@keyframes rwdcur250132 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 18 13, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIC0lEQVRoge2YQWgdxxnHf3Ik+LbYMHMw7BRUNIUGViWB93x6L2CwciiooQXZJ8snO6fEl+LmlARsmtzsQ6HyoUS+2YeC1UPjdwmRD4UnaJEWGtAeDBmDQ2fBpjsQwX6BF7aHZwenqYlkp6fqd9p9vP32++/s/Oe/M8Nz8OlHg46B0CRFomILQ1MlMidUVSL3BhFwwInXtmae5x77Zd/Ft7u3ujiucKqUzfQ3AVJSBFCgVSXElkWX0QLLgwKnDdfGNb3TOWlHefPMDyvoe4ttd+92hAAhIAiaW3wGZWxoVElRQYTCwjgqGdACZdngTEabWpZ7lsWeo1HB9qFp4cSPNn4QIc8sst39rvMxcmu0ReENPW+pWmVzFNAEDS1DZ4mt4p0gTrACsZmOht5XYqv0nOH6ZsBYITbK6pJjZblgMyZGazvcuF6/kJDvXPzP7nwHQzbW1xGUQc8QyKZdCVRlRFWRFrwT6qAUS4Y2gh9adKdFMhiFRGoUZ4W2UZJOXzksrAxyMoGolqoKvHmufG4RR54++bx7q2uaPh+8d41coMgNtVgyAW+EOrUUA0cxyKkVQlCMFTbLRA2E0FClREKpo0KCwghBQRVCatEGrq1XnH6nxKGcXVlmsGy65xXw0pODf3XnO+FVfnPxA06+apHJhF/MO3JnuJcmpInyIO4x9zVMFOzDCTOzE/L5o8zPCg8eJY6L4Ows3ljKzxJLhSE8UhITEMgmcxw9Cs5mzDLh938O+Pk5Lr/9K5rZB5f//td05aACZp8cKENurq+jgAGKXGhF0SZRVZGUFJcLMSa8d0gfrEz/WwXFGuFulRCFooClgaGxEEsFoPBCrJViwaBJyaxldTXn5mgXbwxrl04Dt7vrH94/0Os0C7Ddne+q8SYbm4Hlnp0+LYSNMrLSc9ikDBeEMgnOOYgR37eEtkUqOHfu29Z4diXvjBfut8ql1YIGZbQRETOdSk6EBSPcHAWcZNwajXn37VVwGedX8u7Gxv4n9iyAp89auUavEN5b7nG7CrTe4WxGhnBh4LkTFcQgTcA7y4mfjp55k1tPNSBKVww9S2eHbK5v4r2lilNHWPEWb4S1zZaNcsza22fpj64dZAA4st2tdDYGqtCydmHIroL1njoBGKIV7lQB/ALjrTFnzmzNnHjt2c3/Jxs36pm4E/HAcNmxUykotHHqTLXCb097CDVNmxgMzMEECDktgkjGLkIdI1WI9JxgnGMUEm51ibujEt8eqPY33Lh+f+bmqKTne2RNi7eCClNbjkrbKKuDglS3qGQUPdm3Kx3JYk0ZI1ZgsUksOU9uLZtRCWEHCRGLIFniw+sHm2BPc/39aiYkJSiMQ0NMUEZFvBCAO2UkmgxvDQd5TkcMhhASITSMQ+TqVgkx4GIghTRdfBood5rn7f0b+oVBUXye4b3QK6aOdD/pdHJbGBaOzMj+BaQYUCJNDVWtLC0YCiNElKqZ2uO4LBn03QsL2A3KgrM4KzgjqMIpbxgUhsdxkNjEA9U8MiprVoYrFIXFiFClRJkUizAoDA0wGu2yfKp4oea3u0vdrY0tvMBCLsSkqCYWew4UREFwbNyd5qZ9C9ipWqwEhgOh1qkzJIWg0xwjhaMnltFWxUefnnquJf/j7be66k4F2qIC92vFCiwYA0GhBWsEjYkQlCV/AAEalA82tlgZXmC3mr7ng+WC3DvEFdhMKM4WbI0iISQ+3T7VffyHwb6FfN5d6qqqQrRhmGcMC0ORCwYhKewkpe8s5vSQq+sjRIQPr+3fLGYAilOmu3PzEuNqhAbFFAYxGVpDv8jZDYlM4Nq1MVGVCyuevHDUm5GL7/z3JPl5t9KNxw1OwXuL94bbt0uG1uByS0tDWYGTjNYtEIBraxs4EW4dwO1mAHoD0/WGwtVLV9mo1tCgLPQcqFCGhsJl0LaohVQmbm9GEkrhDcZA31tiepx5FgwuE2gVvMVYQRvFJjAGxmUEBEUpnKFuIB8ucWN9nahw64BZ6CWA+gu90ujk8mfpb1xYfpl/3EvM1XvIvMfNfcW9pmVx3pJNZpjVPV7tHcMdz5iTOSaTOarqSx7tTThm50gJ5Cg8Sore3+Prh4rMATLHsVl4lCYcPy68Pm/5LEzgZMGfbv6FnXt7nJw/zief1AdKpN9S21s23copz4XVHjtVIGsUCgd1QwgJY0ARnAVaMBmEBrCCyzNC3aBRGRiDtQAZIpBo2Q1K+dimQ62QW3qLhvevbmKs4F3G+xerAy+ULz19Ut/TK2EvXS7vPWDYP0nv5a+o7j0k7U14xcxST2YxAsfm4Ms9+EKVnxXHqfcmuONzTIDZR8oxKxybBWGOtNcSGtib7DE3gV+/4jl28pfM60P+uFHifzId2SvvHLz574zAE4qedK0RlvqGC8uLNCIkIhoU/3iVfLLcu0yweUYEQt2wmjtiaqgaxahQ+Iy1MtL3BuMtKSoxNDgB4y0xtLxx5u5zR5RnXrgyyLvoQASsgUG/wJHoDRxbQRCd7lKc7jtu7zYUNsMyzfotoAKVKiKPP/LrhhCUQeFwRggWTvz4xXcmvrfA8qm8iygNkGWQ54J3gjcZy8OciMUx3UKpQoNfLNiNNU4ghYaQFJ8L3lkaIAJvnNh/HH9hAU9zatl0KoI8juwpKUbkyYYFw55FEAon9J2w0yiFF2rJAHj95z9c4094oYKDgemKniOlhtwJw8KxOY7UQTl72nPu4v92W/GQQw455JBDDjnkkEMOOeSQQ/6f+TdptOX4iWK4twAAAABJRU5ErkJggg==) 18 13, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
80%,89.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
90%,99.9% {cursor:url(data:image/png;base64,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) 18 13, auto;}
}
div.testarea{
animation:rwdcur250132 1s linear infinite forwards;
}
