Mixed factorial

Mixed Factorial is a type of factorial coined by the googology wiki user, SpongeTechX. They use a number of mixed operations in order of growth rate. It always starts with addition, then multiplication, then exponentiation, etc. They can be iterated with a "*" symbol. An example of a mixed factorial is: If you want to go to exponentiation, or find out the mixed factorial of 4, you have to find 3 to the power of 4, which is 81. If you want to go even further, and find the mixed factorial of 5, take 81 and tetrate it by 5. Pentate the number you find (which is too large to write on this screen) by 6 to find the mixed factorial of 6, and so on.
 * mixed factorial of 3 (or 3*) = 1 + 2 x 3

Multiple Mixed Factorials
To find multiple mixed factorials, (n**, n***, n****) take n* and find the mixed factorial of that number to get n**. Find the mixed factorial of that number to get n***. Repeat these steps for even more multiple mixed factorials.

Trivia

 * Multiple mixed factorials can be written as n*2, n*3, etc.
 * Mixed factorials can only be written in one order. From addition, to multiplication, exponentiation, and so on. Any other order and it is incorrect.