@keyframes rwdcur200280 {
0%,8.2333333333333%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACp0lEQVRYhe2WT0gVURTGf9k8kYgIkhAXEhEhJiEtwsKITFMxchHRKmiT0h/SIhRcuGgRVAQSFGG1kKAWYqCUrzItC6RFC4kIiRYVEVEEERLi3PudFk6vl/Ye4uPZIj8YZjj3njk/vjmcubCo/11LZgZi194XIK0DnoWNa9y/AFgOfEWawvQY0yDSg/DI+vEFAYgghpAqMYEJJDB9wPQQ7+5jGg5byj5nE+AU0nmABIR3yXfh3Qu8u4WpM2zbOjVfgCBFfAA4n2LtNdAP9JGTMxqeKtd8i0MKBwBiXW/fAUUzHPiEtCU8Xvo2k6LJykmzNvBHD0yrANNIrHNs3UIAxJOebwIuAilCGoldeF6cXQDTMDAFTAJNmPYDU5gACjGNxM6OlmYNIGxaO4HpCdK98Mj6ifBYyW1Me4HJ6LOsxvQoOPN0U1YAAJDiQG8CqnnjHaQGTD8iJ/IxDQWnhzZnB8DUj6k/ORSe3PQAqR6YMBmYVmIaDDriFTPTg+buFUFzd9qGTQsQHi1+Ex4t/j4r3lr+2LyvwfQdCaQVmOJBe1/ljK27Me2eN0A6ufZto3hXjelb1BPLMd0NWnt2JTaZ9mKqT/eelINorgo64mWYBvEuH+9AbhLv9uHdMKYv5n0OplX+cuOPv+XP24FfcqfrxvBuB6bPkRN5mHqBS5iWAXlAVar8jAEA3JmGl3i3HdPHCCIX08GoScFUl1UAAHdu33gE8SkxwuHXKK9NlZd5D7T2gKkcqQG5PUglmDDvf//Kp88TG3zXsVez8jMq3tabi6kF6QCm0qjQn9fvWC0wCyBjBxIwJ24U4l0VpmqTVSFXkCgOYBr2V4/vzBpAspYevgKwEakKUw2mCqQAWOWvt0xkHWAW0KGLuUgVwLi/3vJxIWoualFz1k8QYZ362N2u6QAAAABJRU5ErkJggg==) 15 15, auto;}
8.3333333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACXElEQVRYhe2Vz0uUURSGH/VTRFyISbQKhRYiIS4kJMxIFFOpKOg/iEoKE6lIyaCCqI3QoigtooWLCLIf6IBTRibiqkWLaNfgKoKkhYjM3PueFn4TmjqKM9OmeVeXczj3fe7l3Hsgp5z+d+VtlCgcil3BVIUpCkwmzu6Z/9cAR4FXmMAkvPuEaQLvophmEj118ewCPJorRfqJqQgTSCAH3oFpAe+mcPGoeT/h+g98yTgAQOFQLIqpZRXAShAXnzfvx5F76K4emt4OQLBJPgK0rBN/CdwlL3/a9e932zFOKn+T/PiaiAmgAfiRuNyQlvmmAInTlV+BWGgsYLnxpF2YPhTemanNKkBoPI4EMIt0HFgKMxWY3ge3PtavVxb0jhRnBkCKhKvnie6945iOYFoMocqRiwbXow3rgA9kBsA0iWkJ0wuARE/dW0ztmBZMBlCGFA0GxpqSJUHvyG6gN+h+UpI2QOJc9SKmwcT5mrk/sYv7pjC1YvqFBKZSpEjQN5p8MSeQioHmtAEAkG6uAbvSOIt3rXg3H/6WJUhvgkvPOjCdBMDUudnWKT+irSi4FqnFu3fIVeAdeBdHLsC7fPM+5u+dqkpVv7UbSCF3o/0zcgeRvoc3UYSUH64rC7oeVGcVIOgbDZB2IjcbzgkwETYoQEfK+m0bD4w14l0XpsOYysNmZCVEOEM6gcGN9kmrB4K+0Rq8a8HUhndNeFeK3PLpk4PLFMe0ww93L2QcYBXMhadFmBrM+7Zwgtav6IVjfrj7dVYB/lbBmftlmJoxtSF98497bmfLK6ecckpLvwGvXGZXqve02gAAAABJRU5ErkJggg==) 15 15, auto;}
75%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur200280 0.4s linear infinite forwards;
}