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SQLiteDatabase: When compiling a prepared statement fails, we now return the error that SQLite reports, instead of a custom 'unable to prepare' error message. Importing a SQLite Database (via drag and drop) now connects to the database properly. Please see the ThreadYieldInterval property to control how often it yield. SQLiteDatabase now yields to other threads while SQLite is busy performing a long operation. This can happen with #temp tables in a stored procedure for example. MSSQLServerDatabase no longer crashes on SQLSelect when the result contains multiple result sets. Moving style with background colors into a folder no longer causes a stack overflow exception.Ī non-privileged user trying to save a script to a location they do not have write access to no longer causes the IDE to generate an exception.
#XOJO ARRAY NUMBER OF VALUES CODE#
Selecting a Using clause and pressing any keys that would edit code (inserting text, deleting etc) no longer causes an exception. If autosave cannot write it no longer causes an exception and will instead warn the user that it has failed.Ĭopy paste and delete of web style with background colors no longer causes stack overflow exception.
#XOJO ARRAY NUMBER OF VALUES WINDOWS#
Running a project that contains compilable items named with one of Windows reserved file names no longer fails.Ĭrashes & Assertions : IDE Unhandled Exceptionĭragging more than one script file onto the IDE no longer causes an exception. Windows IDE no longer pre-compiles plugins unnecessarily.Ĭrashes & Assertions : Failed Assertion Windows version editor is not clipped off.įixed a failed assertion that would occur when using currency constants.įixed a compiler failed assertion that would occur when doing pointer subtraction on a 64-bit target.Ĭurrency comparison works correctly under 64-bit.įixed a failed assertion in SubprocessPOSIX.cpp that could happen if all code generation processes failed to launch.įixed a failed assertion that would occur when passing Nil when expecting a PString, WString, or WindowPtr. System Requirements for previous releases.System requirements for current release.Reporting bugs and making feature requests.Given four numbers $a_1\le a_2$ and $b_1\le b_2$, prove return the sum of $|A-i|$, with $i$ ranging over $1.N$, assuming $A$ is 1-indexed.Įxercise.That is, we should change the $k$-th smallest number in the original array to $k$. Which number among the remaining numbers in $A$ should be changed to $3$ so as to incur the least cost? The smallest of the remaining numbers in $A$. Then consider $3$, the next smallest number in the result array. Which number among the remaining numbers in $A$ should be changed to $2$ so as to incur the least cost? The smallest of the remaining numbers in $A$.
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Then consider $2$, the next smallest number in the result array. Which number in $A$ should be changed to $1$ so as to incur the least cost? The smallest number of $A$. Since there are only $N$ numbers between 1 and $N$, all those numbers must appear in the result array and no other numbers will appear.Ĭonsider $1$, the smallest number in the result array. Consider the result array, which contains $N$ distinct numbers between 1 and $N$.