{"ratio":1,"frame_max":8,"bitmaps":["data:image/png;base64,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","data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE8AAABPCAYAAACqNJiGAAAACXBIWXMAAAPoAAAD6AG1e1JrAAAAL0lEQVR42u3BMQEAAADCoPVP7W8GoAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAADgDYdMAAf+Ns80AAAAASUVORK5CYII=","data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE8AAABPCAYAAACqNJiGAAAACXBIWXMAAAPoAAAD6AG1e1JrAAAA00lEQVR42u3cSwrCMBQF0Ox/WmuNpYWWLjPps9GBIx3opINz4ULIBx5nAUnpZMlliFxuMZRr9KWPS+miO9rWSd6Z6xStUx2fvdcc3/DaXjsfj3uvt3MsdYl1XwPeH3jbvgU8ePDgwYMHDx48ePDgwYMHDx48ePDgwYMHDx48ePDgwYMHDx48ePDgwYMHDx48ePDgwYMHDx48ePDgwYMHDx48ePDgwYMHDx48ePDgwYMHDx48ePDgwYMHDx48ePDgwYMHDx48ePDg+Rv+M+AveGcY/gH1VWvYWxu2XgAAAABJRU5ErkJggg==","data:image/png;base64,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","data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE8AAABPCAYAAACqNJiGAAAACXBIWXMAAAPoAAAD6AG1e1JrAAACG0lEQVR42u2b246CMBRF+/+v3kZBQdTPPGE81WpBWmmZl0nXTkwMGh9WzsK2W40hhBBCCCGEEEIIIYQQQgghhBBCCCFfcpGuh0JGbnLrz3IGXvrEXSy4Vhrg5eja3R8nOfW11ABM1VWnrpaqP8geeKm6HuVowe3lB3hzdW2l7ZunrgruR3b9RtYAjOUqV0/X2k6dA7eWFfBiunZ26t666mMnWwtuzeSl6argHlO3RtuYrgoupCvwIuDGuiq4rWye4Fb2uV6DVlTXalJXBcdyZZTOA1fJIairXtPXITbafs3RVV8D3oeujd27Vp6u44lz4BQw1Ea6ur1rTFcFp5CZuDs4N3X+siSmq4ID3mvq0nTV9+qkAu4OLqTrJqCrgutKPo4P6erf50K6Fn8UP9T1EFwMP8BVL3BMnQcupKuCDOmqWzjDkfq0rg7clK56VFUsPAcuV9diwQ11rbN01cmlAcvQVT+jOHihBszXdbgsGerq7nNFTt24sPYbsBRdi4MX0vW9d/3U1cFD14Cu07uIanJZUii8cGGNria/sB6f0cV0LQrenMI6tulH1y+F9Vxdi4I3t7B24PQ9D3BN2bqmFNbouqCw5tt1QWH91rW1U1fsfS6nsEbXBYU1ui4orKd0NTRgeboaCus8XSmsEwvroruIJYW16moMhfWsBoyfSfxBYW0M/wFLLqwNySusoZaoK7QSC2so/bO/bP4C8Mtqh0x47XUAAAAASUVORK5CYII=","data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE8AAABPCAYAAACqNJiGAAAACXBIWXMAAAPoAAAD6AG1e1JrAAAA8ElEQVR42u3ZSwrCMBRA0e5/rKBWrf8tOpA0kkGhiEiTalU4ZwmX1yaPVBUAAAAAAAAAAAAAAAAAwLed2mNUQbhpwx3ag3i5Lu057sMuNmErXu7EdeHWoRavZOKEK5i6XWjiJqxjHVbi5YTrJi6FW94W4pVMnHADpetICpemrgs3v87EyzlZhXtDOPEG/uP64UxdZrh0svYnTrwB+2r/SiJcwdr1+J9zPRHuc/tq/xIsXOH2INzIcOK9kD5V4Ubuq8/ucsIVrF3CCTfN2uVkta9O92hjXy1cux4/VYUK9lV1PNp4JvzZiVMjc+1S4c/cAcaMjv1qbOSmAAAAAElFTkSuQmCC","data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE8AAABPCAYAAACqNJiGAAAACXBIWXMAAAPoAAAD6AG1e1JrAAAAWElEQVR42u3YwQkAMAgEQfuvI5YpSRUKhpkS9nVcBAAAAAAAAAAAAAAAAAAAAADAblnnqiCccCvCiSfcfDjxhBNOuN/DiSeccMIJh3DmiHDCeUcQzgMMdHqhbrpe8PiBEQAAAABJRU5ErkJggg==",null],"frames":[[[0,0,0,100,255]],[[1,0,0,100,255]],[[2,0,0,100,255]],[[3,0,0,100,255]],[[4,0,0,100,255]],[[5,0,0,100,255]],[[6,0,0,100,255]],[[7,0,0,100,255]]]}