@keyframes rwdcur121132 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 13, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFRklEQVRYhe2XbWxTVRjHf73rtq6UpqtbqWNjZRJJ+KCDxAgE0U2CgCFRFHXBN0RgGMxI5CVmCUqIgokhI3xgiy4ENcEEm2AWl5iQubiEGR0aJr4k2M3JUqF7add2ZbTrPX4457Zd6WAki37xnzy5vee29/8/z9t5CndGeda9Bvjq6+vFwMCAmMHvZxUa4ONju2B3gaisrPxXBaTJL88TPGgSwCHguf+K/AOgVtO0X7q7u/8GBoDHgLK7ffFM4KPJVsVqK9QF4JJoAr4BzLquDweLgyW0OcuBs8ADdyviTnABL2BH0OMSeIsFMA5sAtYBrwPjdJQm+dKZAIaADbMlwgG4AQ/w4jQi1gI7gDE6S5O0lySAiFp3z4TEqiwXeQnSAwuA+4FXb+OJN4AEF1wJ2pxJZE6sBpy3I9cAMxDLWncBFvVcA3QgDnxPmO3UBqAyH7zFVuBTwA74gfdZGfiTOVqMT+w24E1kKOzTbBINCGfd9wO1SoBFCTSgAz2E2ZUl4pQiCeKgh6hegGBSka5UnrRNJyDzs48mmwc7Z5DuMwQYZqCXMG9liTgJRAkRpy3iZ3mRiwOWJcCjSpwZGdacAiR5q93DBht0uMDOaaXemiWkQFkfYd6hNgD5JqjAChxnqamE3kkHx4IwV/Mg80dT7zGTBdMU8oeLZJ2/65A7qw1AmO1Aj/p+gRKzCGil0TJIkVZOnR1uCIgIcJjAbIIRXb55RQCSbAO+Q4bbsJQAH632qhT5z6IJ2IG32JohYhfQqwRUAa18Wwrz83KFdSpGdEPEFuACEAWGUyHYs2dPFT9NGORHga+Bl3gmGGMgYYTjJLBcxTBNrgN7h2i4+Dy0BHMLuEeDbheY2Uw6F9IIhUJi4cKFxsFSi2wg65D1PY63WNa9HQEcpNFyFZ9bcMUteDpPrNm8RgRDQVH2UJmgyyXwuXPbh3MGgCVkdUht2bJlj/T39+8DLpnN5hNAI3IGiObwxCGKNDkf7B9ijbmG84nzVGytwJ/w3z4UurAgQzjl/NH6+vouA+eAP7q6upztv7evBI4j228M2JoS8ZkT6uwANNTt5uxHZ7GZbET7o7C2EMo0uJoE3+RUcgGcm3CpEN5SCagH1cAAbc4kHaVJYAzZXp8CXgbGqUAexz63YH+hdHs1gv2Fcu21fAGI/MWL0muGNRSOI/PIM8UD6hoC/gJeYePoKJGkTmepTXliKbKfN3CVGBE1BO0sxn9sEk64YGcxvDfCwfK3cdSsYkXbGRrnH5mamIsLRoFJZOpOCzcyAYdoL5EHC1zBwRngNEtNX/HbvFsTrLNUeL1eIYQQHSN+cTEyIoQQorm5WfCDSsyt+QlkY/OQcUBlx+Mast63sGHYS5vTSkeJm6i+ibaIn95JB2bTrbLjgqGhIQBqnPemlgOBgNyzAK7r5gyPj2aHIBN+4EdgPRtHBxmMxwlOhtjr9FCd72AkhwfvM1Pf10BLS0tq6fDhwxwsPAouTba7J4r8yA4Yz/xpju2k4ER2vX2AjQOWJczVPKy1yeaSCy1BmquOEwgEJPmzsmLojMG28CDwODLfAjMRALI6ypHZWwMsII9VdLumFzGqS7e7tExyP7BekcfIaMV3EgCyfTqVGA2oJo/WKSJE1puM+zT5k0j3x5SlDqMZnCbcRO7JsGsILnBqPI9yYeXXmzc5MjaHwXiMkH6dzyNWvhjX0IWfXZEx5IAaASaAG+pz6g/NTDxgwJgdjdnArgQVKO9MZNwbk9aEsri6hsnqA3cjANLzQAHpEs6clnTSlRUn3XiGmUWYlYj/MSv4B9W5GSIaXztdAAAAAElFTkSuQmCC) 15 13, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 13, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 13, auto;}
}
div.testarea{
animation:rwdcur121132 0.66666666666667s linear infinite forwards;
}
