@keyframes rwdcur21759 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADSElEQVRYhe2VXWhbZRjHf+e0OUnTNDmNTXNciu2INsjAqWjtRLYpo87ghRtFS0siu5iUUYZdZ0cQL0QkrJqNQi8qDsWElfpxpW6rCPtwIHo56EAnvSh0tTFxSdo0JjnNeb3YGkvN0nrnRX5wbs5z/v/3ed/zPM8LNWrUqPF/R4TuPkNH+9TtagaP9Krruq2Q7rcoIAP1E/nntdmM+1S9uWkwlVj0TH11Yama4R5vo/bQkwdu+zq9kz5n+nR/8pMlYA0wpPC/v5fvs7gyLZ7rGE2+PP7bsnrDbrMcKxWX5VL+Tn+1XYkQ2I3V/vTCrEypcCxeaLkx4RgZv6gNdABKJa202eDd1IG2O4WGEJLotyp16smB3nL8eOTcrfOPXvNV2sm6/uDn/Hr+s1jn+rsvf56lWCK9tmZMWaWV8ODK5MJGfTkBv9+vWSzmUEOdERw/3lv+39Hvr2AImXgiSWbVQGDs+zj27Q+VEnjJy14huOaygnv3Mzy8u4vePV3l+EdXf0nn8kTz+Xw4EoksAUiapnV4PJ5hRVGCZrOiqo0SqlJEbTLhsDVgczzAEf9Bwp/G+HPVIJExuDBzuWLt7GpFtDeBZoOxiRjnvv4Gu7OFYsnESl6Q0+so6BK6rqd1XY/G4/GzACVAAMJlRXR7EId9iDeeQAx3IZLXY2K4xyWS12Pi0NMu8fgjbuF2u+0V1rc/1op4pfOe5p72zf0OcXSvUxx6yim6fU6htTiFy+USra2twu12lySgAxgGgi4rqrcZdtig2QI2BWQJ3o7EGB0KsJSF+RW4+Ufl7tl8Au+PBDAEZIuQysNiFuZSkMiRBqLA2Y1G2g47oQcbCX73RaxcA++dCLBmwHIBEjmQJPZdmmPLGrCboV6Gd87EyvEXXw2kf18lurhMGLhbAxsNRAhOXqZtPkNIlum3mVDHJv4xGHg9cGvmNf5TF4wOBcjqpA2DqXYH4Q9foHIXbDQBlOhN2q7O81bmL/qKBmpOB5PMyEwfZ6omMM0J3SBiNYEik3Y0ML2/nQ+Cu1gAipu1W07CsZ/QLs5xKpVn0Kbg+XGBqpPw2Ta0bJHbzRYm/V5Oj3ZTdRJuyfpM79nJtu+Cnp1s+y6oUaNGjRp/A57OWXZt/fdkAAAAAElFTkSuQmCC) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur21759 1.6666666666667s linear infinite forwards;
}
