diff --git a/wallpaper-green-4.3.svg b/wallpaper-green-4.3.svg
index efe879a..59db9f2 100644
--- a/wallpaper-green-4.3.svg
+++ b/wallpaper-green-4.3.svg
@@ -9,11 +9,12 @@
    id="svg5"
    inkscape:version="1.2.2 (b0a8486541, 2022-12-01)"
    sodipodi:docname="wallpaper-green-4.3.svg"
-   inkscape:export-filename="wallpaper-green-800x600.png"
-   inkscape:export-xdpi="50.3937"
-   inkscape:export-ydpi="50.3937"
+   inkscape:export-filename="wallpaper-green-600x480.jpg"
+   inkscape:export-xdpi="10.666667"
+   inkscape:export-ydpi="10.666667"
    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
@@ -28,14 +29,14 @@
      inkscape:document-units="mm"
      showgrid="false"
      inkscape:zoom="0.13630051"
-     inkscape:cx="3004.3908"
-     inkscape:cy="2193.6822"
+     inkscape:cx="3026.401"
+     inkscape:cy="2212.024"
      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="layer1" />
+     inkscape:current-layer="layer4" />
   <defs
      id="defs2">
     <inkscape:path-effect
@@ -150,6 +151,51 @@
        id="path-effect2108"
        is_visible="true"
        lpeversion="1" />
+    <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
+       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>
+    <clipPath
+       id="clip4">
+      <path
+         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
+       inkscape:collect="always"
+       xlink:href="#fill5"
+       id="linearGradient648"
+       gradientUnits="userSpaceOnUse"
+       x1="0"
+       y1="1.6271"
+       x2="3.2542"
+       y2="1.6271"
+       spreadMethod="pad" />
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   <g
      inkscape:groupmode="layer"
@@ -214,13 +260,58 @@
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          x="175.53426"
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+  </g>
+  <g
+     inkscape:groupmode="layer"
+     id="layer4"
+     inkscape:label="logo 1"
+     transform="matrix(0.41687439,0,0,0.41687439,-300.97245,-102.78364)"
+     style="opacity:0.33">
+    <g
+       clip-path="url(#clip4)"
+       id="g70"
+       transform="matrix(0.26458333,0,0,0.26458333,646.35542,-325.97148)">
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+         width="849.81732"
+         height="842.26331"
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