@keyframes rwdcur238315 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 3 11, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEYUlEQVRYhe2WTUhcVxTHf5PYip2mUbTSSoyNoxmdCBas7UwX/cBgIS4MmDRQusgUXMRAEUWdZFNpaKK1sa3BZNFSXZRCCUMpwSGVqAmCGsYshPFjdLS11jYGTWzjNPRDbhfjvb6v0ajb/mGY98459/7/59xz3nvwPwBhAYCGfLeIt6Yh3y124pfYJYQQrkMejL/HEdF4w0+d82WdXxI33vCztsXmkFnnu9ymCjyanzdlIu2Lvb1itrlNSNKGfLdY7O0Vj+bnRX3eK5bCjJWxaUW4DnkYGx3E5/IAUJqZS6HPC0DL6bM60VpfNBjCXlygfCNNHXTPTeni69rPY3c6aTxcQfP4kOJNsKqILN+fk5Nq87r287qYaDBkWc1oMEShz0thLClsNpuKvfe13xS/y1LA4QoG3zsDgL24wJJMa48XI8lldSI9QapOvoP2eGwQO5+msUG0R2DMGE1GO4Hd6VRJKgFrm6seWOrr2xGJEdpKGUVY9oBxcfq7MbXRcHhbAiRxNBgi0hMEoHtuiubxIZulgJGmDgBySop13b1dyAoIISj0eWk5fVZNwpaPQJZvu9WQkCIsp8CIeCMnBWn9G8VGgyHsTqdKAuKMoWmR5hii4XDst0Y04PXp/PKM443ugNfHgNe3sQDtYrkhrPdGvHsjmZWIQp+XnJJiSjNzach3C0sBlzu/UQTycSvJosGQ6uY3Py7X+Yz/kZ4gI00djDR1qHVSVPfcFKurq7EmlC8f2YQAPpeH0sxcJerYaDe3W2qY64xtIMkl+uq/V3Z5XRkeVP4vnB6uz8YaVwjBJ5PB2BTI7jdibHSQ1H3PYXyh3m6pIcflsCqcCTnlPt398r8PuT+/oHuUJnx+7A2VtRY2m832WcXr4kDaQdpu9rL0cIXUPU9bkkfGpnHXtZrsyQl7uH6hkoA/QNvwvKXIBAAxsv6Wmj55kSu/PjAFHi18kf6ZyGOTL3a1ExmbVvdW2QMkVPtv2X7uXxAApzJSALiZ5SI7xSFghbdaW8lpusDV4Tu0vX3CRLS/vIr+8d+5OnyH4y8V4fCd4cmpH2g7d4kjFUcss9ZCKapJzxOnMlI48cTzAOxNK2J2ZoDrH7ymW5DjcvDjxCQAB/IOqipoEfAHFHnAH+DDoQnL7HUCALKdZSL5mUT2phUpW/lT3bpM4vWAEQF/AIBq/60N398mZ7azTABkZb8KQO1MD5GCVeXPyn3BtMns1E8mW9n031z+ZZlPF8c3FGB6G86Eu+QCAXAxu4TaUM96QGhOF+/56B6D36WbNg6TBCxvxA1YVMAIWZHE3Us40up0Pt/Reiq/fFbZpxdbSLJnqP7RJLN9ARL5LrdwpNURtU/o7HdnryHtd2evkWTPUL7lP/7aVMSmX0Rbxbf//Kaur9x/gPkJsQMBYwtfWVhTlT1xNzg6a5Vn/7lL4J+wWLOOLX3iyn6QmAl32Yy29wtW1PVmIwhbrED50gxV+5IBYiNmYav2bzx2RvwHQDFV4BJQSRkAAAAASUVORK5CYII=) 3 11, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEk0lEQVRYhcWWf2jUZRzHX99pzHVLN10DpWnbbjt3nk2QExdUrI0J+seEg4Qa4QkLpmDSUs8sXJZuapth6f4J1x/1h+QFEo61HzYRttUpNLjN+263M7MSZf6IdirEevrj9n32/XW3Nqze8IXn+Xye5/m8P+/P8+ML/zMUACGEsDgURfkvCMwXQgj3qjKLQwghFEVR9pasF0euDvxrZAwKuFeVMTzUn3BMKbC3ZL1UR09Es9uRS+UzY74WTF8Gs/wHus7yYGQEdrwjxzR0B4mrKn/VBURaWhrm8Q2VvpliTxNIlgFAVV5RIjiw++RhAAab2oirKgA7/K+RuW61nOtwuRBCsGF5MYqiWPYWGJWxJQCJDIUQPBgZIR4K4/B6EEKgKArOCq8cl7lutfQDxFWVeChMacDPc1Pj46EwuTU+Gip9lrIYtdMxbKj00ecPJLLyeoiHwmiV0frxUNjQBwxktOAOr4fbXwRtE5VstNMwPNRPwF3G258e4nGexMGmNpwVXk62fcnRyPfGEuhrDrB966s8uDwkM3G4XInspuo+F5QG/AC8X/M1SqVPnpI0raEfnFvjm67plLRzhb5UGhq6p8thuwnjqiolc3g9xFVVqjBbNfSJRHtCAHTeGJVJ227CHxtPUxrwy8mpAmqEkkGvQGnAbwgOSRRYs29b8gV1aiQLqCeub9vBVgFzzSx9nRraudegyZxs3YbuoGHT2xIwSG/KyExqsKktpd+8rna3GAiYn+Ml5eWynSqjwaa2pD795aSHs8JLVV6RVMHyHGvt4aF+Lmx4XZ5fLZh2DUd7QpQfrea7PecshAab2igN+Bnt/gFFl4A2t/PGKJOTkwAoH/teEm+e7bUwDbjLqMorkv36cCfNnirZLz9aDcA3rd+See2RtE/kLyDz2iOEELwxMmBY07dgMUIIPhoJGU+BGJy+GMa2NtP62z1abkeUpe50kZ9TzIneC2wuXcPhWB9dZ45YyB6+3scLBU4uxaLszH9ZkqN6gI7GWtqD7RwciHBMjVru9vm7gheVny/dEgB1y7IB6F3hpiC7UMAEG1pacDY18tXlK5x4ZYsluNlfGNhH9Nwp2oPtdDTWWsabIRm9lbtS1C3LZssTSwFYlLOW67E+Og68aJjgdBdyLZL4P8hfWQxAdHjMMKY92M5G30bZPjgQ4e6vt2xfNoOxwLVJZC1MZ1HOWmmrfrJTLqYRMMNMQAsMsCt4MeWTanEWuDYJgBUFzwNQH+sh6pmU/hVFz1oWuT76k8XmDM+j585Njo9fTUnAchXH1PPaBAHQXFBBfbgHV8bDhHUsIf/id//g7odPAWB72WZAT6rIyQjYEdlJBicemgbszwCg7NBt+vfnJlnl/owE/vEvT4l7vSjM2W2wBTbvofazp9HsY+PHyHAskxtYl0RS2L4FqRB3ROT3Xtc2g13D7+NXyFqYLvdTKiQtwVxx5s+bst169x4tj5PA8K3TNtYl0p4+Dwo/r5ee5R98AsGIzZxpzOq31yxpTD2vmG07PROyPdMdALNUoPpOjO3PZAFw6pf7HLex7QqmPvdm/A2FiBMLzPtYgAAAAABJRU5ErkJggg==) 3 11, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 3 11, auto;}
}
div.testarea{
animation:rwdcur238315 1s linear infinite forwards;
}
