@keyframes rwdcur234401 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 18 16, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 18 16, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 18 16, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6ElEQVRYhe2VX2hWdRjHP7/fOef919rOXlZuDEcd05mWulfNCoOIDS9EEFJSWziIFoySLkLrJr0wbEYmMbpJIysJ2qAwuzCFSCMsdJAryMzXMJSpaztT373/zvk9XQwvHM69b1u7qL53h9/3eZ7P7znnPA/816WmIslzq+akqmJ0z6yJ+Wf+yKztOng2XWqsfbvDD15KuQDKUmx866Q/ni91f+2r8yuL3qx76/jh1wtrug6e3TkpgD1tja4R2gtDmaVGxDUCu9bP9odGwsNXs8EJjUlrpaiIOx5injp7rj/1wEO1DOQU/dloybcHUNufvM8bKRhPRFCYVCKiWypj1hLb0i6AVmAEcoFwLRdyNRf6lmIwYuukEnETEcXAiNlpV8Y3V8Qtvuq9VH3s1MC43Rora/niWqmfkbgY5IKc1uqioLAtlRchF4QmriAmKBSCoNBKxSytq5VIzACWVkQs6uprK1T9XdFvd/X89l45HdCuA9xRiY5ZrqW1B/jZIulcMUznAyEfQtGAEYWlIe5oorbGtjWWUgiaQdF+3NHuxcvZ5nKKA9gqm6dwob9Z54OlAq6t8QJjvFBMUitclMbBjNIq0BZohLwxoMGI4BTNkcHr+VR1ZbSnbIDq2iradvf2AD1drXPcbIAX5AOvENJiW7rZBMYLjCaiBccCbVmAwRFNKKNJwtC0z3CjAF7ZAG27e/29m5q8zMC1lDGmxUaW2BryIhSDEEH7ELoSudF2UBqwNQ4QhuJfDvj00p+59sLoKywPYP/LKTdzJeNqrX3EdGtLdUrBoESwqisGhy9fTwIp21ItMVHNgKcVOBqAtBh8pxBQdWeUZHVkR9kAAO37TvfexuMDaaAHYO+mJrfoZ5qD0GAEvxga6uorvFhEce7C9eeBkofQ39bb62a5R7c/4t54fq11XurNZ+bKOx0Lu6esyNYNs70NKxvciZ2jOrBtmRza8fiacuvcchS/27Ggc9bM5OZFuSx1jrM4NTeRBnj6jb5xJ5zSpe+1z7Yuk0QszpHzDRtvGbXnxUVDz76wyv3840M49s0WI+MnVgrkNuc3FIbC6tYVfLSv79YdKMQqtvx47OfO4UwwOJItrq2pcdBGJwHufnhTzVh/9qf3BwrF3OGqpo71E5eHK6ePf9L3fT+NT7QdL8Vfkg5sWyZHv/hw3US+xxbU3PRd6SkjKFFjN+W0A4zVvwegjL9w6gH2v/JgyQPrHwGYjKYEoPeXkbLX8JQBbFjZ4C5fWHOyGAjpr3e/Pu0As6uiyUQszurWFSyad0+y3HhrsgDf9A0OPdpYmTh14sz834eLW7787vzJyeb8X9OqvwCnM34SrxD/JAAAAABJRU5ErkJggg==) 18 16, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 18 16, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEAElEQVRYhe2WXWhcRRTH/3Puvbt3101yd7M1FWnQm9RoxSZsFiJSRWRLwdpSIakxCVgQWxT1ReiHoK0PWlMEfRDFWsT6gRILSoNIsSC2pbSQLti0UD+6htRqaOLuJs327u69M8eHVDAlwb3NNi/6f5lh5pyZ38ycOTPAf12iGoM8te6ORJ2JL5bFzfyZ34pd7w/+lKnUl6oBkLhr6Y71rfV256rmxMOJaKcfX32+jv0vtNu1ET376Csn83P179vUYimGTQLJsfGcLZZEMVEUGHOCFa8euOYI3u5ttgO6liKBdsWwy5Iz49Pe+SnHS0upMuGAlhVEMdMQqWiIugI6pQBgoqAOFAzqDJsGjv9yOfrNsdE5oeeSvuOR2+2ALlKWKboUI1l0ZTagkw0ASinoJBDQKQ+dsjzTCECzFQt4UgGCUGNS9taGSD5k0tBLH56teHIA0BExskYoOOBKb0Dz3JhiYSuGBeAxAKmgBgtBzSpLtpgZzDOOrmJIBggSUyXeWKdg/X7JSfmZHAB0s1gGXBVjTVhTnrSFEKtdRSldIygFaJpAQAiQkPAkQyoBsIIrCcwKmgBCuhiYLHmbo7XBA74BwmYArqesoitTSnE9kcgLiYxUKqkLtkgj6MQgMXNhiAQUM0qeAliBiBDUhd0QDUCWle0bIFIfRm2IMlOO2vvHhZztSrYVqz9JICMJSZM4QUQQzDBoJmYVCE7ZgysZmlIoebBHLhSAgOYfwCg4yE2yPV1SSYAsAPVOWVoKIhnSkNCIEBAMAmBogEYCZY/BzFAKkAJ5Evxew5JQv1Vj7PYNAADRpZFMOV/K5C5eRnNTDOfGCnDyJdswtZhiJACsJsFJ0jSQQNZVKi1ZZCSr82CGFNSuC8avF6e3ANjjCyAUvwm9b6T/cXVG/66kr5aH3936wN6n9xzJA8Cb3U2W63GsJkjZ7YMjeQB4uW9FYuySszlYE0yjWtrZs9zuWdtoVWp/cFcHH9r9oK80DMyTit95ZmV/07LY1raig1sMoz1xZzgDAL2vD/tKMvPpy50dHDZDODza+MScr+G+59pyTz67zvrqk0Mw9NkmihcOICVjQ98afLx/eO4dKJuRbT8cPds/WfCyVxy3Kx43QIpiAHDzvc/Hr7V3znwwIaX7baR1y+OVAIz/eOKz4ZNjaHlo04mFLeWqPn8xaR3c1cFHBj/q/jfb+1fGZ8VVVf4DfnT09MSsOKoKQPdrQ9cdnIu+AzcMgK7zd1kVgE+331NxwrohAAtRVQDS5674foarBtCzttFa1Ro/5XqMzHdvvbroAMvrgrGwGcKGvjVoW3FbzK+/tlCA74ezuftaasOnh36+e2TS3fb18dFTCx3zfy2q/gLXNpL5HSXk0AAAAABJRU5ErkJggg==) 18 16, auto;}
75%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6UlEQVRYhe2WX2gcVRTGv/tndnbXNJkOS6DQpHVCaLTYxi0SEQWRLX0oQpGEaqytIhqQ6oOGxuBDiiL9I4ov+lBEqzUUYqEStVAMihZKhWSLjYK2uprY1mCSzaTJ7uzOzL3Hh/pgNOKOu+2D+r3e75z7O4d7z73Af12sFkn6trelldbvNaXi7tkJr+vwiQu5SmNlLQDWrmnsX18fOC03rkJz46XOwydw8JoDHHnmVqs8W7QBIAByzDQwU2KY8syKq/8TwGBv2iqWNGjBc1ziThCo7HNHzy9J+MJ9LU5CorMwXdguOXMAYHFyavTDCY66xCxOf7cwEgWAvfRQm8PKQSZpip6YYOlQE8oKKAXklgKVWyjr0SDUMCTHCpM7gpETl9xJmgIxweArghfoPqtxRb80+Oiul8c2R+rAFbeERL05ZAkMaYITKu2QZrdxzjKG4OmkpHSZcXDGANJQBGgCtNbwwREqDU3oB2DNzpcyUTYHAB6TyEvBcUVK2wuvVg8AkiNnSmRNgyFpAFJcvTBKEwJN8EKgHCj4IYERjSwGCivrzWNRASTj0vYWyhkAmySHIxgcSG6DyAIAgzMYXMDXDEppEDGEGkCooTgHSINxkV+9MgblaydyB/wgyA8czx1qbF3d5yt0BZpt1uCPhZodA+AaApCSw5SA4AyMEUAavgI8P0RZAUT0+OTFAn6a8yMDyOeHJ9z9nY4zdf5ixvNVC2PM8RU5ksMyJYcpgJhg0IygFAMJBjCBkq8RKo2YhAvg0Bo7saehwdgXGWCwN215M4X81IIa8TmNBJosL9B2TPAuyXVGGBySAyHBkpwB4NmyolyoVL7oa2gwmwCHc+CHS4s9QOVDCADkz5Pz6B363gXg/n7h4M6bRgHgBituq/miFZMCnqJcUmrA1/Yv5TD/2ieX3d2ZJieMiczlaa+zod7MRu3AX2qgu9Xp3tpsVeof3ttBJ/fd3Rl1n2VH8etPbDjQ0mTvaS95WGUYm9JtyRwAPLh/3F3OH1XHBzooGU9gZLJ517Kv4RtPts89uvte6/13T8KQSy2aqgdQirBtxxYceXt8+Q748bq+L099fWC+EOaLXtCVShngmtsA0Hj7U6k/+r2v3pxRKvi4bmPPA5UATH975uj4F1NYd8/DZ6or5Te99XTaGt7bQZ9/8M79f+e9a0NqybnitQB45JVsxWfj1LmZJd6aAFSjfw8A/4e/y5oADD57S8UD65oAVKOaAGS/KUZ+hmsG0L212bpzY2osCAm5T1998boDtDaYdjKewLYdW9B+81o7aryoFuCz8fzcHevqk+dGL6z/cT7o++j05Fi1Of/XddWvPlufrgOkmwcAAAAASUVORK5CYII=) 18 16, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 18 16, auto;}
}
div.testarea{
animation:rwdcur234401 0.8s linear infinite forwards;
}
