@keyframes rwdcur170277 {
0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 11 10, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADcElEQVRYhe2VTWhcVRTH/+e+N/PmO/Mmr/MZ21STJiRRosZaMIOi0tYmuKhKVQSxiyp0I0hUhCqioOLShbhx4aYiFCwFFxG1lFS0i2KjScMY0slkkiYzb5L5eM68r3nXjYXUCtJx6qbz2/0Pl3t/cM7hArc7wvaQ8sGdjlGXIsHI18H/d4G158TYC3uk1yZS/FEA8rBM9YsllG+lAG0PzXOfh52v3vykqJYmFS+rQ3RrF9b02aqFb6cuNM9qNtaWNWjtFBCvS54QkBj83V/50aHdD/iEIx+F92Vmksj/tn9M+bKg6jh7col/98NVPj2zwTfbIXBdC54tnYLy+EtSc+HcIVGvEoyaxQ5NiTQ6Kfjun/BHJAylzdn0mELjjySo/FOBX6lZcNomMB4jZ+Sp444wN/0QBCEMXTOwtmAguKNJ8T2cHjzCWGrYvWP+dCoq8YOHe9mVTxf45bYJnMpy/s6Lk4Bt7MbW6iAiPQYBBjYWG2hULNiGTakhQFMdr5oRvNTs7Qti+swKb3kuhL8XTihzTTY66efrmbtJTohQdunwRwzotQa2Vk1UCzYEF6BmHbGx1XXv8EDpcl69OF9ubW3ZDRXumAhFFynenwETbQQUk+SUTt131Mkb1GBoGnmDdUT7TBZUxPpqJn3yCVlp5fF/FHB9vAgQy2Pn6Hler2gAHHhDJsJJHZGddUiBKtw+jWJ31RHpMb1u114aSI+0TeAvNIr1z8LlyUNTAe4AUsBBULERTpoAdHhCOrriJvllt3Ppm/G2Crx1/KgJlyfL7nvyDCrrKs9dYtjMMVg6wJgDb8gkv2xSoNtEKGqD2IT1iuxrReCGIQSA8xscJ3rXLRp82CY5ZcM2BZRWJNSKbgIItslgGyIaVRHGHy7SNoOOXpt5/xcn3xYBAHjv++Xm2/tCVeoZqVAoukmB7jIJLo0XlwilnAflqwJqRQmNmgit5CJlV/lOKs2czvGb2gb6twPWVJ/InvkwACAJIAnuJGFoca4uJ6Bme/jqXJSv/Bq37Oa8A7wc/MIutFXgGh+MMTb1+hs+SgyEIQUUcCcKx45D1xQ0qjJf+rmI5NDX4uF3c7dEYDuF5wUW2X/MQ0OPBQBEAIQB6ACywt6nb+r7bkngGkf7CQDYZ8cOiOyegyIAUzjwqv1f7uzQoUOHDrcffwIlN14+RrwDsAAAAABJRU5ErkJggg==) 11 10, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 11 10, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,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) 11 10, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 11 10, auto;}
}
div.testarea{
animation:rwdcur170277 1s linear infinite forwards;
}
