@keyframes rwdcur53132 {
0%,3.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
4%,7.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEx0lEQVRYhcWWz29UVRTHP/fe9+6b34ylLWWozUhKF5UYMCxg4R4CAaOLhoU7E5eycf82/huGP0BNDLoQXBCEREWBgPKrlYwVJ2VSp6UznXkz7717XbyZMAiWadXyTW7ey7t553zP99xz7oEBrMwVLdsM2X85cyBx3n9uK84cKFp757gFsHeO220lsTJXtH3p+yQGv20LXqoCgyRW5oovx3kff5f9wrEnh/T/gtho88IxpBIUBeidKepvfE73vybgbLQpBJNKcFJJ9oSG65dO8OOrpbGlcilrACP8yr8mtCGByDCjHQ66ksNaMZvLZI+EQfen1YZ7uZjXOeuXx4GHvdUSfmXTBDZMwfmjzBY95nJp3kkrckplo9DyMFROc89YvppKKe0o0QS+Am4C1c2S2FCBrEMFuFUojJxwice1q2RoGHVTnsmkVUHudB3zZ1iNjG25SkRCiCawthkCGyoAcPUUuWxhx9XxvNqb8lxHatdoT0m1Ly1pxJilbtTpxguuI1ct4hzYs64jl4c9HxsqAHDoYDm6ubCiY0sdyYT2HJREMqFhSiBbxtGPmVZaOGTV4Xats08Kcc765R+AKqCBHBAIv9LctAIAtQ93vx21Ox/nC96MzqWlcqRU0y6MKFjoQK2LMZgott12EFYjQ1076lzKUxddRxSBbm8tCr+yMGh7qEaz2uh8U3vcCVrdKDIWg1RwvwMrBgQY5RBLhQCdTqkpzxXTxprTcWzfA94C9gOTwCHrl0cGbb8wBQAzn9SbXx+l9EpWVN18tuRqk/z3oA0GpBXgKgnGYISUQhYsOO6U9z4NA434LvAlYIA6cL5ve6gU9HFjzvt+fHdx/8hoPuU6SsqgA64AKyGKIS+hEUNOwakijKVgvgWVDvzSXu6RmAfOAjXhV6Khe/2VkyIXxdFS2A6k7YYQx1jPBSXAs1D2YEIDGKY8mM5B18CYB696kJajQAR4wAwwYv1yYagUABS1DVa7caAdXY/DcDRyhCOlg+oYKY7kIC1BC9ihJHmVRN40yc9/dKBtloAAWAdWe2ZTQyvw+qdEWZeP1pqth+vNIAja3SjuhEZkJLgSMgpmMjDlwpiCwMByCPdacKvdBBaAe8A1BprV0AoAHPiMxSsnWy0hCDztaqSUdh3Et2swm0lUSCv4NYBqCFrCQnAN+LnnvN6LvrUlAgCOm1lNa2/NxmSC9TBQOakR4EQ2w0KQFPbvHXgUVUhqvwpcAVJArUfCbJnAVKnwRRh0JqVSkyaKV5USE+I1z+Fu2/QiW8MVJaBCIvc88GCAzFMtetMEUlrcbjQxphEu2zi+WSimasKVb+IISWQrwCKhvQRcB5aA+yQ3pQNkBqMHmpvqA31cfjf7m+s4a3t3ZT4YHdESxGlghOSU14BHwEUSRZZ6z0j4FWP9siRJVCT8yuYaUR/WL5dILphCz/E0sAuISaSvkETdJZmcgn+ytdWhU5M0kxIw2lvzwA0SyVvw7Pxo/fIzhraqwCxJ1H0yEyS5vd1zvsiTWo9IAh0Mtiv8SgRbV6ALLPecdkny/F2PwG2enoqc5/jR1i/r/uZW0CSp67WejYikxAZz/bzIB+FYvzz8ZTQI4VeWeNJQWiTDaF34lRbJdNw/Ay+yL/8CDB7xkGSadSAAAAAASUVORK5CYII=) 3 3, auto;}
8%,11.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
12%,15.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7ElEQVRYhcWXzYscRRjGf1Vd/TEfmZ2dmM1uXMOgMSSRfKGHECKIKBgScvCyB2/iH5CLR3H8JwRPHjyJ4sEIQqIIERJRQYghMUTjuK6bZbNOxnGmp6e7uspD95hJMLOzIW4eKLqZmn7rqed537e6YQS3F6qWTYYc3pw+lC0+vG4qTh+qWnv1hAWwV0/YTSVxe6Fqh9IPSYz+til4pAqMkri9UH00iw9xr+znjt9J0v8LYtzkueNIR1AV4G0NaB34hPhhE1DjJoVg3hGcciSPJ4Yfzp/keylYOnbm4REZS0AbdnuKw67kiOewz3d5Nk65+PVJzj7/GeHwf7ZRVyOxtGg09aQExlpw9hX2VX0WAsWpkisqfqFIYlhuRyyjex9oNXXpub3TARAAJn8sApaBUDSa6xIYq0BJ0QR+dCRHPc/u8h2Uo1R1xnfqvW5vplDxVrqhjnzfiZXkIyGEASrAHuBbYHU9AmMVAPjl9Vot1lzcWmRn4DnKuq6RUtIPQ+0FflQuemVHCa8X6nddV153lZgWiAS4BHwDtMZZsi4B26jPXP2t890TNb8qJRU38I1xlBFWY1Jjginlsd2FGxFhP70SBE5NCjogzgPvAz8DGmiTKe6R2RWJRtNMUudrc7XgnTg2rSQ12kiJCDwpSiXpBp4iBYoOFB2CwNkj9xZnqRd2G2OPpcbO5zE84EmgRmZRFXjMNurBugREo2mAszf/jNr92OgYoa3nID0HJzWSXT5Y4HAJOedJfAEdzSBJK0liX75n0SpZwgZAEahN1OmqW7xO6jg7HdJ2olODNoCVtlSAVgrWQDeFaQfWEtJbiZFCFi28ZK19FTiaE/FGwiogGFsFI+geeKpy8Nqvt85Me4OKLSisXzDWk1LcjEG4UBOwXUFskRL8glMlNgrEAnAZWAKuAT/lRBRg1k3CIS69NlURVn84PeW/OL1ti1KVEm6SSCSIRMOcAgt2KTbGEEqJFhAgRIAlBq7kIwK+BNaAiZIQAGfwV9jp9jpRNFjs96LYhBEmh01tZsWKJorSG1guCEQLhEdBghJevus6cATYD5QBPTGBZz5Gl1zejKLeiklMbAaxtolGDDRparI6N5bAd5TjiCzRdrgSBWi7SNYdJVkJ1vP71qQ5AMDB/fXijT96VWsgHaTGCmmEI5Ta6kq2uRAaRGzqrOk6hghtIbIAXXLPyXrCkMjkFuSIUkPLWlqu60gpIE1taG9rQ0tDV0PPZKGLMsACZQck+xC8QFZ+y0AIzLARCwBEo9ns9+O3+/10RScGIQRSCingMqmFBPAFlCWkFm7pmJZewrCGZTHf/SrwOVk1bMwCgJ1zpWhppaeLse0o1+qgIGcx1AgNDOwyPSSSWaSATIsv8kcN0AKu59cVIN4QAduoS6B7balXX20PWrUp7zyBfIPYzjOwGlfsILGfYihj/vV+iawC/iaTvptfYyCauA+MkNhF5iXAPPDWSEAFfAWUyBJNAb+TSa/I5G8DTbJTcm3DFgCLZGVUzoO9BzxNtsu/yJoN3On5MifYzEm2gVXRaIYwwXF8P9hGvZKT2AEcIDto2mQdjnyxZTK/VT7Xvffd4EEUGKJMtsMWcCEnMEsmd5iPVbLkC0Wj2f6vIA9EwDbqHtz1zRDni4U5kRWynm/y0blfrAdVQHEn6UaJDDP87kwf83L6D7sJK42ZpANsAAAAAElFTkSuQmCC) 3 3, auto;}
16%,19.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,23.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
24%,27.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
28%,31.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
32%,35.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3klEQVRYhcWWy48UVRTGf+fWrUdPFz3NDDOoDNpOEImJZowLkhEXulEEcWEMbokL446tK/ufMK7c+Ae4AWMCuhCNGiCRiAZFHi3i8GqaZqZpuutxr4u6zTQKQ09EOEmlu05VnfOd73znVMGQXdtdtTxgU4M/e+eK5IPfB2p756rWnthhAeyJHfaBgri2u2oH1A9ADPseiD1UBoZBXNtdfTjJB/ZP2g9uXxbp/2Wy0sWD21GeUBUIJiNaz31Gcr8B6JUuijDjCbs8xYbU8OOhnRxVwvlt++4fkBUBZIbNgeb5yGd+sjoxH1xvfdfP+f6bnXz50n66tl6LgYqL0wOaUm+Y1QBYsQUHXuOZasjuSLNrTUTVGuklxp4LKlOqFKgvxFPfrp8Im+72AOgAC6sBsSIDZU0DOO4p5j0VbCqVfJ2Jnk5N0ul3iVPL02LNH5VKaCJfEpA2cMDWa00gk3ojuxeAFRkAOPImcZLz9ca1/pY1a+JAwpKxYEyekmR5M/T9DqIWwtA7FQRex/O4Ksh+CjY6Um9c/k8AAL56neOzE8RrJ6dqQbzGSKCMGIPNM5MlqREkU0p1PU8lIpxUIh97npxyIFpSb7TuFnukOS9p3k5TLqYmT6wWQjFah74KAx3EtTiKIn8sCr3poOzN+OuCVzo30w+XbmS70sw+DlRtvXbX2CMByAyNLuVAtE9JciVby3jlXIk10Dd4G0MltRCUQDcnLvlbfM37xtg9QA2YtvXa2J1ij9QCW68Fx35fvLB5JgrGKmHMphJYsKcTJM1grgRzMZzuw+UE2jn5QtIzlp72eE9EDgMZ0KUY12Qg0FFXbTD3VGVPZuiRWriWQj9HfANbSrBzEp6owuYSbBuHCY3nSaQ1SkTaQAzMuCMGJmy9VoF7jOGQddPMBElqm91eNhFdtAqtEc9DlnI414cnFbQzaPTh15uA7QgcBda56nvAcBsiW69lowIwwOEkNV1P0UKoKuUprQzqklXq0yvwqA8icCnBGtsSkWPASVd1y8XouqIH+yEaFYD2tWpizLvt671PymUviDCRBFrlgjFZltmzScfXOvDHvIrkBMAZ4DeKDTk2xIJyPgWMzAAAj60vnzzy85WuyHiiVaq1RWmtlE3pWFSiPTlEYhPgInCCot+aYh/0HIjIsQFgVtMCADU1OaX7nSsLNynPiI1VqvJ2jupNjHsJSAx8DpwHHnEAesDLwBEXo+V8AJ2RpsC9XAxgFpeSD/KMy70+KktNyw98s7YSHAPpAbPAi8AbrtqWYyABXnAxKo6FNpCs5osnARgrBWeWElBh2IkrYTC2dXxWQvUORU9/cNVNA1XHgAGWgEvAItCkEOOq9sCAhd6mjeVersqbgyhUpWowQzuDxC64an9xxyIw5eJ33fnigEXn1zD6HhhYFWD+2alXgVl65i3O9Xe6oBMuaUyh8qsu+WD8zrPc+1vmjZrZ1muDcQIYp+jjRWAjsIGC2hsU6/0ccNb5LgB/AX+6Z8WBusEqpgBuZ2uRYsM1gY+ArRTsdCgq/8ldMxRia7vnBjvglgZWA2D4M6tLUeW0O9/nfOuGg1PoYsHlGWzAltQbia3XkHpjVQASlgUEy8LC+RKGxOXOm0BX6o1/BRv4RnodD8zpoMLt05M4IAGFLiosU9+5U/Jh+xtNDPZ4Nk8YSAAAAABJRU5ErkJggg==) 3 3, auto;}
36%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,43.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
44%,47.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
48%,51.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
52%,55.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
56%,59.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
60%,63.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE1UlEQVRYhcWWW2sdVRTHf3vvuZzMOUnGmDZpm+qxheAN7YOlgkEq+GBtQdCH4Cfoi2DxE5xP4avvvvggFaRSrPVSqkjVYqUGDSXENMaT27nM2bMvPsycJoY2TUpNFwx7Zs/s9f+v/15rzYZNtjydevbYZP/m3LECvD/uqZ07lnp/47QH8DdO+z0lsTyd+r70fRKb5/bEHqkCm0ksT6ePBrxvW2W/cGojSf8vE9u9vHAKqQRpHBEdPTi2Nv7h7c7DJhBs91IIJgZi3t73+L7jSGZmz+47Pzf/97WpT9EPi8C2EhvHZBxVT3hrp/Je/row9mxF8cblMyR7QkDCvM/bMwE2C6Au8t6raZX3B6vVj/56b+yDL04xvnWNb9TxjfqOc2fbHPjmDEmoeLMacXa4ysvVgeGAKDK5pdNa68ysdrrfWuMuNTN+PD45tpCODERbgjKAFo3ZByMA8P1b1LTl0pHx6rPVJAlEFOLBaJ07ndslo+2c9eo35zlvlPrh0GjcrFYCt8mFA7J7kbgvAYCLp/llcnw4rdWiicpg1fkwcDjnnNHO5RZryJxzi+12flUG6vPhwfirahK0gFEgBTSwBMxtJbJtFfStGjEdRtEnXkrjlZQqCqX0TrpYoXSOsy7ynlqShE/0tJtaXu/d1NadH6qGTSWFBBYptkaX97sjcOTJg0udbi4jKZ0HhBSSMJIKD0oRdDMYDyUHoiCW1O3FZuKdH3fOLyopmkAH+I5iO/5D4L7Z6ht1OZpGUWbZb7Rpdo0zRkoIpBPWIeIQYgEDEhTQtAzEKg0DMeI9L4CfACaB14BJ36hXdkUAmADSyYnqKystvahyLX0vgzxHDOUI1YU0AAvc0rBqkEp2lJKtMBQJiAkgKqNvlSTuON/JFtQAuj2XOGjmPUusc3yg8MsSoXLoOjgcw4rBZjYz1s1HoZwRsEIhfwu4TJEDCVABsp0qYACiQGhj0N0sn2+3M211D+uM8xkwqGBAgAPnaMWRagZKjoBIS7AFimoYKZ+DvgrqfuiNk6kFhqQULgzU9dX19gmJG5RKScBbZ6zoei+9kHrVrIRKrMki8V5iJDjAWHiYFXsYaAO3yxFANU6mlfsqIBqzK8AMsJAORVeaa+0sy4zJ1ttat3raZlY76zpmUbeiQDghxAyQEYqEp2I4GsOhaD9wBHimlD6g2Fq5ozIUjdmsXMiVd6rNOIxXvLH7s1aWJbUk6znnaon6GkQETAF/kHtoO/g9g7btuzIUCUl/3PWB47mjj91MkliGcSWKKxXtESu1JPxSCGGAp4EhiqRbQAItC5brFJ1wnSIX7uDuSIG++UZ93FivO5lFIDtRKFoDleBnIYQDnqCQuUJRchf5tfs8sAY0gevArU3Rt3ZNAGgGSvyjHaNKkMVx8HEQiD+Bd8uoZAlWAerAReAnivIzpY9WOWYPQsABn02Mxgulw2slaA14kaLNBhS1vkSR9f3/QItCDU3RG3gQAgEwV16UjgPgagmYsKFEQFE9tyj6gCkDkBQKGUDvlsDWpHVs/GpHKCILNl1r5ZzesqYDdERjdtdV4O4xv0ix9/1O54B5CkWiu3x/55S0WwV0CXA3YvNs9Po+0WY5F5WjK8HvBLKjE9Fm8416xN2Jj5QgcgsgFEeytbv5+xcRaiID8PXOKwAAAABJRU5ErkJggg==) 3 3, auto;}
64%,67.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
68%,71.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
72%,75.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
76%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,83.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
84%,87.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
88%,91.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
92%,95.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
96%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur53132 2.0833333333333s linear infinite forwards;
}
