On account of coronavirus, $5\%$ of the population of a village died. Out of the remaining population, $20\%$ fled due to panic. If the present population is $4655$, then what was the population of the village before the corona attack?

Let the initial population of the village be $P$.
1. After $5\%$ of the population died, the remaining population is:

$$P\times \left(1-\frac{5}{100}\right)=0.95P$$

2. Out of the remaining population, $20\%$ fled, leaving a final population of:

$$0.95P\times \left(1-\frac{20}{100}\right)=0.95P\times 0.80=0.76P$$

Given that the present population is $4655$:

$$0.76P=4655$$

$$P=\frac{4655}{0.76}=6125$$

Therefore, the population of the village before the corona attack was $6125$.