In the **pseudorandom method,** the key is used as the seed in a pseudorandom number generator and the resulting random number is then scaled into the possible address range using modulo division. A common random number generator is shown below.

y = ax + c

This method is also known as **MAD** which stands for **multiply, add and divide**. To use the pseudorandom number generator as a hashing method, we set x to the key, multiply it by the coefficient a, and then add the constant c. The result is then divided by the list size with the remainder (see “Modulo-Division Method,”) being the hashed address. Let’s demonstrate the concept with an example from Figure 6. To keep the calculation reasonable, we use 17 and 7 for factors *a* and c, respectively. Also, the list size in the example is the prime number 307.

y = ((17 * 121267) + 7)modulo 307

y = (2061539 + 7) modulo 307

y = 2061546 modulo 307

y = 4

We will see this pseudorandom number generator again when we discuss collision resolution.

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