@keyframes rwdcur82840 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4klEQVRYhc2XX0hbVxzHP9XoikgIknYMIlPpIC9jzP2hsLa4MUIJMrbRsU4691Ao4oOCLLKnhbAquAvO5MGgDFtNYexCEGGsrntp78BlDG4eDIKBcbsO2rLJLoRbdZfq2UPOlbv06kxWZ79wSHLO7/f9/e7vnN/33NRTG+qABuAp4Agg5KiJqBafZuC4YRjngOPydy1cVTvtBNc0LWoGjs1qmhb9r0lUE9wPnFBVdVg3LbGysvK1blpCVdVh4IRcryqJ+ipsG4CWZDIZffHd97+wVwvTy8vLPwbYuvvsydc+ee6Zp1cXFxdvAxvA1oEkkM1mIy+8/d7Mrze//3xpaemnwcHB31pbW9fq1x/8cvKdc6Ovv/LSz6qqrgIPq+D1hm3bCxVTjUAolUr16aYlgChwFojqpiVSqVQfEJJ2e/HsH/l8Piq/NgNNQAsQVhRlQDctMTk5+bFuWkJRlAEgLNebpL3bf1cc8Zirk8NdxiBgy+9+oA1oM0rrmXZ/04fAbTlK0qYRWPPg3fYKVoltV/BmIKib1h+StA7wAT7dtDILM9Nx3bQyzpxcb5T2Qenv5v1X1MlATa5PPxAslUoRIAB06KYl0un0ULFYnE+n00PyTHQAAWkXlH5NFXx7tqjT56FsNnue8oFqkXMBIGDb9jDlvY7opiXGx8c/k8EjQFiuB+TwS3833646sSMyyWSyXzctkUwm+2WwEOU97wDCGxsbszJgrwzeC0TkfFjatUm/cAWfp1g9onDz8/NjrtN9CuhyPelZIYSIjYyO/XD/TxEbGR0TQgjKLRmRdl3AKadbHL7dFLMRCGmadkk3LZHL5aYSiUQPsr+BC86eO08cGxkdu1Eo3Pruzn1xo1C4FRsZHXMq4rK74OhFIpHoyeVyU7ppCU3TLuHSCx9QZxjGG2bg2NTRe3fUQrGYj8fjvwO+3FdzMaO0nlmYmY5Ho9HT31yZvqyb1uyDv2zWbZu17S2C/uCZty72nfmgf4CbV6Yvd3d3n/529su4UVrPXL92NQZsNzQ0bBaLxfzLfr/K851ThmF81N7erv6jAvl8fuigKgB071aBnTOQyWRePawzcOhdUJnEoeiAO4lDU0IvOHeBkKQByuXt0k1LTExMfOra8za57rZv9iJ1w+s29MLjuA09sWdJXPf5JuUb0gc0K4rSqZtW5vq1qzHdtDKKonRSflqftNus8K8eT8QbUQWOZrPZ805fS7F6M5FI9Dh9Lk/7gaERCDl9ncvlpubm5vochZN9/kgFHicO5H9BzUk4t6fU9v8leGUSIcMwetmnwu2G/eqAVxLOi+hDOfb10vnE4W+MQ98hTkqihAAAAABJRU5ErkJggg==) 15 15, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur82840 1.2s linear infinite forwards;
}
