Myriah hates doing the dishes, but her parents insist that she must help out and take a turn sometimes. Myriah is only willing to do the dishes sometimes, so her mom proposes that they roll two dice. If the sum of the dice is $6$ or less, Myriah will do the dishes. If the sum is $7$ or more, one of her parents will do the dishes.

How many days each week can Myriah expect to have to do the dishes? Create a simulation of rolling the two dice (generate two random integers between $1$ and $6$) and record the sum. Run the simulation $30$ times to determine how often Myriah can expect to do the dishes.