@keyframes rwdcur118615 {
0%,1.9833333333333%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
2.0833333333333%,4.0666666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
4.1666666666667%,6.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,8.2333333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
8.3333333333333%,10.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10.416666666667%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,14.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
14.583333333333%,16.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
16.666666666667%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,20.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20.833333333333%,22.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
22.916666666667%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,26.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
27.083333333333%,29.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
29.166666666667%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,33.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
33.333333333333%,35.316666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADmklEQVRYhe1Wv0srWRT+MvMCohIjmUllkRgMgrGw2MIUW0sKBX8VPpuAWrzGP+Ehb7F3lVR2whKLQSuZQlmJjaA2a5oEV0WQMWaMZpI4k2Tmni3eJmvUyUPdZZt8cJjLvdz5znfuPfccoIUW/mc43rkvBCAIwA3gAUAaQPK/dkAQBGGJ47gvLpcLoVAI1WoVTqcTyWQSmqaBMRZTVfUrAPU9ztiC5/lZURQpGo1SKpWiGiRJqo9TqRRFo1ESRZF4np/918hFUfzm9/spkUjQ5uYmNUM8HqdEIkE+n49EUfz2YXKe52f9fj8pitKU+DkURSGfz0c8z898hN/r8XgokUjYEjHGiDFGlmWRZVlkmmbd9vf3yePxEAChGQlntyAIwtfR0VEoitIwT0RgjMGyrPq3Zoyxul1fXyMSiUAQhKX3yfd6Gy5cTalpmlStVqlSqVC5XCbDMEjX9Vft9PSURFGk90Qg5HK5EAwGG1Q/V/xU+Wvzvb296OzsBL6/G6/ik818MBT6vqdGXHMCAGKxGA4PD+H1ehEOhxGJROBwvHxSHA4HBgYGcHFxEYTNQ2UXAbdpmpAkqUE5YwymaWJ6ehpXV1dYW1vDzMwMlpeXoWnai6hsb2+jUqkAgMsuAnYYHxsbo2q1SuVymXRdp1KpRMVikTRNo4eHB9rb2yOfz0cACACNjIzQyckJZbNZymazpKoqqapKkUiEAIy/1YFQIBBoIC8UCpTP5+n+/p5yuRypqkqXl5ckSRJNTk4SAOru7iZJkujm5oYymQxlMpmak7Z3wO4IkpqmIZVKNaTW8+Noa2tDOBzGysoKDg4OsLi4iImJCayvr0PXdaTTaRQKBaBJoeLtFtrb272ZTOYnwzDQ399fJ36aEbUxEcHtdmNoaAhzc3MoFovY2trC7u4uzs7OYoZh7NjxNKuGgsfjyW5sbGB4eLhB+VMHnmYH0T8pf3R0hPn5eeTzeRFNqmPTcsxx3GxPT8+GLMsQRfGFA8+jUMPt7S2mpqagKMpnxthvzThsj+BvRX84nc5P8Xj858HBQRwfH6Ovr+/Ve8EYw87ODnK5HBYWFlAqlX7Rdf3XZv//oQMA8Pj4+HuxWPxTluVxjuMQCATQ1dUFy7IgyzL8fj8YYzg/P4ckSVhdXcXd3d1nwzB+SA68sSNyu91LPM9/6ejoQDAYhGma4Hke6XQapVIJpmnGNE17U0f00Z7QBUDDB3rCFlpo4S92bCydhzDrWQAAAABJRU5ErkJggg==) 15 15, auto;}
35.416666666667%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,39.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
39.583333333333%,41.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
41.666666666667%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,45.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45.833333333333%,47.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
47.916666666667%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,51.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
52.083333333333%,54.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
54.166666666667%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,58.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
58.333333333333%,60.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60.416666666667%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,64.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
64.583333333333%,66.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
66.666666666667%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,70.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70.833333333333%,72.816666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
72.916666666667%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,76.983333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
77.083333333333%,79.066666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
79.166666666667%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,83.233333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
83.333333333333%,85.316666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85.416666666667%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,89.483333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
89.583333333333%,91.566666666667% {cursor:url(data:image/png;base64,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) 15 15, auto;}
91.666666666667%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,95.733333333333% {cursor:url(data:image/png;base64,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) 15 15, auto;}
95.833333333333%,97.816666666667% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhe1Wz0vzWBQ9zWvBH1ALTbJy0VAtgi2uZumsXHWhMOBmPjfddPEt/BdEvtm4nYL/wOBQkYAgaCjCSNbqYloqKdWdBKWVEhub2CR3FqXFVKNYZ5hND1wS3svLOSf35b4LjDHG/4zQiOvSAFIAYgBaAGoAKv+1AJ7n+W2O475Ho1Gk02l0u11EIhFUKhUYhgHP83YbjcYWgMYoYgLBGNsQBIFyuRxpmkbVapWIiGRZpj40TaNcLkeCIBBjbONfIxcE4YckSaSqKu3v7xMRUT6fp2azScMoFoukqiolEgkSBOHHl8kZYxuSJJGu6z6inZ0dn/th6LpOiUSCGGO/foVfjMfjpKrqK4K9vT1aWVkh27bJ8zxyXZdc1yXHcQZxdnZG8XicAPDvkXBBEzzPb62urkLXdd84EUEURZyenuLy8hKu6w7C87xB3N7eIpvNguf57dHsiyJpmjZw3XfqOA5dXFwQANrc3CTbtqnT6bwZ5XKZBEGgUfjTc3NzPnLHcajb7ZJt21Sv1wkAAaCrqysyTZPa7farME2TJEki9OrGmwhKQSqd7q3xPG/wefvXaDQ6eLBUKvnSMByLi4tAr2h9SkDMcRzIsjzI6UsRExMT6Assl8u+uZf74fDwEM/PzwAQDeAJFNBijGFtbc23sV5GoVAAACwtLQW6z2azCIfDAGAECQgHjNcqlUogOREhk8ng4OAAk5OTcF0XQO8P6SMU6lX5arUK9M6KTwmoGIYBTdOQTCYDRSwvL8OyrEAB19fXeHx8BN45qFjQxNTUlHh3d/eTZVlYWFgY5JiIfCJCodDgvn8lIhwdHaFYLKJer+9alnUcxBNYiBqNxtbJyQlEUfQ5H87zW2Ou6yIej6NUKqHVam0FcQAfHMccx23Mzs7+oSgKBEF4Ve2Gnfdxf3+P9fV16Lr+zfO8P9/jCEwBABDR35FIJFwsFn/OZDI4Pz/H/Px84OY8Pj7Gw8MD8vk8TNP8rdPp/P7e+z8UAABPT09/tdvta0VRfuE4DslkEjMzM3BdF4qiQJIkeJ6Hm5sbyLKMQqGAZrP5zbKsD8mBT3ZEsVhsmzH2fXp6GqlUCo7jgDGGWq0G0zThOM6uYRif6oi+2hNG0SsyI/eEY4wxxj9+ySIRCKBt1gAAAABJRU5ErkJggg==) 15 15, auto;}
97.916666666667%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur118615 2.4s linear infinite forwards;
}