@keyframes rwdcur257662 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADPklEQVRYhe3WX4hVVRQG8N8994wMMRckU2yw0jETVHoKR8wMTEp8kogUo8QY9CHqpRIRYQgbQcSHwsieqpcCCyLEByORypjItBTUtNJCKFNLs8nJPzOrh33mjzrOvVeKXuaDy11n77X29+2191psRjCC/xmlOv1nYBFacTdynMc+fI730fVfCJiJjYyem7gnYmwRfh4/4gi+7cIWtOPCvyVgHZU1LM6YhTJ6ZFmviF4RPbiMv3ESO3D4GBbjq2qLZ1Xm35jP2vBnxlwrVzZrbj6LI3p794k4gOPokmUNuB2PYkELpV1S5obFcBlYM4+OndDYSGur0ict+BIHC5dbcBemoRnjpQydxTfYcQ7T8XO9Ambcyte/kWtocDnPdXR3e2lgvgufSuc8kew+puJBTChE/IKPcegjPDLMRofEB+8SQcSiRbGOkH4X8RyarvG/F9sZHzwfbAzag6VBQ2BOPeQTxvSRz5kTu64mnz9MXIb3mBJ0RKm0KVgRTIo0fuOga/HwY4M+tg6YHVJOb4RePMF3Z/hVluWoSBfTgnoEtM4ujJO7d3s9mVek+q6GS8lvj56eknRSjQrjnloFTGwpjNMDY4dwqgYBsDO5lgvy6F+3VgFZDJosbs+VGsnhUjqNvPjsb4hD9pyhBs+cKIzbpMaLFoyqUcA0xqhUcnRLjQr8XquAPZ2FMTbP3Y87GI3HaxTwDA9YuHCMdBSnSCk5UGO8mZOIv4pSPEK8mA7yB4yrEvs046NcfjMqldeCeX0l3Fkl7jrsf4foJi4T+4kn00KHDX2ZMqxgdLAhNm3aVzSk/h7yVL0ClkwhjhIXiIvET8RqopIW/BBtWIo1OE5LsCHWr98TrA+m95GfUNRivdi2hDhI/EFElsUl4gyxhWgjlhE8FKyNxsa3Y/Pm/cHLwezBu593M+SkIji4hPiMOFYcRzQ1RZTLEaVSRJ7H5MlvRVvb9iiVXgmejZSJfvJVN0s+WMTeGcSrxDaik/ieOEWcJlgVLA9mDSYOvFALQS0vohztGaunkk+XSiGTCmzr9f5HsQxf1CKgHozDWuyV3mCDd3taupgLVX9lXYV6X8V9GIU7i/9zhnnxjGAE1fAPTvEpxsQSvzgAAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADIUlEQVRYhe3WXYhVVRgG4OecOcoYDkj+oJKSf0EmXYRpmCGYlBjEECJi1EWIRpE3YYUIQqYl5kWkpDf93BRkEBFCghGRYjBYGJhZlIQhpdKfpjijvV3sfWZOkzNzZhjoxhc2+1trf99637W+tb61uY7r+J9RGaT/HLRjPmaihj/xBQ7hPVwYToF1zMOnU8nz5AD5iZwmR8ir5AHSwnlsxw3DSb55Elc/Iml8qtWkUulud5EvyYME32PucJDvWdJIunZtMnlyTpDPyCHyDTlfCuoipwhLQ+W8YuWGjA2L68StrcmiRdlHVhQzDDKFPEReJx3kAuGl8Gy4P/gNk4dCPudGukIyYkQ6R43KpgZiRa73YS86RpJ2wuPhhfBiWBdmB/uHIuD9d+qzb2/P5h7iy1iH0b38by8ETQxPh+1hU1gVRgQLB0N+09g6+cKF+eTf5Ev6iatiL7PCllQqO8KaMC1Ff99BvXHf8obGuz3mFhzoR8DfeJjvzvGLarWGNkyCpYMRMH9Bafx88KDXCvMKdvdDXkdn4dfh6tWKIlOtSuOWZgXcPL00zvb0fY0zTQiAjwvXlpI83eM2K6Caho/l7rnSJDl0Ftmolc2L/XFds/PcqdIYpyj6mI6RTQqYzVhtbTVcwsl6/6/NCug4XBrjazV3YwpjsKJJAU9yj2XLxipScYZiSb5qMt68aeSv8iieIOt76vuEAWIfY2JaWt5IW9uusLh+hA8PEPcfHH2bXCovmaPkkWKg4669mapYw5iwLTt2fFEWpO4a8uhgBaycRb4lF8ll8iN5jrQVA36A1ViFDTjJ9LAtW7d2hK3htjr5KeVZHCw+XEmOkT/K266TnCO7CXeGueHesDGtrW9l586j5V2woHH2i4dCTnEIjq0sr94fynRk9OikpSWVyq7UansyY8abWb16XyqVV8JTKVaim/yZgUgG+iUbh/1zuGMNppUd4zHTptLlkqJkHcfnjbHr8fIgJtwnathcpetWspw8QZjfmOfG5wTuGg7i3piAjTiCrl6kZxUbc5k+Kl5fGOxfcR0jMbV8/47TQxznOq7DP/LIWdRE+/0zAAAAAElFTkSuQmCC) 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,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) 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:rwdcur257662 0.8s linear infinite forwards;
}
