldmd8dP46BtTcgZtN8_1LNlj604ZNxe8WxgFGtiGrWGFjWQHpSAxXA-Cw8ChNutPbxevuL_SwsjxzQQ7I5GjfeBft4rm4DHVX_OOqL/s640/Gold+CAGR.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;/div&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;color: black; text-align: center; width: 1009px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td colspan=&quot;5&quot; style=&quot;text-align: left;&quot; valign=&quot;top&quot;&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqeTHAwiJepM1iaolzlVxBB6QgzK6_w_FBCPkUy5ldmd8dP46BtTcgZtN8_1LNlj604ZNxe8WxgFGtiGrWGFjWQHpSAxXA-Cw8ChNutPbxevuL_SwsjxzQQ7I5GjfeBft4rm4DHVX_OOqL/s1600/Gold+CAGR.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&amp;nbsp;&lt;b style=&quot;color: black; font-family: Times, &#39;Times New Roman&#39;, serif; font-size: small; line-height: 1.4em; text-align: left;&quot;&gt;Gold has Steady growth over the past years to know more about the gold value now click here&lt;/b&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;div style=&quot;line-height: 1.4em;&quot;&gt;
&lt;a href=&quot;http://www.nsegold.com/tools.php&quot;&gt;&lt;span style=&quot;font-family: Times, &#39;Times New Roman&#39;, serif; font-size: x-small;&quot;&gt;&lt;b&gt;http://www.nsegold.com/tools.php&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Also the bank coins have lesser liquidity as they are not bought back by the banks.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;World Gold Council Coins, these are coins issued by jewelers who are part of the WGC network.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;They have lesser premium over the market price (1 per cent to 2 per cent) and are redeemed at the market price when one takes them for selling off.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Bullion Bars, are good modes for investment but the minimum investment here is much higher than a common investor can think of.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Gold Exchange Traded Funds are a hot option these days.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;These are like mutual funds that invest only in gold.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;They are proving to be an easier and safer mode to buy gold.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;The charges are very less and the gold can be accessed electronically.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;The disadvantage is that one never gets to &#39;see&#39; one&#39;s holdings.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;b style=&quot;line-height: 1.4em;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Current Income&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Gold in any form does not give any current income.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;The only exception is the dividend option in the Gold ETFs. If held in the physical form, there is only outflow of cash for the maintenance of lockers.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Capital Appreciation&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Historically, gold has been the perfect hedge for inflation. This is based on data right from the year 1800 AD.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Since last 10 years, Gold has been hitting new levels. The pace accelerated after S&amp;amp;P downgraded US credit rating a few days ago.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;The downgrades by S&amp;amp;P which makes investment in US treasury more risky, inflation in India, general slowdown in economy, and the weakening dollar have made Gold prices soar.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;In the short run when market conditions for other investments especially equities and realty are turbulent gold is a very strong bet.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;The idea for gold investment will be to use it at times when the markets are falling and when the inflation is very high -- which makes the current conditions ideal for this.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;A 5 per cent of the overall investment portfolio can be considered for gold investments (bullion, WGC coins, Gold ETFs).&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Jewellery is not an investment as far as personal finance goes. It is only an expense for pleasure, symbolizing wealth.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Risk&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Gold does not carry much risk at least in India, as we hardly see deflation in the real sense.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Even when the official figures where showing negative inflation (deflation) during the last year, the actual prices of food items were increasing.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;This was reflected in the gold prices too.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;The real risk with buying gold is in the opportunity cost of investing in other avenues that can actually give higher returns.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Liquidity&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Gold scores the highest in terms of liquidity, compared to all other investments.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;At anytime of the day and any day gold could literally be converted to cash. Banks would give you a jewellery loan.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;(Remember though that many banks do not give loans on coins, including their own). So would your friendly neighborhood pawn shop.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;They can also be sold in some pawn shops, though many are cautious to purchase in these outlets for fear of &#39;stolen jewellery&#39;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Gold jewellers would exchange your gold possessions for other gold jewels.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;But the problem here is that there is going to be making and wastage charges involved again.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Here we lose the value (to the extent of 10 per cent to 35 per cent) of gold jewels.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;An unfortunate social aspect in most families in India related to liquidity is that, gold has sentiments attached and is the last item to leave the house in case of financial difficulties.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;This negates the entire purpose of gold having liquidity.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Tax Treatment&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Gold suffers capital gains tax as per the IT act.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;So it is better to ask your jeweller for the bill.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Close to 90 per cent of the gold jewellery traded in India is unbilled.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;This is a serious problem for those who look at gold as an investment.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Only the branded jewellers would automatically give you a bill.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;At other places, ask for one.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;We can make use of indexation benefits when calculating the capital gains of gold. So the tax payable will not be much.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Gold does not have any other tax benefits.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Convenience&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Gold scores very high here.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;But with the per gram price rising, the smallest single investment is becoming higher.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;With the emergence of Golf ETFs the convenience to hold gold for the short term has increased many folds.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Instead of holding cash for the short term, one can today make investments in Gold ETFs.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Conclusion&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Gold has proved itself time and again to be the perfect hedge for inflation.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;But to look at it as a hedge avenue, Indians are yet to consider this market actively as the purchases continue to be dominated by jewellery.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Gold only beats inflation.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;It fares poorly when compared to real estate or shares when compared on the basis of real inflation adjusted returns in the very long term.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 1.4em; margin-bottom: 10px; padding: 0px;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Any serious investor however is advised to have a certain percentage of investment in gold to hedge inflation.&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Source:&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;Rediff.com&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br class=&quot;Apple-interchange-newline&quot; /&gt;&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/6504316278505863925/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/invest-in-gold.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/6504316278505863925'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/6504316278505863925'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/invest-in-gold.html' title='Invest in Gold'/><author><name>Veera</name><uri>http://www.blogger.com/profile/03214025749198851867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMxPr61WtGjwerjlL2rZv8Vvx8FFqU7iEKr-BFVVGm6KAz_SDYhmO3PpCzPtTEahi_kYTzWbu1nAWy-UCJOuzFdvDsytOmcCpt07J3XvY-PiE_6gCgR9OUMQhKYy5cUJQ/s113/120320081850.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqeTHAwiJepM1iaolzlVxBB6QgzK6_w_FBCPkUy5ldmd8dP46BtTcgZtN8_1LNlj604ZNxe8WxgFGtiGrWGFjWQHpSAxXA-Cw8ChNutPbxevuL_SwsjxzQQ7I5GjfeBft4rm4DHVX_OOqL/s72-c/Gold+CAGR.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5186881244031874046.post-8965486572497390364</id><published>2012-06-13T00:29:00.003-07:00</published><updated>2012-06-13T13:26:59.262-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Debt financing"/><category scheme="http://www.blogger.com/atom/ns#" term="Debt Market"/><category scheme="http://www.blogger.com/atom/ns#" term="equity"/><category scheme="http://www.blogger.com/atom/ns#" term="equity financing"/><category scheme="http://www.blogger.com/atom/ns#" term="IPO"/><category scheme="http://www.blogger.com/atom/ns#" term="mezzanine"/><category scheme="http://www.blogger.com/atom/ns#" term="shares"/><category scheme="http://www.blogger.com/atom/ns#" term="Stock"/><title type='text'>How to invest in Stock Markets in India -source Investopedia</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&quot;How to invest in Indian Stock Markets?&quot; is a question everybody wants to ponder upon and obviously the noobs who wants to invest and earn money in short-term wants to know more about these. Hope you find some info about the Indian Stock Market here.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;b&gt;The Definition of a Stock&lt;/b&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;Stock is a share in the ownership of a company. Stock represents a claim on the company&#39;s&amp;nbsp;&lt;/span&gt;assets&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp;and&amp;nbsp;&lt;/span&gt;earnings&lt;span style=&quot;background-color: white;&quot;&gt;. As you acquire more stock, your ownership stake in the company becomes greater. Whether you say&amp;nbsp;&lt;/span&gt;shares&lt;span style=&quot;background-color: white;&quot;&gt;,&amp;nbsp;&lt;/span&gt;equity&lt;span style=&quot;background-color: white;&quot;&gt;, or stock, it all means the same thing.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;Holding a company&#39;s stock means that you are one of the many owners (&lt;/span&gt;&lt;span style=&quot;background-color: transparent;&quot;&gt;shareholders&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;) of a company and, as such, you have a claim to everything the company owns like a tiny sliver of every piece of furniture, every trademark, and every contract of the company. As an owner, you are entitled to your share of the company&#39;s earnings as well as any voting rights attached to the stock.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: white;&quot;&gt;A stock is represented by a stock certificate. This is a fancy piece of paper that is proof of your ownership. In today&#39;s computer age, you won&#39;t actually get to see this document because your brokerage keeps these records electronically, which is also known as holding shares.&lt;/span&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp;This is done to make the shares easier to trade. In the past, when a person wanted to sell his or her shares, that person physically took the certificates down to the brokerage. Now, trading with a click of the mouse or a phone call makes life easier for everybody.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;span style=&quot;background-color: white; line-height: 20px; text-align: -webkit-auto;&quot;&gt;Why would a company want to share its assets and earnings with the general public? Because it needs the money, of course. Companies only have two ways to raise money to cover start-up costs or expand the business: It can either borrow money (a process known as&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-color: white; line-height: 20px; text-align: -webkit-auto;&quot;&gt;debt financing&lt;/strong&gt;&lt;span style=&quot;background-color: white; line-height: 20px; text-align: -webkit-auto;&quot;&gt;) or sell stock (also known as&amp;nbsp;&lt;/span&gt;&lt;strong style=&quot;background-color: white; line-height: 20px; text-align: -webkit-auto;&quot;&gt;equity financing&lt;/strong&gt;&lt;span style=&quot;background-color: white; line-height: 20px; text-align: -webkit-auto;&quot;&gt;).&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;/div&gt;
&lt;ul style=&quot;text-align: left;&quot;&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;b&gt;Debt financing&lt;/b&gt;:&lt;span style=&quot;background-color: white; line-height: 18px;&quot;&gt;Debt is borrowing money from an outside source with the promise to return the principal, in addition to an agreed-upon level of interest. Although the term tends to have a negative connotation, startup companies often turn to debt to finance their operations. &amp;nbsp;In finance, debt is also referred to as “leverage.” The most popular source for debt financing is the bank, but debt can also be issued by a private company or even a friend or family member.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;/div&gt;
&lt;ul style=&quot;background-color: white; margin: 1.5em 0px; padding: 0px; position: relative; text-align: left; text-decoration: inherit; z-index: 0;&quot;&gt;&lt;ul style=&quot;line-height: 18px;&quot;&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;b style=&quot;font-style: inherit; text-decoration: inherit;&quot;&gt;Equity financing:&lt;/b&gt;&lt;span style=&quot;font-style: inherit; text-decoration: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span style=&quot;font-style: inherit; text-decoration: inherit;&quot;&gt;This involves selling shares of your company to interested investors, or putting your own money into the company.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;ul style=&quot;background-color: white; margin: 1.5em 0px; padding: 0px; position: relative; text-align: left; text-decoration: inherit; z-index: 0;&quot;&gt;
&lt;ul style=&quot;line-height: 18px;&quot;&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;b style=&quot;font-style: inherit; text-decoration: inherit;&quot;&gt;Mezzanine financing:&amp;nbsp;&lt;/b&gt;&lt;span style=&quot;font-style: inherit; text-decoration: inherit;&quot;&gt;Lenders who set up this debt tool offer the business unsecured debt (no collateral is required). The tradeoff is a high interest rate, in the 20- 30 percent range. Plus there’s a catch. The lender has the right to convert the debt into equity in the company if the company defaults on payments. Despite the high interest rate, mezzanine financing appeals to entrepreneurs because it offers quick liquidity, and even though it can be converted to equity, the issuing bank usually does not want to be an equity holder, meaning they’re not looking to control the company.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;ul style=&quot;background-color: white; margin: 1.5em 0px; padding: 0px; position: relative; text-align: left; text-decoration: inherit; z-index: 0;&quot;&gt;&lt;ul style=&quot;line-height: 18px;&quot;&gt;
&lt;li style=&quot;text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;b style=&quot;font-style: inherit; text-decoration: inherit;&quot;&gt;Hybrid financing:&amp;nbsp;&lt;/b&gt;&lt;span style=&quot;font-style: inherit; text-decoration: inherit;&quot;&gt;Most likely you’ll turn to a combination of debt and equity financing to fund your venture. The question then becomes: What is the proper combination? When deciding optimal capital structure, a common finance theory is the Modigliani-Miller theorem, which states that in a perfect market, without taxes, the value of a firm is the same whether it is financed completely by debt or equity or a hybrid. This, however, is considered too theoretical since real companies do have to pay taxes, and there are costs associated with bankruptcy. There are several other theories and formulas on determining optimal capital structures.&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/ul&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: white; font-family: Verdana, Geneva, sans-serif; text-decoration: inherit;&quot;&gt;For ordinary shareholders, not being able to manage the company isn&#39;t such a big deal. After all, the idea is that you don&#39;t want to have to work to make money, right? The importance of being a shareholder is that you are entitled to a portion of the company’s profits and have a claim on assets. Profits are sometimes paid out in the form of&amp;nbsp;dividends. The more shares you own, the larger the portion of the profits you get. Your claim on assets is only relevant if a company goes&amp;nbsp;bankrupt. In case of&amp;nbsp;liquidation, you&#39;ll receive what&#39;s left after all the creditors have been paid&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: white; font-family: Verdana, Geneva, sans-serif; text-decoration: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: white; font-family: Verdana, Geneva, sans-serif; text-decoration: inherit;&quot;&gt;Issuing stock is advantageous for the company because it does not require the company to pay back the money or make interest payments along the way. All that the shareholders get in return for their money is the hope that the shares will someday be worth more than what they paid for them. The first sale of a stock, which is issued by the private company itself, is called the&amp;nbsp;initial public offering&amp;nbsp;(IPO). &amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: white; font-family: Verdana, Geneva, sans-serif; text-decoration: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: white; font-family: Verdana, Geneva, sans-serif; text-decoration: inherit;&quot;&gt;It is important that you understand the distinction between a company financing through debt and financing through equity. When you buy a debt investment such as a bond, you are guaranteed the return of your money (the principal) along with promised interest payments. This isn&#39;t the case with an equity investment. By becoming an owner, you assume the risk of the company not being successful - just as a small business owner isn&#39;t guaranteed a return, neither is a shareholder. As an owner, your claim on assets is less than that of creditors. This means that if a company goes bankrupt and liquidates, you, as a shareholder, don&#39;t get any money until the banks and bondholders have been paid out; we call this&amp;nbsp;absolute priority. Shareholders earn a lot if a company is successful, but they also stand to lose their entire investment if the company isn&#39;t successful.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: white; font-family: Verdana, Geneva, sans-serif; text-decoration: inherit;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: white; font-family: Verdana, Geneva, sans-serif; text-decoration: inherit;&quot;&gt;Another extremely important feature of stock is its limited liability, which means that, as an owner of a stock, you are not personally liable if the company is not able to pay its debts. Other companies such as&amp;nbsp;partnerships&amp;nbsp;are set up so that if the partnership goes bankrupt the creditors can come after the partners (shareholders) personally and sell off their house, car, furniture, etc. Owning stock means that, no matter what, the maximum value you can lose is the value of your investment. Even if a company of which you are a shareholder goes bankrupt, you can never lose your personal assets&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong style=&quot;background-color: white; font-family: Verdana, Geneva, sans-serif; text-decoration: inherit;&quot;&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;strong style=&quot;background-color: white; font-family: Verdana, Geneva, sans-serif; text-decoration: inherit;&quot;&gt;Risk&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;background-color: white; font-family: Verdana, Geneva, sans-serif; text-decoration: inherit;&quot;&gt;It must be emphasized that there are no guarantees when it comes to individual stocks. Some companies pay out dividends, but many others do not. And there is no obligation to pay out dividends even for those firms that have traditionally given them. Without dividends, an investor can make money on a stock only through its&amp;nbsp;appreciation&amp;nbsp;in the open market. On the downside, any stock may go bankrupt, in which case your investment is worth nothing.&lt;/span&gt;&lt;/div&gt;
&lt;ul style=&quot;background-color: white; margin: 1.5em 0px; padding: 0px; position: relative; text-align: left; z-index: 0;&quot;&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
Although risk might sound all negative, there is also a bright side. Taking on greater risk demands a greater return on your investment. This is the reason why stocks have historically outperformed other investments such as bonds or savings accounts. Over the long term, an investment in stocks has historically had an average return of around 10-12%.&lt;/div&gt;
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&lt;div style=&quot;text-align: justify;&quot;&gt;
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&lt;span style=&quot;font-family: Verdana, Geneva, sans-serif; font-size: x-small;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;
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&lt;/span&gt;&lt;/li&gt;
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&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #333333; font-family: verdana;&quot;&gt;&lt;span style=&quot;font-size: 12px; line-height: 18px;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/8965486572497390364/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/how-to-invest-in-stock-markets-in-india.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/8965486572497390364'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/8965486572497390364'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/how-to-invest-in-stock-markets-in-india.html' title='How to invest in Stock Markets in India -source Investopedia'/><author><name>Veera</name><uri>http://www.blogger.com/profile/03214025749198851867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMxPr61WtGjwerjlL2rZv8Vvx8FFqU7iEKr-BFVVGm6KAz_SDYhmO3PpCzPtTEahi_kYTzWbu1nAWy-UCJOuzFdvDsytOmcCpt07J3XvY-PiE_6gCgR9OUMQhKYy5cUJQ/s113/120320081850.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5186881244031874046.post-7663342497816639442</id><published>2012-06-13T00:04:00.003-07:00</published><updated>2012-06-13T13:27:59.197-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="bailout"/><category scheme="http://www.blogger.com/atom/ns#" term="ECB"/><category scheme="http://www.blogger.com/atom/ns#" term="Europe Crisis"/><category scheme="http://www.blogger.com/atom/ns#" term="European Union"/><category scheme="http://www.blogger.com/atom/ns#" term="Germany"/><category scheme="http://www.blogger.com/atom/ns#" term="Greece"/><category scheme="http://www.blogger.com/atom/ns#" term="Obama"/><title type='text'>Why a German bailout will make euro zone worse? -source ET</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;Although Europe may seem far away from the economic life of the average American, the fate of the euro zone weighs heavily on the United States economy. Pension funds have invested in bonds issued by southern European states, while banks and insurance companies have underwritten a sizable fraction of the credit-default swaps protecting investors against default.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;It&#39;s no wonder, then, that President Obama is urging Germany to share in the debt of the euro zone&#39;s southern nations. But in doing so, he and others overlook several critical facts.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;For one thing, such a bailout is illegal under the&lt;/span&gt;&lt;a href=&quot;http://economictimes.indiatimes.com/topic/Maastricht-Treaty&quot; style=&quot;background-color: white; color: #024e97; font-family: arial; font-size: 13px; line-height: 18px; text-decoration: none;&quot;&gt;Maastricht Treaty&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;, which governs the euro zone. Because the treaty is law in each member state, a bailout would be rejected by Germany&#39;s Constitutional Court.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;Moreover, a bailout doesn&#39;t make economic sense, and would likely make the situation worse. Such schemes violate the liability principle, one of the constituting principles of a market economy, which holds that it is the creditors&#39; responsibility to choose their debtors. If debtors cannot repay, creditors should bear the losses.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;If we give up the liability principle, the European market economy will lose its most important allocative virtue: the careful selection of investment opportunities by creditors. We would then waste part of the capital generated by the arduous savings of earlier generations. I am surprised that the president of the world&#39;s most successful capitalist nation would overlook this.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;This does not mean there can be no systematic risk-sharing between the states of Europe. But for that to happen, the countries should first form a common nation, with a constitution, a common legal superstructure, a monopoly on power to ensure obedience to the law and a common army for external defense.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;Otherwise, there is nothing to counter the strong centrifugal forces created by redistribution schemes, which would inevitably lead to political eruptions that would threaten the stability of the Continent. The&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://economictimes.indiatimes.com/topic/European-Union&quot; style=&quot;background-color: white; color: #024e97; font-family: arial; font-size: 13px; line-height: 18px; text-decoration: none;&quot;&gt;European Union&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;&amp;nbsp;has enjoyed a long period of stability because it abstained from sizable interregional redistribution. This period would end if we redistributed incomes or debt without creating a United States of Europe.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;Unfortunately, not one of these conditions is met in Europe today and won&#39;t be in the foreseeable future, because the euro zone countries, above all France, are unwilling to give up sufficient sovereignty.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;Even a European nation, however, should not socialize debt, a lesson demonstrated by the United States in the 19th century.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;When Secretary of the Treasury&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://economictimes.indiatimes.com/topic/Alexander-Hamilton&quot; style=&quot;background-color: white; color: #024e97; font-family: arial; font-size: 13px; line-height: 18px; text-decoration: none;&quot;&gt;Alexander Hamilton&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;&amp;nbsp;socialized the states&#39; war debt after the Revolutionary War, he raised the expectation of further debt socialization in the future, which induced the states to over-borrow.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;This resulted in political tensions in the early 19th century that severely threatened the stability of the young nation.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;It took the experience of eight states and territories going bankrupt in the 1830s and 1840s for the United States to shed socialization. Today no one suggests bailing out California, which is nearly bankrupt but is expected to find its own solutions.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;Criticism of bailouts in general does not mean, however, that Europe should eschew immediate help to crisis-stricken southern European countries. While help to avoid insolvency is dangerous, help to overcome brief liquidity crises is justified. The European Economic Advisory Group, an international think tank, has proposed providing liquidity help in the first two years of a crisis, with selective defaults according to maturity and socialization of excessive losses thereafter.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
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&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;We are, however, already in the fifth year of generous liquidity help to Europe&#39;s uncompetitive members. Since late 2007, the&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://economictimes.indiatimes.com/topic/European-Central-Bank&quot; style=&quot;background-color: white; color: #024e97; font-family: arial; font-size: 13px; line-height: 18px; text-decoration: none;&quot;&gt;European Central Bank&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;&amp;nbsp;has helped with an international shift of refinancing credit, also known as Target credit, from the core euro states to the periphery, to which the German&amp;nbsp;&lt;/span&gt;&lt;a href=&quot;http://economictimes.indiatimes.com/topic/Bundesbank&quot; style=&quot;background-color: white; color: #024e97; font-family: arial; font-size: 13px; line-height: 18px; text-decoration: none;&quot;&gt;Bundesbank&lt;/a&gt;&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;&amp;nbsp;has contributed $874 billion. Greece&#39;s and Portugal&#39;s entire current account deficits were financed that way.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;Moreover, since May 2010, the E.C.B. has bought more than $250 billion in government bonds, while nearly $500 billion has come from rescue programs and help from the I.M.F. Add to that two European rescue funds, and you have a total of $2.63 trillion.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #404040; font-family: arial; font-size: 13px; line-height: 18px;&quot;&gt;It is unfair for critics to ask Germany to bear even more risk. Should Greece, Ireland, Italy, Portugal and Spain go bankrupt and repay nothing, while the euro survives, Germany would lose $899 billion. Should the euro fail, Germany would lose over $1.35 trillion, more than 40 percent of its GDP. Has the United States ever incurred a similar risk for helping other countries?&lt;/span&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/7663342497816639442/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/why-german-bailout-will-make-euro-zone.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/7663342497816639442'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/7663342497816639442'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/why-german-bailout-will-make-euro-zone.html' title='Why a German bailout will make euro zone worse? -source ET'/><author><name>Veera</name><uri>http://www.blogger.com/profile/03214025749198851867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMxPr61WtGjwerjlL2rZv8Vvx8FFqU7iEKr-BFVVGm6KAz_SDYhmO3PpCzPtTEahi_kYTzWbu1nAWy-UCJOuzFdvDsytOmcCpt07J3XvY-PiE_6gCgR9OUMQhKYy5cUJQ/s113/120320081850.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5186881244031874046.post-3077991725382954104</id><published>2012-06-12T23:47:00.000-07:00</published><updated>2012-06-12T23:47:03.368-07:00</updated><title type='text'>Understanding Long term and Short term Capital Gains -source moneycontrol.com</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;div style=&quot;background-color: white; color: #333333; font-family: arial; font-size: 15px; line-height: 20px; padding: 5px 0px;&quot;&gt;
There are various asset classes like equity, debt, gold, &amp;amp; real estate where you invest according to the time horizon of your goals and risk appetite. The gains from these investments are termed as capital gains and taxed differently. Since any tax liability impact your returns from the investment, it&#39;s important to have awareness on the net gains you will receive.&amp;nbsp;&lt;/div&gt;
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The capital gains from above mentioned asset classes is classified as long term or short term based on the holding period of investment. For e.g. in real estate, if you have held the asset for more than 3 years it is treated as long term. Contrary to this in equities, investment for more than a year is treated as long term.&lt;/div&gt;
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Here are some calculations to show how long term and short term capital gains are derived and how it can help in reducing your taxability:&lt;/div&gt;
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&lt;strong style=&quot;margin: 0px; padding: 0px;&quot;&gt;1.&amp;nbsp;Long term Capital Gains&lt;/strong&gt;: A long term capital gain arises when you hold any asset for a defined period. This period ranges from one year to three year across different asset classes. The table below shows the holding period for long term gains in various asset classes and the applicable tax rate:&lt;/div&gt;
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&lt;img align=&quot;left&quot; border=&quot;0&quot; height=&quot;194&quot; src=&quot;http://www.moneycontrol.com/news_image_files/2012/c/capgains2.JPG&quot; style=&quot;border: 0px; height: 188px; margin: 0px; padding: 0px; vertical-align: middle; width: 377px;&quot; width=&quot;383&quot; /&gt;&lt;/div&gt;
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As can be inferred from the data, equities enjoy zero taxability on long term capital gains while in real estate or physical gold investment you have to pay a flat rate. Due to these variations the post-tax returns from these asset classes can vary substantially. There are provisions in income tax to reduce LTCG through indexation or save LTCG tax from some of these instruments by investing it in other alternatives.&lt;/div&gt;
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&lt;br style=&quot;margin: 0px; padding: 0px;&quot; /&gt;&lt;strong style=&quot;margin: 0px; padding: 0px;&quot;&gt;Indexation Benefit&lt;/strong&gt;:&amp;nbsp; Inflation constantly erodes real value of money through rise in prices. Due to this even if your investment have risen four times the purchasing power of money will have went down 50% from the time you made investment. To reduce the impact of inflation on your investment, indexation benefit is provided in calculating long term capital gains. Through this benefit you can adjust your capital gains from inflation by applying an appropriate factor from cost inflation index to the original units.&lt;/div&gt;
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&lt;strong style=&quot;margin: 0px; padding: 0px;&quot;&gt;Here is how indexation benefits works:&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: #333333; font-family: arial; font-size: 15px; line-height: 20px; padding: 5px 0px;&quot;&gt;
Cost of purchasing a property in 2007- Rs 3500000&lt;/div&gt;
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Cost of selling the property in 2011&amp;nbsp;- Rs 5000000&lt;/div&gt;
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Inflation Index- 2007&amp;nbsp;&amp;nbsp; -&amp;nbsp; 551&lt;br style=&quot;margin: 0px; padding: 0px;&quot; /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 2011&amp;nbsp; -&amp;nbsp; 785&lt;/div&gt;
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Indexed Purchase cost- 3500000*785/551= Rs 4986388&lt;/div&gt;
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Long Term Capital Gains= 5000000-4986388 = Rs 13612*&lt;/div&gt;
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Tax on LTCG= 13612*20%=&amp;nbsp; Rs 2722&lt;/div&gt;
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Education Cess= 2722*3% =&amp;nbsp; Rs 82&lt;/div&gt;
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Total Tax on LTCG = Rs 2804&lt;/div&gt;
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&lt;strong style=&quot;margin: 0px; padding: 0px;&quot;&gt;&lt;em style=&quot;margin: 0px; padding: 0px;&quot;&gt;*The non- indexed gain would have been Rs 15 lakh&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
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Thus, the indexation benefit reduces the tax liability substantially which otherwise would have been a huge payout for any investor.&lt;/div&gt;
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&lt;strong style=&quot;margin: 0px; padding: 0px;&quot;&gt;2.&amp;nbsp;Short Term Capital Gains:&amp;nbsp;&lt;/strong&gt;Investments in any asset class if held for a very short period is taxed as short term capital gains. Except equity, short term gains from other assets is included in investor&#39;s income and taxed at slab rate. The data below highlights the&amp;nbsp; taxation structure in case of short term capital gains:&lt;/div&gt;
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&lt;img align=&quot;left&quot; border=&quot;0&quot; height=&quot;111&quot; src=&quot;http://www.moneycontrol.com/news_image_files/2012/c/capgains1.JPG&quot; style=&quot;border: 0px; margin: 0px; padding: 0px; vertical-align: middle;&quot; width=&quot;416&quot; /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: Arial; font-size: xx-small; margin: 0px; padding: 0px;&quot;&gt;*Education cess of 3% is applicable on all tax rates&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;background-color: white; color: #333333; font-family: Arial; font-size: xx-small; line-height: 20px; margin: 0px; padding: 0px;&quot;&gt;&lt;div style=&quot;font-family: arial; font-size: 15px; padding: 5px 0px;&quot;&gt;
&lt;strong style=&quot;margin: 0px; padding: 0px;&quot;&gt;This is how short term capital gains are calculated:&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: arial; font-size: 15px; padding: 5px 0px;&quot;&gt;
Cost of Equity Mutual Funds units bought in 2011- Rs 100000&lt;/div&gt;
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Price of same units sold after 6 months - Rs 120000&lt;/div&gt;
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Short Term capital Gains&amp;nbsp;- Rs 20000&lt;/div&gt;
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Tax Applicable- 20000*15%= Rs 3000&lt;/div&gt;
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&amp;nbsp;Education Cess -&amp;nbsp; 3000*3%=Rs&amp;nbsp; 90&lt;/div&gt;
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Total Tax payable= Rs 3090&lt;/div&gt;
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With complex capital gains tax structure, it&#39;s wise to first make yourself aware on the net returns i.e. post tax returns you will earn, whenever you intend to make any investment. This will help in analyzing the amount of wealth creation you will create after paying your tax liabilities.&lt;/div&gt;
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- &amp;nbsp;&lt;a href=&quot;http://www.moneycontrol.com/mccode/news/searchresult.php?search_data=++Jitendra+solanki&amp;amp;cid=News&amp;amp;mbsearch_str=&amp;amp;topsearch_type=3&amp;amp;search_str=++Jitendra+solanki&quot; style=&quot;margin: 0px; padding: 0px; text-decoration: none;&quot;&gt;Jitendra Solanki&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;font-family: arial; font-size: 15px; padding: 5px 0px;&quot;&gt;
The author is a Certified Financial Planner and Founder of JS Financial Advisors. You can reach him at&amp;nbsp;&lt;a href=&quot;mailto:jsfadvisors@gmail.com&quot; style=&quot;margin: 0px; padding: 0px; text-decoration: none;&quot;&gt;jsfadvisors@gmail.com&lt;/a&gt;&lt;/div&gt;
&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/3077991725382954104/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/understanding-long-term-and-short-term.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/3077991725382954104'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/3077991725382954104'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/understanding-long-term-and-short-term.html' title='Understanding Long term and Short term Capital Gains -source moneycontrol.com'/><author><name>Veera</name><uri>http://www.blogger.com/profile/03214025749198851867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMxPr61WtGjwerjlL2rZv8Vvx8FFqU7iEKr-BFVVGm6KAz_SDYhmO3PpCzPtTEahi_kYTzWbu1nAWy-UCJOuzFdvDsytOmcCpt07J3XvY-PiE_6gCgR9OUMQhKYy5cUJQ/s113/120320081850.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5186881244031874046.post-810879730115326306</id><published>2012-06-12T23:44:00.002-07:00</published><updated>2012-06-13T13:29:23.608-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Edelweiss"/><category scheme="http://www.blogger.com/atom/ns#" term="Euro zone"/><category scheme="http://www.blogger.com/atom/ns#" term="Greece"/><category scheme="http://www.blogger.com/atom/ns#" term="India GDP"/><category scheme="http://www.blogger.com/atom/ns#" term="India Growth"/><category scheme="http://www.blogger.com/atom/ns#" term="Inflation"/><title type='text'>Interest rates have to fall to 5.5-6% to spur growth - source Firstpost</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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Edelweiss Chairman Rashesh Shah feels a 25 basis points (0.25 percent) cut in the repo rate is likely when the Reserve Bank of India (RBI) meets on 18 June for a review of its annual monetary policy. However, Shah says this would hardly be enough. The economy needs four or five more cuts and rates need to come down to the region of 5.5-6 percent to bring the growth momentum back.&lt;/div&gt;
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“The factors are in place for a 25 bps rate cut on 18 June. But unless there are four or five more cuts after that, it won’t make much of a difference,” Shah told&amp;nbsp;&lt;em style=&quot;border: 0px; font: inherit; margin: 0px; padding: 0px; vertical-align: baseline;&quot;&gt;Firstpost&lt;/em&gt;&amp;nbsp;in an interview. “Even after a 25 bps rate cut, you’ll still be at 7.75 percent. You need rates down to 5.5-6 percent at least to spur growth. I don’t know whether the RBI has room for four-five cuts this year.”&lt;/div&gt;
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&lt;a href=&quot;http://www.firstpost.com/wp-content/uploads/2012/06/Rashesh.jpg&quot; style=&quot;-webkit-tap-highlight-color: rgba(0, 0, 0, 0); border: 0px; color: #11537c; font-family: &#39;Lucida Grande&#39;, Arial, sans-serif; font-size: 12px; font: inherit; line-height: 1.5em; margin: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;size-full wp-image-337798&quot; height=&quot;285&quot; src=&quot;http://www.firstpost.com/wp-content/uploads/2012/06/Rashesh.jpg&quot; style=&quot;border: 0px none; display: inline; font: inherit; line-height: 1.5em; margin-bottom: 0px; margin-left: 0px !important; margin-right: 0px !important; margin-top: 0px !important; padding: 0px; vertical-align: baseline;&quot; title=&quot;Rashesh&quot; width=&quot;380&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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Edelweiss Chairman Rashesh Shah said the markets were hoping for more cuts this year even after a possible rate cut on 18 June. Firstpost&lt;/div&gt;
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Shah, whose Edelweiss Group offers a range of financial services from asset management, life insurance to home loans and investment banking, said the markets were hoping for more cuts this year even after a possible rate cut on 18 June. “But inflation remains sticky. It’s not coming down. If oil prices go up again on a quantitative easing (QE3), then once again there will be implications. Oil long is always equal to dollar short. In India’s case, much of the consumption-driven growth is a result of social spending. For inflation to come down, the supply side constraints have to be opened up,” he said.&lt;/div&gt;
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“If you’re consuming but there’s no supply because investments are not happening as they should, that’s always going to be inflationary. On the other hand, if you squeeze consumption, there’s the risk of GDP coming down, which is what we’re witnessing,” Shah explained.&lt;/div&gt;
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The GDP growth rate, he said, has to ideally be 150-200 bps higher than inflation. “So if inflation is at 7, your GDP should be 8.5-9. Inflation and GDP at 7 is not good. And inflation higher than GDP will not be a&amp;nbsp; good time for India.”&lt;/div&gt;
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Pointing out that inflation won’t be addressed merely by oil prices coming down, he reiterated that the supply side must be freed up. Commenting on the initiative taken by the Prime Minister’s Office on kickstarting core projects, he said if investments started now, the results will be seen in a year or 18 months. “It’s good we’re starting now at least. But we have to see action rather than just talk. Diesel pricing, freeing FDI in retail and insurance…a lot of things are there to be done. Real confidence will come once these things happen. Now it’s largely sentiment driven,” Shah said.&lt;/div&gt;
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Pointing out that generally governments act only when there’s a crisis, he said the fall in the rupee and the GDP figure of 5.3 percent for the fourth quarter of FY12 had now created a sense of crisis. “That’s how all democracies work. We don’t allow governments to work unless there is a problem. We allow them to fix problems only after it has happened,” he pointed out. “The macro parameters will take a year or year-and-a-half to return to better levels, though the sentiment may improve before that.”&lt;/div&gt;
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He said a possible exit of&amp;nbsp;&lt;a href=&quot;http://www.firstpost.com/topic/place/greece-profile-1406.html&quot; style=&quot;-webkit-tap-highlight-color: rgba(0, 0, 0, 0); border: 0px; color: #11537c; font-size: 15px; font: inherit; margin: 0px; padding: 0px; text-decoration: none; vertical-align: baseline;&quot; target=&quot;_self&quot; title=&quot;Greece&quot;&gt;Greece&lt;/a&gt;&amp;nbsp;from the eurozone will also have implications for India. This apart, if oil climbs back to $108-110 levels on QE3, there will be a fresh panic situation in the country. “We in India are constantly worrying about one thing or other. But a 10 percent increase can happen in oil after falling 18 percent in May. We can’t always worry.”&lt;/div&gt;
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Shah reckoned that India will do 6 percent growth, which is “not great.” He said: “At 6 percent profitability won’t be high, employment creation will also not be high. At that rate, it will create three million jobs a year when we need 8-10 million jobs. Everything is sub-par at 6 percent.”&lt;/div&gt;
&lt;br class=&quot;Apple-interchange-newline&quot; /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/810879730115326306/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/interest-rates-have-to-fall-to-55-6-to.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/810879730115326306'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/810879730115326306'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/interest-rates-have-to-fall-to-55-6-to.html' title='Interest rates have to fall to 5.5-6% to spur growth - source Firstpost'/><author><name>Veera</name><uri>http://www.blogger.com/profile/03214025749198851867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMxPr61WtGjwerjlL2rZv8Vvx8FFqU7iEKr-BFVVGm6KAz_SDYhmO3PpCzPtTEahi_kYTzWbu1nAWy-UCJOuzFdvDsytOmcCpt07J3XvY-PiE_6gCgR9OUMQhKYy5cUJQ/s113/120320081850.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5186881244031874046.post-5668618720773904480</id><published>2012-06-12T23:41:00.004-07:00</published><updated>2012-06-13T13:30:14.266-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="core projects"/><category scheme="http://www.blogger.com/atom/ns#" term="economic grwth"/><category scheme="http://www.blogger.com/atom/ns#" term="India GDP"/><category scheme="http://www.blogger.com/atom/ns#" term="Prime Minister"/><title type='text'>Govt to spur growth with core projects- source Deccan Herald</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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As against impressive growth rates in the past years, the GDP grew by just 6.5 per cent last fiscal, the lowest in nine years.&lt;/div&gt;
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At the meeting, the Prime Minister made no announcement about any major next generation reform policy initiatives that the government might intend to take, though there have been speculations about it.&lt;/div&gt;
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Foreign investors in particular have been pressing for next generation reforms to revive investments and spur growth. But, he said achieving the stiff investment targets during the fiscal year in the six sectors will be &quot;key to success and will inspire confidence about the overall economic growth rate.&quot;It is &quot;imperative to take measures to give a boost to our economy. There is a need to revive business and investor sentiment,&quot; the prime minister told the meeting. He emphasised the urgent need to take effective measures to &quot;reverse the situation and revive India&#39;s growth story.&lt;/div&gt;
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These will turnaround India and take it back to a growth path of 9 per cent.&quot;Among others, the meeting approved to award 9,500 km of roads for construction this year in the place of 7,000 km target set earlier. Similarly, in railways, shipping and more crucial aviation sectors, the targets have been enhanced in order to meet the government&#39;s reform commitment.&lt;/div&gt;
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Infrastructure sectorIndia requires $1 trillion for the development of the infrastructure sector during the 12th Plan (2012-17) of which it expects 50 per cent from private sector. In railways, it was decided to award contracts on the elevated rail corridor in Mumbai among other things.&lt;/div&gt;
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In shipping, it was decided to award work for two new major public-private partnership port projects, in addition to capacity addition targets which are three times the targets for the last year.&lt;/div&gt;
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In civil aviation, work would be awarded on three greenfield airports in Navi Mumbai, Goa and Kannur and new international airports at Lucknow, Varanasi, Coimbatore, Trichy and Gaya. Contracts worth almost Rs 50,000 crore will be awarded in the port sector this year.&lt;/div&gt;
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&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/5668618720773904480/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/govt-to-spur-growth-with-core-projects.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/5668618720773904480'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/5668618720773904480'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/govt-to-spur-growth-with-core-projects.html' title='Govt to spur growth with core projects- source Deccan Herald'/><author><name>Veera</name><uri>http://www.blogger.com/profile/03214025749198851867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMxPr61WtGjwerjlL2rZv8Vvx8FFqU7iEKr-BFVVGm6KAz_SDYhmO3PpCzPtTEahi_kYTzWbu1nAWy-UCJOuzFdvDsytOmcCpt07J3XvY-PiE_6gCgR9OUMQhKYy5cUJQ/s113/120320081850.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5186881244031874046.post-3902460765812086987</id><published>2012-06-12T23:35:00.000-07:00</published><updated>2012-06-13T13:30:58.929-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Corporate bonds"/><category scheme="http://www.blogger.com/atom/ns#" term="foreign debt limit"/><category scheme="http://www.blogger.com/atom/ns#" term="Government bonds"/><category scheme="http://www.blogger.com/atom/ns#" term="SEBI"/><title type='text'>India to sell unused foreign debt limit on June 20 - source  Reuters</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565166_4&quot;&gt;India&lt;/span&gt;&amp;nbsp;will sell the unused&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565166_6&quot;&gt;foreign debt&lt;/span&gt;&amp;nbsp;limit in government and&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565166_0&quot;&gt;corporate bonds&lt;/span&gt;&amp;nbsp;to&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565166_7&quot;&gt;overseas investors&lt;/span&gt;&amp;nbsp;on June 20, stock market regulator&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565166_3&quot;&gt;SEBI&lt;/span&gt;&amp;nbsp;informed&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565166_5&quot;&gt;custodian banks&lt;/span&gt;&amp;nbsp;on Wednesday, a source told Reuters.&lt;/div&gt;
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The unused limits in&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565166_2&quot;&gt;government bonds&lt;/span&gt;&amp;nbsp;to be auctioned under the no-residual maturity restriction category is 14.64 billion rupees, and under residual maturity of over 5 years is 38.37 billion rupees, the&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565166_1&quot;&gt;Securities Exchange Board of India&lt;/span&gt;&amp;nbsp;(SEBI) told banks.&lt;/div&gt;
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Under corporate bonds with no residual maturity or sector restriction, the unused limit to be sold is 15.99 billion rupees and under corporate bonds long-term infrastructure category the amount to be sold is 78.02 billion rupees.&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/3902460765812086987/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/india-to-sell-unused-foreign-debt-limit.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/3902460765812086987'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/3902460765812086987'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/india-to-sell-unused-foreign-debt-limit.html' title='India to sell unused foreign debt limit on June 20 - source  Reuters'/><author><name>Veera</name><uri>http://www.blogger.com/profile/03214025749198851867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMxPr61WtGjwerjlL2rZv8Vvx8FFqU7iEKr-BFVVGm6KAz_SDYhmO3PpCzPtTEahi_kYTzWbu1nAWy-UCJOuzFdvDsytOmcCpt07J3XvY-PiE_6gCgR9OUMQhKYy5cUJQ/s113/120320081850.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5186881244031874046.post-5878643896609338986</id><published>2012-06-12T23:32:00.001-07:00</published><updated>2012-06-12T23:32:12.248-07:00</updated><title type='text'>Sahara Group to buy New York&#39;s Plaza Hotel - report</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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REUTERS -&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565291_0&quot;&gt;Sahara Group&lt;/span&gt;&amp;nbsp;is set to buy&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565291_5&quot;&gt;New York&lt;/span&gt;&#39;s&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565291_1&quot;&gt;landmark Plaza Hotel&lt;/span&gt;&amp;nbsp;for $570 million,&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565291_3&quot;&gt;The Times of India&lt;/span&gt;&amp;nbsp;reported on Tuesday.&lt;/div&gt;
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The deal for the Plaza, the 105-year-old luxury hotel near New York&#39;s Central Park, is expected to be announced by the end of this month, The Times reported, citing a source close to the talks.&lt;/div&gt;
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The Plaza is jointly owned by&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565291_2&quot;&gt;Elad Properties&lt;/span&gt;, an Israeli-owned real estate company, and Saudi-based Kingdom Holdings Co &amp;lt;4280.SE&amp;gt;, according to the hotel&#39;s website. It has been managed by&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565291_4&quot;&gt;Fairmont Hotels &amp;amp; Resorts Inc&lt;/span&gt;&amp;nbsp;since 1999.&lt;/div&gt;
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Elad, has agreed to sell its stake to Sahara Group, the Times reported, citing a source.&lt;/div&gt;
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Kingdom, the investment vehicle of Saudi billionaire&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565291_6&quot;&gt;Prince Alwaleed bin Talal&lt;/span&gt;, will hold a 25 percent stake once the deal is completed, according to the report.&lt;/div&gt;
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The report also said Fairmont would continue to operate the Plaza for two years before handing over control to Sahara.&lt;/div&gt;
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Sahara could not be reached immediately for comment. Elad, Fairmont and Plaza officials did not immediately return calls seeking comment.&lt;/div&gt;
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Sahara bought London&#39;s&amp;nbsp;&lt;span class=&quot;yshortcuts&quot; id=&quot;lw_1339565291_7&quot;&gt;Grosvenor House Hotel&lt;/span&gt;&amp;nbsp;in 2010 and is in negotiations to buy out some Marriott hotels in London, according to the report.&lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://stockgeeks.blogspot.com/feeds/5878643896609338986/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/sahara-group-to-buy-new-yorks-plaza.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/5878643896609338986'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5186881244031874046/posts/default/5878643896609338986'/><link rel='alternate' type='text/html' href='http://stockgeeks.blogspot.com/2012/06/sahara-group-to-buy-new-yorks-plaza.html' title='Sahara Group to buy New York&#39;s Plaza Hotel - report'/><author><name>Veera</name><uri>http://www.blogger.com/profile/03214025749198851867</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='24' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiMxPr61WtGjwerjlL2rZv8Vvx8FFqU7iEKr-BFVVGm6KAz_SDYhmO3PpCzPtTEahi_kYTzWbu1nAWy-UCJOuzFdvDsytOmcCpt07J3XvY-PiE_6gCgR9OUMQhKYy5cUJQ/s113/120320081850.jpg'/></author><thr:total>0</thr:total></entry></feed>