// Module ID: 7057
// Function ID: 56502
// Name: items
// Dependencies: []

// Module 7057 (items)
let obj = { v: "4.8.0", meta: { g: "LottieFiles AE 3.1.1", a: "", k: "", d: "", tc: "" }, fr: 60, ip: 0, op: 256, w: 600, h: 600, nm: "BurstReaction_Anime_v1_KO", ddd: 0 };
let items = [{ id: "image_0", w: 128, h: 128, u: "", p: "data:image/png;base64,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items = [-56.302, 41.414];
items[5] = items;
items = [-55.401, 34.105];
items[6] = items;
items = [-23, 0];
items[7] = items;
items = [];
items[0] = { i: items, o: items, v: items, c: true };
items[14] = { i: { x: 0.833, y: 0.833 }, o: { x: 0.167, y: 0.167 }, t: 85, s: items };
items = [-12.703, 0];
items = [, , , , , , , ];
items[0] = items;
items = [0, -12.703];
items[1] = items;
items = [2.056, -6.168];
items[2] = items;
items[3] = [4.511, 1.447];
items[4] = [5.805, 2.524];
items = [5.206, -0.49];
items[5] = items;
items[6] = [0.157, 5.376];
items[7] = [0, 5.631];
items = [[12.702, 0], [0, 5.909], , , , , , ];
items = [-4.455, 12.867];
items[2] = items;
items = [-4.511, -1.447];
items[3] = items;
items = [-4.737, -2.217];
items[4] = items;
items = [-3.446, 0.324];
items[5] = items;
items = [-0.157, -5.376];
items[6] = items;
items = [0, -12.703];
items[7] = items;
items = [0, -23];
items = [, , , , , , , ];
items[0] = items;
items[1] = [23, 0];
items[2] = [20.517, 15.272];
items[3] = [3.343, 28.639];
items = [-2.576, 22.88];
items[4] = items;
items = [-15.059, 26.686];
items[5] = items;
items = [-22.027, 18.68];
items[6] = items;
items = [-23, 0];
items[7] = items;
items = [];
items[0] = { i: items, o: items, v: items, c: true };
items[15] = { i: { x: 0.833, y: 0.833 }, o: { x: 0.167, y: 0.167 }, t: 100, s: items };
items = [-12.703, 0];
items = [, , , , , , , ];
items[0] = items;
items = [0, -12.703];
items[1] = items;
items = [1.549, -4.166];
items[2] = items;
items = [3.389, -2.263];
items[3] = items;
items[4] = [2.884, 5.057];
items = [5.283, -1.067];
items[5] = items;
items[6] = [0.36, 6.502];
items[7] = [0, 5.631];
items = [[12.702, 0], [0, 5.909], , , , , , ];
items = [-2.643, 7.334];
items[2] = items;
items = [-3.39, 2.263];
items[3] = items;
items = [-2.306, -3.219];
items[4] = items;
items = [-3.41, 0.684];
items[5] = items;
items = [-0.36, -6.502];
items[6] = items;
items = [0, -12.703];
items[7] = items;
items = [0, -23];
items = [, , , , , , , ];
items[0] = items;
items[1] = [23, 0];
items[2] = [20.476, 12.841];
items[3] = [11.204, 31.801];
items[4] = [1.591, 24.333];
items = [-10.871, 25.018];
items[5] = items;
items = [-21.515, 16.33];
items[6] = items;
items = [-23, 0];
items[7] = items;
items = [];
items[0] = { i: items, o: items, v: items, c: true };
items[16] = { i: { x: 0.833, y: 0.833 }, o: { x: 0.167, y: 0.167 }, t: 105, s: items };
items = [-12.703, 0];
items = [, , , , , , , ];
items[0] = items;
items = [0, -12.703];
items[1] = items;
items = [0.696, -10.684];
items[2] = items;
items = [3.813, -5.457];
items[3] = items;
items[4] = [4.925, 8.215];
items = [4.667, -2.922];
items[5] = items;
items[6] = [0.3, 6.056];
items[7] = [0, 5.631];
items = [[12.702, 0], [0, 5.909], , , , , , ];
items = [-0.291, 4.463];
items[2] = items;
items = [-3.584, 5.129];
items[3] = items;
items = [-2.006, -3.346];
items[4] = items;
items = [-2.97, 1.859];
items[5] = items;
items = [-0.858, -17.342];
items[6] = items;
items = [0, -12.703];
items[7] = items;
items = [0, -23];
items = [, , , , , , , ];
items[0] = items;
items[1] = [23, 0];
items[2] = [23.081, 18.95];
items[3] = [16.41, 37.978];
items[4] = [3.218, 36.795];
items = [-9.62, 44.048];
items[5] = items;
items = [-15.253, 39.785];
items[6] = items;
items = [-23, 0];
items[7] = items;
items = [];
items[0] = { i: items, o: items, v: items, c: true };
items[17] = { t: 115, s: items };
obj.k = items;
obj.ks = obj;
items = [obj, , ];
obj = { ty: "fl", c: null, o: null, r: 1, bm: 0, nm: "Fill 1", mn: "ADBE Vector Graphic - Fill", hd: false };
obj = { a: 0, k: [0, 0, 1, 1], ix: 4 };
obj.c = obj;
obj.o = { a: 0, k: 100, ix: 5 };
items[1] = obj;
obj = { a: 0, k: [0, 0], ix: 2 };
obj = { a: 0, k: [0, 0], ix: 1 };
obj = { a: 0, k: [100, 100], ix: 3 };
items[2] = { ty: "tr", p: obj, a: obj, s: obj, r: { a: 0, k: 0, ix: 6 }, o: { a: 0, k: 100, ix: 7 }, sk: { a: 0, k: 0, ix: 4 }, sa: { a: 0, k: 0, ix: 5 }, nm: "Transform" };
obj.it = items;
items = [obj, ];
obj = { ty: "gr", it: null, nm: "Main Circle", np: 2, cix: 2, bm: 0, ix: 2, mn: "ADBE Vector Group", hd: false };
obj = { d: 1, ty: "el", s: null, p: null, nm: "Ellipse Path 1", mn: "ADBE Vector Shape - Ellipse", hd: false };
obj = { a: 0, k: [46, 46], ix: 2 };
obj.s = obj;
obj = { a: 0, k: [0, 0], ix: 3 };
obj.p = obj;
items = [obj, , ];
obj = { ty: "fl", c: null, o: null, r: 1, bm: 0, nm: "Fill 1", mn: "ADBE Vector Graphic - Fill", hd: false };
obj = { a: 0, k: [0, 0, 1, 1], ix: 4 };
obj.c = obj;
obj.o = { a: 0, k: 100, ix: 5 };
items[1] = obj;
obj = { a: 0, k: [0, 0], ix: 2 };
obj = { a: 0, k: [0, 0], ix: 1 };
obj = { a: 0, k: [100, 100], ix: 3 };
items[2] = { ty: "tr", p: obj, a: obj, s: obj, r: { a: 0, k: 0, ix: 6 }, o: { a: 0, k: 100, ix: 7 }, sk: { a: 0, k: 0, ix: 4 }, sa: { a: 0, k: 0, ix: 5 }, nm: "Transform" };
obj.it = items;
items[1] = obj;
obj.shapes = items;
items3[41] = obj;
obj.layers = items3;
items = [{ tm: 0, cm: "START", dr: 0 }, { tm: 255, cm: "END", dr: 0 }];
obj.markers = items;

export default obj;