Hi,
> A native 60Hz TV runs at 60Hz (or 60/1.001Hz).
Yes, apparently some do. But most display controllers I've seen for LCD panels
were capable of operating to timings that produce 50Hz, 48Hz, 25, and so on
lower vertical refresh rates. I thought only a 60Hz interlaced CRT would only
run at
On 04/17/2020 04:25 AM, Ted Park wrote:
Hey,
What do you mean?
split[A]select='not(eq(mod(n+1\,5)\,3))' [C]interleave
[B]split[D]select='eq(mod(n+1\,5)\,2)'[F]blend[D]
[E]select='eq(mod(n+1\,5)\,3)'[G]
I created the filtergraph by hand. I don't know what folks
Hey,
>>> What do you mean?
>>>
>>> split[A]select='not(eq(mod(n+1\,5)\,3))' [C]interleave
>>> [B]split[D]select='eq(mod(n+1\,5)\,2)'[F]blend[D]
>>> [E]select='eq(mod(n+1\,5)\,3)'[G]
>>>
>>> I created the filtergraph by hand. I don't know what folks expect, but
>>>
Hey, Ted,
On 04/17/2020 03:52 AM, Ted Park wrote:
Hi,
What do you mean?
split[A]select='not(eq(mod(n+1\,5)\,3))' [C]interleave
[B]split[D]select='eq(mod(n+1\,5)\,2)'[F]blend[D]
[E]select='eq(mod(n+1\,5)\,3)'[G]
I created the filtergraph by hand. I don't know what
Hi,
> What do you mean?
>
> split[A]select='not(eq(mod(n+1\,5)\,3))' [C]interleave
> [B]split[D]select='eq(mod(n+1\,5)\,2)'[F]blend[D]
> [E]select='eq(mod(n+1\,5)\,3)'[G]
>
> I created the filtergraph by hand. I don't know what folks expect, but since
> duplicating
Hey, Ted,
On 04/16/2020 12:11 PM, Ted Park wrote:
Huh, I didn't know you could reuse filter pad labels.
What do you mean?
split[A]select='not(eq(mod(n+1\,5)\,3))' [C]interleave
[B]split[D]select='eq(mod(n+1\,5)\,2)'[F]blend[D]
[E]select='eq(mod(n+1\,5)\,3)'[G]
I
Mark Filipak wrote
> By the way, 'interleave' not recognizing end-of-stream (or 'select' not
> generating end-of-stream,
> whichever the cause) isn't a big deal as I'll be queuing up transcodes --
> as many as I can -- to run
> overnight.
But it would be nice to find some way to terminate,
On 04/16/2020 12:20 PM, pdr0 wrote:
This doesn't answer the question in this thread directly; but was the idea
still to blend deinterlace the combed frame from telecine selectively ?
Yes! (I'm like a terrier with a sock, aren't I? -- mind your feet, Paul. ;-)
If the problem is getting the
To overcome a problem, I'm trying to understand the propagation of frames in
a filter complex.
The behavior is as though because frame n+1==1 can take the [A][C] path, it
does take it & that
leaves nothing left to also take the [B][D][F] path, so blend never outputs.
I've used 'datascope' in
Hey,
> Filter graph:
>
> split[A]select='not(eq(mod(n+1\,5)\,3))' [C]interleave
> [B]split[D]select='eq(mod(n+1\,5)\,2)'[F]blend[D]
> [E]select='eq(mod(n+1\,5)\,3)'[G]
>
> What I expected/hoped:
>
> split[A] 0 1 _ 3 4 [C]interleave 0 1 B 3 4 //5
On 4/16/20, Mark Filipak wrote:
> To overcome a problem, I'm trying to understand the propagation of frames in
> a filter complex.
>
> Filter graph:
>
> split[A]select='not(eq(mod(n+1\,5)\,3))' [C]interleave
> [B]split[D]select='eq(mod(n+1\,5)\,2)'[F]blend[D]
>
To overcome a problem, I'm trying to understand the propagation of frames in a
filter complex.
Filter graph:
split[A]select='not(eq(mod(n+1\,5)\,3))' [C]interleave
[B]split[D]select='eq(mod(n+1\,5)\,2)'[F]blend[D]
[E]select='eq(mod(n+1\,5)\,3)'[G]
What I
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