@keyframes rwdcur235522 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADgklEQVRYhcWXvW8bZRzHPxcsYpTDalO/iCW2ZEJK6gyR2oFOESEDkyPyB8CEAiqZUCJVzWQJqRbqQFFbdWoXttBmYkgCTGRIpAyBkkAsQRioX4mic2JHpj+Gyz2+89nHXYbmK1l399zv5evf2/McALkcksshnAdyOURkT0T2zoVEyLzcAeDWrT3gTVlcRHtpDHI5pNEwfyKfvvxI2AmcB4lQ50KzeY/+fnc68lNxRWh+pRQoRV66LgJt3HEYGM4k0cMhjEaLPIhfEv+n6yBwdGRet7bucXBg3t+/MSjvflYCSjx7cI2h6ABkkuQRmV8pe5LIT8VkOJNkKDrAfqXO6OwGo8Drdwflk69rmiJgOd7dhdXVtoHFRbT7N5Bk8nRhdsNGIkUe7zoZzqQczpUdG0KnOVaG/LRgzWiih0MMZ1Kecno4RM1oesr4yqOZhhrPHlxDD4cY1Pv9qCnUjCZGo8Xo7Abf3x3ECr9vAmAW0/jVdGDndhJbmwVXF/T5NyFndg6c6rpLxheB/FRcJieuqOf9Sp0ffimyX6n31OkmMzlxxTETfBPoZF4oGo5rZCTL+MIa4wtrREayXWV62fIYRL2RTugUigbphE5kJEt6eo4v338DgM+/+5vCU0hXvlEyXvBNoGY0VQ0MRQfMWQCkp+eo7mzSF7sEQHVnk/T0HIe7y0rGbuPMBHqh8PQrlr99yIc3HwHw+IuPyH7wsW/9wG0IuLohMpLlwuXrABzs/MTh7rJ6JyL8Uz8B6NqGgXc1a7YHwX6lzu8//9l1Fw2cAquq9bBT1YpKZ56NRqtLJ7ThKwK334uLpkFf7JKjqmMR02libMYhX9xeAqB82CZTKBq8KFcRgYXVHttxL+eTE2+jaW6uxyctEmMzpKfnXO+K20uOVA1FBxCJmzZBLBK+BtHaj7+qe5H2IEmMzajis+PC5euOqFg6mqY5bIGPCFhMb4O8EjdTYP9n4YsJl07n2l/VIwpFg39LVUf4IcBmtLBa0kQkcAcASqfTeSACAFKpOaq8uL3E8/UnLrnn609UIYLZGS/K1a42A7ahezu1O7Kv2Wull+4ZCJh9DWbfv/aqqW6ffIBat6agpdMNgT/BzJNuSuX1+KTF+m8Vh8w7b0UVCXMK/kGvE3TgCMyvlLU8CKcHUj0cQirO/B6nLqoh5OUczhABC/mpmO1rx+nA610n/gME+L0D1uiPvQAAAABJRU5ErkJggg==) 0 0, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur235522 0.93333333333333s linear infinite forwards;
}
