@keyframes rwdcur79961 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 28, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 28, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 28, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACU0lEQVRYhe2WwWsTQRTGvzW9KaUGPBjwIiaXQgoitELbQCOlHhbSsxfPyTkYKKRYCFQED0I9+T8k0EOk0MNGQQUvCl5qzz1JFcWbZbzMe7ydfTPZNHhQ+sHCMjM7v++9efNY4EIX+sdl7HNuRdPA42YbALD/4um5988u2DvdQKv4Ki88JGssaCI9uXe6gctXh/j17X7ABMMLs3Pejc9+fM9l4lLInQvOC6f5wuwc7HpvnczkhcuU++ALSyswxmBns8ZjjU4PjU4Pg90tAyUTeTKQijoEB0DwiJ7B7hYbgZKJrIGz3164TxT548YqwaXYhCbXwJ1J4dPKrYEPKKSHxsGV1EsZgNOvSq+BVnHou+fHo4PMWG2+rC013X6Cbj/hAa0OgkXoRn88OsCt1fXQJyk4masuLvOEHWcT6jW8Gz8B8FWFU4MZdzSUlXqlhMOjEwDAp/dvMuu8fcAFUOTU9xudHp+/oqheKRn5Tibc4xrbiOQVoqYiVZsvY618HVCun8dQai5dA63iEADe7j9iOEFtN+Olgeh9isTDyhbhwwj3HjxXd6DoF5ZW8PHd60kNqJIGTNxsY3swwpUbPzl6EkVMcJkBX5udxICJm23cXo/VyCRUwun8q4vL0sRERug8zPZgxHAZvRaxhNs9TLef8DWztZLrbyvSHDefvcS1mxX1A7pGFs57HB6dIPn8ZWITEWz0PpArAnf7iez/bACAayJoZMYHExFmJGEEkM2GVLXteGezpv6MsHsPJ5Q+tanQuGukXil595vmtzwkN6i/xfkP9Acj4/Tdp60g5AAAAABJRU5ErkJggg==) 0 28, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 28, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 28, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 28, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 28, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 28, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 28, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 28, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 28, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 28, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 28, auto;}
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div.testarea{
animation:rwdcur79961 2.6666666666667s linear infinite forwards;
}
