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I don't know how to solve the mathematical problem of water injection in an oil reservoir.
Water inflow (1/2)+(1/5)-(1/4)-(1/6) = 7/60.

There was 1/6 water, and the remaining1-(1/6) = 5/6 = 50/60.

After seven cycles, there is (50/60)-7*(7/60)= 1/60.

Then, when A starts water injection, the required time is (1/60) ÷ (1/3) =1/20 hours.

Therefore, the total time required for * * * is 4×7+( 1/20)=28.05 hours.