{
  "Id": "fcedd0f0-b0e5-46b3-9d75-1082decb8695",
  "Name": "2026 Striking Against Breast Cancer Mixed Doubles",
  "Description": "",
  "Distance": 40,
  "TankAConditioner": "GLIDE",
  "TankBConditioner": "GLIDE",
  "ForwardLoadscreens": [
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 4,
      "SpeedIps": 18,
      "TankA": true,
      "TankB": false,
      "Microliter": 55,
      "BuffSpeed": 3,
      "EndDistance": 7.56
    },
    {
      "Start": 6,
      "Stop": 34,
      "Loads": 2,
      "SpeedIps": 18,
      "TankA": false,
      "TankB": true,
      "Microliter": 55,
      "BuffSpeed": 3,
      "EndDistance": 12.6
    },
    {
      "Start": 8,
      "Stop": 32,
      "Loads": 3,
      "SpeedIps": 18,
      "TankA": true,
      "TankB": false,
      "Microliter": 55,
      "BuffSpeed": 3,
      "EndDistance": 20.16
    },
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 22,
      "TankA": false,
      "TankB": true,
      "Microliter": 50,
      "BuffSpeed": 300,
      "EndDistance": 34.0
    },
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 26,
      "TankA": true,
      "TankB": false,
      "Microliter": 50,
      "BuffSpeed": 100,
      "EndDistance": 40.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 40.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": true,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 40.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 40.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": true,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 40.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 40.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": true,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 40.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 40.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": true,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 40.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 40.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": true,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 40.0
    }
  ],
  "ReverseLoadscreens": [
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 26,
      "TankA": true,
      "TankB": false,
      "Microliter": 50,
      "BuffSpeed": 150,
      "EndDistance": 36.0
    },
    {
      "Start": 11,
      "Stop": 29,
      "Loads": 2,
      "SpeedIps": 18,
      "TankA": false,
      "TankB": true,
      "Microliter": 50,
      "BuffSpeed": 350,
      "EndDistance": 30.96
    },
    {
      "Start": 9,
      "Stop": 31,
      "Loads": 1,
      "SpeedIps": 18,
      "TankA": true,
      "TankB": false,
      "Microliter": 50,
      "BuffSpeed": 500,
      "EndDistance": 28.44
    },
    {
      "Start": 7,
      "Stop": 33,
      "Loads": 3,
      "SpeedIps": 18,
      "TankA": false,
      "TankB": true,
      "Microliter": 55,
      "BuffSpeed": 3,
      "EndDistance": 20.88
    },
    {
      "Start": 5,
      "Stop": 35,
      "Loads": 2,
      "SpeedIps": 18,
      "TankA": true,
      "TankB": false,
      "Microliter": 55,
      "BuffSpeed": 3,
      "EndDistance": 15.84
    },
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 2,
      "SpeedIps": 18,
      "TankA": false,
      "TankB": true,
      "Microliter": 55,
      "BuffSpeed": 3,
      "EndDistance": 10.8
    },
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 50,
      "BuffSpeed": 3,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": true,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": true,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": true,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": true,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": true,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    }
  ],
  "ReverseDropBrushDistance": 38,
  "ForwardDropBrushDistance": 0,
  "EndOfPatternRaiseBrush": false,
  "Category": null,
  "Group": null,
  "Logo": "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",
  "Keywords": null,
  "Metadata": {
    "Author": null,
    "Company": null,
    "CreatedOn": "2026-06-23T13:41:46Z",
    "SignaturePNG": null,
    "HashSignature": null
  }
}