From 04ec8599251db4dcb23b3e5070d60a378cbdb4fd Mon Sep 17 00:00:00 2001 From: Qwerasd Date: Sun, 31 Mar 2024 22:28:53 -0400 Subject: [PATCH] terminal/kitty_graphics: update tests Kitty Graphics command structures have been changed to hold decoded payloads not base64 strings. --- src/terminal/kitty/graphics_command.zig | 2 +- src/terminal/kitty/graphics_image.zig | 43 ++++-------------- .../image-rgb-none-20x15-2147483647-raw.data | Bin 0 -> 900 bytes .../image-rgb-none-20x15-2147483647.data | 1 - ...gb-zlib_deflate-128x96-2147483647-raw.data | Bin 0 -> 30455 bytes ...ge-rgb-zlib_deflate-128x96-2147483647.data | 1 - 6 files changed, 10 insertions(+), 37 deletions(-) create mode 100644 src/terminal/kitty/testdata/image-rgb-none-20x15-2147483647-raw.data delete mode 100644 src/terminal/kitty/testdata/image-rgb-none-20x15-2147483647.data create mode 100644 src/terminal/kitty/testdata/image-rgb-zlib_deflate-128x96-2147483647-raw.data delete mode 100644 src/terminal/kitty/testdata/image-rgb-zlib_deflate-128x96-2147483647.data diff --git a/src/terminal/kitty/graphics_command.zig b/src/terminal/kitty/graphics_command.zig index fe8149d9a..b8d0b0b7d 100644 --- a/src/terminal/kitty/graphics_command.zig +++ b/src/terminal/kitty/graphics_command.zig @@ -890,7 +890,7 @@ test "query command" { var p = CommandParser.init(alloc); defer p.deinit(); - const input = "i=31,s=1,v=1,a=q,t=d,f=24;AAAA"; + const input = "i=31,s=1,v=1,a=q,t=d,f=24;QUFBQQ"; for (input) |c| try p.feed(c); const command = try p.complete(); defer command.deinit(alloc); diff --git a/src/terminal/kitty/graphics_image.zig b/src/terminal/kitty/graphics_image.zig index c661a8a24..09e9376e2 100644 --- a/src/terminal/kitty/graphics_image.zig +++ b/src/terminal/kitty/graphics_image.zig @@ -427,23 +427,6 @@ pub const Rect = struct { bottom_right: PageList.Pin, }; -/// Easy base64 encoding function. -fn testB64(alloc: Allocator, data: []const u8) ![]const u8 { - const B64Encoder = std.base64.standard.Encoder; - const b64 = try alloc.alloc(u8, B64Encoder.calcSize(data.len)); - errdefer alloc.free(b64); - return B64Encoder.encode(b64, data); -} - -/// Easy base64 decoding function. -fn testB64Decode(alloc: Allocator, data: []const u8) ![]const u8 { - const B64Decoder = std.base64.standard.Decoder; - const result = try alloc.alloc(u8, try B64Decoder.calcSizeForSlice(data)); - errdefer alloc.free(result); - try B64Decoder.decode(result, data); - return result; -} - // This specifically tests we ALLOW invalid RGB data because Kitty // documents that this should work. test "image load with invalid RGB data" { @@ -518,7 +501,7 @@ test "image load: rgb, zlib compressed, direct" { } }, .data = try alloc.dupe( u8, - @embedFile("testdata/image-rgb-zlib_deflate-128x96-2147483647.data"), + @embedFile("testdata/image-rgb-zlib_deflate-128x96-2147483647-raw.data"), ), }; defer cmd.deinit(alloc); @@ -546,7 +529,7 @@ test "image load: rgb, not compressed, direct" { } }, .data = try alloc.dupe( u8, - @embedFile("testdata/image-rgb-none-20x15-2147483647.data"), + @embedFile("testdata/image-rgb-none-20x15-2147483647-raw.data"), ), }; defer cmd.deinit(alloc); @@ -563,7 +546,7 @@ test "image load: rgb, zlib compressed, direct, chunked" { const testing = std.testing; const alloc = testing.allocator; - const data = @embedFile("testdata/image-rgb-zlib_deflate-128x96-2147483647.data"); + const data = @embedFile("testdata/image-rgb-zlib_deflate-128x96-2147483647-raw.data"); // Setup our initial chunk var cmd: command.Command = .{ @@ -600,7 +583,7 @@ test "image load: rgb, zlib compressed, direct, chunked with zero initial chunk" const testing = std.testing; const alloc = testing.allocator; - const data = @embedFile("testdata/image-rgb-zlib_deflate-128x96-2147483647.data"); + const data = @embedFile("testdata/image-rgb-zlib_deflate-128x96-2147483647-raw.data"); // Setup our initial chunk var cmd: command.Command = .{ @@ -638,11 +621,7 @@ test "image load: rgb, not compressed, temporary file" { var tmp_dir = try internal_os.TempDir.init(); defer tmp_dir.deinit(); - const data = try testB64Decode( - alloc, - @embedFile("testdata/image-rgb-none-20x15-2147483647.data"), - ); - defer alloc.free(data); + const data = @embedFile("testdata/image-rgb-none-20x15-2147483647-raw.data"); try tmp_dir.dir.writeFile("image.data", data); var buf: [std.fs.MAX_PATH_BYTES]u8 = undefined; @@ -657,7 +636,7 @@ test "image load: rgb, not compressed, temporary file" { .height = 15, .image_id = 31, } }, - .data = try testB64(alloc, path), + .data = try alloc.dupe(u8, path), }; defer cmd.deinit(alloc); var loading = try LoadingImage.init(alloc, &cmd); @@ -676,11 +655,7 @@ test "image load: rgb, not compressed, regular file" { var tmp_dir = try internal_os.TempDir.init(); defer tmp_dir.deinit(); - const data = try testB64Decode( - alloc, - @embedFile("testdata/image-rgb-none-20x15-2147483647.data"), - ); - defer alloc.free(data); + const data = @embedFile("testdata/image-rgb-none-20x15-2147483647-raw.data"); try tmp_dir.dir.writeFile("image.data", data); var buf: [std.fs.MAX_PATH_BYTES]u8 = undefined; @@ -695,7 +670,7 @@ test "image load: rgb, not compressed, regular file" { .height = 15, .image_id = 31, } }, - .data = try testB64(alloc, path), + .data = try alloc.dupe(u8, path), }; defer cmd.deinit(alloc); var loading = try LoadingImage.init(alloc, &cmd); @@ -727,7 +702,7 @@ test "image load: png, not compressed, regular file" { .height = 0, .image_id = 31, } }, - .data = try testB64(alloc, path), + .data = try alloc.dupe(u8, path), }; defer cmd.deinit(alloc); var loading = try LoadingImage.init(alloc, &cmd); diff --git a/src/terminal/kitty/testdata/image-rgb-none-20x15-2147483647-raw.data b/src/terminal/kitty/testdata/image-rgb-none-20x15-2147483647-raw.data new file mode 100644 index 0000000000000000000000000000000000000000..2c070cb2a1a30ef256c40d5909376e1d049a40a6 GIT binary patch literal 900 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