#include "eval.h"
#include "log.h"
#include "mathematics.h"
+#include "time.h"
typedef struct Parser {
const AVClass *class;
double *var;
};
+static double etime(double v)
+{
+ return av_gettime() * 0.000001;
+}
+
static double eval_expr(Parser *p, AVExpr *e)
{
switch (e->type) {
case e_trunc: return e->value * trunc(eval_expr(p, e->param[0]));
case e_sqrt: return e->value * sqrt (eval_expr(p, e->param[0]));
case e_not: return e->value * (eval_expr(p, e->param[0]) == 0);
- case e_if: return e->value * ( eval_expr(p, e->param[0]) ? eval_expr(p, e->param[1]) : 0);
- case e_ifnot: return e->value * (!eval_expr(p, e->param[0]) ? eval_expr(p, e->param[1]) : 0);
+ case e_if: return e->value * (eval_expr(p, e->param[0]) ? eval_expr(p, e->param[1]) :
+ e->param[2] ? eval_expr(p, e->param[2]) : 0);
+ case e_ifnot: return e->value * (!eval_expr(p, e->param[0]) ? eval_expr(p, e->param[1]) :
+ e->param[2] ? eval_expr(p, e->param[2]) : 0);
case e_random:{
int idx= av_clip(eval_expr(p, e->param[0]), 0, VARS-1);
uint64_t r= isnan(p->var[idx]) ? 0 : p->var[idx];
else if (strmatch(next, "exp" )) d->a.func0 = exp;
else if (strmatch(next, "log" )) d->a.func0 = log;
else if (strmatch(next, "abs" )) d->a.func0 = fabs;
+ else if (strmatch(next, "time" )) d->a.func0 = etime;
else if (strmatch(next, "squish")) d->type = e_squish;
else if (strmatch(next, "gauss" )) d->type = e_gauss;
else if (strmatch(next, "mod" )) d->type = e_mod;
for example, -3dB is not the same as -(3dB) */
if (*p->s == '-') {
char *next;
- strtod(p->s, &next);
+ double av_unused v = strtod(p->s, &next);
if (next != p->s && next[0] == 'd' && next[1] == 'B') {
*sign = 0;
return parse_primary(e, p);
case e_not:
case e_random:
return verify_expr(e->param[0]) && !e->param[1];
+ case e_if:
+ case e_ifnot:
case e_taylor:
return verify_expr(e->param[0]) && verify_expr(e->param[1])
&& (!e->param[2] || verify_expr(e->param[2]));
"PI^1.23",
"pow(-1,1.23)",
"if(1, 2)",
+ "if(1, 1, 2)",
+ "if(0, 1, 2)",
"ifnot(0, 23)",
"ifnot(1, NaN) + if(0, 1)",
+ "ifnot(1, 1, 2)",
+ "ifnot(0, 1, 2)",
"taylor(1, 1)",
"taylor(eq(mod(ld(1),4),1)-eq(mod(ld(1),4),3), PI/2, 1)",
"root(sin(ld(0))-1, 2)",