@keyframes rwdcur138380 {
0%,24.9%,100% {cursor:url(data:image/png;base64,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) 1 11, auto;}
25%,49.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
50%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAIqElEQVRYhe2W+69eVZ2Hn7X3Wmvvd7+Xvpdzek4PPbTcxBbaMRWl3qYzYwfLyChz8YZjRDNeSMRECZp61ziTTDBBDQSZBMJAZBSVGDJajMAM4WJEJYBMLe2hCOf03C/vu/e7331be21/UBOItspP/uLnD1jPs77JZ32X4EXmpus/rvNq4dI8H145GvVfW1UFYFFuC6X9Gd/vXt9qd7522b98Kf1jzhMvBv5fN1y9dy36xU39wcLOOBmhJMRxgZICVwqU0riuxPe7d2sZfLZRG0uHo+UrpJKzSus7p8b3zPzjZZ8wf7TA7bd8cncUre5M8vmHpdvdvr7xzH9H8cpUYUqGEdRqBUq5pKnAdQWurCjyCkdIms36apYZxxRpN00KWu0e01PnzXVbkx+ZmNj+3b990wfN7wj88K6vObOLP2/kRbz/+NNHDvYH1QU4Id1O62iz3motrs5NLi7klLZky5QiTQyOqFDaIQorSusQDizbT1e40kG6FcdmYmxp2dTWaK0Y39zjzOk9d2+d3Pb3l7z140Y+X+DYM49/eG7+yLVpGlKYEUsrMUq5+H71EiEinjqSMfNLh3POrIiHBe22ZH0tQ0qI45LHnpR4uqLZNHQ6LtZCb9zjxFzO4lJFo5GivRVmnScvGu9N7wYefYHAIFx424mFZbIsI0sLTNEc+V6BcEyQZhXCKSmKFCEEWjmM4or2JslwWKGUZjhKMIVDhUOeW4TjsrGRobSg5VuUFHi6Zmp+433/9M6DjwK8QKAwI92ouThOhcDHmDCokJhcImXF9m0Omyc88ixHui5laclzEEIgKNi9w8HXUPMdQFCVDp6SlKbCFJZuW+PJLZ//1Oe/f8tvmS8QULJ25elbz78mDBd2zi0utj2tsKUlHJRsmdIkcUGvA8NIIWWFp12GcUkFNJsVzaZLUZTkmSWo+2CC97iFd7ThF2OI4nXd5qYHCuPe9Qdb8LmPXtrtp/2xuRMLjUZTXjsaFf1uR23Pi3i3HyiszUlii9SWCkGWVVTWQQiLMQ6+L0mjltlx7st3fe4/bj5yqqa9QODR//3GP9sy/3QcDRuZKfpxHD8Sbmw8EMXJT/vD5QPPrR7+Shj2aTRc1tYKej1FGFVYW6GUxRgIByVYl4a/hb+88JWj7Wds+09TlM9oz5+QQvxQCHn6pnYzfdXFl98BIA5959rW/Mqxv5qefElrrN65SSul0yT+zc0ylleXqdXqZFnGAz95lMf//xHaYy5536EzIVhetpS5pNG2DJZLKu0yWLdc+IqXcdG+VyIQBIGPMRWer1GuRGtly8r59Kvf+N5/l3NLT/742NM/eWkZCfyzduBphe95ZHlOluV02z0cB3xPUw9arC9BMRAE2uVE34KjoLL8xX6fPa/vkW2e5GflOYzPTNI2mngYsbYWsnnzGK4jkI7AFLkjXO+TP7r7lm87WT46O88NRSXxtaYWBERxzGiUENTrpHmO53l4Xo0d55xDr9dFuoI4tziuS2FL3rJP8OHGMhfeNsfrb32Q920cYvBaeLa1lUa9wfhYl8FgwOrKOsMoREuJydOAstzvXrBnXCCqv57snMX01GlEYYgxBTVPUxqDpzVploO1KOly9llnsLi0RjKMyAz0AsUVvQ2euOMAtxy5gmd/eh6vcP8P9mruyN7AzvkZkiSmpiXdTouaXyMc9Kk3GgziaMVpNjd/cXLipe8e5dETcZJQC2p42mcQhvTXVgkHAwJPM0pG5FnCeKfJvn2vAUfgyYo6BcnRLXyrfCt3HrwI7+A4dAWZrDGbNkE1SbOUfn+dZBhh8pRWq0mRZczOz1wurz74TQvc+r2vf/X2CufxaJjsjAYbSAFhHI60qj08ffr0fi8ISJIErCUezWJMSU0rlvKKuVGDtaCNnjZ4e5/mQXuA7xb/QPsxHz2RYgpDPooJpCLPCzxPUQqHtfDEw+5vK3j7nYfs29584DFhi05VlvdH8fD7prDvPvvcc3fl6egCqX2OHp9lautpfO/QvUQb6yS5RSlNmedsWTqNx6pd3F/byz1L+zjxgzO43HmIbVtyRmk6jMLBg9babZ7vC+G6RKm5Z+bZY5ecch3ff+d1F3Q73YdcYfUwHhEEAQtLK1x7/a3kwxClJKYscB3J5HAMWV1KvOVVnLlLsef8WcY68whHEI2KuTe+66rpG7/wwZ1BEOyvN1t2dTC8+f0f+9JInkpgbGzsA6UxWkhFUK+zsbHO2toGa2sbNDyJqCymrHBEyXE1z2VvX+Rlu4/ga0kYhrhSkWY5Uip56BvX6Yvf/qHDwOHnM5yTwQ8/+C0tXfdftZLE8ZB4OER7NerNJtJ1UdIhMRW+1uTG4iuJ9n+98/sbGzSaDUZJQlDzKSs7WZpy5+/jnFRAKnWgLEuMtYzSDEd5RFHE4admqMoCV1Q4lcUYi3QESW6wpiAe9tnUbrO2toHvBySZwREOrnTbL0rAIsaUUlSlodVsEYa/fkAaQR2pJHFmqfuSzFikK5FCsLiwTKczRn8Q4dfq5EVObkpsZUdVVR1/UQJlxWpRWnQtoEhHtAIPR0oGw4jMVLRbNdIS6r4kMSVSuhx/boGnn5lllCbkWYoxhrLIqErz5b97x5XP/d5Jn0LgbltW864ppjzfpygKsmHI5vEeyrMI3yAMOK5A4VLZkvWVeb56461Mb5tkanKCsV5vdWJ88zW+V/vyyTinrOFD/3Pz36RJfFUQ1A4MotCxxvLIz+9lfv0pqByS1CCA+RM53a5DPfApCoPSUOSW8Yn2L6cmd7z86oPfXD8Z45Q1fM0l770PuO+2Gz5z/pGnfnFjkg9enVfP4jgueS5wRY2ycpZb7Zbf6Q1a8dDSaGgQFqksUqgQOCn8D07g+bnqQwd8nJW9/X65m8rbpT3RXlod/NsZW7cdjSIbePX8B8Mw2qP9As8rj8fD2o3dduuua75y3yl/RH/On/Mnz68AlXM6exuI6V8AAAAASUVORK5CYII=) 1 11, auto;}
75%,99.9% {cursor:url(data:image/png;base64,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) 1 11, auto;}
}
div.testarea{
animation:rwdcur138380 0.4s linear infinite forwards;
}
