diff --git a/meta/jellystat.json b/meta/jellystat.json
index 0730d96a..56703ece 100644
--- a/meta/jellystat.json
+++ b/meta/jellystat.json
@@ -3,10 +3,14 @@
   "aliases": [],
   "categories": [],
   "update": {
-    "timestamp": "2023-05-26T20:42:05Z",
+    "timestamp": "2025-04-28T18:59:35.544514",
     "author": {
       "id": 71191962,
-      "name": "walkxcode"
+      "login": "lammersbjorn"
     }
+  },
+  "colors": {
+    "light": "jellystat",
+    "dark": "jellystat-dark"
   }
 }
\ No newline at end of file
diff --git a/metadata.json b/metadata.json
index e2621c4e..ef07626d 100644
--- a/metadata.json
+++ b/metadata.json
@@ -6662,11 +6662,15 @@
         "aliases": [],
         "categories": [],
         "update": {
-            "timestamp": "2023-05-26T20:42:05Z",
+            "timestamp": "2025-04-28T18:59:35.544514",
             "author": {
                 "id": 71191962,
-                "name": "walkxcode"
+                "login": "lammersbjorn"
             }
+        },
+        "colors": {
+            "light": "jellystat",
+            "dark": "jellystat-dark"
         }
     },
     "xmrig": {
diff --git a/png/jellystat-dark.png b/png/jellystat-dark.png
new file mode 100644
index 00000000..139303ac
Binary files /dev/null and b/png/jellystat-dark.png differ
diff --git a/png/jellystat.png b/png/jellystat.png
index 41d96dcb..5cac1800 100644
Binary files a/png/jellystat.png and b/png/jellystat.png differ
diff --git a/svg/jellystat-dark.svg b/svg/jellystat-dark.svg
new file mode 100644
index 00000000..ecdd62ad
--- /dev/null
+++ b/svg/jellystat-dark.svg
@@ -0,0 +1,13 @@
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="512" height="512" viewBox="0 0 512 512">
+  <defs>
+    <style>
+      .cls-1 {
+        fill: #fff;
+      }
+    </style>
+  </defs>
+  <g id="Artboard_1" data-name="Artboard 1">
+    <circle class="cls-1" cx="256" cy="256" r="250"/>
+    <image id="Rounded_Rectangle_2" data-name="Rounded Rectangle 2" x="76" y="106" width="360" height="300" xlink:href="data:img/png;base64,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"/>
+  </g>
+</svg>
diff --git a/svg/jellystat.svg b/svg/jellystat.svg
index ac0a621a..e8b5ba88 100755
--- a/svg/jellystat.svg
+++ b/svg/jellystat.svg
@@ -1 +1,6 @@
-<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="512" height="512" viewBox="0 0 512 512"><g id="Artboard_1" data-name="Artboard 1"><circle cx="256" cy="256" r="250"/><image id="Rounded_Rectangle_2" width="360" height="300" x="76" y="106" data-name="Rounded Rectangle 2" xlink:href="data:img/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWgAAAEsCAYAAADuLCmvAAATKklEQVR4nO3dDaxcZZ3H8d8td6+kS1hCugZK03S7XWMIIYStBgnh/UVYkBbbQgEVUfEFEKFCRZYlKy4KVUClrC/Iu4CUtpSVd7BAkBBkK2kIUVLdzQbFNE3Dlgbxbm03p/0/ZHp5njNz584553/O+X4S0tC5t/PMmemXP8+cOXdo9WF/EpAwImmO/fMhSVPt99C/zZJek/QrSSslrZI0yvFEDIFGylxJ10iaxREq1DpJiyWtaPBjRJ8mceAwxi6SrrZgEOfiZcd4uR3zXZr+YDE+wxwvjHGVpEs4KKULx3xxix4zumCCRqd5xLlSl9hzAGxHoBFkb/5dx9Go3PW8EYuAQCOYL2kaR6Ny+0ha0PJjAEOgEczhSLjBc4HtCDSCD3Ak3Jjd9gOAHQg0gr04Em7s3fYDgB0INIL3cCTc4E1CbEegAcApAg0AThFoAHCKQAOAUwQaAJwi0ADgFIEGAKcINAA4RaABwCkCDQBOEWgAcIpAA4BTBBoAnCLQAODU8LYhnhoA8IgJGgCcItAA4BSBBgCnhrfxzACAS8PiTUIAcIktDgBwikADgFPsQQOAU+xBA4BTbHEAgFPD28QmBwB4xAQNAE6xBw0ATjFBA4BTnGYHAE4xQQOAU+xBA4BTbHEAgFNscQCAU2xxAIBTbHEAgFNscQCAUwQaAJwa3sYeNAC4xAQNAE4RaABwii0OAHCKCRoAnCLQAOAUWxwA4BQTNAA4xUe9AcCpYQ2RaADwiC0OAHCKLQ4AcIrrQQOAU2xxAIBTbHEAgFNscQCAU0zQAOAUe9AA4BRbHADgFFscAOAUWxwA4BSXGwUAp5igAcApJmgAcIoJGgCcItAA4NTwNi7YDwAuMUEDgFN8UAUAnOKj3gDgFBM0ADjFBA0ATjFBA4BTnMUBAE6xxQEATrHFAQBOMUEDgFNM0ADgFG8SAoBTXA8aAJxiggYAp5igAcCpYYm3CQHAIyZoAHCKPWgAcIrzoAHAKT5JCABOMUEDgFNM0ADgFBM0ADjFBA0ATqUm6BFJc+yfD0maar+H/m2W9JqkX0laKWmVpFGOJ2qAHgxeTz0Yum3hm2N/b66kayTNqufjro11khZLWuFkwex2+eLl/23pQTmiPRi69fR3Ar2LpKskXdLMx+9W9uL/qqS/VLxAAu1L1YGmB9VYJOnacM/DHUvgyahGOOaL2/bA4Ro9KN8rku7svNdwLY55PBmVyo79LyXd1+JjAD/oQfmyOB8haX3nPQ/dcsambLP/t5KmteRAePV7STMrfOOQLQ5fqtrioAfle9nivGHsPWcT9HyeDBf2kbRg7P/iACWjB+VaK+moWJwl/fUkO3UGPvBcoGq8BsvzUk6cZ0hakk3QH2jqo6+h2W0/AKgcPShHiPPGyL1lcX4623bMzuLYq4mPvqb2bvsBQOXoQfF6ifP07P2o7JOE72nao68xPp2FqtGDYq2RdEwiztlJAqstzpkRrsUBAOVYY5PzG5F7m2mT805v0HI1OwAo3os2OcfiPMsm53edPcMEDQDFesHivClyL++zOE+NrYAJGgCK03ecxQQNAIV5XtJx/cZZTNAAUIjnJB2fiPP7Lc5dT2lkggaAwRpInMUEDQAD9azFeXPkD93X4vzeXu9wWEMkGgAGYKBxFhM0AAxEtzhnH0KZMt47ChfsBwD05xmL81uR797PJudxxzkziScEAPr2VE6c959InMUEDQB9+7mkkxJxPkDS4xOJs5igAaAvT3SJ85MTjbN4kxAAxi2L88mJOB9ok/OegzisfFAFAHr3mKS5ZcRZTNAA0LPHbHJ+O/INB9q2xh6DPJxM0ADQ3SM2OcfiPNsm54HGWUzQANDVIzY5j0a+8IMW592LOIxM0ACQ9pBNzrE4HyTp0aLiLCZoAEiqNM7iYkkAEPUzSR9NxPlgSQ8XHWcxQQPAuzwgaX7VcRYf9QaAndwv6dREnA+xOO9W1iHjo94AsMMKT3EWEzQAbBfivCVyOA61OE8u+1AxQQNou/s8xllM0ABaLovzwkScD5f0YFVxFhM0gBa7N2dyPrLqOIsJGkBL3SPpDElbIw//aEmrqo6zmKABtNBdOXE+1kucxQQNoGWyOH+sS5x39XJI+CQhgLa4U9In6hJncTU7AC1xu6RPJuL8YUkrvcVZOyZoZmgAjXarpE/lxDmbnEc8HgAmaABNdrOkzyTifIJNzi7jLPagATTYzTY5x5woabnnOIvT7AA01E11j7M4zQ5AA/1Q0mcTD+sjkpbVIc5iggbQMN/PifOcOsVZTNAAGuRGSecmHs4pku6uU5zFm4QAGuIGSecnHso8i/Nw3R4qp9kBqLtGxllM0ABq7ruSLkg8hFrHWUzQAGrsekkXJpa/wOJc6xMhmKAB1NG1khYl1n2apJ804Sw1JmgAdfMtSRcn1ny6pDuacgoxF0sCUCfXSFqcWO+Zkm5r0uc7mKAB1EVenD8u6ZamffiOPWgAdfBNSZcm1tnIOIsJGkANXCXpssQyz5L046ZetoIJGoBnX5d0eWJ9Z0v6UZOvKcS1ONBkV0iaK+kAnuVa+po9hzGftjg3GlezQ1Mtsr/gR0l6iWe5drIwp+J8ThviLCZoNNDLdkWzZ+yhbbRIP8kkXRtX2H9cY7I4/6AtB4IJGk2yVtIRHXEONjJJ18blOXH+XJviLCZoNEgW32MkbUg8JCZp/y6zMzZiviBpadsOCBM0muAli28qzgGTtF+X5sT5vDbGWUzQaIA1Njlv7PGhMEn7s9g+JRjzRUnfaeuBYYJGna2x2MbiPFPSLyTNitzGJO0Hcc4xvG2Ij6qgll60yfmNyOKzOD8taZqk1fbG4boxX8MkXb2L7cp0MV+SdF2Lj812fJIQdfSCxXlTZO2zLMrT7N+7RTr7cx4n0qVbZNd0jrlI0rfbcyjSuBYH6uZ5Sccl4vw+i/HUMb+fF+kNRLp0F9pPQ4n5sqQl7TkU+ZigUSfPSTp+nHEOiLQPF9jPEYy5RNLVLT8+O2GCRl3kxfn9Ft+9ujyWEOnDJP1uzG1Eunjn20/gjvmKpG80+LH3hQkadfCsxXlzZK29xjmYZm8g5kU6e+Nwf14ZA0Wc+8BpdvAuL877Wmx7jXMQIj0zctsGO7tjLa+MgTk3J85fJc5pfFAFnj1jcX4rssZ9bXJ+b5/r7zZJH8UkPRCfl/T9xB/0z5KurNnjKRUTNLx6KifO+1lc+41zwCRdrM/mxPlfiHN3TNDw6OeSTkrEeX+bbKcMaN1M0sX4jKSbEn/yv1qg0QUTNLx5IifOBww4zgGT9GB9KifOVxLn3jFBw5PH7EdU5cV5z4LWyyQ9cVttcr458SddafvO6BETNLzI4nxyIs4HFhzngEm6f1ttck7F+d+I8/hxsSR48IhNzm9H1hLivEdJ62SSHr8szp+UdHviO79h5zpjnJigUbVHbHKOxXl2yXEOmKR7l8X5Ezlxvpo49489aFTpIZucRyNr+KB97Hr3itbHJN1dFuePSbor8ZVL7OJH6BMf9UZVfibpo4k4HyTp0QrjHBDptG5x/rZdNhQTwMWSUIUHJM1PxPlgSQ87iHNApN8ti/MZku5J3E6cB4QJGmW7X9KpNYlz0Hmp0rZHOovzQkn3Jm6/zn4aCgaACRplWmF/uWNxPsTivJvTZ2Q6kdYWe/7uS9z+Hfs5ghgQJmiU5T77y70lcn/e4xy0OdLd4vw9SeeVvKbG4zQ7lCEvzofaG4Le4xyESOedgvdyNUsrzBbblkrFeSlxLgan2aFo91qct0bu53BJD0qaXLNnYXrHT2b57zG3bbAJe7Vdda/uRu35W5F4HFmcv9CAx+kSEzSKdE9OnI+saZyD6XZ2x4zIbSHSdZ+kR21yTsX534lzsZigUZS77DzZWJyPlrSqxnEOpnecgte0SXrUToV8IHH7DySdU/KaWocJGkW4MyfOxzYkzkETJ+lR+xBRKs4/Is7lYILGoN1uF87Ji/OuDTvqTZqkR+3j9w9FbptkcT67gnW10rDEiXYYmFvtkpOxOH9Y0soGxjloSqTz4vxjSWdVsKbWYoLGoNxsF2tPxTmbnEcafrSbEGni7Ah70BiEm3Im5xNaEuegaXvSWSNuIc7V4JOEmKgf2k9vjjlR0vIWxTloynZHFufbJJ3pYC2txLU4MBHZj9T/fOL7PyJpWQvjHPQS6ez2fatbYq4szndIOt3p+lqBCRr9ulHSuYnvnSPppy2Oc9At0oc5jXQW559IOs3BWlqNCRr9uEHS+YnvO0XS3cT5HXWLNHF2hAka4/VdSRckvmeexXmYo7qTOkU6e/4WOFhH64kJGuN0vaQLE99CnPPVJdLE2REmaPTqWkmLEl+7wOLMaZv5Oq8nnXd2h9c3DlEyJmj04luSLk583Wm2Z0mcezMjJ9LrOyINMEGjq2skLU580el2KhZxHp9eIg3wFwu5vpkT5zOJ84SESMc+cbi+Ro8DBeJaHEi5StJlids+bh//Jc4TM6PjJ7P8T50fCIrB1ewQ83VJlyduO8sunEOcB2NGx9kdRBo7YYLGWF+TdEXiqJxt1wMmzoNFpBHFXzR0uiInzp9mci5UiPT0Bj9GjBNncSC43LY2Ys6xn0GHYjFJYyecB40gFefP2U9vRjlCpP+O4w0maOTJfqT+Uo5Q6WKn3qGFmKCRcp6k73F0gOrwhg9ivkicgepxmh3G+pKk6zgqQPWYoNHpIuIM+MGbhAi+LGkJRwPwgzcJERBnwBkmaABwij1oAHCKszgAwCkmaABwalhD7EIDgEe8SQgATrHFAQBO8SYhADjFBA0ATjFBA4BTTNAA4BSBBgCn2OIAAKeYoAHAKT6oAgBOcT1oAHCKLQ4AcIotDgBwii0OAHCqCRP0VvuV7RoAjdKEqL0haYWktxysBQAGps4X7M8m5/WSrpR0o6SjJa2SNNnB2vrFf2QAvKOuWxyjkjZJ2rvj956QdHKNI/2WrR8AtqvrFke2rfG3kd8Pka7bJJqt9yRbPwBsV9drcWzIua1uk3QW53+S9JSDtQBwpI4T9CuSjujyNXWZpLP1HU+cAcTULdAhzut7+Frvkd4s6ThJzzhYCwCH6rTFMZ44B163Ozbb5Pysg7UAcKouE3RenGdI+i9Jy7afNvhu3ibpTTY5x+I8UsF6ADhVh0B3i/Nq+3WepLudR3qTTc7PRW4bsf/IAMB23rc4eo1zMM9+XShpy5ivr3q7I0zOz0duy+K8XNKJFawLgFOeJ+i8OE+PxDnoNknPrWCSzuJ8TE6cVxJnAGN5DXS3OD+diHOQF+nHSo509qGaoyS9ELltxCb6E0paC4Aa8fhR74nGOcjb7giRXlnwdkeI85rIbbtanI8t8P4B1Ji360EPKs5BlZHeaNsasThPtvslzgCSPG1xDDrOQRXbHRtzJufJTM4AeuFli6OoOAe9TNKrbNthojbY5PxS5M/J4vwfko4cwP0AaDgPWxxFxznoFumTBxDpDTY5r43clsX5QUmHT+DPB9AiVW9x/LqkOAfdtjuySL/d55+9wR5LKs4PE2cA41HlFkcW58NKjHNQxCS93uL8SuS23SzOh0xs2QDapqoJuqo4B2GSjj3+8U7SxBlAIarYg646zkEW6Z9KOrXjJ4MHvU7Sf7Q4/zpy2+4W54MLWT2AxhuWSt3k8BLnYCKRJs4AClXmHnTZbwj2qp9I/8Eey6uR+8ji/Kikgyp4LAAapKw96BDnP0ZuqzLOQYh0L3vS3eL8OHEGMAhl7EF3i3PqqnRl62WSXmrXc14XWdseFufZDh4LgAYoeoujlzjPdHQYw9kdCxOR/ofE92VxflLSgSWsEUBLFLnFUbc4BwtyTsGL2ZM4AyhC7BN1g5AX52mO4xwssF9jk3SnEOcDSl8hgMYrYg+6W5yfdh7noFukp9ieM3EGUIhB70E3Jc5BiPQiSa91/P4Um5z3r25pAJpukHvQTYtzkEX6N5IOtX+fYls0xBlAoQYV6KbGOQhXozvFHst+PpYFoMkG8SZh0+McZJFe7mMpANpgeNvE3iRsS5wBoHQT2eIgzgBQoH4DTZwBoGD9BPpV4gwAxRtvoF+16zkTZwAo2HgCTZwBoES9Bpo4A0DJegk0cQaACnQLdLc3BL1flQ4Aaisv0CHOf4jcFuI8i6ceAIqRCjRxBoCKxQJNnAHAgSzQb3YsgzhXa7TCe3+zh69BOXgdIDOaBfp1+xfiXL3XK1xBlfeNnfE6QOb1LNBribMbL1a4kLXOjkWb8TpA5sUs0LcTZzfur3AhVd43dsbrAJn7h0664/XsitCxH01InMv1e0l/L+nPFd3/iKTf2vOO6vA6gMLrYFIizlOJc+kurPAvpeyNqYsqvH/swOsACq+D2Gl2U+3j28S5PEskLXOwjmW2FlSD1wHU+ToYG+i/Ic6lWyrpUkfrydZyg4N1tA2vA2js62BsoP9X0lckreNQFS47xvMlnSfpL47Wla3lfEnzeB2UgtcBlHodZG8Sxo7OiH3xXEn/KGkfSX/FYZyQ/7ON//+UtNL+F6bKDyT0gtfB4PE6QKb760DS/wNVQ4dxUvGVWgAAAABJRU5ErkJggg=="/></g></svg>
\ No newline at end of file
+<svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" width="512" height="512" viewBox="0 0 512 512">
+  <g id="Artboard_1" data-name="Artboard 1">
+    <circle cx="256" cy="256" r="250"/>
+    <image id="Rounded_Rectangle_2" data-name="Rounded Rectangle 2" x="76" y="106" width="360" height="300" xlink:href="data:img/png;base64,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"/>
+  </g>
+</svg>
diff --git a/tree.json b/tree.json
index 5d6664c6..e44e0b07 100644
--- a/tree.json
+++ b/tree.json
@@ -906,6 +906,7 @@
         "jellyfin-vue.png",
         "jellyfin.png",
         "jellyseerr.png",
+        "jellystat-dark.png",
         "jellystat.png",
         "jelu.png",
         "jenkins.png",
@@ -2988,6 +2989,7 @@
         "jellyfin-vue.svg",
         "jellyfin.svg",
         "jellyseerr.svg",
+        "jellystat-dark.svg",
         "jellystat.svg",
         "jelu.svg",
         "jenkins.svg",
@@ -4967,6 +4969,7 @@
         "jellyfin-vue.webp",
         "jellyfin.webp",
         "jellyseerr.webp",
+        "jellystat-dark.webp",
         "jellystat.webp",
         "jelu.webp",
         "jenkins.webp",
diff --git a/webp/jellystat-dark.webp b/webp/jellystat-dark.webp
new file mode 100644
index 00000000..bd0368ba
Binary files /dev/null and b/webp/jellystat-dark.webp differ
diff --git a/webp/jellystat.webp b/webp/jellystat.webp
index 6341ef2d..cbdc4254 100644
Binary files a/webp/jellystat.webp and b/webp/jellystat.webp differ