@keyframes rwdcur542 {
0%,11.664705882353%,100% {cursor:url(data:image/png;base64,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) 2 3, auto;}
11.764705882353%,23.429411764706% {cursor:url(data:image/png;base64,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) 2 3, auto;}
23.529411764706%,35.194117647059% {cursor:url(data:image/png;base64,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) 2 3, auto;}
35.294117647059%,46.958823529412% {cursor:url(data:image/png;base64,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) 2 3, auto;}
47.058823529412%,55.782352941176% {cursor:url(data:image/png;base64,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) 2 3, auto;}
55.882352941176%,64.605882352941% {cursor:url(data:image/png;base64,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) 2 3, auto;}
64.705882352941%,73.429411764706% {cursor:url(data:image/png;base64,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) 2 3, auto;}
73.529411764706%,82.252941176471% {cursor:url(data:image/png;base64,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) 2 3, auto;}
82.352941176471%,91.076470588235% {cursor:url(data:image/png;base64,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) 2 3, auto;}
91.176470588235%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEV0lEQVRYhe2Va0xTZxjHf+dSCj0tpS1WYdwRASWiIFOZGGUXlxiXJS5xMdkSv7lM92EfNHMflszskuzLlk2XuGjc4i6ZiUtEcTq2LETxXvG6gYAigtBCq6Utl/acsw9zIqVEoMin/ZOTN+d9z/v8f3mf5z0P/K9/ZV63aduXJktKNSDPpLH0cHS++/GufSqGjaqmZXvdnU1A30wCJL/z/s6tzvRMU+oz+WVGk3X94ECAwANvEzAwIwBvvr1t65GDBwyz07JYvHyVRbE5X5QTkqoDD7zdw4Oh24D6NAAey7eApobZtLacC01diMuqxNyC+c+68ooPNl86dai5seETTVNvANpTARAEkGUJZ2oq6zMz6Pb4OH5Ox772tcSs/KKN6XnFLzVdOvlFZ+uNPYB7ugBGUrBl29brV1yGdc+vQJIkzEoSpQXp6MNBhgQTmfnzTWbbnOokJXlN0O/zDoYCrUAkXoBRV06SRt9AQRBYsiCXdIfCiXM3Ka2oJC0zZ2FabuH3Ny+fOdLceGpneGiwkTjSIo6YgSRJ6DE+SjIaWFmShlP2Y0t1Ul5ZLWcXlr6aW1xWA8yfqjlEFaEkyaCPIOi6js/no6Ojg06PH8OsHHwXXfz2ywFu/eUKPOjt/hnoihtANhhlBERRlgkGQxiNRsLhMMFgEE3TQDQwYJvHga8+42J9LZ7OW3VqJLwTaCDOOhAB0rILkuWEpERJlPD39zMwMIDX68VqteJwOLCnWEiIBMnKL0KWDQE1En4PqI/X/BGApqkigCjJNLW00XC1jdoLbbS03UaSJGw2GzbBT1nlauYuXGo2W+1vMU09Q3z8JUkxczuUyEnX33gDGru/O4SmaSiKQprDgkKIZavXkpG/4HVg1bQC6IBJMfPDN7vY/dF2raenh5TMYg4fq0OSJOx2O+mmYfIKSyhYuNSUmp7zAZASL4AEkGybNcfizN6859MdWnPj6fN+n3u7xT5bqHzhleJfa49SXVmGophQw0P0+fyYUrO413Erw9PV3qWp6rm4ARJNZtFVf9zRc6dlt6pGdgDn7zRfaSmqqN6QkVeY6Dr9J1XLK9A0DYMW4r5uJRQMCV53V4nf6z4CeOMCCPXf7w/13z8GnAcGATQ14klIVLLKq15ecvbsGUrmZuBw2OkLgWiy4HH30uu+Z+3r7vCokXB9XAAPFd1utfbmyzcLFq/YMK+kTPnj9zrmFJVzreUuP+3fS8OJQ7RePXttKBT4GmifDoAx0nXdp+ukLHpuTZU52UJtTQ2Hf9zPlVPHe++2Xv88Mjy0Bbg+VfOJKmvzh/vaV657Q3dm5veLovQtsIioK/xUlV1YulFOMO4FVgAJUwgRq8eN++Hjz38Sif3ne1JgPWqcEMBUDCYb95Emk8dYJ0PU3HjjuDCTaShCVBAhxnz0WizzUWtPymu06UQ0YfPxAGIFiN484aKKijsGYubu8miIR5poDYzZGGN+vKMfb48A8A+gF5+MhYfqjAAAAABJRU5ErkJggg==) 2 3, auto;}
}
div.testarea{
animation:rwdcur542 2.8333333333333s linear infinite forwards;
}
