1. Each of the three equal containers can hold 600 liters of liquid and each is filled exactly to half. From the first container to the second, we pour $18 \%$ of the liquid. Then from the second container to the third, we pour $2 / 3$ of the liquid. After that, from the third container to the first, we pour $3 / 8$ of the liquid and an additional 5 liters of liquid. How many liters of liquid need to be poured from the container with the most liquid to the container with the least liquid so that the amount of liquid in these containers is equal?