@keyframes rwdcur140357 {
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5%,9.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
50%,54.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
70%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAJx0lEQVRoge2ZW29cVxWA19773ObMxR57PHYcJ058ycVx0jRNldA0SdOqqgoqRVwqHuCVn8BPQCDxAu0LL0ggeOABQVWkVlVboJBQQklSp03SOHFSX8b2eMaemTPnti9r8QAtINpmJo0dkPie99lnfWftvfblAHSBl/G7ab4lsE4acWHxvv6BYc55jjE2v7Fej2Qab3ZsHSE6amRZ2fLQyHMZ3/+2sKySbbsrxHhLpQludoB3wuqkERFJy3HR9zJTjMER224fZIL/gDF+od2s680O8tPoKAMMgHaM7p50HPsxx7LLtm1PCmH1c87nEXhVJpHZ7EA/iY4EiIj27j8wOjQ4eMYSVimKIst13XEhrJIQYh4YX03j8L5IdCQAAFAaGNx5YGrqlJ/NDS9UKsCILNfzJizLLgkhFpiwVpKoveUSHQsUCr1DB6enT/rZ7K5GM4BavQ624MJzvXHbsrcJIeaZ5SzHYWtLJToWcNxMcWJy8qTruXukNlBrtCEKg79LZDJjtu1sF5zPC8erhEFzyyQ6FhCWnd+1a+xR27anjUEIEgVBGIJKIhCccS+TGXNcdwcAzDuuv9BubWxJie1YgHPhj+zc+QgDdphQs0RqCBWCSmNQaQycM5bxMrsymcxOIrPoeJn5oNXYdInOMyAsZ3Bw+Cjn7GEiElorSAyD1BCASkGmCQAQ8zL+qJ/NjSutFlwveytobdAmxt+5AGMM+kvlw5YljgOAi0aDUhJTsBTTijFUTEoJhJplvMzOfC4/LmW6VK+t3tjE+DsXAAAq9pX2u657QnCek1ICGkWaO4nmFrNICy1TgIERKDxwGAZ2bN/hKr2HW/bieq26aRIdCxAR9hT7Jnw/c0pYohhGIUiZMkCTSNtvcdQO6FSoTB9kjn4BRh59EkaK3nYMgj2u5VTWqtWbAHTPh1M3GYB8vmcsl82dsoRVjqM4aQXNGie0DfBAKaVsQC8NWjyyi8BKB0AQQVxb2tZr8309vb3VtbXVOUS8pyW2KwHfz+0o9BRO2Za1PUkSaDYbDWN0g6HJpHG4JoB6SMd2c+4a1NsC2s11cDOaeT25ofGJ8b3DpUG1VqvPJ1EY3RcB182Ue3uLJ23X3Z0awihJLiZR+5cAZOs0Ycbo0HWcooqaQtUXIApaUDj5Zex/4kt8dN/EwL7hgaldg0PZjXr9dr1ea2y5gG3bvcW+vpPe/qN7dXlCh+i8ki7feAnRrAIX+2WaVoQQWQaQT5NoXSexjwOH0hgLSRIxTxtTdJnac3B8bJtUemlpcWF5SwW4sPzhI8dPb3/mK9NiaBfVK9Vr6a1LyqAeZUQVjWgpJd9kjO2WyGaNjD3k2VxtLakEV363GixcGWg3qlk7m50c37NvH9O6ulxZvEV095O7owPNhxijEzayr+0MbUdnPbGEX5AAtAJEfUbLdzkTz6aprBqtnhfMOp0k6Xk+++ZxWJktx4ODb8kHnoqc008coQIr5KKVx455Th9qU56ZufjrOI7adyPQVQYY507v3oePxd6uIxu3Fqz2X19/P1m7tQZEV4hokYCWGUCslHoDjVqRaRKijFaZsI6Iwelye21tNnGGmw0xti2GgrD6+sq2xw95cejEUXg7iePWpgoAA3JL44fkeuM4a294GDfq8dpSHxm5BgDjRNQPBDNaSaO1eo/QTBLAjGCsbJtkPxqrT137fUNdP1/cuPiqtfbOWd6cu1rkaXKwp6dYQsK5sB3UNk2AiLCHm/19RfdEz+ln81jcttJ6//KvMKr/GQBsIpoCgCYAPENElwEgKBQK3yz47rGCTT2+rGbcuDbIGx/YuDYHaXUR0sYGUzLN2bZ9oFDoGXcc93az2ax0uuh1NQcAAElANPjU5xP/0H6Iw/Uxni/6pgaaiGoA8HMiQsuyyozxUwTqbc/PactxdTtsSSCybMviQgjgnCFnDIiAK6OhqbSfzWa/WCz2DzuO871mq/lKdXX5jvOiuyEEAD0TD0z1nvn66bAN/dVzb6rk2tlZEzcFET0DwOqWZT/iZbLHkKgmhPVa0Gq+GIXBi8aYS0ikGOdDwrIsJLaitX6PcW4TkWUQeZKkDBgMO65z2LEdcFz3A8d2gjj+5HWva4Hs4O4pWTjweDx7pd9cP5cQY7+RG5WrjPPY97N5P5v/hkE0xujvNxvrTWM0aK0aMk1mCOBlpdV1rbEolfbaifxFkuqfApgaYywLAFmttEVAJcdxH3T8bM6fnF4sHzkRhM2W1sHGZxfIFIcP2uH6md4C9YudBx1p52+lN/+y28/mRnPZ/HNINBTH0XfaQesCGvNvBxqjlTLGXEM054jbvczrOZP65XejdvQjEzfPAucNxnleG5PVWvd6pW2HC1NHDmVGxmRhdKIS1DYi1ah+NoGcw6fKeyYeG3rq2RKUdrPW4sIqzF86kM3mngSCgTBs/0RK+eM4an/s3SMRktFqgwFexMwAMLdnWhUn5uXSxQsyTf5kDL7NGI8IqSCl7i09+vRkbu9DD2nDNrTU11vXL6SfTWBo196Rr37rjDd2eCBY3YDgnbM5t7U4xDnPRXF0MU3T77aD5gd3Wl2N1hEQ3jQDhyxWGMnR8sVZNFIpmSwpKc8T0VVGhrVapuBOPz4Mjl/itvNW2gyqafX2R313LeDv2L/XP/a1M62GKTfPvgxw9Y08N4knlQqSOH4+DNuvKiXTO/cEQCqKyS0sUnOhBmG1DagJAADRpDJNbmqtzpvG8i3s35srTE5PYxIkwoJLGzNnP8pu93OgtHOfzk88Lm/MlGHmJeBpHYgIkjh+PU3TF8J20N0GrbWQQmsx+DD4f8UY3ZZx+G7aji8XDp3yIWmN6WD9chqGq6peobsS8HK9e+xg+YyozAyyYAmACKRMG2mavNAOWucQjey2zzuha3PV9auXL2d3TCTh4o26atVX5do8AnS/kAE0K8iwhWRZgABARCClPC+l/KNS8q42ZJ2gbp1bnP3h+Z8BEgD881DXtQCiQTQIyBEYACilI6X0b+M4rtzDeD/h5f95k9+1ABECIv6jxBMoJW9rrc8brTbt638a3QsgIRICQwOIBFrrK1Km84gf83m2gO6HEBEiIjLGwRidGMSLWqn1zQiuE+5iCBEiETIiMAZXEHHGGNP1QeRe0X0VEjYiEjIwYIyZ11pVEM19+0/WtYAYOwHMREDBKlCjMq+1vifXI3cL7/qB/lFpH3xas92fk0gwa/7XBHRzZZ5Gjl6j7Q8usrETN4jwvpTPD+l6K0HEQzEwyYxMXcgP/SG5+trcZgTWKV0LYLuK4OSqGNSXMWrO6YUL960CAdyFAACAbizHiLSMYb1JjflN/QPzf/7b+Rtve6mYjDaunAAAAABJRU5ErkJggg==) 11 2, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 11 2, auto;}
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}
div.testarea{
animation:rwdcur140357 2s linear infinite forwards;
}
