@keyframes rwdcur110854 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 6, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 6, auto;}
80%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEaklEQVRYhe2Wb0xbZRTGn3tbyi0UukkpZUVAKIV1wCibOhxMYGTr0DVMHAlqspgYDBEhmSyyIRo3YxZZJIvRGAMLwYXEzWRDCLLpkEzBOCCMwhj/FKRQ/hQpyFqgvb2vHxiFxizGcMsXfb7cnPvk3ueXnPOevMD/+q+LepSRm5ubYDJNHmAYb3Z/cnLLu2VlfVsGkJeXd1KljimPT0yi7Q4WNdeaMdHTXHv67eI39fqjc54AcamwsCg1IyNjcWVlhdgWjMQy3UMmzfMk6o3LJP2w/ucrV6+K+MwTbCyabtykm5qamr28hHJtYiIkYgq/jwwjMnInpmdYXJkVh4w1VU4Zx8ba+QKgNxY/NDeH2u0r4XK5HHe7uuAfEIH4JzMBSogUjQx0kAoLguB8vsL/BjA+Pi5xOBwwmUwYGhp6+HZ1TDL2PI6KFCX+kIRpSs6USjwCcOSIbtg0OTmuUCielkqlto0eRQFPyLww5y2lq6urX+ALwG0GSkpKhD299/a2j7GFxlm7fGqkDyHKYIjFYtTXN+B4bS8oxxK2M5KjLz//7LX29jszmwVwHUPG1x+CgLCvuIyiHFA0wEhAMRJwY90gi7OglRpQAaGAYxlkcRaHzNdP1dXVXdgsgKsFB1MPvOJ85kQON2cEcSyB8pECHAtqWzDoqCRcjO1Hqd9tEJsF8N0Gg8EQttlwF0BlVRXmyWPn4O0DWhoEWqEGKBpkxYoTjAHduveRrr6EHO1naEi5BSxbodFoWN4A2lpbn+pgVOFkagiUXLXuOp3Ijr0EwpkgoIGQIBqRsgaUhRhgtVrv8wYwMDCYTTF+oGRhq+P+UGTRjB1yGqEKGgrZareCAmioJG2w2mz9vAFM24TJsNtAy8LXHUKQZutESJDbQQEhQHuPeUan07XxAjA4OChiA3cmEts84O27HjTZj5OZDRB5uX/Q95sTvwwrPj139iw/M1BefiF+yj+EoaTB6+GjnaiM/RDJWvd0s4XD+Spnh1arPc9HOAAIu7q6NIjeBVoeAQDgRjtRIP4Az6UwWFsTrBPo6mdRc3OPYd9hXXZxcbGdNwChUKAg8yYQPxlgteCLhM+RoBah5OISokJpODmgeyjQ1tqLooqKgtpjWVm2f/7tvwB48OBBGLazgMgHqrs1yHrVCi+hADHhNF4/zmB5heDFEvH3oyP3Ko9lZfGZDQCg5YodERD5gFgmsDBjBOskAABu9YGRCQ6UWPkd78lrAH0Dv0IQnQKuvwXTMZlYWl7t+9o6+KlbvpyWlva1xwASYqNNnOk+lJZeUGIpzBanyzRbODR1BF4vPXN6ymMArMPxic7aUhO/K+Yj0AIMG53gOMDBArWNQlu4Kv49T4W7KS4u7hDz0sfknYJUMvJtAIlRR0zr9XreLh6PkmvP5ufnW0xjc6d+tO+mpu7cYimJdl9jY+NtTwO4Sb17/w2ftxrJ3szXprcq0+1OmBCt/JI2dmPBNGjYKgDhxiI9/eBla/03SX1/jtdvFcBfb1WpEfNISAEAAAAASUVORK5CYII=) 3 6, auto;}
}
div.testarea{
animation:rwdcur110854 10s linear infinite forwards;
}
