Commit d221c46c authored by Darin Adler's avatar Darin Adler

Bump version, update dependencies. Update dependencies.

        * configure.in: Bump version, update dependencies.
        * librsvg-2.0.pc.in: Update dependencies.

        * rsvg-bpath-util.c:
        * rsvg-css.c:
        * rsvg-css.h:
        * rsvg-defs.c:
        * rsvg-paint-server.c:
        * rsvg-paint-server.h:
        * rsvg-path.c:
        * rsvg-path.h:
        * rsvg.c:
        Fix includes to include only what's needed.

        * test-62699.svg: Add a test case for another bug.
parent 87c9cad1
2002-01-04 Darin Adler <darin@bentspoon.com>
* configure.in: Bump version, update dependencies.
* librsvg-2.0.pc.in: Update dependencies.
* rsvg-bpath-util.c:
* rsvg-css.c:
* rsvg-css.h:
* rsvg-defs.c:
* rsvg-paint-server.c:
* rsvg-paint-server.h:
* rsvg-path.c:
* rsvg-path.h:
* rsvg.c:
Fix includes to include only what's needed.
* test-62699.svg: Add a test case for another bug.
2002-01-03 Darin Adler <darin@bentspoon.com>
* rsvg.c: Use art_render_mask in libart.
......
......@@ -2,9 +2,25 @@ AC_INIT(rsvg.h)
dnl ===========================================================================
ART_REQUIRED=2.3.5
GDK_PIXBUF_REQUIRED=1.3.7
GLIB_REQUIRED=1.3.1
PANGOFT2_REQUIRED=0.22
POPT_REQUIRED=1.5
XML_REQUIRED=2.2.8
AC_SUBST(ART_REQUIRED)
AC_SUBST(GDK_PIXBUF_REQUIRED)
AC_SUBST(GLIB_REQUIRED)
AC_SUBST(PANGOFT2_REQUIRED)
AC_SUBST(POPT_REQUIRED)
AC_SUBST(XML_REQUIRED)
dnl ===========================================================================
LIBRSVG_MAJOR_VERSION=1
LIBRSVG_MINOR_VERSION=1
LIBRSVG_MICRO_VERSION=0
LIBRSVG_MICRO_VERSION=1
AC_SUBST(LIBRSVG_MAJOR_VERSION)
AC_SUBST(LIBRSVG_MINOR_VERSION)
AC_SUBST(LIBRSVG_MICRO_VERSION)
......@@ -38,23 +54,7 @@ GNOME_PLATFORM_GNOME_2(yes)
dnl ===========================================================================
GLIB_REQUIRED=1.3.1
XML_REQUIRED=2.2.8
ART_REQUIRED=2.3.5
GDK_PIXBUF_REQUIRED=1.3.7
POPT_REQUIRED=1.5
PANGO_REQUIRED=0.22
AC_SUBST(GLIB_REQUIRED)
AC_SUBST(XML_REQUIRED)
AC_SUBST(ART_REQUIRED)
AC_SUBST(GDK_PIXBUF_REQUIRED)
AC_SUBST(POPT_REQUIRED)
AC_SUBST(PANGO_REQUIRED)
dnl ===========================================================================
PKG_CHECK_MODULES(LIBRSVG, glib-2.0 >= $GLIB_REQUIRED gdk-pixbuf-2.0 >= $GDK_PIXBUF_REQUIRED libxml-2.0 >= $XML_REQUIRED libart-2.0 >= $ART_REQUIRED pango >= $PANGO_REQUIRED pangoft2 >= $PANGO_REQUIRED)
PKG_CHECK_MODULES(LIBRSVG, glib-2.0 >= $GLIB_REQUIRED gdk-pixbuf-2.0 >= $GDK_PIXBUF_REQUIRED libxml-2.0 >= $XML_REQUIRED libart-2.0 >= $ART_REQUIRED pangoft2 >= $PANGOFT2_REQUIRED)
AC_SUBST(LIBRSVG_LIBS)
AC_SUBST(LIBRSVG_CFLAGS)
......
......@@ -6,6 +6,6 @@ includedir=@includedir@
Name: librsvg
Description: library that renders svg files using libart and pango
Version: @VERSION@
Requires: libart-2.0 glib-2.0 pango pangoft2
Requires: glib-2.0 gdk-pixbuf-2.0 libart-2.0 libxml-2.0 pangoft2
Libs: -L${libdir} -lrsvg-2
Cflags: -I${includedir}/librsvg-2
......@@ -21,10 +21,13 @@
Author: Raph Levien <raph@artofcode.com>
*/
#include <glib.h>
#include "config.h"
#include "rsvg-bpath-util.h"
#include <glib/gmem.h>
#include <glib/gmessages.h>
#include <math.h>
#include <string.h>
#include "rsvg-bpath-util.h"
/* This is adapted from gnome-canvas-bpath-util in libgnomeprint
(originally developed as part of Gill). */
......
......@@ -21,14 +21,15 @@
Author: Raph Levien <raph@artofcode.com>
*/
#include <string.h>
#include <stdlib.h>
#include <math.h>
#include <glib.h>
#include "config.h"
#include "rsvg-css.h"
#include <glib/ghash.h>
#include <glib/gstring.h>
#include <math.h>
#include <stdlib.h>
#include <string.h>
/**
* rsvg_css_parse_length: Parse CSS2 length to a pixel value.
* @str: Original string.
......
#include <glib/gtypes.h>
double
rsvg_css_parse_length (const char *str, gint *fixed);
rsvg_css_parse_length (const char *str, int *fixed);
gboolean
rsvg_css_param_match (const char *str, const char *param_name);
......
......@@ -21,9 +21,13 @@
Author: Raph Levien <raph@artofcode.com>
*/
#include <glib.h>
#include "config.h"
#include "rsvg-defs.h"
#include <glib/ghash.h>
#include <glib/gmem.h>
#include <glib/gstrfuncs.h>
struct _RsvgDefs {
GHashTable *hash;
};
......
......@@ -21,20 +21,14 @@
Author: Raph Levien <raph@artofcode.com>
*/
#include <string.h>
#include <glib.h>
#include "config.h"
#include "rsvg-paint-server.h"
#include <libart_lgpl/art_misc.h>
#include <libart_lgpl/art_alphagamma.h>
#include <libart_lgpl/art_filterlevel.h>
#include <glib/gmem.h>
#include <glib/gstrfuncs.h>
#include <libart_lgpl/art_affine.h>
#include <libart_lgpl/art_render.h>
#include <libart_lgpl/art_render_gradient.h>
#include <string.h>
#include "rsvg-css.h"
#include "rsvg-defs.h"
#include "rsvg-paint-server.h"
typedef struct _RsvgPaintServerSolid RsvgPaintServerSolid;
typedef struct _RsvgPaintServerLinGrad RsvgPaintServerLinGrad;
......
#include <glib/gtypes.h>
#include <libart_lgpl/art_render_gradient.h>
#include "rsvg-defs.h"
typedef struct _RsvgGradientStop RsvgGradientStop;
typedef struct _RsvgGradientStops RsvgGradientStops;
typedef struct _RsvgLinearGradient RsvgLinearGradient;
......
......@@ -23,15 +23,14 @@
/* This is adapted from svg-path in Gill. */
#include <string.h>
#include <stdlib.h>
#include <math.h>
#include <glib.h>
#include "rsvg-bpath-util.h"
#include "config.h"
#include "rsvg-path.h"
#include <glib/gtypes.h>
#include <math.h>
#include <stdlib.h>
#include <string.h>
/* This module parses an SVG path element into an RsvgBpathDef.
At present, there is no support for <marker> or any other contextual
......
......@@ -24,6 +24,8 @@
#ifndef RSVG_PATH_H
#define RSVG_PATH_H
#include "rsvg-bpath-util.h"
#ifdef __cplusplus
extern "C" {
#endif /* __cplusplus */
......
......@@ -21,25 +21,17 @@
Author: Raph Levien <raph@artofcode.com>
*/
#include <config.h>
#include "config.h"
#include "rsvg.h"
#include <string.h>
#include <math.h>
#include <string.h>
#include <libart_lgpl/art_misc.h>
#include <libart_lgpl/art_filterlevel.h>
#include <libart_lgpl/art_affine.h>
#include <libart_lgpl/art_svp.h>
#include <libart_lgpl/art_bpath.h>
#include <libart_lgpl/art_vpath.h>
#include <libart_lgpl/art_vpath_bpath.h>
#include <libart_lgpl/art_rgb_svp.h>
#include <libart_lgpl/art_svp_vpath_stroke.h>
#include <libart_lgpl/art_svp_vpath.h>
#include <libart_lgpl/art_svp_wind.h>
#include <libart_lgpl/art_render.h>
#include <libart_lgpl/art_render_gradient.h>
#include <libart_lgpl/art_render_mask.h>
#include <libart_lgpl/art_render_svp.h>
#include <libart_lgpl/art_rgba.h>
......@@ -50,7 +42,6 @@
#include <pango/pangoft2.h>
#include "rsvg-bpath-util.h"
#include "rsvg-defs.h"
#include "rsvg-path.h"
#include "rsvg-css.h"
#include "rsvg-paint-server.h"
......
<?xml version="1.0" standalone="no"?>
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 20010904//EN"
"http://www.w3.org/TR/2001/REC-SVG-20010904/DTD/svg10.dtd">
<svg
style="fill:#000000;fill-opacity:0.5;stroke:none"
xmlns="http://www.w3.org/2000/svg"
xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
xmlns:xlink="http://www.w3.org/1999/xlink"
width="595.275591"
height="841.889764"
id="svg1"
sodipodi:docbase="/home/odd/"
sodipodi:docname="/home/odd/prov"> <defs
id="defs3"> <linearGradient
id="linearGradient19"> <stop
offset="0.000000"
style="stop-color:#830000;stop-opacity:0.184314;"
id="stop20">
</stop>
<stop
offset="1.000000"
style="stop-color:#000000;stop-opacity:1;"
id="stop21">
</stop>
</linearGradient>
<linearGradient
id="linearGradient16"> <stop
offset="0.000000"
style="stop-color:#00f77f;stop-opacity:0.576471;"
id="stop17">
</stop>
<stop
offset="1.000000"
style="stop-color:#ff63ff;stop-opacity:0.654902;"
id="stop18">
</stop>
</linearGradient>
<linearGradient
id="linearGradient7"> <stop
style="stop-color:#000000;stop-opacity:1;"
offset="0.000000"
id="stop8">
</stop>
<stop
style="stop-color:#ffffff;stop-opacity:1;"
offset="1.000000"
id="stop9">
</stop>
</linearGradient>
<linearGradient
xlink:href="#linearGradient7"
id="linearGradient10">
</linearGradient>
<linearGradient
xlink:href="#linearGradient16"
id="linearGradient11">
</linearGradient>
<linearGradient
xlink:href="#linearGradient19"
id="linearGradient13"
x1="0.903361"
y1="0.923028"
x2="1.000000"
y2="0.000000">
</linearGradient>
</defs>
<sodipodi:namedview
id="base">
</sodipodi:namedview>
<image
xlink:href="/home/odd/Diverse/Diverse/HTML/overosa/grafik/bakgrund_musik.png"
sodipodi:absref="/home/odd/Diverse/Diverse/HTML/overosa/grafik/bakgrund_musik.png"
id="image25"
transform="matrix(1.12 0 0 0.827014 0 0)"
style="opacity:0.8;">
</image>
<image
xlink:href="/home/odd/Diverse/Diverse/HTML/overosa/grafik/bakgrund_licens.png"
sodipodi:absref="/home/odd/Diverse/Diverse/HTML/overosa/grafik/bakgrund_licens.png"
id="image24"
transform="matrix(-1.1999 -0.0157866 0.00740128 -0.591026 594.754 847.31)"
style="opacity:0.8;">
</image>
<image
xlink:href="/home/odd/Forkastelsens_salar.png"
sodipodi:absref="/home/odd/Forkastelsens_salar.png"
id="image12"
transform="matrix(0.960659 0 0 0.981244 7.86859 10.4913)"
style="opacity:0.450001;fill:#000000;fill-opacity:0.270677;">
</image>
<path
id="path6"
d="M -6.59651 334.395 C -6.75134 353.836 -20.9582 367.452 -34.8107 397.426 C -46.4786 426.117 -68.451 484.103 -40.5912 510.342 C -19.0877 524.713 8.71737 509.065 25.9641 494.848 C 42.6984 479.059 50.5977 460.522 45.6175 437.676 C 39.4861 415.209 28.1535 395.941 28.8587 371.92 C 31.669 346.014 46.6967 324.158 67.4314 308.937 C 81.8995 299.47 97.1917 295.105 114.433 295.659 C 136.39 296.484 155.822 291.432 176.458 283.865 C 200.024 274.633 222.585 263.534 235.487 240.79 C 245.879 219.101 254.797 189.358 248.994 165.23 C 244.05 152.221 228.391 154.579 217.409 157.925 C 203.451 163.242 191.478 172.965 185.662 186.975 C 182.078 197.652 184.653 206.375 191.641 214.963 C 201.467 225.867 213.413 233.507 227.38 237.998 C 240.25 241.531 253.395 241.612 266.569 239.91 C 280.443 237.696 292.454 230.81 304.305 223.615 C 319.993 214.208 335.583 205.768 353.571 201.709 C 373.134 198.013 392.754 198.757 411.846 204.529 C 430.065 210.958 446.179 220.469 458.628 235.423 C 471.656 252.85 478.749 272.504 484.601 293.284 C 492.355 322.943 495.642 352.32 491.249 382.81 C 485.758 411.987 474.058 437.001 452.343 457.565 C 433.397 473.715 412.627 482.136 388.77 488.441 C 364.067 494.535 339.047 498.239 313.554 497.637 C 293.346 496.438 273.376 492.235 255.807 481.841 C 234.565 468.089 218.568 444.586 203.236 424.995 C 181.115 395.793 162.915 365.257 147.854 331.875 C 139.136 311.812 131.317 291.478 125.744 270.306 C 123.878 262.717 121.847 260.742 114.857 256.931 C 99.0098 249.179 80.9673 245.894 63.5667 243.913 C 54.9385 243.247 43.2689 241.976 36.894 249.291 C 31.4549 256.329 29.5491 265.848 28.0409 274.409 C 26.6283 283.78 26.0882 293.393 24.2023 302.672 C 21.3741 313.444 14.108 319.875 4.97945 325.625 C 0.927152 328.131 -10.2827 336.945 -6.86606 333.625 C -0.396677 324.519 -16.1507 319.233 -5.1153 320.772 C -3.64702 320.94 0.792615 320.975 -0.684178 320.919 L 2.12535 344.296 C -1.47 344.594 -5.05906 344.185 -8.61903 343.685 C -20.3705 341.825 -34.6644 334.947 -26.2964 320.499 C -21.4057 314.046 -14.1896 310.466 -7.42599 306.309 C -3.988 304.114 0.170304 301.919 1.54919 297.867 C 3.63881 288.948 4.18411 279.529 5.64781 270.479 C 8.02793 257.197 11.6836 243.995 20.506 233.476 C 33.153 221.007 49.5306 220.379 66.2925 222.146 C 86.2864 224.792 106.783 228.794 125.268 237.088 C 137.951 243.405 145.2 251.093 147.912 265.123 C 152.123 285.304 158.878 304.537 166.807 323.548 C 180.823 355.474 197.891 384.96 219.056 412.691 C 233.271 430.596 248.494 449.668 267.597 462.698 C 281.636 471.535 297.752 475.029 314.14 476.181 C 337.486 476.9 360.575 473.587 383.167 467.852 C 403.192 462.383 421.471 455.342 437.581 441.963 C 455.981 425.079 465.747 404.055 470.538 379.777 C 474.743 352.351 471.345 325.765 464.024 299.17 C 458.776 281.601 452.602 264.31 441.516 249.519 C 431.856 237.987 419.446 230.607 405.368 225.567 C 389.998 220.865 374.264 220.218 358.499 223.188 C 342.965 226.719 329.427 234.224 315.937 242.458 C 301.296 251.407 286.54 259.323 269.407 262.07 C 252.84 264.125 236.538 263.625 220.417 259.046 C 202.374 253.088 187.018 242.965 174.265 228.901 C 161.858 213.626 158.238 196.709 165.139 178.099 C 174.147 158.201 190.844 144.553 211.125 137.071 C 235.64 129.904 262.435 133.419 270.409 161.076 C 275.387 190.355 266.607 224.737 253.989 251.111 C 238.425 278.721 212.31 292.136 183.659 303.233 C 160.853 311.605 138.249 318.884 113.771 318.176 C 101.472 317.868 90.8673 320.183 80.2832 326.702 C 64.6506 337.44 52.8533 353.547 50.5499 372.647 C 49.6725 394.244 61.4776 412.952 66.8117 433.32 C 73.036 464.283 62.223 490.001 39.1935 510.955 C 12.3942 532.375 -25.6528 548.469 -55.9935 524.732 C -88.0672 488.754 -67.1678 428.915 -51.9043 389.876 C -48.0672 381.038 -6.87445 299.499 -6.59651 334.395 z "
style="fill:url(#linearGradient10);"
transform="matrix(1 0 0 1 68.1904 259.648)">
</path>
<rect
style="stroke:none; stroke-opacity:100%; stroke-width:1px; stroke-linejoin:miter; stroke-linecap:butt; fill:#7fcf7f; fill-opacity:0.503759; "
id="rect4"
x="163.879609"
y="316.036500"
width="236.043859"
height="199.325925"
transform="matrix(1.62037 0 -0.383772 2.21053 -29.775 -330.116)">
</rect>
<path
transform="matrix(2.31303 0 0 6.97309 -993.933 -6336.28)"
style="stroke:#434687; font-family:Helvetica; font-style:normal; font-weight:bold; font-size:40.000000; stroke-opacity:100%; stroke-width:0.5; stroke-linejoin:miter; stroke-linecap:round; fill:url(#linearGradient13); "
d="M 456.921 979.456 L 451.834 1001.6 L 462.921 992.696 L 462.921 963.536 L 456.881 963.536 L 459.425 975.728 L 443.453 975.092 L 445.361 963.536 L 439.361 963.536 L 439.361 992.696 L 450.448 1001.6 L 445.361 979.456 L 456.921 979.456 z M 486.481 983.656 C 486.521 983.176 486.521 982.976 486.521 982.696 C 486.521 980.696 486.241 978.696 485.761 977.296 C 484.401 973.216 480.881 970.736 476.401 970.736 C 470.201 970.736 466.401 975.216 466.401 982.456 C 466.401 989.376 471.009 1002.09 477.129 1002.09 C 481.969 1002.09 485.041 990.896 486.281 986.616 L 480.761 986.616 C 480.081 988.336 478.521 989.336 476.481 989.336 C 474.921 989.336 473.681 988.696 472.881 987.576 C 472.321 986.736 472.081 985.736 472.001 983.656 L 486.481 983.656 z M 472.081 979.936 C 472.441 976.616 473.205 973.108 476.321 969.929 C 478.881 969.929 480.401 976.736 480.681 979.936 L 472.081 979.936 z M 496.161 971.096 L 490.561 971.096 L 490.561 995.216 C 490.561 996.456 490.121 996.896 488.921 996.896 C 488.561 996.896 488.281 996.856 487.921 996.736 L 481.703 1001.79 C 482.783 1001.91 490.361 1001.42 491.241 1001.42 C 494.721 1001.42 496.161 999.976 496.161 996.456 L 496.161 971.096 z M 498.987 960.427 L 487.169 960.427 L 490.561 968.536 L 496.161 968.536 L 498.987 960.427 z M 519.081 978.056 C 519.001 973.496 515.481 964.801 509.681 964.801 C 504.201 964.801 500.801 973.496 500.801 977.936 C 500.801 979.376 501.241 980.616 502.001 981.456 C 502.761 982.216 503.441 982.576 505.521 983.256 L 512.201 985.336 C 513.601 985.776 514.081 986.216 514.081 987.096 C 514.081 988.416 512.521 989.216 509.921 989.216 C 508.521 989.216 507.401 988.976 506.681 988.496 C 506.001 988.056 505.761 987.616 505.521 986.416 L 500.041 986.416 C 500.201 991.176 504.812 1002.66 511.372 1002.66 C 514.372 1002.66 519.76 993.824 518.252 992.261 C 521.547 991.264 519.681 988.416 519.681 986.296 C 519.681 983.496 518.241 981.696 515.441 980.856 L 508.361 978.816 C 506.801 978.336 506.401 978.016 506.401 977.136 C 506.401 975.936 507.681 975.136 509.641 975.136 C 512.321 975.136 513.641 976.096 513.681 978.056 L 519.081 978.056 z M 545.755 996.538 C 544.755 995.618 540.801 990.496 540.801 989.376 L 540.801 977.376 C 540.801 972.976 537.801 970.736 531.961 970.736 C 526.121 970.736 519.124 976.042 518.764 981.042 L 528.121 978.216 C 528.401 975.976 529.321 975.256 532.081 975.256 C 534.241 975.256 535.321 975.976 535.321 977.416 C 535.321 978.136 534.961 978.776 534.361 979.096 C 533.601 979.496 533.601 979.496 530.841 979.936 L 528.601 980.336 C 524.321 981.056 522.241 983.256 522.241 987.136 C 522.241 991.016 524.841 993.616 528.801 993.616 C 531.201 993.616 533.361 992.616 535.361 990.536 C 535.361 991.656 535.481 992.056 536.001 992.696 L 546.603 996.653 L 545.755 996.538 z M 535.321 984.016 C 535.321 987.256 533.721 989.096 530.881 989.096 C 529.001 989.096 527.841 988.096 527.841 986.496 C 527.841 984.816 528.721 984.016 531.041 983.536 L 532.961 983.176 C 534.441 982.896 534.681 982.816 535.321 982.496 L 535.321 984.016 z M 541.359 968.835 L 545.881 992.696 L 551.481 992.696 L 551.481 979.736 C 551.481 977.176 553.241 975.496 556.001 975.496 C 558.401 975.496 559.601 976.816 559.601 979.376 L 559.601 992.696 L 572.832 1000.04 L 565.201 978.216 C 565.201 973.416 562.601 970.736 557.961 970.736 C 555.041 970.736 553.081 971.776 551.481 974.216 L 551.481 971.096 L 541.359 968.835 z M 591.273 987.741 L 592.859 985.751 L 600.441 992.696 L 607.601 992.696 L 594.721 976.096 L 606.361 963.536 L 599.281 963.536 L 590.707 969.553 L 587.881 963.536 L 581.881 963.536 L 581.881 992.696 L 587.881 992.696 L 591.273 987.741 z M 628.761 992.016 C 627.761 991.096 627.481 990.496 627.481 989.376 L 627.481 977.376 C 627.481 972.976 625.046 964.235 619.206 964.235 C 613.366 964.235 602.978 977.455 602.618 982.455 L 614.801 978.216 C 615.081 975.976 616.001 975.256 618.761 975.256 C 620.921 975.256 622.001 975.976 622.001 977.416 C 622.001 978.136 621.641 978.776 621.041 979.096 C 620.281 979.496 620.281 979.496 617.521 979.936 L 615.281 980.336 C 611.001 981.056 608.921 983.256 608.921 987.136 C 608.921 991.016 609.543 997.855 613.503 997.855 C 615.903 997.855 620.041 992.616 622.041 990.536 C 622.041 991.656 613.399 1003.36 613.919 1004 L 628.761 992.696 L 628.761 992.016 z M 622.001 984.016 C 622.001 987.256 620.401 989.096 617.561 989.096 C 615.681 989.096 614.521 988.096 614.521 986.496 C 614.521 984.816 615.401 984.016 617.721 983.536 L 619.641 983.176 C 621.121 982.896 621.361 982.816 622.001 982.496 L 622.001 984.016 z M 638.001 979.496 L 638.001 963.536 L 634.662 978.515 L 632.401 992.696 L 638.001 992.696 L 638.001 985.616 L 640.241 983.176 L 645.401 992.696 L 644.613 983.934 L 644.081 979.256 L 651.441 971.096 L 645.081 971.096 L 638.001 979.496 z M 673.241 992.016 C 672.241 991.096 671.961 990.496 671.961 989.376 L 671.961 977.376 C 671.961 972.976 668.961 970.736 663.121 970.736 C 657.281 970.736 654.241 973.216 653.881 978.216 L 659.281 978.216 C 659.561 975.976 659.633 972.147 662.393 972.147 C 664.553 972.147 666.481 975.976 666.481 977.416 C 666.481 978.136 666.121 978.776 665.521 979.096 C 664.761 979.496 664.761 979.496 662.001 979.936 L 659.761 980.336 C 655.481 981.056 656.793 982.973 656.793 986.853 C 656.793 990.733 658.262 990.79 661.092 991.072 C 663.492 991.072 664.521 992.616 666.521 990.536 C 666.521 991.656 666.641 992.056 667.161 992.696 L 673.241 992.696 L 673.241 992.016 z M 666.481 984.016 C 666.481 987.256 664.881 989.096 662.041 989.096 C 660.161 989.096 659.001 988.096 659.001 986.496 C 659.001 984.816 659.881 984.016 662.201 983.536 L 664.121 983.176 C 665.601 982.896 665.841 982.816 666.481 982.496 L 666.481 984.016 z M 683.081 986.856 L 677.081 986.856 L 677.081 992.696 L 683.081 992.696 L 683.081 986.856 z "
id="path15"
sodipodi:nodetypes="ccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccccc">
</path>
<ellipse
style="stroke:none;stroke-opacity:100%;stroke-width:1px;stroke-linejoin:miter;stroke-linecap:butt;fill:url(#linearGradient11);"
id="ellipse5"
cx="398.612113"
cy="540.278166"
rx="108.842446"
ry="124.578703"
transform="matrix(2.09958 -0.621021 1.11242 0.996534 -1139.13 404.723)">
</ellipse>
</svg>
Markdown is supported
0% or
You are about to add 0 people to the discussion. Proceed with caution.
Finish editing this message first!
Please register or to comment