@keyframes rwdcur77265 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACx0lEQVRYhe2VTWhUVxiGn+/+Mpkfh4gpVMRQiq6MbiT+UFJQW8nGnUjcd1eUCm1JRIwLBUEXuhCU0mzqwp0bVwrB0mysqzigIm60sSMOzmSSGXPvPefrQiJEc2cmiRYX8y7veb/zPnznnu9AV119jvr+j191/8RJ/T+ynOU+mthj5u49hq6c028uX/ykIJK2MHTlnNZLf+OQwesdwFRj7l0aS/WvVl7agk1CHDJESYQpl9DIZ/vRC2rjgOkbP340kJYb7Tp1XhfKJSwRNgnROiRVUIYwUciTyZE1g6R2AMBUYzTysY4w/duEAGwZHlGJpojnPDbvuKkm9nleGl41SNvC7UcvqImneXBjYon3qz0/qEeO+kvBNA5hFkIqlcEVg7Qt2Hb4ssbV+1gv4vGt6x/4+wd+Usf0UKsI7vwRRAzl2YGOQToybv3ud8VO8ej2tWX9G/qPqSMF/DhLsyaEegBVw4v5nW337wjg62+vazz3J25geDp1NbWmsH5UM1LEdwLevGmQMUM8m9/bMmPZQfS+nkyOCMlBPHItfbOVs1J+9bPMzTXwXRerhr7seMtB1hEAgIl96i+F/m3H207GamNUXrz+RcAiIvSGY6k1HQM8Lw2LaRzCsTk29B/raDyrGjzPwXX9VE/HAABmIaRWERwptPV+mbmjM819sq7YQxCkj5sVAVQqg+LOH8GPsxTWj6Z2YTF8Y+G0msSSz2c+DgCAiKFZEzJSTA33xdCXG9UoSajV6jx8diL1JqwYoDw7IKEewHcCij1nl3RhMVxydwnNbvKFgH/r42u/hu9L1by956G7JHymuU+aziSmPsgXmx8htv1eq35ENmX/UqsGsKgaFs88ShLyhQCxEFswUcI/s2dSc9b0nPZlx1VE8DyHdcUeTGKp1erv2r6xcEpbha8ZAKA3HFPX9QkCj3w+0/KH66qrrpbTfyxUJFpPzNu5AAAAAElFTkSuQmCC) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAC0ElEQVRYhe2US2icVRTHf/fe+R7zaDpkjNoiSB/UjSsXunLlA3Hlwl26EYtkJehGhD5IUoQIQlpEJS5iSyK4cV2KiuBOQWtEaYkhMa19Eabzfn333uOqi9A4+SaZupD8l5dzzv2d/zkc+L/pg/kXZPbiy5I2PjNsgL9vNMgFJnW8Hubnb557XhKnqA/Q1tAceHXmOWkut9HiiArZ/xbg2dPPSG/D0rEJOjDUWzZ17q5H8PTsi9LpCK7cQ5yikQhVk3oHd++Au14n2OghQMM42hhazfT5O3bg0OJxOfbZ6+KaCc45vr/wu2o7RS3SuLHR1HV27ICtdOHKGplewtLCVQVQsxZbM2hJ39eOHDj45Vti6hZRiuULv6n7711t8Mce4493v1H98ncFUPphWtxKGX+zytrcT5s+smFMUrUcWjz+cC5h8fJZ0UurxI0uf53/7sEuwxh79ADXxxeG78C+Xz8V5Txyq0y92doyxodZfEdx8NJ7w3dAflkhuLmB14ryx99u2aEPY+wjJe68MpPagW0Bcj9+IrpcJ1i9Rc9bKlNf/2txCUJcPv0ZTgXARhV95U9cxlA72X+23UCTJOmvYDqATAyjRWoTH21rq8kW8IefHAig7xLGp98QbtwlOfLEtoX2T49LWxm4fW94ACKCuVPBpyjkwwg9WsQ/WhoIoO8IjFJEohhZWqeyeEbsSA7ikO5L7zwwDu8VtlyHSmMggL4OtKbmldYaay1ybZ3Mz8sYp8ldOifx5fObtk0deBz31GFcNhwIYNsljEyGWquJ9oIbKxJdXcflY6TXJvpqUjKFEXwIvt2F22U6r72f+gYApA4unTkhJl8g2legnDPItVVUFFLM5akHCldtYK2lO/3FwwEAKE1OSKA03luaLiEbRURRRKPTpp106E1dHKgeDHCK86dOSOIcCY7a1OcKYP+Hb4uIUD01N/DHe9rTnu7rH5dLLEl8kgxgAAAAAElFTkSuQmCC) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur77265 0.26666666666667s linear infinite forwards;
}
