@keyframes rwdcur9045 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 0 31, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEq0lEQVRYhbWXa4iUVRjHf885M/PumpjLFgVRKaaWbNFlV7dNtAt+qA8GbRGGmkVURkRQRPnNIKgIIoQ0CI1q6ea2oqKVLm3hl12XNDJsocu2hUbXTba2ubzn34cZ1513Z3Jn3f5weGfOO+f5/5/LOfMcozY8CaRmwVNLcTMuMMgBAxK9qEfQDXxaGtOGxUDnWshvw2nURxr1kbI+Uq40/inN/eQjPY2Lr4F8SewZo+N+LP9TibDPZ/SlzyifqvvP8bePtN+ltQRGgUenQtzcBru6XVpZH40ZHvGR1prTfea0x6VPK2TER9qEE7CrFvLFLTA6PI54/Njt0lpopkVm6pyEiJyPtNOlNRu6KpH5xPcrm+HTbh/Vn2VWUd1HChxECBiU+E7iG4rP+Rgusc7MmG+OFuzSLoWmHLxXVcA18Mo+HzXNrEB+VIGNoUC/RL1BBDzkPC3m+EHiEOKFEHNcosmMuoSNueaYhy3qVFgAvF/JuU0fVAnpFktpBU4dltKQy+h7l9Ggy+hPH5WNb11GL1lKbZgOVinWB8wLuHIsQqXngtXwxbZUXSapakOc54jEZpeioUpakvhO4slQYINLca1zZe9OSMyPs7//Do1wKgXP7vCZlrMTBG+HmD0KbHUpZk+SHKDBjJvM8Vgo0GzGOePWRmbkpfoe9BvQZwC3QnZ7wvvjErfFOd51aRprIB+PXgWeDzF7U+WBPSHRGGe3A3c4YO3NLjUh9FtCzJ3mp0wOsMQcc8zYHeKy+VlmrDR3O4AD5qyy8t0oibcUs9rK8zcV3GOOjoQAgJai7ftdPbTPSHh5QIE2jOT8VNBkjn40YX55sf7Pd81wRfLlQcTCafB+jMwcgwplc80l++6SCkRhwsyZYS7GVyqPQroUXZc8i/8PBES1eLohTcyPZ3qj8LnEZYl6CiVe14e+Ti5ow9Gr6ZEgoB9xYSLVX5YK0w3DG7lEFJY4x1HErxWiUyt6QuCGCrvpw6KDwQE/76rg7b3m2ayJ+3ey+FGBF0OBlxVzl02stCNFzrcNYA1oa6qu7Ae/SSyLc2x1KS6fwpZsjrMMlT6PJGyPSjTE2V9jONcBvAnbhxPhbjTjOZfi4VDg1VBgpMZ0HKNYyALWxTnWx/mxd68pJoaNcOrfcKAA61eUNuWOUOAXiSOIdxTYj8gAbeY43dlYkNipwGEC52CsMs9S8zSbMc8coxJ3h/zwMLQn13Z+UWoiXncpPWZeF4PSoAh0Huhx8/rKZfRLhWbkmMuo32W0GqdWTJ9VaUieKTYkY53yeIcuuQoOfeyjmSf7wb9KjcUIYp15uhXoUuBqMxowXCnEAoYkvkU86Dz3midTofJ7QsyKkN8J3FpJAEDzLfDJOz6akezpTiInsVuBExRPOAMM4yLgxv84V3+QuD7O/j0E1wGHqwkAWLwSPunwUV01EbViQIH2OPfPACwH+iazprUVst9XuRtMdoz6SF0urbPhD6C1VuGtdbD3BZxGahSS9ZEGfUbtxTvi3lqJk3ikEf58Aou/8Zmxi2ny9nPygrrDpbUGYmAfsPR0xmtJ8jJgWQQbV5pzC8YtLQA9CvSiEeA5oAc4MBmj/wIJtZ35cxhdBgAAAABJRU5ErkJggg==) 1 31, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAGVUlEQVRYhaWXXYxVVxmGn+9b54+ZYYS24Wf4b0ecBqMBAy2i1gptsWkBE8EophpTvalNozemN14otYm9sV6YpmKNWk1Nm2prS4nVBNJoRWbIYIq1U4aBMjIwDMPf/JwzZ+/1enHOgTPHKTDlTXbO3jt7rfdd3/rW973HuHbctwoWd8P9m6C1HWs6gDoc+ATW04eKLwAfg1e74QTwO6AIxCtNalchvQFYsxEeLmBL74COz3sGmfkCjGCV4VFiAKGouEcpr6GTho78AX4L7Ab6gWQai4U8LAR+9SPzvl9YUClT0HimoPIVrolMQaVMQcWQ105Mj8MZgz9l4HagcM3kt0P7fDj9umdHR0L+iqRTXSMhr86Q05mQ12uWKS+B8nK416ClkSs0vvgGtH8Ie+eJkGte5yGbsf/fJQElIFN9Hq/e174cBn4WU9a7s9zcP2XBTyl+OcKBITgumJhSwF3QPhN757sh6yvNp4zOPkX6JP6myAsxZU/1eRhxFJht8E9F/kFkCFjjgfnALebWo7h1GA6M1Im4tLw8LG6Dg8+F3KxVDeQl4N0YeUYpMzDOIb5gTrdEBlhpxh5FxoGzwFHECcQmc77vWfKAJPYpsiWWz52F7YI9grFaFG8qwQ93ejbXSD4K7IwJI1Wy75gzYdCMsbYqPwVuNSMV7FDCCAJgKcYoIo9hZqzG+aVlmjYredRgUPCv2hbc/aSFh7Z4uNHr9nwU+HlMKAnm4zzkgawZBYxQDZ8BDuQwsmbchvM2Yh3OEeAeD+Sq87kZc81CorTQCf2CwwFgKzx5m4eVK/xySpSq5EXBXIxtPnVO1MOBrBn3WGA2MMeMAxIfMb+UsHkzDsXY/B5acAH+6sC2iLVv8cykyfokhgRzrpG8hlAVcqs5UXBGojNOLobfClnmYy3AZ30dtnCzZ25Ww0RPx4QziC9Ng7wRd7lTBPYqUj+/mdEBi+fAEn8Tbf80Rj1NlyIzML5ngUZh04GAr5pjQLcuRyEHPGCBAVjjm6Atb0YROFhVOi7oJYJdvVlcCQYEg9OIRFxajANFyRdBW+YWrNgMvBwTZlDpGKcQ95tPo3i/PwoYnzMnWuW41jIt54ElMUbvR/OyZqyzwMuKvKiUx2PC6zGSu671V5AHeiSOVOtIDfOAXlTI1F7ON+PrFrg3lkmA2cCoRG6KXjBdpDBlLkXAF2KDknBgCNhgjgM3m3HuuqnhIqLNYIXZJEPQZ7AMG8scQ01FKpm52QOno1iP8xciLde/eMaA3RKrzSZtwbBED3J/CYbGdTlAD3qGDjPaMRJdxU9dBREYkrjDjOa69wnQKsUz0OkroLM7JpP26E6vnP+nlBL1wSuBAz9VSkmwcFKPEY8pYQaM+Vsw+CxKGqO9yQIFYKc+eAx+ElOW4Hw7XA6+gAnBMBydgCEvwWM5dGR/ejlFDFhdcTNcRDwd02mTPxdTZgHfdJ9choEdaXniLTjncMgFya9h1wl0Ia0LdwH4ogeWmXEe8VRMKUk0SikBg9Uo1Y7bjpgwBnzYjLZqKa7heaUcRkPN8FKE/lCd49gf0SN3m3v9gCyw3JwB4Dhit8SyatkuAokZG9MSx4BeidGqIZmJ8YAHVtR5AYB+Rd5I05FnUG8O9pahq2YALiyGvw9J21dYsBvqEiYLdJgzx4x3Eb2IZxUZRTwSy/QBBxH9QIcZS814NGRpbTh2AF0xHXuQ9Fgz7CpD9wT01gSk52EgD10XpW2LzCeJyADzzNjggblmfMacBV5xPiXgPPCbkGOtOXdWTU1jUu+N6dhGJUdnwSsJ7C/CIcFQvSsun4T+BHWel7YtwGw2ld5dj5sqtoq5ZnzFA2Xg4xhdEps8kG0gHpTYXyWfDa+UYd8odEcYACYm2XLBxEBVxBuK2xaALTLDp+gHNf+w1hxhNFnFBeXrvnlRKW/GdOxrSo/OqpKPVMhPUEmjqdtdBlpuhA2n4PdPWEiWQtN9nsGsYlymGlSuihpDRMEP0nLsQ8OvopMzYVcK+8YayN9XQHWFLcAngYc3wCrHWtZD60bLIDdaMVrNEHBMkbMSBSn+WCn96L0DkOTgz1noTaGnBP9uJL+igCqaDJbnoS2FrW0w7zis+igUlmHxv6ilCMzFhntQcgIGZ8J/xuFkgLfLFe9/OK38nqPuL1kN/wMtYd508MaH4gAAAABJRU5ErkJggg==) 1 31, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 1 31, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,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) 1 31, auto;}
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}
div.testarea{
animation:rwdcur9045 1.8666666666667s linear infinite forwards;
}
