@keyframes rwdcur230261 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABWUlEQVRYhe2VP26DMBSHf1QdPGDJCwPH4CqsHTJkZDQH8AHMHTJ05Q6chLlDkCyBFG90KdRQjBPFjtoq3wTIvPf5Pf8BnjyxMBq0bTuGyvNiSz49a62hlELTNEEkNgVMCCEh8toFzNmvqevaexUWArbkWZah6zr0/cV3/m+BvZkDQJ7nAIDT6d1rFWaBKIoi1+DD4Q3n84fP/MsWRF/s/TAMA6SUwbblgtHCwwT2RIQQj5XYEvEh4Vx4NpE5wBWL91dzt73ZBiHEzfHuFjgejyNjbH6nlN4k4qV/RVGMWmsQQpAkCeI4BgCUZemM77wNr4EQAsYYtNbo+37+LqV0nhneVjDnfFRK/aiCyVZFvG6hSYIxhjRNreNMES8tMJlaMQyDdYzZFu+HCOd8Dk4pdbbCewXWrCuxXgdBjtF1FSa2zofXEAIm5rbcIthFYlYBAKqq+tuX1v/lE1PXyoU1i2K0AAAAAElFTkSuQmCC) 15 16, auto;}
80%,84.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABW0lEQVRYhe2UMW6DMBSGP6qOWRgYGMnGSC4SKddg5QC+RO6TG2TLmIyR8lYiZXOGlhQTm0J5SK2aT0ICbPn/3+9nw4v/ThQasNZaZ2IUBedO4W2I+O1243A4WN/cWQx0OZ/Pc2j7DXSrh48ELpcLu91OPQXHgE8cIM9zAK7Xq7b+VxOGxNusVisA9vu9WkM+EhjT5VmWqW2FV7QvjeVyCcDpdFJJoXeRkBFNE73HMPqk+/94PE7V/Rm2Q1EUk3th0EXUEErkTzO5mqIo7Hq9BsAYM3q9UVvgI45jAEQEY4w1xozqC5X93Gw2Nk3Tx3eSJMCwRFQMlGX5VHVj4jsjah3dRC8ijniDiLDdbp/01A30ISIAjpHJTdgyEIkIIsJisXCehiRJntJ51zLQCIgIdV07wu33Luq3WnsrfMJVVTmas1yrIRNdcVDsgRB1XfeOz2LAd+591b/4FdwBzfGQ6vKNppgAAAAASUVORK5CYII=) 15 16, auto;}
85%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABhElEQVRYhe2WMZKCQBBFn1sbEJB0YGigRzAkMOAI4xG4CAcwNfQIegZPoIcgk2AMDCabDXahdACFtbd2q9aXQA0N/en5PTPw4r8z6nrgvffn8xlrLSKCtZbZbNYZ/13eupIDWGu5vv4EDQFVcoDpdFqPO+fY7/c+jH+W90cBzjkATqeTdm4g8MD131+zXC4BqDxxPB7VvNDqgZDtdlsn16ZXBSrm83l9r1WFmwqMvugKPhwOiIhG3n74DowxPk1T9Y4YJMQYoyKglwnbpkZE0BIxmKoKWZb9jgBNnm6lNE39YrEAIM/zwd/r5YFHxHFMHMesViuf5/mgaVFZTIwxPkkSAC6XSz3epyJqAgCSJLkRAFAUBZvNpjOP2qaSZZmPoojxeNwQUO0hu92ukU/FAwBRFAFQlmVnjDGmsYCpCViv1yP4PD8URXEj5t7+8fBAMgTnHJPJZNA7ahUA7ppNRBCRhg9UBYSEhmxDXUDY+5U5ob1Cqh4IKcsS5xzW2tYWfPEn+ACcds4zFTFUxgAAAABJRU5ErkJggg==) 15 16, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur230261 1s linear infinite forwards;
}
