OpenTTD Source 20241222-master-gc72542431a
timer_game_common.cpp
Go to the documentation of this file.
1/*
2 * This file is part of OpenTTD.
3 * OpenTTD is free software; you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation, version 2.
4 * OpenTTD is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.
5 * See the GNU General Public License for more details. You should have received a copy of the GNU General Public License along with OpenTTD. If not, see <http://www.gnu.org/licenses/>.
6 */
7
13#include "../stdafx.h"
14
15#include "timer_game_common.h"
16#include "timer_game_calendar.h"
17#include "timer_game_economy.h"
18
19#include "../safeguards.h"
20
21#define M(a, b) ((a << 5) | b)
22static constexpr uint16_t _month_date_from_year_day[] = {
23 M(0, 1), M(0, 2), M(0, 3), M(0, 4), M(0, 5), M(0, 6), M(0, 7), M(0, 8), M(0, 9), M(0, 10), M(0, 11), M(0, 12), M(0, 13), M(0, 14), M(0, 15), M(0, 16), M(0, 17), M(0, 18), M(0, 19), M(0, 20), M(0, 21), M(0, 22), M(0, 23), M(0, 24), M(0, 25), M(0, 26), M(0, 27), M(0, 28), M(0, 29), M(0, 30), M(0, 31),
24 M(1, 1), M(1, 2), M(1, 3), M(1, 4), M(1, 5), M(1, 6), M(1, 7), M(1, 8), M(1, 9), M(1, 10), M(1, 11), M(1, 12), M(1, 13), M(1, 14), M(1, 15), M(1, 16), M(1, 17), M(1, 18), M(1, 19), M(1, 20), M(1, 21), M(1, 22), M(1, 23), M(1, 24), M(1, 25), M(1, 26), M(1, 27), M(1, 28), M(1, 29),
25 M(2, 1), M(2, 2), M(2, 3), M(2, 4), M(2, 5), M(2, 6), M(2, 7), M(2, 8), M(2, 9), M(2, 10), M(2, 11), M(2, 12), M(2, 13), M(2, 14), M(2, 15), M(2, 16), M(2, 17), M(2, 18), M(2, 19), M(2, 20), M(2, 21), M(2, 22), M(2, 23), M(2, 24), M(2, 25), M(2, 26), M(2, 27), M(2, 28), M(2, 29), M(2, 30), M(2, 31),
26 M(3, 1), M(3, 2), M(3, 3), M(3, 4), M(3, 5), M(3, 6), M(3, 7), M(3, 8), M(3, 9), M(3, 10), M(3, 11), M(3, 12), M(3, 13), M(3, 14), M(3, 15), M(3, 16), M(3, 17), M(3, 18), M(3, 19), M(3, 20), M(3, 21), M(3, 22), M(3, 23), M(3, 24), M(3, 25), M(3, 26), M(3, 27), M(3, 28), M(3, 29), M(3, 30),
27 M(4, 1), M(4, 2), M(4, 3), M(4, 4), M(4, 5), M(4, 6), M(4, 7), M(4, 8), M(4, 9), M(4, 10), M(4, 11), M(4, 12), M(4, 13), M(4, 14), M(4, 15), M(4, 16), M(4, 17), M(4, 18), M(4, 19), M(4, 20), M(4, 21), M(4, 22), M(4, 23), M(4, 24), M(4, 25), M(4, 26), M(4, 27), M(4, 28), M(4, 29), M(4, 30), M(4, 31),
28 M(5, 1), M(5, 2), M(5, 3), M(5, 4), M(5, 5), M(5, 6), M(5, 7), M(5, 8), M(5, 9), M(5, 10), M(5, 11), M(5, 12), M(5, 13), M(5, 14), M(5, 15), M(5, 16), M(5, 17), M(5, 18), M(5, 19), M(5, 20), M(5, 21), M(5, 22), M(5, 23), M(5, 24), M(5, 25), M(5, 26), M(5, 27), M(5, 28), M(5, 29), M(5, 30),
29 M(6, 1), M(6, 2), M(6, 3), M(6, 4), M(6, 5), M(6, 6), M(6, 7), M(6, 8), M(6, 9), M(6, 10), M(6, 11), M(6, 12), M(6, 13), M(6, 14), M(6, 15), M(6, 16), M(6, 17), M(6, 18), M(6, 19), M(6, 20), M(6, 21), M(6, 22), M(6, 23), M(6, 24), M(6, 25), M(6, 26), M(6, 27), M(6, 28), M(6, 29), M(6, 30), M(6, 31),
30 M(7, 1), M(7, 2), M(7, 3), M(7, 4), M(7, 5), M(7, 6), M(7, 7), M(7, 8), M(7, 9), M(7, 10), M(7, 11), M(7, 12), M(7, 13), M(7, 14), M(7, 15), M(7, 16), M(7, 17), M(7, 18), M(7, 19), M(7, 20), M(7, 21), M(7, 22), M(7, 23), M(7, 24), M(7, 25), M(7, 26), M(7, 27), M(7, 28), M(7, 29), M(7, 30), M(7, 31),
31 M(8, 1), M(8, 2), M(8, 3), M(8, 4), M(8, 5), M(8, 6), M(8, 7), M(8, 8), M(8, 9), M(8, 10), M(8, 11), M(8, 12), M(8, 13), M(8, 14), M(8, 15), M(8, 16), M(8, 17), M(8, 18), M(8, 19), M(8, 20), M(8, 21), M(8, 22), M(8, 23), M(8, 24), M(8, 25), M(8, 26), M(8, 27), M(8, 28), M(8, 29), M(8, 30),
32 M(9, 1), M(9, 2), M(9, 3), M(9, 4), M(9, 5), M(9, 6), M(9, 7), M(9, 8), M(9, 9), M(9, 10), M(9, 11), M(9, 12), M(9, 13), M(9, 14), M(9, 15), M(9, 16), M(9, 17), M(9, 18), M(9, 19), M(9, 20), M(9, 21), M(9, 22), M(9, 23), M(9, 24), M(9, 25), M(9, 26), M(9, 27), M(9, 28), M(9, 29), M(9, 30), M(9, 31),
33 M(10, 1), M(10, 2), M(10, 3), M(10, 4), M(10, 5), M(10, 6), M(10, 7), M(10, 8), M(10, 9), M(10, 10), M(10, 11), M(10, 12), M(10, 13), M(10, 14), M(10, 15), M(10, 16), M(10, 17), M(10, 18), M(10, 19), M(10, 20), M(10, 21), M(10, 22), M(10, 23), M(10, 24), M(10, 25), M(10, 26), M(10, 27), M(10, 28), M(10, 29), M(10, 30),
34 M(11, 1), M(11, 2), M(11, 3), M(11, 4), M(11, 5), M(11, 6), M(11, 7), M(11, 8), M(11, 9), M(11, 10), M(11, 11), M(11, 12), M(11, 13), M(11, 14), M(11, 15), M(11, 16), M(11, 17), M(11, 18), M(11, 19), M(11, 20), M(11, 21), M(11, 22), M(11, 23), M(11, 24), M(11, 25), M(11, 26), M(11, 27), M(11, 28), M(11, 29), M(11, 30), M(11, 31),
35};
36#undef M
37
38static constexpr uint16_t ACCUM_JAN = 0;
39static constexpr uint16_t ACCUM_FEB = ACCUM_JAN + 31;
40static constexpr uint16_t ACCUM_MAR = ACCUM_FEB + 29;
41static constexpr uint16_t ACCUM_APR = ACCUM_MAR + 31;
42static constexpr uint16_t ACCUM_MAY = ACCUM_APR + 30;
43static constexpr uint16_t ACCUM_JUN = ACCUM_MAY + 31;
44static constexpr uint16_t ACCUM_JUL = ACCUM_JUN + 30;
45static constexpr uint16_t ACCUM_AUG = ACCUM_JUL + 31;
46static constexpr uint16_t ACCUM_SEP = ACCUM_AUG + 31;
47static constexpr uint16_t ACCUM_OCT = ACCUM_SEP + 30;
48static constexpr uint16_t ACCUM_NOV = ACCUM_OCT + 31;
49static constexpr uint16_t ACCUM_DEC = ACCUM_NOV + 30;
50
52static constexpr uint16_t _accum_days_for_month[] = {
53 ACCUM_JAN, ACCUM_FEB, ACCUM_MAR, ACCUM_APR,
54 ACCUM_MAY, ACCUM_JUN, ACCUM_JUL, ACCUM_AUG,
55 ACCUM_SEP, ACCUM_OCT, ACCUM_NOV, ACCUM_DEC,
56};
57
63template <class T>
65{
66 /* Year determination in multiple steps to account for leap
67 * years. First do the large steps, then the smaller ones.
68 */
70 /* There are 97 leap years in 400 years */
71 Year yr = 400 * (date.base() / (TimerGameConst<T>::DAYS_IN_YEAR * 400 + 97));
72 int rem = date.base() % (TimerGameConst<T>::DAYS_IN_YEAR * 400 + 97);
73
74 if (rem >= TimerGameConst<T>::DAYS_IN_YEAR * 100 + 25) {
75 /* There are 25 leap years in the first 100 years after
76 * every 400th year, as every 400th year is a leap year */
77 yr += 100;
78 rem -= TimerGameConst<T>::DAYS_IN_YEAR * 100 + 25;
79
80 /* There are 24 leap years in the next couple of 100 years */
81 yr += 100 * (rem / (TimerGameConst<T>::DAYS_IN_YEAR * 100 + 24));
82 rem = (rem % (TimerGameConst<T>::DAYS_IN_YEAR * 100 + 24));
83 }
84
85 if (!IsLeapYear(yr) && rem >= TimerGameConst<T>::DAYS_IN_YEAR * 4) {
86 /* The first 4 year of the century are not always a leap year */
87 yr += 4;
89 }
90
91 /* There is 1 leap year every 4 years */
92 yr += 4 * (rem / (TimerGameConst<T>::DAYS_IN_YEAR * 4 + 1));
93 rem = rem % (TimerGameConst<T>::DAYS_IN_YEAR * 4 + 1);
94
95 /* The last (max 3) years to account for; the first one
96 * can be, but is not necessarily a leap year */
99 yr++;
100 }
101
102 /* Skip the 29th of February in non-leap years */
103 if (!IsLeapYear(yr) && rem >= ACCUM_MAR - 1) rem++;
104
105 uint16_t x = _month_date_from_year_day[rem];
106
107 YearMonthDay ymd;
108 ymd.year = yr;
109 ymd.month = x >> 5;
110 ymd.day = x & 0x1F;
111 return ymd;
112}
113
121template <class T>
123{
124 /* Day-offset in a leap year */
125 int days = _accum_days_for_month[month] + day - 1;
126
127 /* Account for the missing of the 29th of February in non-leap years */
128 if (!IsLeapYear(year) && days >= ACCUM_MAR) days--;
129
130 return DateAtStartOfYear(year) + days;
131}
132
133/* Create instances of the two template variants that we have.
134 * This is needed, as this templated functions are not in a header-file. */
137
Template class for time constants shared by both Calendar and Economy time.
static YearMonthDay CalendarConvertDateToYMD(Date date)
Converts a Date to a Year, Month & Day.
static Date CalendarConvertYMDToDate(Year year, Month month, Day day)
Converts a tuple of Year, Month and Day to a Date.
uint8_t Day
Type for the day of the month, note: 1 based, first day of a month is 1.
uint8_t Month
Type for the month, note: 0 based, i.e.
#define M(x)
Helper for creating a bitset of slopes.
Definition slope_type.h:84
Templated helper to make a type-safe 'typedef' representing a single POD value.
Data structure to convert between Date and triplet (year, month, and day).
Definition of the game-calendar-timer.
static constexpr uint16_t _accum_days_for_month[]
Number of days to pass from the first day in the year before reaching the first of a month.
Definition of the common class inherited by both calendar and economy timers.
Definition of the game-economy-timer.