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    <title>topic Sorry - tried to insert an in Intel® Fortran Compiler</title>
    <link>https://community.intel.com/t5/Intel-Fortran-Compiler/f90SQL-error-in-Windows-7-using-Compser-XE13-in-VS-2012/m-p/985199#M100642</link>
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" /&gt;&lt;/P&gt;
&lt;P&gt;Sorry - tried to insert an image - looked OK but did not send.&amp;nbsp; Wording:&amp;nbsp; "The procedure entry point _F()SQLEXECUTRE@8 could not be located in the dynamic linke library f90SQLDVF.dll"&lt;/P&gt;
&lt;P&gt;&lt;/P&gt;
&lt;P&gt;&lt;/P&gt;</description>
    <pubDate>Mon, 26 Aug 2013 06:57:30 GMT</pubDate>
    <dc:creator>warwickb1</dc:creator>
    <dc:date>2013-08-26T06:57:30Z</dc:date>
    <item>
      <title>f90SQL error in Windows 7 using Compser XE13 in VS 2012</title>
      <link>https://community.intel.com/t5/Intel-Fortran-Compiler/f90SQL-error-in-Windows-7-using-Compser-XE13-in-VS-2012/m-p/985198#M100641</link>
      <description>&lt;P&gt;I get the message&lt;/P&gt;
&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;
&lt;P&gt;trying to run a program re-compiled with Fortran Compose XE 2013 and re-linked in Visual Studio 2012.&amp;nbsp; I think I am using the Win32 compiler as opposed to the x64 compiler.&amp;nbsp; Should the Win32 compiler work the same as I used before: IV Fortran 10 in VS 2005?&amp;nbsp; I saw (12/28/2010 - 08:58 - &amp;lt;http://software.intel.com/en-us/forums/topic/291932&amp;gt;) that Steve Lionel suggested giving up on f90SQL for 64-bit systems but if I can continue to use a 32-bit compiler that might just have to do for a while!&amp;nbsp; But if the Win32 compiler should be OK any suggestions as to what I need to do to get it working with the DLL?&lt;/P&gt;
&lt;P&gt;I have put the DForrt.dll and f90SQLDVF.dll files in the same directory as the executable.&lt;/P&gt;
&lt;P&gt;Hope you can help.&lt;/P&gt;
&lt;P&gt;Warwick&lt;/P&gt;</description>
      <pubDate>Mon, 26 Aug 2013 06:50:56 GMT</pubDate>
      <guid>https://community.intel.com/t5/Intel-Fortran-Compiler/f90SQL-error-in-Windows-7-using-Compser-XE13-in-VS-2012/m-p/985198#M100641</guid>
      <dc:creator>warwickb1</dc:creator>
      <dc:date>2013-08-26T06:50:56Z</dc:date>
    </item>
    <item>
      <title>Sorry - tried to insert an</title>
      <link>https://community.intel.com/t5/Intel-Fortran-Compiler/f90SQL-error-in-Windows-7-using-Compser-XE13-in-VS-2012/m-p/985199#M100642</link>
      <description>&lt;P&gt;&lt;IMG 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" /&gt;&lt;/P&gt;
&lt;P&gt;Sorry - tried to insert an image - looked OK but did not send.&amp;nbsp; Wording:&amp;nbsp; "The procedure entry point _F()SQLEXECUTRE@8 could not be located in the dynamic linke library f90SQLDVF.dll"&lt;/P&gt;
&lt;P&gt;&lt;/P&gt;
&lt;P&gt;&lt;/P&gt;</description>
      <pubDate>Mon, 26 Aug 2013 06:57:30 GMT</pubDate>
      <guid>https://community.intel.com/t5/Intel-Fortran-Compiler/f90SQL-error-in-Windows-7-using-Compser-XE13-in-VS-2012/m-p/985199#M100642</guid>
      <dc:creator>warwickb1</dc:creator>
      <dc:date>2013-08-26T06:57:30Z</dc:date>
    </item>
    <item>
      <title>The error message in the</title>
      <link>https://community.intel.com/t5/Intel-Fortran-Compiler/f90SQL-error-in-Windows-7-using-Compser-XE13-in-VS-2012/m-p/985200#M100643</link>
      <description>&lt;P&gt;The error message in the image was:&lt;/P&gt;
&lt;P&gt;“The procedure entry point _F90EXECUTE@8 could not be located in the dynamic link library f90SQLDVF.dll.”&lt;/P&gt;</description>
      <pubDate>Mon, 26 Aug 2013 07:09:31 GMT</pubDate>
      <guid>https://community.intel.com/t5/Intel-Fortran-Compiler/f90SQL-error-in-Windows-7-using-Compser-XE13-in-VS-2012/m-p/985200#M100643</guid>
      <dc:creator>warwickb1</dc:creator>
      <dc:date>2013-08-26T07:09:31Z</dc:date>
    </item>
    <item>
      <title>Thanks for the screenshot, as</title>
      <link>https://community.intel.com/t5/Intel-Fortran-Compiler/f90SQL-error-in-Windows-7-using-Compser-XE13-in-VS-2012/m-p/985201#M100644</link>
      <description>&lt;P&gt;Thanks for the screenshot, as you had mistyped the error message text.&lt;/P&gt;
&lt;P&gt;According to the README, f90SQLExecute was not include in the "Lite" edition of f90SQL that was freely available and which we offer a copy &lt;A href="http://software.intel.com/en-us/forums/topic/275275"&gt;here&lt;/A&gt;. My guess is that it was in the "full" version that Cainaima sold and which your application linked to. The README suggests using F90SQLExecDirect as a substitute.&lt;/P&gt;</description>
      <pubDate>Mon, 26 Aug 2013 15:42:20 GMT</pubDate>
      <guid>https://community.intel.com/t5/Intel-Fortran-Compiler/f90SQL-error-in-Windows-7-using-Compser-XE13-in-VS-2012/m-p/985201#M100644</guid>
      <dc:creator>Steven_L_Intel1</dc:creator>
      <dc:date>2013-08-26T15:42:20Z</dc:date>
    </item>
    <item>
      <title>Thank you for that.  I had</title>
      <link>https://community.intel.com/t5/Intel-Fortran-Compiler/f90SQL-error-in-Windows-7-using-Compser-XE13-in-VS-2012/m-p/985202#M100645</link>
      <description>&lt;P&gt;Thank you for that.&amp;nbsp; I had forgotten that you DO NOT use f90SQLDVF.dll when using the f90SQL Pro version as it supplies its own f90SQL.lib.&amp;nbsp; I had both specified, hence I got the error.&amp;nbsp; I also had to discover how to connect to the Oracle 32-bit driver on my new Windows 7 machine after installing the latest Oracle Client.&amp;nbsp; Only the default 64-bit drivers are shown using the version shown in the 'START &amp;gt; All Progams'&amp;nbsp; list.&amp;nbsp; It is necessary to run the 32-bit &lt;EM&gt;Microsoft ODBC Data Source Administrator&lt;/EM&gt; using 'C:\Windows\SysWOW64\odbcad32.exe' to show the 32-bit drivers and hence assign to a DSN.&lt;/P&gt;</description>
      <pubDate>Wed, 04 Sep 2013 04:29:25 GMT</pubDate>
      <guid>https://community.intel.com/t5/Intel-Fortran-Compiler/f90SQL-error-in-Windows-7-using-Compser-XE13-in-VS-2012/m-p/985202#M100645</guid>
      <dc:creator>warwickb1</dc:creator>
      <dc:date>2013-09-04T04:29:25Z</dc:date>
    </item>
  </channel>
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