Please provide an option to 'Loop Selected' to the new Score View (Score Editor) in Studio One 5.
Studio One 5's Score Editor is a wonderful addition to Studio One.
Glad to see Notion's selection options have been well implemented:
- Double click a measure to select a measure
- Shift-click to increase or decrease the selection area
- Marquee select notes
![](denied:data:image/png;base64,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)
Cursor position in the Arrangement window actually changes to a position that corresponds to measures that are selected by double-clicking. Very cool.
It would be really helpful if selection of notes and measures could allow for looped playback, as is the case in Notion. The loops could even be 'temporary', ie, relegated to the Score View only. That would allow one to quickly test selected groups of notes and measures without needing to change/activate the loop settings in the Arrangement window.
This auto-looping feature would provide a good way to audition notation additions and changes, without having to keep stopping playback, (once the cursor has advanced beyond the selected area.)