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Add support for iTerm Image Protocol #2554

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yburkouski opened this issue Nov 8, 2023 · 0 comments
Open

Add support for iTerm Image Protocol #2554

yburkouski opened this issue Nov 8, 2023 · 0 comments

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@yburkouski
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Problem description

As a user I would like to see rendered images in a console, like in wezterm: https://wezfurlong.org/wezterm/imgcat.html so iTerm Image Protocol feature should be implemented

Steps to reproduce

  1. Use rclip app (local image search) https://github.com/yurijmikhalevich/rclip
  2. Run it as "rclip -p rocket" under photo folder

Actual results

image

Output details...

score filepath 0.310 "N:\photos 2\space 3\51808058843_2f429237d3_k.jpg" 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

Expected results

image

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