@keyframes rwdcur110902 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 12 12, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 12 12, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 12 12, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABuklEQVRYheVXsW7CMBB9qTxUomtmMqZCbHwAq1cqdWMPH8HUf6j7DQxdKpW134BUgdSlnRlhRLoOh+0khMROnaKqJ1lx7LPv3fPdJQb+mdCxGbn6VeNSIaG9BtKBgfqNKaE9QaomvZbGpaIe7RpBdGEcANh4R945g7ik8b8rkaNenlrXNYEBSMW95cx/bY2+VyESowyQCkcwLkFHkAppoOJDkIrEnAjZmlPOpt25zSltKD7CF8Vhu4GIUxz0gD2aKqqjTXRTewS+AcWx0B8ziO3Gzny9aSBee3szoMUwoUH0x/wsMtIIok1KGRYAQMSpAYSnW6sllWaj1kZrBvJijE8WdvD5XoNwYsJXOLKzNTeAMJxSQnvq0Y4/TMMpGb2aFPw5A9rzjxd83r0W5yaLMhNaDCNt/4giLGc28gH0Vo8FhWSlTldVFLEgMVAl1xVjYpRx5/g8PERhqiNyMYDh9DQGtI7u5+IiRHSSSbmqLAB4TuaOxCE924DIfxeKnsYD20oZERIFFbwE2NN4YN+376FtVoAos3DGcy3hLyZSQcypeOY1nnd/M/oF2svCPy0XvCMwgAvfEZyNfwNVDfK9YUrjPAAAAABJRU5ErkJggg==) 12 12, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 12 12, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 12, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 12 12, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 12 12, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 12 12, auto;}
}
div.testarea{
animation:rwdcur110902 1.5s linear infinite forwards;
}