@keyframes rwdcur244291 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEF0lEQVRYhcWXX0xTdxTHP22vLYaqBaIRA7VGokKXuRj+jPnSjSxDH2aRBWoi2yJ7G4Ysm9tezDL3REZMls1HTMhwCQ6n7mFglg1MJA7KFmP8B+ti6RplsmrVEtrSwh5+92alvb33Ckv2SZrc23N+v/O9957f+Z2fCeNUAY1AHVANlAFWIAmEgQlgDBgCbhmd1GTAxwt0ljoKPM31TmorSqipKGHrxkJsaywkFtJMz87hD0QYD0Q4dzXE/Wh8BPgCuLAaAU6gd8+2Is8xbxUH68qxrrHoqk0upPlu7E8+v3CL3+4+GgHeAkLPKqDFJpl6Tvh2299/vRKLxawbOJt0epHu72/zcd+1GNAOnDUq4PBmh+3rS8cbeN5V9MyBl03efCbztg3o0xPQstlh6//501epLNvwXwZXaCXrTUgZ106bZOq5dLxBN3h0LknwQYyn8ynWrZVwbbLjKLQa0dUD/EJGTmQK6D3h223Xeu3+QISvfpikfzSYTKSW7gAxwG6TTLta97qsHft3UlNRku/pAexAL/Cy8ofyCbx7thWdH+9qVE24eDKN7+QVLvrDIeBL4DTwMMOlGDgCHEWsHj2akJeoEq3zmLcqb/Cmrstc9IcHgO1Ad1Zw5Ptu2a6a7Vl0KhdmoKrUUeA5WFeu6uk7eYWha/cHEAmU0pk4BRwCBnT8PIjKihlobK53qhaZ8d//Vl77IWBRZ1KFRdk/b/GRaVQE1NVWlKh6nBqcAvHN9Z48m5Q8Tos6RUB1jYqA6FyS/tFgEpFwK+E0YqPKR7UioGzrxsIca/BBDHmpZSecUR4CUxr2LYoAq03l+z+dT4FY56vhiYatQBGQTCykc6zr1kogCsdqWK9hiysCwtOzczlW1yY7Nsm0C1FkVkIxsEPDfk8RMOEPRHKsjkIrrXtdVkSFWwlHEB1TPiYUAWPjKgIAOvbvBFFeJVWH/EjyOC3GFAFD566GSKrkQU1FCQdqypzAGf4t23qYZX+9PWEIwALMxuIpj7t8g+s5pyPHy1tbzq9/RNyBmVglYgPRqogS8A3QohN8BLF3oKy/x3f/ivneadiO2by8R5EsZt6od3IjFHVP3nvythzkDjCf4VYMvIt48pd0ggO8J8+xrCMa7jr8gufDJnfeUf5AhFODk/SPTifjC4tTiHW+HpHthjoSxNPn9AMgOqKb4137NJsSEGW66M1vDcZbRgxwk7FRZSZWKJFaan/ts5+4HX6sOYvB9kuNdrJ2yezMPjsTTbS98smPXA8+WmmQfLSh0qyoLa2+mWiitfajwVjX+Zuk00bbgLzEEM1MTksOBk9GHxyoovnF5ScjjcYzkxF0TkZG8ALDpY6CpY59O5Z6j9YvAXq/YXmcLkYOpwrZp+MtiC01jthYVnQ6/t/5B9WXQ3/eTQ4xAAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADWUlEQVRYhbWXXUhTYRzGf5tzU6a2FCNDj0pS6SIinGZdZEVg3WgYamgfSHcVEUhdRpdCNxHdCkGGGqPuFILcjYRpF0VGyUI3pCxZrdxwm9N1sfPGPNvOOZv6wMvhnP/H87zf/2NAP+qAFqARqAfKATMQARaAaWASGAM+ZZBXE23AOBDLoI3LcZuClAVxKiFSNuQdwPImyUVblvPpRs8WEStbj96ebwe5aKojIbF1w642HWnXRCYLLgy8BybkZziD2PFU5G06gz1AH1CsiC+Wv3t05knaonp6/xwwpRs+GSZgONNRqCuz5cXCQ12xmLNbjdyoQS5glP21RNQJ55b2Jglzbg4AMWc3MWd3YkIvcBFY1ylgXfb3avi1CAGNDTUlSdaYs5vLJ6oBHgFRneQCUTlODY1CQL0jhQB/MMLwxHwEGMiQXGCA+EWVDvVCQHllqTXJOv8zQDga+wz8ylLAL2BWxb5HCDBb5PlPxPJKFCCQJbnAXxVbnhAQCa+uJVkL800ABZsUUKRiCwkBC56lYJK1alcBFpPhAMmHjl4UA/tU7N+EgOkpty/JarOa6TxeZQZ6sxTQS7xiSodpIWDybQoBADfO7Qe4ifYJqIRJjlPDpBAw5nzjJZJiHThqSmh1lEvAIJmdhINoV0JjADnAUiAUbbZX7Kg6KNmSvNoaKnj31Wd3LwZqgZeon4gm4BnaFZALeCAEAPyZ+xHounZ6L0ajYWPGHCMXmiQ+ev32L9/+XpVJPgMrCW7FwHXiPT+mQQ5wW85BItt4f8/h5jvn7Wmjptw+Ho9+YXjCEwmtrs8S3+dFebnGfZ3HK81PXHM6uHEBJ8VLogDJYjLMvO0/W3CoaqdqBn8wgmcpyPLKKoX5uVSWWrFZzRjaB7XIA4CdhIvKoHDo2G2zDL++f4ba8h06OrMROgR0AiOJH5Qre2TRH7506t4rPsz/zliA4hpX4pKSPJUAgKeL/nBnw93RQP+LGdbW9JYBaREg3vOnqYzKKUiEBDw5Ur2zua+1jvajFf+LFjVEVtewdA2JVxdwBZXiRE2AQBtwq8yW19zeJOGoKcFRU0JlqRWLyUg4uo5nKciU28eU24fzjZfv/pALeEj83FCFHgECyr/jPcSv1BDxi2Xb/o63Ff8A+d2gSLgQtDgAAAAASUVORK5CYII=) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur244291 2.1333333333333s linear infinite forwards;
}
