@keyframes rwdcur239419 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 3 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 3 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 3 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 3 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 3 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 3 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIMUlEQVRYhcWXe3BU9RXHP/fu3r17N9kXWTYJSTZBJFQeIQroUKBgOg6WPgbxMXYo1dppZ/ijdehoZ5CWobbajtrqOKPMwHQ6TB3rA4YqztSKYkHlURUJBIIhD5JsIAmbfWQfd+/ex69/rI3KI/CP4/nvd+/ccz7ne849514AUeFRRXO1RwCCr8nEM39sE588g/jlmuDXBiP+svGbQuxBfPq3eWLbpgaxpNV3WZB77r77K4MTj6xfKMQeRM9LbeLCm61i99b54vbF0S+BvPHGG2Lz5s1fCYT4IsSxHetEz0ttIn1wnvjnU/XilhZVAGLlypWio6ND7Ny5cwJiZkAWmxZKYtMyxMyAfM1w0sUATz3cwkNPHufhn7byxM/aOdm+CsUeYuoMHYCdBwps3eNlXuti1q1bh6ZpHDp0iN3P/Zn63DDhSpnKpXdz673rCIVC7Nixg+3bt18cZ8JcXzxUeNQtv11Tx9y5QTY/10FBtLJ21fsMjy4gd07C4yly0+Iali9p5M0Pipw40YHL5SLg96NGaghOa2T+ugdZ9p3v4vV6OXv2LBKwb9++310TgGnbW6YFXMwOKCy4sZIt205jKgu59/5KRvs19OIUdu1N8OJrnRTNChzJTWfnaVRVxaOqKOEqBGDbNj09PcTjcWzbZv/+/VcEkC8uyelkkb4jPbR6XTz2QJTHt37Erx8dQlswi8df7ea1dztom5Vg9S39aJoPgEwmg+M4CCHIZrNlNX3le47jcN99q6/4Wl8MwHvtaaqbQ5w8MsBtsQCPPRDlyb8e43t3biVEF79ZI4gn4OkXEvj9foKBAGOJBEIIHMfBsi2y2SxuxTPhMxZrZv369VwO4hKA8wmTlA8cReHwwQEW1k3hhkaNNXN0Vt8ET++BP7wi6B5oInEOptXVYZSMCQUc2yGXywHg9/sRQmA7bn7+kx+zcePGSyAuAQCk3Yd1bl4S5OSAxe//3s2tTTrL50o8uluwtz2KIt2AGx9jZ48yNRIhGq0mlUrhOA4A6XQaAE3TACjkCzz04C+4544fXKLE5QDY+3EOV9RFSXODYnFnq8Sze+HDnmpkUU9EqWR2OEWdcQzZKhKNRjEMAyjX3DRNcrksXlXlwIEDbH9+KyeOnWDTIw9z112LWLZs2qQKAEhPv24w5Lj50XyJfWcE7570IIt6Qso4tWoXCwNnWRlxUJPd1NfXo6oqlmlOOMik07z11lscPfJfapU6XHaMd/ad4cCBZ1i7VptQ4YoDAhBLm9w8sdrm/n8oZNNBpgdlmiJ5pvvy1AByThCvaqJty3a2b9vGmUNvszimMlIIAFDq7SXnsRnUpwOQN13URBM8/6rChg1JDh+2JPckACxvsDjYIyF0i6WNBvOul2iIVAAVZMZ0OnI54l39LE5foP3oh9wWSuExJDxjwxhAYwwKEowPgerO43UF6M0I3nsnw4oVEocPI65UAgAW1Ekc7RNMj2jMqnPwez3ERx3iow5CVfGGVYRH0P3e60SKI8Q0ULJgAJIiIalQ4YEq3zBeV1kVn0fhw38L5jSWG3ZSBWa7BT1JqPErgMVYSmc8bwPQe04wmi3hlWHw0L9YUVvEysGALkjpEi4TokFwy1DlNRBWloGCoFAy6e6rYEZ0/OoADX7oS6m4LJWEL4/skjBLgmTOQjcEmioRjcB1YpxsXtCfheGihOEIKEHBkAloDppmk06lKeoqRsnD0Ng4LbFyjElLAJC3oS8do2esinzB+lLwWp9glk/B74Z+Xabrs+CqLBHSoFQq93iFB4qiiGG7Jnz+3yYFGDQl6sKChJmjY7iB48MtZArglSHikYhpELItOpMQz4ty5oCmChr8MlVem2KJz65JJG0XSVOm0R8g3ncNAKdysGQayFKy7MR9noAiCHkh5AgqstCZhFPDLlJ2OXOfRyIoQ6PkMF+BnF7OOlhRhnPEFObMznDqTPk8WQ9IH48LMbfZpLbboNrTSUjJMVOTuL6ivNwuFKEvKRhzW4Q0aKpVaK72EgtKmGM5egZsDMPGcsDjVghXQjKVZOl8i6Pt4uoK7D8DxQLMiYzTMi3HjbUSN0yBKhtKOvRn4QLlrGvCCrUhH5GgRn1tFbHmCNmplYybEoYFimxSr+WZEXa4uQn+80l5EE76FoyMyBRqHO64OUSsSsXvKlMPdCU4ftImbpSbLOgDjwKpvEEhXm7UqVUytSEV2e2g6waq2yYvBGu+naCjC94/w1VLQGsDTA0EKOgyR7qKAEyPqviqKvFUZyj0g8sNHlmmZIJtW1heOJ82yBTcGLaFkAMM6BnGbYNAWOXWbxR59NXPN/KkJZiquSkhcz5tkMgbFEoWfaMGSVumJuTD5Yaz2el0JRspGAoAJdOiYNqk8ga9I9A35qM3UUlKRNmwKsOug+DxVU7EmFQB3YbxgoVh2rgAlwtUFQp6mbvgRBkqhBkvhgC4LpIg5NUxihbjhsqxEY1BPU/bbJMNqxLs7xD05qP86lsq8YRNZ78+OcBo2mKK1/nCynRhGGAKncGkyTndwJHiZB04lQpzKhUGwJHiANRWGDx0e5q2mRK7jgj2fiLzysuziFkKyz/N0tmvT7qOmRmQxaKYQ63fTemz6WU7Mi7ZoaXVJm9LfNDlpr0LhlJlV3VhwfyIxbI6N4saTdpT8MJH5VlwV53E+QsWf3oxzMt7o9y78fTkAABRTRWLakwiGpiyQyYv0zUG1dUOK26UuKkOZldJNLgF5GHwPLQPyhwfc3j7nODIuc993dKisrLBS3PQy9ofjiB9f/IPkmuxq/2CXc7/l575H95qxLBqp1LOAAAAAElFTkSuQmCC) 3 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 3 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIIUlEQVRYhcWXXWwc1RXHf3d3Zmd37f3I+gN77XXsJI4TB2zjQGIwKGkihNsURIBSEPBCH2hRxEsVKI1AbkvVB6KSVjQVRdBSiUKFIFRBTSAlBRKSgBKcD2PHjh1/re3Y69317nq/Zmbn9sGB0JA4PLRwpHk4M/ee85v/3HvuGQDpcWqyLuiWgORbMrnjNxtk1w7ko3f6ZG2l+q3AyN8+caOUu5F9f75GPv9kSLa3fPOqyG2PrJZyN3LwtQ0ysrdF7vpjs+xoL/3GQCQgf/Zwm5S7kcdfflAOvrZBzh66Rr61vVqubdL+7yBy+9YmCcitP2qR8oiQ3c9vkn07W2TsnQYZe6dBPv9kSFaV/+9AbF92PE6Nm4IaO366kmdePM5jLzSzqvmfGPYqJntKyCcE990e4uAb36WjvZTzEJe7vpaJi3z51A9CrA4V0Z/LsXXnMNseWc3Tj1fw2d75Af/qHuOj3gjj4UnWNwuua1IJ1beysvIo6YJkcBqGY3ByyMb7H0iOHDEvlecLUy4G6o2bctHkWVrWhPj1Q+Vs23kMPd/Cj3+ygSce/zeRqW7uaJXotlL8K+7E13YP9kCAh37VSdf+3QQDgmCtg9aNFs8+G+DEiSJeeSUrDxyYvCTIV25UlWty+yYv4f451t1Sxb7RJNtemqZxSTHrl6S560b429sqt2z9C3VLl6Gq8++Qy+Z4esvDWFMRTFLE8wZqsYN1t1XwnY7v8/Yek+eee+4rOe0XA6TShc6N7UVYUYPJ8TTXNF7Fp+Ecm1fM0dEs+N0e6DVWsbiultKSAJpDQ9gEiqqwvGE5p/bvI5F3oNosbCaMfTbHwGCK7Tv+gN3h5ODBg53ALz7PZ7sYABC7jmRZ0+7jVDjNL/96hvWhOdobg7yXuJe+WCuNq9owTZOenl50XccqWAAE61fS1NGBEGmciqRYKUa1BTl9/CwPbvoe92y+nS1btsCXFumlANh3bA57uZ2CS0WxS+5qEex8b5Iz03keeOh2Sssc82qlUoyODKPrOvFYjMOHD2MEKlnkd1KseABI6xbkNU709fPzpzrZvLmVm2+u/CLXxYvwCxV+/48ZGS0o3NdqsP+M5O0uqOgNUyhY6HoWj8eDx+Ph7NAwPn+AgYEzTExM0He6D49qYjPt5ExBLp8kh5eC6eO9d7tYs3aS++93ceAAEhCXVADg1f050rN5mqph11FBpaOcpd4RtKluXK4i+k73YVkFAE6dOsnJkyfofvMF5k7sJSgTSDFDyrhQDryqJKD62PXSNM3NadralMt/gs9tfajAgUHQMwo31ebYeH2OW+vjlNujZLNpRkZGsKwCo6OjhHe9yFrvDI2BLHFdEpu1MI0MAEUKlLlTrAwIcuk5Du6Ps36dAJALAqyuEJwckiwpV2mosihRFMZnoCQ1gMetER4bI53O8OH7HxLNCrIFQYVPYlcEKQlST+NSs7gdKRx2HwBOYeeTvRZNddaVFWh0SgZioKluACLJPDOxDKl4DMZ7cLmKON71KUMDfcwWlTCctFGwoLpc4naAwykpKy5Q54EqdwK9kGAur9I/4KQ2MJ/jcosQgJAHwgkNxbQz486jKJDLSeIZi1RmEH+xB9Ry6pY1sKIoQyIcIZKaV6GpVjA0DXXOLJqWpW9KYBpFZHUXkbhBUx1XVgAgWYDB5GKGp0uIZw3iGYt8zsLjFninT+Fxa6y9YQ2lpZWkdTgTlaTyUOq2CC2SVHsk+Tyk85Ks4fpK/AUBxgxByKszm09wPFpDz0QLqYzEiY0Sh2SFZtIUOUp9/XJKq5diWIJEUjA8C7oJZR5JRBcMzwqiWUFEh6gJlV4v4aGvAdAzC6saLlRrtzKJwybxuS28NnAnwQhPEB3sYtX1a+fHOCARh4mken6SJIdFTMzHsckaVl+doueM/YoA4lhG0hYsUOIeZrGrl0XqFCv8ghs8sEKTTBnwSUrw0Vu7KXI5uLpGYdNqDw+sK8XKmcRzNjwaLKsUWPiIGzVYYpS2Rp2jJw3gEofRl62A6Fzug3zaZGmpxVKv5FqHxCFgLgXDeZg1BYpikJn4jDKXyeKAypJKL0urNQ6eyuB2SfwuMEyFwVkHVUUZHr0jy5/2SMZmEAvugkgEIqWCO9sD1HhVisX83u3rjdF9zmQoJ8gJScBtIz0zgnQqdIULTKUTlAdsVAfdTMWz1ARMrgsl6Z52cO+mKN39cOj0fI4FAVqqBKGSYuZScPhcDoDl5QrOCj+OZJTciERVBE4hME1Jcs7A7YKJOGRyKqpdMhzTKNYKpCyVhjqTjQ3w9JuCzw/EBQECbgd5C6JJHcMwUVWF/mmo8Nso87mwOwQDCReRrJ+GsgmKnTq6YWK3WUQMk3MpjdFEKdO5CMU+lc67o7xxCBTNDcwBV9gFZsEimbXQdR0A1S5R7Rem5EzBRLqW8dRi+iJB5nIOTFOSzVucS2l0T0qGM0mqgoLOu6N80C05my3hsXVXsbLKcWUFzsV1vA5xnjQPuDEKFpG4zljMYCLtwxKjJK0akgk/vQk/AJYYBaDabbG1Y5oN9YI3Ppa8e0zl9ddXUmOqrDsdpXdcv3y3ClDvF3JNtaTSY6MgVYzznQ9A87Um6YLgo34b3WdthKPzoSrdKs2VGW6qtlhTIzgRh1c/nX92R1BhPG7wzMuL+Pu+cu594vTCAABVRZpsKc/jL5r3Z9PQHxeUlcH6VrguCI0lgpAiIQ1jk/MF7NC44MCIxccTF2KtbdK4NeSk0afyw/tmELct0K9/TbvSD8il4v/XnP8AlVSpEnhCkikAAAAASUVORK5CYII=) 3 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 3 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 3 2, auto;}
}
div.testarea{
animation:rwdcur239419 0.53333333333333s linear infinite forwards;
}
