@keyframes rwdcur29616 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABxElEQVRYhd2XPUvDUBSGn9SCHQJVxKFCpdZRcHBxdOjYQRB06uYm/gPB0oKjm6uLuHVycOzgKIj/oFoQ7CBSCgU3r0NykuY2zYdptPpOTZqck/Pc95zcGEW2FD564dHwOz9tZaJe2AffB02qrPzYZBeA9nAfgKJZU+CSWIRUiEQmkJYcAlL55909AG/DawCqZksB3FL/nwScqqQbpPKK2QJcMstmDZh+d8wOAVGVhoJxT2R2toFxEn1QSTokMYGk7Tnx5jBPyLFfd8ShkooH4lAxwp5WJxHmCfAS6DxbI7x8VbAS1nueXJk0RmycmNmwC6QymYi6B9o2Gf3doRoFBTAoBcefvTkQpjBPfJxXABiceu9bMHq+uX6dQKgHdMkay5rrc2Jgb1vmOQYg17wIjJeB9HY7o5qUI5IHgmaF43Ztzd+7PQDW14JzRPJAWtsxSBBYr1zW/LV7AsDNnhU6N2f9f/SgfCelL4G0PTFKNDYBme1LpYLnfL5pB7Rn/WHZUAAHq1aKztCqaZQE/MU5IG81kf52E10+OZUqgI28dSAERb9O4Ee+/8CtfKV0BrjdkhqBqJ0Um8B3d8H62otiE5j2VPwCH9enu8QlKlsAAAAASUVORK5CYII=) 0 0, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABzElEQVRYhdWXP0vDQBiHn2jBDoEq4lChUusoOLg4OnTsIAg6dXMTv4FgacHRzdVF3Do5OHZwFMRvEFsQ7CBaCgU3zyG5NLmm+dMkjf6mJNfe3fu8v/e9RCuxK/DQGy/aAMQKaF7jSWnBbzDtxQFy8mKHAwA6oyMASnpdgEkizQ34EvDTADxTF1U2ARn5z+MTAB+jOwBqelsAPNBwkYiTHqe3ZiYQR87N2xeyGmTkVb0NjMms6XUgeU/EJhDXCxPR1GgKmPTEwv4ekDyJxD0QlcjUKII8Ie/V6oiqTKrAqcDdqySiesLomimp3BbNBRt91+8yJ5Bz3nidfjIy2RFVD3QsMurZIZpFATAs+2/ARWAep5+qyAsGeeL7qgrA8ML9v2Wt77nW3/JAGMkcy5yrfWJotaElzgDIt65958ucQGzT2W5Xcv7Z6wOwtem/RigCSb39eGlmAmrkMufvvXMA7g/NqfOL5vjpswiugjQjnabIBGRvXy0XXc8LLWtCq9efVDQBcLxhLmGMzNhUEplUgZN05D4gTzUp9XSTunm1IxUA2wXzxugivgDDev7/+0BYSe+sly+BcbVMEJh3JYQikMRXsiSgKpQH0nxP+AX1mqgrFkYPFAAAAABJRU5ErkJggg==) 0 0, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur29616 1s linear infinite forwards;
}