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The provider is not compatible with the version of Oracle client
...stead try the ODP.NET Managed Driver (if you are using .Net v4+):
https://www.nuget.org/packages/Oracle.ManagedDataAccess/
https://www.nuget.org/packages/Oracle.ManagedDataAccess.EntityFramework/
Oracle ODP.net Managed vs Unmanaged Driver
Avoid all the "unmanaged" what DLL what architecture issu...
How do I join two SQLite tables in my Android application?
...ionid;
This is from memory so there may be some syntactic issues.
http://www.sqlite.org/lang_createview.html
I mention this approach because then you can use SQLiteQueryBuilder with the view as you implied that it was preferred.
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Difference between Rebuild and Clean + Build in Visual Studio
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From http://www.cs.tufts.edu/r/graphics/resources/vs_getting_started/vs_getting_started.htm, (just googled it):
Build means compile and link only the source files that have changed since the last build, while Rebuild means compile and l...
throwing exceptions out of a destructor
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– Marc van Leeuwen
Jun 6 '16 at 9:04
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C++ templates Turing-complete?
...zation?
– paxos1977
Oct 9 '08 at 22:04
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What is a bank conflict? (Doing Cuda/OpenCL programming)
...nflict)
I hope this will help..
this is very good explaination ...
http://www.youtube.com/watch?v=CZgM3DEBplE
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Differences between lodash and underscore [closed]
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2045
I created Lo-Dash to provide more consistent cross-environment iteration support for arrays, s...
Rule-of-Three becomes Rule-of-Five with C++11?
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edited Oct 16 '18 at 9:04
Sebastian Mach
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Why does Dijkstra's algorithm use decrease-key?
...between using the decrease-key version and the insert version. See http://www.cs.utexas.edu/users/shaikat/papers/TR-07-54.pdf
Their basic conclusion was not to use the decrease-key for most graphs. Especially for sparse graphs, the non-decrease key is significantly faster than the decrease-key ve...
Most efficient way to store thousand telephone numbers
....g. 1111111(binary), because the lowest number that starts with that is 130048 and we have only five decimal digits. This allows us to shave a few entries off the first block of memory: instead of 2^m - 1 counts, we need only ceil(99999/2^k). That means the formula becomes
17 + ceil(99999/2^k) * 10...