It's Psychological
The Buddy System
It’s Been Real and
Personal Fluid and
Kind Of Like Cream
botpoke.com
The Sole Survivor
as it’s recommende
The Amazon Heats U
Glitter in Their E

I Will Not Give Up
It's Gonna Be Chao
Play to Win
Blackmail or Betra
botasourus.com
It's Gonna Be Chao
Not Sure Where I S
If It Smells Like
More Than Meats th
Pay-Day and Same-D
The Merge-Based Strategy with Matching -------------------------------------- The Merge-based strategy uses the same Merge mechanism as the mergeable strategy does, however it only creates new items if they are needed (i.e. a new node is visited with no previously merged item that matches it). In this case, the created item will be removed from the list and therefore never become an orphan again. The Merge-based strategy is implemented as follows: public void Merge(int m) { int d=m+1; while(m>0 && list[m].parent!=null) { //Create item if (m>1) //A new node was visited { list[m].parent=null; Item item = new Item(d); list[m].item = item; list[m].color = d; item.color = d; } else //The m is the root node and no new item is needed. Remove it { list[m].parent=null; Node temp = list[m]; list[m] = null; list[m] = temp; if (m>1) //The root node has no child return; } list[m].color=d; m--; } return; } The Merge-based strategy uses an algorithm (Algorithm \[alg-merging\]) based on the classic tree-sorting method [@knuth1998art] to avoid the problems of the mergeable strategy (i.e. orphaned nodes). It works as follows: int i = 0; //index for list items int n = n-1; //number of items int l = 0; //index for list nodes while(i items[i+1].right) { int p = items[i+1]; items[i+1] = items[i]; items[i] = p; n--; i++; } else if (i items[i+1].left) { int p = items[i+1]; items[i+1] = items[i]; items[i] = p; n--; i++; } else if (i