PHP Code:
ON=@TIMER
IF (<link.action>==Skill_Magery)
TIMERD=10
LOCAL.distance= <ref1.distance <ref2> >
serv.b distance<dLOCAL.distance>
return 1
ENDIF
return 0
I can't say it's not working but... it gives me 1520+<distance>
Did i wrong something lol?
I tried this way:
PHP Code:
[FUNCTION f_magery_target_distance]
ref1=<argn1>
serv.b name <name> <ref1.name>
serv.b distance <ref1.distance>
ON=@timer
link.f_magery_target_distance <ref1>
The function works in game but doesn't work if i call from the @timer trigger
REFx is not a global reference to an object, so you must define it again when using on @Timer
Code:
ON=@Timer
LINK.f_magery_target_distance <REF1>
this probably can get the LINK reference without problems but not the REF1 because there's no REF1 set (so it will be 0)
PS: you can't use triggers directly inside [functions] templates
Refx are set under @timer, i just didn't copy here, i know they are not global lol
Infact the funcion works and gives me the two names but cannot resolve the coord.
The originale one is:
PHP Code:
on=@timer
ref1=<tag0.target>
...
..
.
link.f_magery_target_distance <ref1>
...
..
.
And as i told you, the serv.b names works correctly but not the distance.
<argn> means ARG Numeric while <args> means ARG String (fast explanation), since UIDs are hexadecimal values and also have strings the argn value will not be read probably, use <args> instead, <argv0> or <argv[0]>.
Still the same problem, i cannot get the distance:
Can't resolve <ref1.distance>
It works only if i type in game .f_magery_target_distance <uid>
I decided to fix in this way:
Code:
[FUNCTION f_magery_target_distance]
ref1=<args>
// serv.b names <name> <ref1.name>
// serv.b distance <ref1.distance>
LOCAL.deltax=<eval <ref1.p.x>-<p.x>>
LOCAL.deltay=<eval <ref1.p.y>-<p.y>>
serv.b components <dLOCAL.deltax> <dLOCAL.deltay>
LOCAL.sum=(<LOCAL.deltax>*<LOCAL.deltax>) + (<LOCAL.deltay>*<LOCAL.deltay>)
LOCAL.hdistance=<eval SQRT(<LOCAL.sum>)>
serv.b handmade distance <dLOCAL.hdistance>
Normal distance and distance found in that way is almost the same but sometimes they have a difference of 1 tile.
Is a truncation problem?
How sphere calculates it?
Is just a difference between p.x and p.y and you take the biggest one?