@keyframes rwdcur30694 {
0%,2.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.5%,4.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,7.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,17.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
17.5%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,22.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVRYhe2WXUxbVQDH//e2u9DCsK2bICuK8rFKB4HOtAUEhSxidBqSvRoX45y1A7IYM2SypEsHbF1Gph0ti7Mal2lM3Hwy0WgmzQQeWNEVBhkfpeUjZUDZlk23e2/vPT4gpSWpiXy9yO/9nN/vnnPvORfY5P+OZBVjEwGk/DMHt9EBcgCGM6ctllBoThUMzkwDuLfSiJXIK49bPrpJRIEMDv7Ba3Y+awWg3gg5A6D8WOOHfaIYJovcuNEjqHekHQGQtt5yY23NwW5B4Mlyurs62LS07XXrFcEAMNaYD1zjeTYiDc1NE1Fciunq7GDTUreteQQDwHjo0AE3zz2KyG5P+0lZqY51XThLorejs/NXNnUNIxbk5nfcXJR8dmacVLyoD1IUdVEmS/j5qy/tyyKusqmpj686ggFgNL//tpvjHkYt+ySprDDMKhSK3y0WC19VVTUrS0zwXLroIKIoLEX89gub+oRqxREMAL3pvf1ujvsrMul8aIrsqSwOJSUl9dXX1xOHw0HsdjspKyu7L0tM8Hx9qT0mwt3xE6tUpJgAqOKJ4h1E2+tq3z3c2mrfxzByAMCd+SD2v/Xm/LXO3kmTyZSfkZEBQggAQKPRMHfv3tvafv7z3tzsJ9O12kIKFIWnM7MkRqOu8PLlK1c5jp8GIC4XUXEC8j5uOHz+/gP2eY57lBjmWdHbd9Pbc93bZTKZDubk5Ehpmo4ZIAgCXC5Xr9/vG9j72p5XFArlNppmoFQq/EO3+tu+u/JjO4AHy0XSOAFiUZFWoVCmMxzPQxAEWq3eofZ6B+Uej2cmMzMzXSKRgKKW+gOBAIaHh/26wufU1dX7FFtTHsMWqQTJyTLV7aCPieOJi6ogP7ducKA38tELAk8c9hY+gdnyg8FguNPc3ExsNhux2WyktraWyOVyd8GuXI9/7FbkHRBFnjSfONoNoPBfHjYuT2l2PtPU33edREecOtnI0hT1vV6vD1mtVmI2m4lcLnfna7N7xnwDUfIwOdb4wSCASizcHysic7dO2+YbHYiK4EhL09GHNE19U1JS0qlUKr/V5mX1+Eb7Y+RN1oYxAC+vRg4ANIBsg77A6fcvLa0Q5kjLiYY/aZr6bFdeVvfoiHfpUhAF0nrGOgVgL4Dk1chjIooNhc5AYCjiCYdZYj1+hIwMRcmJQD492zwF4I21ksdElBQXOSfGh6Mi+Bj5OfvJdZHHRJSW6JwT4yMkFoE4zp1aV3lMxAulu52TE6OLm06cbaeDGyGPjsiteMn4RWhuUnBd+GQCQPVGyReRAsh7/dXyGqlUUo6Fv+MNh8bCrfmfT7hNNonmb781nBORCJ+7AAAAAElFTkSuQmCC) 15 15, auto;}
22.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,27.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.5%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,32.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
32.5%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,42.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.5%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,47.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.5%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,52.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.5%,54.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55%,57.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.5%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,67.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEI0lEQVRYhcWXe0xTZxjGn5ZS2toCo0gPUNiGTkoDWWXMTMcYYx3JWLZpALMYq4uJG5JpmJSRiDO7wa7ILZaNOdkkwrIBZtkSQ4LZdBhDnEIYF51uVBngelGwXHo7590fpY1/WQxtff46OfnO9/y+L2/e5z3AA1bYCr4VApAtPbsDwHLfUjc1fNigiJNrAUhDbR6ZpGT0ZvO0q/aLjwYAaEINsOFwbc04EZHVepOSlMwBANGhMo9JU62pnpubIa8MR+omAWwKhTkfQE5r65dmuksL83coPT31cwCxwQaI2/hUZpPTuUhERHb7vA+ivb3VCiBvCTIoEgDI7+7qmPWaNjVWk8U8QURELqedcp/d+A0AJlgAyoKC509wnJuIiKan/qFYefTfhw7udxFxRET0y89dNgAF8PSIgEoI4JUzv/U4PGdn6R39HpdMJmt7KFr26w3jZc9rjqXiopdPAkgONECKTld8ynvSa1eHSCZbdb28vHxRrVZf3/PmdhfHsURE1Pf7aQeAIgTwFkQAtg1cOu8iIuI4F+3UFbrUarWtubmZKioqSCyOmBwb/WOpMjh6Y7fuNIC1gQJQle8v7fcW3sULZ0ksFk1UVlaSwWAgg8FAGo1msbjwRQfLOomIaHj4EisUhu9Ygr+n/IaRPCYq81jrsbKoKLmAdTuwb2/JLZE4SpadnR1ORCAiMAwj+O54+7g2b1NMUvIaxMXF8yKELPX2nukFMH+v/QV+/AWMQi459G7lkNViTZmZsV07d37wr7Kysh0cx/kWKRQKrFuXisKibd3rH1dliVeJ3TzwTcu5AX8AEEYI+Vu2bGX+M5kjnfbFR/4cvvqv0Wi0JyYming8HgDA4XDAaDTefKkgT5mb+1ysRCJ1Tk/diOvs7vG3vV8A98DgZVOsXB756ubXhAAxFoup4HB9izEjI0MllXpSuK+vzy0M50vq6uozFczDIHJLdNuLbwFY8EuwDCnzX3imw1tgVsskJSSsvqLVah01NTVUVVVFYrF45OPqAw5vof508vuANiQBgPzOH9psXoPG+ho2LCzsol6vp5ycnNkkpWJsdsZEREQOxzxlP50V8JbMPJmVccRunyMiIpvNSqrUR8c0Gk0Pn8/vONpSz3rh2o5/FZRQ4gPIOfp1ky+G20+0sABqM9ennVuY98wGc7bblKZKCVosxzy2Nrn6zqzFE8WLNnoiU23r/PFbXyQ3NnwS9MFkw2efvjfuNew7e4qcTs9MYDZNUEL86qCPZpHxTKx+atLH4NMH71deQYiGU83BqrdH7jY3jo+RTCopRYjGc6lEIioZGx3wpV/Zvt0XAKhDYe6Vau9bu/qJOBoa7GfDwwXLSr5ASgRg6+hI/+3SEl0XApj996PkXTs3vw4gHStoubwVAAjgaVAcHtDPaUD0P4QMc8xTx+JUAAAAAElFTkSuQmCC) 15 15, auto;}
67.5%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,72.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.5%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,77.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.5%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,82.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
82.5%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
90%,92.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.5%,94.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95%,97.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
97.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur30694 6.6666666666667s linear infinite forwards;
}
