@keyframes rwdcur18420 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 4 5, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 4 4, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGPUlEQVRYhc2XS2xcVxnHf+ece++87PEjtuO4tuPEBJLiutBGqAoFNhWvRVGRIkCiEgs2XVSsWLFALFh1XR5CArEAqXgBtJsI0QIhj5JH85AzSUNqGnfiju3xZMYzc+fee14sCoE0DxyUFP7LszjfT//zP5++D/5v5JH/i7ICDwdb5eG0W/q8yNyx6sZq9fR+zAcFECCAhjLSMR2Vomf2lGbOza6bQwm9Sy+PbHQQDxZAADy8SLRnaMcn8lH0opAqUpIrQsmTSrgjFhbTvqX6gsA9MACAp94aKg+Xy99XUn45UMGgDFRNSVFxnjeE9yfTLDmvV96uLcyRPRAAPPIr16cOCKdeCMNoPgiCKFQq84K6977ivTslhDydYipJrrO8IKrJ/QUADvrJvNxQ3wuD6KtRGE6EQRhIIQzIDHzDeXfZOnPCO3sys7bSShvVl0c3OvcNAODg6tSTYRh+NwyjJ6Ig6ouCiEAovMdpYxNtTNM5s2SEPeFscjS19lLWbq38dqbV/G8Cq95/sPuFUl122SmQu4RX5YBQBiJACiW8VqHuUTIJ2632s84xL6yYlkGgPtwu2ulvSTf5dKqv/nzrgb0t8zO1h57IBeF3VFb4dCgK5UIhIp8LEFKQxJb2hqG7meJElom8afpQVxHmvBHmVSeyU0LaWm291dlKP7nFAYCpr7cbub6BSe/9TNoSA1lbKukVYU4RRhIpwWbQa6LiDVeKG3Y06ZgZa/wj3th9xviiEi4Z+aZL3v0alrs4csdXe3plfH9eRt/WrfCzppkbjGSB8khE36hCRZ60a7leS1hf7tFupFif4qSGXLqpSroqi6biAnPUaQ53N7j85pe4bVO7rQMA08+WmmHOjyL9LpMxmLR8kLTBapAKVMEj8gavND7IIMogSvFhlrPKDBnstNbsSTP2WsFD5cuo8nO0Wj8j2RLA0g+7evZ6XgvFlHN+p+75UtJ2JG1HllisNfhAQy7Fyh5WxZggwUhDqp3sdQg7dYY715ju/I3dnQrjrZPEdparVP6VjeBOAAhoXKxf3lYc+Quhf9jnbVm3dL7XUvS6klwHShMGF/XotGKatYT2uiVZBbMG2SbSdJG2R58VDPuQwEbc0rzuDAAc20vni9f0CSfco4Ri2oZ6PL6OdAYi70gjg9YZjTOa5qIlXge9Cn4NXALe48jT8AOcYBuvMMZ5Fm5u5XcFQEDzYutKUfQf9xFzPu8GNa7Y6znC0JM0HPE7lsarnt5ZsAn4BEgBcETUERwh4yViDrPAGtz8I+4OABzbR+epi8lZ6+QpH7hpl7PTWcvLLAWuezoXobsI7t2bwB05OpR5mzEuMUXMdiY5QJkCdd6iycJ7IHcM4b9r6jkXW0teWzuTpn486RGlDpIO9E6DvQA3YvVe8YQyTUZYZzsRg3yUIo8TMislpXA7md1Fl3OYLQFc/QHZtm94h2c00+zMNIOZQWSrYM4B77yveD8ZQzhGKLGNWcp8hH72iAKzQcRO5egTJdbdUdb+4xP8U7bAsm1y3EvmZZExYsq2Dr55o7ghzyZlYvopMswgk8AkDQapUkIKxZiIeZI2k95ieJ7lLTkAsPoj9MCzGKMZzjJmsxZD+gLCvwmkGPLUGeavDNBliDFmyfEx1pjjD+zjEDNUxABeSCZcmzEXk/cxZ7bsAEBSYMW1ed0aPu57TLBBHx0MBdYY4wgjXEKynwngERzzLLGDlyjyO/L0uYwVImZ8gzm/ygSSx+5pFK8eIMFzyWYcd5tUfUJGxBrTHGaOH1PgzwwAo0h2YNhGTD8Je/5xgSd2gk0fAikBCYP3vAusaNZ6VzmW1qi4HDX28Rqf4kVe4TXKNOinToTBkkcwg+IxlpknYy+bPE6D3dRwJMT0qG45Aze0gDXDhN4ywDhL7OaXXOB1ruJ4FE2RMRRzOAbIMYhinoxP0uILXOMzLDLGZbqknEHz03sHANhJF88VFMcpcIVfoQGokHCAlIAhMsZYo8Qy/SwxToUxFilSpUvCWSy/4DccvacQ3tAhMqAGtwwajjwVLD8BrtHlc7T5EIY8KYaYOpoTOH6N4Y+AeTB7z/NECMbRTGKZIKVMhiGlhqFKTJXfswl3mYjumw6SByLAsUbCnz64vXNL+jtJECUTixB6tQAAAABJRU5ErkJggg==) 2 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 2 5, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 4 5, auto;}
}
div.testarea{
animation:rwdcur18420 0.83333333333333s linear infinite forwards;
}
