{
  "v": "5.5.2",
  "fr": 30,
  "ip": 0,
  "op": 1,
  "w": 212,
  "h": 212,
  "nm": "Image to Lottie",
  "ddd": 0,
  "assets": [
    {
      "id": "img_0",
      "u": "",
      "p": "data:image/webp;base64,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",
      "e": 0,
      "w": 212,
      "h": 212
    }
  ],
  "layers": [
    {
      "ddd": 0,
      "ind": 1,
      "ty": 2,
      "nm": "Frame 1",
      "refId": "img_0",
      "sr": 1,
      "ks": {
        "o": {
          "a": 0,
          "k": 100
        },
        "r": {
          "a": 0,
          "k": 0
        },
        "p": {
          "a": 0,
          "k": [
            106,
            106,
            0
          ]
        },
        "a": {
          "a": 0,
          "k": [
            106,
            106,
            0
          ]
        },
        "s": {
          "a": 0,
          "k": [
            100,
            100,
            100
          ]
        }
      },
      "ao": 0,
      "ip": 0,
      "op": 1,
      "st": 0,
      "bm": 0,
      "completed": true
    }
  ],
  "markers": [],
  "loop": true,
  "__complete": true
}