@keyframes rwdcur112056 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 16 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 16 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEPElEQVRYhe2Xz29UVRTHP+/Om/vezLxhSltLmWopxWIRRWiqrUaoiy4KCWHRpAtNMEZjjGEl/wuGjZLowhWJG6MJG6w/aK0J0VgmkRSK2gGmgtPp/Hj3/bguZsYyZYYfpYkx8k3u6t17zif3nHvOefBY/3cZGzgTry1ZW3Wp2irV1qYDOEAaeAkYAQaB3hqEAq4BGWAGmAWWgNXNABBAH3AEOGYK49mENLZ4oZbKR/qhxhQG0kRFhaGKSq/4oZ4HPge+AK4CYSvjkfs4N4EXgRPAmx2OeH5/j0y98KSUdlREvFDjh9DuCHZ3RSMHnpIyFRPJkqd7y0rvA7qBHHC9FcS9AETN+UlhcPSZbdFtx0cd8farCZZXQ75ZcFGBZms8QsXXFJXm0IDNu4ccOhIRkSuEqVulcJeuQixSDYl+GICdwAlhcHSkz2o7OZ5k8kAMxxJ8+PUq2ZWA9w4mOfFakq5khJmrLl4Ax0cSjPRJettNsvnQXsoHaV3Nk1+A282uuJkcqjGf2N0VbXt/zOHw3hgJy2Dxlk82H5CQgoNPW4wNWAB8MlMkmw/wQ01Pm8nhvTEAbpfCtswNbwL4GTjDusQULQDSwLEOR6Qnh+KMDVgkrGq+msJgeypCUYVMX3Y5/6vL9GWXogrZnopgiuq+hGUwNmAxORSnwxFp4FjNboOahSAOjJvCeH1/j0x9MJ6kr2PtogxgxYX5JY9vF1y+mq/w/RWXlC2YGk7w8k6JZdYhBJ2O4IerSmTzoR1qLgGXAe9eACngjaQlRo48F5cTe21i0bXXapkGvVsjWFFBoaypeJpdnVGmhhNMDcXodBpNmhGDK8sB81nPcH29DHzHHYWqWQ5IYNCWhhztlw3O6+ppi/DOK3GmhmLU68AW2yBp3x3RWNRgtF/y2Y+GzFcYpLF6tgTotUxD7uk2sZsAACRtQdJu+qlBdtRgT7eJZRqStcr5j1oloawf3gzdYUeu/9YKQAFUvLvqxoZ0hx31IAAKuOb6Wl267j8yRMXTXLru4/q63rAaIFoBZCpKqwsLivIjApQ9zYUFRUVpRbVb3hegBMwUlV6ZW3TJ5oNHAsjmA+YWXYpKr1Bt1Q2zQiuAWT/U85mbnn/2YplcYWMQuULA2YtlMjc9v9aiZ9cDtGpGLhArK70vVwhTve0mO9pNpPngr6Loas5lKpyeXuW328HvwEfANOtC0ApAActA961SuCubD+2tccETjiBhtXo4a8oVAs5lKpw6v8pPf6i/dHU4OQPcWL/3Xu04D+Q0dC/lg/R81rdLHnQ6AjNiYFAts3VVPE3B1VxZ9vl0tsTp6arzUHMOOEW1Hd+V0fe7UxMYBt4CJjockR7siprDOyxG+yX1Sll/ahcWFHOLLpmbnv/nargEfAl8DMwBfjMHG54JbWnIWnkFwPW1qij90DPhf2IqXq9N/S94rH9dfwOkDrd8UHEZYgAAAABJRU5ErkJggg==) 16 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 16 16, auto;}
}
div.testarea{
animation:rwdcur112056 0.8s linear infinite forwards;
}
