@keyframes rwdcur152570 {
0%,7.0428571428571%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
7.1428571428571%,14.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.285714285714%,21.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
21.428571428571%,28.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
28.571428571429%,35.614285714286% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACKElEQVRYheXWS0hVURQG4E+9iuQlQyzLKCLEQQipNYkeREhEQS8InBlSIEFBD6JBs2jYoHHQYyBCUdIkbVpE0xpKGQRNHEQSTQpzNThHvNk19Z7rNeiHPTl77fX/67HP2vzvqCnhzFY0YrLMWhZGN9fPEv3Edq5UXMBRYor4QRwj5jHLVdG7i/Ecp1FXNgE7uDFAnCE6uVbMpomrR4hR4hSxiVtlE5CiTdIHRdFFvCeCmCDa5s8UqC5BwHt8mG9zimcjEtbnaOJNCRyZsGUfX1qJA/xE+5JO76anj+ctNGcUsqqkUzeJb0kDDWUUsCj88SNq5vs79ryib4KJ5RZQtdwEKTpwEJ8wiq8V4qWK/jxxkugmtiUXZF2l+OvqiRfpf+EncZyo43alBHQ2peQz626Sic+VErDiGfitB7qK9MC/eQt2/GXYLDsOsvPOAhNsEWhFDzaXQdKSUF/DoCSAkDTcU+TL4TyHc5IZMYSB9Fshbq0hholJYoRoIWq4l5V8XQMfERuI9Wl0DYwrmJqNxO059/4+UZvYZ3qaDdcSTwocPyRyieNHqU1eGnWhgNez5WgtlXw14vIcx0FcIKoT56ugPX0xF9pcSsuQJfpuxGARAQ9mo+tIbQ8jTqSl6J3d780iII+4WETA+TkZSLG/hbcbiI2M4VAW8hk8rk3rPp2uoaS7Q4VeTs31vEOsJZpn7/gYmrI4XsosyKEfezGNl7iPqSwCVhy/AEvH7KEJ5nrYAAAAAElFTkSuQmCC) 15 15, auto;}
35.714285714286%,42.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
42.857142857143%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAACLUlEQVRYhe3WS4iOURgH8J8Zl8llcpnwjUtohkkZ9wxpBlOywFpCVhaahSZZTLKTrK1kITZsZkaKlIVYK6RpsqKUKcmlLFx7LM6Lt48v3/TNfF/kvznv6fzf5/8/z3nO+z78x9+GQ/Qf5Eqt9JdcJS4TaP4Dt7GcgBNHaeDZLa4Hn/CiFGkvI9OY/5FPA0wZpUbFWHOSCOJsylRntQ00dBM3iO5kYGa1DUBzK31YXAvxyrCTDRdS6mqH9SyrqYF/Do30thMdDKO92vo7uoinxCCxttr1tZz+S9mHKYhVyUDJ67kfg/U8xkVjk64fGRgg1pXKwAT6EYuITmIGMTGRD1TqoJHe1akGhpTY1GFEH/ElS9VLYgsxLZlYWKmJP+F2K/E1d1ZBPErigSPjJVwHTaxb/n2Sw4qfj0vH1cAr7t3H+6LFez8fH48i5lT0LuEOTijzb7gNsZt4nh3FXWIxUeAzpue404vmeUxuY2QzcYbYTrT/+n5J9GZVHw3ZuCCNHdl6W4EniAnJ2DBaimLsaiE+ZDX0mViTYuwrxwCsxHGckwrve183s5DdiptZs9FBLEzB871fz56iQj6YOKfKNVAKx5qId7nAb4jZKXhPjtc+g3iYcZ4QcxJna6UGzncX7SyIrhT8XJ5Ynx1lGzEpHefpSsXJMvA2J/6amJUMHP0Nvwm7MHcsxKGxmdhEXCeuERuzW6LMCh8LtBQYqiPqiHk8UKPOaSoaaiE8LvgGfWzQEkx3VYEAAAAASUVORK5CYII=) 15 15, auto;}
50%,57.042857142857% {cursor:url(data:image/png;base64,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) 15 15, auto;}
57.142857142857%,64.185714285714% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.285714285714%,71.328571428571% {cursor:url(data:image/png;base64,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) 15 15, auto;}
71.428571428571%,78.471428571429% {cursor:url(data:image/png;base64,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) 15 15, auto;}
78.571428571429%,85.614285714286% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.714285714286%,92.757142857143% {cursor:url(data:image/png;base64,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) 15 15, auto;}
92.857142857143%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAB90lEQVRYhe3WzUtUYRTH8Y+TlYKVTaamZtpCCiLoBQsLCykoiYpWLVqpCxetekPatRPEWogQSH9AQYtW7YqIiiioiKBNQasIWhcSdVo8UzNM+DI4TkR+YTb3nju/7z333Oe5/GMMtfGslacYqGjycibXEpeIi8QaopprM5Svxk7Ulyu/EfGIiNzvHlFFFIXU4YZ0PKSam+UQOVJH/CgQ+E6sTCF9v4qquF1LjBIPiavEqtSp+wsVaEQ8KRB4kO9ANlezBTFVUBPErXw39i7IoIapLHGZGCHq051NFJScRnwqEviSFxguJa9uhuPDm3jVzgsMFZ3rRTwuEniTFzg2Z2oVJzcQdcSedFFLCdI1G5neQXzIhX8keoiW9F8z3dRvmhuI57kBGyO6+VqCAHQ3Exmig1hGrEvhvfO5+NSJgtZN56e8ukSJeul5T+CsNMDzoquV+JwTuEtsTQKVo4nxJuIg0ZDCeyoqkKNNWlzmHJolSmGUk7tKH+j/kBVtnOvjXYZDFU/v5Mp54iWxP72G7RUV6Ofb+9xCNJ52u+INZ3HJcuYocZ3Y9ufXTsXYvp4LaPgb4WWhi+wId3anVXVWMosh0EH/YY53pq+k8pGhY4AYSHv9rG9ILZvLGg4HmHxLvCb2MVb2gLnI0DFIDKYOzPl8l1hiPvwE9le2wLPxHWAAAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur152570 1.8666666666667s linear infinite forwards;
}
