@keyframes rwdcur77643 {
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,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADQElEQVRYheWXzWtcVRjGf+fc78nMXNNkppkkNm3T1rRStbFZNIqoi+JCEIWIO0GKIOhC/wQ3UhA3KhTUrLQWKrgoghsVXEi7qULpwgq10WD9iNNM5uPOvXPPOa6KuHHuvZnGhc/6vc/74z3PyzkX/mOJrIWPnbXNTGkSvxvhbW3x7ksm87f/JntYwdMfj5vEtRnEEd04xhlzSHouEI+iP3JYQakd4RgLIV3sPX28B1tMLie88bk0owAYOgE3UqRBG328hzdmOFNGfHQZc9eRkZzAcICKralPRJze/feZW+d9gkWbVqdjwnL2HBUCmChrGtP/nLbaEDS/lTSrDjDYTv/hACeWDGHb49yLgVFrFpQgjfo4vZRplW6rOWQI4ckjiDkUJV+jtIFEQtdl2tOon507DwAwdW8q6rtApyBv2TRkyGEv4MqFmZ0BADgaKlYWLBZdzVHbcPWLkPVLHVZ5ZlvrODQDtzX2ald8Fj5rXN/w5+UE240IvW9IggSi4gCZJwDwRzxG20zw3NZZsdyb5eFBh5N6Fz+IVwpPITPAO7xgUq1otKq0xFtmuve2CH7vik/FfaRuo2j/7AAvsypSrbg7rhGa1wTAU8575ooI+N6q0eRcoSlkzgDAXj3Fb6LEinjfbFoBHRFzS7t8ZyfMWzVQ+QFyZeAJ/bpYCxQVxyBJQbpsIkkGNRK1O3/3vAAAi719lIWFJVO0sGj5NrE8wJlad2cA9vK4mEv341KlX6rii2N05QJfza3tDADAT9Uq9+hHmVTzdG24ePhLTCCYfGQ1dxALXaXVpQ9NRXuME7D5S8T6zRWxf/mi6cgbpOMdmhdOZfbNtQW3JVAMpKGT+KzffFLsO9Q20UQTRx7DCpq5vAoBaAlKDog5CMCP1yrCPfWmcVQFv/3AnQdoX3pehA+dN7JWx/ngtEmTTWinaKdPv7aRy6tQCAGs+hLJwWsIYyEcgXH6oDVa38D++nrmMBYGkOMSU28hUw+pJdpO0CJhMNMgDZPsPkUBNlb3iNiZB+kgLBdt90ndGD07BfcvZN6CwgAA8fGQwaET6KlZkBpV89BlP5fHaB73v1416OvQ68OBldF4FlLnk5H8Lf2/9BdhSCiirEj+egAAAABJRU5ErkJggg==) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADLUlEQVRYhe2WO2wcVRSGvzuPOzM7Oztes2sbAzZBKIACooKWFKAERGNQFKQIRSQFoUAUCXJBk4KCPiTQxIkoEDKCivCQXABSIqVCSISAgwBFsbXBmV28L8/sPC6FFRmEJ7HXy6PwX54zc/5vZu45Z2Bb2/qPJfISbW4ojS4hPxEyjycu4akTudf3KyMvUeciH/M9vm6hzCWUHhPfbynz22igEFpeosllTD0gzCK0xCfLfGav7iebrqh/BQBiIrNGbNZYSRUyGaEbjoDKOL3XHxhELoDEAFJSvU5s1ggThUyqcKfELkjO7i0NBCIXwDKXsXQdjYxUr/OyOiYOxtOCEQ1ZkVglizPPuFuGyAWYjN8UL1ZncZy1WPblmNIOLAqrWsasWEgpt+qf34Y3FR27SwlXoE1IjMM/iw+OjyhbG2bn0StcWEm5UIeZnbev0zcAwOk9dyhn1MW7u0xsxex+Y565k2PMF5ZY0E3mnmxzZaI/iFt0wZoOfxGIMOjSvt7k8elfmTs5TjrWoKQLymnEw5+VoS77Og8bAgA4dO6G6Fxf5nwn5VoxoN5JKRc0PKV4SGsDPYxT1qYhNv3a9v8o1PDXNmPAkJ4y5AkO7osETamsj0x6YQ/1SrzhurmjOE/znmIoMlk2Yx5A8Nq+1dGs6xUsJ0alih7xhutt+BPc1DfjiPOHmvygO1xKVx/UDner1F0UQ/YojlvcVL3+2yfdpQzuxeY+WvoJUXz/EVWUOslzRwnZxUr3UdKiftv6W9psxtkdynUnqDqTrEQB6dTrZLPvkPTGEe6DBIWX4Gl5S48tr1ZtZlL53g7U82/jf3iGSPgk4e+kQqKJxwi+ewreKuX6DGy3G1lDyfdmMGhi24LfXji+WnvqmjKiT0g+PbKu16YPYZ6y1IfCKLEYXjMHWDQwggz2nFp3RgwOoAa2KCKc0b/E5cUSTtPDaqw/owYGwD2aqMfP4tTMtVi5q9zqOdyWjxX469428J9MXm0rLifwi02Fz2kttShYEk9Kri5M/c1v8ACA8cS7yum4eIlPEkJjoUXcOvDPHsI/K/nqiGg5HZa1BtIh13xb/wv9AVyXGcnahXkYAAAAAElFTkSuQmCC) 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,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur77643 0.26666666666667s linear infinite forwards;
}
