Expected Insertions to Pay a Parking Meter

$ at a parking meter that only accepts quarters ($\$0.25$ each), so you need 4 real quarters to complete payment. You have an infinitely large pouch of coins where 60% are real quarters and 40% are fake. The meter has a catch: if you insert a fake quarter, the meter resets to $\$0$ and you lose all progress. You must start over from scratch. You draw coins one at a time from the pouch and insert them. How many coins do you expect to insert before the meter is fully paid?