- overwrites = 0;
-}
-
-
-/// TranspositionTable::insert_pv() is called at the end of a search
-/// iteration, and inserts the PV back into the PV. This makes sure
-/// the old PV moves are searched first, even if the old TT entries
-/// have been overwritten.
-
-void TranspositionTable::insert_pv(const Position& pos, Move pv[]) {
-
- StateInfo st;
- Position p(pos, pos.thread());
-
- for (int i = 0; pv[i] != MOVE_NONE; i++)
- {
- TTEntry *tte = retrieve(p.get_key());
- if (!tte || tte->move() != pv[i])
- store(p.get_key(), VALUE_NONE, VALUE_TYPE_NONE, Depth(-127*OnePly), pv[i], VALUE_NONE, VALUE_NONE);
- p.do_move(pv[i], st);
- }
-}
-
-
-/// TranspositionTable::extract_pv() extends a PV by adding moves from the
-/// transposition table at the end. This should ensure that the PV is almost
-/// always at least two plies long, which is important, because otherwise we
-/// will often get single-move PVs when the search stops while failing high,
-/// and a single-move PV means that we don't have a ponder move.
-
-void TranspositionTable::extract_pv(const Position& pos, Move bestMove, Move pv[], const int PLY_MAX) {
-
- const TTEntry* tte;
- StateInfo st;
- Position p(pos, pos.thread());
- int ply = 0;
-
- assert(bestMove != MOVE_NONE);
-
- pv[ply] = bestMove;
- p.do_move(pv[ply++], st);
-
- // Extract moves from TT when possible. We try hard to always
- // get a ponder move, that's the reason of ply < 2 conditions.
- while ( (tte = retrieve(p.get_key())) != NULL
- && tte->move() != MOVE_NONE
- && (tte->type() == VALUE_TYPE_EXACT || ply < 2)
- && move_is_legal(p, tte->move())
- && (!p.is_draw() || ply < 2)
- && ply < PLY_MAX)
- {
- pv[ply] = tte->move();
- p.do_move(pv[ply++], st);
- }
- pv[ply] = MOVE_NONE;
-}
-
-
-/// TranspositionTable::full() returns the permill of all transposition table
-/// entries which have received at least one overwrite during the current search.
-/// It is used to display the "info hashfull ..." information in UCI.
-
-int TranspositionTable::full() const {
-
- double N = double(size) * ClusterSize;
- return int(1000 * (1 - exp(overwrites * log(1.0 - 1.0/N))));