@keyframes rwdcur100365 {
0%,19.9%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFDElEQVRYhb2XXWhTZxjHf+c0zWk++pHTD1PLdMSua91Z50ctmexiKDhYL5x3G27DwfRCHN7sYjDYjTdjY+CcG1gYTNidgt5EENa6oYwj7caYsYot6Vpsoqk90TRpc3JOzruLJmprU2ur/UMIyfuc5/9/P57n/R+JZ4CuqV3AQEu9TZPfXM4jJ5WI+dlSAa5i4iAQXjCWDEeNP3VN7QRCAJ6d1a3eNi9el0B2ifJZLUHh39tgi5DZo7wHXFEi5r2yAork5xaM9QO7gYPAEQBXoJLW/c1LTQgAkStgZe4gTTnvSobzbjFP/1ICAAgebaE65EFM5sk/sDfrP3C6cZvT7amdG3c3FBAp62F8fDCNyNgE3QtWw3KQx2yw+A04DQyVEztPQHXIg7rZj4jnmJ4wg8DHig/qmhwAZJ8D2cLDeKPPQFzL0NQ880Riae7rphIxfy1H/oQAMZlHxHMwdI/qQBVdFzqRAUkCcTkBsgxAYiBN/Owk2GK7G24tkT+/FPnjApJAf/6BvXl6wgxWB6qgbiMVVVsfRTZewjHTZBMmVsYeKSStcSD5RjSVeRrJsqFr6mldU4U9/rYQya+EyFx/9LlzQGT/eUvomip0Tf3ieXGWyrATONi4zelWfCCXCa6UBBsaLLKmvFfX1BbgWDhqJFcjoMQVAo54amlX1ztIUhm1EtT78rhdIsxcaaqrIYcFh7AEcTkBjZeQXh9/9N/d/3Du5ylsdzM66icSV4ojxqoEVOia2uXZWb3N0+nfU9usoNRWUeF141TY5OQsZKeQZwyc+znEjA02pGYqyE4I8vDHqzWq/FcqteJtcAED3jYvrfub55pMsc6zCZMbHw6xocGi3jc3czmo4t7RwhY5RedIjBNjzWfIcxPoWLGAlnob74K+nhhIY2XsEeDnrCnvtQpKeHTUj+8BbJFTTA/PMJ1WyNkrpX1MQJPffOJiiZ+dpJC0xsNR4+viaQ9H4gov+xw6R2JMpxUSKRfm8xAwj3gwjdFngC22M9ecAI4BPwIk85J2Yqz5TM4G04YDG6aRJEIQugGc6o3Fjq9KgMjYiGsZ3HCr1OGKdZ4Eg0OhkKu45wBIEiEJ3K1ep92L06FrahswHo4auRUJCLrFohdLCb2xWJR5By50o9XrtB/dmCCZUQ5NTLkOATuAweUKKNf0lotTXpzeZEZBCGgO2HgU8YmuqYfXREBvLHa8i8x3E1MuhIBgjYksicPAl2sioIhxYMf9mYqfbt310PimIPROoUHX1Ku6pn6+PAGWQOQKYDnPzB6OGrlw1BicNaXr2Zwcl93kXZW4KwN0V9bxmq6p63VNdZd7XjJ7FCGaKnBCLuQxGylRAKhWIuaK7nldU69WBuju2GNjxGVuX5YBdoejxqKeUAZOYosL0pRT8nAnWYaTWQJnEPxixGUKFjRudXilPb/P7FE+XSxYAiha53PAR0/zcMuBrqnrgYnGrQ7NbQ7ysIU05aSViFm7MLbUB64wZ53LutdnxD1gd92svU8eLhxxfdCBpCpek7/7gItKxPxmnoDiS8Oie7QShKNGHug3NyohZklLquKVGtwuAr5dQpDUNZ9/07o8NVUWZbzP84XZo/QR8O1yf7sFYyjD8NERSgIWdUQvABeFIGkMZd43R2dpqCkgS+J3YHxNVgBA11Q/MN1QU+ClQA5gnxIxz6/VCrBp3VxlF2f+PaBDGVP6IlBT9fCdclyJmOdLP/4HAggfmpgfsREAAAAASUVORK5CYII=) 2 4, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFlElEQVRYhe2WW2wUZRTH//PNda+dnW3X7nZbygJFpFwsCBtIiI0SUHnCSEJikGBBIT6oEBIfeDDGB+MlxqjxjhEkEhUUL3gBDCHIihQElyiFXQqldIF2d7a7M7M7l298UBLTtNAiPun/8cw3Z375n2/OOcD/+q+LGS5oPOMRAFAAHElVKwAgfkX/FQBuhPg6RglPcotlAV4rVxlkO4uLsEviLEH8ilb+dQBS8uW4xfHn7UOXONvRcLEq9NcF7Ps4i82nWoObAHDJtKqnWuWrOWgyrd6QRcOWoLpUeo4k6zZSVAGHwjivQQi6uHCAN80w8135LFEAtANYzDWJ9zk5k3NN9+lkWj0/VgAyXJC2cQoT80BoHw/iEeEVPBAYGfF6Q0hMMZcoijPvtO3d6YLJJjY2r4yvjq5iBObtVKss3RQAZsDaQk/q/W7BBIn4wE2T4RKADUgg1EVDqwVjPHdvp+nfbw6YQthP4W3iDgMwbwqAW0N+R6svi5AAMiUMWyCgfhv87FowVQksKJZ5BzAtbCkBnsHOH12cOC08/qERWrxnat2YAIb/C1iY9Nc+lfZUQBolwMuDnx2HfbQPjE2AWABOXkdD3AEXFdEiFuGGLP8JVXjbN4XflmLkAoAXkmn1uo4M64Bnk6GiQp5l5tblmfFB8DPr4OgW3IAArk0B0XnwpgCpSQR+K4DPlMDpVayYUYlNbfdt8M3yrwcwZzQODAsAAK5SjdmdOT/t0YCLOghPwN/ZBMRlkLmLwD14Ky4f0lHVKGIPx3HGEwByNnqoZMttNSqAi/8IgMnZO9Q9pTcOngKtiByYmB80U4SlekDmrYDINCPRwoA7MQi5bKHeQ/HmuQA2v6e9dGFrbtu1cv9d7EgPlhjB8PG899iBY+4cPac1Ssf7YQ5YqAouPKcOgU2okG7xg7trHRj5Aur78yj1OOgaZK1jhvTE2lN9vaMBGKkVgyjcU3csU5ZN7q5GGrwuBCUAgbXQtSsHMZqDHJkOtD8DxhMFDAXWxJfRsu8s8lxgzgmbXwDgs9EAjGgTUXi7plmKTV0ic5dmh6HNVGCAR0tHDN5IEJiyEvBE/zw8OAhJK2NcnQmBuDbG0A9GLMEqjvPpGW2BmdMHfv24LNef7EffLzrEOQp8nAtSlwe8kwGjD+BsMANHUewqo1BgxV6HmzwjpHzeWShoNwzQEZG6bNXZ3ZNhdpzUhPm8QSPeion9hylC2SI8Hg34+TAY5wgY0gXIDrpTBkpXKKoue0R1ydlZoRDTWSgUrgUw7DAaqkcTiXl3zHB3Lo3pka9TAs7oLF3oKZNxAQPyJAkkIOB0WxTfbC5i4iUdGkilQhk7bfEpnuA100HllczZb24YINUqTwzP8+5tWFjbtH2f2X3oW/OjCKEb7pQ06nBEkFkLe0oB3B8to5bXUaEcqpRFpupF2O/gXJE9H9P1B5Jp9fDQ3COW4O/qiEh2JWcvcBSRrc1ppQn92pqfLEk/ZYlbsya/MERdKgBci0+DKLDYnQ/R04Z48EqV+Oe3E0/jJFJTzFozOsLStncuV6wxO/CXC14AMgAlmVbTV+NrEonFAPQkX/0wWavHfygHcbzEvn6PqL8YJtanTR2RmQ31QObrwju3bsmtHpp31ADX0ppE4u4IoV+sax6Qvs/Lu+JVY71PcLZHH2tsiy4IIfPBRVrceeUTAMuHbk6jKsH1NCsU6qYME5Z5dnafzjbEa+yHmp5snFg3K4jM5l578MuBd+HikWRatYa+O2InHIveymbp2gkJu6mRkttvQ5BObwz6E15k3++tlHbnXwWwKZlWh11mRzUwRqNG4uztv0Tzgo/A61jIvt+rl3bnn73Wx4GbdAeuKtUqr/A088sBN2h029sBvHG9peQmA9QAYCQAEoDBG13V/1v6A099TEvU7t4qAAAAAElFTkSuQmCC) 2 4, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 2 4, auto;}
}
div.testarea{
animation:rwdcur100365 0.5s linear infinite forwards;
}
