@keyframes rwdcur39815 {
0%,4.0666666666667%,100% {cursor:url(data:image/png;base64,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) 4 3, auto;}
4.1666666666667%,8.2333333333333% {cursor:url(data:image/png;base64,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) 4 3, auto;}
8.3333333333333%,12.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
12.5%,16.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFJ0lEQVRYheWXXWgcVRSAv7mZTjebcZtu47KWEEJ/QvAhbZW2RINVVFpLaxsoeWhL/XlZ8UURf0CwBUt9kD6oTy6ItCpWBP9aoaW10lZIpQYJtlnSEmOyFBvTzZIum806nb3rw8zdvZlOrIL64oXD2Tlz95zv/OydWfi/LyNoqKZScf/jtJFOy/8UoJpKxRgefoUrV1pYvXqItrbvgUtGOl36twDMOVeFgl05e7Z1N7R0XbvW2gcblq9aNVLdtes0tn3BSKen/2kAVQEBUO3ubp05f/7AFoiXQJpAF4jd4N6/cuUo69Ydx7b7jXS6GHRUTaUsIOYn5QIFI512/gqAUFJdtCgxe+PGgU2QKMOc/ncCz4DbvWbNJbq6viASGTTSabeaSsUplXoYHl5LJpO8OTNjLmhqcunomKSz8wdisXNGOp2/HYAJiAIk7oD9D0GioG0SgPSB7gPxKhTu2rjxNC0tGQYGek9dvtzxOYgs4IC0QLQBj4N8bPnyEXp6DhuHDw/OB2AqgBMQ39jYuO/R2dn2XKACgBR+gCjwFsS6lyxpfm1qKn8SCj5nrf54Wu4FsW3r1hy2/bZx5MiPQQChiXkIXKLRYgyEA8INiOPvbQbLhNbnpqaSY9Aeh2a1p6zt3w5iM/DhsWMJ+vufqq5fnwgDqIH0A1hWMR4S3AVT6R0QvwDRkyBHIRqHVsByNNAtIF4G8SKIN0B+Nj6+jHj8AVXt0ApkQeC615NA+dbAwgXTBNEOzSdBSBDTQAkswHLBLINYDeJ5P/gJ3//HYJLJrD0KUR3ADIJUrl/Pd/g2v5dC1uYQEl6wSNa7LyNexk7Buy+kN4zySeASCBOkC4wCs+PjyU3Q7OXn+dQPIgGY38Jkh7fB1gBq7TLBLIFZ9IZM2MA0lJx6EnJMA3Z9YwnIgRWBiJZwvRRqfQT5FZBv8bORWnVcECUQvkEAwgJ3Ekr6jOha+jMhPFiZ8cDMeQE+gGIzZLsAx8/AFwGICc/uJOp2WQyfl9pAOiCSIBY3NeXerZdf4CeDXy4lZGBohxcfx5Oao6LX2/IjflmLEGmBmL7HAVN9VhB9AEJc/MTjVhUQDar3vl4ANPwMs/tg2SgkfwPDBrEIhAHGDBhZqOyBxnFYMATGnbCwAr/PQMXPoiqhChhlYAOIg/DLfsc5esbjrihpAHSIBh9AtkH+JYhtg0ovFDdDoRfcODSeAqbgZgoWjkLDZRCLwSzAjAtSQtUB4yZUe8B4D6YuwqdPQFYPDrjqKLbwplOXaDvYrWAXIDIN1lKwD8LDb0Ln1yA3QeRpiA9A5CdgBCauQtECuQLYCe4eyJ6Br3ZABq//JV+XAUc9jBSA0lHtOqpf74SlfdD7LMQmQLaC2QfRPRC1YfIq5G1wkpDPwdBeGPwSJrWgc0R/GupVCKtITd6He3Pw4OvemSDvBvEC5Afg+BjkgfIgFH6Foj/HocFVBfADKgi9GnpFouo6DpF3YL0D90yA2Qa5b+C7QzBW/+HUAocBKJurAEwNQAdRMgcA70SztkMiCuY5mB7xspXKcUgwJ2BzdAChQYSBBNug7tWOVD+4O0/2waqofa6pfVlqToK2oFjUDxQC+4MAQVGHqyTEgXLq8ucAc04z6g8f5TwMwA3zGwSA+gNMcGtQpVVr9Bao7+ptCAuuQwT+F9Qh5DwQwSz194mw++WQBKQW59a/ZoGlslPlDg5psAI6gIIIa2Ft3Q5AB6m9ugW0vsLapey6/tsAQQj9ZTYMIDTbsPUH2PdRmYi/cVYAAAAASUVORK5CYII=) 4 3, auto;}
16.666666666667%,20.733333333333% {cursor:url(data:image/png;base64,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) 4 3, auto;}
20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 4 3, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 4 3, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 4 3, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 4 3, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
50%,54.066666666667% {cursor:url(data:image/png;base64,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) 4 3, auto;}
54.166666666667%,58.233333333333% {cursor:url(data:image/png;base64,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) 4 3, auto;}
58.333333333333%,62.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
62.5%,66.566666666667% {cursor:url(data:image/png;base64,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) 4 3, auto;}
66.666666666667%,70.733333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFGUlEQVRYheWXX4hUVRjAf/fs9TrO3mbXcRkmWZbF3GXpYf1TamuSRZQWYm3IPqgY9dBUL0EQQVBC5ov4UEHQpRCNyAj6J4JlGWqgsS2x+GdYZV11kdzW2WEdZman691ze7j3zJ69XrOgeunAx5lz7nfP9/v+8J078H8fRnTDz+XS4c9Jw3Hkfwrg53IphoZe5fz5FpYuPUtb20/AGcNxqv8WgDlrVSrZ08eOtW6Flu6rV1v7YO1dS5YM+1u2HMG2+w3HmfynAVQEBIDf09NaOXly5wZIV0GaQDeIreDd39ExwsqVh7DtE4bjlKMH+bmcBaRCpzygZDiO+1cAhBK/qSkzdf36zvWQqcGs/HcBz4PXs2zZGbq7vySRGDQcx/NzuTTV6hqGhlaQz2dvVCrmnMZGj87Ocbq6fiaVOm44TvF2ACYgSpC5A3Y8BJmSpiQAGQKtBvEalO5ct+4ILS15BgZ6vzt3rvMLEKOAC9IC0QZsBPlYR8cwq1fvM/btG7wVgKkAvoH0unnztj8yNdVeiEQAkCI0kATehlTPggXNr09MFA9DKeSsx1+9cy+I9xobC2zc+I6xf/8vUQChibkXPJLJcgqEC8KLiBvqNoNlQutLExPZS9CehmalU4u8cwJ4oVLJ0N//jL9qVSYOoA5yAsCyyukY4x6Yat4E6X5IHgY5Ask0tAKWDi21+TjIzy9cWEQ6/YCKdmwERkHgedeyQO1mw8ID0wTRDs2Hw8MngSpYgOWBqSCiMJ+AST6/4gAkdQAzCjJ97VqxM9wLcylkvQ4hExhLjAbPZSIw5paC5+ocVT9CgJTACDB1+XJ2PTQH/gV6eiMSgPkDjHcGCrYGUE+XCWYVzHJQbMIGClB1ZxvXIRBBlCiAlYCEBjoTCjU+huJiKLaEnkstOh6IauAVIlzb4D0K1ee0GtFnGaZDBLoyH4CZtwT4CMrNMNoNuIGXSgQgxoJ9dyGwHNgFcgOIgZvrpV4LLogsiPmNjYX3Z8IvAKFSIDUhD2c3wX0Hg8rWawQXOAW1t8AuAAchcQBSQzCpeVNPgQgd6AOJEKc/DZaqXYgGlftwngM0XICp7bBoBLK/gWGDaAJhgFEB4yr4T0HiA5izB4wmmOvD7xWYDr3wJfiAUQPWgtgNF3e47oGjQTlMK2kAdIiGEEC2QfEVSD0B071QfhxKveClYd634F+GG1th7kVoOA9iPpglqHhB1fsuGDfAXwPGhzBxGj57GkZ144CnWrFFUJ26JNvBbgW7BIlJsBaCvRse3gVdB0Guh8SzkB6AxClgGMauQNkCuRjYDN42GD0KX2+CPEH+q+FcA1x1GSkANSe1dVJfb4aFfdD7IqTGQLaC2QfJbZC0YfwKFG1ws1AswNk3YPArGNeMzhL9NtSjEBeRuuyBewrw4JtBT5B3g3gZigNw6BIUgdoglH6Fcli3scZVBAgNKgg9GnpEkmqdhsS7sMqF5WNgtkHhe/hxL1wKDbqa4TgAtecpAFMD0EGUzAIg6GjWk5BJgnkcJocDb6U6OMaYG9lzdQChQcSBRNOgntX7Q2jcu4X30agoPS+uEXkxe1GxmGkoRPSjAFFRzVUSc4Depf4MQOnp17nUDo8D8OLOjQIQKumH6kbVrFKjp0C9q6chzrgOEflfMAMRvdujIMqI/j0R97wW44DU7Nz81ywylHcq3NEijUZAB1AQcSmsj9sB6CD1T7fIrI+4dKl9ff7bAFEI/WM2DiDW27jxB618S9y49gMoAAAAAElFTkSuQmCC) 4 3, auto;}
70.833333333333%,74.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
75%,79.066666666667% {cursor:url(data:image/png;base64,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) 4 3, auto;}
79.166666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 4 3, auto;}
83.333333333333%,87.4% {cursor:url(data:image/png;base64,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) 4 3, auto;}
87.5%,91.566666666667% {cursor:url(data:image/png;base64,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) 4 3, auto;}
91.666666666667%,95.733333333333% {cursor:url(data:image/png;base64,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) 4 3, auto;}
95.833333333333%,99.9% {cursor:url(data:image/png;base64,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) 4 3, auto;}
}
div.testarea{
animation:rwdcur39815 0.8s linear infinite forwards;
}
