@keyframes rwdcur151684 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFCUlEQVRYhcWXUWhTZxTH//cm3oQsaCkZQ+1qYpfWgSEi1IYtuiWL3KxkjGGkOpsifdA+tA9DRt8mwvbgQ9nTtD5sc2n30DEIZVMbqXWQpgm4iiE4sLgmqeJesq4tSZZ7c+89e2iTxjZJ4zrcgftwz/ed7/zu991zvnMY6jMStiHMcJLZjj27HeP/Qv53AKbaEVTZ2mYAnW6328FxXGsmk9mv1+vnRVGcm5iYuAvgJoCF/wRgA4SN5/kvRVE85PP5FIvFojMYDDCZTEgkEkin04jH47mRkRGW47gHwWDwEwDRbQNICoF/3OLX6XTeS5cu6axWK1Qq1boxw4Bo3VyWZcRiMVy8eDGXy+V+nJqaOg8gXzcAM5wsva+ICr54ZsSBj07jzNlecBy32XgDQFFEUcT169fzo6OjT0OhkAPA02oAm35CZjjJSArh84Um3P5jGU7+/YrOi44rAXAch4MHD2pXVlbecDgcdwBo6wYAAP5xi//Nkz58deUKfN3dWFhY/a8kScL09LQyMDCw0tbWJnV0dEhtbW3SwMDAyvT0tCJJEgAgEolgcHAQ4+PjOHXqVLPT6bxWDQDUZ6Tis6ayeTyerCAIREQ0MzNDR+12ikQi1Os9QS6X6waAYwCK28IBOOZyuW54vd5sIBAgu91OqVSKiIgEQSCPx5MFYKsLgOf5yOzsLJVLIBCgt4+006PTe2mLzOlpb2+XI5HIc/azs7PkdrvD9RxBsyiKh6xWa0khSRJ++n4U37Q8Q+uuHSXoKgA/37t378OhoaFc8TgAwGq1Ip/PH8ZqHqkJ0Onz+ZTyUItGo8rC0vLNovOi1IJYWlr6JRqNKkWFSqVCT0+PAqCzJoDb7XZYLBZduW5sbCwzOTl5uVJmrAYxOTl5eWxsLFOus1gsOp7nHTUBOI5rNRgM6w6IEAwGdVjLai8AEQ0Gg7ryEDUYDNBoNK01ATJ/Le43mUxgGAYMw4BlWTQ2NACAWJxTJ4TY2NgIlmVLa5lMJmQymf2bAJjhJFN89E+i84kzTaA+I6jPCOW8EYu//Qqsh1y9ENzi4iIURQERgYiQSCSg1+vna+6AKNNcOi+vO2IA3qTJoUIMbwFh43k+xzDrU9LpNARBmKsJMPFEvhtfFHPluq6WBr2rSTW40bAWxPHjxwe7urr05fp4PJ4LBoN3awIAuDnyaImVyzbT9pqGbeDYdwF46oGYWy7g9YadnTabrbS2LMvw+/0sVuuFmgALnAoPYn8KJYWaZXDBatC17941vhXE3HIBvb/vwQcfd0OtVpfGY7EYtFrtfdRZrNg8+9RZ4dw+oj4jpbqbyL73FQoEAuT1erO17oLekycoEonQUbudZmZmNt4FR+pxDgBw7lV9d+2dxr+TZ1adFxcrFAoUCoXk/v7+ZbPZXOjo6CiYzeZCf3//cigUkguFAhERpVIpOmq3Uzgcpq+vXiWHw/Ft3c7XROvco3pkfXUHhcNhqiSKohAAUhSl4ngymaRDVit96nqLCuf2Vb3AqlXF+aln8ns7D9geP3z4MC+K4qYJxRArD7WiiKKIO7dugd+9C581P4WaZaqm7a2aCq3T6bz2b2rCbDb7w23z/Fk1+7yLjVFTb1djc7vdQ/l8/nBPT0/Vqtjv97Narfb+xMTEBazdH5W+vBziRduqZgCdPM87NBpNqS8QBGFuLclU7AtqQWyrr3sRqQbx0gCqQrxMgEoQLx1gI8Q/KN3g/Bh2wdwAAAAASUVORK5CYII=) 15 15, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFFklEQVRYhcWXX2hadxTHv/fqrtZKmjr30D/JajaTDiq3FFxks2U6y5XgKGOWdH8SRh+2PiQPI4y8rQS2hz6EPY0mD9s6kz5kDFzY2mpJ04IxCiWlIn1o6KKGjO1BsiSo06v3nj0kGmu8xpLSHbgPnvv7/c7n/o7nH0OXjhH2IMxYktnLfnYvm5+H/O8AjJILFK62HUCPu03l4FRMZ6bN1qE/aFgSRXExEAjcBXATwPJzAaiBsAltqm9FCSf7ulpli4HTGbUqmK6vIJFIIJ1OIx6P5yYmJliO4x4Gg8EvAET3DFCSCcKNFZ9OzXhHrK/o+Jc1UFXdCzOWBNH2dkmSEIvFcPny5Vwul/tldnb2cwD5pgGYsWTl94Yo45sHaRw/uA8fm/Xg2J0eqQUoiyiKuHbtWn5ycnIlFAo5AKwoAez4EzJjSaYkE75ePorbfxbhPLyvrvGy3XoAHMfhxIkT2o2NjdcdDscdANqmAQBAePKa743zffju13vou/cPljMlAJsumfsrLw/O/b3RNZkqdVutpa6urtLg4ODG3NycXCptrotEIhgeHsb09DQuXLjQ7nQ6x5UAQJeOUfnZUtk8Hk+2UCgQEdH8/DydPrKfIu8foovHNeQ6qroB4AwArvzBAM64XK4bXq836/f7yW63UyqVIiKiQqFAHo8nC8DWFIAgCJGFhQWqFr/fT28faaXHHx6hXTKnx2q1SpFI5Kn9CwsL5Ha7w824oF0UxZM8z1cUpVIJv12fxA9n9qPzwEsVaAWA3+/fv39udHQ0V3YHAPA8j3w+fwqbeaQhQE9fX5+sUqkqimg0Ki+vrd8sGy9LI4i1tbV70WhULitUKhX6+/tlAD0NAdxut8NiseiqdVNTU5mZmZkr9TKjEsTMzMyVqampTLXOYrHoBEFwNATgOK7TaDRuGyBCMBjUYSurPQNENBgM6qpD1Gg0QqPRdDYEyGQyHSaTCQzDgGEYsCwLg8EAAGJ5TZMQosFgAMuylbNMJhMymUzHDgBmLMmUH71ev5RIJEBEICLIsozV1VVgO+SaheBWV1chy3LlrEQiAb1ev9TwBkRRXEyn09uGGAaCIORQJ4Z3gbAJgpBjmO0l6XQahUJhsSFAIBC4G4/Hc9W63t5evcvlGq7d2Aji7Nmzw729vfpqfTwezwWDwbsNAQDcnJiYYCVJqihsNhvb2tr6DgBPMxCL60W0tbb02Gy2ytmSJMHn87HY7BcaAixzHPcwFotVFGq1GkNDQzqr1Tq9G8TiehEX/ziM9z76BGq1uvI+FotBq9U+QJPNylO1IJVKkd1uJ7/fT16vN+tyuRRrwcXzH1AkEqHTdjvNz8/X1oI3mzEOAHA6nT+Nj4//m0wmyV51WLFYpFAoJA0MDKybzeZid3d30Ww2FwcGBtZDoZBULBYr0KftdgqHw/T91avkcDh+bNr4lmidTudjnucpHA5TPZFlmQCQLMt13yeTSTrJ8/Sl6y0qfvaqYgFT6orzs7Oz77a0tDx59OhRXhTFHQvKIVYdamURRRF3bt2CcOgAvmpfgZplFNP2bkOF1ul0jut0Ou/IyIiO53lUFyqGYRR7wmw2+/Nt89Kn6ppuqjZqmp1qbG63ezSfz5/q7++XLRaLzmg0wmQyPdUV+3w+VqvVPggEAkPYqh/1vrwa4lnHqnYAPYIgODQaTWcmk+nQ6/VLhUJhcSvJ1J0LGkHsaa57FlGCeGEAihAvEqAexAsHqIX4D70b7Tn0S54cAAAAAElFTkSuQmCC) 15 15, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
}
div.testarea{
animation:rwdcur151684 1.0666666666667s linear infinite forwards;
}
