@keyframes rwdcur250746 {
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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE5klEQVRYhe1WTWgTaRh+EppSwqaILKKhsMU9dBESYZHgIfZSDx5kWaQnayN42x+sexJaUUQoiicDbbxsPYjQsl1K08MejGCRHmINRURI+mdKnZ2mkzpMk8n8ZGaePWSipeI20f25+MB7mfm+73m/9+d5P+AzPuMTQLKNZNt/TizL8pGKaSZMUjVJVTfNEVmWv/lXSTOZTEulUuktVa05krRI/laumc0adMuaVVW1N5PJtPxjxJIkBXVdv+44jkCSctU2rr4hg3kSyzUL5slrb8gN1xPHcQRd169LkhT8JPJcLtdJ0iDJlZWV9f7+/oLvq6+JJYdYJj2u1R3xLVrsv/iLtLq6uu4Gxcjlcp0fy9+iKMptkuzu7lYAsG7t9/7gT3+a9mpZN5bLuvFDwWFglUR84u2aEydOKCSpKMptAM2nZGBgYL9lWYWVlRWhfujRo0e1ZDIpWLZdJclyuSyUy2WBJHWH9sTs3FYoFDLq65eXl0XLssSBgYH9zfJ7BUG4QJKxWKzgkqtuWKsbGxvpycnJGwB6Ozo6eicnJ2+Ioph2HKdKkuFwWAPA8+fPF0jy9evXFwB4m3HAr+v6nKZpSktLCwFwZmZGIFm9efPmRQAnAYQBdLoWBnDy1q1bF0lWp6enBQD0+XzUNE3RNG0OgL9h9oWFheMkmUgk1gAwEAjQtm1DkqQnACIADgDYKUBt7reIJElPbNs2AoEAAfDu3btrJLmwsHC8Uf5WRVHukbSDwWAVAIeGhkSSTKVSP7pEH8KBR48e/UySg4ODIgAGg8EqSVtRlF8BtO7JPjY2FnQcR5mfn18HQI/Hw2KxKFcqlVddXV3hXTffjbaurq5wpVJ5VSwWtzweDwFwfn5+3XEcZWxs7D1deK8wNjc3/SS9JN/+83g8jtfrdfx+/zYA/W8c0P1+/7bX63V285D0bm5uNlQHHaIoTpG0Dx06VAXAK1euiCSZzWa/22tzLpf7niSHhoYE7EiBKIq/A+hoxIH94+PjZ0lyZGREAMD29nbatm2Uy+Vp7JECVVVndhZhIpEQSHJ8fPwsgIb0oBXAke3t7eeVSkX1+Xz1NlwnaaTT6fCHNj59+jRM0kgmk+t414aqoijPARxBI0Xo4mAmk7lKkn19fVsAGA6Htbq+m6Y5USqVulOpFFKpFEqlUrdpmhP1uREKhTQAjMViWyT57NmzqwAONkoOAP6enp5jpmlu5XK5AlxpDYVCWjKZXHMcRyNJy7Je2Lb9giRt29ampqbWdkrx4uJiwTRNqaen5xiaESLUuqMzn8/fJ8loNKpixzAKBAIcHBwUisWiVCwWpcuXLwv1nNctGo1qJJnP5++jppZNSTEA7IvH46fr+r60tFSIxWJSvSbgakS91+HmvL+/X15cXJTcd0E1Ho+fBrCvWXKgNkIPDw8Pn8tms1OGYWyRpKZp6ujoqFBvUbitNjo6KmqappKkYRhb2Wx2anh4+ByAw/iYcezC7x4QjUQiZ2ZnZ+/IsvzSLUY7nU6L6XRapPsqk2X55ePHj+9EIpEzAKLu3qZy/6FI7EMtj98COJVIJC7l8/mHlmWplmWp+Xz+YSKRuATglLum092z5809TTjiRU2E2lETlAN9fX1fAsCDBw+KADYBvAFQl+vdcvzJDuxEK4Av8C68FQBlAOZHnvcZ/x/+AjWHlLimjZJNAAAAAElFTkSuQmCC) 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,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAE7UlEQVRYhe2WT2gTaRjGnylNKWFTRBaxoewW99BFSIRlCR5iD+rBgywinqxtwaMsVthD0couvRTRk13aeGoPoigLDW0Pu2BExd1DbENZREjapk1p0ySdtMOkmcyfzMyzh0zcrOI20f1z8YE5zHx/nu97329+7wd81Ed9gEi2kmz9z40lSTpsGMYYSYmkZBjGj7Isf/mvmsZiseZSqXTONM0nrMian59fnZ+fXyVpkaRpmk8URTkXi8Wa/zFjURS9mqYN27adJklN0+RQKLTa3t5eBkAAbG9vL9+5c2dV0zSZJG3bTmuaNiyKoveDzBOJRCdJnSSTyeR6b29vzuVysWosCAIFQXj97nK52N/fn1lZWVl3oqQnEonO9/VvlmX5Fkl2d3fLVRMAbGtr49DQUE4URUkURenq1as5j8fD2j7Hjh2TSVKW5VsAGk/JwMDAftM0c8lkMl2d9MiRI+rMzEzasiydJIvF4rqiKOskaVmWHg6HMz6fT6/2X15ezpimmRkYGNjfqH9TOp2+SJJ9fX05x1xxwlrOZrPRqampYQBnOjo6zk5NTQ1ns9koyTJJ+v1+FQD7+/tzJLmxsXERQFMjC3Brmvabqqpyc3MzAXB2djZNsnzjxo3LAE4C8APodB4/gJM3b968TLI8PT2dBkDX519wxzB1SdXmALjrdl9YWDhKkqFQaA0APR4PLcvSRVF8DiAA4ACAWgC1Ot8Coig+Ny2r7Jn8mViy+MNOJWwLCwtH6/VvkWV5kqTl9XrLADg0NJQhyUgkcskxepcOPH78+FuSvLRpWFgmvakKJHYKhUkALXu6T0xMeG3blufm5tbh/Gr5fF4qlUqrXV1d/jd2/qZau7q6/KVSaS1Z1HRhmcQy+VOR1El1YmLiLS68dTC2trbcJJtIvm4TBMFuamqy3W53AYD2NwvQ3G53QRAEE8JfG0gim83WdQ46MplMmKRVpd3169czJBmPx7/Za3AikThDkpdyFmtTsLG5OQ3gs3oWsP/BgwfnSXJsbCwNBzyWZenFYnEae6RAUZRZ3WbZs1IJf/UQ3r9//zyAunjQAuBwoVD4vVQqKVX0zs7OrpPUo9Go/10DX7x44SepP/w1KmLyF7qS5KZJ5guFVwAOo55D6OhgLBb7niR7enq2AdDv96tVvhuG8XB3d7c7EokgEolgd3e32zCMh9W64fP5VADs+W5QIsm5ublhAAfrNQcA94kTJ742DGM7kUjk4KDV5/OpMzMza7Ztq075fWlZ1ksHxWo4HF6rRfHi4mLOMIzt48ePB9AIiFD5OzpTqdRdkgwGgwpqCo3H4+G1a9fS+XxezOfz4uDgYPrNYhQMBlWSTKVSd1GhZUMoBoB9o6Ojp23bLpPk0tJSrq+vT9yrHPf29kqLi4uicy8oj46Ongawr1FzoFJCD42MjFyIx+NhXde3SVJVVWV8fDxdeyHxer3l8fHxjKqqCknqur4dj8fDIyMjFwAcwvuUY0duZ4JgIBA4++zZs9uSJL2qXsmi0WgmGo1mqlcySZJePX369HYgEDgLIOiMbSj374rEPlTy+BWAU6FQ6EoqlXpkmqZimqaSSqUehUKhKwBOOX06nTF77lzYq0ONmlCBUBsqQDnQ09PzKQDcu3cvD2ALwA6AKq7teiZtZAG1agHwCf4MbwlAEYDxnvN91P+nPwBt5JC+s1uNRwAAAABJRU5ErkJggg==) 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,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur250746 1.0666666666667s linear infinite forwards;
}
