@keyframes rwdcur66332 {
0%,3.025%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,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) 15 16, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,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) 15 16, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,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) 15 16, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 15 16, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 15 16, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACK0lEQVRYhcVXsU4kMQx9jmhWRGhLxBdMf9QnbUNBAZ/BN8FHnHRXUFyz0tXQ7xcgSrTKidJXZDLjOE7IzqLD0ki7k/i9N4ntOEQ/HhjCNrc3AIDt+9v8ch8AAHxxSegwenmKmGd+xl2tI+7PX9lcp53ThOQggSbgTyI3BRwj4lDyqoAlIpaQA4BLe36MiKXkm9ubuAJNEWMw1kRY5Nq3Rg4ARGHHTbVX36sgXfb7T5V8+/4WBQCVJRvJ2Q9d6actYUsROs0nAZkItXRHC2jgu1Rk5ECayH4g9gNpoF7y5F8jxz6AspRSgSS/PAHKYc1Zm2t+wPjhrre8qpXgkVA+XBFamijtLv2QAx0iLAI6lBwaSOe0AcYQgct+iH5hJ+cXAqeVMw61kwz94jLGxD5YhSUDZj+A768jgR8mEZi3IxdfOVGLs6AnJiQ5APD99bQaTT8Du3oY/S8rBNDrM8O1F4HCDnT3OP+/e5RbUPczTtEsBuj1OU7wp6Y/xN5S2IFUEI5mZ8mZj4Xn5YnlVsw/DHIrpVqpVhvLCpEKRlcj/4DAKs3cVbZVP+EWkAPzdsiHgKJifijCwZ9m5JvVOm8+SvLptXoms0QUuEnEVx/HJ8Wg0ZAcbWNDskVsSDardd6QfGVL5rq6VxUTAGI67QMQ/pqnqOkzmuy23WJyxFzm82/Vo7xHBOm7YQZwwD1x8cXkM8izd1aP2bh3mAKW3pCXiCgEmOSaoGHWnJaIf3+qn7GK0GAuAAAAAElFTkSuQmCC) 15 16, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 15 16, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACL0lEQVRYhcWXMW7bQBBF3y4EqzEEqOABkgC6g9QbEFylUusDOJUOwio5gJsUOYBhIL19BwO2D6DCgJBGKbgpyNksl7ObFWXEHyBAcnfmf42GM7PGfP/sCLDarAF4eH38+3J/AKD59M1QAPt03fqcTf275XwBwP2Pu/7e2Fg2iEHoyDt+I3JVwCkijiVPChgjYgw5gJX//BQRY8lXm3UbgZwIScaUCI08tk2RAxi727qcWnPxMemkBO7nc5L84fWxFQB6yIS8qeqizy+G+A5FxJ+5FxCKiEN3qoCcfytFJlyQjU1Vm6aqTeyolFzsU+TsD0zkBoDZVE0cEVEaCW3vwG/HaUvLqxIJF11J8gGC0m7lJlwoEOEAE13uWHI6Q4/4m044c3a3lfXWrv88sPGRU5parxQXREJ+OU1V464ucVeXXki3pidsoqMOekFJTgi5V9UXkbZTfCeb0f/CQIB9+eKw+SDY3RZzc+ufzc2tz4OsndJFJwNygPOzlA//H9vdFhMlIUGODDCbwv6Afbp2ahIWkHuypqrlCzGA6Srev6OgtfIjyV1AHBeisrIdibAjyAVxIQLUipkVYTk/65Ev54v+8KGTZ6GJGPjtRLx7O57Ei9pAcipkILnnmdVmzXK+6A8k7zmS2ZLpNc4JoK3t+wP8+q32DtWmQzht29HktLW9+fA12cBKRJj4bBjimHPi6IPJW5D33ikzZu7coQoYe0IeI2IgQCWPCTLQ9uRE/AFswp6JAcPi5gAAAABJRU5ErkJggg==) 15 16, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 15 16, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 15 16, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 15 16, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 15 16, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,78.025% {cursor:url(data:image/png;base64,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) 15 16, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 15 16, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 15 16, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACDUlEQVRYhcVXMW4CMRAcG0qE0lGhPAAQBfeAKErDeyj4Qih4Dw1CPACKE8kLqOgQSknkFGYd37I2PoOSkU5wZ+/O3N5611bvzzDwMB10AADb/cE9O53t7+snFBKw6lmf7ebvs1HX+p3tDpW5mhvTBDLwHZHjR5GLAu4RUZc8KCBHRA45AGj65veIyCWfDjo2AjERlIwhERI5tw2RA4DaDGFiat+egj6SsDyGybf7gxUAyCEj8qJMW34c5NsXwZe5E+CL4KG7V0DMv6Yi4w/QxKKEKsqqyDrkZB8iP50B5WczTyT/zclhHXL/ns+hF9ep5VWIhGFXslC/tGv64w8kiDAAFLtMXXJcDB34mg44M5uhGwcAsPsrG4qc1NQqpTghEvTmKErATMYwk7ETchkTEzbUUa96QUpOELlTVRURhOQ72Iz+ClcC1n0YfSMGmyGg5gt3r+YLlwcxSF20svLXfTuh1Qj6cN/YF+GRuxzhaDdtHqx6MGISJpA7sqJ0K0QBttoVJW5GQWrluia58Yh5IUoq21yEziAn8EIEQKyYURG61aiSj7qdyuYjQB6FJIL7JRH/34754Gx3wPIo72RyQf6kPea/b8l0yu6V5wRg1/TpDHx9y71DsiH4kdC55ICt7S8f4QaWIkLxs6GPOufE7IPJI8j9Z9IeM3buEAXknpBzRFwJkMg5QQzSnJiIH4vLZSHtwqXWAAAAAElFTkSuQmCC) 15 16, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACFUlEQVRYhcWXO04DQQyGf68iGhBKaJCouEP2AAhRcQUOwhXgIFyBCkUcILlDKqQ0CVpR0Zhi4sXxeh47ILAUZR8e/996Zjwz9HAMhrL7y3MAwOpt0z/r9h7X7yAU2GIaYp4q7/lFiPu43hz4NraxOEgDHUgC/5a4C/ATiLHiUYAaiBpxAGikz38CUSt+f3keMpCCkMEYg/DEbduYOADQcgZO0d4cRWMU2ctnXHz1tgkAgJ8yEW93ZdPPmsTWEHaa9wAawqZuvmUQ0SgIZubV2WETL37TqfFs+7vdgeZbxuqMwMzZGmDF51vus+eJdwxM5AIIA8l+PRGRBGRmzmVCi2tfG1c0m5LySkSDTLCxlLg1XdobudAvSiFKvjwlDuy7QB4spuCO/TktEHpwtbvwfDkL/2PFAVOKc5nQX97ugCe+xRPf9iDWJyc+APAcPBNxMQsRMy92dDH6KxsAvE7BOarlDLij5/7+jp77cZAybxWd6JvXvcNJZhAKRLuH0OKxQXhKYRwspmDdFT1AThw4nGoABp+TK1YeRFMj7gnk6oSGAL67Y1IrHoMoKds6ExMrbBeN0gqXg7BxBeL/l2P78nG9wcvn4SZirLhtI/G8Pea/b8makt2rJhbrOPw+2F87vDZiOhNNrTgQavtVYgErgSB7NtQ25pxYfTD5DXH9zNtjps4dLkDtCbkGYgDgiVuBlHk+KYgvPibQwdLrVZEAAAAASUVORK5CYII=) 15 16, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur66332 2.1333333333333s linear infinite forwards;
}
