tag:blogger.com,1999:blog-18014544557589107772018-03-05T23:38:56.939-08:00Measured ApproachThe Other End of the "E" TrainRon Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.comBlogger86125tag:blogger.com,1999:blog-1801454455758910777.post-76881843860971319292013-06-02T16:13:00.001-07:002013-06-02T16:13:32.841-07:00Trading Picks 5-31-13<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-QYOuJsoXhQs/UavRjjW7WyI/AAAAAAAAAtk/ZzErlYeDyhQ/s1600/5-31-13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="306" src="http://2.bp.blogspot.com/-QYOuJsoXhQs/UavRjjW7WyI/AAAAAAAAAtk/ZzErlYeDyhQ/s320/5-31-13.jpg" width="320" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-21739670785416769432013-05-25T09:19:00.001-07:002013-05-25T09:20:04.502-07:00Trading Picks - 5/24/2013<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-Hl4g-INoCB8/UaDka5Zv1WI/AAAAAAAAAtU/FLCp3pyMUAE/s1600/5-24-13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="566" src="http://2.bp.blogspot.com/-Hl4g-INoCB8/UaDka5Zv1WI/AAAAAAAAAtU/FLCp3pyMUAE/s640/5-24-13.jpg" width="640" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-74670701750676493102013-05-18T08:37:00.000-07:002013-05-18T08:37:48.372-07:00Trading Picks 5-17-13<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-Ni-oRQAIVSI/UZegECAYNzI/AAAAAAAAAtE/2fJEbXc2k2Y/s1600/5-17-13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="http://1.bp.blogspot.com/-Ni-oRQAIVSI/UZegECAYNzI/AAAAAAAAAtE/2fJEbXc2k2Y/s640/5-17-13.jpg" width="562" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-40807361290735921752013-05-11T09:01:00.001-07:002013-05-11T09:01:02.407-07:00Trading Picks<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/--btd32tFKbQ/UY5rNbJr80I/AAAAAAAAAsk/z_GTMX-m8Ao/s1600/05-10-13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://1.bp.blogspot.com/--btd32tFKbQ/UY5rNbJr80I/AAAAAAAAAsk/z_GTMX-m8Ao/s320/05-10-13.jpg" width="313" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-58525885722556774862013-05-04T07:24:00.000-07:002013-05-04T07:24:29.370-07:00Trading Picks<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-wsAyGpEzMFU/UYUZzjdqzMI/AAAAAAAAAsU/jvmMniiB4Ls/s1600/05-03-13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="251" src="http://2.bp.blogspot.com/-wsAyGpEzMFU/UYUZzjdqzMI/AAAAAAAAAsU/jvmMniiB4Ls/s320/05-03-13.jpg" width="320" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-52760775485470922122013-04-28T10:59:00.002-07:002013-04-28T11:00:42.887-07:00Trading Picks 4-28-13<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-S2H_7aDCOec/UX1jgvCHztI/AAAAAAAAAr4/6eA591IVzFI/s1600/4-28-13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="392" src="http://2.bp.blogspot.com/-S2H_7aDCOec/UX1jgvCHztI/AAAAAAAAAr4/6eA591IVzFI/s640/4-28-13.jpg" width="640" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-39497224003746187672013-04-20T17:08:00.002-07:002013-04-20T17:08:38.892-07:00Trading Picks<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-XHwx3cbplBI/UXMt9gksr7I/AAAAAAAAAro/yXAXzvGDznQ/s1600/4-19-13.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="227" src="http://4.bp.blogspot.com/-XHwx3cbplBI/UXMt9gksr7I/AAAAAAAAAro/yXAXzvGDznQ/s320/4-19-13.jpg" width="320" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-83445304925483848152012-10-21T07:43:00.001-07:002012-10-21T07:43:05.943-07:00Trading Picks<div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-glck6HLpHwY/UIQJ6bFMK3I/AAAAAAAAAqo/HLX39vYkwUU/s1600/Trading+Picks+10-19-12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="190" src="http://1.bp.blogspot.com/-glck6HLpHwY/UIQJ6bFMK3I/AAAAAAAAAqo/HLX39vYkwUU/s320/Trading+Picks+10-19-12.jpg" width="320" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-91947458792842841392012-10-14T11:19:00.001-07:002012-10-14T11:19:13.524-07:00Trading Picks<div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-zHMZ41LLeuw/UHsCFaS4g4I/AAAAAAAAAqY/LfWgXcL2ro8/s1600/Trading+Picks+10-12-12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="271" src="http://2.bp.blogspot.com/-zHMZ41LLeuw/UHsCFaS4g4I/AAAAAAAAAqY/LfWgXcL2ro8/s320/Trading+Picks+10-12-12.jpg" width="320" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-14778956300972828482012-10-06T11:18:00.002-07:002012-10-06T11:18:56.143-07:00Trading Picks<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-Rewtd7sWE68/UHB2CSfmwdI/AAAAAAAAAqI/jM8aoTlI_xw/s1600/Trading+Picks+10-05-12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="244" src="http://3.bp.blogspot.com/-Rewtd7sWE68/UHB2CSfmwdI/AAAAAAAAAqI/jM8aoTlI_xw/s320/Trading+Picks+10-05-12.jpg" width="320" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-2624349691272050412012-10-02T13:40:00.001-07:002012-10-02T13:41:12.321-07:00Trading Picks 9-28-12<div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-v4PTL4sCGZk/UGtRPx_pSBI/AAAAAAAAAp4/9ZZ7GQNajNI/s1600/Trading+Picks+9-28-12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="275" src="http://3.bp.blogspot.com/-v4PTL4sCGZk/UGtRPx_pSBI/AAAAAAAAAp4/9ZZ7GQNajNI/s320/Trading+Picks+9-28-12.jpg" width="320" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-17127320566202426362012-09-23T11:26:00.000-07:002012-09-23T11:26:13.771-07:00Trading PicksMy picks for September 21, 2012.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-AXNLRiE3wac/UF9UHNbl75I/AAAAAAAAApY/ZZlZdQFevFc/s1600/Trading+Picks.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://3.bp.blogspot.com/-AXNLRiE3wac/UF9UHNbl75I/AAAAAAAAApY/ZZlZdQFevFc/s320/Trading+Picks.jpg" width="250" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-13897877554016516012012-09-16T13:38:00.000-07:002012-09-16T13:39:05.936-07:00Trading PicksMy picks for September 14, 2012.<br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-xYwwbvm3iTc/UFY4hnhlFGI/AAAAAAAAApI/qgSO9-otu9o/s1600/Trading+Picks.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="http://3.bp.blogspot.com/-xYwwbvm3iTc/UFY4hnhlFGI/AAAAAAAAApI/qgSO9-otu9o/s640/Trading+Picks.png" width="628" /></a></div><br />Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-73373396830094905132012-04-01T10:10:00.000-07:002012-04-01T10:10:31.405-07:00Trading Picks for April<span style="font-family: Calibri;">We are continuing our series of suggesting several companies for further study. The companies listed below share several characteristics: the generate meaningful free cash flows which we consider very important, they are very profitable as measured by return on equity and they appear to be undervalued when the Enterprise to EBITDA metric is used. These companies also share one additional characteristic. Namely, they are recognized by the market and trade at or near their fifty-two week highs. Each of these companies has had a big run-up in share price. We need to ask if this run will continue. For this reason, we look at these companies as trading opportunities and not long term investments. They need to be monitored closely for changes in sentiment and underlying fundamentals.</span><br /><br /><div class="separator" style="clear: both; text-align: center;"><a href="http://2.bp.blogspot.com/-vwqELGMu6Lo/T3iLwX713TI/AAAAAAAAAUY/OwgR9ZX84so/s1600/Trading+Picks.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="161" src="http://2.bp.blogspot.com/-vwqELGMu6Lo/T3iLwX713TI/AAAAAAAAAUY/OwgR9ZX84so/s320/Trading+Picks.jpg" width="320" /></a></div><br /><div class="MsoNormal" style="margin: 0in 0in 10pt;"><br /></div><span style="font-family: Calibri;"><b style="mso-bidi-font-weight: normal;">Disclosure:</b> The author has a long position in XOM.<o:p></o:p></span>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-33427100481419357722012-02-25T09:46:00.000-08:002012-02-25T09:46:14.949-08:0022 Attractive Trading Opportunities<!--[if gte mso 9]><xml> <w:WordDocument> 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The companies are also showing signs of price momentum and are trading near their 52-week highs.</div><div class="MsoNormal"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-vagXP_DJh9Q/T0keSGRFA3I/AAAAAAAAAUQ/5cxAhJa2ZFk/s1600/Trading+Picks+02-24-12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="205" src="http://1.bp.blogspot.com/-vagXP_DJh9Q/T0keSGRFA3I/AAAAAAAAAUQ/5cxAhJa2ZFk/s320/Trading+Picks+02-24-12.jpg" width="320" /></a></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> 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Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> </div><div class="MsoNormal">This list is just a starting place for your own due diligence.</div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;">Disclosure:</b> I have a long position with MDF.</div><div class="MsoNormal"><br /></div>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-41219250078853407632012-02-18T14:57:00.000-08:002012-02-18T14:57:27.314-08:00Five Long Term Investment and 18 Trades<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> 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*/ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <br /><div class="MsoNormal">In an article recently published by <a href="http://www.seekingalpha.com/">Seeking Alpha</a> a reader commented that a recommendation was better suited as a trade rather than a long term investment. I had expressed the same thoughts in the article by stressing that the stock required close monitoring and that the upside was limited. This exchange suggested to me that I could more clearly distinguish between my selections for long term investment and picks that are more suited to trading.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">This first group of companies is suggested for the long term. Each of these companies exhibit strong operating results over the last five years. They grow earnings, free cash flow, sales and equity at a rate of at least seven percent. Analysts estimate earnings will grow at a minimum rate of seven percent over the next 3-5 years. Balance sheets appear solid with little or manageable levels of debt.</div><div class="MsoNormal"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-ACqzeGJRiSQ/T0AsMZ9NcoI/AAAAAAAAAT8/_QQhEk1aTBI/s1600/Long+Term+Focus+02-17-12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="236" src="http://3.bp.blogspot.com/-ACqzeGJRiSQ/T0AsMZ9NcoI/AAAAAAAAAT8/_QQhEk1aTBI/s640/Long+Term+Focus+02-17-12.jpg" width="640" /></a></div><div class="MsoNormal"><br /></div><div class="MsoNormal"> <!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> 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Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> </div><div class="MsoNormal">On the other hand, there are companies better suited to a more active trading profile. Each of the following companies generates plenty of free cash flow, is inexpensive based on enterprise value to EBITDA and is profitable. The companies are also showing signs of price momentum and are trading near their 52-week highs.</div><div class="MsoNormal"><br /></div><div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-q4_VL3x4lhY/T0Asb6gkgLI/AAAAAAAAAUE/jryg0820XrQ/s1600/Trading+Picks+02-17-2012.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="385" src="http://4.bp.blogspot.com/-q4_VL3x4lhY/T0Asb6gkgLI/AAAAAAAAAUE/jryg0820XrQ/s640/Trading+Picks+02-17-2012.jpg" width="640" /></a></div><div class="MsoNormal"><br /></div><div class="MsoNormal"> <!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> 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mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> </div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;">Disclosure:</b> I have a long position in MDF and may initiate a position in other stocks mentioned here.</div>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com1tag:blogger.com,1999:blog-1801454455758910777.post-41867431729564614822011-07-09T10:31:00.000-07:002011-07-09T10:31:55.877-07:002011 Mid-Year Review<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> 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Locked="false" Priority="69" SemiHidden="false" UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false" UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <br /><div class="MsoNormal">At the beginning of the year, I wrote an article that identified 19 companies that I thought would do well in 2011. It was published <a href="http://measuredapproach.wordpress.com/2011/01/02/starting-lineup-for-2011/">here</a> and on <a href="http://seekingalpha.com/article/244431-19-consistently-sound-picks-for-2011">Seeking Alpha</a>. The premise that underlined the specific selections is one of consistently. I selected companies that were profitable in each of the prior seven years; each produced free cash each year. I considered balance sheet strength, the ability to grow sales, earnings and free cash.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">There was no attempt to diversify across industry groups or differentiate by market capitalization though I did eliminate all companies trading Over-The-Counter and companies with market capitalizations of less than $100 million. I note that the market, as measured by the Dow Jones Total Stock Market Index is up about 3% for the first half of the year whereas my list of companies is up an average of 12.08%.</div><div class="MsoNormal"><br /></div><div class="MsoNormal"><img alt="" src="data:image/png;base64,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mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> </div><div class="MsoNormal">My list includes several well-known names including Apple, Bed Bath & Beyond, Oracle and Starbucks. Among the smaller companies we have Advanced Auto Parts with a market cap of $4.7 billion; Balchem with a market cap of $1.265 billion; FactSet Research $4.863 billion; NVE Corporation $0.275 billion and USANA Health Sciences with a market cap of $0.533 billion.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">USANA had the worst performance during this period having lost nearly 23% of its value. The company develops and manufactures nutritional and personal care products. Advanced Auto sees the second largest decrease in vale by falling 10.66%. AAP is a specialty retailer of automotive aftermarket parts and accessories.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">By far, our best performer is Hansin Natural, having risen 60% in this period. Hanson is a holding company whose portfolio companies manufacture and distribute non-carbonated beverages. We also saw strong performance from Balchem, Bed Bath and Beyond, Dollar Tree, priceline and Starbucks.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">It has been a tough year to stay ahead of the market. These past several months saw major declines across the board. However, there Is some comfort in knowing that investing in companies that consistently perform well over the years by producing earnings and free cash without excessive debt are resilient and adaptive.</div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b style="mso-bidi-font-weight: normal;">Disclosure:</b> The author is long BBBY.</div><div class="MsoNormal"> </div>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-10382540890522322072011-05-03T16:39:00.001-07:002011-05-03T16:40:28.422-07:007 Dividend Paying ADRs Worth Considering<a href="http://seekingalpha.com/article/266899-7-dividend-paying-adrs-worth-considering">http://seekingalpha.com/article/266899-7-dividend-paying-adrs-worth-considering</a>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-48237307901506943512011-02-13T04:35:00.001-08:002011-02-13T04:35:59.773-08:00The Best in Generic Drug Companies<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> <w:UseFELayout/> 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mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <br /><div class="MsoNormal">Prescription pharmaceutical products in the U.S. generally are marketed as either generic or brand pharmaceuticals. Generic pharmaceutical products are bioequivalent (also known as biosimilar) of their respective brand products and provide a cost-efficient alternative to brand products. Brand pharmaceutical products are marketed under brand names through programs that are designed to generate physician and consumer loyalty.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">Generic drug makers are hopeful that they will thrive over the next four or five years as some $60 billion in annual sales of branded drugs go off patent. Sandoz, the market leader for biosimilar drugs expects this market to grow to $20 billion by 2020, up from a current $250 million. There is also a second class of generic drugs, small molecule chemical drugs. Biological drugs are made of larger molecules than chemical drugs. Since generics of chemical drugs, which are made of small molecules, are relatively simple to copy, the market for generic drugs attracted a flurry of players.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">The complete article can be found <a href="http://seekingalpha.com/article/252492-the-best-in-generic-drug-company-stocks" target="_top">HERE</a>.</div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b>Disclosure: </b>The author has a long position in IPXL.</div>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-86643512813600025372011-02-07T16:47:00.001-08:002011-02-07T16:47:37.873-08:00Semiconductor Automated Test Equipment<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> 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<![endif]--> <br /><div class="MsoNormal">Today, most electronic products contain a combination of integrated circuits (ICs). As technology continues to penetrate most aspects of daily life, semiconductor devices are playing a more important role in a growing number and variety of products. Consequently, the global semiconductor industry, while experiencing significant cyclical fluctuations in its growth rate, has exhibited strong overall growth over the past 30 years.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">The design and manufacture of semiconductor devices is a complex and capital-intensive multi-step process. The process involves different types of equipment used to manufacture, assemble and test semiconductor devices. Semiconductor test equipment and services are a critical part of this complex design and manufacturing process and are utilized in each of the key design and manufacturing stages. Each of these ICs has electrical circuitry that requires validation or testing during and after the manufacturing process. The final usability of the IC is determined by testing.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">The complete article is <a href="http://seekingalpha.com/article/251131-semiconductor-test-equipment-stocks-should-do-well-when-the-economy-recovers">here</a>.</div><div class="MsoNormal"><br /></div>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-70048076011055165712011-01-30T07:54:00.000-08:002011-01-30T07:54:01.496-08:00Paper & Paper Products Industry: Two Companies Stand Out<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> 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Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <br /><div class="MsoNormal">The paper and paper products industry has numerous market segments ranging from facial tissue to the paperboard packaging segment. The paper and paper products industry provides some overlap with the container and packaging industry in that there are companies in both may produce paperboard. However, for the purpose of this article, we are producers of containerboard and corrugated containers.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">The Paperboard Packaging Council has suggested that the packaging segment will continue to see weakness for the remainder of 2011 due to reduced consumer spending but that an uptick will occur in 2012-14. They also identify several end-use markets with growth potential: pharmaceuticals and frozen and take-out foods.</div><div class="MsoNormal">The full article is available at:</div><div class="MsoNormal"><br /></div><div class="MsoNormal"><a href="http://seekingalpha.com/article/249590-paper-paper-products-industry-two-companies-stand-out">http://seekingalpha.com/article/249590-paper-paper-products-industry-two-companies-stand-out</a></div><div class="MsoNormal"><br /></div>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-31274098446121590482011-01-23T08:27:00.000-08:002011-01-23T08:27:15.132-08:00The Best in Coal<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> 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<![endif]--> <div class="MsoNormal">Coal is probably our most abundant energy resource. We have provable reserves, within our own borders, equal to a quarter of the world’s reserves and more coal than any other country in the world. Coal generates approximately 50% of our electricity, more than any other energy source. Coal can meet our domestic energy for the next 100 years. Coal also costs a fraction of alternative sources of energy such as natural gas.</div><div class="MsoNormal"><br /></div><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: -0.75pt; width: 1673px;"><tbody><tr style="height: 15pt;"> <td nowrap="nowrap" style="height: 15pt; padding: 0in 5.4pt; width: 655.8pt;" valign="bottom" width="874"> <div class="MsoNormal"><span style="color: black; font-family: "Courier New"; font-size: 8pt;">The complete article is available at:</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="color: black; font-family: "Courier New"; font-size: 8pt;"><a href="http://seekingalpha.com/article/248028-the-best-in-coal-15-stocks-worth-considering?source=hp_latest_articles">http://seekingalpha.com/article/248028-the-best-in-coal-15-stocks-worth-considering?source=hp_latest_articles</a></span></div><div class="MsoNormal"><br /></div></td> <td nowrap="nowrap" style="height: 15pt; padding: 0in 5.4pt; width: 188pt;" valign="bottom" width="251"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div></td> <td nowrap="nowrap" style="height: 15pt; padding: 0in 5.4pt; width: 63pt;" valign="bottom" width="84"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><br /></div></td> <td nowrap="nowrap" style="height: 15pt; padding: 0in 5.4pt; width: 63pt;" valign="bottom" width="84"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><br /></div></td> <td nowrap="nowrap" style="height: 15pt; padding: 0in 5.4pt; width: 63pt;" valign="bottom" width="84"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><br /></div></td> <td nowrap="nowrap" style="height: 15pt; padding: 0in 5.4pt; width: 63pt;" valign="bottom" width="84"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><br /></div></td> <td nowrap="nowrap" style="height: 15pt; padding: 0in 5.4pt; width: 61pt;" valign="bottom" width="81"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><br /></div></td> <td nowrap="nowrap" style="height: 15pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><br /></div></td> <td nowrap="nowrap" style="height: 15pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><br /></div></td> </tr></tbody></table><div class="MsoNormal"><br /></div><b><span style="font-family: "Calibri","sans-serif"; font-size: 11pt;">Disclosure:</span></b><span style="font-family: "Calibri","sans-serif"; font-size: 11pt;"> The author has no position in any company mentioned in this article and will not take a position within 72 hours of publication</span>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-59528885685342490972011-01-09T08:55:00.000-08:002011-01-09T08:55:57.034-08:00DIY Investing<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> <w:UseFELayout/> </w:Compatibility> 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mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <br /><div class="MsoNormal">The DIY investor has a bewildering range of styles to choose from, ranging from day trading to buy and forget. He or she has a decided advantage over the professional money manager. The private investor has flexibility whereas money managers are generally restricted to a particular style-box. The style-box, as far as I can tell, is no more than a marketing gimmick. Money managers have the additional pressure of meeting quarterly expectations.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">The successful private investor chooses a strategy that works for them. Some folks like the action of momentum investing and others are much more risk averse and stick with large cap, dividend paying names. The market is big enough for everyone.</div><div class="MsoNormal">The approach that works well with us focuses on quantitative measures. We are not too interested in the “story” behind a name or management’s explanations or expectations. We rather let the numbers do the talking.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">Our approach emphasizes valuation, cash flow generation, profitability and price momentum. Valuation and cash flow generation appear to be the most important drivers of excess returns.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">One of our favorite valuation ratios is enterprise value to EBITDA. In the long run, no company succeeds without strong cash flow generation. The measure we look at is cash return on invested capital. There are several measures of profitability. Many investors are attracted to companies reporting high return on equity. The potential for excess returns is diminished if the market does not recognize the opportunity offered by a particular company. By combining low valuation as measured by EV/EBITDA, successful execution by the subject company (ROE and CFROI), and price momentum, we have the opportunity to generate excellent returns.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">The companies listed here satisfy our criteria and are worth a close look.</div><div class="MsoNormal"><br /></div><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; margin-left: -0.75pt; width: 611px;"><tbody><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><b><span style="color: black; font-size: 10pt;">01/07/11</span></b></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><br /></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><b><span style="color: black; font-size: 10pt;">ticker</span></b></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;"><b><span style="color: black; font-size: 10pt;">company</span></b></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;"><b><span style="color: black; font-size: 10pt;">Price</span></b></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><b><span style="color: black; font-size: 10pt;">CFROI</span></b></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><b><span style="color: black; font-size: 10pt;">EV/EBITDA</span></b></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><b><span style="color: black; font-size: 10pt;">ROE_12m</span></b></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(149, 179, 215); border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt; height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><b><span style="color: black; font-size: 10pt;">52W Price Range %</span></b></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">ALK</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">Alaska Air Group, Inc.</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">62.72</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">12.13</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">6.53</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">22.30</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">98.78</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">AGP</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">AMERIGROUP Corporation</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">46.83</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">15.84</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">4.29</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">22.40</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">98.74</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">ASMI</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">ASM International N.V. (USA)</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">34.45</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">19.21</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">6.85</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">25.30</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">86.63</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">CBPO</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">China Biologic Products Inc</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">16.06</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">25.45</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">5.40</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">62.00</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">85.60</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">CLW</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">Clearwater Paper Corp</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">81.20</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">23.38</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">7.06</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">21.60</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">92.77</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">CLD</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">Cloud Peak Energy Inc.</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">22.46</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">16.54</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">6.12</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">78.30</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">87.00</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">SOLR</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">GT Solar International, Inc.</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">10.50</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">17.45</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">6.91</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">64.80</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">97.22</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">IPXL</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">Impax Laboratories, Inc.</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">20.68</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">44.31</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">2.25</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">110.50</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">88.74</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">KS</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">KapStone Paper and Packaging C</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">16.10</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">22.89</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">6.63</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">21.00</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">96.72</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">NSR</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">Neustar, Inc</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">26.99</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">18.23</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">7.42</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">20.40</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">97.28</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">PZZA</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">Papa John's Int'l, Inc.</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">28.14</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">14.38</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">7.31</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">27.50</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">90.45</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">SNDK</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">SanDisk Corporation</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">52.37</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">19.47</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">7.64</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">25.90</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">96.35</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">TEO</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">Telecom Argentina S.A. (ADR)</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">25.65</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">26.23</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">6.95</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">30.70</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">87.86</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">TSP</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">Telecomunicacoes de Sao Paulo</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">24.27</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">15.68</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">4.09</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">24.50</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">83.27</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">TER</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">Teradyne, Inc.</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">13.70</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">27.76</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">5.41</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">40.00</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">86.79</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">USMO</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">USA Mobility, Inc.</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">18.33</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">42.53</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">3.12</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">25.20</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">90.12</span></div></td> </tr><tr style="height: 12.75pt;"> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">WTI</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 154pt;" valign="bottom" width="205"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="color: black; font-size: 10pt;">W&T Offshore, Inc.</span></div></td> <td nowrap="nowrap" style="background: none repeat scroll 0% 0% rgb(218, 150, 148); height: 12.75pt; padding: 0in 5.4pt; width: 48pt;" valign="bottom" width="64"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">18.04</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">27.61</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 49pt;" valign="bottom" width="65"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">4.69</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 47pt;" valign="bottom" width="63"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">39.20</span></div></td> <td nowrap="nowrap" style="height: 12.75pt; padding: 0in 5.4pt; width: 65pt;" valign="bottom" width="87"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="color: black; font-size: 10pt;">83.46</span></div></td> </tr></tbody></table><div class="MsoNormal"><br /></div><div class="MsoNormal"><b>Disclosure: </b>Author has long positions AGP, NSR, SNDK and TEO.</div>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-7768692144240553672011-01-02T08:33:00.000-08:002011-01-02T08:33:22.055-08:00Starting Lineup for 2011<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> 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table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} table.MsoTableGrid {mso-style-name:"Table Grid"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-priority:59; mso-style-unhide:no; border:solid windowtext 1.0pt; mso-border-alt:solid windowtext .5pt; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-border-insideh:.5pt solid windowtext; mso-border-insidev:.5pt solid windowtext; mso-para-margin:0in; mso-para-margin-bottom:.0001pt; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <div class="MsoNormal"><span style="font-size: 12pt;">At the start of the calendar year, there is a tradition of offering stock picks for the year. Our list totals nineteen names. There is no attempt to diversify across industry groups or to focus on market capitalization. The companies represent a narrow grouping of technology, retail, consumer and a smattering of industrial companies. Five of the companies are in the retail sector. They range in size (on the basis of market cap) from $271 million to $294,998 million.</span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 12pt;">The thread that binds all these companies is one of consistency. Each of these companies has been profitable in each of the past seven years; each has been free cash flow positive each year. They all have strong balance sheets and demonstrate the ability to grow sales, earnings from continuing operations, and free cash flow. Each company is expected to grow earnings going forward. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 12pt;">We believe each of the listed companies will show strong results in 2011. That being said, it is not a static list. Circumstances change as does our opinion. Readers should do their own due diligence and make up their own minds about each name. </span></div><div class="MsoNormal"><br /></div><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none;"><tbody><tr> <td style="background: none repeat scroll 0% 0% rgb(184, 204, 228); border: 1pt solid windowtext; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;"><b><span style="font-size: 12pt;">Company</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(184, 204, 228); border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;"><b><span style="font-size: 12pt;">Ticker</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(184, 204, 228); border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;"><b><span style="font-size: 12pt;">Price</span></b></div></td> <td style="background: none repeat scroll 0% 0% rgb(184, 204, 228); border-color: windowtext windowtext windowtext -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div align="center" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: center;"><b><span style="font-size: 12pt;">Comment</span></b></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.advanceautoparts.com/">Advanced Auto Parts Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">AAP</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div align="right" class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: right;"><span style="font-size: 12pt;">$66.15</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Advance Auto Parts, Inc. (Advance) is a specialty retailer of automotive aftermarket parts, accessories, batteries and maintenance items primarily operating within the United States.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.apple.com/">Apple Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">AAPL</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$322.56</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Apple Inc. (Apple) designs, manufactures and markets a range of personal computers, mobile communication and media devices, and portable digital music players, and sells a range of related software, services, peripherals, networking solutions, and third-party digital content and applications.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.balchem.com/">Balchem Corporation</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">BCPC</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$33.81</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Balchem Corporation (Balchem) is engaged in the development, manufacture and marketing of specialty performance ingredients and products for the food, nutritional, feed, pharmaceutical and medical sterilization industries. It has three reportable segments: Specialty Products; Food, Pharma & Nutrition; and Animal Nutrition & Health.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.bedbathandbeyond.com/">Bed Bath & Beyond Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">BBBY</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$49.15</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Bed Bath & Beyond Inc., along with its subsidiaries, is a chain of retail stores, operating under the names Bed Bath & Beyond (BBB), Christmas Tree Shops (CTS), Harmon and Harmon Face Values (Harmon) and buybuy BABY</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.chrobinson.com/">C.H. Robinson Worldwide Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">CHRW</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$80.19</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">C.H. Robinson Worldwide, Inc. (C.H. Robinson) is a third party logistics company. It provides freight transportation services and logistics solutions to companies of all sizes, in a variety of industries.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.dollartree.com/">Dollar Tree Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">DLTR</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$56.08</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Dollar Tree, Inc. (Dollar Tree) is an operator of discount variety stores offering merchandise at the fixed price of one dollar.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.factset.com/">FactSet Research Systems Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">FDS</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$93.76</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">FactSet Research Systems Inc. (FactSet) is a provider of global financial and economic information, including fundamental financial data on tens of thousands of companies worldwide.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.familydollar.com/">Family Dollar Stores Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">FDO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$49.71</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Family Dollar Stores, Inc. (Family Dollar) operates a chain of more than 6,800 general merchandise retail discount stores in 44 states, providing primarily consumers with a selection of priced merchandise in neighborhood stores.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.hansens.com/">Hanson Natural Corp.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">HANS</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$52.28</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Hansen Natural Corporation (Hansen) is a holding company. The Company, through its subsidiaries develops, markets, sells and distributes alternative beverage category natural sodas, fruit juices, juice blends, juice drinks, energy drinks and energy sports drinks, fruit juice smoothies and functional drinks, non-carbonated ready-to-drink iced teas, children’s multi-vitamin juice drinks,</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.joyglobal.com/">Joy Global Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">JOYG</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$86.75</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Joy Global Inc. is a manufacturer and servicer of mining equipment for the extraction of coal and other minerals, and ores.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.netapp.com/">NetApp Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">NTAP</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$54.96</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">NetApp, Inc. (NetApp) is a provider of storage and data management solutions. The Company offers solutions for storing, managing, protecting and archiving business data.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.novonordisk.com/">Novo Nordisk A/S (ADR)</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">NVO</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$112.57</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Novo Nordisk A/S is a Denmark-based health care company. It also focuses within areas, such as haemostasis management, growth hormone therapy and hormone replacement therapy. The Company operates in two business segments: diabetes care and biopharmaceuticals.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.nve.com/">NVE Corporation</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">NVEC</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$57.83</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">NVE Corporation (NVE) develops and sells devices that use spintronics, a nanotechnology. The Company manufactures spintronic products, including sensors and couplers that are used to acquire and transmit data.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.oracle.com/">Oracle Corp.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">ORCL</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$31.30</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Oracle Corporation is an enterprise software company. The Company develops, manufactures, markets, distributes and services database and middleware software, applications software and hardware systems, consisting primarily of computer server and storage products.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.petsmart.com/">PetSmart Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">PETM</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$39.82</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">PetSmart, Inc. (PetSmart) is a specialty provider of products, services and solutions for the lifetime needs of pets. The Company offers a line of products for all the life stages of pets, and offers various pet services, including professional grooming, training, boarding and day camp.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.priceline.com/">Priceline.com Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">PCLN</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$399.55</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">priceline.com Incorporated (priceline.com) is an online travel company, which offers a range of travel services, including hotel rooms, car rentals, airline tickets, vacation packages, cruises and destination services.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.starbucks.com/">Starbucks Corp.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">SBUX</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$32.13</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Starbucks Corporation (Starbucks) is the roaster and retailer of specialty coffee in the world, operating in more than 50 countries. Starbucks purchases and roasts whole bean coffees and sells them, along with handcrafted coffee and tea beverages and a variety of fresh food items, through Company-operated retail stores.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.usanahealthsciences.com/">USANA Health Sciences Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">USNA</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$43.45</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">USANA Health Sciences, Inc. (USANA) develops and manufactures high-quality, science-based nutritional and personal care products, with a commitment to continuous product innovation and sound scientific research.</span></div></td> </tr><tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0in 5.4pt; width: 161.6pt;" valign="top" width="215"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;"><a href="http://www.varian.com/">Varian Medical Systems Inc.</a></span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 42.3pt;" valign="top" width="56"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">VAR</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 49.8pt;" valign="top" width="66"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">$69.28</span></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0in 5.4pt; width: 645.9pt;" valign="top" width="861"> <div class="MsoNormal" style="margin-bottom: 0.0001pt;"><span style="font-size: 12pt;">Varian Medical Systems, Inc. is engaged in he design, manufacture, sale and service of equipment and software products for treating cancer with radiotherapy, stereotactic radiosurgery and brachytherapy.</span></div></td> </tr></tbody></table><div class="MsoNormal"><br /></div><div class="MsoNormal"><span style="font-size: 12pt;">Someone may argue that I missed the boat on this list and they may be right. The average 52 week gain for these stocks is 52%. Gains ranged from a low of 27% for BBBY to 83% for PCLN. These market beating gains are not the result of short-term fads. All of these companies are proven to be consistent winners. </span></div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b><span style="font-size: 12pt;">Disclosure:</span></b><span style="font-size: 12pt;"> Author has long positions in AAP, BCPC, FDS and NVEC.</span></div>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0tag:blogger.com,1999:blog-1801454455758910777.post-73166600278478073492010-12-26T09:50:00.000-08:002010-12-26T09:50:38.458-08:002010: Win Some, Lose Some<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> 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Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false" UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false" UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style> /* Style Definitions */ table.MsoNormalTable {mso-style-name:"Table Normal"; mso-tstyle-rowband-size:0; mso-tstyle-colband-size:0; mso-style-noshow:yes; mso-style-priority:99; mso-style-parent:""; mso-padding-alt:0in 5.4pt 0in 5.4pt; mso-para-margin-top:0in; mso-para-margin-right:0in; mso-para-margin-bottom:10.0pt; mso-para-margin-left:0in; mso-pagination:widow-orphan; font-size:11.0pt; mso-bidi-font-size:10.0pt; font-family:"Calibri","sans-serif"; mso-ascii-font-family:Calibri; mso-ascii-theme-font:minor-latin; mso-hansi-font-family:Calibri; mso-hansi-theme-font:minor-latin; mso-bidi-font-family:"Times New Roman"; mso-bidi-theme-font:minor-bidi;} </style> <![endif]--> <br /><div class="MsoNormal">We found 2010 to be a challenging year for stock picking. We had more solid winners than losers. Overall, we are pleased with the opinions expressed on these pages. We finish the year with a lesson learned; stick to your discipline. We found that when we deviated from our discipline, the results were unprofitable.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">We began 2010 with writing in January about three companies: Sorl Auto Parts (<a href="http://www.sorl.cn/">SORL</a>), Fuqi International (<a href="http://www.fuqi.com.cn/">FUQI</a>), and Hormel Foods (<a href="http://www.hormelfoods.com/">HRL</a>). Sorl Auto Parts is a Chinese company manufacturing air brakes. We expected Sorl to do well because the automotive and truck manufacturing sector in China is doing well. We were wrong. Sorl is down about 17% since we wrote about it. Fuqi is Chinese company in the jewelry business. We expressed caution with Fuqi though we expected the growing middle class in China to be a major driver of growth. The stock is trading down about 69% from January. Sorl and Fuqi are our biggest losers for the year. In both cases, we deviated from our discipline to benefit, we thought, from the explosive Chines market. Lesson learned; stick to what you know.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">Our third topic in January was Hormel Food. We recommended Hormel based on its strong financials and moderate growth prospect. We were rewarded with a return of about 34%.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">In February, we offered an opinion on Western Digital (<a href="http://www.wdc.com/en/">WDC</a>). At the time, Western Digital was trading at $39.43 and has since dropped about 14% to $33.83. We still think WDC is a great company in excellent financial condition. We expect that when the market projects greater future growth for this storage device maker, the stock will soar.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">Our buy opinions from March have worked out extremely well. We recommended Endo Pharmaceuticals (<a href="http://www.endo.com/">ENDP</a>) for the second time and have been rewarded with a 58% return. We also recommended Advanced Auto Parts (<a href="http://www.advanceautoparts.com/">AAP</a>). Advanced Auto has returned about 58% since we wrote about it and it remains on our buy list.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">We expressed caution on the two companies we wrote about in March and our opinions have stood the test. We wrote about GameStop (<a href="http://www.gamestopcorp.com/">GME</a>) and Comtech Telecom (<a href="http://www.comtechtel.com/">CMTL</a>). We thought GameStop has a good business facing significant challenges from online gaming. The stock has remained essentially flat. Comtech had a decline in both sales and earnings. We recommended that readers wait until a pull-back to $27 before purchasing shares. CMTL has declines about 14%, from $32.55 to $27.90.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">Our choices in May, Garmin (<a href="http://www.garmin.com/">GRMN</a>) and Core Laboratories (<a href="http://www.corelab.com/">CLB</a>), provided mixed results. We noted that Garmin faces increased competition cell phone-based GPS services. GRMN is trading down about 9% from when we wrote about it. On the other hand, we recommended CLB as a buy at $67.36. Shares are now trading at $90.27, 34% higher.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">We offered no recommendations or opinions during June.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">In July, we wrote about AstraZeneca (<a href="http://www.astrazeneca.com/">AZN</a>). AstraZeneca is Big Pharma and reflects the problems common to those companies. We recommended AZN at $48.79n but have seen the shares decline about 6% to $46.03.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">August was a productive month with two buy opinions and one speculation. We liked Hawkins, Inc. (<a href="http://www.hawkinsinc.com/">HWKN</a>), up about 29% and Tractor Supply Company (<a href="http://www.hawkinsinc.com/">TSCO</a>), up 41%. Our speculation was the solar power company, GT Solar International (<a href="http://www.gtsolar.com/">SOLR</a>). Investing in a solar tech company is much like investing in China, a lot of promise, a lot of hype. GT Solar is up about 15%.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">September saw us write about Clearwater paper (<a href="http://www.clearwaterpaper.com/">CLW</a>), decidedly unsexy company but one that provided returns of about 11% these last three months.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">We managed more activity in October when we recommended Lubrizol (<a href="http://www.lubrizol.com/">LZ</a>) at $105.95 and Telecom Argentina (<a href="http://www.telecom.com.ar/">TEO</a>) at $23.40. Lubrizol is up about 2% and TEO about 7%. We were also cautiously optimistic about InterDigital (<a href="http://www.interdigital.com/">IDCC</a>). InterDigital is a telecom equipment manufacturer. The stock is now trading a stunning 45% higher than the $29.61 price it traded at when we wrote our story.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">It is too early to draw any conclusions about the companies we wrote about in November and December. In November we wrote that Brinker International (<a href="http://www.brinker.com/">EAT</a>), the restaurant chain, was a hold. EAT is up about 13%. We also wrote about NeuStar (<a href="http://www.neustar.biz/">NSR</a>) and Humana (<a href="http://www.humana.com/">HUM</a>). Neustar provides services to the telecom industry and trades at $26.32, essentially no change during the past month. Humana is in the health insurance business. The potential here will play out with the changes in the healthcare law and regulations.</div><div class="MsoNormal"><br /></div><div class="MsoNormal">Finally, in December, we recommended Sandisk (<a href="http://www.sandisk.com/">SNDK</a>), the manufacturer of solid state storage and flash memory. Our final recommendation is Amerigroup (<a href="http://www.realsolutions.com/">AGP</a>), the operator of healthcare facilities. </div><div class="MsoNormal"><br /></div><div class="MsoNormal">We look forward to a profitable 2011 and wish all our readers a happy, healthy and profitable new year.</div><div class="MsoNormal"><br /></div><div class="MsoNormal"><b>Disclosure:</b> Author has a long position in AAP, AGP, ENDP, HUM, IDCC, NSR, SNDK, and TEO.</div>Ron Sommerhttp://www.blogger.com/profile/10581651338247248089noreply@blogger.com0