@keyframes rwdcur117470 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 16, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
25%,31.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEy0lEQVRYhe2W309TZxjHn/c97/nR0x+0B1rqobRYRaMCKlNExljmNhWn7mJ/wLLLZdnVkt0uu92fsMTEZVfLNpPFSKYydA6RGVF0gBJQKi1t6QoFetqen++7qyWbChaRZMn83p7zPp/P8z0nOQfgVf7vQZsN2NLWCYLIPBxBmFKsJX4fov+8TjYLHGnvAoSQDyoz0eZW/rhZEs1kNnAWAFY2VaBhXxcAA7mYyamRnf7Tpz9zfxhq0uI/fGV9adt++uT9L00gsr8HGLVlLZdXKRM7sK/llPpG6Gik7Tfl/lVy69GY2cdkpD15bsPvQEP7O8BsQy4XFlTbQB24Jt7riOFuE9yReIeLqMHZpdmBkS90O3B27s6NlSfPb6iBePdJz0o6qVY0ax/n29rLfPU9JiNRMDWCMIOHw46dKucuoXKlr0ZVnoK/sMD2nvcEj2w0BYJ2d0aIvTU3r3RYjG9CZkFw2fMAdgkq0g7gmJ5mWuK8T1XTc6NDz5y1boGth3uBt9Itrfv8nyq7208sXnGFrNQUSOY0iHYOMKtAmTQCwy6b02cHMXGGEUbl1ebh9QrYho4DCm5Rd7Uen0zuDE1NEsDGPAhGEjiqgc0EMEk9YKbP0tLsBU+wPp1eZXuAdTSwrfsELi38SRh1bAeH8g8n7Hw6lw8bywUgnBcscAGjDhh8HVDiNYmevMYJ6CbiyKrbVy2wrbtX8or5A62HWRdFKFcuITI/k09oRRwFhjy2EMZlBsDZy+CIQeCYPivy5kW5LpZOjVxeczZXjUBDcyzedlD8/NAHxz4JNMZeR7y3KTO9PJV+MH7HtmiACUqACnWIhHZDfE8AJGO6jxOE71Ijl7PPm/3cBqIHj8miZHbR2vYjP12OCcVcJowczl9Yyj1ytPw3Hg+AL9oY9obrfeF4CGLKeHbCoFcyaTFVzXJrCoTb3oSVzGPVsSNvL16XQpnsLFjFAiCMBQkr3eFdPVjxljRE0lfDitUUq03WJcdG+5aXxMGZG31rPvvqGqCGrJfNA4amdLLxaZDoAvBcDRgkhA3kiQZ2hNVmNTM8MzJxZu5+KZ++N68UCmyMunyJauBrCqh7O6E4n1OxJ9rrYFdUqkyCi2aBcl5gjEEFuTDjiBDZ4Y1q+YA9PsZ+1ot+IIKLJgb7quWvLsAcR7ZN1MG8W3qQvSzwVg4QMgFoERAugjtcC4oaBJeUk/VCUtaXJUiNXnvqa/dCAureQ7CSyarYu+2UhV0RSZ8BTHUwsAtMEgaDUyDiXwJ3JZUY+vHWuZkpc1hw160bvqoAdZhMHb6Timo32CVCrQqUhThYfBAoEnVsLU0XJ69ee1DgfzEdz03KS9mZ69XXvqZAaM9BKGYzKvLufN8mgTBDOhjuXQCYmNhamuYqiQFRcC4SKTC6Uhbzc7cv6S9EXk0AI+ppaJZON5/wH01mXGRiwLQxLSeQluoXiH5BDvpHEcflMnd/NTcCfqZAqOU1oNrjyLsf8x/tOXLT9/3X5iIpzJ3jsXbeHVJuYyTk0/eGNrTxmgKEZ3JtlB3nODM6cMbun+6f/Nar+Ps54l/M/nHjpYL/zr9+yRra98tIe3yS8EwoLLBBsW57Njd2a1PAzxRo7DgA1HIkShFk7t7eVPCr/GfyFwOTIPRzG3UCAAAAAElFTkSuQmCC) 15 16, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 16, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 16, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 16, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 15 16, auto;}
}
div.testarea{
animation:rwdcur117470 1.6s linear infinite forwards;
}
