MX-Cutterboard
Encodier-Problem? - Druckversion

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+--- Thema: Encodier-Problem? (/showthread.php?tid=578)



Encodier-Problem? - elo - 05.03.2020

Ich versuche mal, ein Bild und einen Clip eines Fehlers einzustellen.
Ausgang:
2 Bilder als Beginn eines Films, Titel (auf dem linken Hintergrund). Das steht auf der TL ganz normal,
nach dem encodieren zerfällt das Bild in zwei Teile beim abspielen.
Kann es daran liegen, dass ich 4:3 ausgebe?


RE: Encodier-Problem? - Irene - 05.03.2020

Wie sind denn deine Filmeinstellungen? Die sollten ja auch 4:3 sein wenn du so exportierst. Und warum brauchst du den rechten Teil überhaupt zweimal?


RE: Encodier-Problem? - elo - 06.03.2020

Hallo Irene,
gestern habe ich bereits versucht, Dir noch ein Bild zu schicken, aber das scheint nicht geklappt zu haben (?).

Neuer Versuch: das 'Ergebnis' nach Encodierung.

Der Fim ist in 4:3, mit 16:9 bearbeitet. Das Projekt soll schlussendlich mit Ausschnitt oder Maske auf die Darstellung auf dem TV dargestellt werden. Damit zeigen sich zwar rechts und links die schwarzen Streifen, aber gleichmässig, ohne die durch Bearbeitung (Mercalli, Vergrösserungen usw.) nach rechts/ links flackernde Ausgabe.


Nebenbei: NEAT zeigt jetzt auch bei mir  5.2.2 an Wink


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sch.... wie bekomme ich ein *.jpg übertragen?

Gruss
Hardy


RE: Encodier-Problem? - Irene - 07.03.2020

Du klickst auf Antworten (nicht Schnellantwort)
dann auf 
[attachment=552]

Du kannst doch die Grüne Fläche mit dem Text in die erste Spur legen in 16:9 oder 4:3, egal, und darunter dann das "halbe". So ganz habe ich dein Vorgehen noch nicht verstanden. Ich verwende weder Mercalli noch Neat, deshalb kann ich dazu nichts sagen.


RE: Encodier-Problem? - elo - 09.03.2020

Hallo Irene,

vielen Dank für Deinen Tipp, der hat natürlich geholfen!

Ich bin davon ausgegangen, dass man es so wie bei normaler Darstellung, d.h. 16:9 so machen kann, aber bei 4:3 gibt es halt Probleme.
Aber Hauptsache: Problem gelöst

Sehen wir uns im nächsten Jahr wieder im AL? Ich hoffe, dass mein Alter das noch zulässt Sad 

Liebe Grüsse

Hardy


RE: Encodier-Problem? - Irene - 09.03.2020

Hallo Hardy,

schön dass du dein Problem lösen konntest. Ob wir uns nochmal sehen? Wer weiß, wir hoffen mal.

Bleib gesund 
Liebe Grüße
Irene


RE: Encodier-Problem? - Matthes - 09.03.2020

Appell an alle: gesund bleiben und wenn wir krank werden sollten, dann nicht unterkriegen lassen!