It is an artificial lake formed after the completion of the Xin’an River hydroelectric station.
It is also home to lush forests (over 90%), and exotic islands.
But what lies underneath the lake is perhaps more interesting and worthy than the lake itself.
About 290,000 people were relocated for the project.
The complete apathy of the government towards preservation of the ancient cities is shocking.
On September 18, 2001, for the first time attempt was made to reach the town.
“We were lucky.
Qiu quickly reported his discovery to the local government.
Even the wooden beams and stairs were preserved.
In 2005, the local tourism department discovered three additional ancient towns under the water.
On January 7, 2011, the ancient towns were assessed as provincial level relics.
In the following month, Chinese National Geography magazine printed photos of the town.
Local governments were excited, but the problem of how to preserve the ancient cities remained.
Some suggested building a protective wall and pumping water out of the city.
However, this method is costly, and the walls are unable to sustain pressure.
It was then suggested that the submerged towns be opened up for tourists.
But since it was finished in 2004, the submarine was never used.
Local officials said laws did not allow submarines to dive into inland waters.
Further, no rules regulate civil submarines.
Some experts believe the best thing to do now is nothing, as technology is limited.
He said that currently, technology does not offer viable options.
Water offers wood better protection; exposure to the air increases the possibility of damage.
Further, the walls are delicate and might collapse due to changes in water currents.
Fang suggests that sailing, fishing, or sand digging in nearby areas should be prohibited.
The Archimedes Bridge is a difficult project.
The city of Shi cheng under water.
(Photo: Chinese National Geography)
An archeologist examines the miraculously well-preserved architecture under water.
[Photo: Chinese National Geography]
Sources:1,2,3,4,5,6
