@keyframes rwdcur247036 {
0%,4.9%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
5%,9.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
10%,14.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
15%,19.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
20%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,29.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
30%,34.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
35%,39.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
40%,44.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
45%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,54.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFjUlEQVRYhe2WW4wbZxXHf157PN9M7PH4tr6sd7tOdjdNmmySjYjShChFiBQkEDchXkBCraiCIILeIkqotAIUCSo1D0VCIC4CKSUVLaJV80ChIhUildq0SZTmsqLaJLtZr9dre2zvejwer2d4sBopCut1IC+I/h/nO9/5/+d/js754EP8L+L470+6dyuX705IM+kBgtEULbNyt/jx9BJ04rd/dEuGwZkLZymXSwivy+zcDKffPP1v75/881tuQPjZv3/7mvl7EvDIwW+71eICs3MzAAwODBELaQDYbYd6y+H547/2AHz5c190d20ZIZ0axrTqPPz4E105ehLwQeJt41sZHBwDoFo1OgeyICQU8AeZKVzjrdOnyUjLbNowzIaxHdhmhc9+87FVeXrqgSe+c9jddt92FowC596fBsB1TIRQ8PoFOdvCshrsnNjLxq99hL+9/grT89eIh6+vmdu7VsDkUz9wx7dOcOG9s7QkmaAWoFFfQgiZaCyJ1bTQtQQrKw3KVYOm2WLPvgM0kCnNXubgj57t6nJft8MjT066W7dM8I8zbyKFIyT70+haBFmWCEciCKGirYuSz19DESrJ/jSVpXneeft17t/3IEva6JoO3KZu8tFDbqXRpm7Z7N79IEZtjmqzxVAmi203Mc0KtWUTLaCiBnRwYO7GNOHwANG4TnvFIZ+7zr2bdhCKZzmwL3tnDqTiUVqtFUQ4gV8RnLs4BUCzUcVZcbFMi0Q0Qm3ZBAfctoUiVKyaQcNs4PX1oQY0/vLay8TCKj/92R+6Dq1bmvDpw0fckgWS5GNgcAO1qkF2ZD1DmSEKxQL1Wg5FqHi8Ai2gdgQ1PURiSSzLxLLMm7mCWoh8vsg6PdG1BLc40JYFK16JtrSOcLiffHUBXdfx+iQ0NYwiVICbRJXKAna73vlmW+TmZjHNCuFIlPTAIFevXSURj3YVcIsDltUgHNYJ6hp+WVApFNC1Tl0rlQUisSR+v0ytZvDqn16iZVuoAZ1Pffrz9MdS6FqEcjGP7JORpT5uzE4zuvE+fn500nXtjuiDkz/xrCrg2WeOegAOHXrS9fkkgnocANtuYjsOlmVSLuYRSvjmne1bdyJLfdh2E79fRqgC02qAtw9ZVlgsLDK/WCIZUtZ24AM899wzno2bd7npdJZc7goAilCRpT5ELImidpLFk/cwPDKMxyuo1MoIv0BVdQrFeYRfkBnMUjEKeP0KUrCf0rJ9G9eqc6CytIQIhJmZyeH1C5LpDLISQlEVSosVWrbFaHaEhuXB75fpj/UjhIppVrAsi1xuAUXVWJi/jldWaShhmj65dwHfP/yQR5Ul0plRzOUmAJZpYS4ZXLr4LmpAJ3XPELV6iYpRwzJbOCsuqqoDEAx1un/q/N/RtDghSeHpI4/fNhO67oJz599h7N5xTv31JVzHJJUaoVYvM3XpXTQ9iuPYCCGo1UtAp9uN/BzFxSL7P7Gff06d54UXT3heePHEqhxdR3FpcRbDKLFt5wMUCgb5hRwAmh7l4wc+ia4n0LUIbdtCyH6shoFdt9m19zM0zBqT3/v6f/4eePiRR111ncrV96+weXwvQ5lBLl8+i+Lz4vo8pAcGcZxOUxnlMs1mC7vVZtvEx1hczPPUY1/padWvWoJEIkXTttG0EFOX3qa+VGTTph0IoTCfn2buxlX62p1lKgXjrB9bj9tqcPG9Mxz78Xd7fmesWoKjPzzsAUhl1hOLJynmpvnWN77kOXXqJH0+D9nhzQyPjjM8Oo7k8/LayeM8/7tjeJxar9xADy+iX/7mVdcwCly5coFf/eLYbfF77t9zc9ns/ugD7N2+h6pj89BXv9CTCz1b1Q1vvHHOBRCKQjieAmAsq/13PXAn8KpxVMXHxJbEXfmhD/H/hX8BrZYj6kA4774AAAAASUVORK5CYII=) 15 15, auto;}
55%,59.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
60%,64.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
65%,69.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
70%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,79.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
80%,84.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
85%,89.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
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}
div.testarea{
animation:rwdcur247036 0.33333333333333s linear infinite forwards;
}
