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DownloadsLast updated: July 03, 2009
System Requirements: Windows Query Tool (using ADO) is a Universal Data Access (UDA) tool. It lets you query OLE DB data sources, author SQL scripts and queries, execute multiple SQL scripts or stored procedures simultaneously, return query results to a grid or free-form text, retrieve OLE DB provider properties, and more.
1Windows XP w/ SP2 or later and later operating systems only; Free upgrade to v7.0 x64 Edition; Screenshots: 1 2 3 4 5; 30-day trial. [Windows 2000/NT 4.0/Me/9x unsupported.]
System Requirements: Windows Query Tool (using ODBC) is a Universal Data Access (UDA) tool. It lets you query ODBC data sources, author SQL scripts and queries, execute multiple SQL scripts or stored procedures simultaneously, return query results to a grid or free-form text, retrieve ODBC driver information, and more.
1Windows XP w/ SP2 or later and later operating systems only; Free upgrade to v7.0 x64 Edition; Screenshots: 1 2 3 4 5; 30-day trial. [Windows 2000/NT 4.0/Me/9x unsupported.]
System Requirements: Windows LibDump is a Win32 and COM utility tool. It lets you display the content of library files [Common Object File Format (COFF)-formats] and COM type libraries. The tool also lets you scan for a particular symbol across multiple .LIB files or COM type libraries (.tlb;.olb;.dll;.ocx;.exe).
1Windows 9x and later operating systems only; NT 4.0 requires SP3 or later.
System Requirements: Microsoft Visual C++ 5.0 or later Stored Procedure Class Wizard (SPCW) is a development tool. It lets you generate class files (.cpp and .h) derived from MFC’s CRecordset for stored procedures. Currently SPCW supports Microsoft SQL Server (6.5 and above), Sybase SQL Server (10.0 and above), Sybase SQL Anywhere (5.5 and above), and Adaptive Server Anywhere (6.0 and above) and can be extended to any database.
1Windows 9x and later operating systems only; NT 4.0 requires SP3 or later.
System Requirements: Microsoft SQL Server 2005 and Windows 2000 or later Goldbach conjecture states that every even number greater than two can be written as a sum of two prime numbers. The sample results and source code given below are an attempt to verify Goldbach's conjecture for random numbers having precision up to 2,147,483,644. Primality testing methods used include: AKS, Sieve of Eratosthenes, Trial Division, and Rabin-Miller test.
My favorite book: Romans, The Apostle Paul.
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