@keyframes rwdcur24939 {
0%,3.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAVElEQVRYhe3OIQ6AMBBE0WG3IaEGDBaJJEHVchOOjsMgQUFIuEMRNf/5+RkJAAAU5tlDq2Ia+3WehmU/zu1+3iunY7kHJKl2i13jbXALfzoAAKCoD3O0CXr11glLAAAAAElFTkSuQmCC) 15 15, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAjklEQVRYhWNgGAWjYBSMglEwCoY4YIJisgEjuRYL8bDZORnKxApLiTDcefbt6qET1+f8/v33E8kGkemAfyyMjO80JLiYpPj/fXv16u2dP3/+/iDHIHIdwMTIxCTz/O1vEaa/rCqG2jL27GysPOQYRG4UMDBA45+REWLE/////1Bg1igYBaNgFIyCUTCCAQDK3iDzWhSydgAAAABJRU5ErkJggg==) 15 15, auto;}
8%,11.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABJ0lEQVRYhe3Sv0rDUBTH8XOu8Sa5jTctJSgUnaQ4FBw6iH9AJ1/CxVfwnVy7OEkfoIM6FA2IxQ5iW6E0NoEYS7w5cdEHSKAu3g+c8f74DhdA0zRN+++w5Dv2c4D4O5NTngP9RQAzGOw4wmhWhG1YwgbOLZqH8Wg6m/eJ8rTImFEigG958vTsePui3dqQrC4Xbx/m9LJz05kF4YBg+QFp/Jn2wijZNVcWLX8Y3HVvw4f7x9eeyiguOlYmAIhyNQ6SUX8QpGTztOqY0uKMRyW2CgcgAPdccbLXbJy3N12n3hBwuC8TQvSuuv7zl8reC+4VZlir7GC9Zh/VpDCrbgWEXMteJpH/NBxfK5Ulyw4AADAQgSMiY4iAjBERqSyjQh9Q0zRN0wAAvgGuEWhW9lBEDAAAAABJRU5ErkJggg==) 15 15, auto;}
12%,15.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28%,31.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFUlEQVRYhe2WW29UVRiGn2/tvdY+zqFDT/QkpQYaRBMTIkRjuNEbr/wD/Ap/C79BMaF4pQY1EiLH2tBUBCzQE23TTls60znPntnbCwzRxDg7KYk3fW/WxVrrzZN3rXzfB0c60pGO9D9LUpxRgPv6gshf66vrIiAIotTrPYAoippJksS9zO0UAMNK+NxosCyF67hoo1Gi0FqjjcZxHIIgxBiNAO0O/P7oyUy1Wts6LIASeDv05PLxYwpjNPlsSBgEKNvG8z08z8MPQ/K5PhzXRYjZKEYsLa8uVKu1IvCfKfRMQARygceZ8QK+YzOYC8jkcig3QPsG4xmUCcByQRyIdph98Yx6vdbLOh2ApRSDuTwfv/Muw6FwcsAl29eHZLJYgY2VsRA/S6Iz4ExS2nlcujP33CRx980AiAhZz+H0aIGpPpgaECw/hrAKniA+JO4B6By7nfzuncWN68+Xt86221GHHvGnAYjjOClV6s2FUrnyXnYwg6USUG2w22BDuRodlPdNqYZfv/ng/s0vZ36ZXVzefdnpJqU0CVi9DiRJ0oq63ZIhHpke8EeP511wQUIod6LSjbmtn2du7M38cPfl9W9/ml/57dFzVas3fwUeA61DAwDNVtRd3y7VirVme2S8zx8fOuYhHmxWGpvXbqzPXL2+dHVuYS3a2NwpNJutRWAeKKfwTgVAklCvtqK1p9uV5bsru9XNZmNLZ9XurYWd219/v3rl2Vo5bDTap+I4fgI8BA7S+EK6QgRAnNApNaLdu0/37v1RrFy7tVjEdSx3e69ZjGOZUEpMHMcxKT7e35UqASXkfcc+Xwj0B6Fjr7rGeqi10p5ju9oW3d8/2B4YOj4cRdFUq93qJAkHpHh/SNELBLKF0P3s4unhSxdO9BnRzLt5y50+k5uenAhPLm9Ul+p6ol5s9Be/+/He1v25hcp28WA+6sS3gWov/zSFaGJyKP/FpYtnz306lcP3+IQAxAcUTJ3KnEwKDhttsz458uHi9Amz9dU3s++vbJTX4pgnhwVQSkkhG3jnMrkcxQYMAVYXdBOUDXiAqTBaSMZGPzo/duotf/3ho1V/fbtyud2OFYftBQBxAtUOrDeg3oWMhn4fPA+kC3SAqAqdGmND3lg+a1CSptOnAIjjhP1qgwdLW2hLEboO/b7NSCDkfBvbtzEtg5/46PgAkS7HBsfxvDWarcobAEhidg/2mX26gG1b+J5PxnXwjeA7Gu0avIxHtj+L6+8hAuVqgoh6QwkkUK61ePxi79U8kIsJgwTLsvB9Gz+wyOExFBQIrRAlwsBwP663APu9i2GahyqIcMFSoJRgjMG2bUQE27axLBtjNJ7nYdsaEeh2YWV19Xaj0ezZkNL9lFdz4b8byD9tRCBJIM08eCSAPwFbzInI6CkJ7gAAAABJRU5ErkJggg==) 15 15, auto;}
32%,35.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,63.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88%,91.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAl0lEQVRYhe2WwQ2DMAwAj4zTecoHMVh3gBGYg3WujypqVaEWoUBa4Xv5YeVsyXECgCKFEFTsum79mY59sQJW+USnck1vK2I+tukgWKT6IJbcP0Hwxxz9Er6TuNTUE8sgCH4Ap8c/vl4B1JMrpqw/5UJSbL4l5Lhp+Ji7lbQkbVuur/JhYNxDXh3BBOCtV5/XMce7D+bccwfp11UOJyWuvgAAAABJRU5ErkJggg==) 15 15, auto;}
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div.testarea{
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