forked from AuroraMiddleware/gtk
5a0c8805fc
If somebody does a transform like scale(5) scale(10) translate(1,1) translate(5,0) store it instead as scale(50) translate(6,1) This way, less memory is consumed and transforms are easier to read. In particular, this simplifies the typical transforms we do in GTK, which are just one translation after another.
2880 lines
127 KiB
Plaintext
2880 lines
127 KiB
Plaintext
transform {
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child: container {
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container {
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outset-shadow {
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blur: 6;
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color: rgba(0,0,0,0.2);
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dx: 0;
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dy: 2;
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outline: 26 23 1464 788 / 8 8 0 0;
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spread: 2;
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}
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outset-shadow {
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color: rgba(0,0,0,0.18);
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dx: 0;
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dy: 0;
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outline: 26 23 1464 788 / 8 8 0 0;
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spread: 1;
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}
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}
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color {
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bounds: 26 70 1464 741;
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color: rgb(246,245,244);
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}
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transform {
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child: container {
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container {
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rounded-clip {
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child: linear-gradient {
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bounds: -6 0 1464 46;
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end: -6 23;
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start: 1458 23;
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stops: 0.08 rgb(227,234,242), 0.25 rgb(246,245,244);
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}
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clip: -6 0 1464 47 / 7 7 0 0;
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}
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rounded-clip {
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child: color-matrix {
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child: texture {
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bounds: 1081.2 0 256 256;
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texture: url("data:image/png;base64,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");
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}
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matrix: matrix3d(0.0196078, 0.615686, 0.266667, 0, 0.780392, 0.270588, -0.211765, 0, 0.619608, -0.203922, -0.211765, 0, 0, 0, 0, 0.1);
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offset: 0.180392 0.203922 0.211765 0;
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}
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clip: -6 0 1464 47 / 7 7 0 0;
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}
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inset-shadow {
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color: rgba(255,255,255,0.8);
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dx: 0;
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|
outline: -6 0 1464 46 / 7 7 0 0;
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}
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}
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border {
|
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colors: rgb(213,208,204);
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outline: -6 0 1464 47 / 7 7 0 0;
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widths: 0 0 1;
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}
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transform {
|
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child: container {
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transform {
|
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child: container {
|
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rounded-clip {
|
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child: color {
|
|
bounds: -16 -4 132 32;
|
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color: rgb(228,228,224);
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}
|
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clip: -17 -5 133 34 / 5 0 0 5;
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}
|
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border {
|
|
colors: rgb(213,208,204);
|
|
outline: -17 -5 133 34 / 5 0 0 5;
|
|
widths: 1 0 1 1;
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}
|
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transform {
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child: text {
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