{
  "Id": "7dcbd67e-78e6-46e4-9fd9-e398a436d9fb",
  "Name": "2025 Storm Lucky Larsen Masters",
  "Description": "",
  "Distance": 44,
  "TankAConditioner": "ICE",
  "TankBConditioner": "ICE",
  "ForwardLoadscreens": [
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 4,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": true,
      "Microliter": 45,
      "BuffSpeed": 500,
      "EndDistance": 5.88
    },
    {
      "Start": 8,
      "Stop": 32,
      "Loads": 2,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 500,
      "EndDistance": 9.8
    },
    {
      "Start": 11,
      "Stop": 30,
      "Loads": 2,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 500,
      "EndDistance": 13.72
    },
    {
      "Start": 14,
      "Stop": 28,
      "Loads": 2,
      "SpeedIps": 18,
      "TankA": true,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 3,
      "EndDistance": 18.76
    },
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 18,
      "TankA": true,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 3,
      "EndDistance": 30.0
    },
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 22,
      "TankA": true,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 350,
      "EndDistance": 38.0
    },
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 26,
      "TankA": true,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 200,
      "EndDistance": 44.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 44.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 44.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 44.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 44.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 44.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 44.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 44.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 44.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 44.0
    }
  ],
  "ReverseLoadscreens": [
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 26,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 200,
      "EndDistance": 36.0
    },
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 22,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 350,
      "EndDistance": 31.0
    },
    {
      "Start": 11,
      "Stop": 28,
      "Loads": 1,
      "SpeedIps": 22,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 500,
      "EndDistance": 27.92
    },
    {
      "Start": 10,
      "Stop": 30,
      "Loads": 2,
      "SpeedIps": 18,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 3,
      "EndDistance": 22.88
    },
    {
      "Start": 8,
      "Stop": 32,
      "Loads": 2,
      "SpeedIps": 18,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 3,
      "EndDistance": 17.84
    },
    {
      "Start": 6,
      "Stop": 32,
      "Loads": 1,
      "SpeedIps": 14,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 500,
      "EndDistance": 15.88
    },
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 4,
      "SpeedIps": 14,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 3,
      "EndDistance": 8.04
    },
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 10,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 3,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 40,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    }
  ],
  "ReverseDropBrushDistance": 41,
  "ForwardDropBrushDistance": 0,
  "EndOfPatternRaiseBrush": false,
  "Category": null,
  "Group": null,
  "Logo": "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",
  "Keywords": null,
  "Metadata": {
    "Author": null,
    "Company": null,
    "CreatedOn": "2025-08-21T13:23:29Z",
    "SignaturePNG": null,
    "HashSignature": null
  }
}