@keyframes rwdcur157599 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADoElEQVRYhe2VTUgjBxTH/2MmMQkzRskqIVaI4rRBQSQYkdh48xAPVYQg3trY0waheOlBFmyhIAjFg+BBRApSESQ5aIkUpNrk4OcljWjNJkYMiUqEaHbynbwedGkPTVZdemp+MMzhMe//m/fmA6hQoUKFCv93mOdeIAiCXK/Xf2IymWoBsPF4PH14eBgLhUKRQCBQ/A8cHxgeHm67vLz8joi20un0dSAQoJOTE4pGo7lisXhORKsbGxtfWiwWzXP6fnACg4OD8unp6Td6vf6bzc1N5cHBAYLBIEKhELLZLHieR1tbG3Q6HSwWCwRBeOtyub4dGBhwvPx2H+nt7a0hovVAIECjo6Ok1+tJo9GQIAjU0dFBnZ2d1N7eTjqdjrRaLRkMBpqZmSEiIrfb/fopGZJyxdXV1e8VCsVXVqsVfr8fHMdBrVZDoVBAKpWCZVnIZDJwHAeVSoV0Oo2trS3c3t7CZrP1Z7PZ3z0ez0W5jJIrGBsb+3RhYeE3m82m3d/fB8/zqKqqQjqdxtXVFQCgsbERRIRIJAIA0Gg0kMlkCIVCWFxchMlk+rmpqWlMFMV0qZyqUoWWlpY+hmG0wWAQcrkcAJBIJCAIAhwOBxwOB9RqNRoaGuB0OuF0OtHa2gpRFFFbW4udnR2kUilTc3OzttwE2FIFIuIAgGH+HhLLsri7u8PR0RFYlkUmkwEA7O7ugoiQSCTAsiwKhQJEUUQ+n5dLJBLuRQI+n+9tMpl8p1aruVgsBplMBrlcjlgshrm5OTAMA4576D0/Pw8A4HkeSqUS4XAYZrMZ1dXVIb/fnywnUHIFa2trXq/Xezg5OYlsNotUKgWGYcCyLFQqFWpqapBMJhGNRgEAdXV1kEqluLi4QFdXF0ZGRjA7O/tLMpmMlBMo+RYUi8Wc1+u9Hx8f7zUajbzH48HNzQ0kEgkKhQIymQy6u7tht9uhUChwfHyMeDyOvr4+rKyswOVy/Wq3238EEC0n8CFe9fT0fO3z+f68v7+npaUlslqt1N/fT2azmU5PT4mI6OzsjCYmJmh7e5vy+TwtLy+7JBLJ5wDkHxMOPKyogef5L6ampn7a29u7jEQiuVwuR/+kWCzS+fm5uL6+fjQ0NPQDgB4ANU8JeMrPqOqxmRaAzmg06g0Gw2f19fWviEgmimLy+vo64na7/wiHw6cAIgBuAJR9+J4j8B4WgBKADA+jVT7KZR/D3p9LfnQ+VuDfhACg+HhUqPAi/gJ4HZrTAvuPLQAAAABJRU5ErkJggg==) 15 15, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur157599 0.75s linear infinite forwards;
}
