@keyframes rwdcur225342 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABfUlEQVRYhcWXu23DMBRFj42UDgIECBABKRikd5cNMkMgb6LCZQou4B2EzOANvIErdh4gAzAFKZr6kLZ+1AUM0xSpdy71yCevAE1dKxJqDSClRCmFUooOoPkBAIQQAMkh1v6PJSBqAPsFINbNjtQQLYBtYogWQGqIToD3hBCdACkhggBviSCCAKkgogCvCSAeYhdDVUkI4WqHEEJHhg4HyDBFKqSyLCmKIsY5HOATt8RuyQMaXbpbAN/t4LO+H9QAfuLBZ3lxqQEEgmu45kOe59WYCmiaHAgFrwLbhHPf3vhRu6CS9j6uT0rp+neg96APoH+98Uqp5rxeqlYg6mAHfGByBOAInDC7ZS4595VzrPOjbZ9BXyZYhehRDMZ5ZtvPwJNtPwKbIRHvlHN1aDjHOv8DrSdYgWgtAHjBOP8Czhjn2dBoPeWcnRrO8dx7O2WQbuYAmGy/YJ75xkab6ny+dR8dKkqNA2owzz0TNVxPvrIs/cCjgvedvOi/6Nn0D/jP1VdP6ffzAAAAAElFTkSuQmCC) 0 0, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 0 0, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 0 0, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur225342 1s linear infinite forwards;
}