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DPJL64+Nlnn23YFvB5aY9gS+FW9oaTdvfnuEAsHJiMX7Jra/WGsdLig5dRFJVKG7VadWmpktx/Ts4hbketVk3OJ5P5n/tzf/7z/xuGBk9uTicnCDNpmEN3d3f8hRYX94c9gu9+dzYxwcHkksQz32omYZqbLkbDHFKpVPNXaZhJf/+ROCWl0ob3iQq0k8/nv/vd2e9+dzY8fnt4eOT8+an/+I+f38/vIRyYjPeKm2+tzefz8W7t8HC94Tn83d3dp06d2ryX1OKrnDp1Kj5JduRIf8MAZKlUquHRxs0zSS5GvV5vHg4gl8slHw3QcjGSM4miaP/+zobj9g23ALdfjHCYoPkGjXhQljDLDR1QgTYaDhpNTk7W6/Vi8VLynXk/5fP59lcuplKpmz6n4KYTHD169OjRo3cyk7uyGFFiqJXbnklDvNiD7vSewnQ6/aMfLURRFD+4Ynp6Op8/tm9fR8uDz3coPCGjVCq5cPCBWFxcLJVKbcZNYi9uC4Tt2O98Z/r06VOvvz4XNg1OnDhZLF5aWqosLy9/8MEHjzxyR1+lu7s7XLLy9ts//c//vBbf/dbXl3nrrcWennRy4rm5uX/913/94he/GDati8XiW2+91dfXFz88c319/eWXXx4bG4ui6MKFC9Vq9cknn2wYOHBmZmZpaWl4ePi3f/u3f/CDH5TL5XQ6/Sd/8icHDhyIp5mamkp+ihaLxd7e3uR5vjA0SzzNq6+++thjjyXHQS6Xy+vr65///OejKJqYmKjX63/4h3/42c9+Nrkk6+vrxWJxaWkpm81utfVRrVYXFxdXV1cLhUL7O3zm5uaOHj3acprl5eW///u/P3DgQC6Xa77i64033ggXMiSfPhL2vFxKuBvcrZMNw8PD8TnC5Fmo7u7u69ev3/n8r169Gp7JG4RzdZlMpmGydDp948aNMMRoqVQKeyjx6Clh5J/4jz09PRsbG5OTk6VSKfzNe++9F09z9erV1157ra+vb2NjY2RkJD65tbCw0NvbG8/kxo0bx44dC18xeXYzXHUf/hhGHBsZGQnTvPbaa+GrhD8ODg6GBTh37lzDtzM4OJhOp69cudI8AEzyW56fnw8n5NqcbQ3Ls9V5uL6+voWFhfCNxGsjVigUOjqifD4fr/9MJpPPH9v+qCTOFO6JM4Uvvvji7Ozsc88NRVEUf+INDhZmZ2cGBgaSD7q+kwMQyWPd4YK2hsnCs73DOzz8vqurK5vNLi0t9fX1ZbPZiYmJ+AhcR0fHzMxMvV5PXkHc09OTTqfL5fLa2lq1Ws1kMuEsWhiqMHwGHjt27I033og3kpsvKwzThOGDw+5SKpVKpVLxTMbGxuJhAiuVSliA+F+ThznK5XKpVGr+p4bJ2h8CGBkZyWQyXV1dWw1DmjzD2nzLUBhDdXZ2JjwG9uMvesyHqOMCjdvt4T353HND8VH66enp8CyKu/KYoLGxsWw2F/9aWFjYauM2nU7n8/n4i66trYWBQ2dmZpJP6e7p6ZmYmEiOF5hKpUqlUnh/hjdetVotFAqZTGZ5eTlMMzAwkHy/FYvF5gNsAwMDyfdSKpVaXV0tFovHjx8PlSwUCvFYpvFyNl+lH4Zav3jxYptjeF1dXaOjo4cOHYqXsKVwSqL9jQC1Wi2fzydXUTIEyZWfzeaOHXP/uAq0+rj+q786+/zzz//5n/+vePDf119/fWxs7IknnnjppRd//OMf3+HmxkJCy2tap6am5ubm5ubmkrus169fb+7F6upqvV6fn5//jd/4jcuXL4e/jMcv3tjYWFtb6+zsrNfr09PTmUwmnqavry/5iRpvPy8uLr799tvxNA279xcvXhwcHAxlif97CEE6nd7qYOezzz5bKpVee+21Np/za2tr6XR6cnJyq2mKxWIul5ufn3/33Xebnz4cXL58eXx8/OzZsw2jsCYtbOaaYkcHt3yjRlF0+vSpJ554IrxQent7x8bGq9Xayy+/HEXRZz7zmXv6/YSHW87Ozo6MjAwPDxcKhaGhoVqt1ryV293dvba2VqlUrl279vjjjze8rzo6Orq6uvr7+8N1h+Fp3C2/4oULFzo7O8+fP9/d3Z08fJh06tSp1dXVRx99NGykxPsj8eb6yMhILpdr/qAOvahUKlsNlB5SEu9TbLW/EL5opVLZ6hDj6dOnw29eeumlmZmZNnPDtsC29PSk19bqyctUp6enBwcLMzOz9/QJos37548//nipVGr4ZE7uEYyPj6+vrzdMEG8L5HK5TCYzMzOzsbGx1funv78/fCqm0+mWB8zDaAjLy8uVSqXhMz9sC+Tz+UqlMjU11bzTPjU1lc1mL168mDy50LwJViqV8vn8TS9hWFtb286twe2PQWxTKaFWq4VTvNs5v+vm5Yf4HEHzIf1wPOy9995ruLen+cA+u0w4YdT8K5zZaX+O4MqVK1bgbhi5PHxAvfPOO+vr63/0R8/ExwhOnDgZDhZOTU1J/m41MjJy8eLFX/zivQ8/3Ej+ahp8ofEwzcmTJw8e7I4HVuWh3xZo+Fi4evVq892sr732mgzvJi03AJM3fcfbAi1/pVIp63B33lkcriMYGBhIHlUO1xG0f/7PvdDyvt3mrZjJycmdHO7tfBfT09P3+Umh4YbltbX6T35y9TYuKBwcLOzw1W5b4E4/IkLpkx8RhULhbl1W2PDcDr+28ytcbngXpVKp9p/nyW2BQqEQrkEMv3e94O5/ykgmk/nFL94bHx8/fjw/P18MHxTT09MXLlz45Cd/8+DB7pWVla2uadu++Dki3/jG8FbX2PzO7xzq6kq1udj+2rVr//3f7//sZys7ttqLi4unT59u8y3U6/W1tfpf//X/fuaZZ5r/9dy5c3/zNxfDR/ddHDbi29/+9rFjx86dO7fNrYDV1fei6H8umvKA892/LRDL54+lUqnkMYJwgXomk7lx48Ydzjw8ACuTyTQ/Qazl87laCg/t2snZXlhYGB8fu+k2UcMNHck1EFbRXXkYXPNB/vY/oLAtkLwn4q4vCTt0WyA2NjZ+6dLhp546/JOfXA3HCKanp6enp/ft63j88cfn5+fvZObhSoTJycmXXz7XcsSk5Nn7Nkeqoyhq899v1fDwSFdXV61Wu+lwg7eyCz3Y5lsIt/0+99xQuKejwVe+MlgoFJ5+eqD9erhV1Wq1q6vSfoLwwNXBwUK4KyGKovHx8a6u1HYeo8Du2RbY+PhZnel0OnlEIJ/P21HfI7/iH/qNGzdSqVS4n4IHq2Pjvj9NqlKpPPXU4YMHu//2b//2c5/7XPjLy5cv//7vfyF80FWr1eSDt3aZiYmJbDa7i7/BpHAzZdju6+lJP/nkk/El5BcuXPizPzv9X/913aine25bILlRkEqlkkeq46vK2u/3PvTd7Yh29zfYcJCi5RGKycnJe3Gegp117eBNFQqFXC77B39wPNxsyx5RKpUGBga++c3Rb3xj2NjWO8SDHI8gm81dunTp0qXi8ePHT5w44Yexu1UqlUqlEh+zPHfunHWyQ+x7gF97ZGTkww83wsn5oaGPXhzxYwXZHZ57bmjfvo59+zqeeupwSMCPfrTw4Ycbd36FCLthWyAIj817//33r127FkXR4uLiu+8u7+6VXq/X98gzlOv1+qc//enkDUKdnZ33bTxrtukBnCO4+fbJ3TtdzwP3ne9Mt3k4ArYFWuvpSccXluw+Tz89MDY29qBGbbmfqtXq4cOHnQhUgdtRq1Xr9boDyA+1SqUyNDS0tla/6ROQsEfQwve+972vf/3rURT19vb29n5ql63x2dnZvfDCOnKkP5vNFgoFRwFU4PYNDQ2VSqX7/wwCbklXV+r69evWgwoAD7F9VgGoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACAMCO0RFF0cbGhhXx0ero6LA22GuveXsE4LgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAALCTdURRtLGxYUV8tDo6OqwN9tpr3h4BOC4AqACgAoAKACoAqACgAoAKACoAqACgAoAKACoAqACgAoAKACoAqACgAoAKACoAqACgAoAKACoAAOwmxincvDqMU8jee83bIwDHBQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQCA3cQ4hZtXh3EK2XuveXsE4LgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAALCbGKdw8+owTiF77zVvjwAcFwBUAFABQAUAFQBUAFABQAUAFQBUAFABQAUAFQBUAFABQAUAFQBUAFABQAUAFQBUAFABQAUAFQAAdhPjFG5eHcYpZO+95u0RgOMCgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACAMBuYpzCzavDOIXsvde8PQJwXABQAUAFABUAVABQAUAFABUAVABQAUAFABUAVABQAUAFABUAVABQAUAFABUAVABQAUAFABUAVAAA2E2MU7h5dRinkL33mrdHAI4LACoAqACgAoAKACoAqACgAoAKACoAqACgAoAKACoAqACgAoAKACoAqACgAoAKACoAqACgAoAKAAC7iXEKN68O4xSy917z9gjAcQFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAEAYDcxTuHm1WGcQvbea94eATguAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAADsJsYp3Lw6jFPI3nvN2yMAxwUAFQBUAFABQAUAFQBUAFABQAUAFQBUAFABQAUAFQBUAFABQAUAFQBUAFABQAUAFQBUAFABQAUAgN3EOIWbV4dxCtl7r3l7BOC4AKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAACwmxincPPqME4he+81b48AHBcAVABQAUAFABUAVABQAUAFABUAVABQAUAFABUAVABQAUAFABUAVABQAUAFABUAVABQAUAFABUAAHYT4xRuXh3GKWTvvebtEYDjAoAKACoAqACgAoAKACoAqACgAoAKACoAqACgAoAKACoAqACgAoAKACoAqACgAoAKACoAqACgAgDAbmKcws2rwziF7L3XvD0CcFwAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAANhNjFO4eXUYp5C995q3RwCOCwAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAqAKgAoAKACgAAu4lxCjevDuMUsvde8/YIwHEBQAUAFQBUAFABQAUAFQBUAFABQAUAFQBUAFABQAUAFQBUAFABQAUAFQBUAFABQAUAFQBUAFABAGA3MU7h5tVhnEL23mveHgE4LgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgCoAKACgAoAKgAA7CbGKdy8OoxTyN57zdsjAMcFABUAVABQAUAFABUAVABQAUAFABUAVABQAUAFABUAVABQAUAFABUAVABQAUAFABUAVABQAUAFAIDdxDiFm1eHcQrZe695ewTguACgAoAKACoAqACgAoAKACoAqACgAoAKACoAqEX0UkoAAABvSURBVACgAoAKACoAqACgAoAKACoAqACgAoAKACoAqAAAsJsYp3Dz6jBOIXvvNW+PABwXAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAFQAUAFABQAVAAB2k/8P1DGkjGwO9wsAAAAASUVORK5CYII=)
Pin
Number
20-pin Side of the
Connected Signal Cable
ML0(p)
GND
ML0(n)
ML1(p)
GND
ML1(n)
ML2(p)
GND
ML2(n)
ML3(p)
GND
ML3(n)
GND
GND
AUX(p)
GND
AUX(n)
GND
Re-PWR
+3.3 V DP_PWR
18 | About Your Monitor
Pin Assignments
DisplayPort Connector
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20