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Notice that the Calendar events from Google Calendar are now on your BlackBerry. Anything you add or change on your BlackBerry or Google Calendar will be shared both ways going forward. Automatically!

You might also notice that the sort_multiblock_read_count of 31 is much higher than the value of 2 that we saw in our earlier 10032 trace, with a corresponding reduction in the max intermediate merge width There is even a hint of an anomaly in the max intermediate merge width although it has the value 5, the next few lines from the 10032 trace tell us that we produced seven sort runs, but merged them all in one pass The key is in the word intermediate.

C++/CLI allows you to define static operators on a class. This avoids the need for some operators to be global, such as addition between a class type and a primitive type. Usually, these functions require access to the internals of a class, so the concept of friend functions and friend classes is often used in C++ to allow external operator functions to access the internals of a type. To illustrate the problem, in C++ implement a class that allows addition as an integer. Perhaps it s a class called Complex (see Listing 7-21). To support the + operator with complex numbers and ordinary doubles, you have to implement several global functions. Listing 7-21. Defining a Class to Represent Complex Numbers // complex.h using namespace System; class Complex { double re; double im; public: Complex() : re(0.0), im(0.0) { }

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The mechanism (or possibly just the reporting) varies depending on whether the workarea_size_policy is set to manual or auto, but the run-time engine has some room to be flexible on the final merge pass of a sort operation, as it can determine that it will be possible to read and merge all the streams in one go if it avoids reserving any memory for writing streams back to disk Hence my comment earlier on that the number of merge passes could still be one even though the number of initial runs exceeds the max intermediate merge width..

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The sort_multiblock_read_count dictates the number of blocks that a process can read from a single sort run in one read. A larger read size may allow your hardware to offer better performance on the merge, but since there is a strict limit on the total memory available for the merge, a larger read size reduces the number sort runs that can be read and merged simultaneously. If you cannot merge all the runs in one go, you have to merge a few at a time, rewriting the results as you go, and then do extra merge passes with the larger runs you have just produced. This is reported from 9i onwards in the session statistics as workarea executions - multipass and is something that you normally want to avoid. Historically, Oracle Corp. advised against modifying the sort_multiblock_read_count, and the parameter usually seemed to set itself to two (or one) blocks even when the available memory was very large and the upper limit for the max intermediate merge width (678) had been reached. If you are still running 8i (or 9i with manual workarea sizes), you may find that you can get a little performance edge for very large sorts by checking the 10032 trace and adjusting the sort_multiblock_read_count for a specific session or specific statement.

Complex(double real, double imag) : re(real), im(imag) { } // Allow a complex number to be created from a double. Complex(double real) : re(real), im(0.0) { } Complex(const Complex& c) { this->re = c.re; this->im = c.im; } // assignment operator Complex& operator=(const Complex& c) { this->re = c.re; this->im = c.im; return *this; } // equality operator for comparing two complex numbers bool operator==(const Complex& c) { return (this->re == c.re && this->im == c.im); } // unary minus Complex operator-() { return Complex(-re, im); } // Add a complex number to a complex number. Complex operator+(const Complex& rhs) { return Complex(this->re + rhs.re, this->im + rhs.im); } // Add a complex number to a complex number. Complex operator+(double d) { return Complex(this->re + d, this->im); } // Add a double and a complex number. // This must be a global friend operator. friend Complex operator+(double d, Complex c) { return Complex(c.re + d, c.im); }

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