@keyframes rwdcur241963 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAfCAYAAAAfrhY5AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSklEQVRIib2XW2wUVRjHf2dmZ7a7s/Sy7UorVoUiVMJV8AJG6iVBAoRqtAQNgcRg4gMo8GDkVeOTPhh9Mcao8R4xXlIMUdFQJSoQblulFyqltZRL6V7abru7s2c+H1oIFY2dYvxeZs453/f//8+Z75zzDVyDSUO9XEv85IlrakSiUUnYTFqAMSni++4SlAvJJGWuQioikxLgm1wvWyxEyvA6ehgWhRaBIXdSApQfZ4nFRFfEyLW0kjZGuQIeBGyhzAhC2EElEhPGDPgh/uRiH7P6LmKYBr14DHgQxKBcBNPN0ZTKIdGoTFSAr5kD1KFkXZnQnFZkBBwF5Z6i3xBe98QXnm/yWgPBM9B4aBMczyAsQdLkaMXzhTfhZb9kaSBcESFaauE4EfL5AsFChmR/HhL+sCasNGSbMq3cZvsj89i8bhkA+cE0X+yNA1AUCrJrbzvHOpJ0pjSu9+/Yf+sgDfWidn2pxhwkGoYd9TU8vWE5kZDB3h9O0Np1jnzOxTYUbiFPzfVleEDbqTMcahtmX5emf3gUXxbWijrWehXXVR2y8n6hP4U6dEQZCpkbhTeeXQLAS+8c5ff+cnqs2nExbiFHmNNU5lKsmOtyfXWMlj+G2PPbCF1JT0ldnVAcRjXuGcc3riGrV0vij9Po+AlWIdSUwvadS/i88QgHBqvZ/vyr/NwFb7/biJk+QyI5iBUMA/D8zo3MqJ5C40dvkTy+m9m3VtJ7foTj8RT7Bz3aUSxsWMulFR1HLvX1ottPcqTlBAcDip/EYP6DisF8iM7UbB7asY0lS+9macOLPLzyNl5+bhOxWAWuWUxR1d0AnPjuFbLZLAf3fcv+N19GSvLkzg+Qa8uwuuCxSkNhzRqu271bwdjxeuHRh0W3n+S39ja+M+ADHeBChcbQkLZvYtkTG6mdOw/DMMmGK9j19c/cUjMDgJgzKt6smoWgsG2bpQ+s5P5tL9CbCsAUi/aYw+ceHMYismc3cvttAmDIhvWS/fQLelta6NDCcQ+yEc3ae6fx2JanWLu8htpZc3CcCIYCy3EoWFPoy8A9y+/jWPOvbNm6CctxEBG01mityQ+lKYnYBMMhltxaTDsGbYECHTpM86FW9LLFElDvf6yeAVkNFJRgoQg6IRYtXUCpkaG5rYOWY6+xfvNWpk+fTqljkXNqsEq20JHt4cfmHgAMO8RAOknrr820H/6WqlycO28ucCB+kV9aXUrFI1WwOMcwHxuKt346rC5/8x0BZGUB9pgQF+gKGcSmRVm7KExqcAR76gyC0VqOp0r4Pp6kMhpkJG8SsjVzbghTt3gmufgH3FFbTqL7FEebO9kfz9HdZxIUYb7AJrxR4rFjeFy2N4A8CXwFfKYgIwodUMytUtTfNZXpt9xMSXGMi+k+Ok+fB6A4UkRp2RRwXVJ9F0j09XM2o2juytLdowFYLgab8HhPKd4TuTrb/ypgxRVjhkIqim1WzFTMn1FOkaEYyY4wkHEvx9lFNp1J4VRC09o7woV0/nL8NyDv2vB+nn/e55fscZAP/2GsOuJIZWURjhMZ159MpzmbHB5HeuWEdv0Nnu9bbRbIABZWxCY9NAxAmABlQZeWnD8837datQFhKdA/5DEVwcakXBUgr2jxWUv6Ji8VWCCKIVNTACwthMUmj0ujT/JJVa//lU28hiuxhaIIX54frRhcbWGYLqbpgc7hOdCVseTGmVWoju7/voZrMpGFY+9prciZgmGBMbbjUlqxiInXcb6zvclEbgSiY22tIW1CN1Cn/eP5tiYT6TSRLKPPJnPyv0zXJOB/J75SwLXE/wmCKUkd4kV7EwAAAABJRU5ErkJggg==) 16 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAfCAYAAAAfrhY5AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFUElEQVRIib2X+28UVRTHP3dmd7bdWbrttrUtiA8KWJWHKD6ABAQNEiBWghg0RKLx8YsP5Af/AWP8wUdM/EFjjDGCipKICIZEIFKCRCW8tkIfNJS28uhzd9tut7Mzd44/tBIqGDvFeH6ZmXvv+X6/995zzz0D12Gyrlaux3/ixNXVIomE9FlMWIAxIeKlDwjKhVSKElchZbEJCQhMrhfeI8RK8Fv+YEgUWgQG3QkJUEEGS3m56LJynIZGMsYIV8iHkCWUGBGI2qi+vnFjhoIQf9PTzczuHgzT4AI+/T5EMCgVwXQd6tIOkkjIeAUEmjnAEpQ8USLUZxRZAVtBqa/oNYSPfAmEF5i8xkDwDTQ+2gTbN4hKhAwOjfiB8Ma97H9ZBoiWxUgUh7HtGPm8R8TLkurNQ18wrHErLbRMmVJq8dra2Tz3xEIA8gMZvtuXBKCgMML2fc2caEnRmta4/r9jX3OArKsVtX2nGh0giShsrq3mlQ2LiRUa7Dt4msa2S+QdF8tQuF6e6skl+EDT2fMcaRriQJumd2gEX+6qEXWi8SquqxpkxTKhN406ckwZCpmVgI9fnw/A258d53hHBf3x6QC4nkM4FGFyop/urotUOmmWz3KZPLWcho5B9pzK0ZbylSxZIhRFUbv2jOEbs+eyapX0dZxDJ08zH6Q6Dq+9Pp8du47x68BUatZ+QGrnz+QutlFZUUpvOocDPPPiCzy0eDatrefY9dWntJzYzW23V7JUIpxMpmWoro5m1JgVHTNzqa0V3XyGYw2n+S2kOCwGcx5RDOQLaU3fxmObN/HyewfIOzk2LKvgrTffoLhyGgVViwA4vf99AIaHh/ntwF4OffIOEs/jdPbjNGVZ5fms1OCtXs0Nu3crGE2vXY+vEd18hlPNTew34AsdoqtMY2jIWDez8NmnqZk1m+FoGQCffPwhM6qnEdb93HBjOWbVTDytERSWZbHgoRUs2/QGF9IhmBSmudxmhw9HCRPbsxu5924BCMmG9dKx9WsuAC0oTgLDkzRPPjiFNRvW0HCqA2PmHdh2jLBt43pxXLOIzq5OHl6+ki+2vc27W34aWT0RtNZorckPZojHLCKhQubfXsjh81maQh4VXhSONKIX3iMhtXWbehVkFeApIYwiYhcyb8Fcio0s9U0tNJz4gPXPvUyxHcaxqwnHX0J6mjk76U4OJs9fjpn+TIrG3+tpPrqXKifJ/bd4/Jrs4ZdGl2LxSXthLjHENkPx6eGj6vKebw4hKzzYY0JSoK3QoHxKgkfnRUkP5LAqppEuWsSXh7upTETI5U2yA5rieI6lCxax9s4Uybrvua+mlL72sxyvb+VQ0qG92yQiwhyBjfgjxKNpeEzorwN5HvgB+FZBVhQ6pJhVpah9oIJbZ9xCvKicnkw3rec6ASiKFVBcMglcl3R3F33dvVzMKurbhmn/QwOwWAw24rNFKbaIXB3tfxew/Io+QyFlRRbLpyvmTCulwFDkhnP0Z93LflaBRWtKONunabyQoyuTv+z/I8jnFmzNj+W7ZoZ7CuTLf+ibGrOlsrIA246NaU9lMlxMDY0hvXJC26+BF/hWmwnST5hwzCIzOARAlBAlEZcGJxhe4FttqgFR8egd9KlAsDApVR7kFQ0Ba8nA5MUCc0UxaGo8IKyFqFjkcdkVkHxC1et/ZeOv4eKWUBBjZ+dIxeDqMIbpYpo+aAffhrZsWG6aXoVqaf/va7g6E7lr9D2jFY4pGGEwRk9cWivmMf46LnC015nITUBi9FtryJjQDizRwfECW52JtJrIMCPPOnPiv0zXJeB/J75SwPX4/wm5fFp0B0fpOgAAAABJRU5ErkJggg==) 16 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAfCAYAAAAfrhY5AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFT0lEQVRIib2XW2xUVRSGv73PzJnpnGGmnWktSJBLFQsBBK0XMBbBBIkg1ShGjRFjNPpgVBpjfDcmPGhi4osa4oO3EDGKASRRMBYI3gJiR+jFytAKLaXtdAY6bWfO7LN8aCVUMPYU43o5l73W//977X3WXgeuwGRjg1xJ/NSJa2pEEgnJ2ExZgJ4S8arbBOXC4CAVrkIqo1MS4JvcrLhJiFbgdZxiWBRGBIbcKQlQfpylqkpMZRWFllZyeowr4EHAFip0CCIOKpOZNGbAD/En/X3M7+tHW5puPM55EEKTFMFyCzRlC0giIZMV4GvmACtR8lCFkMop8gKOgqSnGNDC2574wvNNXqsRPI3Bw1jgeJqIhMhRoBXPF96k0/6X5YBIZZREeRDHiVIslgiV8gwOFCHjD2vSSstsS2YmbTY/sJinHloBQPF8jh17mwEIl4XYvredox2DpLMG1/t37Ms6yMYGUdu/UOMOkohAY0MNzz9WT7RMs3f/cVo7z1AsuNha4ZaK1FxdgQe0nTjNT23DfNtpGBgew5eltaKOtl7CdUnaZe1q4eQfAGiFLErAuy/XAfDES+/z+0CSutXL2XEgeCHGLRXQo/3MUadYs8ilfmkVVckh9hwbkc5BTxGvRu6dK2rnngkCJpDLunWS+eMkpvk4dSA1cdj8ch2f7zzCD+dnsXnLZ8ydO4d9+1N803uA7tQxAIKhOF40zoZnHuf08SN0HN3F9Qums0pC/NKcleGmJtpREzI6Ie3S0CCm/TeOtBznx4DikGiW3K04Xywjnb2e+xpfpG757Wil2LL1S15/ZRPVsxbjjfbgWjHCM24H4MjuLfz47dcc3Po6Ei9S6D1HoS3PupLHPQZK69dz1a5dCsbL69kH7xfT/hvH2tvYp+EjE+BspUEbyNmzWfHk49QuWozWFlprPv3+NEvubcQb7aE8FsMM9QJgzZiPbdssv2stq198le5sAKYFaa9y+NyDwwSJ7tmF3HyjAGh57GEZ/XQH3S0tdBjhFw9Go4YNd87kkeeeZUN9DbXzF+I4UbQCrTUEwwwULO6oX8XR1K8890Ij4dkLCDoOxhiMMRSHcsSjNqFIGXULYrSjaQuU6DARUj+1YlbcJFp9uE29gdCKUFIeQaUIOWUsW34D5TpPqq2DbVvfIp1O47ouJeNR7gSJXV3DiWn1HEidwqlZiXYq0HYZh3/4jk/eeY1C81ZunVMin+ln36EeQuKRLQU4wzBv6hGsQ4fVhTVvDCBrS7DHgmaBzjJN1cwEG5ZFyJ4fwa6eRyhRS28pCcDHh/qYngiRjIeonmaxcHaSWPeX3FKbJNN1gp9TaQ42F+jqswiJsERgEx7btOK98TI8YetvBHka2A18piAvChNQLJqhaLitmrnXzSEeq6I/10f65Ng6x6JhyiumgeuS7TtLpm+Anrwi1TlK1ykDQL1oNuHxgVJ8IHLpbv+7gDUXjWmFVMZs1lyrWDIvSVgrRkZHOJd3L8TZYZv0oHAiY2jtHuFsrngh/iuQ9234sDiR77IV7lGQj/9hbFbUkenTwzhOdML7wVyOnsHhCaQXT2j7ZfB8n2rzQc4RJBi1yQ0NAxAhQEXIpaXgD8/3qTZLQ0RKDAx5VCPYWCRVCYqKFp+9pG/ycoEbRDFkGUpA0AgRsSnistMn+ZS61//KJt/DxW0hHOWL3rGOwTVBtOViWR6YAp4DnfmgXHPtDFRH13/fwzVZyNLx+5xRFCxBB0GPf3FZo1jG5Ps437u9yUKuARLjz8ZAzoIuYKXxj+fbmiwkbSGjjF2brKn/Ml2RgP+d+GIBVxL/J0tdSQ51aXMqAAAAAElFTkSuQmCC) 16 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAB8AAAAfCAYAAAAfrhY5AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFT0lEQVRIib2XW2xUVRSGv73PzJnpnGGmnWktSJBLFQsBBK0XMBbBBIkg1ShGjRFjNPpgVBpjfDcmPGhi4osa4oO3EDGKASRRMBYI3gJiR+jFytAKLaXtdAY6bWfO7LN8aCVUMPYU43o5l73W//977X3WXgeuwGRjg1xJ/NSJa2pEEgnJ2ExZgJ4S8arbBOXC4CAVrkIqo1MS4JvcrLhJiFbgdZxiWBRGBIbcKQlQfpylqkpMZRWFllZyeowr4EHAFip0CCIOKpOZNGbAD/En/X3M7+tHW5puPM55EEKTFMFyCzRlC0giIZMV4GvmACtR8lCFkMop8gKOgqSnGNDC2574wvNNXqsRPI3Bw1jgeJqIhMhRoBXPF96k0/6X5YBIZZREeRDHiVIslgiV8gwOFCHjD2vSSstsS2YmbTY/sJinHloBQPF8jh17mwEIl4XYvredox2DpLMG1/t37Ms6yMYGUdu/UOMOkohAY0MNzz9WT7RMs3f/cVo7z1AsuNha4ZaK1FxdgQe0nTjNT23DfNtpGBgew5eltaKOtl7CdUnaZe1q4eQfAGiFLErAuy/XAfDES+/z+0CSutXL2XEgeCHGLRXQo/3MUadYs8ilfmkVVckh9hwbkc5BTxGvRu6dK2rnngkCJpDLunWS+eMkpvk4dSA1cdj8ch2f7zzCD+dnsXnLZ8ydO4d9+1N803uA7tQxAIKhOF40zoZnHuf08SN0HN3F9Qums0pC/NKcleGmJtpREzI6Ie3S0CCm/TeOtBznx4DikGiW3K04Xywjnb2e+xpfpG757Wil2LL1S15/ZRPVsxbjjfbgWjHCM24H4MjuLfz47dcc3Po6Ei9S6D1HoS3PupLHPQZK69dz1a5dCsbL69kH7xfT/hvH2tvYp+EjE+BspUEbyNmzWfHk49QuWozWFlprPv3+NEvubcQb7aE8FsMM9QJgzZiPbdssv2stq198le5sAKYFaa9y+NyDwwSJ7tmF3HyjAGh57GEZ/XQH3S0tdBjhFw9Go4YNd87kkeeeZUN9DbXzF+I4UbQCrTUEwwwULO6oX8XR1K8890Ij4dkLCDoOxhiMMRSHcsSjNqFIGXULYrSjaQuU6DARUj+1YlbcJFp9uE29gdCKUFIeQaUIOWUsW34D5TpPqq2DbVvfIp1O47ouJeNR7gSJXV3DiWn1HEidwqlZiXYq0HYZh3/4jk/eeY1C81ZunVMin+ln36EeQuKRLQU4wzBv6hGsQ4fVhTVvDCBrS7DHgmaBzjJN1cwEG5ZFyJ4fwa6eRyhRS28pCcDHh/qYngiRjIeonmaxcHaSWPeX3FKbJNN1gp9TaQ42F+jqswiJsERgEx7btOK98TI8YetvBHka2A18piAvChNQLJqhaLitmrnXzSEeq6I/10f65Ng6x6JhyiumgeuS7TtLpm+Anrwi1TlK1ykDQL1oNuHxgVJ8IHLpbv+7gDUXjWmFVMZs1lyrWDIvSVgrRkZHOJd3L8TZYZv0oHAiY2jtHuFsrngh/iuQ9234sDiR77IV7lGQj/9hbFbUkenTwzhOdML7wVyOnsHhCaQXT2j7ZfB8n2rzQc4RJBi1yQ0NAxAhQEXIpaXgD8/3qTZLQ0RKDAx5VCPYWCRVCYqKFp+9pG/ycoEbRDFkGUpA0AgRsSnistMn+ZS61//KJt/DxW0hHOWL3rGOwTVBtOViWR6YAp4DnfmgXHPtDFRH13/fwzVZyNLx+5xRFCxBB0GPf3FZo1jG5Ps437u9yUKuARLjz8ZAzoIuYKXxj+fbmiwkbSGjjF2brKn/Ml2RgP+d+GIBVxL/J0tdSQ51aXMqAAAAAElFTkSuQmCC) 16 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 16 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 15, auto;}
}
div.testarea{
animation:rwdcur241963 1.6s linear infinite forwards;
}
