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Next, router 4 makes its broadcast Routers 1 and 3 hear this and update their tables to the following (new routes in italics): Router Router 1 Table 19216810/24 Internet gateway 19216820/24 via router 2 or 4 19216830/24 via router 4 19216840/24 via router 4 Router 2 19216820/24 19216810/24 via router 1 Internet gateway via router 1 19216830/24 via router 3 Router 3 19216830/24 19216820/24 via router 2 19216810/24 via router 2 or 4 Internet gateway via router 2 or 4 19216840/24 via router 4 Router 4 19216840/24 19216810/24 via router 1 Internet gateway via router 1 19216830/24 via router 3 19216820/24 via router 3

Highest () ++ * + >> > == & ^ | && || : = Lowest op= [] / >>> >= != << < <= ~ % !

However, if you want to first shift a right by b positions and then add 3 to that result, you will need to parenthesize the expression like this:

Once all the routers go through another round of broadcasts, the complete table would look like this: Router Router 1 Table 19216810/24 Internet gateway 19216820/24 via router 2 or 4 19216830/24 via router 4 or 2 19216840/24 via router 4 or 2 Router 2 19216820/24 19216810/24 via router 1 or 3 Internet gateway via router 1 or 3 19216830/24 via router 3 or 1 Router 3 19216830/24 19216820/24 via router 2 or 4 19216810/24 via router 2 or 4 Internet gateway via router 2 or 4 19216840/24 via router 4 or 2 Router 4 19216840/24 19216810/24 via router 1 or 3 Internet gateway via router 1 or 3 19216830/24 via router 3 or 1 19216820/24 via router 3 or 1 Why is this mesh important Let s say router 2 fails If router 3 was relying on router 2 to send packets to the Internet, it can immediately update its tables, reflecting that router 2 is no longer there, and then forward Internet-bound packets through router 4

In addition to altering the normal precedence of an operator, parentheses can sometimes be used to help clarify the meaning of an expression For anyone reading your code, a complicated expression can be difficult to understand Adding redundant but clarifying parentheses to complex expressions can help prevent confusion later For example, which of the following expressions is easier to read

a | 4 + c >> b & 7 (a | (((4 + c) >> b) & 7))

RIP s Algorithm (and Why You Should Use OSPF Instead)

There s an old saying, That s like comparing apples to oranges. What it means is that it s sometimes unfair to compare dissimilar objects. I said sometimes, because at other times it s completely fair. Suppose I hand you one apple and one orange. Which one is heavier Which one has a larger diameter These aren t unfair questions, are they So sometimes you can compare apples to oranges! And when it comes to your robots, there s a way for your robots to compare things, too not apples and oranges, but numbers.

One other point: parentheses (redundant or not) do not degrade the performance of your program Therefore, adding parentheses to reduce ambiguity does not negatively affect your program

Unfortunately, when it comes to figuring out the most optimal path from one subnet to another, RIP is not the smartest protocol Its method of determining which route to take is based on the fewest number of routers (hops) between it and the destination Although that sounds optimal, what this algorithm doesn t take into account is how much traffic is on the link or how fast the link is

programming language uses control statements to cause the flow of execution to advance and branch based on changes to the state of a program Java s program control statements can be put into the following categories: selection, iteration, and jump Selection statements allow your program to choose different paths of execution based upon the outcome of an expression or the state of a variable Iteration statements enable program execution to repeat one or more statements (that is, iteration statements form loops) Jump statements allow your program to execute in a nonlinear fashion All of Java s control statements are examined here