static void
menu_title()
{
title_func(cmenus[n_cmenus - 1].chelp, BBSTITLE);
#ifdef USE_MENUSHOW
if (redraw && !(curuser.flags[0] & PICTURE_FLAG))
{
if (msshm == NULL)
msshm = (struct MenuShowShm *) attach_shm(MENUSHOW_KEY, sizeof(struct MenuShowShm));
if (msshm && msshm->number)
{
int j;
char *p1, *p2;
unsigned char chs;
static long randomseed = 1;
/*
* This is a simple linear congruential random number
* generator. Hence, it is a bad random number
* generator, but good enough for most randomized
* geometric algorithms. modify by lthuang
*/
randomseed = (randomseed * 1366l + 150889l) % 714025l;
pict_no = randomseed / (714025l / msshm->number + 1);
/*
* j = n_cmenus + 2;
* if (j < 13)
* j = 13;
*/
move(10, 69 - strlen(msshm->list[pict_no].owner));
prints("《提供》%s ", msshm->list[pict_no].owner);
j = 2;
move(j, 0);
/*
* prints("[7m《作者》%35.35s 《標題》%27.27s[m",
* msshm->list[pict_no].owner, msshm->list[pict_no].title);
*/
p1 = msshm->list[pict_no].body;
/*
* while (j++ < b_line)
*/
while (++j < 11)
{
if ((p2 = strchr(p1, '\n')) != NULL)
p1 = ++p2;
else
break;
}
/*
* Direct output the content in shared memory,
* for better performance. by lthuang
*/
j = p1 - msshm->list[pict_no].body;
p1 = msshm->list[pict_no].body;
while (j-- > 0 && (chs = *p1++) != '\0')
outc(chs);
outs("[m");
redraw = FALSE;
}
/*
* move(b_line, 0);
*/
}
#endif /* USE_MENUSHOW */
}
static void board_title()
{
title_func(BBSTITLE, (in_board ? _msg_board_normal : _msg_board_treasure));
prints(_msg_board_1, (show_numposts) ? "篇數" : "編號");
}
