csp-s Analog 94

T1:
  on both sides would be finished with the logarithmic
 
T2:
  the difference will be found, in fact, left the mobile digital, and can only be moved k steps
  would be simple, the number of congruence k mold must be moved together, it certainly will not do different, so open k barrels statistics on the line
 
T3:
  for each node seeking contributions
  can the distribution of nodes in sequence for each node in the statistical sub-tree
  specifically can be used to solve the tree line, statistics which position has emerged at the same time count the number of consecutive sub-segments
  so the contribution of each node is the \ ((cnt_u- \ sum_ {v \ to son_u} cnt_v) * val_u \)

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Origin www.cnblogs.com/Gkeng/p/11839513.html