{"data":{"transport":"official_mcp_grafana_stdio","tool":"get_panel_image","panel_id":2,"dashboard_uid":"slate-delivery-slo","image_bytes":10536,"mime_type":"image/png","image_data_uri":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA+gAAAH0CAIAAAAhSpB6AAAAAXNSR0IArs4c6QAAHphJREFUeJzt3Xmg1XP++PF3N10ZLSIJUSh1b8u97UXWsjZJkrGVNgqlJGTJEgZDxjKWLNNQSkgKlWxjS4tkmUF2rcRXq7rd6vb945g790tdZpjJ6/d7PP465/15n/d5f07/PPv0Oacyy5YtL1hXsHFjUQIAAH59ypbNKr9t+W0K1hVUqVJl2+zsrb0fAABgMwoLC79Ztixr48Yi1Q4AAL9a2dnZGzcWZW3tbQAAAD9OuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAfx4uK9du/auu+9t37FzfrPWvfqcNX7CxE2bNv0XdvZfU69hk5tuue1nLvKnO0fUyc37OStMmPhEndy8zz7/vJQ5r895o05u3quvzfiJa85+/Y06uXmvTH/t52ys7RHtB50/5OesAADAz/cj4b76229POLnb8Jtv22677Y7r1PGLL74ccsll115/47/9fjNmzqqTmzdj5qx/e4XvueW2O35mMfMfdUq3nqd067m1dwEAEN42pR++/oab5n3w4b133X7QgW0yI7+//saR9486oUvn2vvs/Z/fHgAAkFLpV9wLCgomTHyi/VFHFld7SqnfmX36ndlnxYoVmafTX5vZt9+Apq3aHHv8ibfcdse6desy43UbNL77vpF/unPEAYcc1r5j5ylPP5NSmjDxia49Tk8pde1x+vEnnppS+tOdI+rnNXtw7MMt9z/4/CGXppT+9vd3+w04r8V+B9XJzTu9b78FCxdlFvx2zZob/3hrh05dmrZq07vv2ZnbRS669PI/3TkipVQnN+8Pw/+YUurW8/TfnXJa8W4PP/qYfgPOyzyeMnXayd16NGzSMqdR0yuu+n1BQUEp5164fv3FQ6889PCj85u1Pq3XGc8+90JmfNOmTWPHPXJytx55zVqdeGr30WMeKvmqjz76uHffs5u0bDPo/CHfLFtWvPPrb7zpqA6d9juw7aWXD1v61VfF86dOe7Zrj9Pzm7Xuc9Y5y5cvLx4v5SxKeunlV0/v269xi/1P6dZz/ISJWzqXhQsXde/VJ69Zq55nnPXajO/+rSNzb8+GDRsyTy+9fFjz1gdmHn+zbNmVV1/b5uDD2h7R/tHHHi+51PIVK4Zdc90Bhxx26OFHj3tkfIdOXQacd0Hm0Pz5C84fcul+B7Zt37HzbXfcVbh+fUqp7RHtZ70+Z9brc+rk5v31pZe3/HkDAPAjSgv3xUu+WLduXauWzUsOVqpUcUD/s5o2aZxS+viTT7v37vP55/OHnH9ebk69P9054to/DC+eOWr0mJUrV507oH+ZMmUGX3DR0q++arN/64svHJxSuvjCwVcMvTgzrXD9+gkTJ10w+NzTup68evXqrt17r1y18rJLh5xz9pnTZ8y87IqrMtMuu+KqEffc1zg/b8j5gz77fP4ZZ/b/4sulvXt2P/aYDimlUSPvObHL8aWcy6zZr58z6Py999rrxuuvaX/0kQ+OHTfy/tGlzP/LA6MfGf9Yp2OPufH631euVKn/uYOXLV+eUnr40ccuu/Lq8tuWH3b50Ozscldefe3Uac8Wv2rwkEuOPvKI4zt1fHLy1FtuuyMzOPTyYRMnPdWxQ/tBA/v/7e/vHnPcCZl2f23GrP4Dz/v6668vu/SimjX3HHHvn0vZzw99/MmnvfqclZ2dffWVQ+vXz73siquK3/F7brv9riaN8y++8PyPP/mk5xlnfvjRR6WvfFb/c0ePeeiIw9sN6H/2A6PHLFu+ovjQpZcNG/Xg2MPatR00sP+DY8ctXfrdX0LWr9/QtefpH3z40cBzzj7mt0c/NO7RHr36pJSG/+HaenX3rVd331Ej78lr1PBfOkEAAEoq7VaZlStXpZQqVqiwpQkPjh2XnZ09auS9Vavu1KVzp02bNj0yfsKQ8weVL18+pdSwYYNMpufm1OvQqcucOXOPOvLwnHp1U0o59eo2qJ9bvM5NN1y35x41Mo8nPvZwpUoVd6hcOaX0+YIFL78yPaX0zTffPDl5ao9up1485PyUUotmzUY+MHrjxg377L1Xjd13Sym1atmi9PNs0jh/4vhxOfXqlilT5ojD2s2cNfu9efNKmV9YWJidnX3C8cftUq3afq1bnTfwqyo77JBSGj3mofq5OfeOuD0rK+u3Rx955dXXVtu5avGrrhh6SX5ew5TS/AULMvfxf/PNN09Nefr2W25q1/aQlNJhbQ9t1vqAp6Y83aPbqWMffiQ7O/sv943YpVq1lNLq1asfGT+h9LMoacxDD+fm1Lv91ptSSu2POjKldP/oMQP6n/XDmb/r0vmcfmemlPIaNezQqcsjj07IfIyb9dFHH895Y263U08eevGFKaWmTfIPOezozKGlX3319DPPFh9qUD/3sKOOyRx6/q9/Xbx4yaTxD1euXCmlVHufffr2G/Due+/n5zWqVLFi+gl/QAAAlK60cK+yQ+WU0qrVq7c04a2338lv1LBq1Z0yT9u1PfTRxx5/52/vNm/WJKW09157ZcZ33LFKSumbZcu3tM6u1asXP65YscLoMQ/NmTO3sLDwzbfezt5225TSW+/8raioqO2hB2fm1Ky5Z/EF+59om222yc7OvvraP8yb98G6wnVffPFlYWFhKfNPOP64CROfOOyoYw7Yf782+7fu3KljSqmgoOD9eR/0P6tvVlZWSqls2bLDLr+05Kvq5+ZkHlStWnXOG28W7/zM/gNLTlu0aHFK6fPPFzTOa5Sp9pRS4/xG/1K4v/nW2+++9/73vpi7cuWqSpUqfm9mo0YNMg/q1d23xu67f/pZaT9c89nn81NKh7c7NPN09912q159l8zjd975e8lDtWrWLN78m2+9nVJq1vqAkkstXLQoN6feTz8jAABKUVq416ixe6VKFWfOmv27Lp2LB9esWXvPfSNbt2rRonmzlFJ2dnbxofLlty358jJlyvzETRRP/PiTT0885bSqVXdq2aJ53X3r7LFHjaefea54Wsn3KkXJX6ssfvjEU1POH3JJ4/y8po3zGzVqsKW7SopV23nnKU9MGDV6zMxZr1/7h+F3jLjnmcmTMitnZ5f70RP5nksvuqDuvnX+ufg/erfkGW3cWPSjZ/E9uTk5F10wqORI+e3K/3Daxg0bix9/b/PFK3/vJz7/z8b+8fKioqLvzcyMZGRlZd1/34iSi9TeZ5/N7xsAgH9dafe4ly1btv1RRz45eWrJHwIf89DDme+DppTyGjWcPeeNr7/+n8zTpyZPzc7ObtggdzNr/TQzZs5evmLFAyPvuWLoxSf9rktBwXdfdc3Pa5SVlTVl6rTM0/kLFg694qri762WtMMOOyxYuDATl9+uWbN48eLM+LPPv1Bzzz3Gjho5eNCAw9u1Xbbly/8ZixYv/uuLL/Xqcdrdd9529x23fvHFl8+/8OJ2221Xd986U6c9mwnWDRs2DL3iqtmvv1HKOplr8MuXr2jVskWrli0a5+d9+eXS3XatnlKqWXOPWa/P+XLp0szM10r8ROaWzqKknHp1Fy5amFOvXmblTZtS1Z12yi63mb9UzJw1O/Pg/XkffPLpZ3vtVSullLnz5/P58zOHPvjwuxvfa9XcM6X01JSnM08/+viT4m/TZl44Y+bs4kNfff31PzZTL/OZZDZTtWrVoqJNmX9pAQDgF/EjPwd5weBz5775Vo/efRvn57Vo3mz+ggVTpk7r0vm4zOX23j1Oe3zSk117nn5Grx5vvvX2I+MnDBrQP3OD+5ZUqVIlpfT8Cy9mZWVlFimp+i7VUkr3jxrTZr9Ws2bPeeHFF7OyyqaUquywQ4/Tut438v5NaVO9unXvvvfP8xcsPKN3z5RSlSo7pJQee3xSTr26OfXqtmzefMrUaYMvvLhjh99Onvr0zjvvnFl5l2rVnn3uhfETJu5avfpDjzy6ctWq0k/8huG3TJ769IWDz83NyXl80hPZ5crl5NRLKZ17Tr++/Qac2W9gh98e9djjT7z8yqvNmjYpZZ1qO+984AH7337X3WsLCg5os9/Djz42Zeq0OnX2yc3JOemELlOmTuveu2+f3j3efW/eu+++X/yqLZ1FSccde8y4R8af2r1X5nMYevmwA9rsd9vNw38488WXX9l+++133bX6HXfdk5WVdfxxx6aUWjRvmlK66NLLe/U4bcGChav+8YHUrr1Pk8b59496MKtMmQYN6j8wesxOO+343aF99m7RrOnd9/15m3Lb1Kq5511331f8Z33QAW12rlq138Dzzj6zz961at1w080rVq58ZvKk8uXLV6lSZfacN16Z/lqtmnvW2H330j92AAC25Ef+A6YK22//8JgHzhvYf/Xqbx8YPWblipVXXTH0mmGXZY7uttuu9983orCw8IKLLn3o4Uf79O55Zp/epS+4b53aXTofN/KB0RcNveKHRw895KDTup4y8v5Rgy+8ZG3B2i6djys+dMF5A0856Xd/eeDBIZdctnr1t3fc9sc9auyeUjqmQ/uGDepfePHQUQ+OTSmdcPxx3bud8uLLr/Ttd06jhg2K778/q+/p+7duNeSSy667YXjL5s2Lb0bfkqEXX3jk4e2uu+Gmbj1PnzFr9j133b5XrZoppbaHHnz976+aMWvWuYOHzJr9+qAB/Tt2aF/6Urf+8cYzevd8bcas7r36zJgx65bhf8jNyUkptW7V4tY/3lhlh8oXXDT0o48+PqN3j+KXbOksSmrSOP/+++6uUWP3K666ZtD5Q1q3bnntNcM2u4GB5/R7Zfprlw+7Zq9aNf98z5371qmdUqpTu/a1V1+5YsWK/gPPm/fhh4ceclDx/Dv/dPOJJxw/8Ymnrrjq911PPnHnqv/89u3tt/3x+OM6PTh23OXDrjm9Z/caNb4L8cqVKz00+i/tDj1k9INje/c9e9OmTfeNuCOT9Wf07lGmTOrRu++cOXNL/6AAAChFmYWLFu++265bexvEUFhYuGbt2sxv/qSUDmx7xIFt9r/6ysu27q4AAP6ft2jxkh+5VQZK6nJSt6ysMsce89vKlStNemLykiVfFP/UDwAA/1GuuPMvmL9g4V133/fG3Lkff/Jp9V2qDR408EfvFAIA4OdbtHiJcAcAgF+7RYuX/MiXUwEAgF8D4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDvDfNn/BwlO79+reu8+SJV9879CUqdNO7d7r/Xkf/IJv16vPWXeMuOenzCwoKBg/YeJ778/7Bd8dgF+KcAfYOjZs2DDi3vu29i7+j7UFBRMmTnp/nnAH+DUS7gBbR36jRh99/Mlzz7+wtTcCQAzbbO0NAPx/qmHD+oXr148Z90jj/Lwdd9xxS9PWr1//7HMvvPTKq18uXVqrZs3D2h7SulXLUpadP3/BpKcmf/jRx2vXrt2rVs2e3bt9b8LcN9+aOu2Z+QsWls3KatSoYeP8vOZNm6SU/jJq9LPPvZBSGj9h4vgJEzt1PKZzp44ppW/XrHl0/IT33p+39Kuv9txzj/o5OUcdeXiF7bf/BT4CAP4VrrgDbB0FBetOPrHLunXr/nz/qC3NWb9+/XU3DH/woXHbb/+bQw46cO3atbffdffoMQ9taf7XX//PsN9fN2PmrJ123PHANvuvXr36ttvvKiraWDzhuedfGH7zrWvWrG3etEnDhg1en/PGLbfdPn/BwpTSEe3a9T/7zJTSgQe0ueiCwQe02S+ltPrbby8fdvXLr07ffbdd2x16SEpp4hNP/nnk/b/g5wDAT+SKO8DWUVhYWKtmzaOOPHzK1GnTZ8zcb3PX0SdPnTbvgw8HDxqQ36hRZuSxxyc99vjExvl59XNzfjj/sYmTCgoKLhw8qGGD+imloqKi4Tff+tnnnxdP2O43vzm8XdtTTz4xKysrpbRs+fJzB1/44ksvdz3lpF13rV5+u/IppZ2r7lS8+LqCgvxGjUq+3QOjx0x79rlVq1ZVrFjxl/w4APgxrrgDbC2bUkondjm+evVdHhg9ZtWqVT+c8cr06fXq7ltc7SmlDu2PKl++/IsvvbzZFd+Y+2ZOvbqZak8pZWVldezQvuSE/Vq17HbqyZlqTykVrC0oV67cl18u3dIWd9ppp1NPPrG42tevX1+mTJmU0tKvvv7p5wnAL8IVd4CtqWzZsn1697zy6mtHPTj2rL5nlDy0cePGJUu+yGvYsORguXLlau65x8JFi3641IYNG1avXl1zzz1LDtbeZ5/vTfvk089mzX79088+W7ho0YoVK1NKG0vcS/ND69ate2X6a/M++HDhokULFy4qKipKKRWV+hIA/hOEO8BWVqd27UMPPuj5v7548EEHlMkqUzyeSeTNKira9MPBTZs2P1h8fT2ldMddd0+fMbP2PnvXq1u3ZYvmu++224h7SvtJyo8/+fT6G4enlJrk5zdv2uSEzsfNX7Dw4UfH/5TzAuCXJdwBtr4TunSeM3fu2HGPHnRAm+LBcuXKVa5c6fP580vOXL9+/YKFi/atU/uHi5QrV65ChQrfm79o8ZLivwB8uXTp9BkzjzisXddTTiqesLagoJSNTXvm2Y0bi2647podq1TJjHz99f/8iycHwC/DPe4AW1+F7bfvdsrJn3722Zy5c0uON2va9L3357319jvFI5OenLxmzZpmTZtsdp38Rg1Lzt+wYcO4Rx4tPrqpaFNKqWLFCsUj770/r+S99eW22SaltG5d4T9fktKmTZsqVvjn91Bnzp79b50iAD+XK+4AvwotWzT/60svv/O3v5cc7NSxw+tz5gy/+dZDDzmoYoWKixYtmvX6nDq1ax/YZv/NLtLp2GNmz3njhptuzs2pt+cee/z93fcqVqxQocJ3pV6t2s677lp90pOTV61a/Zvf/OabZd+8887fi4+mlCpUqLBLtWovv/pquXLl6tXdt35uTl6jhtNfm3HNddc3bNCgqGjjm2+9Xbh+/X/uQwCgFK64A/xa9O5xWna5ciVHdqhc+cqhl+bnNXr2uRcmTJw0Z+6bbQ85eMj5g0retl7SLtWqDb34wr1q1Xr3vfenTnumfPnyvUqsmZWVdeF5g+rU3ufpZ56dMHHSkiVf9jurT8kL8CmlQQP771GjxpOTJ7/08isppf1bt+p6yklffLl0wsRJzzz3Qv3c3A5HH/WfOXsAfkSZhYsW777brlt7GwAAwBYtWrzEFXcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIQLgDAEAAwh0AAAIQ7gAAEIBwBwCAAIQ7AAAEINwBACAA4Q4AAAEIdwAACEC4AwBAAMIdAAACEO4AABCAcAcAgACEOwAABCDcAQAgAOEOAAABCHcAAAhAuAMAQADCHQAAAhDuAAAQgHAHAIAAhDsAAAQg3AEAIADhDgAAAQh3AAAIIKts2ax1hYVbexsAAMDmrVu3rmzZrDLLli0vWFewcWPR1t4PAACwGWXLZpXftvz/AicYbwhrKNMeAAAAAElFTkSuQmCC","model":"gemini-2.5-flash","reading":"The chart is empty and displays \"No data\".","allowance":{"quota":120,"remaining":119,"window_seconds":600,"keyed":false},"decision_source":"deterministic_gate","note":"Gemini is describing a picture Grafana drew. It cannot set or change a jeopardy verdict."}}