@keyframes rwdcur59836 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD60lEQVRYhe3XzW9UVRgG8N8dajsZamnGArUSrCQo0RRRDAIiRhMTAmGBYWNMNEGiG1YsSCRxwR+gLN1oNC5cqIkxRkM0fkQQS6IS60cQTUVSsLYV6lDHWsodF+8ZisXotHysfJPJnTn33Ps+5znv+zxnMlctagUsRhuaMILBpiucVEoGi1BOAKRr4QoAqBVSonZMYAhFdKEDY8jT5OJlBlBrEivtRjMKWILjCUQZJQymByZmA6AZ67Bc0FhBH3sOpuTrU+Ict6XvL2IggblZsPM1qjMBsJrNjzH8KL2lGLoXC/E6+qu8e4CVI1w3loAcFZQvEkXXirmChVa0ZY0n96lVD7B1B8tuZ94Cfi5ydpKBKt+PcqiPb+Zg4xBzFqRn92FvWnU5MVitM1doEMA6sPct1jxIXuPgBxQKfP4dh1oZuIkdG/EnzhXTc0fwoaktyTEqaqCCfGYMTI+3f2XTU9gsWK3geqw8TtO3eD+B+EF0wALRGZMJzBeN1kAv1iQmJkXx7bGwnN79x8tUR7mxi2XNNI3hK1EDn4lWrKSVtydGhlCZSRH2pg9sBb+NiG09fYgnjgulK6c5H+NUJM5yavXklcTCKIqN1sC06OkB8zowH+W7heIVBUMTYk+kMQEiO0U2RDZKBvksATzdzdr0fQTtJaEL42mwIirdBWP/FLMFMDQ29d7XcHhQFNtRoXrHUuJ6wV0QtSZqpZDsbHKWUvxjldH06tXYNcyuV1OCoqj4etuVqVXIqtQ6hADVwYzMEsAzZ5B8rnf6zVYXrVpbcsbWaeMdl9uMCqbslyjA1egULdiXwBXE9jTPsgamx465cc3qtNdjhSln7MQGYcudwh/aZmhG54VoWpycZOduThfYeYBnj6QbdU2oirZcKJio/z7ZKIBpUrwWWzhBeM2K3byCa0UDbL+P5/vQLyyzW7jiGwlASWzPokYBhBntP0OeMzzMR79z+hwbVrG8wB1P0pLx0G7cukWoYC7UcYVQwRwvCCnP0TqnQQA5tvvyE0rdtHSx9AZk9BSYP8rRPp57iaG7sKmfUjmt/BZRA/1CoDrxC87hbKNuSGzDI2zbxpISb6JHMHwnzkwyuI9NXRTHEgMDaeXH0nWx2P/9QkKHZgKgHulI9s7DtLRzzThLC3QcThb8eJozjvdwj6nTEPyUgA1gZDYAUtTWi1Y6JlZbj42YJ2g+kObcnwCdEGfBQVGElwKAdAru9nfxIax2XNDdZOoPSVV0A1FXA5eohNlk8vkuoW4wGHZ7HmRuyh0vFL5xsoaPZP8RtYKgdCJAXXS/Pd2vA0hnw2z8MgFoJGqtojhzVMkmrl7u/+Nf4i9dtSe1sDgyewAAAABJRU5ErkJggg==) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADqklEQVRYhc3W3YuUVRzA8c/OjtM0TtPsartqyYYuW7i5JPmylZKsFwVBEAleFEQREdFFb3QT1IV3BQUR/QcieVFQQhGEXQhZbauIpahpLRa2LbIt0zaNs/N0cc7jTpIwu05rBx7mmfOcl+/v/cc1Hh3//RVJBjlkUaOjtogASQnb0cAZXECFjkq6ItuGS/JYgW5B0ikUcB4PYUMEOIAjcU+VjvpCAXLYiiGe6eWT5fRPsbafTDdO4Od46Tb8iNQMZUzH93kDDONRPBkkvA+bcQP+RDUKXi2R/wjLsCZefiAuqKKIGRLItAowjC9tHuHhFxhcR3Ulp3J8mGGkwhuFuPSPO5keo2djlHgKk1ET9QiURQ9qmRYBtoK3P2btDhoJ3x7lrwy/z4ZjX7/I/Uk8/+IQhnAuSKuBCmqCCQoRrtCqBg6Ce5fGvzfhed69g1NHeGsGY+iL33rf5+ZPMRA18H28uCw4bD0++VYBDuHuqIk6fV1kXjO7FL3IjvLKHoo5dh1jx9EodXeTxGvM+Vw+gk3MxwkPxQejO7mHn2ooIVvl8AeYiIenYyb+liJEmoRqEW68VR+4fKzjHUZyOImzlXh5/Qrr0/mCoIW6kJTqV5eIVsCLSL5mtBomk7p/hncaHmVBE3XBOcdxoQ2Z8BuYbZqomJM0F5+iYPNcxM5HiHIbANKRZOhoxMOr4T3JR5iiuRBMzVHGVJsAdndhI0kqXZVkNF5WaFrY7KA52lKMRrC6KGSgftyI41gnZLuiIPn5fwEptQGgWUAXhExUxHosF/LBpKCNVEPH4lzLtYBQD2IigsFYT77CAzX27qJUYnCCWx8XKlVaA8YELcyYi4SGeYRhKEZexV5swSZ+gbvw3LOhOj4oJMxLY1V8CkK4nDGXnCZRb7Ujehlv+qzCdbOcnubEOYY3ceQLNvSxrIfflrBzCisv339ewN0vqGxaMEOms0WABp7y3UHKPSzrpXtt+LJ6FRMNDh/nvUNMVrD6NJ3dTftP4HohFDvxQ5xfMp+ecJhHnuDsY2wrcFvkWolbcKzK7H6GPmdLHS/h9rh3n+ALvwpmGBd7g4U0pTkOPM3Mei4WQk0ZyJLbTddpoeqNYDAClLFHyITZCFIVaseC8kCN7fuEGh8bgeZWO5mOEs4IaXl5/M2YC8fUEa+mLU+usD0hxPuAIGAqeS7Aawj5ImuBJljgSLJCgioJ2sggu4gARO2UI0gDtUUGuASSF0yy0IaobSDXGuB/MP4G/5QLAeNYYQQAAAAASUVORK5CYII=) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur59836 2.6666666666667s linear infinite forwards;
}
