@keyframes rwdcur215155 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 14 14, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 14 14, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 14 14, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
75%,81.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEsklEQVRYhe3XT2xc1RUG8N8bT41xjIMi+9kBG0eA04g2VRYoG1RVIptWaiuxaBeoLGABAinLCKlVqcq26xa6qLoosIENErBBqIuuEEhsSEtrUpHEaexxYsF4HA/jmXe7uPfOPP8prdSqGzjS0btz3zn3nHvOd793hy+7FLVxE42kUCXt/5cxvnDdZppsYLfmdF969tHFrTTO+u8CZp3Eeu3dEjppzQpVzqoBR78VfPfJACfxAE7hXtyDu1BiBlOYwHjSiTQ3k2x2sJWDf++p4OjpAAs4luwbjFrQTM4LE8vhvW9/h5NLNJt83uPFXxQ/wmbKvq695D+Om3mbTz8f3DbO7i5/u8yf/kj3UnEBV/B3rOIG+rkFWca7n3W888Zt3j3yNe1LxWton30kvLq9xWeb3Npm86/F6Vorbh47FUwe4egxjkzxwnNxX9P3BZ3tnqrqwiLaKdmh5Ao0cCfuxzfNbvzOxqzG/I5mc1xvdewlrOF6el5Jz3byn8bKcBcLA/3+rmptgtkWG+Vbaecf4EN8jE/VMFClcraxmdOq1m7X63UpOz8RATVp1PeceF7jHB5Xbuv1ujE4FIXUro3UxnaKVdUrwAgH9+ABZff3WhOjUs11hfWJn6Ml9vAfaWEiAO8q5rpvJptZzCh3HtW6/ZVkexF/TtW74V+cpikR9UHZCcrtgF8hIIwthLB8LgQ8iu/jYTy8fC6EsbtDyHb4qXI7KLcCfoknk+29KcZQGvZKV+wNrSlCDy7jKRisFlYuDiw+FF5OlTq1+FB4Z+XiwOBaAY/jMawKPVp3nMfVVIEbae1uPWC9BVkmxVbMiGd2XOzZ20OL+WDp63F4+SOsF/Cs2JrNZN+o+W6mBG6IpDaU/ceQERgrscfNNLcslu8Da4UrYyFax+AvpYAd8XRkbIyLvb5lL298YQKZfvO4YQSYKhuFfj92m/dToJxwu5ZAM813kx4A3n4MHCbXDszM96k6hA5zuw/ix4f4rR8y9x9JUySlMPmNIbLvTxocD0HZDvgD3la241y0+yHO7PMN4jfgTodU/LAKjGPaiWBnezh3AivmBgy2aE0/K/b6Y63pFw22mBvA65iHnVs4EbJ/KbLlHhrm4CloJsObFgNXCziPnsXwW1eLx5LN8GtWk1/XfKKMfv9AJKBVESNDLOxPYAql5XDJSgHPWwrPgcvFz0Q0Z0S3jY7UZEr85eGuP0lLLwdprXP4RGTSDNIDu5/HWSdDZMDFUO/vfj1jhI0ze94dD8Fi8lve4382xRhioV6BKSxYCn8Z3nvW0+uygzGKdLtaHyPyQtzJXHWdAWGAAa0jv8Ez5gNj0SW14hF8JLaik3fNiLWm7XSxTTVgZo2iEWn5cIm8sN5YVvscm914RqgYbFAVYocQmTWDsYGqnsBN5RZhk427Dwt2XqTSVtJ8T5TGp0W0lzZmZ3BcLPcTZq9RtmlN57vigQTguNYd19P4Qkq7b8Tj+69kXXuptU7fLfGYzuCJtKEL4sdoDx3X74TTqUT5zOZvQDtpptOeEa1mam4YHc98SZ1I6+SS99M6LaOLSb9+JctOU0bY+F9cyyf2rZer15UQUnf8v/8x+Uq+kn8CJy7fP8YAGdYAAAAASUVORK5CYII=) 14 14, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 14 14, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEr0lEQVRYhe3XP4zcRxUH8M9vb9ks5/WanM57Z+zzWZAjiCiIKkJYiMINf0SRgi5RaIiVgjJKARICKUgIGmjICYkqERUgCqiwKKhAQjRYSbgY+exz7nb3fAr3d9nb3aGYmd3fbuykAImCPGk0f35v3rx57/vevB//71SkvopKajBKbfAfyn9fuZnhNM1X05rE1MNxGg+8v0LVUptHHZsl2YdJZlZkvCmc+3QIX3w+BJTbZ/EpfAwfxSIaSXAttXpaW0w8UzK+dD2Ec0+GgM/hMSyULqlIk0Vs19eCz3+BT6xSrfKvPq98p/ga9nBj5ib9ND8om+CF7wWP1Dg95e+b/PEP9G4VL+IO/oEt7GZrTimgdaBSeUTjzIfs34rweOrp4OiAf+5xfMTem8WTSaEe7i98Mpg/w7kFzjT486/jvubHg8OjvtGoR+fcT3ATf0tKTClQwUeSef7kfJfueZXlE9VqTX9r7lXsYDv1d1K/j/YMBtQuDQ0Gp0Y7dc536LZ+lw79a1LgLbyTMVBJg34SOI6L0c6H9fs9WofPiICaL/k9772AtfHprSP9fs9op/6rKKuQ3NVNVttPZ40BmKmKZTyFoNXLIPolQrE0nj+PL+MzyWKPpfXM8238OMo4CXgNP8TXk+xlJQDmW0j+OBR9c40BrSPJdN8P7bq5S8HatbCO3+ISLmNj7VowdzEI7fr1JKMd9w4kc2+IbttN36dCuVIa90Tf7Oo0CH1iDG/iueFW8ezGzaGVq0E6/MbK1WDj5tDwXvFCMu0uXhb6dM5+E3fxdlp/J50xRcXMfF6MiEX8BV8x8VkNC5bDa6uPR+bNN9AufiT6eEv0c18M2bx3LymwKya1KarOzDMYR3g8fc/x3kDNTuHOXIgr7YLo1/uieXdSv5YUHqRDy3njPRXI6TePKyY+GyVBwmAQoRfpGbyUvu1nniR7lOT1PCSNVx60+B50w/KA0SHhkKXTh/G9Kz88jGYVqEq5ff6JsC0mqGZqt1wIjI7pPvqq7qO/F064EOAHoouaaM4/EeBemue3Y9baD1SghqYr4e7JEWL6vIINS0OGB3SaL4m+fkun+YrhAUtD+I2Ih8snx7gS4E20kiI1D6ByFFQT430rgbvFN/AzSPNnSxaaVXxkJfzU3QKeQ91KWE/zr4p5YEvEyBQWygo00LIWbtkormPdakLaZvEtEc0Z0fsmITUvm/pKWAe3k9i1wEYB13AbHROQjm+d+/imx73rVkIMnO0CXk5818WE8nYStDFlh9tFxES0WPnL5cR/bCYiMlcDl6yG18d1Tzt9ah1ijiIVT+05YpwfYtvSCEPCMPadM3HfcmAubknKPI03RFeMrZBLshped9LDEaMhizsUFToND6ERlrQr0yF3vksYMewyKkQPIVZCGYz5FS4VJK2DbWGf7sWyuJ+b1AK7og87JgUJEZQLItpb+MW0QvcoztJpwlUzBckkNjtn8+jFpPbAJI/vJbPl1jOdWnP6PhQBtyC+Jwu6F6v4buJ7VzrOFmiWbtE0eQP2U8vptG8ColxUVEzCMxepdZMElt+E/ZL1xuGYS7K8qeG/X5aX5WXr5dL8f/9j8gF9QP8GUeza61AEgmgAAAAASUVORK5CYII=) 14 14, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 14 14, auto;}
}
div.testarea{
animation:rwdcur215155 2.6666666666667s linear infinite forwards;
}
