@keyframes rwdcur58931 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 11 11, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD4UlEQVRoge2Xz2ucRRyHn/nx7q4b7W7SZE1Bemip2ZrWiij4A68eerEXFcSLiEd7KygBL8WDl15EQf+DehBEESkB0QoqiCGaNInai4mh2hJiku6Pd9/5jofZTXbT7sbLu728z2Xf2Z2Z9/kw35l3X8UApn6k6hu8bixnfZ5xZSh7DUrYkJhbWnHFCx8tP8Vvg+ZJE3W3L6s/cIyY98nxvFdYrcApsBq8Bq32Pp1CaHFFK95YfIy1ex7gxFVetZoPgENehx5KhwDGBmnoDeI1ADVavHbtUT4Zon9vgIe/4S2tuAjYjlh+AtET6KjUOzDeBv4Ft9UTRiTmwtIpLg09wImrnPOOy8aT68jfdwZyDwyeINkBdwO8A2XAKRKd8MJClS/Tlod2gNN/Ua4ts2I8le7SiEqQmw6lMwjvoHED0XV0e/ytpMmJayfZTDuABmgs8C4tKkqACBEPSkJ5xItBcBDKQHQETQ4BcIpxIt5LWx5ATa9RbixwXQljXsPIkyQSY1vLeycPJRiZDqKD8A1orod+XlNTBUZ/rRCnGUC3ljlHizElYA6R5MawhUmIqmA8iAe/Dc0lSGTwZKoAFNsTK4q+wStpygNoV+c574JcfoLdai9MQv5kuBYfyun/hNAjQPu5oQzPpuge7gccVRJqXpd7f8w9CMXqXttvQ2Nl8J7QOfAqHARacSwV6+77eUdZPCjfLoF92AoUpvbachtq1/uvRLv+0WEFxtLR7vJrLrEmlieUgZE+2y0/AaoJ9fkg2NoEtQPmzJ0bW3mgBt6Cs6ynHUCLZU2ZcNa7rf4dcw9B8XEgCn1bNagt37kSrhV+FwvKpP/fSCvDnLGgLLhVGkDfbRodgeJpdkO4OrT2lZNv7MqjDHOpBzCWr5RFsNBYRbtk8ABbaW/sdgjVBLcaQogPAdryGMts6gFWz7OO5QtjwTty8eLBDx5zGPLHQwixIDH4v8FthdVry387N84fqQcAMJYZsYixUP+dXPMmB6wDRGWIju7K4hKQ2+hOWwwzacsDGIDNz/jn8IuUxPK0tii5iegy2hQPGJwHU4Ck2VM2iOHj+VE+HEYA3bkQywVjmSUCwNbnobHCjkv6l1QiiMTU9sl/pzVvDsEd2PdCc/xz7jeWy2I52zkKTYSoUcSOYpUJb2cAvklCK7z4dMnPas3LcyU27kmADlNf845Y3jaWgtgg13W291y327EYLmnNzFyp/zE8tAAA1e+ZFMuMsbxkLJU+8hvG8qkYLs6P8ucwxTv0DdDNI0ucUoZnjEWLxSpDrAw//TLJz2kLZmRkZGRkZGRkZGRkZGRkZGRk3I3/AO3/XNLRYcwRAAAAAElFTkSuQmCC) 11 11, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD+UlEQVRoge2XT2gcVRzHP/N7b6fjNm42YbNuIRQp2qYxMaIW/IMnadGCtCBakV5EPHosKAEvxYOXXkRBwaOHCBGKoFJSpFbQohgKmn/SUJJYQlpC3Gw2u7Ozbzy8/RuzG0EmXuZz2Z2d92Y+332/9+aNQzduXB6iVHoTzWkOJDMoSSMaTLCOH9zDMVcw5hOeenmh63UixNn1158mj+D7H+K6p3C0xjHguCABiAbHND8d11Dxr+CYt3jspZV99t8lwPXJ80jwEZCykoCIDaCx0tAeRDRAkYr/Bo+++MX+6e8McG3iHRxzEdANsYGUYSAr9Cbbe2768Nc65AutYQx+cIGRk5f2P8D1ybNUzQSh7zbkx4bhfrf7FQolWF2FqgEl4LgBQekMQye/jtgdqAf480aaudvzhH62rTR6k/DIsC2dblQNrG4YtvNS63+PsnmY489vRB1AAPht7n0qfhYTQMI1hAImsOXx+4wV7IYSOJQVXM82dNwMCfeDqOUBhJWf04TyGiYAo2H4IcPxo/as0bUQi3uHkACyafuHOAZcfZ616T3q778jzM2dpeL3YwJI9QT092hyaRgagtCHUGAzD7MLNlA3PA+SPdRCJCmVXo8+wLb/HFVj5QZSTcNcmsZIhGJH4t+EOJgEp7bsKnk2QnfAzoHDtnwCSKfbzz7QD0MPNo838zC/Rzm5uhbAgGOORCHdilA1aUKBMLAlsJNsBo61eGwV4dadziOhpPlcUNIfjXYTzezCCtp7EiXgB7u3GkhBeRBuzljBDQ8KG/Y5oaS9bViFYsEuvdq7E3UAQXsrKLE3zBc6txzMweMjkKhtKYoBzN3+50hUwro8KIl8byQombY3VLC8VAI6F/ihLIwebYbY9uHWYnuIUqkuD0qmow+g+RatDDoBy2tChypqkM3YiV0PUS7C8pINEYoNYOVBMxV1AMU31zY5c+oJNMdwlEKqZXID3dfK5H2QPAhb26ATEIZQ2QaDoVJxavLfkzkR+abOzkDNONozaOCPJZe7+b3GAdJJODxIY/4EwFZRGsfKG49SvI4C4PLVNV55oRftPY12HO6uGdJpIbnLstrKAQVeAsqmtWxAeZ/SN/px9Pr1EQDQ3gU0UyRcAM3NGZhfLBDgd+xttMEPijvkf0DM25Gb12h/ofnqsx40E2jvdGMpTGDoyxj6Uto+pGqZy6WAim9ffJryU4g5R+/Y+v8ToM53n7+H9t5F46G92rpOc3ls/W6PfZR3CTHj9I7tsW3djwAAP07m0N44mlfRZDvIr6P5EuVdpG90af+0m3QO0Mrs1RGUPING0J5GiY+SX8id+DViv5iYmJiYmJiYmJiYmJiYmJiYmF35G38aQMU8j2FeAAAAAElFTkSuQmCC) 11 11, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 11 11, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 11 11, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEG0lEQVRoge2XT2hcRRzHPzPze29f3sZmNyTbVEvFqjTVSsU/UBWvIr20F6vYHgpFbxU8FKrBXkKhCvZSEBQP4q0XQQSVUhCtoIIaKkobtdSapNSkxJh/u+/PzPOQ3TVJk6WXFy/vA8vuvDfz2+/3zW9+M0/Rgbf4bjCiccQie8uU+hSm4qFJcNOO+GaKOmdx777Bnl87xckTtdbFYb7dnhKfEfxnSihJUXShaKDx0KSo9ncXysUk51LUS8d5eHyjDejVF05x4ZDFjijMXk0mEVn7Xkv0clKULhE8W6Y0+jY/Hchf8kpWqBnmy+MpahgQr/m0S/S7Pvq1R8+qoXNM8w91ZpfPinPEx15h1+kNN3CKC/sz7Nk6md8Sfw+7gTs6BkiZZ4obZFgUhi5Uuki671UGP81bPDQNvM9EZZLLo3Wy2vIc9+jhPh7EIh2DZFga3HAz1HVz/E1NdP9Rds7kbUAD/MHPJ2OSWoLDx3NCRoKjziy/8wsZtmMQhaHKFu3jO4AuVJ+P92be4gH0B4xXhOyFBEeA4y4ecHezE4CgaeKv2zDRQNNNTQOkKDT+oQ+Z9HM3cIXL+2OS3gRHF5tSn14JGOBeBqmTIWTMMcc1LhHgOgYrEdBNSNNEGNF4MXcDlvrTGZYAR4n+drIHDNCaCSGjzuxtmQgoQ3PfUJinclXP0hrYluBIcGyisuJmN5upMdhuzzHHBKMd00nj46FIlz7b8xLe/r8MWxEyIjJKBLd0qFDjTna02xELzHBl3ZlQmPa+oDC9uSlvIte4NB4ijykMjnjNTiX62UzEVS4yiyFkhr+Z5x52ozAr+sZkzLOIRQiR63kb0CEyrjBYhDqz63bsZSvbeQQfD4ugWGSSy7fMhJC0xKMwuZ+NtMKMLG1UwgRjDVh/lVbZwlYeapuw1BlblU4RjZZ4FGYkdwMW+RzElRBmGdOGtOOACjVqDLZNLBAxwRgBjqW11GiJxyLn8zZgRvhsbg/7HrXIDg9lYnRUZaDj2SEgpExIzAI+AmQskqBxLiVRTfFfvUxf7oc6DWCRoRBxFmGK3/yIqc7TAAgVNrOt9aQxpDRY0K12GTOUt3hgqYT8wMeTj/NcT4g8kSHqJlNuExXtN3fV9SlhCNBEy9OGMua9g1Tf2QD9/73QhMgxi5z38QDkKhe5zui8IV27tgIBzjnixVXiv07QRzdCPKx6oXmdT7otcjZE9rZKYYLn+qm6kKooDLrpuUGUxiTioZeLP5+gnz9Mz/T/YqDFCb44ESKvWSQIkWbJbNf2Fb+b7biMOZ2ghw7T0/mwtBEGAE7yzUCIDFnkgEVq64iftshHZczwQap/bqTwFusaWM4ZLu1SmCctokNEFCZWmO+PMPBj3gILCgoKCgoKCgoKCgoKCgoKCgrW4l8KmWFbdCqYIAAAAABJRU5ErkJggg==) 11 11, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 11 11, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 11 11, auto;}
}
div.testarea{
animation:rwdcur58931 1.6s linear infinite forwards;
}
