Let V be the volume of gasoline needed for the same distance. Let C1 be the consumption on the highway (6.8 L/100 km) and C2 be the consumption on rural roads. The problem states that the distance from Antonovka to Bogdanovo via Valyutino is the same as the distance via Dolomino and Gorkovsk. It also states that the same volume of gasoline is needed for both routes. This implies that the consumption rate on rural roads (C2) must be equal to the consumption rate on the highway (C1) if the distances are equal and the total fuel consumed is equal. Therefore, C2 = 6.8 L/100 km.