You are expected to read the lab instructions and complete the pre$-$lab assignments before attending the lab sessions. You are responsible for uploading your pre$-$lab assignment to eClass.

Design a Moore finite state machine to meet the specifications in this lab. It should be an $8-$state machine using $3$ D$-$Type flip$-$flops $($One for Q$0,$ one for Q$1$ and one for Q$2).$ Please fill out the given tables and derive your solutions based on them. Include the following in your solution:

a$.$ Complete State table $($or State Transition Table$)$ and Output table.

b$.$ Solved K$-$maps for D$0,$ D$1$ and D$2$ which describe the next state $($Hint $-5$ variable k$-$map$).$

c$.$ Solved K$-$maps for the outputs $($SG$,$ SY$,$ SR$,$ HG$,$ HY$,$ HR$,$ CD$2,$ CD$1$ and CD$0).$

d$.$ Flip$-$flop input and output equations $($Equations for D$0,$ D$1$ and D$2$ based on the inputs $($EMV and Change$)$ and current state $($Q$2,$ Q$1$ and Q$0)).$

e$.$ Handwritten or electronic version of VHDL solution.

Note: You do not need to consider the "Reset" functionality in your tables. This function is already implemented for you in the code.

It is very important that you complete the pre$-$lab components before you come to the lab. Failing to do so will impede your ability to complete the lab within the allotted time.

Outputs based on Current State

Current State Outputs Symbol Q Secondary HW Lights Primary HW Lights Countdown Display $($CD$)$ Q$2$ Q$1$ Q$0$ SG SY SR HG HY HR CD$2$ CD$1$ CD$0$ S$0000$ S$1001$ S$2010$ S$3011$ S$4100$ S$5101$ S$6110$ S$7111$

State transition table

Current State $($Q$)$ Inputs Next State $($D$)$ Symbol Q$2$ Q$1$ Q$0$ Change EMV D$2$ D$1$ D$0$ Symbol So $00000000$ so $00001000$ SO $00010001$ S$100011$ S$100100001010011000111$ S$201000010010101001011$ S$301100011010111001111$ S$410000100011001010011$ S$510100101011011010111$ S$611000110011101011011$ S$711100111011111011111$

hand written solutions will receive a like, please fill in both tables. Thank you!