@keyframes rwdcur13946 {
0%,11.011111111111%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
11.111111111111%,22.122222222222% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.222222222222%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,44.344444444444% {cursor:url(data:image/png;base64,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) 15 15, auto;}
44.444444444444%,55.455555555556% {cursor:url(data:image/png;base64,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) 15 15, auto;}
55.555555555556%,66.566666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFtUlEQVRYhe2VS4wc1RWGv3vr9u3q6sf0zPT09DQ9L7vNPCAOQol5KCKTCBZsYBdFSlagZOFFFiyTDezYsWIRsUxEpCBFIijI60SAQMQ21tiyzTCeGXtG3Z5Xd/Wrurrq3ix6jJ0JBiVCySL+d1W6Ov+v/5zzH3iA/3c49/lfBiwQ/i8EVIBXgAjYAMx/U0AF+DnwMvAI4AKbQOffLXz2LJnRUYppiysPsW0YfNU7dey7CjwxNUWm1+N7jQYGOADeB/xvIrUWWavh7q6hP1ilfLjPM508uj/J+hxsfFTnKkNHv3T1uAPLwM/O/lI6L71se2mP8XaLtN9i21p2gPg+xOqVX5Dv+5S9ASezGU5N5VgslZnIepwqF5iemcJZnCU4s0j779fvunGvAzkvSWmmIio/fVEHJxas68pI7tfNSr1m250eNWCN4WzcJb+B292nINs8TJ/T9oBp5VCaEuj8LO7Kd9mrHaAPu5SFovz55+z99j26QvyrgMpEXjz1zHcSYSZSJi3i4Mxj0q3/yMlfuzr4yRc3LcCbwCr3bIcfU+EKT4oa33cOWRYdStYhRxqdHMWIkKiUpzE5Q5EEZmmJ27UabaB7vAWPTHi88OxJd+p01enmZvpOOmtTC+WkXZxIYgKRb3Vsr9m1m8AhQOc6FWeXM3KbH4tr/FBc5qS9RVF0yNiQDJDGISuSZKVmHIHsGpr7Neorz9J65x2sAuSRE8pviUcfC1J6aiLSImU8AkdlssI8uaTU7S9EpVY3z+8emtVezK2tD5GxYU7WecKu8nh8idLggIxMooggIUEkQSiwBs8GyHiUZb/PrctXWb98Hh9oqKOJzANPJ6X0dt04lB5YXytaGhq6OzpwzMoc3naFM1c24rdix/ymUOJctMkim1TjDSqtdXK3u8h+HkZBjvTAPYBEDUQObBHdnaZYC1lcW2P5ao2tOwJgmHxLY+MiSlaNEb2Etjc9bMeJaDpKHjjhbCiCXz2s3edkynvvRufF0LQ/dWDeNpkJd/ButZGXW9ANkLMNWHAgYSFRAFEAewIpBKqnKe1sUujsYwB5pwUaOPH8fMpdmUwF9ppgdT3qXtofqEetNPuHoSr6ilQgwofaWlWSnce1wo065EyE1xLonRg+6yDTPSg4EB1NlzBH1ftIaSGr8Jeq+Dt7d7fABao/yCXnXtBplasldN2Jwj/8tcdbn3bkgpcw2/1Yrig36Aehi+NomRsUXhJIOYIyOXTLgz0NGRdGJIymIK0gEQ/tpwyiDLoC05MoqvjNLu0/vT8UkHfgqYxBCx/8VaE+9kN9/ka/1gzspY+DcAsIf0/HU1BNMHBPjZGxCYI4hd/P4Ztxil4eNelAdRSmpyCVAimAHIgFDFWkmoVMjuiEA+MjyF+/jlFAPoZKCqmCvjV/+azFR60Bu4H5s4Z3+3DxyEQvgkYEWhZYcRSNgeammODALdGd76DnkzAxBflppDsGjgSyYCfATmBEmtDRhK4kKj40zBIFlPJClKVFfVjvRX88aDXWB3zSsvYNYOt48gFcuMDbe3tktMdacporY33y2Tm0SOClSsjEJEakkSiMVSDSGJEksoIGsCEs3WZzGIIKmOvD3PkgVDf6g/VmzLmWte/yNadYCLCWIIi5HsHf3AVcz6KsQ0mmycgMiiTGDgfRIAkQ3AauYLkgJWvZ7PC4KeB6z9qLW3Fc3oTfGTgHrN+P/B4R0fY2tazHRT2CZEDXSE6ToEiCEvLLuPYtNIA1a/lASj6JY3bu1D8aE54+yoK3geDriI+jXieTy1EIeyxLh6oQzAMlqVDGEDEk35SSNWNYS6fZAnwhhq09uklohuv4jTf/q2At2vfJWMuYlBStZUwpFGCMwReCRjrNDtB+9VWC11676664f9n/TAggfR9PCKQQSGOIrMWMjBAAoRD/3NpvVcAxMZJhygKY48QP8AAPcAf/AAulVZbxkIrRAAAAAElFTkSuQmCC) 15 15, auto;}
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77.777777777778%,88.788888888889% {cursor:url(data:image/png;base64,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) 15 15, auto;}
88.888888888889%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAF90lEQVRYhe2WS2xcVxnHf+fccx9z5+HxeDyxBzeZBtdpSgIRbQNBCKWoIEKrIhYNiO6KxKISLEBI7FBXsEFdseqSqkjZNVJRixAoLECJUBWClSapH7UdT8avmfGdx33MveewsIOC1QZEBQiR/+4cne/7//W9zgcP8P8O60Pu64ABkv+GgBng+0AKvA/of7eIg+Q/AtaBS8BLQO1fcWQM0hikuYC83zt14DwLfGZ6mkIY8kS3iwbawK+A4B8QAjjNJqo4wF+fx7MyVPFJou4K0dhlAp5HC/H3dgdT8BjwwkvfkdaL3zZh3mei3yMf9Fg3hiaQfRD5/DxOzaXY6/OQtcsjZsgxO2ZODmlkmmmxQzmZRsUdzE+qxC9fwnxQBEq+y9ThGTHzza850dFjxvNkKnc29NmNlukPQlrAAnu18TcsL+O5LrXuiKMMOGoiHh51mBptUs5CcF36jksrzbOYutyIv8HCrRdoz83tFfi9AmYmy+LMF07aSSFVOi+y6PQp6W08ZZVv3hidX1wzAD8H5tnvjuVlvLExalrzqMn4tMj4VLrLzGCJymAFTw9ROZuoVCBQeRpqirJMUVMu8+Z3dMVTpPem4BOTPs89/XFv+pOz1rB0OLbyRZM7VnfNo5MuOhLl3sCEu0OzAnSMgTimohRzwnCGjCdNj8dGWzzUX6K2+S6ljUXyySZ5p01BDfBsiashiqbZjhXDJ77MSAFyPxIq6IkTp6KcMz2ZOiKnfSJLFYpCf/a4UpuLYqa1oc9tdfR8mHF7exvHdakLwZyUnMTihLGZ0hFO3EW2N6G1huxkKJFDqRp1W6ClYtuboKlrdIGhZK/Py8DnXCn9LS9LpA8mcBQ7ObjjDcdHTnC2kZNfnMmdziv56sQEL1ar+EJQBR4RgobRVHSKIzVSxMhkF9kPYL2NvNNGBdv4oztUxQ5HCWiIiMpXT1O9WwN14HhlQqTurNYitB2z5mMGVsqupWTbSo4kIvrenON9Seb8X+8EX9/aCn+jFDUhmDKGKuCRIq0I6QxhPINuBn1AC0hHKJPgE1IhYJKM0u1V9N0UOMDRcw/nvLOHcpG5KZhfSofXdkbqhJF6p5OoWqDIRSL5WN9Wh/Oc8jwcrSkYQ1kbHBIUu0irA34bqj1kotFRASpjSL8IykFKgW8sfLuIunqVwwrwgNnPl9zGc05elVq2s2GlyS9/H/LqnwbymG/r9TiTZ5UXxVHiYVlO6UhUOS+QQuAJg6M1Co0UQxAtyG3DxAhsF5mW0blJGC+BGgfGSI2HjiOc67doKKBswZmCxhEBBPNCXQ4S553luLUbmWuXo2QVSF5j4CuYtRl5jytKxpAaQwKkwpCSkJoQR4Zgh+BLsIuga2BPg1tCWyVSOUlkqgylx3DxBkoB5QxmckgVxUa/+ecef+yN2Ir0RQfeiOHqfor8FLopOP40T9s2URzTBbaNIBKQolB4SFkBG7QqgDkC8hBaFtGiSJRN0h657KSC7U6T2wqYKgtRlwb1h40wvdDudZdGXOkZ8wqwenDyAbz9Nq/1elSMYVNrblvQAhxcqmYMZaZRIgdiAmigRRVNjn7q0w4LtNsJbemypMBTQCOGxjtRopbj0dJuxls9Y97gPl+xEOj1dYaFAqta8xcNHpIotUiSAiU5Q0FNIVUFKeqkYpzUOHRDQ+tmiyDUXH/2KySnZ1lSwK3QmKurWVZfgV9oeAtY+jDyu6jXiTodNm2bq6M+wWDEnX7M8dBlTpWpFfKUSofAqhAZn244orXSpHl9kcXv/pgrAOcW6CvgGvBKtjcLXgei+xHfGwVj6L/3HktuRrA1YHW9yWprneZknka9SFmVSfMVEu3Q3W2zfWuBnSTk4l0fL7M3BwLgt/vt+E+R3ysCSC5coLW2Rru9TD8c0Owe4rAu4Y25aMdlmGREW5tEvR6tH/yUhXt93J2ECR9h/zt/Hr0v/va3nqEbDnk/N4GaDMAportd0iuXSEs92gdtD25EHxXp628SAMHzGnWyj+7U4fEm+uLP4If/4f3yAR7gfwN/BXUnuIQ/vnmIAAAAAElFTkSuQmCC) 15 15, auto;}
}
div.testarea{
animation:rwdcur13946 3.3s linear infinite forwards;
}
