+void *rbl_search(rbltree_t *tree, void *data)
+{
+ rbl_t *rbl;
+
+ rbl = rbl_search_rbl(tree, data);
+
+ if(rbl)
+ return rbl->data;
+ else
+ return NULL;
+}
+
+/* Red-black tree operations taken from Introduction to Algorithms,
+ Cormen, Leiserson & Rivest, chapter 14.
+*/
+
+void rbl_left_rotate(rbl_t *x)
+{
+ rbl_t *y;
+
+ y = x->right;
+ x->right = y->left;
+
+ if(y->left)
+ y->left->parent = x;
+
+ y->parent = x->parent;
+
+ if(!x->parent)
+ x->tree->top = y;
+ else
+ if(x == x->parent->left)
+ x->parent->left = y;
+ else
+ x->parent->right = y;
+
+ y->left = x;
+ x->parent = y;
+}
+
+void rbl_right_rotate(rbl_t *y)
+{
+ rbl_t *x;
+
+ x = y->left;
+ y->left = x->right;
+
+ if(x->right)
+ x->right->parent = y;
+
+ x->parent = y->parent;
+
+ if(!y->parent)
+ y->tree->top = x;
+ else
+ if(y == y->parent->right)
+ y->parent->right = x;
+ else
+ y->parent->left = x;
+
+ x->right = y;
+ y->parent = x;
+}
+
+/* Insert a node into the rbl tree */
+rbl_t *rbl_insert_rbl(rbltree_t *tree, rbl_t *rbl)
+{
+ rbl_t *closest, *x, *y;
+ int result;
+
+ rbl->tree = tree;
+
+ /* Binary tree and linked list insert */
+
+ if(tree->top)
+ {
+ closest = rbl_search_closest_rbl(tree, rbl->data);
+ result = tree->compare(rbl->data, closest->data);
+ if(result < 0)
+ {
+ closest->left = rbl;
+
+ rbl->prev = closest->prev;
+ rbl->next = closest;
+ closest->prev = rbl;
+
+ if(rbl->prev)
+ rbl->prev->next = rbl;
+ else
+ tree->head = rbl;
+ }
+ else if(result > 0)
+ {
+ closest->right = rbl;
+
+ rbl->next = closest->next;
+ rbl->prev = closest;
+ closest->next = rbl;
+
+ if(rbl->next)
+ rbl->next->prev = rbl;
+ else
+ tree->tail = rbl;
+ }
+ else
+ return closest; /* Ofcourse, we cannot add two identical things */
+
+ rbl->parent = closest;
+ }
+ else
+ {
+ tree->top = rbl;
+ tree->head = rbl;
+ tree->tail = rbl;
+ }
+
+ /* Red-black part of insert */
+
+ x = rbl;
+ x->color = RBL_RED;
+
+ while(x != tree->top && x->parent->color == RBL_RED)
+ {
+ if(x->parent == x->parent->parent->left)
+ {
+ y = x->parent->parent->right;
+ if(y && y->color == RBL_RED)
+ {
+ x->parent->color = RBL_BLACK;
+ y->color = RBL_BLACK;
+ x->parent->parent->color = RBL_RED;
+ x = x->parent->parent;
+ }
+ else
+ {
+ if(x == x->parent->right)
+ {
+ x = x->parent;
+ rbl_left_rotate(x);
+ }
+ x->parent->color = RBL_BLACK;
+ x->parent->parent->color = RBL_RED;
+ rbl_right_rotate(x->parent->parent);
+ }
+ }
+ else
+ {
+ y = x->parent->parent->left;
+ if(y && y->color == RBL_RED)
+ {
+ x->parent->color = RBL_BLACK;
+ y->color = RBL_BLACK;
+ x->parent->parent->color = RBL_RED;
+ x = x->parent->parent;
+ }
+ else
+ {
+ if(x == x->parent->left)
+ {
+ x = x->parent;
+ rbl_right_rotate(x);
+ }
+ x->parent->color = RBL_BLACK;
+ x->parent->parent->color = RBL_RED;
+ rbl_left_rotate(x->parent->parent);
+ }
+ }
+ }
+
+ tree->top->color = RBL_BLACK;
+ return rbl;
+}
+
+/* Create a new node and insert it into the tree */
+rbl_t *rbl_insert(rbltree_t *tree, void *data)
+{
+ rbl_t *rbl;
+
+ rbl = new_rbl();
+ rbl->data = data;
+
+ if(rbl_insert_rbl(tree, rbl) == rbl)
+ return rbl;
+ else
+ {
+ free_rbl(rbl);
+ return NULL;
+ }
+}
+
+/* Restore red-black property after violation due to a deletion */
+void rbl_delete_fixup(rbl_t *x)
+{
+ rbl_t *w;
+
+ while(x != x->tree->top && x->color == RBL_BLACK)
+ {
+ if(x == x->parent->left)
+ {
+ w = x->parent->right;
+ if(w->color == RBL_RED)
+ {
+ w->color = RBL_BLACK;
+ x->parent->color = RBL_RED;
+ rbl_left_rotate(x->parent);
+ w = x->parent->right;
+ }
+ if(w->left->color == RBL_BLACK && w->right->color == RBL_BLACK)
+ {
+ w->color = RBL_RED;
+ x = x->parent;
+ }
+ else
+ {
+ if(w->right->color == RBL_BLACK)
+ {
+ w->left->color = RBL_BLACK;
+ w->color = RBL_RED;
+ rbl_right_rotate(w);
+ w = x->parent->right;
+ }
+ w->color = x->parent->color;
+ x->parent->color = RBL_BLACK;
+ w->right->color = RBL_BLACK;
+ rbl_left_rotate(x->parent);
+ x = x->tree->top;
+ }
+ }
+ else
+ {
+ w = x->parent->left;
+ if(w->color == RBL_RED)
+ {
+ w->color = RBL_BLACK;
+ x->parent->color = RBL_RED;
+ rbl_right_rotate(x->parent);
+ w = x->parent->left;
+ }
+ if(w->right->color == RBL_BLACK && w->left->color == RBL_BLACK)
+ {
+ w->color = RBL_RED;
+ x = x->parent;
+ }
+ else
+ {
+ if(w->left->color == RBL_BLACK)
+ {
+ w->right->color = RBL_BLACK;
+ w->color = RBL_RED;
+ rbl_left_rotate(w);
+ w = x->parent->left;
+ }
+ w->color = x->parent->color;
+ x->parent->color = RBL_BLACK;
+ w->left->color = RBL_BLACK;
+ rbl_right_rotate(x->parent);
+ x = x->tree->top;
+ }
+ }
+ }
+
+ x->color = RBL_BLACK;
+}
+
+/* Unlink node from the tree, but keep the node intact. */
+rbl_t *rbl_unlink_rbl(rbl_t *rbl)
+{
+ rbl_t *x, *y;
+
+ /* Binary tree delete */
+
+ if(rbl->left && rbl->right)
+ y = rbl->next;
+ else
+ y = rbl;
+
+ if(y->left)
+ x = y->left;
+ else
+ x = y->right;
+
+ if(x)
+ x->parent = y->parent;
+
+ if(!y->parent)
+ rbl->tree->top = x;
+ else
+ if(y == y->parent->left)
+ y->parent->left = x;
+ else
+ y->parent->right = x;
+
+ if(y != rbl)
+ {
+ y->left = rbl->left;
+ y->right = rbl->right;
+ y->parent = rbl->parent;
+ if(rbl == rbl->parent->left)
+ rbl->parent->left = y;
+ else
+ rbl->parent->right = y;
+ }
+
+ /* Linked list delete */
+
+ if(rbl->prev)
+ rbl->prev->next = rbl->next;
+ else
+ rbl->tree->head = rbl->next;
+
+ if(rbl->next)
+ rbl->next->prev = rbl->prev;
+ else
+ rbl->tree->tail = rbl->prev;
+
+ /* Red-black part of delete */
+
+ if(y->color == RBL_BLACK && x)
+ rbl_delete_fixup(x);
+
+ return rbl;
+}
+
+/* Search node in tree and unlink it */
+rbl_t *rbl_unlink(rbltree_t *tree, void *data)