@keyframes rwdcur22126 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuElEQVRYhe1Xz0sbQRh9M7s7CWrKYmKqwR8UJH9BexLJxUKE/hBqq720px7tyWOPHnPppXc9VNse1F4M9NJYeui19BQKJSgxrlEW86O7O7s7PSSUuGrtTqUi+C4Dw3zzPZh57/s+ICRGZozE8HRpYnWzvi6EEKub9fXh6dLEyIyRCHsXAFCZIADojpJo5yoLaQLnhUtLwG9YwgKA9urLElBDR1DVgQcnt2IW9kyPLeZrBQAOqOr8FwJUizmea1W3DF5cWDIPAVRAtCrVYlIEQj9BalK1iMIMEK0I4CuIViQKM1KTqiVDgMgEjS0L7OTBhGdTokT8gSycz4+lrrrCxYOc6OFUdagWc1KTqvWntx3J/IgCQKlw49QPOLYsUN5woz6vMfguO0ZgeLo0EdjzATggWpUozBi8Hz84iURqars34tkqANhKxC2vDR6clHx7fb9XeE4SgicAMASUp758Hp/rLCgNS1i5FbOwZfCi8ODv5FEHcETjfZndHojDLrWHpgDAbv4s92V2nb3C9XrnuZZSnAQEHx1KKun5WT0TzKVOjXffCzLfMz22sGQeQnBDeHbAKwSlrOKrLmNzd7puAkDudTPvMd8HBAXIb1sWnk0huA6g/2k2dntqvDsbzKWufWq8D7Jq22sFRDOJEgn4PPHj+je3Zses3JvGRwAQCrHi+r67i4EjZ4kS8UE0E4JXFvO1D3264gRzSf+B0WyR8YjWBQCazZvf8+ljVvw3f+CfVICHb1uXvXt0ajU8SwVXuIJUDb31SmD/y/mU49BRHdJKQHC95RWseppcz0Lolqy84Ubbuh4F0A/BK8IDLW+4TQChu6LQLZnPawyCJ4aSSvrFE/3BUFJJQ/CEz2tSGg/flrfMhM3P6plnd69l52f1DABpk5GdC2hgNJMecC7tZHTxBAKjmTR+AendWekX+Kc0AAAAAElFTkSuQmCC) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACuElEQVRYhdVWMUscQRh9M7M7LsodS3JZjDmDAbEKwSogEqwCZyEJhMAFwaTxH2hnaSr9EdEUd5AqlRdSWQRbSZHiGiEeeqwX3dzGY53dmUlxGyKXi7ob4+FrpvrePJg333sECTEy2+pX4vA+tHwA4B6AHRC2DZAvX9/daSXlo0kHtAoMaMkB8HieQ0uLGgNRUq5UAqAiDoDnHZZdmrPH8w7LAuAqOs5ejYB4brFoT8zPZAuLRXsCACXUTEeUUgAGLGKdPtMitYDLwrUVoI4DHQBAfKq0AozEE9QQkBCrZW/zwJN8reJvAhCghrgSAdTMCBkFjV03rC6ve00AdRCzQc1MKgGJn2Bo2ggI4y6IWQXwGcSsEsbdoWkjSCOApBmaLGnsV8C1PKGE9anbBYhPL1JRgYzMtvq1Cox4w/0JaghqZsTQtBFc9JLJksbeRmSp0Odn8RJqReTu89rDjt1+GgqAADEbhHE3/+Tm4XkiJksatfffbmgpHOgwdzYvE0acajzvsOxi0Z44vdmOAx2slr3NXTesagm1X8EPAGearf00Igcdjg47bGyhaE91cq6Uva2aK5vQUhhoRyp9VciMP300UOgkPPAkX173mtChq+XJuabV8oRChzaAwZeFzONunO6R5K/fetsAlAFgBwB/U/G/37KZ6FQb//M6iOkR1nfuwiGsT4GYHnRYX6v4H7tyfvC3ADQBiJ57oOe/4EKE/xO9X0RpLo/fOAcd2m1z8sZF/NENicNobyOyYoONAhiEDutagu5tRC0AifMgcRip0OfQYW7YYWNLc/azYYeNQYc5FfrdzXbZAn614oWiPTU/ky0sFO0pAH93+6ULiOc6SmnqandtO2HvBXSU0tRIXkrbUCtlb8s9kjwOlqtvxTVXNuNIbeIfWnHiJyDUikCYQLuY/E61lMHyE6iIedgYis5CAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABAUlEQVRYhe3UMWuDQBQH8HuniWAdhUICFbxd8jUMZHBo9oCbQ6dCpg79Di6l0A/QwdGv0TjHQEsCEToaQdO717Xr3VCX99vfuz+P944xQgghIwPTQpGijZJxsJiqX+HnXwOEG5zKS+Oj6l3gTmfd3H4f3mAw6cVNH49CWLw8+g9RCAt5afxwg1OTAFpEinawPs9W22a5Pw47RMT9cditts0yWJ9nIkVbt6fWBFAyjqp3s8SLxXwSBfdfz2I+ibLEi1H1Lkr9iWoVgMUUcKfLi7asT9fq8/3uqT5dq7xoS+BOBxZTugG0l/DvDmSJF+dFW1YH/DBdxNGvYPR/gBBCCPkFpUJ4khIuRS8AAAAASUVORK5CYII=) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACwElEQVRYhe2UT0jbYBjGX/NnJjX2n9qyWO02wbajbqirgpeiONgpHYxSEDzsLAoFx45jR/Ew59jZgyDIEOZOwgZaBjuIKwyca0e70jbtpqVqY5qkbZLuso5dnOnwsEN+x/f9eHm+73ueF0BHR0enWYJ15J9659DSzGFnIGW2GXHkiKup6c3rp1p7fwPTetARzFjng4ah/W8y9PVS2BLB7ufXHSwAAB1iHTMBypvMSLL3BgELVzJR9lXv8eUJ8Ncxj/2H0WrG3M/Dlqd7X6V3UCfWX4hpFQBgliFGxgbw0NyD9smNyNkTjx1PsP46B5EW+XIEwA4kc26h04Q7j8/UvM9FMIoK0vvPch4AYNRLBnwugilyaqLThDuTOVEA2NE0WZtpIuNymQc+vFxYiWeru0VOjRlJFKlJClaTFMxIokiRU2PxbHU3vFxYKfPAQ2T8wtsDNGnCDqZAdZEVeupe600TicqLq3wUAODRNDVUEhVsbatyUBBb88U3XbzWmU0JAACg77NWVFUIBUGl/O3uUwAA+lPO/Lv22qHJfA2aym0Pk6YnfCg96MJpVFWIRh1VFWLQhdMTPpTuYdJ0MzM1x5AOsY5ZhhgZ9ZIBkwFBIh/F9cWN7AcAgPmp9iH/MBkqCap665q4uUSyu42IXooAZyBlnglQ3rEBPPTL7bGSqGw0+iVRwWwWzOtxIm4UAQJaMOGllOK1LKSLvyBYR2xGHElmJHm4n5gscmoinq1G17YqB+iRIqBHirC2VTmIZ6vRIqcmhvuJyWRGkm1GHNGymjWZ0BlImR9PW+5QFLjtFtwZXi6sHJ61ZRpu72AKlL293Ptsruvh4UktzfMQW1g92dPyAppT4AhmrB47bkzmQCjzwB++vSr82bff/W5oo4Dq6wbDl8Map3UVN4e/joF/+3zf+Lcx8Nc1G1tHR0fnv+Anga4tO1KRBpsAAAAASUVORK5CYII=) 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:rwdcur22126 0.53333333333333s linear infinite forwards;
}
