X-Git-Url: https://git.deb.at/?a=blobdiff_plain;f=abook.h;h=b5e7c7627bbd291d101bef9080d473b5c37fb0ab;hb=7a7531e544d236d58ca077ce56b7d6d0c60faa09;hp=64ea077330ddc849844eb3a6606c45ac4c70e635;hpb=0d3c17d9ab127e5596c8fb97d65122b3b90f6b11;p=pkg%2Fabook.git

diff --git a/abook.h b/abook.h
index 64ea077..b5e7c76 100644
--- a/abook.h
+++ b/abook.h
@@ -1,19 +1,13 @@
 #ifndef _ABOOK_H
 #define _ABOOK_H
 
-void            refresh_screen();
-void            statusline_msg(char *msg);
-char		*ask_filename(char *prompt, int flags);
-void            clear_statusline();
-void		statusline_addstr(char *str);
-char		*statusline_getnstr(char *str, int n, int use_filesel);
-void		headerline(char *str);
-void		refresh_statusline();
-void		display_editor_help();
-void		*abook_malloc(size_t size);
-void		*abook_realloc(void *ptr, size_t size);
+#include <stdio.h>
+
 FILE		*abook_fopen (const char *path, const char *mode);
-void		quit_abook();
+void		quit_abook(int save_db);
+void		launch_wwwbrowser(int item);
+void		launch_mutt(int item);
+void		print_stderr(int item);
 #ifdef _AIX
 int		strcasecmp (const char *, const char *);
 int		strncasecmp (const char *, const char *, size_t);
@@ -27,7 +21,13 @@ int		strncasecmp (const char *, const char *, size_t);
 #define MIN_COLS	70	
 
 #define DEFAULT_UMASK	066
-#define DATAFILE	".abook.addressbook"
+#define DIR_IN_HOME	".abook"
+#define DATAFILE	"addressbook"
+
+#define RCFILE		"abookrc"
+
+#define QUIT_SAVE	1
+#define QUIT_DONTSAVE	0
 
 /*
  * some "abookwide" useful macros
@@ -36,10 +36,9 @@ int		strncasecmp (const char *, const char *, size_t);
 #define hide_cursor()	curs_set(0)
 #define show_cursor()	curs_set(1)
 
-#define safe_atoi(X)    (X == NULL) ? 0 : atoi(X)
-#define my_free(X)	do {free(X); X=NULL;} while(0)
-#define safe_str(X)	X == NULL ? "" : X
-#define safe_strdup(X)	(X == NULL) ? NULL : strdup(X)
+#define safe_atoi(X)    ((X == NULL) ? 0 : atoi(X))
+#define safe_str(X)	((X == NULL) ? "" : X)
+#define safe_strdup(X)	((X == NULL) ? NULL : strdup(X))
 
 #ifndef min
 #       define min(x,y) (((x)<(y)) ? (x):(y))