@keyframes rwdcur217910 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEwElEQVRYhbWWbWxTVRjHf+f2sq4Fyl4aR9nWUeKyBSQKRpRpEKeGEV8wMaBJE18wJBrUD8aBxMRmEjCAMX7Q+A1MZOFFR5T4AmqmMFNkvA4pG0sNuAG3GRtb62hn197jh77QdqPtBjzJzT0553me/++c+5xzrgj43NIys06QhwV8bjlevxIZRYwEESMhTC1rVwJeoDD+AASBs8KlBTNj1UTifCEsM+uS7TfXPIPT6cQUDmHQI1SXGAEeBmqBHmA2yEqgE0QA6BoXoP7JFROCSIjbbDZaW1tpWPIIBj2C4u8HsAM6sABkEYi5wFLAK5tsV4ASIAL0CZcWVgA6/rrKxs2f3nSJU2YvAj43ACdOnEz2j6oFzKlxMMW9dQPQB9wNMgBMAxRgGGQBUAGYAQswk/ggo8C5c+f4/qdDE4LQNI36+nrm1tqZ6nhCgPgjnng2CDOIHcCvwC4QQZCFKanMSQCAw4fP4vf7+fOYJydEwmw2W2ZXO9AP+j0YxSrAB3wHVIJcDOJlYFbcdygN4N8weDweAE6c7r4pRLxWkivQ3NyMp6uHgM8thUsLA8cwGxSqCgE2ASPEdoMCDIBUgB7h0nxpALFVOMzg4CBGo3FciIT44oXlaauQCgG4MaswQwUYJlYTf4OIAFdAdAuXNpyITwM4c96P1+slEolgNpuzrsSRk5eTq+B0Omlubk4MFTHHBLEondjW+wT4AtgrXNrF1DxqZuK2tjbmzZtHWVkZJpMpCZHYookCzLTNGzckmkNcDYNVhXunPkTH8H3C5fudWD2MsTEAXV1dHD9+HLvdTlFRERaLhSPtZyd0TsgmW82m7QPn33+sdDuIS9l8xwBUVVXR09NDR0cHuq7jcDiorq5G07S8IYRL6+672GK7/J9hqUGKCK4V+QEUAPPnz8doNKJpGl6vl87OTqxWKw6HA4/HkxPiUve3rwCEw9iFEE1IHNlg0wDuXzgLq9WKqqq07P3ypkHZIIYDQbtBVZpMZmM75P5iaQA1NTWoqsrba19lIvdCqpmmFj4lpUSgLNq5ez/ABbKQJLehvQyKi4tvSRxANRgWTVFvzOulVc9m/QRJgNraGpo+ePeWxAF27t5PfOYA6EKvyAlQOg2+2bPjlsUBnnv68Z8T7VXPLycS1duy+asAF7zu2yIOML3Isgb4B+D69SA/HDiU1V8Bbpv4uAJCZK+BOyFebisD4LdDR3P6jjkJ87XGOqYl2tvcJG+3kdAIS5csIhqNEgyNoIjs85sUwDuPYlXMXE3pSqq07PuRBx9YwPVgKK9cSm6XsaYWskVKdF3ymZS0rmtgder4kfbT9A8M3jkAobAande2HeAtRfAGsCXT54rWd+cA4pFrAKKSr1K7h07tIxryAxAN+Rk683Va2LplvNfYwNHGBo5CPrfFONa4jBeFYBcQFoICGfv7CSfGhSIKYqklUpfhjHBVCJTeASgvYeWkt+D65cjeAagsnXhs70DsXTGD5ZP/BDq7E8kSz4TES9i79RcOTPocKDyIs7yBU5ev3SjAfCHKS1h/YTofwyRrINXWNVCBpO7SIHtyCpfygtAZ2nqQ5IV1247hDfXcpRfweu81mjLHKov5UBnl849a6Sf2q560/wHUs+DKpdpysgAAAABJRU5ErkJggg==) 0 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur217910 2.6666666666667s linear infinite forwards;
}
