1. **State the problem:** We need to find how many azzes are in 1 enit given the conversion rates between different coins. 2. **Given conversions:** - 4 azzes = 1 bayo - 2 bayos = 1 cott - 2 cotts = 1 duit - 4 duits = 1 enit 3. **Find azzes in 1 enit:** We start from enit and convert down to azzes step-by-step. 4. Express 1 enit in duits: $$1\ \text{enit} = 4\ \text{duits}$$ 5. Express duits in cotts: $$4\ \text{duits} = 4 \times 2\ \text{cotts} = 8\ \text{cotts}$$ 6. Express cotts in bayos: $$8\ \text{cotts} = 8 \times 2\ \text{bayos} = 16\ \text{bayos}$$ 7. Express bayos in azzes: $$16\ \text{bayos} = 16 \times 4\ \text{azzes} = 64\ \text{azzes}$$ 8. **Final answer:** There are $$64$$ azzes in 1 enit. Therefore, the correct choice is C 64.