319 lines
7.8 KiB
C++
319 lines
7.8 KiB
C++
/*
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* Copyright © 2018 Google, Inc.
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*
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* This is part of HarfBuzz, a text shaping library.
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*
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* Permission is hereby granted, without written agreement and without
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* license or royalty fees, to use, copy, modify, and distribute this
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* software and its documentation for any purpose, provided that the
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* above copyright notice and the following two paragraphs appear in
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* all copies of this software.
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*
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* IN NO EVENT SHALL THE COPYRIGHT HOLDER BE LIABLE TO ANY PARTY FOR
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* DIRECT, INDIRECT, SPECIAL, INCIDENTAL, OR CONSEQUENTIAL DAMAGES
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* ARISING OUT OF THE USE OF THIS SOFTWARE AND ITS DOCUMENTATION, EVEN
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* IF THE COPYRIGHT HOLDER HAS BEEN ADVISED OF THE POSSIBILITY OF SUCH
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* DAMAGE.
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*
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* THE COPYRIGHT HOLDER SPECIFICALLY DISCLAIMS ANY WARRANTIES, INCLUDING,
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* BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND
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* FITNESS FOR A PARTICULAR PURPOSE. THE SOFTWARE PROVIDED HEREUNDER IS
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* ON AN "AS IS" BASIS, AND THE COPYRIGHT HOLDER HAS NO OBLIGATION TO
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* PROVIDE MAINTENANCE, SUPPORT, UPDATES, ENHANCEMENTS, OR MODIFICATIONS.
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*
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* Google Author(s): Behdad Esfahbod
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*/
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#ifndef HB_MAP_HH
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#define HB_MAP_HH
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#include "hb.hh"
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/*
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* hb_hashmap_t
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*/
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template <typename K, typename V,
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K kINVALID = hb_is_pointer (K) ? 0 : hb_is_signed (K) ? hb_int_min (K) : (K) -1,
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V vINVALID = hb_is_pointer (V) ? 0 : hb_is_signed (V) ? hb_int_min (V) : (V) -1>
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struct hb_hashmap_t
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{
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HB_DELETE_COPY_ASSIGN (hb_hashmap_t);
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hb_hashmap_t () { init (); }
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~hb_hashmap_t () { fini (); }
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static_assert (hb_is_integer (K) || hb_is_pointer (K), "");
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static_assert (hb_is_integer (V) || hb_is_pointer (V), "");
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/* TODO If key type is a pointer, keep hash in item_t and use to:
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* 1. avoid rehashing when resizing table, and
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* 2. compare hash before comparing keys, for speed.
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*/
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struct item_t
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{
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K key;
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V value;
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void clear () { key = kINVALID; value = vINVALID; }
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bool operator == (K o) { return hb_deref (key) == hb_deref (o); }
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bool operator == (const item_t &o) { return *this == o.key; }
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bool is_unused () const { return key == kINVALID; }
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bool is_tombstone () const { return key != kINVALID && value == vINVALID; }
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bool is_real () const { return key != kINVALID && value != vINVALID; }
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hb_pair_t<K, V> get_pair() const { return hb_pair_t<K, V> (key, value); }
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};
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hb_object_header_t header;
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bool successful; /* Allocations successful */
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unsigned int population; /* Not including tombstones. */
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unsigned int occupancy; /* Including tombstones. */
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unsigned int mask;
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unsigned int prime;
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item_t *items;
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void init_shallow ()
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{
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successful = true;
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population = occupancy = 0;
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mask = 0;
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prime = 0;
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items = nullptr;
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}
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void init ()
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{
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hb_object_init (this);
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init_shallow ();
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}
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void fini_shallow ()
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{
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free (items);
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items = nullptr;
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population = occupancy = 0;
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}
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void fini ()
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{
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hb_object_fini (this);
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fini_shallow ();
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}
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void reset ()
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{
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if (unlikely (hb_object_is_immutable (this)))
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return;
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successful = true;
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clear ();
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}
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bool in_error () const { return !successful; }
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bool resize ()
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{
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if (unlikely (!successful)) return false;
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unsigned int power = hb_bit_storage (population * 2 + 8);
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unsigned int new_size = 1u << power;
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item_t *new_items = (item_t *) malloc ((size_t) new_size * sizeof (item_t));
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if (unlikely (!new_items))
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{
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successful = false;
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return false;
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}
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+ hb_iter (new_items, new_size)
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| hb_apply (&item_t::clear)
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;
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unsigned int old_size = mask + 1;
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item_t *old_items = items;
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/* Switch to new, empty, array. */
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population = occupancy = 0;
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mask = new_size - 1;
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prime = prime_for (power);
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items = new_items;
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/* Insert back old items. */
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if (old_items)
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for (unsigned int i = 0; i < old_size; i++)
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if (old_items[i].is_real ())
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set (old_items[i].key, old_items[i].value);
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free (old_items);
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return true;
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}
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void set (K key, V value)
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{
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if (unlikely (!successful)) return;
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if (unlikely (key == kINVALID)) return;
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if ((occupancy + occupancy / 2) >= mask && !resize ()) return;
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unsigned int i = bucket_for (key);
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if (value == vINVALID && items[i].key != key)
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return; /* Trying to delete non-existent key. */
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if (!items[i].is_unused ())
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{
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occupancy--;
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if (items[i].is_tombstone ())
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population--;
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}
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items[i].key = key;
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items[i].value = value;
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occupancy++;
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if (!items[i].is_tombstone ())
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population++;
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}
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V get (K key) const
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{
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if (unlikely (!items)) return vINVALID;
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unsigned int i = bucket_for (key);
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return items[i].is_real () && items[i] == key ? items[i].value : vINVALID;
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}
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void del (K key) { set (key, vINVALID); }
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/* Has interface. */
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static constexpr V SENTINEL = vINVALID;
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typedef V value_t;
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value_t operator [] (K k) const { return get (k); }
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bool has (K k, V *vp = nullptr) const
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{
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V v = (*this)[k];
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if (vp) *vp = v;
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return v != SENTINEL;
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}
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/* Projection. */
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V operator () (K k) const { return get (k); }
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void clear ()
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{
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if (unlikely (hb_object_is_immutable (this)))
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return;
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if (items)
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+ hb_iter (items, mask + 1)
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| hb_apply (&item_t::clear)
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;
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population = occupancy = 0;
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}
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bool is_empty () const { return population == 0; }
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unsigned int get_population () const { return population; }
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/*
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* Iterator
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*/
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auto iter () const HB_AUTO_RETURN
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(
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+ hb_array (items, mask ? mask + 1 : 0)
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| hb_filter (&item_t::is_real)
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| hb_map (&item_t::get_pair)
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)
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auto keys () const HB_AUTO_RETURN
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(
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+ hb_array (items, mask ? mask + 1 : 0)
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| hb_filter (&item_t::is_real)
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| hb_map (&item_t::key)
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| hb_map (hb_ridentity)
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)
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auto values () const HB_AUTO_RETURN
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(
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+ hb_array (items, mask ? mask + 1 : 0)
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| hb_filter (&item_t::is_real)
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| hb_map (&item_t::value)
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| hb_map (hb_ridentity)
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)
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/* Sink interface. */
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hb_hashmap_t<K, V, kINVALID, vINVALID>& operator << (const hb_pair_t<K, V>& v)
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{ set (v.first, v.second); return *this; }
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protected:
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unsigned int bucket_for (K key) const
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{
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unsigned int i = hb_hash (key) % prime;
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unsigned int step = 0;
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unsigned int tombstone = (unsigned) -1;
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while (!items[i].is_unused ())
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{
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if (items[i] == key)
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return i;
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if (tombstone == (unsigned) -1 && items[i].is_tombstone ())
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tombstone = i;
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i = (i + ++step) & mask;
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}
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return tombstone == (unsigned) -1 ? i : tombstone;
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}
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static unsigned int prime_for (unsigned int shift)
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{
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/* Following comment and table copied from glib. */
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/* Each table size has an associated prime modulo (the first prime
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* lower than the table size) used to find the initial bucket. Probing
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* then works modulo 2^n. The prime modulo is necessary to get a
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* good distribution with poor hash functions.
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*/
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/* Not declaring static to make all kinds of compilers happy... */
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/*static*/ const unsigned int prime_mod [32] =
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{
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1, /* For 1 << 0 */
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2,
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3,
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7,
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13,
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31,
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61,
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127,
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251,
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509,
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1021,
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2039,
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4093,
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8191,
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16381,
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32749,
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65521, /* For 1 << 16 */
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131071,
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262139,
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524287,
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1048573,
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2097143,
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4194301,
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8388593,
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16777213,
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33554393,
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67108859,
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134217689,
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268435399,
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536870909,
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1073741789,
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2147483647 /* For 1 << 31 */
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};
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if (unlikely (shift >= ARRAY_LENGTH (prime_mod)))
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return prime_mod[ARRAY_LENGTH (prime_mod) - 1];
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return prime_mod[shift];
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}
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};
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/*
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* hb_map_t
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*/
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struct hb_map_t : hb_hashmap_t<hb_codepoint_t,
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hb_codepoint_t,
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HB_MAP_VALUE_INVALID,
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HB_MAP_VALUE_INVALID> {};
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#endif /* HB_MAP_HH */
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