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f you re living with diabetes (either because you have diabetes or you have a loved one with diabetes) you likely already know that one of the most important tools to help you keep your diabetes under control is to eat healthfully. Hopefully you also know that healthy eating with diabetes doesn t mean you have to sacrifice taste, variety, or the simple, sheer pleasure of eating well. We believe passionately that there is no such thing as a diabetic diet. A so-called diabetic diet is simply a nutritious, healthy eating program that balances the appropriate amounts of the key nutrients and supplies the right amount of calories for your needs. The recipes in Diabetes Cookbook For Canadians For Dummies are suitable for anyone who wants to eat healthfully, whether or not you have diabetes. The recipes are also suitable for low-fat diets and lower sodium diets as well. On these pages you will discover a huge variety of recipes that will not only satisfy your hunger, but will do so in a nourishing way. Breakfasts, lunches, dinners, snacks, party foods, treats for kids, and treats for adults; it s all here. And because staying healthy with diabetes is so very dependent on being empowered the more you know, the more you can master your diabetes we devote the first few chapters of this book to looking at key aspects of diabetes care, including the roles that nutrition, exercise, and medications can play.

Ov) be the vector clock maintained by a thread T (or a synchronization object O) The vector clock of a thread or synchronization object is initially a vector of zeros The following rules are used to update vector clocks and assign timestamps to events: 1 When a thread Ti executes a sending event s, it performs the following operations: (a) Ti v[i] = Ti v[i] + 1; (b) sts = Ti v 2 When a receiving event r occurs on a synchronization object O, the following operations are performed: (a) Ov = max(Ov, sts); (b) rts = Ov, where s is the sending partner of r 3 Semaphore/Lock When a thread Ti nishes executing an operation on a semaphore or lock O, it updates its vector clock using the component-wise maximum of Ti v and Ov [ie, Ti .

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The DELETE command is used to delete records from a table. The following syntax illustrates the SQL statement for deleting all the records of a table:

v = max(Ti v, Ov)] SU monitor When a thread Ti nishes executing a method on a monitor O, it updates its vector clock using the component-wise maximum of Ti v and Ov [ie, Ti v = max(Ti v, Ov)] SC monitor When a thread Ti nishes executing a method on a monitor O, or when a thread Ti is signaled from a condition queue of O, it updates its vector clock using the component-wise maximum of Ti v and Ov [ie, Ti v = max(Ti v, Ov)] Figure 727a and b show the thread-centric timestamps assigned for the executions in Figs 720 and 722, respectively Again, dotted arrows represent application of the third rule Thread-centric timestamps can be used to determine the happened-before relation between two arbitrary events, as the following proposition shows: Proposition 6.

A(t) = A0 sin[2p (t)] where A0 is the radius of the circle. Since the concept of phase is often applied to periodic signals, we can call A(t) the signal and A0 the amplitude of the signal . For example, in the case of radio waves, A(t) would be the strength of the electric eld, which oscillates in time as the wave passes by. Inverting the above formula, we can therefore determine the phase (t) if we measure the signal A(t) (and, similarly, we could infer the clock time). Note that, for an ideal clock, the signal would be a pure sinusoidal function of time: Aideal = A0 sin 2p ideal = A0 sin(2pf0t + 2p 0) = (A0 cos 2p 0)sin 2pf0t + (A0 sin 2p 0)cos 2pf0t S = A0 sin w0t + AC cos w0t 0 where the angular frequency w0 2pf0 has units of radians per second. For a real clock, the signal would the same sinusoidal function of its own clock time , (but would generally be a complicated function of true time):

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