@keyframes rwdcur258025 {
0%,37.4%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADt0lEQVRYha2XYWhbVRTHf6kTqkvBzmqwah2026AjDtfROSloYcIwFOxAxQ+T4ic/aDMHBmRYwpwGgwwyEPpFKEwmU5cI0lroYEGqXctiF4NxBQtNwbHOmbTpq0m2lueHeG/fe3k3een2h8e799xz7v9/zj2X5Lm+OZnSUeD1T7wu1dr9wjaAfS89U7GQjGeqBv4avaUULrD/6OM1E9hmZ0zGM8rsBfH2pkblpkJ8NDSrAxz98DmlkAoBKnInxCLeWtFoaFZXiWhwSr69qbEmuQp7D7TLaigFqMijoVm9HmK7fqomoqEauR2szZmMZ2o2bDURVUmjoVl974F2E5kxQyuxKnsjfr86b2pK21vgBMl4htbGsJzfKAbK9um5Ct99B/fIsaiCELFlAWv5IlhaIzk9R6t+tlLs9KBJhBENttYtwo5c2O0qAzUqsFFoYDVXoKn5IZN9NVeQ40M9Pf+PfgHK46nJSXsR8UBFnziqgCBcyxdZzRVYWy5ZyM1Q2aGycasK+OvmZtmkiOUSS5kVMtdvVRV9qKeHG8WAfABT0zoSIAhFxgBLmRUAOrvb+PjTp2xj/lx/k4uXXqCr4zxdHedpbQzz2PNfyPVr136SY8e3QIhIzyzS2d0m7Rd/3s9Y7Fs5f6X/NcZipwEYk9Yn4PvT5TfnTPtWFfDD5Gfs6vgaAPcj5TuX1xOkZzZ9rsR/ZEezWzm3QzanyXHNI7hTXAdAWy5KW15PkNcTPNjyb63wmqgqYH4xwd3SBmsrJe4U1ysa75+//wDKGRmzsuLMpSHpF70yRHxusxkd98Dd0gYAM7/NS1v3s+1kcxqvvpimt7cXf3CJHc1uSShw4vApsjmN+FyYxIWzdL0xWL8AgY6nPfKMszmNSNDD5ctpACJBD/7gEicOnzLFZHMaH737APH3wO0290fdAiJBj2ETDwB9fX1y/cvPzQSapnH7dgEV6v4tsGYAEBsdN72t/i0tLXK+x/f2vQmwQ7/vCLHRcfp9R5Q+x4dChP0pwv7U/RcgRGwF9yQgnUo6sn9wcohjb6VsfWv+D9zpRjeWLT2zyPuD12Uv2J27qIamacRGx3n40TMytrO7jUDEy4JW5q67AiNTPmKj42iaJskO7npSPipygUDES9ifYqcb3ZGABQ1XIOI12QaGJ1zGzFt3e+WjylyIt+5XdwWE+oHhCde5C9/JSggI8uBXEwiikSlfRVLiCBx//Rp7wXiGI++8XPGxMTA84TLGLWi4xNvqW9fntzg3kUU9sSr8B1fLt6uGhr/lAAAAAElFTkSuQmCC) 0 0, auto;}
43.75%,81.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
}
div.testarea{
animation:rwdcur258025 2.6666666666667s linear infinite forwards;
}
