@keyframes rwdcur159116 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 17, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 17, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 17, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEDklEQVRYhe2VfUxVZRzHP5xzL6jIvReQy4XpRU3u6MySxh2zAcWinEhlL66xVkTT2ctyTeecrVFWNtqImdM5+8PWYm5G0NKBawpjLl60FdaKfNkchYmCvHOByz3nPE9/cHGgglwWtjU/2287O7/n+X2/zzvc4x73mD021Uop4P0vxBNXZnDq05PI59/muqKy5m6KezLW89tX55F1Elk9gCzcxaA1goLZFFNDaRym4F37ClVvlpKc4HTTeiqDqKhIHlxzLdwRR97vDfj1URrnzEDicop3Hpr/iOxaTc2Bh2htjuFCfQIRYfE8vN6v+oYGvC2NHARGZ1rTEooBoVuVqs+WGg1V7Z1ut8Xl8XiUnu5+dr3W3Lk6J942pA8p0KuEUjMslMZANqAAfZmZmU2apoX39PRQUVFRBFQwdiKOAMZMC047A4pKesJytkrdSvuf+iGgJpjSwsLGvAshAARwPhgOe4xlX0yiYelo44fhAQ5MqzFNzrPmZb7Zc2Je/hPPrnjhppwQQmAYBoZxy2D9sYscmR9/7cp/vYS94fPZNBsDrsxnqNy4Gze9XuqPBTqBAWBlMDymaSqBQABd1wHiJ+RWXG7tP918PI7cAoul8H32qhaensrA7faAbWUGR3ccInvJEjfHPszmlx8vC13XhRACIQRSSux2u8Vut+P3+2lraxNCCGGaJlJKhBCKw+FQthzsIjb5El9+QE95KXlScPqOBizhlHxSzfa0x6G1Jpem8sWYpnnbMAxj0vf4soz/W/qAn80HWujtDvBOHhcv/MQqwD9J72YDRoDDDUd5KSUdV4L2N4YZR3dX36TCQgisViuKoqDrOj6fb5IxIQQWiwVvrg8RFuDnk4grl/j8ZvEpUVQeK3iP/u+Hkfu/y5ZOp7MD2AlsD0aJpml6Tk6OTE9Pl0D1hNwOoO65V1fImpEFsrga0x5HCdNv+FuxRpD/1l5GTvQ75VMvJo8A2oR0isfj0bOysmRqaqoMmrvhPzom6kzZr/FyfyPSfT9lQPhUOlPeA/ooR74owtnxV2fR0OiwAqQDf4znDcNgwimYyKLI6MDi2srhnqbj1Led4w0gMPOh38pCwBY0GwMsAFKSkpL0tLQ0qWna+AwogOs2faZlJuviY+wOMGwxSmlSsu2cqqofSSkntsl1REedcSfPOxsUvtHnTsVDeg1dy+SG3ZXzs5KWubSrF22KoqioqkrmkwuTth2UiUqEL3C2Tu5jprs9VAMBP7EJyf616zYPqqmPWultDyd30zB5W9q5crmP8j2ytvsqZYy9DXODNYLCjbsZPD6IrDOtstZEFldjulMoY2zt5x5FZd2GrVz/9hry3cOY9kWUMM1Rmyu8962iJdLONkK9ZP5F7vqo/3/8A2qNwRIjys0MAAAAAElFTkSuQmCC) 15 17, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,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) 15 17, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADd0lEQVRYhe2VXWibVRjHfzlJ3qT5eNPZtJmxrlnqqtagq4hjo05WN7FjihUHu9DhhSgi64oXXoq7cCiTWh0MBEHdGAPpJo4Vy4ZihA5WUME5caMSMmu3de2WJv3Im+Sc40XbtBvrsmxQUfqD9+J9nvP+/8953vMBSyyxxH8YA4MOIPJvmPtY4zjMiYBmZ0USWL2Y5jW0GXH+WKaFCmnSQc0uzyUq2LgY5kG2u84weJd+5O/1etunL+sNPz2rPRP3avb6JhBsKVfQUeb4hurnw42rTkWp7a7C9Fdg9NmwxRo5/8xlz4D5SyspfawcQXuZBVT5+o2W5P4/DzjtzsZwOOwaHR3l+L5vvzCOk568MnFOF/T35QjeSgeWAw1AFugfTgw/CHiAl2YHKKW+vjAwdBQQQBSoBa4Av5USFyXyQba7TlR/E42HVoYOzhSsZpNSSgqFwvzxyi7E69VddXE6vaeAzXdSgI824zC7vbEGGSVzKdPL9MxNwJRSilwuRz6f55q4Uj3LTvuU+WqNh/e9B3Hw+M0KsC0Qd7DWcYjP/S8+7I/xwNt3kziXGNda55RSKKVEIBAwQ6GQyGQyJBKJca11QU0j3G63KXb7xemnBuDdiUE+nNoADNx6AQYdHAt8JDa62frZJvz9bpRSxZbPf6SUxfg1ebfkbPcwY/k0tI6d5OfCE8z7fXMzvRE5jnDU2qHWOKNDj40S/s4klUoVzaSUOJ1ODMMgm82STqeLBUopEUKg21yMm5NwKJfjbGHvjcxLEeMdzwX3+D167QdPaiHEl0wvqs3AC/X19WMtLS26qalJA7vm5V6rXbciX3XxPk1PIE+Nrb1c4zncrKfLm6n99SFdtTLYx9yi9UUikdHm5mYdi8U08NzsJ3ZEe3B/nSZeqVll30OJnXbzcyDLj7w1sXXQ/3srlk7PT0kpsSzr+m2IRA2NtJ//BEv/xRRdlGh96YNI0cuY7p15W2FH7JSoHiklShW1w3ZEh0QNAV+R0t0ldWdYaBsuxDqzc3mf/0yFcv8gqKysFJZlkTLTKvuGECM7kvtI6TfLESx1El7PSLqQmbzaWRC2j31CV4J+xcXUEUOM1KXA0sky9W6Lp3nPe5lMUJtXI9peCE2v9vvteyj/dr1NnDxKR0WSi1WaA36LoK2d8rt5x0RZbY/jZdtiGy/x/+IfAjR/FgNQLo4AAAAASUVORK5CYII=) 15 17, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADYElEQVRYhe2Vf2iUdRzHX/fsvLt2z7bj7jplzHk7TZxtNl3Nc65NroU6JWQbEaSB0UaUhFAJyWyFSAn9I0E/SImIaCAV+Y9ZCTYxHLNAbNVaw7msxaLpdne7e+55vt9vf2wnDLxttyui2AseePh8Pt/358P3eX+/DyyyyCL/cbRcBfJyWLuMhhUfAz7GjYu5DpItq9lX08fvzynOPiaoCBwF7AsRWsgO1PBiw2k66kOVKT/aar8tVhvYTP+fIa6Nnwasf3IAO/vDXy5/vim45RyUn/iFsksJXOuXM/Zg8TrzeO8fKHqyEczWRJp3VLq8z5y7OXjoowmUItb/Gzda3rte8uGwhc2Wn6XevHFMPxpQC3jKysoutLe3q+bmZgW0AmuAIFNeSNfOyXyK7mV/+AfvnvBVoA74GrgJoJRCCJGu+xEYchW439Vf3nqVxtAH04PkNMAqOhs+LenYGSqVhfnAd+mEUopUKoVpmjMWyESqd9ndZcUc2/YI4ZJjc/WYzYQB9tV8Rkd9aMtXNsa6ei1d17d6PJ62oqKiNl3X1/p8PmcymSQej1cVFBTscbvdbU6Xs9Y3kLjTvruKaDiwge5rgrFEd6YmtgxxjYYVZ+hqbaxgKZte+hlpCYQQWJaFZVkz3m8Xi+8IcvngXXDye4uHT7YAp27XKNPlIRm88QlXRiOj9X4t7rMTvTKCaZoIIW59d5fLhWEYRKPRW3EhBJqmEa/yQdyEnutDwLez7PQslPsP0/OEquo7rEIrV/4KNAO7gF2BQKAvEomo6upqBbwCPDSdOxJ8slHdMX5IcSQyAqxdWPMp7NxfesJ56SlVeqDJBCrSCb/ff6Gurk5VVlaq6cEAcOr5b3s/b1e8tXOcJVr93A1mx+L88NPGxje/GbbZdCCWTkgpMQwDy5p58xqTiS+MHccHEeoiUmU033wHAEgi1BugADRHYf77TJqXpZS6lDJds9FV6N6ejE2eRaoupJqH7BSZTkEmHM7OBwa864Kl+tFeCsUSTNNkYvNSJlpCjG1/5wVM+Wo2gtn+jIRAro/tXnNP3t4NOC2N5KPljDy+imj3TxOc6n8NGMpSM2sc3Ff8Ouf3CmSnInZwyu2OvDkN93eiEfQcoKvV5NlNA+R41HKhCSj5t5ov8v/gLwp2U8fOLRcTAAAAAElFTkSuQmCC) 15 17, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 17, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 17, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 17, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 17, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC+0lEQVRYhe2UXUiUaRTHf+87s2PNjIaTvanNuqNNajpp0GAqgTsrgUQfJibVRdGVRfRBUDcRGJEXG9FFG16GbUssq9suEWu721U3WZEXfTtG9ElJVppvzTu+z/N0UYHdODOWdTM/ODfPx/9/zuFwIE2aNGk+jxbA9y2MXYXUHt3KORFhZx9Q8DXN3RU0/rGPW6rDM6YOM6KW0XYXWDgZMUeqHypZfXJ95pE1vhqT6JJjuAtsFow2Z7tez2q+zX+dgJmKnjPVBHwzcoIDc3+3o/xDyXclzl7HcZT/r5iX+T4e4wMGU9VMDZ0mIFRWVna5tbVVNTQ0KKAKnQ2AN3W5xLgraOyuz9rSh85aJH8C1wGplEJKCfAcyQnAvcCz9HId23o1HOEvkYCrktWd67xHmormBUJIbn68kFJiWRZjY2Pj37/Qs2POxvw9VSs5eBoIJkpgwhkopPbQStqbMxeNMKD3UF5e3imllEopPB5PsWVZaJpGIBD4WykVl1IypO75+3O7qRvc4jftodP/c6ieCeZCm8C/ZSs9p0Luev1Oy35GnU+xbTvpaHrYiXg8gw6Wdz3gyprJdODf65y9WvimJjz72WL6tQ5M05RCCIQQOBwOvF6vbpomw8PDUkqJEAIpJaUZdbr75fdcomt0kOixibqciPwG9kWPGkNqeeWmt0A177degd/v74tEIioUCglgyYfzgJGdd6E9/5razBnLhac5kUGiPfCkhwOrMgY95zNVqYFOKZKLAEKIeCwWIx6PAzwCHgBGgb24YuDpDfssbbvjmF2fUfwn5ADFQBZgAE7DMHrD4bAKBoMCKAJyARfvJz+QrHCym/D5h6A8Y+k5PdPyPuN2rlIKTdOYnT3ntx9EdejSSPcioD/pskhuEX3CTKtYbpAnQ6t8e3MAyqZH9B3Te6orRlumAXaqeimjoS9cwcH7hx2v1M95UfWL+43azBnLoGT7lJuPo+gndvW180Rt5NfXGXgTTvtU4JtD5alpZP34LczTpPlivANiPSsdU2FmsgAAAABJRU5ErkJggg==) 15 17, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 17, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,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) 15 17, auto;}
}
div.testarea{
animation:rwdcur159116 1.4s linear infinite forwards;
}
