@keyframes rwdcur111697 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFI0lEQVRYhe2WWWxUZRTH/3e/M3NnaadzW+i0hU5poYAgIEILBLWJaCQgDwgPBiURAi+aaBQ1MdGEB4kaE8Vq4pIaSAExgmFLWNrI1jJFthbaMi0dSmfaaafbLHeZu/iAJI2hdqbEBxP+j993cv6/75x7z/cBj/VYj/V/VjIxyh5v+mrzP9cTcjQv3RzkIzJovDmV1HTF9WBh/9lPXP0jd9l0E1CP4p69OFoZ7G+sbbhYLzy/bK3l5Km61hVryneHRgJrD/987kA6OSZdgYP79pJDg1I1Z3HzbXWX3vL7L9V8/s376yiHvCHcEwqkm4fOxPS1dUvZO3d6DElWjNp9taJ3SWhOlusJRGM8pheOOrpunP7VbS+CkEd3p5sz7QqsXu6rkJOJ6qXziy5mu2w7BJ5qc5Hz0Hw+iFgyia4eJ/443wNGYTBPfPZYunmJiQJ8IscLdnvVskUlAkEYmyLDeqdLYFb62+NeQbA5GNsQchwcvKID/qsqSkrLWn+q2TMrXYAJW+B2Z5WUlU7f5PHOWBGLS6zIS6u6giG4soZhc3LgqGw4shKYO38BZpa6EEkwaZ/+XwF8IseufK5qs93N7VxYPjf7l4O/YzSuAABM08SURSwoIY7oNR7ZHkEdpbtZm82OKYSxwidy6IgoaQE89DesqnxS3PLGq7tJAh+klJTlyPE6yIoGgrjfMYfAYfXG1eCK4+jsDH5WOW9J+EL9FfewqqHAnT/NnSMWX2hqPjSpCnz0zpYKTxb/m+hkxJtXOxGJ0cNur+kKd+pgaAokSYKlSZxtPIxULAt8OJdt7Tt3uvKphetbGjuMQNIfYgh+VVrHx5iP0Cdy5LbtW1/KcTv394W6By42+H/s7YuejilEnstp30+RFEjyfrhT4ECzJgzYUOTNHZWSyTWERV40JUf8tOVq25cUYdbVnrh+JO0KVD1d+m7F0sXbYKRYv7/pi8tNl6sbbkbu+USOLyqeUScrCpKSBAvPg6JIJOUUWM0cFpyU1nyrI2fmjMLjw9HkVtPJxodGpKMnG9rPpFsBGgBONbbvisVi3w8MDA53RBTjweb6jRu23w0GF3f39IG1AHJCg5oyAJ4HTZEu6BI8Lh694TBfUFhYnZfrpjs7g8b4duMAAEDjzfDg2I2Z+fZp0mj/eyOxJCkrKliDBs+R0HUDipoCQINjVeR4csFxLPr7B6zt7YE3OyJKfSYAD52EPpHzls8qvn3leqs4GI3CNA2kNA2ymoKa0sDQFEzThCQbuNFyG77iYhTke1A+e3ZXJubjAsyZXVwo5hUky8pKYQLgWRY0SYGlKbAMDcM0YQLQdB02qwW9oe54ZFDCtML8TP0fDnC47taFQFvL63ZOl2VJ/tY0YaQ07UNF1QIpTYeipkAAkJQUdMNAa0dIgGmi6+69jAHGnYR3gqFDmmG8EE9If+omMZ9h6J0kSYImCVg4BrKSUmmaZgGAoihIiRGjR1GbMwWY8DKaUzL1RYuFP8qxNIi/w00AFEmpsqqyPEtDFD3IzbEf+rrm2MuZAkx4HTsdNo2hqHqSIEEQhKYbZhdFUdB1nSUA0DQDXddhdXg+ztQcSONJ1h0e7LBy1F6O4wSYyNU07QdN15/RdJ1gaFKzWq2kzUKd+W7PkV2TAZiwBWNV4s1m7XahhqbpDRRJwtD1t2VFWU6YxtZrgd7Ifw4AAAvKi85zLFMBmAf6B4ZeMdUEOXZ6ZqqMX8XZThvPs8yJ/oGhHYF7g+ZQQjcnaw4AfwHl/hvBvEigIwAAAABJRU5ErkJggg==) 21 8, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 21 8, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 21 8, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 21 8, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 21 8, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,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) 21 8, auto;}
66.666666666667%,77.677777777778% {cursor:url(data:image/png;base64,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) 21 8, auto;}
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88.888888888889%,99.9% {cursor:url(data:image/png;base64,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) 21 8, auto;}
}
div.testarea{
animation:rwdcur111697 0.9s linear infinite forwards;
}
