Please explain in a chart!! A closed traverse was done as deflection angle traverse. Azimuth $A_{AB}$ is $120{30}^{\text{'}}.$ It started at A and ended progressed as A$-$B$-$C$-$D$-$E$-$F$-$G$-$A$.$ Deflection angles measured were given below:

A $85{20}^{\text{'}}R($at A $,$ from G to B $)$

B at B$,$ from A to C $)$

C $83{32}^{\text{'}}R$

D $63{27}^{\text{'}}R$

E $34{18}^{\text{'}}R$

F $72{56}^{\text{'}}R$

G $30{45}^{\text{'}}R($at G$,$ from F to A $)$

Sketch the diagram for the given data

Compute the unadjusted azimuths by setting up the table. Fine the error of closure. Find the adjusted azimuths by distributing the error equally.