@keyframes rwdcur214430 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADJUlEQVRYhe2XTWgcZRjHfzM7X9ndTDcfLpmwyWYlxCIipVTpoaBUKARNBfUUKqGH9lB68iI9LQu5K0LBIigVbe9+HFIR+hFoDaUW8aK1TSprZpOscXezO5mdmezrYTcYqIidKbse/MN7mXme5/29z/u88z4DIaXrzJ4+if9KVjoRNkYkzUyzIMqyEPOWiBJHjkRR0fh+ffsXUbAyvQEwfR42ghqw3huAvh0+Xq2XpbztdRVAFKz4a0OGSaTdjwAAHHwpHR9lOcnRlBbvBcCdh3W/QiLgKU3RRMHSugog5W3nq/VGGa2F3Qy8KDWghHVcabYCBjyuV3HCxoCop+AJ6H+AR2pAFKxJ4ADwK/AzUANSUt7e7LyXgcHjt+x/DCwKlgFMAhWgBaxK+Ud9FF1n9thR5nYfLG04E9mkNvhtqb7yu9fyxvpUI5tQzHNvxoo/Ojve5eXq4H5TS708GRvGF7z1jHr4iCluLNY8B2BCl5W3M2bm8wfVyqEhY8R2grrtBs69hufMTOOmFUk+aGrJy1e984u/ic+k0yfxL3ywJxMbenukm9BQ4GYCXnQgVwcJcGOwqcGIC2sGNGVIBDDchDsp0Frw7Fbbd0OHvqBtHxMw7Ldzsabx3qfbwTsX/Jxy8RJzdumvDLybM8ZVWZIvFf3iC/tiSahz/4rn3q7jti12gG2eznHo/Tf0wc1ravDJveqta1UcqKBLcGqsf+TAgJFZc4PKD3+0ykO6MLIJNTWeiA9fXK7cVSVP/vpGcB4oSn+zd2lAlvJ2SRSsCUADHkh5O9hrNzPNwhfnzGMrX6qrE0ktt/dj1Kmj54A6sAikgSNACbi7W0+RdOZ1+RtxZUB8dMK4+W99OgUcXaJgmd+d3feT2ELMTLMQJVbYu6A2f7+6EmXiSABPUmEbkqnjQ4aJJ2OpUqRFPLZz5+4f7VdlheUEc2NmpttNqQaMpnXFoBZjytTSwPPdBBgH4n0xSWN/g6WyWwSudhOgDLx6ONs/Rb/Ph8WtkpS3Qzcljw0g5e114NT87bXrYSeNBNCBKC9t+W7PAP4T2v071nVme8kR+vzv6k9ilyi/bKUcCAAAAABJRU5ErkJggg==) 15 15, auto;}
}
div.testarea{
animation:rwdcur214430 2.6666666666667s linear infinite forwards;
}
