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20%,23.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAEAAAABACAYAAACqaXHeAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAG3klEQVR4nO2ZXWwcVxmGn+/MzO56/Zc4/pVTZ2uqJnVJ1SIhGVSKhJAiqLgBIbgMUUDyRSm94aISEheImwgBEtVK/CQVVKICCaj4kQJSQbmASARI4tLWKIo3jhPbSRzba3t/Zuacw8WMd9drRyryuAg6r3Q8ux575n3f833nfOccSJEiRYoUKVKkSJEiRYoUKVK81yDv6tuKpTHgGeC4hx3rUrZvw8j9AJkDpoELTBXm3k1K+29AsZQHTk1kwu++6Ttq1NU8kdWMeBbPQiCwEAhX6w63QoeJjDZv+u7zwFmmCpX9pre/BhRLJwcdfc4R+NKBGp/vqXM0oxGBuWqGI6UebhTKjHX4WAszvsOr5SzfX82hLdzRzheYKry8nxT3x4BiqWfIMefXDZNfOVjnMx0hH+ipbfuTina4XvEYzwfkHb3t3t/KOX5RdfnOSpZuxcUlrU4wVSjvB1WV+BOLpeFjmWBt0NWTV8dX6A9cfrKcp93rvKN5f3dth3gQXlnO0x+4XBlfYdDVk49lgjWKpeHEue5gtVcUSz3HMsHagGP57UNluh3LpnbIKosr5h0/JrSKuhE6Hc26Fp692cNdLbzte71JR0KiETDkmPOe0BAP0Ono/0g8gCuGzjgyumMzPYmenyRfSNKAYunkumHyl4eb4t8JrAhGBB23UBSh2t46XOFnD21QNkxSLJ1MjDNJpUCxlB909ObpXp+BwOGLIxuNHmyHJRK97YpgpXl/O7Uojc7eyrPsas6uedzVTmdSU2RSEXDKEfh0R8iNIMr5dtitXlYq6mmlCOMe10rQoqLP8TW6F913HZgNFJ/qMjiRL6cS4p1MBEz86Jr+bE9dfX2gEj+yaYAVwTSugpGtHo9638RXiH6PtP53K1FBrOGbi1l+teaFM6fe5yXBfe8GFEsFsLNvja9wLLs97LVIi3BpiG2/EqdAq3DfKu7VFEs1xc2q4lpV8bG+kK5cwORMJyBHkiib3b0+AHh61NUczTTFWxF0QzQYUQ3BpiUiovxXrAbCUs3hVk0xW1FcqSp+ur1u4kyf4eFuQ5cLQ65hKXSeAV7ZK/kkDDj+RDYqb6EpUrf1vIm/WwGD8M+yx2t3PP5QEd54wCx5UISv9Ws+PhTSlzWItWgUE3nLUpnjCXDfuwEedmzEs8xVM/RlNVnXRuJFRUZs5X2LIZdXPU7MPjiFR0X46qDmo0OGnoxBsAQIdaO4X1MMZMAVezjcK3kSmAW6lO3zLBwp9XCtmkGLwkg80jeiIR7ZlXBp5cHiH1XC90Ysv3ky4BNHNPmcJVRxbSCK6xsOH37LRVkhr+jfK3dIIAI2jNyvC1wb36AvaxoFTXsqaBGurHo8W9r5yuOOMDVsmBzW5FwAIYjHZ2n8sIz0wOuPG166I1QM9/bKHRIwIEDmFkJhNB82xOtW8S0mTBwyTPcG3K8r7tWFxZqQdeCpQUPGjabB4AHvEQTXg0HXsjQvhFbm98odkhkEp6drLiHtotUOQwyQ8WAwY+nvhkeFxowQwK5TogBiIa4SEISZqAacToB7IgZcuB0qZnyH8Q67q3jdlgpbZmgRbKM4imYQ2KUQkki4spYbVbgbhcmFBLgnUApPFeaOZY35+ZoXi3daFjZRa/8eiBDEpXCghEAUQVz++vHn3ZqvFL9bhkKHhEntHSayFni77jz/8rLHP9YyvDiTo47aRbiKR/RWI1SLIVvio+++ilogQg3Fty4b3lgWXluEUpUXkuANyS2GzmqEX28qDmegalqXuFuLnOZ01rrY8RsmqEZk1JXCl6jVlWLTCAM54U9rlrhm+mFCvBPcESqWTubEnPv94z6jHc2e19KMhjAujJrjAs2SmebaYKttERRgoWJ57pKPbyTRjdJEt8QO/WD2L/2emXz1MU3Oa9ngaBHfnhoatleMyA4DaqHlxb/XWfO5WD5d+FCSnBPdElsO5URghdP/cinrSOBGqKijGuIbOd9oatsY4ItQQSjraAxYNfCNqz7aQjngRJJ8YT+2xYul4YdzZsEVOHMU/nhTMV+HLz/pEArbBsFGNCCE8SLJIPz4r1X6c8JTj2R46WoNYywLFUaYKiwmTXffzgUOevZ8RTP5uSHh6V7hkYHmiB+KsKmFW2XLoQMOjrtlRJQO1++EXF7RvD7vk3PVxXXf7tu5wL6fDB3w7DkFfHJE8ZEhh+F8tB12ex2eu1TjzAc7ONDrEAC3K5ZLiwF/ng8wwIbP/+jJUCvis8GxvHx7rmLcgxkY61L05hTYqBpcqRvmNwzlumWo0wmXNs0L/F+cDbaj5XRYCYezDv11zT1jmee/dDqcIkWKFClSpEiRIkWKFClSpEjxnsO/AXa3OxctVE3oAAAAAElFTkSuQmCC) 31 31, auto;}
23.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
26.666666666667%,29.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
30%,33.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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56.666666666667%,59.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
60%,63.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
63.333333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 31 31, auto;}
66.666666666667%,69.9% {cursor:url(data:image/png;base64,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) 31 31, auto;}
70%,73.233333333333% {cursor:url(data:image/png;base64,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) 31 31, auto;}
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}
div.testarea{
animation:rwdcur211219 2s linear infinite forwards;
}
