Design a six state skip counter using either D or JK Flip$-$Flops:

The number of flip flops required is $3$ which gives $8$ unique states $(0$ through $7).$

Use any six unique digits of your birthday to determine the states:

For example, if you were born on January $3,1998$ then your birthday can be represented as: $01/03/1998$ so the digits of your birthday are: $0,1,0,3,1,9,9,8.$

Do not use any digit more than once therefore we can use: $0,1,3,9,9,8.$

Do not use the digits $8$ or $9,$ pick other digits. For example: $0,1,3,7,6,5$

$($Optional$)$ Draw and reduce the Karnaugh maps and create the circuit using Multisim.

First draw the State Diagram below showing arrows between states. Unused states should go to your initial state. What would the outcome be if the birthday used was $01/29/1994?$