{"v":"5.12.2","fr":25,"ip":0,"op":207,"w":1296,"h":556,"nm":"infografica 5 copia","ddd":0,"assets":[{"id":"image_0","w":1296,"h":556,"u":"","p":"data:image/png;base64,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","e":1},{"id":"comp_0","nm":"RISUZIONE CONSUMI.ai 2","fr":24,"layers":[{"ddd":0,"ind":1,"ty":4,"nm":"Livello forma 2","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[648,278,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-412,-231],[178,-135]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"tm","s":{"a":0,"k":0,"ix":1},"e":{"a":1,"k":[{"i":{"x":[0.146],"y":[1]},"o":{"x":[0.333],"y":[0]},"t":36.458,"s":[0]},{"t":52.0833333333333,"s":[100]}],"ix":2},"o":{"a":0,"k":0,"ix":3},"m":1,"ix":2,"nm":"Taglia tracciati 1","mn":"ADBE Vector Filter - Trim","hd":false},{"ty":"st","c":{"a":0,"k":[0.436825980392,0.436825980392,0.436825980392,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":1,"bm":0,"d":[{"n":"d","nm":"trattino","v":{"a":0,"k":3,"ix":1}},{"n":"o","nm":"scostamento","v":{"a":0,"k":0,"ix":7}}],"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[0,0],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Forma 1","np":4,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":750,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":2,"ty":4,"nm":"Livello 8 contorni","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[648,277.7,0],"ix":2,"l":2},"a":{"a":0,"k":[648,277.7,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.75,-0.031],[0.75,0.031]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[800.651,386.438],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-36.044,-1.502],[36.044,1.502]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"d":[{"n":"d","nm":"trattino","v":{"a":0,"k":3.07,"ix":1}},{"n":"g","nm":"spazio","v":{"a":0,"k":3.07,"ix":2}},{"n":"o","nm":"scostamento","v":{"a":0,"k":0,"ix":7}}],"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[762.323,384.842],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.75,-0.031],[0.75,0.031]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[722.462,383.18],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 3","np":2,"cix":2,"bm":0,"ix":3,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.749,-0.039],[0.749,0.039]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[646.464,383.109],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 4","np":2,"cix":2,"bm":0,"ix":4,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-36.28,-1.924],[36.28,1.923]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"d":[{"n":"d","nm":"trattino","v":{"a":0,"k":3.092,"ix":1}},{"n":"g","nm":"spazio","v":{"a":0,"k":3.092,"ix":2}},{"n":"o","nm":"scostamento","v":{"a":0,"k":0,"ix":7}}],"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[607.891,381.065],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 5","np":2,"cix":2,"bm":0,"ix":5,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.749,-0.039],[0.749,0.04]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[567.774,378.938],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 6","np":2,"cix":2,"bm":0,"ix":6,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.745,-0.092],[0.745,0.092]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[491.781,378.805],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 7","np":2,"cix":2,"bm":0,"ix":7,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-36.054,-4.483],[36.054,4.483]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"d":[{"n":"d","nm":"trattino","v":{"a":0,"k":3.092,"ix":1}},{"n":"g","nm":"spazio","v":{"a":0,"k":3.092,"ix":2}},{"n":"o","nm":"scostamento","v":{"a":0,"k":0,"ix":7}}],"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[453.448,374.039],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 8","np":2,"cix":2,"bm":0,"ix":8,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.745,-0.092],[0.745,0.092]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[413.582,369.082],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 9","np":2,"cix":2,"bm":0,"ix":9,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.745,-0.092],[0.745,0.092]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[337.593,368.897],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 10","np":2,"cix":2,"bm":0,"ix":10,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-36.054,-4.483],[36.054,4.483]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"d":[{"n":"d","nm":"trattino","v":{"a":0,"k":3.092,"ix":1}},{"n":"g","nm":"spazio","v":{"a":0,"k":3.092,"ix":2}},{"n":"o","nm":"scostamento","v":{"a":0,"k":0,"ix":7}}],"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[299.261,364.131],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 11","np":2,"cix":2,"bm":0,"ix":11,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.745,-0.092],[0.745,0.092]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":1,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[259.395,359.174],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 12","np":2,"cix":2,"bm":0,"ix":12,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.75,-0.031],[0.75,0.031]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[800.651,386.438],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 13","np":2,"cix":2,"bm":0,"ix":13,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-36.044,-1.502],[36.044,1.502]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"d":[{"n":"d","nm":"trattino","v":{"a":0,"k":3.07,"ix":1}},{"n":"g","nm":"spazio","v":{"a":0,"k":3.07,"ix":2}},{"n":"o","nm":"scostamento","v":{"a":0,"k":0,"ix":7}}],"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[762.323,384.842],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 14","np":2,"cix":2,"bm":0,"ix":14,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.75,-0.031],[0.75,0.031]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[722.462,383.18],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 15","np":2,"cix":2,"bm":0,"ix":15,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.749,-0.039],[0.749,0.039]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[646.464,383.109],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 16","np":2,"cix":2,"bm":0,"ix":16,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-36.28,-1.924],[36.28,1.923]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"d":[{"n":"d","nm":"trattino","v":{"a":0,"k":3.092,"ix":1}},{"n":"g","nm":"spazio","v":{"a":0,"k":3.092,"ix":2}},{"n":"o","nm":"scostamento","v":{"a":0,"k":0,"ix":7}}],"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[607.891,381.065],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 17","np":2,"cix":2,"bm":0,"ix":17,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.749,-0.039],[0.749,0.04]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[567.774,378.938],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 18","np":2,"cix":2,"bm":0,"ix":18,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.745,-0.092],[0.745,0.092]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[491.781,378.805],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 19","np":2,"cix":2,"bm":0,"ix":19,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-36.054,-4.483],[36.054,4.483]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"d":[{"n":"d","nm":"trattino","v":{"a":0,"k":3.092,"ix":1}},{"n":"g","nm":"spazio","v":{"a":0,"k":3.092,"ix":2}},{"n":"o","nm":"scostamento","v":{"a":0,"k":0,"ix":7}}],"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[453.448,374.039],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 20","np":2,"cix":2,"bm":0,"ix":20,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.745,-0.092],[0.745,0.092]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[413.582,369.082],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 21","np":2,"cix":2,"bm":0,"ix":21,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.745,-0.092],[0.745,0.092]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[337.593,368.897],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 22","np":2,"cix":2,"bm":0,"ix":22,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-36.054,-4.483],[36.054,4.483]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"d":[{"n":"d","nm":"trattino","v":{"a":0,"k":3.092,"ix":1}},{"n":"g","nm":"spazio","v":{"a":0,"k":3.092,"ix":2}},{"n":"o","nm":"scostamento","v":{"a":0,"k":0,"ix":7}}],"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[299.261,364.131],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 23","np":2,"cix":2,"bm":0,"ix":23,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0]],"o":[[0,0],[0,0]],"v":[[-0.745,-0.092],[0.745,0.092]],"c":false},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.607843137255,0.607843137255,0.607843137255,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":10,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"tr","p":{"a":0,"k":[259.395,359.174],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 24","np":2,"cix":2,"bm":0,"ix":24,"mn":"ADBE Vector Group","hd":false},{"ty":"tm","s":{"a":0,"k":0,"ix":1},"e":{"a":1,"k":[{"i":{"x":[0.833],"y":[0.833]},"o":{"x":[0.167],"y":[0.167]},"t":41.667,"s":[0]},{"t":58.3333333333333,"s":[100]}],"ix":2},"o":{"a":0,"k":0,"ix":3},"m":1,"ix":25,"nm":"Taglia tracciati 1","mn":"ADBE Vector Filter - Trim","hd":false}],"ip":0,"op":750,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":3,"ty":4,"nm":"Livello forma 1","td":1,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[648,278,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[374.379,-213.85],[-374.379,-213.85],[-374.379,213.85],[374.379,213.85]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[0.436825980392,0.436825980392,0.436825980392,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":2,"ix":5},"lc":1,"lj":1,"ml":4,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"fl","c":{"a":0,"k":[1,0.670587995941,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[-116.621,-17.15],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Rettangolo 1","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":750,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":4,"ty":4,"nm":"Livello 7 contorni","tt":1,"tp":3,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.054,"y":1},"o":{"x":0.333,"y":0},"t":12.5,"s":[648,618.7,0],"to":[0,0,0],"ti":[0,0,0]},{"t":39.5833333333333,"s":[648,277.7,0]}],"ix":2,"l":2},"a":{"a":0,"k":[648,277.7,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-37.25,-43.865],[37.25,-43.865],[37.25,43.865],[-37.25,43.865]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.086274509804,0.545098039216,0.85882358925,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[838.65,430.334],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-37.25,-163.31],[37.25,-163.31],[37.25,163.309],[-37.25,163.309]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.325490196078,0.686274509804,0.956862804936,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[838.65,310.991],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":750,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":5,"ty":4,"nm":"4 contorni","tt":1,"tp":3,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.117,"y":1},"o":{"x":0.333,"y":0},"t":9.375,"s":[648,643.7,0],"to":[0,0,0],"ti":[0,0,0]},{"t":39.5833333333333,"s":[648,277.7,0]}],"ix":2,"l":2},"a":{"a":0,"k":[648,277.7,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-37.25,-45.525],[37.25,-45.525],[37.25,45.526],[-37.25,45.526]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.086274509804,0.545098039216,0.85882358925,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[684.462,428.674],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-37.25,-170.867],[37.25,-170.867],[37.25,170.867],[-37.25,170.867]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.325490196078,0.686274509804,0.956862804936,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[684.462,303.433],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":750,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":6,"ty":4,"nm":"3 contorni","tt":1,"tp":3,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.169,"y":1},"o":{"x":0.333,"y":0},"t":6.25,"s":[648,641.7,0],"to":[0,0,0],"ti":[0,0,0]},{"t":39.5833333333333,"s":[648,277.7,0]}],"ix":2,"l":2},"a":{"a":0,"k":[648,277.7,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-37.25,-47.651],[37.25,-47.651],[37.25,47.651],[-37.25,47.651]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.086274509804,0.545098039216,0.85882358925,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[529.775,426.549],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-37.25,-176.691],[37.25,-176.691],[37.25,176.691],[-37.25,176.691]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.325490196078,0.686274509804,0.956862804936,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[529.775,297.609],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":750,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":7,"ty":4,"nm":"2 contorni","tt":1,"tp":3,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.198,"y":1},"o":{"x":0.333,"y":0},"t":4.167,"s":[648,678.7,0],"to":[0,0,0],"ti":[0,0,0]},{"t":39.5833333333333,"s":[648,277.7,0]}],"ix":2,"l":2},"a":{"a":0,"k":[648,277.7,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-37.25,-52.605],[37.25,-52.605],[37.25,52.605],[-37.25,52.605]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.086274509804,0.545098039216,0.85882358925,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[375.587,421.595],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-37.25,-192.997],[37.25,-192.997],[37.25,192.997],[-37.25,192.997]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.325490196078,0.686274509804,0.956862804936,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[375.587,281.203],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":750,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":8,"ty":4,"nm":"1 contorni","tt":1,"tp":3,"sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":1,"k":[{"i":{"x":0.247,"y":1},"o":{"x":0.333,"y":0},"t":0,"s":[648,701.7,0],"to":[0,0,0],"ti":[0,0,0]},{"t":39.5833333333333,"s":[648,277.7,0]}],"ix":2,"l":2},"a":{"a":0,"k":[648,277.7,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-37.25,-57.559],[37.25,-57.559],[37.25,57.56],[-37.25,57.56]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.086274509804,0.545098039216,0.85882358925,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[221.4,416.641],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 1","np":2,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false},{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[-37.25,-207.608],[37.25,-207.608],[37.25,207.607],[-37.25,207.607]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"fl","c":{"a":0,"k":[0.325490196078,0.686274509804,0.956862804936,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[221.4,266.593],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Gruppo 2","np":2,"cix":2,"bm":0,"ix":2,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":750,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":9,"ty":2,"nm":"Livello 1","refId":"image_0","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[648,277.7,0],"ix":2,"l":2},"a":{"a":0,"k":[648,277.7,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"ip":0,"op":750,"st":0,"bm":0}]}],"layers":[{"ddd":0,"ind":1,"ty":0,"nm":"RISUZIONE CONSUMI.ai 2","cl":"ai","refId":"comp_0","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[648,278,0],"ix":2,"l":2},"a":{"a":0,"k":[648,278,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"w":1296,"h":556,"ip":0,"op":750,"st":0,"ct":1,"bm":0},{"ddd":0,"ind":2,"ty":4,"nm":"Livello forma 1","sr":1,"ks":{"o":{"a":0,"k":100,"ix":11},"r":{"a":0,"k":0,"ix":10},"p":{"a":0,"k":[648,278,0],"ix":2,"l":2},"a":{"a":0,"k":[0,0,0],"ix":1,"l":2},"s":{"a":0,"k":[100,100,100],"ix":6,"l":2}},"ao":0,"shapes":[{"ty":"gr","it":[{"ind":0,"ty":"sh","ix":1,"ks":{"a":0,"k":{"i":[[0,0],[0,0],[0,0],[0,0]],"o":[[0,0],[0,0],[0,0],[0,0]],"v":[[676.523,-316.441],[-676.523,-316.441],[-676.523,316.441],[676.523,316.441]],"c":true},"ix":2},"nm":"Tracciato 1","mn":"ADBE Vector Shape - Group","hd":false},{"ty":"st","c":{"a":0,"k":[1,1,1,1],"ix":3},"o":{"a":0,"k":100,"ix":4},"w":{"a":0,"k":0.5,"ix":5},"lc":1,"lj":1,"ml":4,"bm":0,"nm":"Traccia 1","mn":"ADBE Vector Graphic - Stroke","hd":false},{"ty":"fl","c":{"a":0,"k":[1,1,1,1],"ix":4},"o":{"a":0,"k":100,"ix":5},"r":1,"bm":0,"nm":"Riempimento 1","mn":"ADBE Vector Graphic - Fill","hd":false},{"ty":"tr","p":{"a":0,"k":[-6.477,-4.559],"ix":2},"a":{"a":0,"k":[0,0],"ix":1},"s":{"a":0,"k":[100,100],"ix":3},"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":"Trasformazione"}],"nm":"Rettangolo 1","np":3,"cix":2,"bm":0,"ix":1,"mn":"ADBE Vector Group","hd":false}],"ip":0,"op":3000,"st":0,"ct":1,"bm":0}],"markers":[],"props":{}}