Starting work on allowing for GDScript to code various functionality in Overlay outside of normal backend code. Such as event handling, sending messages, alerts, etc, etc.
772 lines
292 KiB
Text
772 lines
292 KiB
Text
[gd_resource type="Theme" format=4 uid="uid://bh8pw2ic1krk3"]
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[sub_resource type="Image" id="Image_tuoer"]
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data = {
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font_name = "Open Sans SemiBold"
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style_name = "SemiBold"
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font_weight = 600
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cache/0/variation_coordinates = {}
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cache/0/face_index = 0
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cache/0/embolden = 0.0
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cache/0/transform = Transform2D(1, 0, 0, 1, 0, 0)
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cache/0/spacing_top = 0
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cache/0/spacing_bottom = 0
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cache/0/spacing_space = 0
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cache/0/spacing_glyph = 0
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cache/0/baseline_offset = 0.0
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cache/0/16/0/ascent = 18.0
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cache/0/16/0/descent = 5.0
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cache/0/16/0/underline_position = 0.984375
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cache/0/16/0/underline_thickness = 0.390625
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cache/0/16/0/scale = 1.0
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cache/0/16/0/textures/0/image = SubResource("Image_tuoer")
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cache/0/16/0/glyphs/88/size = Vector2(10, 11)
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cache/0/16/0/glyphs/88/uv_rect = Rect2(1, 1, 10, 11)
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cache/0/16/0/glyphs/81/offset = Vector2(0, -10)
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cache/0/16/0/glyphs/81/size = Vector2(10, 11)
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cache/0/16/0/glyphs/81/uv_rect = Rect2(13, 1, 10, 11)
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cache/0/16/0/glyphs/81/texture_idx = 0
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cache/0/16/0/glyphs/86/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/86/size = Vector2(10, 11)
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cache/0/16/0/glyphs/86/uv_rect = Rect2(25, 1, 10, 11)
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cache/0/16/0/glyphs/86/texture_idx = 0
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cache/0/16/0/glyphs/68/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/68/size = Vector2(11, 11)
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cache/0/16/0/glyphs/68/uv_rect = Rect2(37, 1, 11, 11)
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cache/0/16/0/glyphs/68/texture_idx = 0
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cache/0/16/0/glyphs/89/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/89/size = Vector2(11, 11)
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cache/0/16/0/glyphs/89/uv_rect = Rect2(50, 1, 11, 11)
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cache/0/16/0/glyphs/89/texture_idx = 0
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cache/0/16/0/glyphs/72/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/72/size = Vector2(11, 11)
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cache/0/16/0/glyphs/72/uv_rect = Rect2(63, 1, 11, 11)
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cache/0/16/0/glyphs/72/texture_idx = 0
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cache/0/16/0/glyphs/71/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/71/size = Vector2(11, 14)
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cache/0/16/0/glyphs/50/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/50/size = Vector2(14, 14)
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cache/0/16/0/glyphs/50/uv_rect = Rect2(14, 14, 14, 14)
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cache/0/16/0/glyphs/50/texture_idx = 0
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cache/0/16/0/glyphs/46/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/46/size = Vector2(12, 14)
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cache/0/16/0/glyphs/46/uv_rect = Rect2(30, 14, 12, 14)
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cache/0/16/0/glyphs/46/texture_idx = 0
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cache/0/16/0/glyphs/41/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/41/size = Vector2(9, 14)
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cache/0/16/0/glyphs/41/uv_rect = Rect2(44, 14, 9, 14)
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cache/0/16/0/glyphs/41/texture_idx = 0
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cache/0/16/0/glyphs/76/offset = Vector2(0, -14)
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cache/0/16/0/glyphs/76/size = Vector2(5, 15)
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cache/0/16/0/glyphs/76/uv_rect = Rect2(1, 30, 5, 15)
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cache/0/16/0/glyphs/76/texture_idx = 0
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cache/0/16/0/glyphs/79/advance = Vector2(4.46875, 21.796875)
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cache/0/16/0/glyphs/79/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/79/size = Vector2(5, 14)
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cache/0/16/0/glyphs/79/uv_rect = Rect2(55, 14, 5, 14)
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cache/0/16/0/glyphs/79/texture_idx = 0
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cache/0/16/0/glyphs/87/advance = Vector2(6.328125, 21.796875)
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cache/0/16/0/glyphs/87/offset = Vector2(-1, -12)
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cache/0/16/0/glyphs/87/size = Vector2(8, 13)
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cache/0/16/0/glyphs/87/uv_rect = Rect2(62, 14, 8, 13)
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cache/0/16/0/glyphs/87/texture_idx = 0
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cache/0/16/0/glyphs/85/advance = Vector2(6.90625, 21.796875)
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cache/0/16/0/glyphs/85/offset = Vector2(0, -10)
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cache/0/16/0/glyphs/85/size = Vector2(8, 11)
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cache/0/16/0/glyphs/85/uv_rect = Rect2(76, 1, 8, 11)
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cache/0/16/0/glyphs/3/offset = Vector2(0, 0)
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cache/0/16/0/glyphs/3/size = Vector2(0, 0)
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cache/0/16/0/glyphs/3/uv_rect = Rect2(0, 0, 0, 0)
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cache/0/16/0/glyphs/38/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/38/size = Vector2(12, 14)
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cache/0/16/0/glyphs/38/uv_rect = Rect2(72, 14, 12, 14)
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cache/0/16/0/glyphs/38/texture_idx = 0
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cache/0/16/0/glyphs/82/advance = Vector2(9.765625, 21.796875)
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cache/0/16/0/glyphs/82/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/82/size = Vector2(11, 11)
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cache/0/16/0/glyphs/82/uv_rect = Rect2(86, 1, 11, 11)
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cache/0/16/0/glyphs/82/texture_idx = 0
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cache/0/16/0/glyphs/80/advance = Vector2(15.265625, 21.796875)
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cache/0/16/0/glyphs/80/offset = Vector2(0, -10)
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cache/0/16/0/glyphs/80/size = Vector2(16, 11)
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cache/0/16/0/glyphs/80/uv_rect = Rect2(99, 1, 16, 11)
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cache/0/16/0/glyphs/80/texture_idx = 0
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cache/0/16/0/glyphs/83/advance = Vector2(9.96875, 21.796875)
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cache/0/16/0/glyphs/83/offset = Vector2(0, -10)
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cache/0/16/0/glyphs/83/size = Vector2(11, 15)
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cache/0/16/0/glyphs/83/uv_rect = Rect2(8, 30, 11, 15)
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cache/0/16/0/glyphs/83/texture_idx = 0
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cache/0/16/0/glyphs/53/advance = Vector2(10.21875, 21.796875)
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cache/0/16/0/glyphs/53/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/53/size = Vector2(12, 14)
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cache/0/16/0/glyphs/53/uv_rect = Rect2(86, 14, 12, 14)
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cache/0/16/0/glyphs/53/texture_idx = 0
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cache/0/16/0/glyphs/70/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/70/size = Vector2(10, 11)
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cache/0/16/0/glyphs/70/uv_rect = Rect2(117, 1, 10, 11)
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cache/0/16/0/glyphs/70/texture_idx = 0
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cache/0/16/0/glyphs/51/advance = Vector2(9.84375, 21.796875)
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cache/0/16/0/glyphs/51/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/51/size = Vector2(11, 14)
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cache/0/16/0/glyphs/51/uv_rect = Rect2(100, 14, 11, 14)
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cache/0/16/0/glyphs/51/texture_idx = 0
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cache/0/16/0/glyphs/75/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/75/size = Vector2(10, 14)
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cache/0/16/0/glyphs/75/uv_rect = Rect2(113, 14, 10, 14)
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cache/0/16/0/glyphs/75/texture_idx = 0
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cache/0/16/0/glyphs/74/advance = Vector2(8.875, 21.796875)
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cache/0/16/0/glyphs/74/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/74/size = Vector2(11, 15)
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cache/0/16/0/glyphs/74/uv_rect = Rect2(21, 30, 11, 15)
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cache/0/16/0/glyphs/74/texture_idx = 0
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cache/0/16/0/glyphs/58/advance = Vector2(15.125, 21.796875)
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cache/0/16/0/glyphs/58/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/58/size = Vector2(18, 14)
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cache/0/16/0/glyphs/58/uv_rect = Rect2(125, 14, 18, 14)
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cache/0/16/0/glyphs/58/texture_idx = 0
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cache/0/16/0/glyphs/19/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/19/size = Vector2(11, 14)
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cache/0/16/0/glyphs/19/uv_rect = Rect2(145, 14, 11, 14)
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cache/0/16/0/glyphs/19/texture_idx = 0
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cache/0/16/0/glyphs/8/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/8/size = Vector2(16, 14)
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cache/0/16/0/glyphs/8/uv_rect = Rect2(158, 14, 16, 14)
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cache/0/16/0/glyphs/8/texture_idx = 0
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cache/0/16/0/glyphs/29/offset = Vector2(0, -10)
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cache/0/16/0/glyphs/29/size = Vector2(5, 11)
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cache/0/16/0/glyphs/29/uv_rect = Rect2(129, 1, 5, 11)
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cache/0/16/0/glyphs/29/texture_idx = 0
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cache/0/16/0/glyphs/18/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/18/size = Vector2(9, 14)
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cache/0/16/0/glyphs/18/uv_rect = Rect2(176, 14, 9, 14)
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cache/0/16/0/glyphs/77/uv_rect = Rect2(1, 47, 7, 19)
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cache/0/16/0/glyphs/42/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/42/size = Vector2(13, 14)
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cache/0/16/0/glyphs/42/uv_rect = Rect2(187, 14, 13, 14)
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cache/0/16/0/glyphs/42/texture_idx = 0
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cache/0/16/0/glyphs/54/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/54/size = Vector2(11, 14)
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cache/0/16/0/glyphs/54/uv_rect = Rect2(202, 14, 11, 14)
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cache/0/16/0/glyphs/54/texture_idx = 0
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cache/0/16/0/glyphs/92/advance = Vector2(8.5625, 21.796875)
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cache/0/16/0/glyphs/92/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/92/size = Vector2(11, 15)
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cache/0/16/0/glyphs/92/uv_rect = Rect2(34, 30, 11, 15)
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cache/0/16/0/glyphs/92/texture_idx = 0
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cache/0/16/0/glyphs/40/advance = Vector2(8.9375, 21.796875)
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cache/0/16/0/glyphs/40/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/40/size = Vector2(9, 14)
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cache/0/16/0/glyphs/40/uv_rect = Rect2(215, 14, 9, 14)
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cache/0/16/0/glyphs/40/texture_idx = 0
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cache/0/16/0/glyphs/47/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/47/size = Vector2(10, 14)
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cache/0/16/0/glyphs/47/uv_rect = Rect2(226, 14, 10, 14)
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cache/0/16/0/glyphs/73/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/73/size = Vector2(9, 14)
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cache/0/16/0/glyphs/73/uv_rect = Rect2(238, 14, 9, 14)
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cache/0/16/0/glyphs/73/texture_idx = 0
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cache/0/16/0/glyphs/35/advance = Vector2(14.359375, 21.796875)
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cache/0/16/0/glyphs/35/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/35/size = Vector2(16, 16)
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cache/0/16/0/glyphs/35/uv_rect = Rect2(10, 47, 16, 16)
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cache/0/16/0/glyphs/35/texture_idx = 0
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cache/0/16/0/glyphs/57/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/57/size = Vector2(12, 14)
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cache/0/16/0/glyphs/57/uv_rect = Rect2(47, 30, 12, 14)
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cache/0/16/0/glyphs/57/texture_idx = 0
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cache/0/16/0/glyphs/37/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/37/size = Vector2(11, 14)
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cache/0/16/0/glyphs/37/uv_rect = Rect2(61, 30, 11, 14)
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cache/0/16/0/glyphs/37/texture_idx = 0
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cache/0/16/0/glyphs/91/advance = Vector2(8.8125, 21.796875)
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cache/0/16/0/glyphs/91/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/91/size = Vector2(11, 11)
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cache/0/16/0/glyphs/91/uv_rect = Rect2(136, 1, 11, 11)
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cache/0/16/0/glyphs/91/texture_idx = 0
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cache/0/16/0/glyphs/27/advance = Vector2(9.15625, 21.796875)
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cache/0/16/0/glyphs/27/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/27/size = Vector2(11, 14)
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cache/0/16/0/glyphs/27/uv_rect = Rect2(74, 30, 11, 14)
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cache/0/16/0/glyphs/27/texture_idx = 0
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cache/0/16/0/glyphs/20/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/20/size = Vector2(8, 14)
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cache/0/16/0/glyphs/20/uv_rect = Rect2(87, 30, 8, 14)
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cache/0/16/0/glyphs/20/texture_idx = 0
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cache/0/16/0/glyphs/28/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/28/size = Vector2(11, 14)
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cache/0/16/0/glyphs/28/uv_rect = Rect2(97, 30, 11, 14)
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cache/0/16/0/glyphs/28/texture_idx = 0
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cache/0/16/0/glyphs/24/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/24/size = Vector2(11, 14)
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cache/0/16/0/glyphs/24/uv_rect = Rect2(110, 30, 11, 14)
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cache/0/16/0/glyphs/24/texture_idx = 0
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cache/0/16/0/glyphs/26/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/26/size = Vector2(11, 14)
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cache/0/16/0/glyphs/26/uv_rect = Rect2(123, 30, 11, 14)
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cache/0/16/0/glyphs/69/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/69/size = Vector2(11, 14)
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cache/0/16/0/glyphs/69/uv_rect = Rect2(136, 30, 11, 14)
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cache/0/16/0/glyphs/69/texture_idx = 0
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cache/0/16/0/glyphs/49/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/49/size = Vector2(13, 14)
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cache/0/16/0/glyphs/49/uv_rect = Rect2(149, 30, 13, 14)
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cache/0/16/0/glyphs/49/texture_idx = 0
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cache/0/16/0/glyphs/44/advance = Vector2(4.890625, 21.796875)
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cache/0/16/0/glyphs/44/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/44/size = Vector2(5, 14)
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cache/0/16/0/glyphs/44/uv_rect = Rect2(249, 14, 5, 14)
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cache/0/16/0/glyphs/44/texture_idx = 0
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cache/0/16/0/glyphs/55/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/55/size = Vector2(11, 14)
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cache/0/16/0/glyphs/55/uv_rect = Rect2(164, 30, 11, 14)
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cache/0/16/0/glyphs/36/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/36/size = Vector2(13, 14)
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cache/0/16/0/glyphs/36/uv_rect = Rect2(177, 30, 13, 14)
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cache/0/16/0/glyphs/36/texture_idx = 0
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cache/0/16/0/glyphs/48/size = Vector2(15, 14)
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cache/0/16/0/glyphs/93/size = Vector2(10, 11)
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cache/0/16/0/glyphs/17/size = Vector2(5, 5)
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cache/0/16/0/glyphs/907/size = Vector2(12, 14)
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cache/0/16/0/glyphs/21/size = Vector2(11, 14)
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cache/0/16/0/glyphs/22/size = Vector2(11, 14)
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cache/0/16/0/glyphs/22/uv_rect = Rect2(28, 47, 11, 14)
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cache/0/16/0/glyphs/23/size = Vector2(11, 14)
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cache/0/16/0/glyphs/23/uv_rect = Rect2(41, 47, 11, 14)
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cache/0/16/0/glyphs/25/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/25/size = Vector2(11, 14)
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cache/0/16/0/glyphs/25/uv_rect = Rect2(54, 47, 11, 14)
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cache/0/16/0/glyphs/11/size = Vector2(7, 17)
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cache/0/16/0/glyphs/11/uv_rect = Rect2(67, 47, 7, 17)
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cache/0/16/0/glyphs/12/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/12/size = Vector2(7, 17)
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cache/0/16/0/glyphs/12/uv_rect = Rect2(76, 47, 7, 17)
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cache/0/16/0/glyphs/906/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/906/size = Vector2(15, 14)
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cache/0/16/0/glyphs/906/uv_rect = Rect2(85, 47, 15, 14)
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cache/0/16/0/glyphs/78/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/78/size = Vector2(11, 14)
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cache/0/16/0/glyphs/78/uv_rect = Rect2(102, 47, 11, 14)
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cache/0/16/0/glyphs/43/size = Vector2(12, 14)
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cache/0/16/0/glyphs/43/uv_rect = Rect2(115, 47, 12, 14)
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cache/0/16/0/glyphs/45/size = Vector2(8, 17)
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cache/0/16/0/glyphs/56/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/56/size = Vector2(12, 14)
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cache/0/16/0/glyphs/56/uv_rect = Rect2(139, 47, 12, 14)
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cache/0/16/0/glyphs/60/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/60/size = Vector2(12, 14)
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cache/0/16/0/glyphs/60/uv_rect = Rect2(153, 47, 12, 14)
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cache/0/16/0/glyphs/84/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/61/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/61/size = Vector2(11, 14)
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cache/0/16/0/glyphs/61/uv_rect = Rect2(180, 47, 11, 14)
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cache/0/16/0/glyphs/59/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/59/size = Vector2(12, 14)
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cache/0/16/0/glyphs/15/offset = Vector2(-1, -4)
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cache/0/16/0/glyphs/15/size = Vector2(6, 7)
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cache/0/16/0/glyphs/15/uv_rect = Rect2(215, 1, 6, 7)
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cache/0/16/0/glyphs/10/size = Vector2(4, 7)
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cache/0/16/0/glyphs/10/uv_rect = Rect2(223, 1, 4, 7)
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cache/0/16/0/glyphs/908/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/908/size = Vector2(11, 14)
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cache/0/16/0/glyphs/908/uv_rect = Rect2(207, 47, 11, 14)
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cache/0/16/0/glyphs/52/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/52/size = Vector2(14, 17)
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cache/0/16/0/glyphs/52/uv_rect = Rect2(220, 47, 14, 17)
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cache/0/16/0/glyphs/909/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/909/size = Vector2(17, 14)
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cache/0/16/0/glyphs/909/uv_rect = Rect2(236, 47, 17, 14)
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cache/0/16/0/glyphs/13/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/13/size = Vector2(11, 10)
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cache/0/16/0/glyphs/13/uv_rect = Rect2(229, 1, 11, 10)
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cache/0/16/0/glyphs/13/texture_idx = 0
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cache/0/16/0/glyphs/114/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/114/size = Vector2(9, 8)
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cache/0/16/0/glyphs/114/uv_rect = Rect2(242, 1, 9, 8)
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cache/0/16/0/glyphs/114/texture_idx = 0
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cache/0/16/0/glyphs/6/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/6/size = Vector2(12, 14)
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cache/0/16/0/glyphs/6/uv_rect = Rect2(1, 68, 12, 14)
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cache/0/16/0/glyphs/6/texture_idx = 0
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cache/0/16/0/glyphs/153/offset = Vector2(0, -11)
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cache/0/16/0/glyphs/153/size = Vector2(10, 10)
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cache/0/16/0/glyphs/153/uv_rect = Rect2(15, 68, 10, 10)
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cache/0/16/0/glyphs/153/texture_idx = 0
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cache/0/16/0/glyphs/62/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/62/size = Vector2(6, 17)
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cache/0/16/0/glyphs/62/uv_rect = Rect2(1, 84, 6, 17)
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cache/0/16/0/glyphs/62/texture_idx = 0
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cache/0/16/0/glyphs/64/advance = Vector2(5.265625, 21.796875)
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cache/0/16/0/glyphs/64/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/64/size = Vector2(7, 17)
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cache/0/16/0/glyphs/64/uv_rect = Rect2(9, 84, 7, 17)
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cache/0/16/0/glyphs/9/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/9/size = Vector2(14, 14)
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cache/0/16/0/glyphs/9/uv_rect = Rect2(27, 68, 14, 14)
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cache/0/16/0/glyphs/9/texture_idx = 0
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cache/0/16/0/glyphs/14/offset = Vector2(-1, -11)
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cache/0/16/0/glyphs/14/size = Vector2(11, 10)
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cache/0/16/0/glyphs/14/uv_rect = Rect2(43, 68, 11, 10)
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cache/0/16/0/glyphs/14/texture_idx = 0
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cache/0/16/0/glyphs/4/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/4/size = Vector2(5, 14)
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cache/0/16/0/glyphs/4/uv_rect = Rect2(56, 68, 5, 14)
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cache/0/16/0/glyphs/34/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/34/size = Vector2(9, 14)
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cache/0/16/0/glyphs/34/uv_rect = Rect2(63, 68, 9, 14)
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cache/0/16/0/glyphs/34/texture_idx = 0
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cache/0/16/0/glyphs/526/offset = Vector2(0, -10)
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cache/0/16/0/glyphs/526/size = Vector2(6, 7)
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cache/0/16/0/glyphs/526/uv_rect = Rect2(74, 68, 6, 7)
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cache/0/16/0/glyphs/526/texture_idx = 0
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cache/0/16/0/glyphs/587/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/587/size = Vector2(5, 6)
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cache/0/16/0/glyphs/587/uv_rect = Rect2(82, 68, 5, 6)
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cache/0/16/0/glyphs/587/texture_idx = 0
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cache/0/16/0/glyphs/195/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/195/size = Vector2(11, 14)
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cache/0/16/0/glyphs/195/uv_rect = Rect2(89, 68, 11, 14)
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cache/0/16/0/glyphs/195/texture_idx = 0
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cache/0/16/0/glyphs/175/offset = Vector2(0, -14)
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cache/0/16/0/glyphs/175/size = Vector2(6, 15)
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cache/0/16/0/glyphs/175/uv_rect = Rect2(18, 84, 6, 15)
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cache/0/16/0/glyphs/167/offset = Vector2(-1, -15)
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cache/0/16/0/glyphs/167/size = Vector2(11, 16)
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cache/0/16/0/glyphs/167/uv_rect = Rect2(26, 84, 11, 16)
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cache/0/16/0/glyphs/167/texture_idx = 0
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cache/0/16/0/glyphs/169/advance = Vector2(7.953125, 21.796875)
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cache/0/16/0/glyphs/169/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/169/size = Vector2(10, 16)
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cache/0/16/0/glyphs/169/uv_rect = Rect2(39, 84, 10, 16)
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cache/0/16/0/glyphs/169/texture_idx = 0
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cache/0/16/0/glyphs/190/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/190/size = Vector2(10, 14)
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cache/0/16/0/glyphs/190/uv_rect = Rect2(102, 68, 10, 14)
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cache/0/16/0/glyphs/190/texture_idx = 0
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cache/0/16/0/glyphs/183/offset = Vector2(-1, -14)
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cache/0/16/0/glyphs/183/size = Vector2(11, 15)
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cache/0/16/0/glyphs/183/uv_rect = Rect2(51, 84, 11, 15)
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cache/0/16/0/glyphs/183/texture_idx = 0
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cache/0/16/0/glyphs/135/advance = Vector2(10.578125, 21.796875)
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cache/0/16/0/glyphs/135/offset = Vector2(-1, -15)
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cache/0/16/0/glyphs/135/size = Vector2(13, 16)
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cache/0/16/0/glyphs/135/uv_rect = Rect2(64, 84, 13, 16)
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cache/0/16/0/glyphs/135/texture_idx = 0
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cache/0/16/0/glyphs/171/offset = Vector2(-1, -14)
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cache/0/16/0/glyphs/171/size = Vector2(11, 15)
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cache/0/16/0/glyphs/171/uv_rect = Rect2(79, 84, 11, 15)
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cache/0/16/0/glyphs/171/texture_idx = 0
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cache/0/16/0/glyphs/182/offset = Vector2(-1, -14)
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cache/0/16/0/glyphs/182/size = Vector2(11, 15)
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cache/0/16/0/glyphs/182/uv_rect = Rect2(92, 84, 11, 15)
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cache/0/16/0/glyphs/182/texture_idx = 0
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cache/0/16/0/glyphs/31/offset = Vector2(-1, -12)
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cache/0/16/0/glyphs/31/size = Vector2(11, 12)
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cache/0/16/0/glyphs/31/uv_rect = Rect2(114, 68, 11, 12)
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cache/0/16/0/glyphs/31/texture_idx = 0
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cache/0/16/0/glyphs/33/advance = Vector2(9.15625, 21.796875)
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cache/0/16/0/glyphs/33/offset = Vector2(-1, -12)
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cache/0/16/0/glyphs/33/size = Vector2(11, 12)
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cache/0/16/0/glyphs/33/uv_rect = Rect2(127, 68, 11, 12)
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cache/0/16/0/glyphs/33/texture_idx = 0
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cache/0/16/0/glyphs/32/advance = Vector2(9.15625, 21.796875)
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|
cache/0/16/0/glyphs/32/offset = Vector2(-1, -10)
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|
cache/0/16/0/glyphs/32/size = Vector2(11, 8)
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cache/0/16/0/glyphs/32/uv_rect = Rect2(140, 68, 11, 8)
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cache/0/16/0/glyphs/32/texture_idx = 0
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cache/0/16/0/glyphs/94/advance = Vector2(6.15625, 21.796875)
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cache/0/16/0/glyphs/94/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/94/size = Vector2(8, 17)
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cache/0/16/0/glyphs/94/uv_rect = Rect2(105, 84, 8, 17)
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cache/0/16/0/glyphs/94/texture_idx = 0
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cache/0/16/0/glyphs/96/advance = Vector2(6.15625, 21.796875)
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cache/0/16/0/glyphs/96/offset = Vector2(-1, -13)
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|
cache/0/16/0/glyphs/96/size = Vector2(8, 17)
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cache/0/16/0/glyphs/96/uv_rect = Rect2(115, 84, 8, 17)
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cache/0/16/0/glyphs/96/texture_idx = 0
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cache/0/16/0/glyphs/95/advance = Vector2(8.8125, 21.796875)
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cache/0/16/0/glyphs/95/offset = Vector2(2, -13)
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|
cache/0/16/0/glyphs/95/size = Vector2(5, 18)
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cache/0/16/0/glyphs/95/uv_rect = Rect2(1, 103, 5, 18)
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cache/0/16/0/glyphs/95/texture_idx = 0
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cache/0/16/0/glyphs/7/advance = Vector2(9.15625, 21.796875)
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cache/0/16/0/glyphs/7/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/7/size = Vector2(11, 16)
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cache/0/16/0/glyphs/7/uv_rect = Rect2(125, 84, 11, 16)
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cache/0/16/0/glyphs/7/texture_idx = 0
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cache/0/16/0/glyphs/65/advance = Vector2(9.15625, 21.796875)
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cache/0/16/0/glyphs/65/offset = Vector2(-1, -13)
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cache/0/16/0/glyphs/65/size = Vector2(11, 10)
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cache/0/16/0/glyphs/65/uv_rect = Rect2(153, 68, 11, 10)
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cache/0/16/0/glyphs/65/texture_idx = 0
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cache/0/16/0/glyphs/134217819/advance = Vector2(8.8125, 21.796875)
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cache/0/16/0/glyphs/134217819/offset = Vector2(-1, -10)
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cache/0/16/0/glyphs/134217819/size = Vector2(11, 11)
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cache/0/16/0/glyphs/134217819/uv_rect = Rect2(166, 68, 11, 11)
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cache/0/16/0/glyphs/134217819/texture_idx = 0
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cache/0/16/0/glyphs/268435496/advance = Vector2(8.9375, 21.796875)
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cache/0/16/0/glyphs/268435496/offset = Vector2(1, -13)
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cache/0/16/0/glyphs/268435496/size = Vector2(9, 14)
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cache/0/16/0/glyphs/268435496/uv_rect = Rect2(179, 68, 9, 14)
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cache/0/16/0/glyphs/268435496/texture_idx = 0
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cache/0/16/0/glyphs/134217799/advance = Vector2(9.96875, 21.796875)
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cache/0/16/0/glyphs/134217799/offset = Vector2(0, -13)
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cache/0/16/0/glyphs/134217799/size = Vector2(10, 14)
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cache/0/16/0/glyphs/134217799/uv_rect = Rect2(190, 68, 10, 14)
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cache/0/16/0/glyphs/134217799/texture_idx = 0
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cache/0/16/0/glyphs/134217804/advance = Vector2(4.46875, 21.796875)
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|
cache/0/16/0/glyphs/134217804/offset = Vector2(0, -14)
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|
cache/0/16/0/glyphs/134217804/size = Vector2(5, 15)
|
|
cache/0/16/0/glyphs/134217804/uv_rect = Rect2(250, 30, 5, 15)
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cache/0/16/0/glyphs/134217804/texture_idx = 0
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cache/0/16/0/glyphs/402653271/advance = Vector2(6.328125, 21.796875)
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|
cache/0/16/0/glyphs/402653271/offset = Vector2(0, -12)
|
|
cache/0/16/0/glyphs/402653271/size = Vector2(8, 13)
|
|
cache/0/16/0/glyphs/402653271/uv_rect = Rect2(202, 68, 8, 13)
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cache/0/16/0/glyphs/402653271/texture_idx = 0
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|
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[sub_resource type="DPITexture" id="DPITexture_pfe8v"]
|
|
_source = "<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"16\" height=\"16\"><g fill=\"#fefffe\" fill-opacity=\".85\"><path d=\"M14.5 1.5h-13v13L8 9.25l6.5 5.25z\"/><path stroke=\"#fefffe\" stroke-linejoin=\"round\" stroke-opacity=\".85\" d=\"M14.5 1.5h-13v13L8 9.25l6.5 5.25z\"/></g></svg>
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"
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[sub_resource type="DPITexture" id="DPITexture_gxd78"]
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_source = "<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"16\" height=\"16\"><circle cx=\"8\" cy=\"8\" r=\"7\" fill=\"#ff5d5d\" fill-opacity=\".5\"/></svg>
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"
|
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|
|
[sub_resource type="DPITexture" id="DPITexture_5ib6o"]
|
|
_source = "<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"16\" height=\"16\"><path fill=\"none\" stroke=\"#b2b2b2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-opacity=\".45\" stroke-width=\"2\" d=\"m5 7 3 3 3-3\"/></svg>
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"
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[sub_resource type="DPITexture" id="DPITexture_ferhu"]
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|
_source = "<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"12\" height=\"12\"><path fill=\"#fff\" d=\"M10 3a1 1 0 0 0-1-1H3a1 1 0 0 0-1 1v6a1 1 0 0 0 1 1h6a1 1 0 0 0 1-1zM3 5.75a1 1 0 0 1 1.414-1.414L6 5.922l1.586-1.586A1 1 0 0 1 9 5.75L6.707 8.043a1 1 0 0 1-1.414 0z\"/></svg>
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"
|
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[sub_resource type="DPITexture" id="DPITexture_iwlve"]
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|
_source = "<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"16\" height=\"16\"><path fill=\"gray\" d=\"M0 0v8h8V0zm8 8v8h8V8z\"/><path fill=\"#fff\" d=\"M8 0v8h8V0zm0 8H0v8h8z\"/></svg>
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"
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[sub_resource type="DPITexture" id="DPITexture_5mbr2"]
|
|
_source = "<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"16\" height=\"16\"><path fill=\"none\" stroke=\"#b2b2b2\" stroke-linecap=\"round\" stroke-linejoin=\"round\" stroke-opacity=\".45\" stroke-width=\"2\" d=\"m6 11 3-3-3-3\"/></svg>
|
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"
|
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[sub_resource type="DPITexture" id="DPITexture_lh4t5"]
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|
_source = "<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"12\" height=\"12\"><path fill=\"#fff\" d=\"M3 2a1 1 0 0 0-1 1v6a1 1 0 0 0 1 1h6a1 1 0 0 0 1-1V3a1 1 0 0 0-1-1zm2.75 7a1 1 0 0 1-1.414-1.414L5.922 6 4.336 4.414A1 1 0 0 1 5.75 3l2.293 2.293a1 1 0 0 1 0 1.414z\"/></svg>
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"
|
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[sub_resource type="DPITexture" id="DPITexture_d8qf1"]
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|
_source = "<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"14\" height=\"8\"><path fill=\"#fefffe\" fill-opacity=\".25\" d=\"M4 0a4 4 0 0 0 0 8h6a4 4 0 0 0 0-8zM3 3a1 1 0 0 1 0 2 1 1 0 0 1 0-2zm4 0a1 1 0 0 1 0 2 1 1 0 0 1 0-2zm4 0a1 1 0 0 1 0 2 1 1 0 0 1 0-2z\"/></svg>
|
|
"
|
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|
|
[sub_resource type="DPITexture" id="DPITexture_2hc8j"]
|
|
_source = "<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"8\" height=\"8\"><circle cx=\"4\" cy=\"4\" r=\"1.5\" fill=\"#b2b2b2\" fill-opacity=\".25\"/></svg>
|
|
"
|
|
|
|
[sub_resource type="DPITexture" id="DPITexture_ur0yn"]
|
|
_source = "<svg xmlns=\"http://www.w3.org/2000/svg\" width=\"8\" height=\"8\"><path fill=\"#b2b2b2\" fill-opacity=\".25\" d=\"M6 0v8h2V0zM1 0a1 1 0 0 0-.693 1.705L2.6 3.998.307 6.291A1 1 0 0 0 1.72 7.705l3-3a1 1 0 0 0 0-1.414l-3-3A1 1 0 0 0 1 0z\"/></svg>
|
|
"
|
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|
|
[sub_resource type="StyleBoxFlat" id="StyleBoxFlat_mbmvy"]
|
|
content_margin_left = 0.0
|
|
content_margin_top = 0.0
|
|
content_margin_right = 0.0
|
|
content_margin_bottom = 0.0
|
|
bg_color = Color(0.1, 0.1, 0.1, 0.6)
|
|
corner_radius_top_left = 3
|
|
corner_radius_top_right = 3
|
|
corner_radius_bottom_right = 3
|
|
corner_radius_bottom_left = 3
|
|
corner_detail = 5
|
|
|
|
[sub_resource type="StyleBoxFlat" id="StyleBoxFlat_6tu23"]
|
|
content_margin_left = 4.0
|
|
content_margin_top = 4.0
|
|
content_margin_right = 4.0
|
|
content_margin_bottom = 4.0
|
|
bg_color = Color(1, 1, 1, 0.75)
|
|
draw_center = false
|
|
border_width_left = 2
|
|
border_width_top = 2
|
|
border_width_right = 2
|
|
border_width_bottom = 2
|
|
corner_radius_top_left = 3
|
|
corner_radius_top_right = 3
|
|
corner_radius_bottom_right = 3
|
|
corner_radius_bottom_left = 3
|
|
corner_detail = 5
|
|
expand_margin_left = 2.0
|
|
expand_margin_top = 2.0
|
|
expand_margin_right = 2.0
|
|
expand_margin_bottom = 2.0
|
|
|
|
[sub_resource type="StyleBoxFlat" id="StyleBoxFlat_elw2i"]
|
|
content_margin_left = 4.0
|
|
content_margin_top = 4.0
|
|
content_margin_right = 4.0
|
|
content_margin_bottom = 4.0
|
|
bg_color = Color(0.1, 0.1, 0.1, 0.6)
|
|
border_width_bottom = 2
|
|
border_color = Color(0, 0, 0, 0.6)
|
|
corner_radius_top_left = 3
|
|
corner_radius_top_right = 3
|
|
corner_radius_bottom_right = 3
|
|
corner_radius_bottom_left = 3
|
|
corner_detail = 5
|
|
|
|
[sub_resource type="StyleBoxFlat" id="StyleBoxFlat_nwyae"]
|
|
content_margin_left = 4.0
|
|
content_margin_top = 4.0
|
|
content_margin_right = 4.0
|
|
content_margin_bottom = 4.0
|
|
bg_color = Color(0.1, 0.1, 0.1, 0.3)
|
|
border_width_bottom = 2
|
|
border_color = Color(0, 0, 0, 0.3)
|
|
corner_radius_top_left = 3
|
|
corner_radius_top_right = 3
|
|
corner_radius_bottom_right = 3
|
|
corner_radius_bottom_left = 3
|
|
corner_detail = 5
|
|
|
|
[resource]
|
|
CodeEdit/colors/background_color = Color(0, 0, 0, 0)
|
|
CodeEdit/colors/bookmark_color = Color(0.5, 0.64, 1, 0.8)
|
|
CodeEdit/colors/brace_mismatch_color = Color(1, 0.2, 0.2, 1)
|
|
CodeEdit/colors/breakpoint_color = Color(0.9, 0.29, 0.3, 1)
|
|
CodeEdit/colors/caret_background_color = Color(0, 0, 0, 1)
|
|
CodeEdit/colors/caret_color = Color(0.875, 0.875, 0.875, 1)
|
|
CodeEdit/colors/code_folding_color = Color(0.8, 0.8, 0.8, 0.8)
|
|
CodeEdit/colors/completion_background_color = Color(0.17, 0.16, 0.2, 1)
|
|
CodeEdit/colors/completion_existing_color = Color(0.87, 0.87, 0.87, 0.13)
|
|
CodeEdit/colors/completion_scroll_color = Color(1, 1, 1, 0.29)
|
|
CodeEdit/colors/completion_scroll_hovered_color = Color(1, 1, 1, 0.4)
|
|
CodeEdit/colors/completion_selected_color = Color(0.26, 0.26, 0.27, 1)
|
|
CodeEdit/colors/current_line_color = Color(0.25, 0.25, 0.26, 0.8)
|
|
CodeEdit/colors/executing_line_color = Color(0.98, 0.89, 0.27, 1)
|
|
CodeEdit/colors/folded_code_region_color = Color(0.68, 0.46, 0.77, 0.2)
|
|
CodeEdit/colors/font_color = Color(0.875, 0.875, 0.875, 1)
|
|
CodeEdit/colors/font_outline_color = Color(0, 0, 0, 1)
|
|
CodeEdit/colors/font_placeholder_color = Color(0.875, 0.875, 0.875, 0.6)
|
|
CodeEdit/colors/font_readonly_color = Color(0.875, 0.875, 0.875, 0.5)
|
|
CodeEdit/colors/font_selected_color = Color(0, 0, 0, 0)
|
|
CodeEdit/colors/line_length_guideline_color = Color(0.3, 0.5, 0.8, 0.1)
|
|
CodeEdit/colors/line_number_color = Color(0.67, 0.67, 0.67, 0.4)
|
|
CodeEdit/colors/search_result_border_color = Color(0.3, 0.3, 0.3, 0.4)
|
|
CodeEdit/colors/search_result_color = Color(0.3, 0.3, 0.3, 1)
|
|
CodeEdit/colors/selection_color = Color(0.5, 0.5, 0.5, 1)
|
|
CodeEdit/colors/word_highlighted_color = Color(0.8, 0.9, 0.9, 0.15)
|
|
CodeEdit/constants/completion_lines = 7
|
|
CodeEdit/constants/completion_max_width = 50
|
|
CodeEdit/constants/completion_scroll_width = 6
|
|
CodeEdit/constants/line_spacing = 4
|
|
CodeEdit/constants/outline_size = 0
|
|
CodeEdit/font_sizes/font_size = 16
|
|
CodeEdit/fonts/font = SubResource("FontFile_b6d4x")
|
|
CodeEdit/icons/bookmark = SubResource("DPITexture_pfe8v")
|
|
CodeEdit/icons/breakpoint = SubResource("DPITexture_gxd78")
|
|
CodeEdit/icons/can_fold = SubResource("DPITexture_5ib6o")
|
|
CodeEdit/icons/can_fold_code_region = SubResource("DPITexture_ferhu")
|
|
CodeEdit/icons/completion_color_bg = SubResource("DPITexture_iwlve")
|
|
CodeEdit/icons/executing_line = SubResource("DPITexture_5mbr2")
|
|
CodeEdit/icons/folded = SubResource("DPITexture_5mbr2")
|
|
CodeEdit/icons/folded_code_region = SubResource("DPITexture_lh4t5")
|
|
CodeEdit/icons/folded_eol_icon = SubResource("DPITexture_d8qf1")
|
|
CodeEdit/icons/space = SubResource("DPITexture_2hc8j")
|
|
CodeEdit/icons/tab = SubResource("DPITexture_ur0yn")
|
|
CodeEdit/styles/completion = SubResource("StyleBoxFlat_mbmvy")
|
|
CodeEdit/styles/focus = SubResource("StyleBoxFlat_6tu23")
|
|
CodeEdit/styles/normal = SubResource("StyleBoxFlat_elw2i")
|
|
CodeEdit/styles/read_only = SubResource("StyleBoxFlat_nwyae")
|
|
TextEdit/colors/background_color = Color(0, 0, 0, 0)
|
|
TextEdit/colors/caret_background_color = Color(0, 0, 0, 1)
|
|
TextEdit/colors/caret_color = Color(0.875, 0.875, 0.875, 1)
|
|
TextEdit/colors/current_line_color = Color(0.25, 0.25, 0.26, 0.8)
|
|
TextEdit/colors/font_color = Color(0.875, 0.875, 0.875, 1)
|
|
TextEdit/colors/font_outline_color = Color(0, 0, 0, 1)
|
|
TextEdit/colors/font_placeholder_color = Color(0.875, 0.875, 0.875, 0.6)
|
|
TextEdit/colors/font_readonly_color = Color(0.875, 0.875, 0.875, 0.5)
|
|
TextEdit/colors/font_selected_color = Color(0, 0, 0, 0)
|
|
TextEdit/colors/search_result_border_color = Color(0.3, 0.3, 0.3, 0.4)
|
|
TextEdit/colors/search_result_color = Color(0.3, 0.3, 0.3, 1)
|
|
TextEdit/colors/selection_color = Color(0.5, 0.5, 0.5, 1)
|
|
TextEdit/colors/word_highlighted_color = Color(0.5, 0.5, 0.5, 0.25)
|
|
TextEdit/constants/caret_width = 1
|
|
TextEdit/constants/line_spacing = 4
|
|
TextEdit/constants/outline_size = 0
|
|
TextEdit/constants/wrap_offset = 10
|
|
TextEdit/font_sizes/font_size = 16
|
|
TextEdit/fonts/font = SubResource("FontFile_b6d4x")
|
|
TextEdit/icons/space = SubResource("DPITexture_2hc8j")
|
|
TextEdit/icons/tab = SubResource("DPITexture_ur0yn")
|
|
TextEdit/styles/focus = SubResource("StyleBoxFlat_6tu23")
|
|
TextEdit/styles/normal = SubResource("StyleBoxFlat_elw2i")
|
|
TextEdit/styles/read_only = SubResource("StyleBoxFlat_nwyae")
|