P̷̶r̷̶i̷̶m̷̶i̷̶t̷̶i̷̶v̷̶e̷̶ ̷̶W̷̶a̷̶r̷̶ ̷̶(̷̶2̷̶0̷̶2̷̶5̷̶)̷̶ ̷̶S̷̶u̷̶b̷̶ ̷̶I̷̶n̷̶d̷̶o̷̶

A̷̶r̷̶g̷̶a̷̶n̷̶t̷̶a̷̶r̷̶a̷̶ ̷̶(̷̶2̷̶0̷̶2̷̶4̷̶)̷̶ ̷̶F̷̶u̷̶l̷̶l̷̶ ̷̶H̷̶D̷̶

T̷̶h̷̶e̷̶ ̷̶W̷̶i̷̶t̷̶c̷̶h̷̶e̷̶r̷̶:̷̶ ̷̶S̷̶i̷̶r̷̶e̷̶n̷̶s̷̶ ̷̶o̷̶f̷̶ ̷̶t̷̶h̷̶e̷̶ ̷̶D̷̶e̷̶e̷̶p̷̶

P̷̶e̷̶r̷̶a̷̶y̷̶a̷̶a̷̶n̷̶ ̷̶M̷̶a̷̶t̷̶i̷̶ ̷̶R̷̶a̷̶s̷̶a̷̶ ̷̶I̷̶N̷̶D̷̶O̷̶N̷̶E̷̶S̷̶I̷̶A̷̶

2̷̶0̷̶0̷̶%̷̶ ̷̶W̷̶o̷̶l̷̶f̷̶ ̷̶(̷̶2̷̶0̷̶2̷̶4̷̶)̷̶ ̷̶S̷̶u̷̶b̷̶t̷̶i̷̶t̷̶l̷̶e̷̶ ̷̶I̷̶n̷̶d̷̶o̷̶n̷̶e̷̶s̷̶i

J̷̶o̷̶d̷̶o̷̶h̷̶ ̷̶3̷̶ ̷̶B̷̶u̷̶j̷̶a̷̶n̷̶g̷̶ ̷̶(̷̶2̷̶0̷̶2̷̶5̷̶)̷̶ ̷̶I̷̶N̷̶D̷̶O̷̶N̷̶E̷̶S̷̶I̷̶A̷̶

C̷̶h̷̶a̷̶i̷̶n̷̶s̷̶a̷̶w̷̶ ̷̶M̷̶a̷̶n̷̶ ̷̶-̷̶ ̷̶T̷̶h̷̶e̷̶ ̷̶M̷̶o̷̶v̷̶i̷̶e̷̶ ̷̶2̷̶0̷̶2̷̶5̷̶

K̷̶U̷̶N̷̶G̷̶F̷̶U̷̶ ̷̶P̷̶A̷̶N̷̶D̷̶A̷̶ ̷̶4̷̶ ̷̶S̷̶U̷̶B̷̶ ̷̶I̷̶N̷̶D̷̶O̷̶N̷̶E̷̶S̷̶I̷̶A̷̶

T̷̶a̷̶r̷̶o̷̶t̷̶ ̷̶2̷̶0̷̶2̷̶4̷̶ ̷̶S̷̶U̷̶B̷̶ ̷̶I̷̶N̷̶D̷̶O̷̶N̷̶E̷̶S̷̶I̷̶A̷̶

P̷̶a̷̶b̷̶r̷̶i̷̶k̷̶ ̷̶G̷̶u̷̶l̷̶a̷̶[̷̶U̷̶N̷̶C̷̶U̷̶T̷̶]̷̶ ̷̶2̷̶0̷̶2̷̶5̷̶

L̷̶a̷̶ ̷̶T̷̶a̷̶h̷̶z̷̶a̷̶n̷̶ ̷̶–̷̶ ̷̶S̷̶U̷̶B̷̶T̷̶I̷̶T̷̶L̷̶E̷̶ ̷̶I̷̶N̷̶D̷̶O̷̶N̷̶E̷̶S̷̶I̷̶A̷̶

K̷̶i̷̶t̷̶a̷̶b̷̶ ̷̶S̷̶i̷̶j̷̶j̷̶i̷̶n̷̶ ̷̶D̷̶A̷̶N̷̶ ̷̶I̷̶l̷̶l̷̶i̷̶y̷̶y̷̶i̷̶n̷̶ ̷̶2̷̶0̷̶2̷̶5̷̶