From ebe0db1864aa05a61cbfae9efab9a0161a34c316 Mon Sep 17 00:00:00 2001 From: Michael Drake Date: Fri, 10 Jul 2009 20:38:57 +0000 Subject: Delete html_redraw lighter/darker and use the colour tweakers in plot_style. svn path=/trunk/netsurf/; revision=8452 --- render/html_redraw.c | 72 ++++++++++++++++------------------------------------ 1 file changed, 22 insertions(+), 50 deletions(-) diff --git a/render/html_redraw.c b/render/html_redraw.c index e3338f121..e36e60006 100644 --- a/render/html_redraw.c +++ b/render/html_redraw.c @@ -68,8 +68,6 @@ bool html_redraw_inline_borders(struct box *box, int x0, int y0, int x1, int y1, float scale, bool first, bool last); static bool html_redraw_border_plot(int i, int *p, colour c, css_border_style style, int thickness); -static colour html_redraw_darker(colour c); -static colour html_redraw_lighter(colour c); static bool html_redraw_checkbox(int x, int y, int width, int height, bool selected); static bool html_redraw_radio(int x, int y, int width, int height, @@ -1093,7 +1091,7 @@ bool html_redraw_border_plot(int i, int *p, colour c, { int z[8]; unsigned int light = i; - colour c_lit; + colour c_plot; plot_style_t plot_style_bdr = { .stroke_type = PLOT_OP_TYPE_DASH, .stroke_colour = c, @@ -1158,16 +1156,14 @@ bool html_redraw_border_plot(int i, int *p, colour c, z[6] = p[i * 4 + 6]; z[7] = p[i * 4 + 7]; if (!plot.polygon(z, 4, light <= 1 ? - html_redraw_darker(c) : - html_redraw_lighter(c))) + darken_colour(c) : lighten_colour(c))) return false; z[0] = p[i * 4 + 2]; z[1] = p[i * 4 + 3]; z[6] = p[i * 4 + 4]; z[7] = p[i * 4 + 5]; if (!plot.polygon(z, 4, light <= 1 ? - html_redraw_lighter(c) : - html_redraw_darker(c))) + lighten_colour(c) : darken_colour(c))) return false; break; @@ -1182,19 +1178,22 @@ bool html_redraw_border_plot(int i, int *p, colour c, z[5] = (p[i * 4 + 7] + p[i * 4 + 5]) / 2; z[6] = p[i * 4 + 6]; z[7] = p[i * 4 + 7]; - c_lit = c; + c_plot = c; switch (light) { case 3: - c_lit = html_redraw_lighter(c_lit); + c_plot = double_lighten_colour(c); + break; case 0: - c_lit = html_redraw_lighter(c_lit); + c_plot = lighten_colour(c); break; case 1: - c_lit = html_redraw_darker(c_lit); + c_plot = double_darken_colour(c); + break; case 2: - c_lit = html_redraw_darker(c_lit); + c_plot = darken_colour(c); + break; } - if (!plot.polygon(z, 4, c_lit)) + if (!plot.polygon(z, 4, c_plot)) return false; z[0] = p[i * 4 + 2]; z[1] = p[i * 4 + 3]; @@ -1202,16 +1201,19 @@ bool html_redraw_border_plot(int i, int *p, colour c, z[7] = p[i * 4 + 5]; switch (light) { case 0: - c = html_redraw_lighter(c); + c_plot = double_lighten_colour(c); + break; case 3: - c = html_redraw_lighter(c); + c_plot = lighten_colour(c); break; case 2: - c = html_redraw_darker(c); + c_plot = double_darken_colour(c); + break; case 1: - c = html_redraw_darker(c); + c_plot = darken_colour(c); + break; } - if (!plot.polygon(z, 4, c)) + if (!plot.polygon(z, 4, c_plot)) return false; break; } @@ -1221,36 +1223,6 @@ bool html_redraw_border_plot(int i, int *p, colour c, } -/** - * Make a colour darker. - * - * \param c colour - * \return a darker shade of c - */ - -#define mix_colour(c0, c1) ((((c0 >> 16) + 3 * (c1 >> 16)) >> 2) << 16) | \ - (((((c0 >> 8) & 0xff) + 3 * ((c1 >> 8) & 0xff)) >> 2) << 8) | \ - ((((c0 & 0xff) + 3 * (c1 & 0xff)) >> 2) << 0); - -colour html_redraw_darker(colour c) -{ - return mix_colour(0x000000, c) -} - - -/** - * Make a colour lighter. - * - * \param c colour - * \return a lighter shade of c - */ - -colour html_redraw_lighter(colour c) -{ - return mix_colour(0xffffff, c) -} - - /** * Plot a checkbox. * @@ -1319,8 +1291,8 @@ bool html_redraw_checkbox(int x, int y, int width, int height, bool html_redraw_radio(int x, int y, int width, int height, bool selected) { - int dark = html_redraw_darker(html_redraw_darker(WIDGET_BASEC)); - int lite = html_redraw_lighter(html_redraw_lighter(WIDGET_BASEC)); + int dark = double_darken_colour(WIDGET_BASEC); + int lite = double_lighten_colour(WIDGET_BASEC); /* plot background of radio button */ if (!plot.disc(x + width * 0.5, y + height * 0.5, -- cgit v1.2.3