@keyframes rwdcur247042 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDUlEQVRYhe2WsW7bMBCGvxQFh+CgIROhochAaPCooZPgIZORB/AD+OE6BJ79AB4zGEIGD4QmDwKnDsIhQxd2SMlWTVLLCYoO9T9JIO/uv/94R8IZZ5xxxhn/GBdvNby9vY0Aqsp2u72o6zrudruT/Z1ksFqtYvpWVUSEEEL+3263f4fAfD6PNzc3XF1dEULAGMPhcMjriUTXdXjvTyLxYerG/X6PqmKMwRiDcw7nHNZarLWICNbaU2JPI1AURVRVVJWu63LwsvyEiGCMQUQQEQDKsoxHXI7wccqmJDGAiNA0zaj+bduiqnlP3/eTCUwqgXNuRKZtW4AseVoXEZxzLJfLWNf1JCWOKtA0DdZa2rbNGSe5rbU8Pn7j8tJQVTO832c7ay3z+TyqKn9qz0kEVDVnmxRQVWazGdfX7gehpxKk9rTWks5OVVUxhMAwDM+IHG2Zqqqicy47FhHatkVEWCwWVNWMYfg6sgkh0HUdXdcRQsiKqSp9349iHlXAe3+hqhF+Sp96vWma2PeHfDBDCNzf37Ner/Hej/yUZZntTyIAPGP9a6YAdf2Zh4c9d3df2Gw2ABRFAcAwDBRFgYi8OKQmEXgNqfW834+y/j24tfbVCTl5Er6EpEAKXhTFScHfTUBVR+2ZAsNTzZ1zR++GN1/HCXVdxxDCqEuAyZfSu84AkGdEIvCWN8EZ/ze+A1xTCy+9ff64AAAAAElFTkSuQmCC) 4 5, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 4 5, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur247042 0.8s linear infinite forwards;
}