@keyframes rwdcur103367 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE3UlEQVRYhe3WzW9cVxkG8N/9mPGMZzK2p05imjYJEFW0KgrgUKFCugB1gUS7aqhENkjABjazZ8sfYBZIbFimUkUVdUPZIlVCVVXYVEpMCWmwIEmd1HVmbM94Pu5lcc44tmNAiG0eaXQ173nPOc953o9zki9Tvvv66+Dim2/6EccFVJFjJ/73G+7N4BhSVPAkapjDXTwR7dsY4jYmeJmL+KjDun3IS0zK0nqv55lgOxvXGsffAfz+0iVFWZoUhe5goDsY+MvamtFo5FuLi84sLnrQ75udmXG82ZQkiUlRuPr22wPcP7xefgYP+n0b29tawTYbSVxDEVXYQ1mWEoyLQp6mqlnmzNKSLE3Vq1Wfm5tzut1WlqVKloFJUejwweHNIV9ANc+daLUMg+1cHBtjNX73SKRpKk0Sl996y6l98m9FyW9iNx711lE7HiZwDXmaSpLEYrB9EXfwhajGalwvb6OSpsqy1Mc3+CpakeAJrC+zgUG0bca5486/I7CDwXisPxw6EWw/xEf4o5BjTbyH4iT6o5FGtaoWfAeR5FPxO4ulKMZ8HL+FGytsdYJQB5BWkGB7d1cv2G4IFfBtPIvluGh+XwjXuCimvk28gO+UtMugwnfx8vSA0WcJtZVA8KACUJSlWqVi8tBWjeNtIcynsXNPKL+iLKfhehELqCZ8HWerXBAkGON6VCXmt5p9Zb1HIE0S/9zY0ECPF2cxwiYXCqzxg3/sm5QkiZPY4pdjoc4rkXU7kvyYn96PMdjANzmDnRXSTqiuhwTqlYpaterC8rLu9rbu6qpho+GF8+c1Zma0Gw1ztdpeWSX4xSuv+KTXkyaJja0ttWrV3+/cMbx5U46vLS8bF4X+YOAP16/Dl7DaOdQL8vPY2Nnxlaefttnv+6Tb1Wu1tOp1jVpNURQqWaYoS6PJRJamsiRRq1QsxkYzPzsrT1PHajXr7bZatSpLUzvDoSxJpntNk3XtAIHj+PU773gPn0bj59GIJx0JbXXaEn/72muSLPO9q1fNRZ97+DCOPx93eg4/eekl7CVUivSREJwJscnPhh691cHPgvNiDFEhJFH1d3w4mkxs7e7q488k/cuXT2Ncv3LlNvw4lF/7Gn/7dGtLlqbTvTaF8tzbfJoDt1HsZ9WhWAmHLuKBzqG1gLvdrjRJlNG3fuXKAUnjnOfLqE6SJFP1Wrh1uCHlAuPWCnc7B0ukEMrvEp5BtzpdsCj8B8xjto7W7Kzd8dgo2NcddRnh++gKjeL9yLIbFzoXSTTRPInBcKiSZZ4TevQRyJFm2B2NzM7M+CzY1xy62CD/mF/lQo9cRw8n8acowUkhBlNJsyyTpqkKDidURBeDGoajkTRJbAf74Ei2nVdftd7r2d7ddfzYMXP1uoV63V/v3VOrVCRYvX3bqXbbTKViMBrp9fvqYf5pj156O9jcxtLCgpk813049sj7Ij3RbGo3Gp5oNk2KQpoksjR1ut02X6/L0tTS/Lxmrbbn91S7PT3VkyuhYvYQ82hYEe6NuXp9SqBwxGWUn3jjDReR7dPvXaEPPCu8zwqhFzzAKeFJFnUfHBECeP8D/Hx+XpYk08zePMo3gZVQ82eFON3o7IvXSugjTQ9PWhWu6R2sHXXF/i9I/rtLSLa4cSo8Lob/z6aP8RiP8RiPsR//Alinjv4yObhSAAAAAElFTkSuQmCC) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur103367 2.6666666666667s linear infinite forwards;
}
