@keyframes rwdcur167769 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADx0lEQVRYhe1XXUhbZxh+zjE9jVkrWdLUzsQfQlBb4liwxsxlHbtLO9fNwzJHgq6GkbasdbpdjMlgblBYV8aitlKHCBVKSjs+drErKXQrtmuROSmdmQ2NjtSCMbEuzNRKm3c3MSRm1WPtGbvYAy+cw/t9z/N88L7v+Q4HiSDGFI+IPLemp90AkuV6/dk8jhvgRDEpleOfwEkU3/ZrKDQbjcdx/upVcADesdtRoFJht8n0LCeK8xsxsSYCPT3XfR4PcQAhFRxAvV4v3Tp16pKs4sTYlgW/n/IFIS2+HM9s3kwJv5+IMeWT8vMS1pgmZ2Zwf2kpJ7Hw4AHCsRgAGOU0ECrbvh3KTZtyEipBQLFWCwAh2QxwohgPR6Ojx9zurIrlAHzZ1IQ7sdgwJ4qLmXuIMd5hsSz8cuJEwZr8mZvC0einC4uLn+cLAu7eu4fdJtPLgtM5TIxtuzE1NTs9N4cLqS5otNuhKyiAxWjUcqI4t5LY5/HY2wYGhiUbmOjpOXM9GGw+2t+PPxMJmEtK4G9vR4XB8KLgdF5LzYH3fg+H3+WAZEVx8ZnUHHi4lsiaIMbUEydPkqBQZFV5tdFIFzs7acMCq2C5BswjwSCWHmYfZjQUgmnHDjn10wamKvT6nLGo12oxG4/Lb4ATxTuPksnQB/X1aRNblUp8e/gwTEVFLXIayOwC9UgweCVfEHZNRiKoKi1FHs9/VuL1fiGngRwQY2pizEyMCU+Lc7y7W3N0376fjjc1ffi0ONeFgSNHOhQ8T29arTkdJWUUbxi28vLThxyOy3WVle0rc1mFT4yp/4hEDt2emXnNajJ1bXW7v5PbXGYRan68eTPWNzSE8XAYzro6vFpVddne0fGK3CYAAOPd3ccbamuzJuFgaysRY2Vy6qZrYDISeXs0lP1VHZucBADzv2Lg+bKyb/bX1KQTeTwPh8UCANfkNKBYfjBoNL37rdaPjYWFRePhMBpsNhTrdB9xohhdL2lscNBwJRD4pLai4uvCAwekX1aIMRBjL9w/d85FjBnWK5ziUB5zuUitUlFnYyMRY6teShSZL5woAsBYKnJww+dzjQSDZ4kItvLyRnNb2/mVa+YTicrhQADziQSGxsbg3rPHBmDoSQ6TBWJM0+v1Uh7PUx7P0+mDBx97Ol9Ly+339+6lr5qbY8TYhrUBAFN9fR6HxZJu0frqarrb3+9axfAWKbySR3GpTsfesFqh4HkoeB6v19TgOY3mh8et50TxLym8kn7NlvFbV9dbP09MXCAivLRzZ8Ou1tbv17P/f/wn8Tc1QXnj8wbsQAAAAABJRU5ErkJggg==) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADa0lEQVRYhe2WbUhUaRTH/3deZGV6wZexzJzMeWHQD5mNJdOGuxTUWGzwgCXSh3DMLBuLMiIIKwj7ICk5lBW9DJRgYk9LCwvL7lJrJaWWhjbmIIrivURvBEk1OXPPftiKGZ1ybEf7UP9v9+Gc8/+d8zz3uRf4yhImEyyePVvWMTBQA0BevHDhzqSiopNTxDVeHdXVV04WF9MCrZZStFo6XVJCD2pq6kPFEucziPNM4nzWRHXDmgBxHn/T7X6ac+AAKCDxVmUlrGZzjMDYyw/GHlG8PFujyX0kijAmJuLlyEhLmk639kPMWKnCAQCQecfj+WgOAASgra8PVrM5A8ANAOgaGrre3N1t2eNywevzQa1U4khBgfXt6GgXgORQhRVhAtxfajQGjUsAYNHrAaATAIhzs0qhsOw6fx5enw8AMOr3Y/+lS/DL8nzifOkXAwiMPZsVHX3tuN2O+XFxSI6Lw4niYmiio5sCRptxu6cHPlkOypWJ0Ox2A0BGqNoht4A4nyEwNhK4lllevn7ozJnd+rlzjxERFqWm7kwuKqoNCBlOjo8P2cD79eGQzQU+9DidBR5RrH/+6hVmazRg2dlJAmNSyKrjoaM8kuTdWleHGw8fflzPMhjQWF6OlISEmWObAgImQJwnNLW01OdXV8Mvy0iKjYXP7xfHQn5KAmPv3jU2Zrkcjrbf2tvR0d+PdJ0OeVYrEmNickKZBwG89np/vHr3Lvzv91B88QJ+WQZxrhIY84UDEbVhQztxHrPNZsvvf/z45xSt9qZapWoQGHs2YTJxbqi12wn/vWH0g1pNV/fto4ny/q+Cxnu7svJi1+Dgps6BAayzWLBEr89JtNubpw0AAIjzeQBMAFoFxl5Ppfm3pY3Ll+feq6oK9+r/hhR0CInzqH+6uw/2StLmFWlpW9LKyn6fVpo/KiqcWQYDKQSBKvLy6E1Dg26qPYO+hj3Dw4VtfX2QifBrayu6BgfzpxVgmcm0Z/uaNUidMweO3FxkGY2nphpgnJ64XBl/Hz58jDiPnXbzSOmvQ4cSCleuvHBl794Jz1C4v2STUq8krfqzs3NzryT9EtHC7tpaQ6nNRjtsNup1OlM+F3uvqsoUUXMAOFdaek6pUJBaqSSXw1EXiZqTupuzTaajJatXFwoAfkpPPxoJgO/6rn8BjuJIIq7q8LMAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur167769 1.8666666666667s linear infinite forwards;
}
