@keyframes rwdcur256465 {
0%,99.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAALSUlEQVRYhY2XWYwcx33Gf1V9zHTPPbPXLLmXlhSX9yGLtkJdUATaphMYEGQFQQ4YSQA/GUEQBYiDOEAeAiRIHvPiCMjhCI5ekkByYFmyZFMUSVEiJd7icnkvZ3f2nrunz6o8DCHACAykXwr90FVfff+u31d/8dG5Nz+iu3basAqv9fr+gu0UMXWT+YebLK4vo1MRaNJDcvvT+Uzp17ZNjH+jUilPF/M523HSEjRe31fNZivc2Nyq1R7W3vX81gdbon7a67e7OgHdN1BmRBwHoGOEUCA0AGbdF9eCfuvV6ZT8dtYxXw/Rr2nN51ppojhM7xqbOz6+bfv3x0fGj4i4I+/dvsjpTy7RWLtP2N/CFJDOlCgNb2diev/I0QP7jiTG3J8vrdavXL97+e82GhtvKZ10+RWPOHP+wqGrl3/ygaE6+ccmq4xXhraSmLeu3G39OJUtfOfInoPHVxavcerd13mw8AleexMhQBgMRiDSYAAmkC0WqU4d4omnvsnIxH6u350/d2Xh6p8GwjurVfx/HBD3Hzzk4wvv/3u7duF3ERbV6jBzMyPY7ghB5PDOmz/g7Mn/pttJCDQkQuBqsAEpAAFKQSIgMDUoSBtQyQt2HzzGUy/8HoEodM9ePfu91U79H03JLwvY2Nhk4fato/NXf3LGTjpmFGqUuw0vCmhefYO7t66xuAW9vsFoYFCNBbtiSUEJNAMBAmgLzS1LUzcVG05CJptQzcH28Qr7n/ptqjue5vTlM3+20ln6B1OKLwQYr776KpaVXl1ZXZ+WSfNQfmiGTy9cYv7Df6G2uMhaR+C2bI51bZ4LTfZFJsNa4ChJComrJVktGUoEj0UGs6FBpm9wvy1YaCuCvkejdp5UyubA/uePb2xtNnpR52MpxOAnDII+od+L49j8qJDf9u3QW6d95y16rSZNT/JY2+LZvsWwHljuSc2mgBWZULMVAJOJZCyR5JSmEMGRSDIWm7wTZHlgpwjjOuLD/8BOOTwx+6W/P3X91EIg/J9KBEahkGb+xjV35+zE36TTqZkzb/+Ah4sPaXQMDrZsXggssgxqvGhqPnITPs5F1IoxjXxMK5+wklNckYrFAIjA0Qa5VIbDmQK9wODTZod8RuE3bzM5s8/IZscOrLVXX9eo0Dj6lcMUcu7vHDm490/O/eyH3Lp2htU2PNa2eCGwSAG+hI8zCefKIcFwxLZqwuSIZmYYZoZAmJpaR3FmK+aucHkiVyZvmCRJTLXboKU1q5YmLQLiYIPde58Z3Wi31vtR95wJib1/9+PfXbp3ifNn3mSzo8i2LZ4LLBxg2dR8kI+IRmLmRhQTFShmwDHBSUOrD/fWYa0BRuLwbK5MJY4hjrFMA0trTgiL//E1G16IeetzJmY/Zaoy9cebiys/km7KPD5UyR369MM38foJjY7ksG8xrEAB162Edilm93bF7u0wVYHpMZgYBcuEm0vw2V1otNO8kq/ydaUwwoCWm+GKBKRmFDjUN2l3DVo9ze35sxRSqWlHusflyFD5mN9ZkutLF0mAsdBkVyIRQM3SLJZi5sYVO8ZgYhgqBXAs6PpwYQFOXoWlNYeXsuMc1wna92hmc7yhE/6tt8GqpTAN2BVLKoFBoGFz9T5es85wbugbcriYfX518QZRr02kJNuVIK8EfQk33YTcUMLUEIxXIJ+GjAMJcOMhnPwc7j+wedkd5esCtNdjK1fgDWlwoVVD5nxuZhShhLwWjMcSDcT9gLWVBfJ27qjMuub0wwc38QNwEs3OWGIITVfAkhszlNMUHDAFoMEL4PI9+NkluHbH4IQzzNcsE+V1aBQq/Keb42LnAfsnI56chUYxpi3BQPN4JHCVwLSg01gmbRpF03VEutNYRppgCygmkkQI6lYCaSi6UMyCbUIQw81lePs8fHZTcsKq8E0nTex16ZUq/LRY4bPaVQ5uDzi2BwwTroZQNxSl2CCfSKxH9PS9JpYpTGkbWka9NlEEWoCWA4trhiIxExwLchmwU3CrDu98BhcXDF7URV7O5lFhiFcu8/PRMc4sf87+apvf/DI8sQsKWYiMhGVboeUjbBsDoCWRj0BhqiQEoQZcZ2CzfBQ0STJIvE4P7q3A+1fhyi3Jr8dZXimXEUrTzOU4PbaNnz+4zkypwfMHYc8UaECrR4n5xeSDk6WAJNFEcYT0+n1lpVyEGCwqGAjYlkgcaaAELK7De5fg4rzkWD/DK8UKppC0s1nOTUzw7sMbjDvLnDgKR3dCzgE/gH4IVmJQjSVCDeYWepCeWlj4fR+z3fFCJ1fGkBBoaArFKIKxUCJ8uL0MnQCu3ZU82XF5uTREypSs2TYXZ2d47+5NCqLGV5+AoztguAiJhjiBtgfah2osMdG0pCJ65IRhOfQ8PzYbrV6tMjw64qQglHDLUuyITLJKk9swOdVMiLvwXN/lW+URXFOyYqe4eWA/79ycRzdv8LWn4Su7YKQwKFvbHyy+3hVUeyZ5DQmC27bGFxpDgJUu0O31u3Jjq326PDSGnU6B0DyUmk2lkSE81jaQmybPeC7fKg1hG5KaNFk4fJj36nW69Uv8xpfhmb0DMkpjcDvq+HB3AxprBru6BqkEOkJTNxSGAIRBOlOh2/M+l+tbzY+ElSNVmMDQsGYnXEeRYDKhLf4oSfNSaRjTMFhScPvIEU6ur1C7eZLjRzTH9gwgFcaDna80YWEJbixLJrdMxqNB7i+Yis10gmuBmS4hUwWazc4vTN8P391s9OZnd+2fW7x7h16UcMWLmemYlKw0kykwNCwpzZU9c1zrdrh3/TRPzcGX5qCUh402bLWh0YPFDbhXl9irJnN9AwmsS7jsxriZBNcGtzSJF6gNvx/8l3H08Gw/CGNnZmryeKe1Suw1aRualZ5gKgTLsEiSmJV8nnOmxceXzjHk9Ni5DQourDWhtgX3VuHGkmCtbjK1YvNsy6KoBAHwfjpisxJTzWvS+TL5sX00W/1/jaLoR8bRIzvo9vwF102/ODkxXl1evEOnF3Lds0hUiokkxrRM8n6fXL2OiDyUI0AI6l24syqorxq01k3KKxZPblrs8SWmHpyq0+mYW+WYalmRz5hkRw+QiMyy1/O/I4TYNJ48NIvW2ttqddfGqyMv2ems8WClh7KH6FSG2FIxpXaPotaMmSY7hWBfIhkODKRnkO+Y7GpYHGpZPO5LhhOBVLAl4RdOxO1ixHBZkU1BqrwTpzBFo9n7S7R+Gw3G3t0TxElCvx/Otzv9+PGdMy9mHYvp6jipbJazS/e5E3koIKMgoxUFKRhWkqnQYCYyGI0lWQVCCNoCrliKD7IR6+WYkaLCsSBVmqY4tpdGy//nJIr/Gi0SEBgH9k6i9eDjXj842+z0rdnp6jMp2cNv3afXrBOmQh44CQs6Yt1UpEyNMKAvNb7U9KWmbinOpxPOuzHzhQhZiBnJa5yUQaq8k1J1L8128EPPC75rSNEfcHHQzAwiQGuCOFJLK1vfj+M4np0Y+oupyUkzCtvUazWCOMEvJNQ0eLYgLRkIf8T2SIAvNQYwYkAmDU6mhFvZhemO0Gj7/+T1/O9JIX6pTTMO7pv64iVWCUII3Q38k+2key+Vzs9VR6aHs/kcpggo2j5lR5PNQdoFy4FsBtIOpNJQTIFrC6RdpDC6k+LYXkLc5Wan/1dhqP4WdGsQdI9aKkD8/m89+4UDfhwCA6IZpQiNmC6Y2T8czub/wJXGeNRv4nVWIWoNIK8TDAFKGITKRph5LKeMtEvEWm5tNXpv+FH0WsqyLwkBWikkYMj/hwCrFBOjicMEgTGXTaVPFNPuVzNWZp9j2a5pCSkZlEFpTRQp5fmR3/P821EYn+r1gze7XvCJk7Zx0il+lYD/BefJgjvzeI9qAAAAAElFTkSuQmCC) 0 0, auto;}
}
div.testarea{
animation:rwdcur256465 0.16666666666667s linear infinite forwards;
}
