@keyframes rwdcur10030 {
0%,24.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAC0AAAAtCAYAAAA6GuKaAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHLElEQVRYhe2X608b6RXGn3nn4nfGw/g2BjsY29wSksCSUJJQvjRSVquqSpWoaj/n39j/qWqlqlqp0kqrXjcpQaSwXINjLwYcA8b4Mrbn+k4/mFVTNrTZVTC7Uh5pNB/8+ug3R+ec9zzAB33QpUsDcBWAAEA5fX9v8e+D6P+IALhKCLn/8f2pT4NU0pODOojnZIy27WYyGaderzMA/rsG5C6O9b9E0+n4w5mp4d8kE9EZjuNopdpYtR23WsgfNFpW5zNZDLS3C4c50zRLACQA7cuGJrEYFDkQ//UvPrn1y+FsYowGJKlpdCTH8dyOaUnbuf0ylWn5pNY0Fxdzv/UJVzo5aT57W7BelAcA+J0OXI60C7blX4nHw5FISHVkWTQVKnt9quwMDyeCelRLBwLiUH88/HhlrfCIEP4FY2znsqABwLcsoN5sHSo08DCZiFoBSWzzhLN9Hw7zfc8ybbZfOu5bWNoKJQYikmnaMC3nLwDsNwORHkIDgOu0HPeoYhQ9z2v7gOH5rOYz12g2O/bGy136t6frSkhT7Pm7E+bszOjY2xh7Dc2YAI0G+IoPv+F7aDi2Z57UWu5X6wXtH0839FCfbM7dmSiPZBNmIh5hkYgyf9nQJKyqimV7Kc7nqrZrGyd1g62s7ehPF7YSQVU25u5cK2bT8aooCkYwSMeSST16lrPX0GHX88LD6XjV85h5dNzEi+V84tniVlYNBhr3ZsdfjmQTh4Ig2Bwh5lAqLpwCqpcFTQAgFlXv8CKp1RoGW17OZZ8vvZxQZKk2e3t8/ep4qiQGxDbP8yYHn1mWbSYHIk9isRi7LGgBQDrYF3Q8j2FpOZdd/NerSUqlysz06OKNiVReEqQ24YjNdaeFTamEK4mo5BqG/magXo68uKbJD3zmTzoeUzY2d+coFSsz08MLt6ZGXxMOPPN8kfAIWJYli5IAQeTpq8IBLM/dO6o0Vt/8+l6pn/MxKEk81jeKcwqVytevphf0qMZWN4thLSgL++Xj8OFRjU1NZoSwppJkIsoyKb0/XygJp6wu0LtMEwBRy3afGIY5zXOkpet9i6LAs6NKo1XcO7T//PfVgtGwvjg4qC6vrO9/3jI6MZlKvCDw/asbOzWPCc8syzKB3mWaobuefu24XiIYDOT3SsfsdelkywPJW5a1BIC9Pqqap2eFVzvHm8cnjYcPfnbLTA3qH+Xya9I3wXq1MH2jnwOgADZP33sAqqe/sTNnhVgMVBTDjyVRuF3crfwOwJe9Qz0Dc/q8y+Qi6JqG+wD0d/zPD0Lk9KGXDfJBwI+gbs4CagAm0a2f7wLf0w89e7lkCCH3h4b0QUFo73Q6cPF2l0wAiADiAEYARAGMojvCLlxnoesf35/6NJOKTxwd2RJH2gXL+tb5KAAZwLimyQ+oJM5ZtvsEQAbdWZvrNTQNUkm/eSPzaGxkIGxb/pV6s3XIOSzECchGNXVEEvnxwWTkV0ND/WM+8yf7+qhmGOY0Y34/usM/h29fFO9VZ69xW5LERY7j6HA2MaYGKdX18IOjilGkAb5i2V5qOB2v8iKpeR4TC8VDd32jOCcKfCMYDORr9fbmRcKeB+2WSoeoVJOr46NXspmhhBqLhdue54V95hOO48qex8xaw8DSci67vb0/q1CprPUpq/vlYxfdBr7QLANv6frXFSPvOG612epIHO9LmiqzcEi1Q5rqUlkkbctWNjaLk2sbu3OyLFWnbg4vxHXN5EHW0G3E3kOnUqlqPn/QcGzm+h6ROA6SDya4nkvrjXZ0bX3nxouvCjNqUG7M3h5dygzFmO+j6YHk8Z/lp7fQe3t7dsvqfNYxTYn5THA9X2KupzQaLW1tvTi2tPxqsk+Vjbs/GV+dvXW1arRtpd5s8afrZU/0tkuByWLA3M7tlzkCifmMNgxLW3+5m33+YnsspMntn96dyN2eHq4KAqeoQVl4VTg4QLcsLrw0zoPGduHwpSzL5U7HVlpGR9na3k08X9xOh7SgPX/venHyZrZBA4oCTlBfl4+j8Ug4B8DsBTBwjnMxTbN0UmuYpXIVtRND//KfW0o4FDTn7lwrj2QTpiiJlHAckamAw6Maa7VaQI+yDJzvEelJ1bAH4uHHC0tboUg46M3fu14ZyQ60RFHgeZ7nCQfBtCyZ8Jy6sr7/ueu6Bzg1npcF7VAlEFpZKzxKDESke7PXzGx6AIIgcBwhBL5PAUiiwKPTtoVWuxVpddgz27Yd9CDj57px07T3COFfmKYNWZGcdts6ahqdfkUOqIbR4X3fVwSRp7IcoDRAyW7pwJOkzvb/WLLem97F2KoASCSizCeTepQASA5EngwmY1KrZSpDKb3f8xjqjfbin75Y+kO5XPs9uk15YRn/rm6cAFBjsRhzDUMfzMbnZVkQ6o3OdGpQ/yj/9cFKcbfyRwB/RQ8b8/tISIdCYQD9AObRdc0/OhP6g7drl6J/Axk+OpYKVVM8AAAAAElFTkSuQmCC) 22 23, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 22 23, auto;}
50%,74.9% {cursor:url(data:image/png;base64,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) 22 23, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 22 23, auto;}
}
div.testarea{
animation:rwdcur10030 0.53333333333333s linear infinite forwards;
}
