@keyframes rwdcur160468 {
0%,12.4%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAINElEQVRYhYWXe4xcVR3HP+dx79yZnZ3ZnU6XZVu2WKt2C4XaKt1RElEhxK44ivjAYDQBipgI0UQTHzFREpD4ICT+oVVIjDFACJLBVBISglHCDrE2Nq1ISQlQStlt99Xd2dmZufee4x/nzO50eXiSSebce8/v8f39ft/f7wh6VnVyvAREwCiw1T9uAgvANkAGOfVbkZEkizFhIaRvJAtCIJQgWU5YOLGkgAKwA7gY0EDHyzHAq8BJ/x/RozwHDPhtBFwG5LyARmFL32MykLRm2yTtFJNY+jfnyAyGCOHFWEvaMVgLs8cWPu7P570MA5z2yme6enUPAFHP/zwgx2Y75dd3Fu9HCrAgBGQ3RiQrCSpSZIpBrw8krZTOYow1UNpeeKZ9Lmb5zZXrgJaX3+p63l2St1+X9Y/mHjt5SfF+oQRCgFACpEBICPIBQV5j7doBay02tahIIQOJSS2ZwZANO4p/ufLkygDQ8PqStxhQnRwv4+K+zaZGl8aKfzSxxVpL2jbEywnWOiOEFOhIOth7DBA+DwTuO6nlKjYvXDv86GeOLu3222avAcIr3wa8HxjpH+27J1MMSNuG9kIbEOicJsgpZl84t8ef63iPQlyCNmuVegPglpVPWWsBjwgWkrbBxCmX/2Pm7me35O7vNULiEm8UiArvyd8jBCQrKXEzQecCVKRYfLXxrR7l3SoJ/V4DherkeAHg99knxcyR+UEhBEJLlyLWIgPFkSvLP7j2v41L14egBYRXnG5dkrZSrLWYxBI3EkxisMYCXIBLzM3Abm9AaV0889XJcQlQq9QXzh6Zz0oJQkuklqjAIXn4Kxc93XPGSGBKJubMC1eU7mgvtDEdi1DQd2GWbDmDCiR9F2Z/BHzSGxF6o8ucXzn0oEKtUm/9LnpSqECicwqhJTqrkEpy75frtwCNWqXelED5zkendlljCfIBnUa8SixSS2QgscaSuyD6sY/9lP81vEG9y6zbcyA4KKSW6EghtSu6X52YuO+9T5zR1clxKW84sjT8h59sv1cqgcooshsy2NQye2zho9ZYhITMQIjOaUpjxUeBlzwC3RB2V1Kr1DvrDegacd4Da9k7FP4S2KcHZto3thY6SOU8NUDjteXbgDNnDs+J0ljRCuwqF5R3Dvxz5uhCxcO/2FUOzFUnxzVr7Jl4mN+CigUO3rj5Dl5pvCm+dvYaay2059sgQEeaxhvNCeBvHnI27hqMhRSYxKzW/szRhU24Ekz8dyEuMaU3oEs6Z/x7PbSnFAvApJakmZIeXfic+OrU1damxtUsgsYbze8Ch7x3p4C5WqWe7I8nbBc+xzDiPGirk+ND3ohoXWiMN8IM7S4tgaNsaywC0BiLNQ4Xk6T0wFrAdcQOsHAgOCj2xxMuFn7tjyfs9KHZLDDivV1fFdLLaQGLJjGY2JK2UgBURiKtJ3RjwAuf6REQ4UhGwtskE1DaUVzBdc4d616FOL4Y8b9L4+WUZMUpT1ZS0tggpScK4RkL3wl7BOne/XojpBYMfqDwODDX8ziPmwUG/Nkh4Orl000ap5ZpTq+AACEFUmWU34AMFcD7gC5dGly9n9fBVo2wFhUqwv6AoQ+WnvevRz0iFeBjrLHnWNpOsbjeIASOmExiiJdikmZKspIAXA/cDgzjBojFWqW+HnmmD80G7XMxq2Uhobxz4Lg3upsT08AWYAy4WPdpSC0yEM4IJZCtuY5ru52U9lwHXOIZL2CqVqm33qIdqFXqiRu/HBhCCCzQP5p7GrgcaOOSr+RDEtrEIgKJChU6I7npO/+pSoxFSIFQEplR6D4Vedi2AcPVyfGB9cqrk+ORb+ND04dmN/qGhZAC07FEG8IvAkWgH9d6TwBTUgtUKJFKEBZD/vWhwnOyNd/5WZDThP0BUgvSZgoug3cC24Ehr6yrPOe9Ch3whGcOz23qkpTOKnSk6b8o9z1cZWwHCvmR7L7MYIa+4Sx9m3KojOTvY/mWBB5yHlhyF2QJiyGZwTACnvex3AzsqE6OdxtPYR0gEiif/ff83m5iIRzZRKXwelzjkuDqXkgBxnLz7Ue+3z380pceeO3uzECIjiTRYEjYr7vvFnHcXgA2eyQKuPLqTtEjuMwfPntkfq9JLSY2pO0Um1pyQ5mbshszX6c7wklX7Y98YfgA0JKAfPiqDbVVdwKBzmoGtvXf55WVPdxbgY/0KB9lrdaHcFWzdf744g+FEMhAES8ndJYSWnNtTOKyXgjBTT998RevlMK5WqWeqOMPnIq33nZR32efmH7x5d0DE0IKEILWXJtoMLyus5S85IVnfWJpYB4YBPq88sBnPcBI3EiOBnn94Xg5WeUJ5bNfZSTPlINqrVJvdmEGOPFQZeBhGUhUViEDgQwlMlDdZCp4r5usdb7uPClxZLXg370OTAsBYb9GZSQqUuicRkjY9cipa/y3QO+twq/98YRNY4PpGBfLTkraMeiMYvG15SqOI4755NyM44tTPlS7suXMXUJCl2FtClhLUAi46k+v3/n4nuKfa5X6qXc0AJC3dvaladuAsRjjxmt3/bIgBTqjsMbdGRAglcBaaM21V4kxLASY2HQbHDc8+OrND36i/CyO3BbfzQCPxD5rU4u1ruGsTsqpRWcVKpBual4bDwBI24ZOI3YxjxTWwN6Db048tT1/AjchnT7P23cy4EDwV3HDXcf3JK0UWBtQhXROCSlQkUKFEhG4jiq1JMhrgpy7cn7+N68cOPfy0qantuefA06uV/6uCPSuY7ArA7f+PJ74pvXU3busdTcghOsJ3/j05Ld/fcfFDz84cXjq/8n+H91ZS8S9Z9eiAAAAAElFTkSuQmCC) 15 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur160468 1.3333333333333s linear infinite forwards;
}
