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0%,16.566666666667%,100% {cursor:url(data:image/png;base64,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) 9 8, auto;}
16.666666666667%,33.233333333333% {cursor:url(data:image/png;base64,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) 9 8, auto;}
33.333333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFSElEQVRYhe2WSYhcxx3Gf1Vv6+7p6e556pF69lWjXUZyJIKIEjDCxg4+xIbkYLDvIc4px0AOziVgCMbHHHwKhJgQRMAkxAmJQ4gS2WikCC0ja0Yjz9Izvb3ut/Tbnw+WTQ5qR6OQk/VBQR3e+/9/9dVXRcETPdFXXWKvP+Rzw9VSpXbS3D99ulKbPOG5Pa/T2LhsW7vX3W7z4zBw2/8XACNXNKcPnvrut7/3+s+/dXYpNzU2glkuIIVgp22ztdvl0vKq9e47b76+cffqe48KojzKR8XS6OLpb7780xe+89qPnzt/TC0V8+iqQpplSCGwbJ+crrI4sz938ulvvCQrh17cXPv3B0Hf3v2fAUqVA4ePPH3hjbPnX3hlaszEdn0UKRBCIARkWUaz47DT7NHsOEgpmJ2qjR44eO77K9cvXQy8Xv2xAXL5YvXomWffmjp46mXTNOn7EY4X4HoBw0M5HhDw8f0GzY5Dq+PQ6nqkScrMhEkgR55dv3Pl10kUOI8FMDF3/NXq+OKPymaNKBUEYYwfRjheiNsPMcsFkJJbd7fZadp0HZ+e06e2v0zfD2la/ki3vb1pNTYu7RlgaNisPfPSD39x5NhT5tiBKq4X4vt90jTD6/u0ux5TY/vQNIV/Lq9hdXv0/T7FYgEpBT3Hx/ECkjiu7G7euZhEofewPurA1c+fuLAwN704N1VlKG9w5sQsQRRz+do97m9skaYJV29+QtUcptez8N0e5eoY5WKeTtfD80OyNCFXGP56fqh8PPDsvzysjxwEMDl/8nnD0Aij5IuwjQznee78MV68cBYpBPWGRavj4HsOuWIJw9Bpdhy6tofrOtjdJq36GkZ++PCgPgMdmFk6fc7QVVRFEicpUZwQRDGdXh8pBF87uYBl91lZ2wJSdKOA49jEYYBt7dBpbOF7XdI0ZahkHtkzgOd0CaNR1jZabGw38Ow2ge+hKCqB71KsVJmYmMLI5Vi9cZute9eJwj5pmiKlBCRCKihCIISs7BlgfeWj1SgKZpvba5BlD869IAP21WaYmZnlyr8+oDo2y8joJLsbd5BSJctiEBKyDEUqCEXH97rWoD4DM3Dn2t/+2mvXEUASh8RxSBQFHJg+xPzCAl27T9C3sbstatOHWDr1DCWzhlRUpFRQNR1FM8gXSjjd5s09O9Dr1P8c+u5rQsj5DCBLqY7NMTkxTppm9KwGCInTbaJIQak0TOHoGcIoxu216DsWGZClSd1zrGt7BohCf3lz7fqHC8fPzctIQwAz80tf7HEUBgghSdOEdrPO/NwcABnAvhJSCHRN4U+//+1q5HsDAQZuAeB8cnf5XYSoq6rO2MxRsgzi5LM8BL6Loukoqk57Z504SSmXCpSLeUZKBUbKBSqlIa7+/eIvgce7ipM42mpsrVbmDp9dGp+cLsRJgqoqGJpKz3aJogBVM1BUDdfzWZybIp/T0HWNnKHxs5/84FdWY/NN4KG34H8FAHxV0xtkmVk0J/YrqpEvF/PS0FViNJI4RtV0jHwR3cgTphIhRNy23N33fveb9+v3b73tu72BAXwUAKKgbzm91rZnt2WG0Aql0ZyuqUJVFRlnitCMApqeSxVVCwI/6K3cWL595R9//MPNj95/x27vXAaiL6s/MIT/6QJZttzaWQ/DwLvd3F59qrJvfLpk1mpSShMoxHHktXbWb9nW7j3bal7tu90P4yi8wZdY/7n28ibMGfmhSr5YGTeMwniuMFxNkriSxJEupPQ9t7cSh349Crx60HctwH+Uont9lMoHQ+cz9z4/RSkQAvGDebrHuk/0FdanGbp91PfmUswAAAAASUVORK5CYII=) 9 8, auto;}
50%,66.566666666667% {cursor:url(data:image/png;base64,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) 9 8, auto;}
66.666666666667%,83.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFVUlEQVRYhe2WS2xVRRjH/2fmzHndc8599fb2trVA21TaNEBaBERi1UAIPjZKjEtj3LjRxI1LV4aYuFWXuiMalxqUEA0RITxKC7aV8mpLaW9v7/Oce+55n3tdIAkLW7kYV/afTGaSmfn+v8zkm/mALW3p/y6u3Q1MUHRVTw2qyexI747RI5SJvFktzJbyC5cqhaVp1zZK/wmAIMYSXX07Xzr0yrsfvXBgdN/OgRxSugxNleGHESo1C9N/LOOzEx+/t3Tj0re+16g8Tlz6OItUPTM4NnH8k5dff+fEsYldPZmUBo4DgqgJWeDRAkAIQVJXsPfA86+GysBr925NnfG9RvlfA6QyfWMHj7393aGJw4dznQlYjg/L9uB5IRquD5HxoISgZtowLAeW7SPXlcm0pO6JlYXZn313c4hNAWJauvvImx/+MD4+PjS4LQNKCNbLJuoNDw3Hh+cHEAUGxngYdRvlqoX5hQJMy4Gs6Fk/iHqKq3dOR2HgPhHA6L6jH4zsefb4wFMd4DgCjuMgSwLyRQOm5cBxfbRaQEwRUao1MHNzFYWSCcNyULcs2PXKsGub16xacaZtAC3e0f3SG+9/MdiXiXdl4pBEHuAARgmCsIl7+TL8IIIgMigiw/xCAXeWVmBbNTgNA06jBtexoOqpRGlt8VQU+Pbf+ZCNALq2jRzWFLHPD0KsFGow6g5URYSmSujLJZFN67DqJnw/xFq5jpm5m2gYJbhOHXWjCMeqIZPrh5roPKzGM3s38uE3mhBE5Zk7N2exQClEWYMgKVCUGHRVRm9XEruHe7G0vIKOpIqz5ydhVNYQBh5azQiSoiHVMwjfbYBSing692I5f/fHtgAy3f1jlAmglAEAWs0IrRZQb7i4tVjA1Owi9owO4teL01hdnIGiJqDqKSQyvWg2m4hCH61WC5SJ0JPZsbZPwLFqRJQ1hL4DykQwJsKxDHT1bkcqEUM2o6NWd5BIpuH1DECLZxBFIXzXBqEUhFDwPIMgSOAIUdoGqBbvL8bTuQNB4AMch97+UQz3ZwGOg+14+O3cWXAcAZNVFFduobA8D0VNQEt0Qk9mEUUhKBNBAx+V9eXFtgHKhXuTfUPjbyXSOQwNj0CWBBgNF82oicnLF2BbBtJd29GZ60M5v4DAd2BUCjAqBXDcDAghIJRBlGKort+7uJHPhllgVtfOU56tDj49DJ4SuK4P1wuwuJyHUSkgCgNQSpHQZAyMHgShDJRSMCaAZwJ4JkFWNBDK33es2pW2AQLfvV5cvT1HCAeO4+D5ITw/xPLtaXDcgz+M4wgoJejOprFjeD+YIINnIpggQVJUKFoS+aXZ6cBzrrcNAMCamzxzkqcEYdREswVUaybCwAdHCHjGQHkBsiRAi4kYHtqO8eeOIqanHmREvAOKlnSX5q98A8DayGTTpzgMvKUbv1/u2b3/yK4oaqJczMO1TVDKg/ICeMYwPNQPQeAhCjzSiRj6+wcQERWCHMfpk59+bdWKXwJwnggAgCNIcqFWrSYFJZ70HEugPKOipECQYg8enGQCMUUE5SkoJQiCKHS8YP3que/PlNbufu7Z1s3NDP7xO3Ztq2hW8vfrRqkV+k4zpqcUJipEkjUix3ROkiUwSptBGHlV0zavXL02P3Xh1E/zU798ZVWLkwCCzeI/VkUkKZoiKepOUdb3xPTUuJ7M9iUzPb2ymuwSBCm0G8btwHNMyyyvVUsr1+rV9SvV4sqc79Q3vPu2AB5yiLKaEESpm2dSpyApHYSQDo4jzcB3b7cAN/CcUhC467ZZrQHYsAZ4UgDgQdbwf/UPx3jErPlI29KWHkt/Anq/RJYIqFC6AAAAAElFTkSuQmCC) 9 8, auto;}
83.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 9 8, auto;}
}
div.testarea{
animation:rwdcur188598 0.4s linear infinite forwards;
}
