You are required to implement the design of a $"11011"$ Sequence Detector using Logic gates and JK Flip $-$ flops and implement the circuit in any Simulator a$.$ Define overlap and non $-$ overlap in sequence detector $(4$ marks$)$ b$.$ Given a bit sequence of $"0011011011011011011011"$ have been received. Illustrate how the bit sequence of $"11011"$ are detected by using both non$-$overlapping and overlapping seuuence detector. $(2$ marks$)$ c$.$ Derive the state table, state diagram and state transition table for thes sequence detector. $($Use overlapping$).(15$ Marks$)($i$)$ Determine the number of states needed. $(1$ Mark$)($ii$)$ Assign unique binary number $($state vector$)$ to each state$-$state thble $(2$ Marks$)($ii$)$ Draw the state dagram based on Mealy model. $(8$ Marks$)($iv$)$ Derive the state transition table with output $(4$ Matks$)$ d$.$ Implementation ising JK flip $-$ flops. $(39$ Marks$)($i$)$ Use three JK Ilip $-$ flops tatielled as $Y_2,Y_1,$ and Yo to implement the state value and regenerate the state transition table based on these three flip $-$ flops $(5$ Marks$)(0)$ Generate the output table and equation $(4$ Marks$)($iii$)$ Tabulate the Transition Table based on these three tip $-$ flops $(5$Marks $)($iv$)$ Tabulate the excitation table for JK Ilip $-$ flops. $(2{?}^2$ Marks$)($v$)$ Implementation for Yz Hip $-$ flop. $(6$ Marks$)(1)$ Draw the enotation fible for Yz K Ilip$-$Hop $(2)$ Draw the $K-$ map for $12$ and $K2$ and derive their simplification equations. $($