@keyframes rwdcur100988 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABp0lEQVRYhc2WPU7DMBzFn4ELMCAPndMTNBMDIHBHxsxdeoZKiRgTCXEEls4Z2cDcID0AUucMmXoCZIbUket8uE7iiLckcdz83v/LKsEEYoyJtndkKjiltPauKApcTAFXgT/PKxRFUa05MyDhnudVa4f1BrvbRxzWm2rtypUBHQ4A1++vWByvOJbEiYG2pqOUgn5sK7gTA21wte6qRp0CCfd9H1mW1Uqgar/fAxiYgaZofd83/k7COedkcAmCIECapo1wCWoS55wAAzKgR6/D1ecsy06gqnqdA11Hq64ueC8DEh6G4WC4tYE+cJOse6AN3gRUG3Q0AwCQJEkN1Fe9DBzWG+yCJ8IYE6YIRzfwML+PMEeMXIR8RghjTOhlkRnqaj4pqybk268IQHx8jBfpd20cbeDWBjRFbzeXJ01pCwcAglyEmJHEuDMXIcroIwBgq2XctM0Grn7YvCcX4qy91jJ91Clcn4I65A7AEkB0Vpl6SYXq92Xkn27ApZrPAa3hXKo+hircWdq7DEwIB9Q/pV1pd27G8aj9Y3h5FP8CeDlJs8nMiCX5A6Hb04NTMZddAAAAAElFTkSuQmCC) 0 31, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 0 31, auto;}
}
div.testarea{
animation:rwdcur100988 1.6666666666667s linear infinite forwards;
}
