@keyframes rwdcur103608 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB4ElEQVRYhe2VT0gUURzHP29bFlujZtdISJOIYi0lghaPBYFgFEJR0GluXSqqQygR9IcIFkFZO4lSBHmQoIsnaY51CTwE0akOsZ0qaazGlg3Xr7fdhB0d9LV62A88GOYN8/283/u9GWjQYCszoIyu6YhOTqHNdqkvd9VXWfE9Ha1c39Yh65WI1br5lXcADCglcZCrMgL4UvpoO782bX3VPb+umESnL0z2eG4TekHEXHFOAv8FZG2/36w2eUtIQJxj5Mx7vlGeN9C7B2Zti4QicIWR6JFAC934wVl7lajZhDU1mIdME8kOHNJ4wQ07EhEFgL3foasF2iCZwmEHXjC0cYnoAtkAWhchHcOkYfsuHBJ4wZONSUQTOA20lyH1E5KinIClJGxrxllK4P1+uX6JtQVOAPuAFkFTiU+/xKsCvC5AYQGKBqcI3o+Z9UnE13ziANAK7IQ5Xzx6A8/eVqcz7XDzEk73YbwP0/R29Vs+ohrE1QjSKBq7iGDV4Q9esfyx0jCuJlBpaEXQKNARNsbzESobWWASV8/R/TMrwndbCwgjp0490Clpyrh/8nUOB7ijuAD+5nH/Z3joMSyyyIXP6PxTAB4DD4E52wKhXFbl37+fepX9X7LVrrfX0Q0abEWWAYUSsZLJrv51AAAAAElFTkSuQmCC) 8 8, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 8 8, auto;}
}
div.testarea{
animation:rwdcur103608 1s linear infinite forwards;
}
