@keyframes rwdcur241844 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD8ElEQVRYhb2XXUwcVRTHf0Mp3yvbFLYEuqUxqTZ0S0oUtX7EPpDYfaPRNps+mCYo0TeM0QRRCVLSpKbVhJdm+9KgD6RaP5JGbLQRaqtSE2vCggHMJmRLA7sLrFl2l12aXh/YucwwOzuDov+XmXvOvff/nzPnnLkDeSCEEPn8W4GCfOTN10f+FxE5yR//flhor/8VV+FmJpc0eGwJWZkIKFsiwB9e0JEXV1fY2zUr1I4QKcAqzKnxMXnv9nkBiM/FAHDUOP+xkEKVvPn6iMHpKC8HYKMvNDiE2+c1JTbYGzzCTIQihBDuvjOEujqB9bCr5AC7SooB+HNhEYDei35CXZ0yEnYQHbubMxKFiqJIERtxtuMN3v74I4M91NVJR+ALAF5891WunL5oKaDq4G6iYIhEIYAqQutw950hnkhIQi1UcsAWuVZEGERGI0ImoaIoSkmDR1Qd3E1ocAiA6cXFdUE2wh2fi5knZBYbO58cF2XJ7UDN/o1w1DhNfSqKqyso0vQT01YMcHP2ni1B/waGRhSfi+H2eddKLVsd2vAvBsNsLysybLQUDCOAfJ0nV3R0EYiO3ZX3bp+XUFcnFU88ZvkUS8Ewo22t3G5rtZybV8DKREBJRZbl2HnkMOrLis/FTN+vtnxG21pZCoZtC5CvIJOjSdxPZiQ5wGoyQ3joMi7vCZnxi8Ew4aHLunXzL51kl/cEOx52SZuZeNOPkXbBalZI1N/NA41NJS8IjeN8oV23fnt9ndxnNZmReZOKLOseNmfOqF+++8kMqzOzOl/smp8H7gNynItcnVfd3oMASZ6OLBvacc4yXJkIKOnIMufq6umfDOBqaaTx6w9xtTTqyAE+2fu0zt8/GSB2zQ9AxN/N+bp6U3JTAVq0V1ZxauA8gLzm87dXVhnmmJFD/rLlQusx8XL3KZ1tYwRUFITGDbaBnkt0TE1bnwfM8NpXXyqAQYQVBnouadfnha2z24XWY7LUnz3aZPDf/PaObmyHeFMC6vc1CYDS0lIAZufW9NTVGJenUilmpu9snYD6fU1iz/6j/D46zKEnj5D8a5Zaj083515gkLLKOpzu55i8cZp02r4IyyoAiMysnQnFNge1Hh9Tt3oBmLrVSyz0I7UeH2Kbg+HPe/mht4yfzu5kpP8pW0f4vElYvrNZ7NnfAkAi+Q3R4FV21B7KOTcavIrzoSSvf/eOZv0HIrHwa95IWP6YROdDBtsjz7ynu2qRmP/NaksdbPeBR4+/Tyaezr0qG+wiRzF//HJFmj995S3LirBMFG0J9gWClJetH9dTqZSsDHXceWCvHG9ZH1DhcB0Wzx9/E4CRz84RD/+s5LJtZs+/AReR03Y8jd/dAAAAAElFTkSuQmCC) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADsUlEQVRYhbWXXWhbZRjHf6ft0jVZNHNaZ2vWInSWNoOV2W2iMhFh612Kq4RdiKCOedc5FGqrY3alWC8UvSl6M4oXZTg/YBhBhqtzzg+wQtOKrQTKsdKlMVTSJCYtfb3Izrtzcj5yjtY/hJzzPOd9/7/zvB95Aw4SQgin/Faoxsm8+8rU/w5R52T+0uFDaBD1nfvsaSv091xC+U8AVmq4Z4fbR6EjItyCOAJkczl5HdwdMueXV21zbkEkQLWxVifj8joc63E01uLadxqEHUSdZt59ZcrcUSAAQGVOnYxLCDe6e9/9thCKEEKER0YZ6z8N3C67Zg5w7/Z6AJ6oLbcPj4yiDg54ggBIz/xuGo46RVEkRKXG+k/zyjtvm+Lq4AD9iY8BeGroBS6d/8ATiAEAQIPQJ8Ijo7Ia6uCAoZH+zb2YWw2FnISKoigAvo6IKM7OALCQyVia2im7vGq/ImzkuLe81d5ma/RvtekFwKvW8yXHvBW4JUA41lOe5RazPZNMWXaeSab44bmobd7O0HInzC6vliEm4wQOHuCuBxody66Z2/XlNC8ch2DHwQNs8/uk+Xq+RCp+kfV8yQTUevwErcdPkIpftKyC3Qu4mgPr+ZI0r1QmmTLF9RAbOtjiypp5I7IyLK6sGcw3FpfKtOosm+FOk3mNOkvo6ElDH3UtzWSSKbb5fY4vZ6pAaS6haEtFgDQHCB09SWPP0xLMzhwg/f5ZAN7ceZ98KS/nBHwdETEe7RViU4ihjRnx0I0JMbQxI9bSvxk+lXmxKUR++jP5GY/2iu23fpatZEvk64iId/e28czZZw1x/RDoVaPOmmIT5y7QP7/g7jxQqdJcQjk1lwAQlRDVNHHuAgCnPv2kasldjcl4tFeW8NFjXab8N19MG+7dGHsCaGnrEgANDQ0ALC2XeZp3m5sXCgUWF6a3DqClrUvsaT/Gz99fZf+hx8n/tURTJGZ45o/EJP47mwmFH+PXr89TLLqHcLURrSyWj2SiNkhTJMb89WEA5q8Ps6peoykSQ9QGufrRMF8N+/l2bBdT7x129X/C8VQc2NUt9rQ/CUAu/znp5GV2Nu23fDadvEzojjwvfvmqrv0bIvfnj46VqPq/IH1TNcX2PvKa4Vuv3M2fqnVpkCPdeLRXLsEH+16nlC1at7pVbF+wnl++uyTDHz7/ctUVUXWi6JfgSCJJwH/7tFwoFOTK0O4HOlvl/ZbtA5qCjQ8bJlY2dUOxinnp0/OR7EjfGY70nakac6t/AN6V4I1f+pWAAAAAAElFTkSuQmCC) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
}
div.testarea{
animation:rwdcur241844 1s linear infinite forwards;
}
