@keyframes rwdcur195580 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 13 2, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 13 2, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 13 2, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEO0lEQVRYhe2WS2xUVRjHf/fOdDp9wBQcSilpKbTATEvLo8bIQ0hAQQMa0PKQ2IVJFyaicYMmxoUuXBjjQgNR48oYN27dEBSC8ggYGqOmMRjTEILECBUhtOWec77vc9FOKSSYtKUYE//JWdx7vscv//O4F/5renrHjrqurq5l96peaqIJbcuWNaXT6d621ta4paXl5Llz53QqAPEkcoKZZQzeSqVSvU9u27bqvgJICBpCQEJARTrM7MzmzZvf2bB+ffa+AHjv1XuP954QAiGEtIq8Cny/evXqNdMPEMIYgPceHwI+BIJIQVWPd3Z2vr+8o6Ny2gBCCKHU3HmPd+7W8D4WkZeJor729vZHpx3AO0e1W8IMvxjnHG4UJHjfpKpftbW1fVIsFmfeawBk1HbvPWUux0Nlz1LUnfhESZwbccZ7RKQH+LlYLG67ZwAiEkRkDCLxCelUROusTjZlXyXnl5IkyZgjIYR6M/uyWCx+XigU8lMGUFUVVUSEEALOJ6gY6arAvNl5Ns7uoT3ejUvcGIRzDglhL9BXKBR2ja834Zuwvr4+C7ymIvgQyLhaGjNtlM9U4nKlLBXzQHoBtbqSyzcvMah/gBkGmFlVFEU78/n8inw+/83AwMCNCTtgZmpmqBkigpeEEAwVI8oG0jOEipxSP7uOQtkmnHMj+2K8GyLbzaxv0aJFmUldxZhhqpgqXm6OAAQjiiHKBqLyAMC15PJtjZvLHiMdciOnxfs/+/v73WQA1AAD1AxvNxExRBQJimGYxARnDCQXxi4s5xwb6np4ZekhVlQ8R5IkZ2FyHyMFMDPMDKeDJE4Yvg7JlRh/LUa84LxwcegHwuhx9d4zp7KJXKaO7Y1v8lT+vY8B0lMFuG79HBk4yKKrjzCvqoXcjCzZSmPI3WDAnwcgjmOaqjvJZWtBII5SVx6c88yxSQOYmQJxCeJ3/Y7zQ99S8VcdhexWGio7IDN4K0GVlXO3EkcpFIii6HTPkQyTBaDkAKMApXFNL3Bm6EPODEE+veS2+Mbc8pGNAxBxsvR+cntg9CjaHSDjdSX8ctvz3MpmxkLMTk0JoNQ4FzfxevtpupceZHHN3X8FylPVzCpvwBTMzKnZ2dLchJdg1G7FjDRZ8uULqZ2/kDXz93DxRh8/Xf6aQ79+wMDwxbGch+t3kYmqwUBUf3z+cHqoNDdhB3p7ezGzt83sUkwZZiABIsvQWL2Sbc37eXdjH2+sPcqWhS8BsLhmbak5InpqfL1oogAltTQ3pyuk4fH9haM1URR1AxujiPT4imZwdfg31JSazHx8EER19wvHsl9MGeBOffaE1QF7gG5gVQnAzBBVQhCCCGbW8OLxqrH1uWcA4/XpFm1V024V2yuqjaqKqGFmF/adqFowPnZaAEr6aMMwarZe1bqBLuDwvhNVu6ez5111YN1g5sC6wcZ/pfn/+if9DaCFvuj+Hp/9AAAAAElFTkSuQmCC) 13 2, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 13 2, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 13 2, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 13 2, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 13 2, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEBUlEQVRYhe2WS2icVRTHf9+XyUxeNhHbNCQkzavOTJO0TePCPmi0aFsxSltDW4pZCF0IVnFTF+JCFy5EXCgVFFciCrpx4aZULYU+qNAQUIIWNAupXWi1aJtJvnvPPcdFZqbTSgt5VQT/cDffveeeH/9z7v0u/Ne0b+/eltHR0f6l2q9qvgF9/f2dqVRqvG/duri3t/fsxYsXdTEA8QJixMzSBq9VVVWNPzEysumuAgQRFRGCCBrCejP7ZufOnW8Mb99ec1cAvPfqvcd7j4ggIikN4SVgYvPmzVuWH0CkDOC9x4vgRZAQcqp6emho6O0N69fXLRuAiEgpufMe79yN4X0cQniBKJocGBh4ZNkBvHOIh+BinHO4Ioh436mqX/b19X2Qz+dXLDUAoWi79x5zGe633dT5dpIkIXFuzhnvCSEcBr7P5/MjSwYQQpAQQhkicQWqSZOr2UqnDSOJkSRJ2RERaTWzL/L5/Me5XG7logFUVYMqIQREhMQXEFHitNDa0MGGzD7qfcdNEM45gsghYDKXy+1fFICZqZmhRQgnM3gfUIQo41lRX0v/PQ/TFT2Ed6HcF8WyNKvqp9ls9vNsNtuyOACzIkCC90IQxVJClBEytUpbQzctNohzbq4vKt0IYY+ZTXZ3d6cXdBVjhqliqqgGRMIcAIpVC5YSTI1ryZWbEvdUP0pKGudc8f6PqakptxAANcAArSiFqqJBMVM0gPPCr7M/lS8s5xzDLYd5MXucjbVPkyTJBVjYz0gBzKw8ZmWWmWlI/oyR6RgVZcYVKMhVpHhcvfesquukMd3Cno5XeXLlW+8DpJYCYLzwCc1/beS+6jWsqG0kU2PMyvScK6rEcUxnwxCNNc0QII6qrjyw6qlTCwYwMwXiEoBYgSl/kh+mHa3XB1mdySPxtRsBqgyufpw4qkKBKIrOH/46zUIBKDlAhQtmBsBlmeCyTPxjfUfjhrnGAYg4W/q+sB4oHkW7BeROWl3XQ3mJ2blFAZQSN8advDxwnrHsu6xtuv1TIFPVwL2ZdkzBzJyaXSjNzbsERbsVM1LUsDLTRXNbF1vaDnLp+iTf/fYVx398h99nLpVjHmzdTzpqAIOg+u0zJ1KF0ty8HRgfH8fMXjezyzHVmEEQiCxNR8MgIz1HeXPHJK9sPcmurucBWNu0tZScEPRc5X7RfAFK6u3pSdWG9t1HcyeboigaA3ZEEanKHc3g6swvqClN6Ta8BILqgWdP1Xy2aIBb9dFj1gIcBMaATSUAMyOoIhKQEDCz9udO15frs2QAlfpwl65T0zENdiiodqgqQQ0z+/nImfo1lWuXBaCk94ZnULPtqjYGjAInjpypP7CcOW+rY9um08e2TXf8K8n/1530NyRp3w61CeupAAAAAElFTkSuQmCC) 13 2, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 13 2, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 13 2, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 13 2, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 13 2, auto;}
}
div.testarea{
animation:rwdcur195580 0.46666666666667s linear infinite forwards;
}
