An inline]1337;File=name=aW1hZ2UucG5n;size=1371;inline=1: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\ .

An inline ]8;;https://example.com/\]1337;File=name=aW1hZ2UucG5n;size=1371;inline=1: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\]8;;\ with a link.

An inline ]8;;https://example.com/\[34mlinked[0m]1337;File=name=aW1hZ2UucG5n;size=1371;inline=1: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\]8;;\  with some extra text.

An inline ]8;;https://example.com/\[1m[34mlinked[0m]1337;File=name=aW1hZ2UucG5n;size=1371;inline=1: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\]8;;\  with nested formatting.

Or as block:

]1337;File=name=aW1hZ2UucG5n;size=1371;inline=1: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\
