@keyframes rwdcur107128 {
0%,9.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJS0lEQVRoge2ZW4+cWXWGn7UP3/5OVa6q7h53j8ttj+2ZMQQlMAgYKTBECiIRSaRBKBFc5SZSxA/hOhe5z0UO4gcECRIkNEmEQpSBxMokSDaM1R2PY3zoru46fce9c1FV7W7PDLjtCRMJv9JWHVXfevZa716rquCZnulXWwLw9fX1gQnh9b0oevG/4vjez4pir6rrW23b3vLe3zo4OJh82IG+nwzAfyg1eDWEL1+t69/qtO1ot9u9+45z1eFsls5ms1EURbve+2ve+x81TfPmeDw+/LADX8kA/BTiC5CeU4qX2/b53oMHm2eNmd1bW9u72+0+f1gUr44nk9ebpqmMMaMoit703n+7bdvvKaVuAX40Gn0oABogSdPhfe+/dFWpzqa1WQLalaXL9/d7vdnM5Fnm0243VVonXqSPyK+JyOta6z8VkS8AnSRJ9pxzPoqiqqqq8EsFyPP8XCHytQ3v1UVjJNE61iJoEaK61uloZLLxmMw5ojhGlCIoBSJWRC6KyJeAPxKRbaWUds41URTNqqpqflkAm8BX5iEkL4uovjGxEhGtFEoEK0LUtqTjMdlkQmotTmtQilYERBCRXEQ+CfyuiHxMKdV1zjXW2ntVVfn/a4CzwB8cwPCc9/PtKEqcUkqJsFpmmRHrPcl0SlaWZIATodWaRikARCQWkRdF5DUR+YSInI2iaL8sy/vAB15aK4CBiPxOgMtV2/qPKGX71iq12NkjCA1opRYgbUtcFGR1TR4CojWFMUcRiki0LKnPAK8459acc7fKsjz4wAGyLOsAvy0iL47AbretvhjHGKVQi2AeQjyybNsSVxV525KGQGsM5cNsICKRUuq8iHxKRF51zhXOuZtlWdYfGECapk5EPgN8wotI1TT8hrVkxqCXEEfBL32xAlhBmrYlq2u6TYMxhkJr2uVFRESAREQusPDIR6MouuacG5Vl+VRltSohLyIfF5HXAO4Al9qWbeeItMYsd1+OBa6WpXT0mEVTiZqGTlkSa02jNaUIIYRVNkQp5UTkY8BXgX3n3K5Sqmia5olANMB0Oq3zPL8MfFFEDID1npe0pmvtYteVQmBxuwxYr8pKKTSLLAmgQyApS1IgGMNcKfxDiNXKROQLIYQtpdR/lmW598QAyyxsAp8D+gB1CAxFOO8cTmv0I4Z+dK1eW0EpwNU1qfdgDFOlWJ2li4oCWfSR8yGEm2VZ/vBpARzwm8BFEaEIgSQELhhD31rMsmSAh0Efu7+CMEuPKBEkBGzTEIfwvhBAFEL4sVLqH+q6PnW/OAJI07QQkU8BHwfEizANgTXgfBSRGXPkhdUOP3pfVkftMSAA3TQkIYC1FM4RAO+PYlUhhFtKqX8qy/LUU+8RgHOu1FpfXp5GiYgwASrvuaA1W1GE0/pEmaw8cVT7q/qGo9tVJnTbkliLGQwojaGua0IIhBAARiGE75dl+T9PDFAUBVmWqWUHPbt6/l4IGO+54hzr1mKXpbQK8sRxujydVkZdgQksslRVRErh85xp21LXi1YQQlDAPxZFcf2JAQB6vd69EMLngJcXmycEEa63LRshcDmO2UhToijCHNthLSd9cGR4WM1Ji4YYAjKZEGlNledMH2YhBf7ZGPPD006yJwDG43GTZVlXRD4vIgnLXUaEt+qaoQi/vr7OYHMT59zCEyHAogze7Y0lJA8NC4BMJpg4Zuoc8wWECiH8FPiXsiznTwwAkGXZPRH5PWDz2ElBDbxVlryYZbywvU26uUmcZcTWYrynbZp3QZzwwbFrhCVESBKmWlM2DSGEfeB7RVHsPxXAdDo9zPN8CHxW5OTWzYDbRcGw3+fclSvYc+ewvR6xtdi6JtQ1LBuWgqM5alVGK18EwLctoa6p4pipUjRtq4C/nc/npzLyuwAAOp3OTeCPRSR5hIG7TcP9omDw3HNsXbmCPXsWlWU450hCQIVAW9cnPLH6DLVqYEAIAV/XtM4xTxLmdZ15778tIj+p6/qxffCeAL1eb+S9v7CcIE+85oFbsxm7+/t0+32Gly7hzp5Fej1sHBMbgy1LwhJi5YHVqXX8c1rvaZWiOXOG0hhdFMU1pdSbRVE89je59wQ4PDwkz/OfAH8oIvnqaDx+8duHh/zrjRuYOObSlSskm5vI+jo6z0miaJGNuiYsG9ZxkLAc8NoQaIqCsLkJnQ6zstyv6/o78/m8eCoAgDRN5yJiROSzSim9glg2HgAmZckb164xLQo++tJL5GtryGCA9PvYM2dIrcU2DU2xiEc9cg0P1N4ziyKfbm/vY23svf/m3t7eY3fk9wVYTqj3gU8rpYZa6xNZ0FoTRREiwr/fuMFkOuXyhQt0BwN0twv9PtLr4ZIE2zRIVRHadpGB5Wq8p/KewwcPaobDv5ZOZ2aM+f7u7u6DpwYAyPN8rJQS4FWlVKq1RimFtZZ+v08cx8DCkNd3djgYj9na2GAwGGDSFLpd5MwZXJbhRJD5nLBqXkALzJqGcdvq0dtv/1X2yit/OR6PD3d2dh77h7OfCzCZTJpOp3MXuKyUuqq1VtZaNjc36ff7GGOORoeqabixu8veaMT6mTNsrK1hkwTSFOl0MElCDMh0SltV+BCovWfaNIzqmkPv3/i7a9e+dX1n5+n6wKPqdrtjYAJ8WkTWB4MBGxsbWGsxxmCtZVVeddNwfXeXn929SwoMu12iPH8I0enggHBwQFkUzNuWSdOw3zR395vmm7vev1Wc8peLXwgwHo9Dp9PZDSGsWWs/2e/3IxHBe7+Ye7TGWnsEAvD27dvcuHmT0c4OW5MJ3SRBJQkoha4q9N4ek9GIw6rioK6ZNs13R03zF//m/al2H0B+8VsW2tra6uV5/ifOuc9rra8aY3pa68gsJSLGe6/qumY+nzOdTgllyZYx/P7aGq+98ALP53llRiM/fucd7h8eqh8fHEz+ezb70aSuv/Fns9kbpw3+VADHdf78eRNF0VBrfVVEXjLGfGQJNdBa5yKSNk2Tl2WZzudz1ZQlG2VZbFfVDzba9gcmBNWGEM+9/25bln//N1A9SRxPDPBeGg6Hyjk3VEpdNMZcUkq9oJS6CDxXluV6WZa9uq5ve+//HPjWnTt3HrtZ/Tx9YADvpeFwqKy1zznnhiGEYVVVz1dVdb9t2+/cuXPn/81/DKfScDh8tCE/0zM90zM90zP96up/AZfjy1uqfJP1AAAAAElFTkSuQmCC) 2 4, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
70%,79.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGu0lEQVRoge2X3W8cVxmHn/ecObOzm41re9ex48SJYyeWGjdxm9akARraUj7LFRIghMQ/ArdccMV/wB3ib6BVUQUVSCUkLY0SWitt6vgjceP6c+3dnXPOy8XuptsUaJPUtgR+pNGc1aw0v0fnfd+ZgX32+f/GAvy6t7c05tz3RpNk+jQsXI9xa6+DfVEswDd7euRajC9WRH5RFXl+HEqVGGduQmOP830uFuC1Wi1sFQqHMpHvjybJU73GPJ+J/PikMT1HrJ2bMmb9eoy612H/HbazkCxLb8GzAyJjo84VDogMFEReKsLPIzwxYczamDHbVajPqca9DN3NPYFCobBpjDl7I8anjorYI86RiuBEiqnIWSvyExE5VwJ/zNpGb4y1RfB7GR66BBqNRl4sFnsifPWm94+NGsNAkpAYg2uJJKnIuIGXE5HJskh5RMT3WbuyGOOeidjuH8VicVlEzjdETq6HIIPGUEkSEpF7hxNJHIxbuOhEpoowfAhWKqp3bu+1QL1e3yyVSkURubimWqzHSKUjYQwWsMZgRXCQJnDciUxnItNGpJyqztyF7T0TAMiy7AMReSHC6HKMbMfIgLX0W3svfPeRQOpERgowXTbmwoDIRqb6wTKEPRGo1+v1g6XSRyryIw/2I1VWvGfYOfqTBGcMplvAGAxgRUoFGMvg25nIiaox10ZEVuZ0Z6fvZwQAatvbM4NZ9nJuzNEALKnyQbPJSJJQTRKcCOa+3TBAIiJOpJTC0xaeE5irqs4vQL6rAgCnnGsEY37QFLEA68BMo8GxJKHPWtJOcJFWaQFGBGmJUIDDAt+xIs2KyOy86vquCpxO07tFeHHDmOEgAkANmGs2qVhLf5JQbJeTEUE6Mu2zAZxIycBFgWpF5P151aVdE3gWGokxiTXmxRVjEmlLrAHL3lMSoZoklKz9lETSJWVUsZBYeFxEhgdg5pbqlzpt/6PAOyGEaWtXjchkbsx4rR0Q4GNVlr3HAIec40A7tIi0Rm2XkAAGkkRkVFSPDKr+cxbu7LgAwNNJsnZAxKjI1+8aU4ptARFhVZXb3rMdI8PO0WMttiv0vfCfSDgrckLhxKDq32dheccF3vI+TiXJ0mMiJ8SYJ5aNEbokasCtELjZaDCaplScIzGmFb6zC9ARQFqDaqwBpwZFXplTfeTvjv8qAPC29xsvZVkjVX1mQ6S62RUQWm9zS6pcr9cZtJaBJKHQ6YOWaUumLSJgDJxqgu9T/dMiPNKb7ecKABwxZv6Yc5UY45MLxhS0Hb6Vr7XeAG7lOWVjGHaOrNMXbYluRBWFqQCXKqo3Fnda4Jr3+SnVdweS5GQe4+MfGSPdu9BZb4iwEQID1jLoHKkxn+qDDtqScB7GAvx1VvXujgoAvBXCxnnn3ivBxTU4tHlf+I7MXVXyEDjiXOt1XOReGXX6QoEYowSoNlRVVN9Yecin9RcWAHiz2bxzIU3vlFW/tSBSjO1+uJ/5GAkhcDLL6E0STPs/nbMAqkpUdblqMcLlOdVbOy4AcNbaDy2ELMaL8yLWdEl0y8yFgA+BqVKJrF1K3dcjEGIkh3JQna2r/mW9VV07K3DF+3xK5OpWCHXv/blV1UyMwdw3nSJwM8+xMXK2VMJ1SglQEVSVoIqPMW3G6J3IpYfphQcWAHg7hPrJJLm8FUKtN8bJwyLlmqp4Y4BP+iIA83lOxRjGCgXS9vUOEchjZCOEnqbqm++rXt8VAYAbITS/USi8PZGmW2cOHJg819fXOzw0xMfeU2s07klsi7CR5ww7x+E0xbWbWAEfI82WgGuqvvZejFd2TQBa43Wi2fzHaLm88mSlMj55/Pihr0xNMTQywmqtxurmJiLCnRghRkYLBarOYdoCAdjyns0QbF31jzdj/Jt/wD54JAGAq+B7a7V3gurM0MGDdmxo6Pj06dOF8+fPc2RoiNmFBTbrdRZCoACMF4s8Zi2qSh4jNe9ZzXPWY3z9wxjfbDzgp+gjCwBcgzjq/Y311dVLsV7/MINjE319A9NnzsgLzz3HULXK+7dv8+7aGmVjmCgWccB2CGx6z4r3Sx97//vZGK/Wd3sHOrwVAn/e3l4bWVu7Wl9ZeWNhack2FhfHjydJ9rXJSb574QLVnh5en5/H1uuMOsdWnrOW52x6/+qq97+9EuPKg973s0+hL4lf9vUlebl8yJZKP5zo7//Z5NGjE/1Zli0sLpo/zMzQr2rKeb55a2vr8mae/+o3W1uvP8x9dkygm5+maVoUOedEnjHG9AocXFLNXIyvmkbjld9Bczdy7LPPPvvss88++/yv8S8djrqVUOvbQQAAAABJRU5ErkJggg==) 2 4, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
}
div.testarea{
animation:rwdcur107128 1s linear infinite forwards;
}
