From 32f7ad0207eb6faa4d00093f235bf6c83bd7bbb3 Mon Sep 17 00:00:00 2001
From: gfdgd_xi <3025613752@qq.com>
Date: Thu, 2 May 2024 21:07:31 +0800
Subject: [PATCH] =?UTF-8?q?=E6=9B=B4=E6=96=B0=E5=9B=BE=E6=A0=87?=
MIME-Version: 1.0
Content-Type: text/plain; charset=UTF-8
Content-Transfer-Encoding: 8bit

---
 add-lib-to-kernel-manager.sh |   2 +-
 debian/control               |   2 +-
 icon/icon.svg                | 220 +++++++++++++++++++++++++++--------
 3 files changed, 171 insertions(+), 53 deletions(-)

diff --git a/add-lib-to-kernel-manager.sh b/add-lib-to-kernel-manager.sh
index 03aa17c..fa9d598 100755
--- a/add-lib-to-kernel-manager.sh
+++ b/add-lib-to-kernel-manager.sh
@@ -8,7 +8,7 @@ fi
 programPath=$(cd $(dirname $0); pwd)
 dpkg -x "$1" /tmp/gxde-kernel-manager
 dpkg -e "$1" /tmp/gxde-kernel-manager/DEBIAN
-sed "s/libqtermwidget5-0 (>= 0.8.0), //g" /tmp/gxde-kernel-manager/DEBIAN/control
+sed -i "s/libqtermwidget5-0 (>= 0.8.0), //g" /tmp/gxde-kernel-manager/DEBIAN/control
 cp $programPath/lib /tmp/gxde-kernel-manager/opt/apps/gxde-kernel-manager/ -rv
 if [[ ! -n $2 ]]; then
     dpkg-deb -Z xz -z 9 -b /tmp/gxde-kernel-manager "$1"
diff --git a/debian/control b/debian/control
index afc8441..d73d5f3 100644
--- a/debian/control
+++ b/debian/control
@@ -4,7 +4,7 @@ Priority: optional
 Maintainer: gfdgd_xi <3025613752@qq.com>
 Rules-Requires-Root: no
 Build-Depends:
- debhelper-compat (= 13),
+ debhelper-compat (= 10),
  qtbase5-dev,
  qtbase5-dev-tools,
  qtbase5-private-dev,
diff --git a/icon/icon.svg b/icon/icon.svg
index a4626dd..1d8cfb9 100644
--- a/icon/icon.svg
+++ b/icon/icon.svg
@@ -2,19 +2,23 @@
 <!-- Created with Inkscape (http://www.inkscape.org/) -->
 
 <svg
-   width="512"
-   height="512"
-   viewBox="0 0 135.46667 135.46667"
+   width="1186"
+   height="1176"
+   viewBox="0 0 313.79583 311.15"
    version="1.1"
-   id="svg5"
+   id="svg3823"
    inkscape:version="1.2.2 (b0a8486541, 2022-12-01)"
-   sodipodi:docname="gxde.svg"
+   sodipodi:docname="icon.svg"
+   inkscape:export-filename="icon.png"
+   inkscape:export-xdpi="96"
+   inkscape:export-ydpi="96"
    xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape"
    xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd"
+   xmlns:xlink="http://www.w3.org/1999/xlink"
    xmlns="http://www.w3.org/2000/svg"
    xmlns:svg="http://www.w3.org/2000/svg">
   <sodipodi:namedview
-     id="namedview7"
+     id="namedview3825"
      pagecolor="#505050"
      bordercolor="#eeeeee"
      borderopacity="1"
@@ -24,63 +28,177 @@
      inkscape:deskcolor="#505050"
      inkscape:document-units="mm"
      showgrid="false"
-     inkscape:zoom="1.0957492"
-     inkscape:cx="259.63971"
-     inkscape:cy="276.52313"
+     inkscape:zoom="0.28640923"
+     inkscape:cx="12.220277"
+     inkscape:cy="818.75853"
      inkscape:window-width="1600"
-     inkscape:window-height="822"
+     inkscape:window-height="809"
      inkscape:window-x="0"
-     inkscape:window-y="0"
+     inkscape:window-y="24"
      inkscape:window-maximized="1"
-     inkscape:current-layer="layer3" />
+     inkscape:current-layer="layer1" />
   <defs
-     id="defs2">
-    <inkscape:path-effect
-       effect="spiro"
-       id="path-effect2108"
-       is_visible="true"
-       lpeversion="1" />
+     id="defs3820">
+    <filter
+       id="fx0"
+       x="-30"
+       y="-15"
+       width="360"
+       height="180"
+       filterUnits="userSpaceOnUse"
+       primitiveUnits="userSpaceOnUse">
+      <feComponentTransfer
+         color-interpolation-filters="sRGB"
+         id="feComponentTransfer10">
+        <feFuncR
+           type="discrete"
+           tableValues="1 1"
+           id="feFuncR2" />
+        <feFuncG
+           type="discrete"
+           tableValues="0 0"
+           id="feFuncG4" />
+        <feFuncB
+           type="discrete"
+           tableValues="0 0"
+           id="feFuncB6" />
+        <feFuncA
+           type="linear"
+           slope="0.65098"
+           intercept="0"
+           id="feFuncA8" />
+      </feComponentTransfer>
+      <feGaussianBlur
+         stdDeviation="7.64768 7.63889"
+         id="feGaussianBlur12" />
+    </filter>
     <clipPath
-       clipPathUnits="userSpaceOnUse"
-       id="clipPath1957">
-      <path
-         id="path1959"
-         style="fill:#ff0000;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:0.264583"
-         d="M 19.989478,-26.721882 V 154.26035 H 280.40563 V -26.721882 Z M 75.343721,76.110084 h 5.29e-4 c 0.336145,0.01021 0.724043,0.248991 1.031981,0.798917 0.365511,0.652754 0.0231,0.05855 0.280601,0.473356 0.02969,0.04783 0.135959,0.169137 0.08475,0.145727 -0.269653,-0.123251 -0.898835,-0.719728 -0.763778,-0.455787 0.169555,0.331345 0.56896,0.483325 0.881086,0.686263 -0.01844,-0.04977 -0.03685,-0.09957 -0.0553,-0.149344 0.01876,0.04994 0.101031,0.178961 0.05633,0.149862 -2.64e-4,-2.06e-4 -7.94e-4,-2.27e-4 -0.0011,-5.29e-4 0.05107,0.137922 0.101883,0.276016 0.152961,0.41393 0.0021,0.0028 0.0044,0.0055 0.0067,0.0083 0.128506,-0.335933 0.291838,-0.6101 0.509529,-0.61805 -0.24289,-0.06453 -0.337378,-0.09345 -0.325043,-0.09508 0.02384,-0.0032 0.36617,0.07701 0.421677,0.109035 0.02405,0.0075 0.04864,0.01704 0.0739,0.03101 0.01887,0.0049 0.02683,0.0072 0.04703,0.01241 0.09274,0.0737 0.192239,0.139478 0.278019,0.221174 0.04758,0.04532 0.09784,0.118755 0.144693,0.192754 0.08341,0.08618 0.164849,0.174532 0.240813,0.267168 0.09,0.109741 0.172231,0.2251 0.252698,0.342099 0.208555,-0.144796 0.295199,-0.04035 0.546219,0.463536 5.3e-4,0.0013 7.94e-4,0.0013 0.0011,0.0021 0.162681,0.184176 0.02861,0.01482 0.244427,0.297656 0.07242,0.09836 0.411165,0.556975 0.440285,0.606166 0.155705,0.262983 0.238908,0.541237 0.270267,0.84129 0.04086,0.09446 0.08664,0.186714 0.122473,0.283186 0.01027,0.02768 0.0027,0.06049 0.01497,0.08734 0.120698,0.263768 0.497779,0.240252 0.3576,0.735354 -0.06981,0.246583 -0.134,0.435337 -0.197918,0.582911 0.0329,0.05516 0.06922,0.107855 0.10387,0.161748 0.02876,0.06137 0.146425,0.323363 0.195336,0.393774 0.0047,0.0067 0.0053,-0.02429 0.01291,-0.02119 0.0351,0.01442 0.06266,0.04303 0.09353,0.06511 0.126508,0.09049 0.145399,0.128341 0.09457,0.05064 0.59308,0.404982 0.789051,1.033989 1.182357,1.577165 0.01842,0.02543 0.108603,0.0923 0.133842,0.118338 0.05358,0.05529 0.103706,0.11412 0.155546,0.17105 0.232532,0.268156 0.437041,0.567751 0.607198,0.879015 0.09587,0.175355 0.174834,0.359402 0.262517,0.538985 0.158181,0.323935 0.05667,0.244536 0.196371,0.338998 -0.0064,-0.01238 -0.03036,-0.02901 -0.01913,-0.03721 0.01217,-0.0089 0.02926,0.01106 0.03876,0.02273 0.133665,0.164293 0.268047,0.328157 0.388607,0.502296 0.07841,0.113252 0.137001,0.239098 0.207222,0.3576 0.07375,0.124452 0.148582,0.248597 0.224792,0.371554 0.06113,0.09861 0.124651,0.195723 0.187069,0.293521 0.06328,0.101071 0.118475,0.183764 0.165364,0.278022 0.074,0.07615 0.118886,0.179395 0.177769,0.268716 0.36568,0.55476 -0.07664,-0.06055 0.343648,0.509013 0.02135,0.02752 0.37728,0.481513 0.414962,0.547254 0.07261,0.126677 0.129805,0.262043 0.187069,0.396359 0.10288,0.241305 0.06372,0.251497 0.211873,0.43253 0.05437,0.06004 0.268126,0.294783 0.296106,0.330213 0.07957,0.100769 0.147235,0.210066 0.225824,0.311608 0.185462,0.239633 0.09505,0.0046 0.312645,0.449585 0.05696,0.116486 0.08916,0.243629 0.133839,0.365353 0.11098,0.09433 0.01863,0.274145 0.08578,0.388607 0.0108,0.01844 -0.0011,-0.04271 -0.0016,-0.06408 0.03943,0.073 0.07959,0.145746 0.11834,0.219109 0.341575,0.646642 0.01252,0.03932 0.372587,0.697114 0.06494,0.111403 0.12411,0.226518 0.19482,0.334349 0.402897,0.614378 -0.05424,-0.127606 0.223758,0.270266 0.185018,0.264795 0.3277,0.543854 0.470773,0.831991 0.08949,0.258635 0.193316,0.512476 0.320395,0.754993 0.01696,0.03239 0.02307,0.07688 0.05478,0.09508 0.01111,0.0064 0.0077,-0.0024 5.29e-4,-0.01498 0.05504,0.08575 0.109805,0.171598 0.164849,0.25735 -0.0044,-0.0076 0.03005,0.06093 0.04703,0.09405 0.02799,0.02342 0.05652,0.04594 0.0832,0.07079 0.04908,0.04579 0.08799,0.102084 0.131776,0.152963 0.02286,0.02854 0.04915,0.05406 0.06821,0.08527 0.05595,0.09163 0.114514,0.183152 0.156065,0.282151 0.01529,0.03642 0.04317,0.100018 0.06563,0.157613 0.0044,0.0075 0.0085,0.01519 0.01291,0.02273 0.03365,0.04915 0.07049,0.113128 0.0987,0.170532 0.01138,0.01966 0.02273,0.03927 0.03411,0.05891 5.3e-4,0.0085 0.0029,0.02027 0.0041,0.03049 0.04761,0.143473 0.07059,0.25571 0.07752,0.358635 0.0011,0.0027 0.0021,0.0057 0.0031,0.0083 0.04771,0.12173 0.07785,0.249844 0.116789,0.374655 0.264507,0.847723 -0.32776,0.503508 -0.916741,0.145728 l -0.13901,0.03462 c 0.176422,0.152768 0.285232,0.320567 0.339516,0.487826 0.777134,0.04322 1.48399,0.09581 0.688846,0.309025 -0.22846,0.06126 -0.456841,0.122626 -0.685229,0.183967 -0.173823,0.540571 -0.929119,0.867797 -1.766819,0.250114 -0.333121,-0.245632 -0.135128,-0.133252 -0.434596,-0.452168 0.02633,0.05124 0.04905,0.09743 0.05994,0.125574 0.04576,0.118285 -0.322287,-0.390382 -0.232029,-0.301273 0.07151,0.0706 0.126859,0.127542 0.172085,0.175699 -0.116205,-0.226213 -0.333873,-0.590166 -0.249598,-0.360701 0.04126,0.0458 0.142582,0.189629 0.102836,0.145208 -0.03272,-0.03655 -0.06224,-0.07464 -0.09095,-0.113686 0.0033,0.0085 0.0054,0.01466 0.0093,0.02429 -0.0029,-0.0073 -0.0089,-0.01995 -0.01447,-0.03152 -0.140999,-0.193914 -0.239358,-0.414147 -0.343649,-0.629936 -0.08983,-0.1782 -0.183129,-0.350997 -0.28112,-0.524516 -0.02275,-0.04028 -0.04453,-0.08095 -0.06666,-0.121438 -0.05707,-0.01955 -0.128421,-0.04701 -0.219623,-0.08062 -0.290589,-0.107072 -0.407567,-0.21078 -0.410829,-0.312126 -0.191225,-0.182303 -0.407887,-0.422976 -0.48214,-0.512112 -0.554135,-0.665202 -0.948338,-1.4352 -1.306899,-2.21847 l -0.112654,-0.261999 c -0.122801,-0.190915 -0.215683,-0.340204 -0.267684,-0.423748 -0.06443,-0.02289 -0.131083,-0.0413 -0.190169,-0.07441 -0.08745,-0.04901 -0.103585,-0.172286 -0.147278,-0.262515 -0.07395,-0.152722 -0.134284,-0.311428 -0.205155,-0.465606 -0.439272,-0.955653 -0.478052,-1.006242 -1.006139,-2.058273 -0.140833,-0.239429 -0.195699,-0.333478 -0.290423,-0.495059 -0.02665,-0.02373 -0.05392,-0.04654 -0.08217,-0.06666 -0.202081,-0.196974 -0.426006,-0.373975 -0.606163,-0.591179 -0.693132,-0.83566 -0.995154,-1.438971 -1.513602,-2.410706 -0.05696,-0.106768 -0.112652,-0.214054 -0.168466,-0.321427 -0.101928,-0.133903 -0.205589,-0.271909 -0.314192,-0.421164 -0.290571,-0.399322 -0.563952,-0.810802 -0.832509,-1.225248 -0.169643,-0.2618 -0.329787,-0.530024 -0.481624,-0.802534 -0.06429,-0.115377 -0.259,-0.265999 -0.16588,-0.359667 0.06566,-0.06605 0.13536,-0.127188 0.207737,-0.185002 -0.0026,-0.0048 -0.0052,-0.0096 -0.0078,-0.01447 -0.110143,-0.210757 -0.207171,-0.427755 -0.30851,-0.642856 -0.009,-0.0062 -0.02013,-0.0083 -0.02894,-0.01498 -0.214233,-0.161997 -0.281996,-0.469133 -0.335896,-0.732256 -0.0547,-0.267028 -0.05299,-0.562491 -0.02326,-0.862997 -0.0075,-0.0099 -0.01648,-0.01881 -0.02376,-0.02894 -0.02008,-0.0279 -0.02058,-0.06778 -0.04393,-0.09302 -0.09047,-0.09783 -0.198829,-0.17807 -0.293521,-0.27182 -0.112104,-0.110982 -0.173876,-0.289957 -0.297656,-0.383437 -0.20892,-0.387662 -0.199864,-0.34218 -0.368454,-0.804087 -0.04224,-0.115702 -0.06995,-0.236344 -0.111103,-0.352433 -0.04364,-0.12311 -0.09191,-0.244684 -0.143145,-0.364836 -0.06879,-0.161338 -0.164053,-0.312349 -0.217041,-0.479558 -0.01148,-0.0362 0.05859,0.04866 0.08785,0.07286 -0.05883,-0.101968 -0.268139,-0.325972 -0.22841,-0.348298 -0.04836,-0.07639 -0.09901,-0.151219 -0.145211,-0.228928 -0.045,-0.07568 -0.08471,-0.154347 -0.127124,-0.23151 -0.539692,-0.981932 -0.147048,-1.722654 0.437184,-1.758032 0.02191,-0.0013 0.04425,-0.0016 0.06666,-0.0011 z m 2.280997,1.466575 c -0.03328,-0.01032 -0.06558,-0.01508 -0.09663,-0.01394 0.03154,0.0084 0.06591,0.0176 0.103354,0.02739 5.29e-4,-0.0019 0.0016,-0.0038 0.0021,-0.0057 5.29e-4,-0.0021 -0.0034,-0.0046 -0.0088,-0.0078 z m 1.529106,1.46296 c -0.0042,-0.0046 0.0047,0.0123 0.0088,0.01707 0.01622,0.01871 0.01767,0.0195 0.03049,0.03411 -0.01273,-0.0173 -0.02962,-0.04051 -0.03927,-0.05116 z m 0.918808,2.268596 c 0.02058,0.04875 0.04322,0.09643 0.077,0.136427 0.01101,0.01302 0.05267,-0.0073 0.04547,-0.02273 -0.02172,-0.04671 -0.07154,-0.0737 -0.107487,-0.110588 -0.0057,-0.0011 -0.0094,-0.0021 -0.01498,-0.0031 z m -14.899349,0.19327 c 0.109633,-1.9e-4 0.237495,0.02886 0.381889,0.09147 0.216117,-0.05052 0.451776,-0.01365 0.66611,0.137459 0.197255,0.139083 0.271788,0.400669 0.429429,0.583427 0.04309,0.04995 -0.02164,-0.0822 -0.08061,-0.174149 0.01222,0.01416 0.02445,0.02822 0.03669,0.04238 -0.0011,-0.0011 -0.0013,-0.0011 0,0.0011 0.0608,0.09024 0.126423,0.177171 0.186034,0.268201 0.0054,0.0082 -0.0049,0.02125 0.0011,0.02946 0.05275,0.07881 0.109223,0.154995 0.163814,0.232545 0.05712,0.127365 0.13176,0.262151 0.22996,0.363283 0.04293,0.04421 0.09363,0.08006 0.141076,0.119372 0.48899,0.405048 0.231886,0.143277 0.690914,0.748792 0.241332,0.723339 0.107186,0.211185 0.187069,0.744143 0.01791,0.119412 0.115448,0.247277 0.06408,0.356566 -0.0309,0.06573 -0.09981,-0.110297 -0.164849,-0.142626 -0.07509,-0.03732 -0.142742,-0.06979 -0.203604,-0.09818 -0.0084,0.01791 -0.05597,0.02885 -0.12454,0.03514 5.29e-4,0.0026 0.0011,0.0051 0.0016,0.0078 -0.0013,-0.0024 -0.0024,-0.0049 -0.0036,-0.0072 -0.08475,0.0076 -0.201771,0.008 -0.31936,0.0057 0.07553,0.245218 0.346099,0.739973 0.578776,1.470194 -0.03701,0.0032 -0.07412,0.0065 -0.111107,0.0098 0.0436,0.134781 0.08165,0.271275 0.112655,0.409279 0.08885,0.395531 0.130685,0.800327 0.195855,1.200443 0.288208,1.769441 -1.529453,2.052339 -1.789554,0.278535 -0.05945,-0.405445 -0.114232,-1.049036 -0.282155,-1.473292 -0.08548,-0.215969 -0.208309,-0.415214 -0.309541,-0.624253 -0.07362,-0.152024 -0.143333,-0.30593 -0.214974,-0.458885 -0.07347,-0.17576 -0.161041,-0.346015 -0.220141,-0.527101 -0.04278,-0.131077 -0.05788,-0.269708 -0.08372,-0.405143 -0.0011,-0.0057 0.0082,0.02008 0.0093,0.01447 0.0027,-0.01318 -0.006,-0.02699 -0.0041,-0.04031 5.29e-4,-0.0033 0.01114,0.0047 0.0098,0.0016 -0.0296,-0.07847 -0.06487,-0.154618 -0.09715,-0.232027 -0.117115,-0.317902 -0.154228,-0.396107 -0.241848,-0.737423 -0.02865,-0.111595 -0.04793,-0.225771 -0.07183,-0.338481 0.0019,-0.02413 0.01035,-0.04859 0.0057,-0.07235 -0.111358,-0.566986 -0.09904,-0.243138 -0.102836,-0.520898 -0.003,-0.02043 -0.0052,-0.04085 -0.0072,-0.06098 -0.26746,-0.707554 -0.125831,-1.236834 0.341066,-1.237649 z m 2.606043,3.346567 c 0.0131,0.0249 0.02548,0.05009 0.03514,0.07648 0.008,0.02204 0.0041,0.09244 -0.0036,0.07028 -0.0164,-0.04722 -0.02341,-0.09725 -0.03152,-0.146759 z m 21.076748,11.07581 c -0.0028,-0.0016 -0.0011,-8e-6 0.0067,0.0062 0.02823,0.02225 0.05644,0.04445 0.08475,0.06666 -0.03504,-0.03236 -0.08302,-0.06772 -0.09147,-0.07286 z m -2.571935,1.027843 c -0.003,0.05833 -0.0055,0.106984 -0.0093,0.145727 0.178287,0.06387 0.342117,0.116303 0.253733,0.04186 -0.09671,-0.08145 -0.169889,-0.133535 -0.24443,-0.187584 z m 6.823874,5.163505 c 0.05699,-0.002 0.137345,0.0384 0.247012,0.13385 0.231071,0.005 0.497626,0.0694 0.791684,0.21755 0.280757,0.14144 0.420245,0.20161 0.686779,0.37879 0.562943,0.37424 0.646199,0.64678 0.01085,1.52549 0.0055,0.0389 0.01127,0.0786 0.02066,0.14986 0.05141,0.41828 0.01482,0.22078 0.103355,0.5948 0.412972,1.74455 -1.397612,2.14468 -1.768369,0.39067 -0.0467,-0.22095 -0.04133,-0.25066 -0.05374,-0.31057 -0.69569,0.37787 -0.911479,0.0332 -1.15652,-0.4067 -0.01056,0.004 -0.02336,-0.025 -0.03669,-0.0661 l -5.29e-4,-5.3e-4 c -0.0209,-0.0375 -0.04211,-0.0756 -0.06408,-0.11369 -0.02692,-0.0932 -0.05535,-0.18573 -0.08372,-0.27853 -0.03918,-0.0883 -0.04126,-0.0869 -0.157612,-0.30748 -0.02252,-0.011 -0.04537,-0.0221 -0.06821,-0.0341 -0.124399,-0.0652 -0.280302,-0.2992 -0.169497,-0.3855 0.06076,-0.0473 0.114448,-0.0898 0.170013,-0.13333 -0.112432,-0.53521 -0.13489,-0.58535 0.558107,-0.57567 0.03995,-0.0434 0.08404,-0.0808 0.131257,-0.11162 -0.09863,-0.0293 -0.192799,-0.0681 -0.278019,-0.12609 -0.130828,-0.0885 0.310428,-0.0617 0.465606,-0.0925 0.0067,-2.6e-4 0.07599,-0.003 0.155028,-0.006 0.08983,-0.11526 0.218929,-0.20412 0.379822,-0.25683 0.01082,-0.1132 0.04555,-0.18314 0.11679,-0.18604 z" />
+       id="clip2">
+      <rect
+         x="0"
+         y="0"
+         width="145"
+         height="144"
+         id="rect18" />
     </clipPath>
     <clipPath
-       clipPathUnits="userSpaceOnUse"
-       id="clipPath2496">
+       id="clip4">
       <path
-         id="path2498"
-         style="fill:#ff0000;fill-opacity:1;fill-rule:nonzero;stroke:none;stroke-width:0.264583"
-         d="M 18.916675,11.750704 V 137.85929 H 87.80911 c -0.0074,-0.42475 0.51563,-1.19538 0.808736,-1.5782 0.606038,-0.79155 1.325732,-1.48694 2.072227,-2.15439 -0.489744,-0.46276 -0.946081,-1.01258 -1.465546,-1.39837 1.57253,-2.728 1.210996,-2.32712 3.891754,-5.07359 -0.165354,-0.11596 -0.32816,-0.23537 -0.490927,-0.35502 -0.26902,0.097 -0.532299,0.10593 -0.769461,-0.045 -0.706622,-0.44915 -1.091821,-0.88486 -1.253154,-1.30017 -0.02685,-0.0198 -0.05448,-0.0383 -0.08113,-0.0584 -0.04346,-0.0327 -0.01992,-0.0772 0.02429,-0.12454 -0.02691,-0.11332 -0.03841,-0.22507 -0.03514,-0.33486 -1.005295,-0.45951 -1.157769,-1.86484 0.05374,-3.00447 -2.007984,1.10914 -1.914472,1.05763 -6.219777,3.38997 -2.425888,1.31421 -3.606393,1.87035 -5.847189,3.39721 -1.29386,0.88163 -1.664483,1.26171 -2.691823,2.18953 -0.404045,0.45771 -0.594699,0.7379 -1.168921,1.05885 -0.32915,0.18398 -0.698371,0.28578 -1.045933,0.43202 -0.239223,0.10066 -0.937053,0.42031 -1.128612,0.47801 -0.344924,0.10384 -0.702159,0.16197 -1.053166,0.24287 -3.49387,0.80558 -4.266154,-3.19966 -0.69815,-3.55378 0.123039,-0.0122 0.250404,-0.002 0.368972,-0.0367 0.05599,-0.0166 1.323549,-0.55177 1.323948,-0.55191 0.0889,-0.0296 0.213085,0.0583 0.280604,-0.006 0.250039,-0.23975 0.470551,-0.50856 0.705901,-0.76274 1.240528,-1.10177 1.649073,-1.51872 3.187919,-2.56212 2.332421,-1.58147 3.549505,-2.16093 6.041491,-3.5109 5.425262,-2.93901 2.556557,-1.36993 7.732863,-4.22196 2.036421,-1.21366 3.854384,-2.22075 5.754169,-3.57549 0.797518,-0.56872 1.546318,-1.2036 2.338877,-1.77922 0.866349,-0.62921 1.735028,-1.25759 2.637048,-1.83452 1.88462,-1.2054 2.77553,-1.54311 4.82089,-2.50941 v 5.3e-4 c 0.60787,-0.28717 1.14643,-0.40186 1.59939,-0.38861 1.96281,0.0575 2.31331,2.51885 -0.31523,3.77497 -0.6461,0.30876 -1.14875,0.54333 -1.62212,0.76998 0.18419,0.10515 0.33685,0.23526 0.45527,0.38344 1.24882,-0.79797 2.46552,-1.57616 2.77296,-1.77251 1.42937,-0.80901 1.32856,-0.88113 2.90008,-1.27847 0.3299,-0.0834 0.66849,-0.16463 1.00872,-0.15761 0.39339,0.008 0.97973,-0.14808 1.16324,0.19998 1.56475,2.96765 0.70432,3.00212 -0.9586,4.82607 -0.29976,0.27311 -0.59471,0.55213 -0.89038,0.82992 1.48216,-0.93047 2.9739,-1.84648 4.44882,-2.78794 0.88111,-0.4569 1.74703,-0.94605 2.61999,-1.42007 V 11.750704 Z M 112.80758,113.6835 c -0.0456,1.4e-4 -0.0872,0.002 -0.11885,0.006 0.0353,0.007 0.075,0.005 0.11885,-0.006 z m -22.087019,11.83184 c 0.0028,0.026 0.006,0.0517 0.0093,0.078 0.0159,-0.0215 0.03216,-0.0426 0.04806,-0.0641 -0.01894,-0.005 -0.03886,-0.008 -0.05736,-0.0139 z m 0.105936,0.59893 c 0.0769,0.30432 0.167032,0.45468 0.21394,0.14417 -0.07173,-0.0474 -0.143309,-0.0951 -0.21394,-0.14417 z m 28.259253,11.65096 c -0.0385,0.031 -0.0786,0.063 -0.1173,0.0941 h 0.1173 z" />
+         d="m 845.827,3160.37 c -82.818,-217.34 27.814,-461.27 247.103,-544.83 219.29,-83.56 464.2,24.89 547.01,242.23 82.82,217.34 -27.81,461.27 -247.1,544.83 -219.29,83.56 -464.195,-24.89 -547.013,-242.23 z"
+         fill-rule="evenodd"
+         clip-rule="evenodd"
+         id="path22" />
     </clipPath>
+    <linearGradient
+       x1="0"
+       y1="1.6271"
+       x2="3.2542"
+       y2="1.6271"
+       gradientUnits="userSpaceOnUse"
+       spreadMethod="pad"
+       id="fill5">
+      <stop
+         offset="0"
+         stop-color="#FFFFFF"
+         id="stop25" />
+      <stop
+         offset="1"
+         stop-color="#FFFFFF"
+         id="stop27" />
+    </linearGradient>
+    <linearGradient
+       inkscape:collect="always"
+       xlink:href="#fill5"
+       id="linearGradient5177"
+       gradientUnits="userSpaceOnUse"
+       x1="0"
+       y1="1.6271"
+       x2="3.2542"
+       y2="1.6271"
+       spreadMethod="pad" />
+    <linearGradient
+       inkscape:collect="always"
+       xlink:href="#fill5"
+       id="linearGradient5179"
+       gradientUnits="userSpaceOnUse"
+       x1="0"
+       y1="1.6271"
+       x2="3.2542"
+       y2="1.6271"
+       spreadMethod="pad" />
   </defs>
   <g
+     inkscape:label="图层 1"
      inkscape:groupmode="layer"
-     id="layer2"
-     inkscape:label="图层 2"
-     style="display:inline">
-    <ellipse
-       id="path131"
-       cx="67.733376"
-       cy="67.73336"
-       style="fill:#002424;fill-opacity:1;stroke:#002424;stroke-width:12.0523;stroke-dasharray:none;stroke-opacity:0.919447"
-       rx="61.707222"
-       ry="61.707207" />
-  </g>
-  <g
-     inkscape:groupmode="layer"
-     id="layer3"
-     inkscape:label="图层 3">
+     id="layer1">
+    <g
+       filter="url(#fx0)"
+       transform="matrix(3.1713487,0,0,3.175,-73.025001,-60.854167)"
+       id="g64"
+       style="display:none">
+      <g
+         clip-path="url(#clip2)"
+         id="g62"
+         style="display:inline">
+        <path
+           d="m 23.0265,71.9861 c 0,-27.0619 22.15,-49 49.4735,-49 27.3235,0 49.474,21.9381 49.474,49 0,27.062 -22.1505,48.9999 -49.474,48.9999 -27.3235,0 -49.4735,-21.9379 -49.4735,-48.9999 z"
+           fill="#e6004c"
+           fill-rule="evenodd"
+           id="path60"
+           style="display:inline" />
+      </g>
+    </g>
     <path
-       style="fill:none;stroke:#ffffff;stroke-width:13.2292;stroke-linecap:butt;stroke-linejoin:miter;stroke-dasharray:none;stroke-opacity:0.27858"
-       d="m 49.965371,17.517625 c -8.574017,4.817069 -15.596933,12.34743 -19.80511,21.23614 -5.682222,12.002259 -6.070758,26.325112 -1.393872,38.753652 3.05335,8.114092 8.231677,15.478252 15.104889,20.762228 6.873213,5.283975 15.455006,8.417975 24.124513,8.384795 7.54248,-0.0289 14.993662,-2.42951 21.405881,-6.40107 6.412219,-3.971557 11.808578,-9.473222 16.076488,-15.692129 3.39953,-4.953569 6.15126,-10.514565 6.83003,-16.483981 0.45404,-3.993008 -0.047,-8.101488 -1.52768,-11.837508 -1.48068,-3.736019 -3.94633,-7.088328 -7.12471,-9.547636 -3.17837,-2.459309 -7.066433,-4.009777 -11.07256,-4.327916 -4.006126,-0.318138 -8.114713,0.609691 -11.552476,2.691048 -3.054811,1.849503 -5.544472,4.573154 -7.287187,7.69012 -1.742715,3.116965 -2.752672,6.617887 -3.137106,10.168202 -0.768867,7.100632 0.929904,14.258168 3.393237,20.962056 7.391133,20.114744 21.982226,37.498454 40.511152,48.264644"
-       id="path2106"
-       inkscape:path-effect="#path-effect2108"
-       inkscape:original-d="m 49.965371,17.517625 c -6.601438,7.022773 -13.203142,14.157692 -19.80511,21.23614 -6.601969,7.078448 -0.928984,25.836033 -1.393872,38.753652 -0.464889,12.91762 26.153199,19.431621 39.229402,29.147023 13.076203,9.71543 24.988541,-14.728522 37.482369,-22.093199 12.49388,-7.364685 4.55361,-10.989056 6.83003,-16.483981 C 114.5846,62.582335 91.456848,52.729517 81.030764,45.055248 70.604681,37.380979 76.343657,70.935765 73.999708,83.875626 71.655757,96.815461 101.00739,116.05231 114.51086,132.14027"
-       clip-path="url(#clipPath2496)"
-       transform="translate(-1.2679083,2.1166667)" />
+       d="M -1.25e-5,155.57499 C -1.25e-5,69.654203 70.245548,-6.6666666e-6 156.89791,-6.6666666e-6 243.54895,-6.6666666e-6 313.79582,69.654203 313.79582,155.57499 c 0,85.92079 -70.24687,155.575 -156.89791,155.575 -86.652362,0 -156.8979225,-69.65421 -156.8979225,-155.575 z"
+       fill="#e6004c"
+       fill-rule="evenodd"
+       id="path66"
+       style="stroke-width:0.264583" />
+    <g
+       clip-path="url(#clip4)"
+       id="g70"
+       transform="matrix(0.26458333,0,0,0.26458333,-171.97917,-640.55625)">
+      <image
+         width="849.81732"
+         height="842.26331"
+         xlink:href="data:image/png;base64,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"
+         preserveAspectRatio="none"
+         id="use68"
+         x="-334.94574"
+         y="2833.2759"
+         transform="rotate(-20.859436)" />
+    </g>
+    <path
+       d="m 45.243738,155.57499 c 0,-61.081707 49.99038,-110.595827 111.654172,-110.595827 61.66379,0 111.65416,49.51412 111.65416,110.595827 0,61.07906 -49.99037,110.59583 -111.65416,110.59583 -61.663793,0 -111.654172,-49.51677 -111.654172,-110.59583 z"
+       stroke="#ffffff"
+       stroke-width="16.9774"
+       stroke-miterlimit="8"
+       fill="none"
+       fill-rule="evenodd"
+       id="path72" />
+    <g
+       id="g82"
+       transform="matrix(0.26458333,0,0,0.26458333,-171.97917,-640.55625)">
+      <g
+         id="g80">
+        <g
+           id="g78">
+          <path
+             d="m 382.564,142.664 c 81.192,-9.112 167.949,41.426 212.76,114.776 46.567,74.196 50.765,172.017 9.762,252.884 C 529.918,659.585 354.571,728.502 197.888,670.366 278.557,698.388 367.019,693.49 444.101,656.731 519.839,620.697 578.35,556.296 606.974,477.457 635.009,401.787 624.058,317.169 577.686,251.127 533.429,187.67 454.742,145.463 383.28,153.826 c -72.829,2.18 -142.469,55.647 -163.882,126.979 -10.381,34.902 -7.052,72.448 9.307,104.981 16.574,33.144 45.243,58.653 80.086,71.267 34.117,11.959 71.905,6.736 101.499,-14.026 29.288,-20.339 49.854,-56.753 46.763,-91.118 -2.884,-36.221 -27.277,-67.15 -61.83,-78.393 -32.542,-10.674 -71.788,7.68 -84.609,41.165 11.064,-31.533 46.274,-51.872 78.979,-45.558 34.661,7.495 62.09,33.966 70.812,68.338 9.209,33.811 -3.808,71.364 -28.93,98.016 -25.321,26.896 -61.401,40.974 -98.245,38.335 -40.449,-4.328 -79.89,-30.134 -103.158,-64.108 -23.88,-34.348 -32.805,-76.916 -24.732,-117.965 8.168,-39.636 32.542,-78.296 64.01,-104.557 31.944,-26.67 71.661,-42.287 113.214,-44.518 z"
+             fill="url(#fill5)"
+             fill-rule="evenodd"
+             transform="matrix(1.00886,0,0,1,834.188,2637.79)"
+             id="path74"
+             style="fill:url(#linearGradient5177)" />
+          <path
+             d="m 377.748,80.3137 c 43.544,-5.5858 87.795,0.014 128.573,16.271 40.948,15.7143 78.199,39.7353 109.407,70.5513 85.527,93.758 108.518,228.783 58.836,345.564 C 627.739,625.917 530.679,710.731 412.21,741.958 334.015,762.72 251.301,758.685 175.499,730.406 272.735,761.125 379.7,750.744 465.937,705.316 552.791,660.636 618.494,581.656 646.545,492.849 676.776,403.651 658.52,303.487 604.24,233.456 551.132,163.459 462.39,120.405 381.783,132.804 c -81.615,-0.651 -164.337,55.94 -193.039,139.735 -14.394,42.904 -11.821,89.69 7.192,130.754 19.858,43.076 55.576,76.825 99.708,94.209 47.502,18.126 100.835,12.187 143.185,-15.945 42.305,-27.954 74.196,-77.711 71.3,-135.05 -2.441,-56.069 -41.296,-110.642 -99.286,-129.517 -30.765,-9.751 -64.072,-7.603 -93.33,6.02 -30.19,14.044 -54.058,38.84 -66.939,69.543 18.922,-50.814 66.252,-85.506 120.405,-88.254 54.833,-1.855 100.587,27.107 128.704,67.232 28.295,41.363 35.399,93.656 19.167,141.069 C 486.949,505.169 388.887,557.298 294.31,531.964 250.946,519.826 212.336,494.707 183.667,459.982 155.368,425.513 137.988,383.387 133.748,338.99 128.931,295.189 139.703,248.458 159.13,211.523 204.234,131.6 291.023,81.3551 377.748,80.2486"
+             fill="url(#fill6)"
+             fill-rule="evenodd"
+             transform="matrix(1.00886,0,0,1,834.188,2637.79)"
+             id="path76"
+             style="fill:url(#linearGradient5179)" />
+        </g>
+      </g>
+    </g>
   </g>
 </svg>