| 1 | /* | 
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| 2 | *      Name: Towers of Hanoi. | 
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| 3 | * | 
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| 4 | *      Desc: | 
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| 5 | *              This is a playable copy of towers of hanoi. | 
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| 6 | *              Its sole purpose is to demonstrate my Amiga Curses package. | 
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| 7 | *              This program should compile on any system that has Curses. | 
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| 8 | *              'hanoi'         will give a manual game with 7 playing pieces. | 
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| 9 | *              'hanoi n'       will give a manual game with n playing pieces. | 
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| 10 | *              'hanoi n a' will give an auto solved game with n playing pieces. | 
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| 11 | * | 
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| 12 | *      Author: Simon J Raybould        (sie@fulcrum.bt.co.uk). | 
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| 13 | *      (This version has been slightly modified by the ncurses maintainers.) | 
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| 14 | * | 
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| 15 | *      Date: 05.Nov.90 | 
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| 16 | * | 
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| 17 | * $Id: hanoi.c,v 1.24 2002/06/29 23:32:18 tom Exp $ | 
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| 18 | */ | 
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| 19 |  | 
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| 20 | #include <test.priv.h> | 
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| 21 |  | 
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| 22 | #define NPEGS                   3       /* This is not configurable !! */ | 
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| 23 | #define MINTILES                3 | 
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| 24 | #define MAXTILES                9 | 
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| 25 | #define DEFAULTTILES            7 | 
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| 26 | #define TOPLINE                 6 | 
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| 27 | #define BASELINE                16 | 
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| 28 | #define STATUSLINE              (LINES-3) | 
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| 29 | #define LEFTPEG                 19 | 
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| 30 | #define MIDPEG                  39 | 
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| 31 | #define RIGHTPEG                59 | 
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| 32 |  | 
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| 33 | #define LENTOIND(x)             (((x)-1)/2) | 
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| 34 | #define OTHER(a,b)              (3-((a)+(b))) | 
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| 35 |  | 
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| 36 | struct Peg { | 
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| 37 | size_t Length[MAXTILES]; | 
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| 38 | int Count; | 
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| 39 | }; | 
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| 40 |  | 
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| 41 | static struct Peg Pegs[NPEGS]; | 
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| 42 | static int PegPos[] = | 
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| 43 | {LEFTPEG, MIDPEG, RIGHTPEG}; | 
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| 44 | static int TileColour[] = | 
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| 45 | { | 
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| 46 | COLOR_GREEN,                /* Length 3 */ | 
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| 47 | COLOR_MAGENTA,              /* Length 5 */ | 
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| 48 | COLOR_RED,                  /* Length 7 */ | 
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| 49 | COLOR_BLUE,                 /* Length 9 */ | 
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| 50 | COLOR_CYAN,                 /* Length 11 */ | 
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| 51 | COLOR_YELLOW,               /* Length 13 */ | 
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| 52 | COLOR_GREEN,                /* Length 15 */ | 
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| 53 | COLOR_MAGENTA,              /* Length 17 */ | 
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| 54 | COLOR_RED,                  /* Length 19 */ | 
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| 55 | }; | 
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| 56 | static int NMoves = 0; | 
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| 57 |  | 
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| 58 | static void InitTiles(int NTiles); | 
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| 59 | static void DisplayTiles(void); | 
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| 60 | static void MakeMove(int From, int To); | 
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| 61 | static void AutoMove(int From, int To, int Num); | 
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| 62 | static void Usage(void); | 
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| 63 | static int Solved(int NumTiles); | 
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| 64 | static int GetMove(int *From, int *To); | 
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| 65 | static int InvalidMove(int From, int To); | 
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| 66 |  | 
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| 67 | int | 
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| 68 | main(int argc, char **argv) | 
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| 69 | { | 
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| 70 | int NTiles, FromCol, ToCol; | 
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| 71 | bool AutoFlag = 0; | 
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| 72 |  | 
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| 73 | setlocale(LC_ALL, ""); | 
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| 74 |  | 
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| 75 | switch (argc) { | 
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| 76 | case 1: | 
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| 77 | NTiles = DEFAULTTILES; | 
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| 78 | break; | 
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| 79 | case 2: | 
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| 80 | NTiles = atoi(argv[1]); | 
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| 81 | if (NTiles > MAXTILES || NTiles < MINTILES) { | 
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| 82 | fprintf(stderr, "Range %d to %d\n", MINTILES, MAXTILES); | 
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| 83 | ExitProgram(EXIT_FAILURE); | 
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| 84 | } | 
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| 85 | break; | 
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| 86 | case 3: | 
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| 87 | if (strcmp(argv[2], "a")) { | 
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| 88 | Usage(); | 
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| 89 | ExitProgram(EXIT_FAILURE); | 
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| 90 | } | 
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| 91 | NTiles = atoi(argv[1]); | 
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| 92 | if (NTiles > MAXTILES || NTiles < MINTILES) { | 
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| 93 | fprintf(stderr, "Range %d to %d\n", MINTILES, MAXTILES); | 
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| 94 | ExitProgram(EXIT_FAILURE); | 
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| 95 | } | 
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| 96 | AutoFlag = TRUE; | 
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| 97 | break; | 
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| 98 | default: | 
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| 99 | Usage(); | 
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| 100 | ExitProgram(EXIT_FAILURE); | 
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| 101 | } | 
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| 102 | #ifdef TRACE | 
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| 103 | trace(TRACE_MAXIMUM); | 
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| 104 | #endif | 
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| 105 | initscr(); | 
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| 106 | if (has_colors()) { | 
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| 107 | int i; | 
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| 108 | int bg = COLOR_BLACK; | 
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| 109 | start_color(); | 
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| 110 | #if HAVE_USE_DEFAULT_COLORS | 
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| 111 | if (use_default_colors() == OK) | 
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| 112 | bg = -1; | 
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| 113 | #endif | 
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| 114 | for (i = 0; i < 9; i++) | 
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| 115 | init_pair(i + 1, bg, TileColour[i]); | 
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| 116 | } | 
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| 117 | cbreak(); | 
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| 118 | if (LINES < 24) { | 
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| 119 | endwin(); | 
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| 120 | fprintf(stderr, "Min screen length 24 lines\n"); | 
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| 121 | ExitProgram(EXIT_FAILURE); | 
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| 122 | } | 
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| 123 | if (AutoFlag) { | 
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| 124 | curs_set(0); | 
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| 125 | leaveok(stdscr, TRUE);  /* Attempt to remove cursor */ | 
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| 126 | } | 
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| 127 | InitTiles(NTiles); | 
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| 128 | DisplayTiles(); | 
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| 129 | if (AutoFlag) { | 
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| 130 | do { | 
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| 131 | noecho(); | 
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| 132 | AutoMove(0, 2, NTiles); | 
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| 133 | } while (!Solved(NTiles)); | 
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| 134 | sleep(2); | 
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| 135 | } else { | 
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| 136 | echo(); | 
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| 137 | for (;;) { | 
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| 138 | if (GetMove(&FromCol, &ToCol)) | 
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| 139 | break; | 
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| 140 | if (InvalidMove(FromCol, ToCol)) { | 
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| 141 | mvaddstr(STATUSLINE, 0, "Invalid Move !!"); | 
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| 142 | refresh(); | 
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| 143 | beep(); | 
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| 144 | continue; | 
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| 145 | } | 
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| 146 | MakeMove(FromCol, ToCol); | 
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| 147 | if (Solved(NTiles)) { | 
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| 148 | mvprintw(STATUSLINE, 0, | 
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| 149 | "Well Done !! You did it in %d moves", NMoves); | 
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| 150 | refresh(); | 
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| 151 | sleep(5); | 
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| 152 | break; | 
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| 153 | } | 
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| 154 | } | 
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| 155 | } | 
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| 156 | endwin(); | 
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| 157 | ExitProgram(EXIT_SUCCESS); | 
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| 158 | } | 
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| 159 |  | 
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| 160 | static int | 
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| 161 | InvalidMove(int From, int To) | 
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| 162 | { | 
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| 163 | if (From >= NPEGS) | 
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| 164 | return TRUE; | 
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| 165 | if (From < 0) | 
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| 166 | return TRUE; | 
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| 167 | if (To >= NPEGS) | 
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| 168 | return TRUE; | 
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| 169 | if (To < 0) | 
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| 170 | return TRUE; | 
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| 171 | if (From == To) | 
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| 172 | return TRUE; | 
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| 173 | if (!Pegs[From].Count) | 
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| 174 | return TRUE; | 
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| 175 | if (Pegs[To].Count && | 
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| 176 | Pegs[From].Length[Pegs[From].Count - 1] > | 
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| 177 | Pegs[To].Length[Pegs[To].Count - 1]) | 
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| 178 | return TRUE; | 
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| 179 | return FALSE; | 
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| 180 | } | 
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| 181 |  | 
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| 182 | static void | 
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| 183 | InitTiles(int NTiles) | 
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| 184 | { | 
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| 185 | int Size, SlotNo; | 
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| 186 |  | 
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| 187 | for (Size = NTiles * 2 + 1, SlotNo = 0; Size >= 3; Size -= 2) | 
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| 188 | Pegs[0].Length[SlotNo++] = Size; | 
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| 189 |  | 
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| 190 | Pegs[0].Count = NTiles; | 
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| 191 | Pegs[1].Count = 0; | 
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| 192 | Pegs[2].Count = 0; | 
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| 193 | } | 
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| 194 |  | 
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| 195 | static void | 
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| 196 | DisplayTiles(void) | 
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| 197 | { | 
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| 198 | int Line, peg, SlotNo; | 
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| 199 | char TileBuf[BUFSIZ]; | 
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| 200 |  | 
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| 201 | erase(); | 
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| 202 | mvaddstr(1, 24, "T O W E R S   O F   H A N O I"); | 
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| 203 | mvaddstr(3, 34, "SJR 1990"); | 
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| 204 | mvprintw(19, 5, "Moves : %d", NMoves); | 
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| 205 | attrset(A_REVERSE); | 
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| 206 | mvaddstr(BASELINE, 8, | 
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| 207 | "                                                               "); | 
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| 208 |  | 
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| 209 | for (Line = TOPLINE; Line < BASELINE; Line++) { | 
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| 210 | mvaddch(Line, LEFTPEG, ' '); | 
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| 211 | mvaddch(Line, MIDPEG, ' '); | 
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| 212 | mvaddch(Line, RIGHTPEG, ' '); | 
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| 213 | } | 
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| 214 | mvaddch(BASELINE, LEFTPEG, '1'); | 
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| 215 | mvaddch(BASELINE, MIDPEG, '2'); | 
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| 216 | mvaddch(BASELINE, RIGHTPEG, '3'); | 
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| 217 | attrset(A_NORMAL); | 
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| 218 |  | 
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| 219 | /* Draw tiles */ | 
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| 220 | for (peg = 0; peg < NPEGS; peg++) { | 
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| 221 | for (SlotNo = 0; SlotNo < Pegs[peg].Count; SlotNo++) { | 
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| 222 | memset(TileBuf, ' ', Pegs[peg].Length[SlotNo]); | 
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| 223 | TileBuf[Pegs[peg].Length[SlotNo]] = '\0'; | 
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| 224 | if (has_colors()) | 
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| 225 | attrset(COLOR_PAIR(LENTOIND(Pegs[peg].Length[SlotNo]))); | 
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| 226 | else | 
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| 227 | attrset(A_REVERSE); | 
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| 228 | mvaddstr(BASELINE - (SlotNo + 1), | 
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| 229 | (int) (PegPos[peg] - Pegs[peg].Length[SlotNo] / 2), | 
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| 230 | TileBuf); | 
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| 231 | } | 
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| 232 | } | 
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| 233 | attrset(A_NORMAL); | 
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| 234 | refresh(); | 
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| 235 | } | 
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| 236 |  | 
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| 237 | static int | 
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| 238 | GetMove(int *From, int *To) | 
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| 239 | { | 
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| 240 | mvaddstr(STATUSLINE, 0, "Next move ('q' to quit) from "); | 
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| 241 | clrtoeol(); | 
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| 242 | refresh(); | 
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| 243 | if ((*From = getch()) == 'q') | 
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| 244 | return TRUE; | 
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| 245 | *From -= ('0' + 1); | 
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| 246 | addstr(" to "); | 
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| 247 | clrtoeol(); | 
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| 248 | refresh(); | 
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| 249 |  | 
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| 250 | if ((*To = getch()) == 'q') | 
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| 251 | return TRUE; | 
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| 252 | *To -= ('0' + 1); | 
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| 253 | refresh(); | 
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| 254 | napms(500); | 
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| 255 |  | 
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| 256 | move(STATUSLINE, 0); | 
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| 257 | clrtoeol(); | 
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| 258 | refresh(); | 
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| 259 | return FALSE; | 
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| 260 | } | 
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| 261 |  | 
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| 262 | static void | 
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| 263 | MakeMove(int From, int To) | 
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| 264 | { | 
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| 265 | Pegs[From].Count--; | 
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| 266 | Pegs[To].Length[Pegs[To].Count] = Pegs[From].Length[Pegs[From].Count]; | 
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| 267 | Pegs[To].Count++; | 
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| 268 | NMoves++; | 
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| 269 | DisplayTiles(); | 
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| 270 | } | 
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| 271 |  | 
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| 272 | static void | 
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| 273 | AutoMove(int From, int To, int Num) | 
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| 274 | { | 
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| 275 | if (Num == 1) { | 
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| 276 | MakeMove(From, To); | 
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| 277 | napms(500); | 
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| 278 | return; | 
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| 279 | } | 
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| 280 | AutoMove(From, OTHER(From, To), Num - 1); | 
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| 281 | MakeMove(From, To); | 
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| 282 | napms(500); | 
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| 283 | AutoMove(OTHER(From, To), To, Num - 1); | 
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| 284 | } | 
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| 285 |  | 
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| 286 | static int | 
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| 287 | Solved(int NumTiles) | 
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| 288 | { | 
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| 289 | int i; | 
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| 290 |  | 
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| 291 | for (i = 1; i < NPEGS; i++) | 
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| 292 | if (Pegs[i].Count == NumTiles) | 
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| 293 | return TRUE; | 
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| 294 | return FALSE; | 
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| 295 | } | 
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| 296 |  | 
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| 297 | static void | 
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| 298 | Usage(void) | 
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| 299 | { | 
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| 300 | fprintf(stderr, "Usage: hanoi [<No Of Tiles>] [a]\n"); | 
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| 301 | fprintf(stderr, | 
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| 302 | "The 'a' option causes the tower to be solved automatically\n"); | 
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| 303 | } | 
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