1 1.19 dholland /* $NetBSD: morg.c,v 1.19 2012/06/19 05:35:32 dholland Exp $ */ 2 1.4 cgd 3 1.1 cgd /* 4 1.4 cgd * Copyright (c) 1980, 1993 5 1.4 cgd * The Regents of the University of California. All rights reserved. 6 1.1 cgd * 7 1.1 cgd * Redistribution and use in source and binary forms, with or without 8 1.1 cgd * modification, are permitted provided that the following conditions 9 1.1 cgd * are met: 10 1.1 cgd * 1. Redistributions of source code must retain the above copyright 11 1.1 cgd * notice, this list of conditions and the following disclaimer. 12 1.1 cgd * 2. Redistributions in binary form must reproduce the above copyright 13 1.1 cgd * notice, this list of conditions and the following disclaimer in the 14 1.1 cgd * documentation and/or other materials provided with the distribution. 15 1.9 agc * 3. Neither the name of the University nor the names of its contributors 16 1.1 cgd * may be used to endorse or promote products derived from this software 17 1.1 cgd * without specific prior written permission. 18 1.1 cgd * 19 1.1 cgd * THIS SOFTWARE IS PROVIDED BY THE REGENTS AND CONTRIBUTORS ``AS IS'' AND 20 1.1 cgd * ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE 21 1.1 cgd * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE 22 1.1 cgd * ARE DISCLAIMED. IN NO EVENT SHALL THE REGENTS OR CONTRIBUTORS BE LIABLE 23 1.1 cgd * FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL 24 1.1 cgd * DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS 25 1.1 cgd * OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) 26 1.1 cgd * HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT 27 1.1 cgd * LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY 28 1.1 cgd * OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF 29 1.1 cgd * SUCH DAMAGE. 30 1.1 cgd */ 31 1.1 cgd 32 1.5 christos #include <sys/cdefs.h> 33 1.1 cgd #ifndef lint 34 1.4 cgd #if 0 35 1.4 cgd static char sccsid[] = "@(#)morg.c 8.1 (Berkeley) 5/31/93"; 36 1.4 cgd #else 37 1.19 dholland __RCSID("$NetBSD: morg.c,v 1.19 2012/06/19 05:35:32 dholland Exp $"); 38 1.4 cgd #endif 39 1.1 cgd #endif /* not lint */ 40 1.1 cgd 41 1.16 dholland #include "monop.h" 42 1.1 cgd 43 1.1 cgd /* 44 1.1 cgd * These routines deal with mortgaging. 45 1.1 cgd */ 46 1.1 cgd 47 1.8 jsm static const char *names[MAX_PRP+2], 48 1.8 jsm *const morg_coms[] = { 49 1.1 cgd "quit", /* 0 */ 50 1.1 cgd "print", /* 1 */ 51 1.1 cgd "where", /* 2 */ 52 1.1 cgd "own holdings", /* 3 */ 53 1.1 cgd "holdings", /* 4 */ 54 1.3 mycroft "mortgage", /* 5 */ 55 1.3 mycroft "unmortgage", /* 6 */ 56 1.3 mycroft "buy", /* 7 */ 57 1.3 mycroft "sell", /* 8 */ 58 1.3 mycroft "card", /* 9 */ 59 1.3 mycroft "pay", /* 10 */ 60 1.3 mycroft "trade", /* 11 */ 61 1.3 mycroft "resign", /* 12 */ 62 1.3 mycroft "save game", /* 13 */ 63 1.3 mycroft "restore game", /* 14 */ 64 1.1 cgd 0 65 1.1 cgd }; 66 1.1 cgd 67 1.5 christos static short square[MAX_PRP+2]; 68 1.1 cgd 69 1.14 dholland static int num_good, got_houses; 70 1.1 cgd 71 1.5 christos 72 1.10 jsm static int set_mlist(void); 73 1.10 jsm static void m(int); 74 1.10 jsm static int set_umlist(void); 75 1.10 jsm static void unm(int); 76 1.5 christos 77 1.1 cgd /* 78 1.1 cgd * This routine is the command level response the mortgage command. 79 1.1 cgd * it gets the list of mortgageable property and asks which are to 80 1.1 cgd * be mortgaged. 81 1.1 cgd */ 82 1.5 christos void 83 1.19 dholland mortgage(void) 84 1.5 christos { 85 1.11 dholland int propnum; 86 1.1 cgd 87 1.1 cgd for (;;) { 88 1.1 cgd if (set_mlist() == 0) { 89 1.1 cgd if (got_houses) 90 1.7 simonb printf("You can't mortgage property with " 91 1.7 simonb "houses on it.\n"); 92 1.1 cgd else 93 1.7 simonb printf("You don't have any un-mortgaged " 94 1.7 simonb "property.\n"); 95 1.1 cgd return; 96 1.1 cgd } 97 1.1 cgd if (num_good == 1) { 98 1.17 dholland printf("Your only mortgageable property is %s\n", 99 1.7 simonb names[0]); 100 1.1 cgd if (getyn("Do you want to mortgage it? ") == 0) 101 1.1 cgd m(square[0]); 102 1.1 cgd return; 103 1.1 cgd } 104 1.11 dholland propnum = getinp("Which property do you want to mortgage? ", 105 1.11 dholland names); 106 1.11 dholland if (propnum == num_good) 107 1.1 cgd return; 108 1.11 dholland m(square[propnum]); 109 1.5 christos notify(); 110 1.1 cgd } 111 1.1 cgd } 112 1.7 simonb 113 1.1 cgd /* 114 1.1 cgd * This routine sets up the list of mortgageable property 115 1.1 cgd */ 116 1.5 christos static int 117 1.19 dholland set_mlist(void) 118 1.5 christos { 119 1.7 simonb OWN *op; 120 1.1 cgd 121 1.1 cgd num_good = 0; 122 1.1 cgd for (op = cur_p->own_list; op; op = op->next) 123 1.6 veego if (!op->sqr->desc->morg) { 124 1.1 cgd if (op->sqr->type == PRPTY && op->sqr->desc->houses) 125 1.1 cgd got_houses++; 126 1.1 cgd else { 127 1.1 cgd names[num_good] = op->sqr->name; 128 1.1 cgd square[num_good++] = sqnum(op->sqr); 129 1.1 cgd } 130 1.6 veego } 131 1.1 cgd names[num_good++] = "done"; 132 1.1 cgd names[num_good--] = 0; 133 1.1 cgd return num_good; 134 1.1 cgd } 135 1.7 simonb 136 1.1 cgd /* 137 1.1 cgd * This routine actually mortgages the property. 138 1.1 cgd */ 139 1.5 christos static void 140 1.19 dholland m(int propnum) 141 1.5 christos { 142 1.7 simonb int price; 143 1.1 cgd 144 1.12 dholland price = board[propnum].cost/2; 145 1.12 dholland board[propnum].desc->morg = TRUE; 146 1.1 cgd printf("That got you $%d\n",price); 147 1.1 cgd cur_p->money += price; 148 1.1 cgd } 149 1.7 simonb 150 1.1 cgd /* 151 1.1 cgd * This routine is the command level repsponse to the unmortgage 152 1.1 cgd * command. It gets the list of mortgaged property and asks which are 153 1.1 cgd * to be unmortgaged. 154 1.1 cgd */ 155 1.5 christos void 156 1.19 dholland unmortgage(void) 157 1.5 christos { 158 1.12 dholland int propnum; 159 1.1 cgd 160 1.1 cgd for (;;) { 161 1.1 cgd if (set_umlist() == 0) { 162 1.1 cgd printf("You don't have any mortgaged property.\n"); 163 1.1 cgd return; 164 1.1 cgd } 165 1.1 cgd if (num_good == 1) { 166 1.17 dholland printf("Your only mortgaged property is %s\n", 167 1.17 dholland names[0]); 168 1.1 cgd if (getyn("Do you want to unmortgage it? ") == 0) 169 1.1 cgd unm(square[0]); 170 1.1 cgd return; 171 1.1 cgd } 172 1.12 dholland propnum = getinp("Which property do you want to unmortgage? ", 173 1.7 simonb names); 174 1.12 dholland if (propnum == num_good) 175 1.1 cgd return; 176 1.12 dholland unm(square[propnum]); 177 1.1 cgd } 178 1.1 cgd } 179 1.7 simonb 180 1.1 cgd /* 181 1.1 cgd * This routine sets up the list of mortgaged property 182 1.1 cgd */ 183 1.5 christos static int 184 1.19 dholland set_umlist(void) 185 1.5 christos { 186 1.7 simonb OWN *op; 187 1.1 cgd 188 1.1 cgd num_good = 0; 189 1.1 cgd for (op = cur_p->own_list; op; op = op->next) 190 1.1 cgd if (op->sqr->desc->morg) { 191 1.1 cgd names[num_good] = op->sqr->name; 192 1.1 cgd square[num_good++] = sqnum(op->sqr); 193 1.1 cgd } 194 1.1 cgd names[num_good++] = "done"; 195 1.1 cgd names[num_good--] = 0; 196 1.1 cgd return num_good; 197 1.1 cgd } 198 1.7 simonb 199 1.1 cgd /* 200 1.1 cgd * This routine actually unmortgages the property 201 1.1 cgd */ 202 1.5 christos static void 203 1.18 dholland unm(int propnum) 204 1.5 christos { 205 1.7 simonb int price; 206 1.1 cgd 207 1.12 dholland price = board[propnum].cost/2; 208 1.12 dholland board[propnum].desc->morg = FALSE; 209 1.1 cgd price += price/10; 210 1.1 cgd printf("That cost you $%d\n",price); 211 1.1 cgd cur_p->money -= price; 212 1.18 dholland (void)set_umlist(); 213 1.1 cgd } 214 1.7 simonb 215 1.1 cgd /* 216 1.1 cgd * This routine forces the indebted player to fix his 217 1.15 dholland * financial woes. It is fine to have $0 but not to be in debt. 218 1.1 cgd */ 219 1.5 christos void 220 1.18 dholland force_morg(void) 221 1.5 christos { 222 1.1 cgd told_em = fixing = TRUE; 223 1.15 dholland while (cur_p->money < 0) { 224 1.15 dholland told_em = FALSE; 225 1.15 dholland (*func[(getinp("How are you going to fix it up? ", morg_coms))])(); 226 1.15 dholland notify(); 227 1.15 dholland } 228 1.1 cgd fixing = FALSE; 229 1.1 cgd } 230