@keyframes rwdcur92726 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 12 11, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE/klEQVRYhe2WzY9kVRnGf+fcc+69Vbe7qrrL7nHoJkMwfGxg4xJN/AcgmGiiRI1REzdCIsQEYcFmEhaEhaKi42QMDARjYMQAIcFETIxEjAqjOAkMzIwzdHdRPfVxq27d73OOi3GjTfdUm2FBMs/6nPf55cn7nvPCVV3Vx0HHjvzIPf3EUfdR1JbzHGo3Fe1I8+QvrjyEmudQMepTNRbpdg9eaf/5AOJxnyU/RLiaF5897oyxlFbyxS9/VQCc+NVzTukaIXxuv/Pz4ooD5GXFcNCjqAuKdIo1lma0yInjP3UiaDPqv0ud9AnbK/vxBmBP2j/87hX3j9dfps4zhNJI7TNNYoQVpFmK9gSdA9dTzWJsEbO69in8ZgsvjPjCXd+aK4k9m/CDjbMMt95jPNwkmcScfOsd7j98lMXVdaLuQUTYYjwaEicZOuoySwvi/gb1ZMBzT//cPXP82GWbdleA53953L352gsYY9Ba46TiyFMvXLoURGQ5PHj4J+RFhVIeS91VkrRgMNhi0N+g96+36fc2eej+e/aE2BWgv3UGaQuUH+ApTZ4nPPzQfeW93/maHfU2uXhxuwY4/OjPqPMYiWXpwBr9i302Ns+zsXGe/tYFJvGQL93xmV0hdm1CrX100CRLY6pGh+XuNTTabT8MA0797c/oxY767t3fHCrhlpPkA86+/Xdu+eydGCuJ4wlOh4ROcf7cKVxd8blPX+t+/9cLO/pi1wSchVany+o1N7K0sobfXmGa5Wz1BsigxXU33cJyt7tcpiMqK3n/wjlmk5it7TG1NWgtKfOEKOpgnMAPNLfd3NmRxK4A37jn+yLoXku4sk7QPgBSoJVCa43faDIdDZFIrAOqEuEp3njjdbTnMNYym07IkxitPBpRgzDwWex0dvjsOQVeo40TCqRHWZYIAUsrHQ6ur2GBPM1oNFs4T+NHbZIkZjobg6exTmKspZyNcXlCu7XIYjvc4bHnQySlRFhHURUIwNbgHASBRKkAayULyy2K9JNMJkMmvXO0mj51keEHEUWRkedThJAIB61oeX8AXiNEVgqLh/YFIDB1jRBcijlJKfKcPE9IxwNm0yEmy6gC8PwGeWVQqomnPIw1NBpL+wPACZznIXWAkBJnLXgSqX1kWRIYQzZLKJMxVTpCSoHTPkWeo/wZpi4IwgVMXYATqGBhZ8p7+X/9K98Wtr6UuzMGISWe9MAYcGCrHKwlnY1IZmNclRNFLYyFqiwpi5TSluhA46Tkx8dO7BjDy35GdSVwpgRPYcoCIaCuKso0of/+GSbDPuPhRaBGBxHWCYSQZGn2nwmpidOCheW1D60/14fx2A8ecVo7siKFqmC4PUS6mlHvDGWek6QZUiushSRPyWYlwtNIpfBUgK1rXnr1zQ/1mmsjkjIkHvRwpiIvDcYJ8rLE0yHWOqSEaTqlNI7SBoiww8r6zaweuhXdXNnVHObcB0xdk6c5w+1NsrSgMo5OK8ATFisERiisU2zHOWVpWL/uBjorhxiPBpz4zct7pjxXAp5vWOx+AumF/PDor8VC5FMlMUlmkHqByim2xxWv/vGfIpmZWiptlRKMR9uXrT1XAmk8wCGw4tJLtnboJrI0o1k5ZrOM4dnTvPaXPwmAk6dO65OnTs9Tdn6A7z3w8H/F6DcinNfEFBW9wZRnn//tvvbAfQP8r5JkijEecRxz5PEj/7f5VQH8G/pydApZC+b2AAAAAElFTkSuQmCC) 12 11, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 12 11, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 12 11, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 12 11, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 12 11, auto;}
}
div.testarea{
animation:rwdcur92726 1.2s linear infinite forwards;
}
