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0%,5.4555555555556%,100% {cursor:url(data:image/png;base64,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) 1 8, auto;}
5.5555555555556%,11.011111111111% {cursor:url(data:image/png;base64,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) 1 8, auto;}
11.111111111111%,16.566666666667% {cursor:url(data:image/png;base64,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) 1 8, auto;}
16.666666666667%,22.122222222222% {cursor:url(data:image/png;base64,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) 1 8, auto;}
22.222222222222%,27.677777777778% {cursor:url(data:image/png;base64,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) 1 8, auto;}
27.777777777778%,33.233333333333% {cursor:url(data:image/png;base64,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) 1 8, auto;}
33.333333333333%,38.788888888889% {cursor:url(data:image/png;base64,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) 1 8, auto;}
38.888888888889%,44.344444444444% {cursor:url(data:image/png;base64,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) 1 8, auto;}
44.444444444444%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACRklEQVRYhe2VvWvbUBTFz3uWjJFBtlVbNR26FEoppXRyQ8eSqXTq3LF/QMfSIWv/hk4dTdYGLykpZAglQ4cQsAOllKDBJrghij/q1I5PB6m2LH9JieQpFy7iPT3e+eno3vcEQgQBDUAKgPRMDwH0BNANs1eoIJAkYBIHb4nTPaLFcZ7uOfNv7hNIxiGuEeV1wrYmhf1pW846aFGKJ51Nz+3F4qNsEd9eR+aEY6v/y22L+Pme2H7lPN33okM+viQfDi4ImBGIQ3P+rVe8sUmgSEAnkHKfRaK5xedD8gWdTDfL1/4VBIzJgrMtV1zxrVMIFLk27I8AHg1sAkYQHbn4nfpsPDz5CKArgIF3kTvu4kd7ezR5N6Ev2dsjIvS6VAul5XC/qgD+ztlngN/N/SCCM0V42f8wA2I4Obz3APOrW8Gt/NOrAABCr5OkkNkdL0ToGkCrTr1Hrg1D1cAIwA8RoAu0cRc0NifX1d4F7wIPwAwIM/A5MOlUiHPAB+CDCHkSnttEeX0D0K8F4IOI+S6YAzDtxLLbEObV7oAFAL2L/ozChEEg70ljA8iHFw4AQJJnZ62pFo02lgCQZKNxEiNEAACSPD62KGR2J2p5xT/R6fSQTqcAADKR+xq14HR4HGi3/xDQO5+3voy7QMm/XAnAf3GpFkpCZA5HtovMYewAXnEAEDJX2d3dd13IVWJ1wSmssTgASLVQgsjUSLJaPaIQmYPYAOaD5SrV6pHjgsh+XzlAQr19ByJTE9L4JFXzycoBbuImVhX/AKaB6t23ac1GAAAAAElFTkSuQmCC) 1 8, auto;}
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66.666666666667%,72.122222222222% {cursor:url(data:image/png;base64,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) 1 8, auto;}
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div.testarea{
animation:rwdcur155411 0.9s linear infinite forwards;
}