@keyframes rwdcur90759 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 1, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADb0lEQVRYhe2WTWgcZRjHfzM7+5XdDdm0bj6MMViIlx4kB8ES0ouIxx5E4TUgeCh6yEUpeLLEUwU99WLwEKuyniRSQdEqaiEWrV2FKCi2YbObzn5lM9nv2ZnZeT1MNm1tlGjcvdj/6XmfmXf+P97nmYdXSS2IKCCA5Mz5ZJ0+S901XwKW+23eBfhE9QHw1E9nxBN9B5g5n9wMHPEWWowVY1UM9RUAwI1AIAxWiQFzmzWpi6N9BfCpwLCXKFxmwmpwVepism8AqgKWDyLD4JqQ+5Yp4Dupi+N9AwCwIqD6YPsHqOcZBValLuZ6DuDbBbAViI14cfZzkC6DwCWpi1M9BVDVW4mGH0IRMG/C1i+SZtMMACtSF6d7BmA5txKOhEjCi/UvFOoVi2qtDrAkdbHYE4CWc2fScGHoPq8hm2sx8sUSO9UawKtSF0tSF+rdnzoEQLcJu3Il+OKgamBcUwhbR8kXihiVKsBp4EOpi0DPAAC225CY8OL5cxdRpEKhWGJjU0dKeQr4Uupi8D8B0PYBkBLaQQjFvLVWHAWgZbbYyOpYtj2L95uOHhpA/YuKGi0Yud+Ln397Bdn2A2C2TdKZTar1xnG8gTV9KADtb1rK6MCFk896xh9701l2VFzXRc/lyRe3JqWUV6QuHu0JAEgMN7N3USmX0zQNC8exAdipVNjI6sOWbX8jdfHkPwVQAPS3hMzX9jevlm+4uWJGTVQfIj42BYA5WKL9yCU03wjhcJxgcAC/FiAWjbrjo4nnlPHk+wcFUAH8+5yAlB1K+Z+dbOF7Ne4/dsezTgZ8V+dwOgVq9V/ZKqfYKm9Sb5hqrd56T+ripYMCaHB3CaS0uZn50aw0rocA/GUJgJFLEx+bIhiOUV9v4s89npp9PfEY4O5udQFXGU8e1N8D8PtuM3dM1tNX6qaViypgAu8ALwCoPg3pumjBEIqqYrWaM5dfzq2d/OCrhw/s+CeptwN07Aa//f5Zs23lTAXOAg/ML/Ni92W349AwSgCEB717nGO3p79+Zi73bwG8E1DBNnec9fTquisbbwLvzi9jAqQWxICRS+9tsK0Wzeo22tAkxpETXA9N8MqiGDsUQGGnejGTvXah41Y+ml/eq2dXswD+cIxWeJJ8bJob0Qd5bfHpfeZnD5RaECfOvvGp7IvZPd3T/1J/ADAufsUhXlJxAAAAAElFTkSuQmCC) 1 1, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 1, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 1, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 1, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 1, auto;}
}
div.testarea{
animation:rwdcur90759 2.9333333333333s linear infinite forwards;
}
