A Contracting Company borrowed $(100000$$$)$ from a Bank and they intended to repay this debt as a series of annual payments for $(10)$ years with interest rate of $(12\%)$ compounded quarterly. At the end of the $(7^{th})$ year the company didn't have enough money to pay the remaining debt to the bank, so they decide to postpone the remaining payments to be paid in the ${11}^m,{12}^m,{13}^{at}$ and ${14}^a$ year respectively $.$calculate the value of each payment $?$