@keyframes rwdcur248896 {
0%,3.025%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0klEQVRYhe3WwQnCMBTG8X/EDRTx4A46klsUJ5Au0LNTuIa6Qw9SdIZ6qGh7SfKS9/SSD0oPKfl+JIEGSkr+HOcdrZ5rYAV01Iu7BWAWGN9BfwP2b8zPAZvh1R+tECHAKDYIAcAGEQeol8NjgJCtgAFCuAX6CDlAGZEGUESkA5QQeQAFRD4gE6EDyEDoASaJR8yT5q8ekQh3Bry/cTngU+4a4OL5sgW60HQywLf8AJw0LilxgMmS65WD+BDqlgsB+uUxgNayHMJn4Apui+GtuKTkBalLV5kGFLU4AAAAAElFTkSuQmCC) 8 6, auto;}
3.125%,6.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA00lEQVRYhe3WsQ3CMBCF4d+IDaCkQsocMAh7pESUmYE2g4SOHSJRpYQZQhEEpLF99h00flKUwpHfJ9tSDCUlf47zjtaPLbABBprVzQKwCIzvYbwApxfm54Bqeo0HK0QI8BUbhABgg4gDNOvpMUDIVsAAIdwCfYQcoIxIAygi0gFKiDyAAiIfkInQAWQg9ACzxCOWSfPX90iEOwPe37gc8C53V6DzfNkDQ2g6GeBT3gJHjUtKHGC25HrlID6EuuVCgH55DKC3LIfwGejA7TC8FZeUPAGmZ1d4hOLYzQAAAABJRU5ErkJggg==) 8 6, auto;}
6.25%,9.275% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABJklEQVRYhe3XoU7DQBgH8F+XZYIQzJAIgsOjsLi9A2YvgCJ9hgaJxxBeYQ47NQ2GoJCbIWRiISuiwLJk3Nb1ugn2JU16vUv+v9yd+Mqu/nslwdl01EITn7L2ZLOAIvwYRxjiVdb+iA1oBOb2cE7+iCucSUf7mwS0cFq85l1c14EIARo4mA3zTh2IEGBBxUesBsgOi6cGRLkdqAFR8gjiI8oDIiPWA0RErA+IhKgGiICoDqiIiAOogIgHmKu8g0ucSEfN0Mrg5J+VDldBdEke/PQT0QC/4ckL+hgvWPWOZ7yFwssDZuE93OIJizql6ff3sawdATC35UkPNxjE6JBKXsK44csAU8VZ1hZO+AgmiouE5A73scOXAcbok1yosSve+n/BrrZeX0mScZgrAzfGAAAAAElFTkSuQmCC) 8 6, auto;}
9.375%,12.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
12.5%,15.525% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABO0lEQVRYhe3XMUoDQRTG8d+GFCIWgpLaA2hrZZHGc9jHA+QMOYD2nsADWGiRKmUEawliESIEkZAiZC02GBJ0N8nOaGE+WNjdt/O+P/PmDbNs9d+V/BhpvlWwgyomGGsdTEMDVHJiezjCKY5Rm0H9GsB+Zp7e4QJnMSDyku3iJLtNG7iMAZGXqIra/DGtx4AoSrIUDw+xWoLWYXZFgFhvcASI9QcGhtiMPCDE5vULBFFuFQeAKN/LJSHC7GglIMLt6xtCVIMBLCitkzyhh3eMwgI0B6tANEhuizzWB/gyTwboYLj0xRR9POJVdpgJBDA3b+MGXd9P72T2fohxeYCFKU8ecIU2+mWPaUVdsJQ8rHkRwERWy2jm5JdgJFtISK5xH9q8CGCIDsm5rJd7oc2LAD7wjBcR/wu2+nN9AjmYeTK+V4EHAAAAAElFTkSuQmCC) 8 6, auto;}
15.625%,18.65% {cursor:url(data:image/png;base64,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) 8 6, auto;}
18.75%,21.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABNUlEQVRYhe3XsUrDQBwH4C8ixUEc1Kmju4KOnVx8Bp/AtWufoaurT+Do7OLkJBV0d5JOtYMUKUGIw1VrRJO2uehg/3CQyx35fdwdIWFZ/72SH0c6Tw28txSp7lYaG7BSMLaOHRxgD80J6tcAmyE8u8QxDutAFAE2sBsuszZO6kAUARpoTrtZqw5EEQDW8t34iDJAqO52aDUgZgN8hkRGzAeoATE/IDJiMUBExOKASIhqgAiI6oCKiDiACoh4gFxlLewLr/JCwOpCz+8MZkG0SS7KMuYHfIQnI/Qw/DJjjD7uMcBrPMA0/AbnuMPom5njyf2B8DVVEZBb8uQaZ7hCv+pnWtkhHOe7ccPLAKmwl7WFU7wFz8JBQnKK29jhZYAheiRHeBFWI2p4GWCEBzyq8b9gWX9eb3h8dfwf73R+AAAAAElFTkSuQmCC) 8 6, auto;}
21.875%,24.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmElEQVRYhe3XsWsUQRTH8c8eRzjkCjFBRFKlsTLVlRLSWKawFv+LwP4NB/4XwTqNTUgjYnlVYmOTIgSLcAciIYRw7FrMXs494pyXnYsWedXOewy/7857M/OGB/vHlkWj+ah1891fLe4XIB910MEKxrjCVWqQ2wHyURtP8AxPcY1zfMdFSohWxL+GTcpD7OAVNtCtpWZJAG08xsswLHfxFlupIdqR2COsT4flNln3t/iJfNQ4HTGAFrp1V9mbKZvGEPMAQry/Fjz5MDnEYnmcgCh7eCdBTSw+KTHE3So5IcTdt1IiiGZ7OQFE88OkIUSaI7UBRLIzfQbiDXp4Ltyo9wBQs3IbL4SbtBNbhdhJ+GfLh38DsUt2ME9jcYAb8WyMIwyFhgUK/MQZjoUe4jodwFT8Kz5WIj8q4QlAgcvKPzSni4oBFCZ/VlvybIAP+ILTSmx2nmpuob86FrF5ABd1VzbAHj7jRIL2LAZwKeRyIv4J+ynFYwBjIYfHlfh7fMMgpXgMoBAK6IjstSV2xf/pu2AKsfSX0YP9Aj9FnfzYuyYLAAAAAElFTkSuQmCC) 8 6, auto;}
25%,28.025% {cursor:url(data:image/png;base64,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) 8 6, auto;}
28.125%,31.15% {cursor:url(data:image/png;base64,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) 8 6, auto;}
31.25%,34.275% {cursor:url(data:image/png;base64,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) 8 6, auto;}
34.375%,37.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
37.5%,40.525% {cursor:url(data:image/png;base64,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) 8 6, auto;}
40.625%,43.65% {cursor:url(data:image/png;base64,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) 8 6, auto;}
43.75%,46.775% {cursor:url(data:image/png;base64,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) 8 6, auto;}
46.875%,49.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
50%,53.025% {cursor:url(data:image/png;base64,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) 8 6, auto;}
53.125%,56.15% {cursor:url(data:image/png;base64,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) 8 6, auto;}
56.25%,59.275% {cursor:url(data:image/png;base64,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) 8 6, auto;}
59.375%,62.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
62.5%,65.525% {cursor:url(data:image/png;base64,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) 8 6, auto;}
65.625%,68.65% {cursor:url(data:image/png;base64,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) 8 6, auto;}
68.75%,71.775% {cursor:url(data:image/png;base64,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) 8 6, auto;}
71.875%,74.9% {cursor:url(data:image/png;base64,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) 8 6, auto;}
75%,78.025% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABmElEQVRYhe3XsUocQRzH8c8eR7AIItEiVZqkMinEWlIIFiEPEPIi7jNcXiTkCQwIFmIdLBQstLGy2AtBLCQstylmLt7lsnve7Xg2/mBg5z/s/r7/mWHnPzzpkZXVjuT9TnzqYAB6q4PFAATzpdieocQtbvVWy5QAnZp4F8t4hXdYj8/L8n53UQBrwbzax0ds4U1qiCaAF3gbutUuPuF9aog6gA6eC9MeVW3jc2qIpg90sTIeqjb/2bfn8v51m405LYMw3lsLvbxIDlG3BP/XEES1KdFyzAbwABCzAySGmA8gIcT8AIkg2gEkgGgP0BIiDcAkxAds4KVwoi4AYEzVNl4LB9rSSG0xofn+5XlxH4hdsv3ocVfUtAb4a57BCQr8jsESv3CJ05Gx2kpqNoA78zN8jyY/o/FQJW5ivBCqqLkBynFjyI7xDUdCpjcmMxzEd4etVk0Aw+kcNf+BrzjEOVodxU0AAyGzyxHzA+ylNG8CKIU1PI3mX3CB45Tm0wAKnJDtCDu5wFVK82kA19H4ygPeCx79ZvSkPzNTmxK7UjUsAAAAAElFTkSuQmCC) 8 6, auto;}
78.125%,81.15% {cursor:url(data:image/png;base64,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) 8 6, auto;}
81.25%,84.275% {cursor:url(data:image/png;base64,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) 8 6, auto;}
84.375%,87.4% {cursor:url(data:image/png;base64,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) 8 6, auto;}
87.5%,90.525% {cursor:url(data:image/png;base64,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) 8 6, auto;}
90.625%,93.65% {cursor:url(data:image/png;base64,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) 8 6, auto;}
93.75%,96.775% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABJklEQVRYhe3XoU7DQBgH8F+XZYIQzJAIgsOjsLi9A2YvgCJ9hgaJxxBeYQ47NQ2GoJCbIWRiISuiwLJk3Nb1ugn2JU16vUv+v9yd+Mqu/nslwdl01EITn7L2ZLOAIvwYRxjiVdb+iA1oBOb2cE7+iCucSUf7mwS0cFq85l1c14EIARo4mA3zTh2IEGBBxUesBsgOi6cGRLkdqAFR8gjiI8oDIiPWA0RErA+IhKgGiICoDqiIiAOogIgHmKu8g0ucSEfN0Mrg5J+VDldBdEke/PQT0QC/4ckL+hgvWPWOZ7yFwssDZuE93OIJizql6ff3sawdATC35UkPNxjE6JBKXsK44csAU8VZ1hZO+AgmiouE5A73scOXAcbok1yosSve+n/BrrZeX0mScZgrAzfGAAAAAElFTkSuQmCC) 8 6, auto;}
96.875%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA00lEQVRYhe3WsQ3CMBCF4d+IDaCkQsocMAh7pESUmYE2g4SOHSJRpYQZQhEEpLF99h00flKUwpHfJ9tSDCUlf47zjtaPLbABBprVzQKwCIzvYbwApxfm54Bqeo0HK0QI8BUbhABgg4gDNOvpMUDIVsAAIdwCfYQcoIxIAygi0gFKiDyAAiIfkInQAWQg9ACzxCOWSfPX90iEOwPe37gc8C53V6DzfNkDQ2g6GeBT3gJHjUtKHGC25HrlID6EuuVCgH55DKC3LIfwGejA7TC8FZeUPAGmZ1d4hOLYzQAAAABJRU5ErkJggg==) 8 6, auto;}
}
div.testarea{
animation:rwdcur248896 5.3333333333333s linear infinite forwards;
}