@keyframes rwdcur22514 {
0%,10.209278350515%,100% {cursor:url(data:image/png;base64,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) 16 18, auto;}
10.309278350515%,18.456701030928% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpUlEQVRYhb1Wba7EIAiElz2YN5PezJuxP9Qq+FGwmzeJaVMRBhitCE4QET/MAwCg16+LADMzACyfHn9/JyQQcft0+TohUDDL1O3v84JA7ffwvrHn7n1Oloi4GM4yZMdYERBa+WiDGKPuZeeM1umN4XoSt8OUEiAiMDMgYrPp1Z1S6jKhMvhg1LWtMikl4V9UABEhpaSyjY6sNeRaIoAQgvg2bMMQAoRQSejgVxm4GdVmJNLptF8wYFHyVsYetXUVvd28JVKgugKcS68zz6IhIsgx1pB2OsEIpbVLJ5PsZcYDquFyWldCVkFTZEkOHzOGumU3dnlbD7sSAWQLWO7zLKTr0oLyoa3v/RDApA2q/PRcfkMLWhtG37oCCs+CsyL7oenc0e/4l9j+DWv/Yjw/DT0aUn0y9N+ogaYDlwYceKGVrQhNVyxD8OyHvAQyfncOzPH+JDTAehIW9Iz56Ka7Dy4rYhBhIzEr5+7bGNyGf70PzOrL6+tYzZZgDdPaO+6qwRsSJ5gH3xEoJO5Fh0SGig3xLBLvekZLoxHCdhnHu8c8kjb5/gK1Dz3JGZhE6AAAAABJRU5ErkJggg==) 16 18, auto;}
18.556701030928%,24.642268041237% {cursor:url(data:image/png;base64,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) 16 18, auto;}
24.742268041237%,30.827835051546% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABpElEQVRYhcVXW5KEIAzsbHmwuRnxZtws84ERCA8Jbu12laWjmHTSDTIEJ5hZHp4DAHnjugiIiAAYnj3xfnZIENH07Iq1Q+BCr1J3vKP8ofqu6niNa64n46W4puZhoeFIR3EcIwKVVw59EEIAESHGiM/nY5NqiMcqi7ElibvaGCOICCICIpJbAk3eJtakwZFcx58VGWZGjPEmARgPaOXMjCypN7ElkcEM292u0WRc9V3RJOnSu1ODS2qZmCMbrISaV4HKiDYGNwa1C9FVvWWfTMPMSDkm7KtxttCgHRgG6VRfV9xABw4f207UXbAUpSZHjxVDl9/JuOT4ZlYSUEsgtbmSac7zxBvk98s4DHRkMO3n5/bPJCjuj2LbDhg8G64LoiyLViaC0dQ9und3YD/Fi+SnBFS/EAarYe/7bxJ7PGR0cui/MBbVdMweeCfBjkcMpibc2WL1kOKwl0DC760DfbxfCRewuhJeKBnLaxna5HVHFrblmUSvnbN7bfI1/Ol+4N93RCOBJyR2MN6OzRz2clfcJO7mW7H47v+CpTzeOeax9FLsLy5lF3qQje01AAAAAElFTkSuQmCC) 16 18, auto;}
30.927835051546%,37.013402061856% {cursor:url(data:image/png;base64,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) 16 18, auto;}
37.113402061856%,43.198969072165% {cursor:url(data:image/png;base64,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) 16 18, auto;}
43.298969072165%,49.384536082474% {cursor:url(data:image/png;base64,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) 16 18, auto;}
49.484536082474%,55.570103092784% {cursor:url(data:image/png;base64,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) 16 18, auto;}
55.670103092784%,61.755670103093% {cursor:url(data:image/png;base64,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) 16 18, auto;}
61.855670103093%,67.941237113402% {cursor:url(data:image/png;base64,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) 16 18, auto;}
68.041237113402%,74.126804123711% {cursor:url(data:image/png;base64,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) 16 18, auto;}
74.226804123711%,80.312371134021% {cursor:url(data:image/png;base64,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) 16 18, auto;}
80.412371134021%,86.49793814433% {cursor:url(data:image/png;base64,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) 16 18, auto;}
86.59793814433%,91.652577319588% {cursor:url(data:image/png;base64,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) 16 18, auto;}
91.752577319588%,99.9% {cursor:url(data:image/png;base64,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) 16 18, auto;}
}
div.testarea{
animation:rwdcur22514 1.6166666666667s linear infinite forwards;
}