@keyframes rwdcur222498 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 5 3, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAHG0lEQVRYheXXW2xUxxkH8P/MuXrvuzbrNRjHgA22s+Fic6cGlNCSNChpURK1kYKSVlEjo4ZUQmpVmqooqqIUqVGVQhSiComqaa6K2jyQQJoABmJwwG7ANjZeX1iza9a76909u2fPdU4f+hLhKOAQ1Id+b/M9nPlp5n/mzAH+34vc2Oh7uiqS8zU8UqeP9Nc6qU/I/jsLoDc2XFo68nmh+henQz98vU9e/pyzE5E7CeBvbAQkYGJqGtfnrV1YqKx6abpc35555sOXQ5x2huwH+7YBM1aAp7BMUzeujV/BqMqJPcH27R9Hdhzqo3fvZh0I33EAADjMhmVaoI4Nk/DIz1/XMLZm1wsX6p94NfuMtPmOA3jKwefzQtd1jI3GIMsy3PX3iJOND28/WvPUX852NO9mHZj7bQBmZECgsAgHJgoiLJthsPOjgpYYFu/etE0OBoNIupsXxn3ii+OFqg2JJztfrnHj1O1kg/vywNkJmvcu2HAuG3x4WvD7CS8hkh/su491vXWs61LkasEMSrKMvEVpf15qGrUq2yWekw+uyQ7u7YZ624AnmyC5N+/cNff+n25SbUJiw8NQ4wPxPUuLv2qqyB+71D9cMziRXVRglEgVFTB980PlcHSTJs9Zsq9pNL3vvD16W4ANNaCLVm59sH7rjra2Vashim5YV3unW6WJd+sOo7dru3lSzSSzQ4lcoyEG/JHaWoiVNVxWjDRfMavan1+hiwdXZUb2dqP4jQDvxGDv+dGW9Q6XbiW5y3rz2q18S8sybzw2eP21U1dP7+1G4YNxdL69WRkaik1Ux9LlhZ5QBBX+IKaIPxi3ApunHO+SV1omru3bwCb2dsOZFQAAfv34AxsdI7G6dHinIvgFw9v2Y3+m/7PxZ0MXPt2x1L349Y2mETmEi13bjY9S8bjZP5ZsLFK3x+PxQaUSN1hyN43bwY0yoeJra7NDN8vGjNdQL+RMyxGYo9jUjJ2HA0CskKy7vAgcTXqf/93l+X/rfwxb6AGknvsMe56tGfoZd/aN472fHsFUOg3NtNBP5ze8h3Uvvqmv/tP4T6SGWQFKhTzTTZMRAljOf79WhON5mYOYNriqHnnp918trTp0+H73C6wDtWvfwz9fWVd46l7j9B9T3UcnM+kMymoJF5Il/liC/4HCxMWzApRLRUvVdQAA0zVQAhDwIgBq6ZplAGCN7bVHuPbf/Hag7q/dj+IRegBjP1/m/L5NnjqnFPKwbRtaSQGUTKJeVBJfB5hxEJmGxqjB4HBASfDB7wCEUh4Azyih5WIR4coA6uu3IXk1uvlgf2f0z/cOrClbhc4MF4p4/AEIggifRLBCVk+5eAzNCkCsIitzc+Wplu8yU2oSgyUNhBAKgDdtUEY4hKc/zra5iNHf/FDoPP9A1Sf/9uzuuzj40LDhjgQiPCzbhmCobElA6aYHZhlCF9Etx7tA5IhMq8f/oRWVAhxB5AHANBmF48BdQSzBv1Ccx8WKTXJ/YU5jM4YCKxenbNGXuj4JRVFwF5e/3BYqnfq6yb8SwHPU4kzVkrS4dY2rpHm1BKukyLqNKscyKZgNhffSy55WWbclcVvm7cKDzofpJWHDCITmIF8oIJlMwu/kUm5qajcDzNgCh+ksVSwjy+by85Q+g5RTlnfd4+sVr08ml9+vVzQTXDqO1t4/FARDhV8Hv7TOMaQlXDbsNl3dY2FPMjVNTyTpyhUe73cAZXYZyE3nrKJyHQvspMVFWmVX1QK+JhIOIbpqi+vkFEonT4FqKhayONNswHCAXv8GVzq0NdAWfikxMCaIqu7IQWYZcyR7ctYrUC6mrbJqIB3dFZgqu8XmRAHhyjAEAQAhMNQSpi3K+tu2i7SYRM2VLqN2otNw58ZyI+PTciwVFstqEU2V5UtrgmrvrAHU0lh8MiWPowaik8cX+hfIZbOoq49ALakgDkORl1iPtNbDOVlaKZ3NNuZGGc2PFv+VrvZkSjZ1Mw31gv45IUjNGgDLuCrHu7sS6VRUCoU9WiGIaSWFeGoOpqbSAKGYTGni/IF3tRYhZblNBhcPFitTvicbkA29jDrBKN5Xa3SS/bBmDXBZ+TOPyWeeiCkXWktsblPOqL2nbC9o5ax5VWqx4DMtGyeGKkIX41ljUUDVGnzVrD2oqBMmxbUCL1OmoZo3hpZXGpduNvlXAqJ/hwFgGNCGgRE4O0cCpcLJ+rwnHD1SJL9MOE5UL1mIKYI4kvGJJyQR77t8HpfMMV23IDoGWqvNLkIw8o0ANxbZjxyAXiDV2/0oJgaq5fVnr9FlwyV+ZcbiIwlFcE0WRZ7jBYAwhKlutPiMnlu9J94U8OVa9Q6OA9px1gEPIVj8wZgQPZflN03kScPFvBDNWkIoWmmMfK+Wdd3qM2f8G862WAdkAKGeaXH5mQmslEQy+XST/gbZf+vXsv9p/QdQwmJqmvknlgAAAABJRU5ErkJggg==) 5 3, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 5 3, auto;}
}
div.testarea{
animation:rwdcur222498 0.2s linear infinite forwards;
}
