@keyframes rwdcur164821 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADp0lEQVRYhe3WS2yUVRgG4KeXmXbaoR0uDii3MQEkpFgtijEQJRi0xAQxKiVEtAtTViyFhS5+oy7cu1ExsiAYY9KVBNINJWoTdSDFYEAoMkDBUppaptOLUwoupkhLW3ohspE3+ZOT813eN993/u8c/u/Im3ZkIngfb9yxWyMVnPpvBSSCChzksRizoyONv7VzLSkVvDzZdAVTJP+QslqWVslWhPUtIfvw7a/wRqm8ktliKyvF1nXqakxNlHJyFUgE1djJirWUlBGlZzlX5470i3UTTlOSRPsJLl+YqBoTVyAR7OKhTczbxJwiN2P8vZBsOf3hkb79ReQVkx8lLy8uv2CpWGWf2LpSXY1nx0pfOB7v3r37NuPZ2iB/F6UozxluFNG2eHzBmTCZxcwqJ7SMyB+f4HM0TEnAo4lHNqKOfLXrw56sjDhwKKShuWR88uHojCFGIo7BRUNtbJIK0pMS8NyaqqFVs+oN5Wpen6+9Larh4NTOrewLFFyoVvBjNVbh2HBz/qiARFAoESy42tEb7e4emBrZWLi8jP5FiCAclwjiw82jKrBxZdHjOPriq02a2+YwOEM6Xaz9aoGe3unOrXI8g+aDZI/JVWJsATWvLQQ/JSOav8PFKnU7qNsxTe4JMLIFieDwmZbs4W1bqr29baYv3rusrzvthyP998ZyLc6VNQzOmkAAZR/vS5eFV5xw/Xrcm1tfEplR5ty5An3dabvfHZyegGwefYWowNNVEsFNiaCOu/wFa99qRSuet702ZHttaHrkE2D0XzBpNCK4ZwHjVmAsnD7ZIxJJO3DoF8lk0p49399fAWdazopGOxQXdwuFNmDL/RXw5VcLRSLzUOH8+Rlyw2WqKGrBTpyYnIC5lxgopTOmvn7mNAiHoxPtaang0K2dkYM9tq6f0CWur85pCxPqpLCPkixKyA6FzO6kvJ1M7HZ8vI3SDD13PJRiGWJ/UnjmU3m/1+tqPH7LNHq2JoIqHGUFbo3tLHr5az3ZEiLdRM4SaiX1CtEs4V6izTn3zBM5v0yYWV0UXaHoFKyS2jziMhqrBZ3YT3g1ltAxJCBDcQfF+USSOUH6mdNBuJ3wSaQRoiyP7HyKY0SPoKeFcz8P5R6B8W+XRMNnqKMJCzIs6WIgTk+YZizvYl6G7IKcyNN4qj33eBkYduM1tWK/VLB7LJq7HMKmi/g1t279VuqdjySCr+V6g1MfSG2tlwiO345J1gwtvvl3KxVUjs/xAA/wAPwDN5IWzUcKy+YAAAAASUVORK5CYII=) 16 15, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur164821 0.4s linear infinite forwards;
}
