@keyframes rwdcur222511 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 3 3, auto;}
20%,39.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
40%,59.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAII0lEQVRYhcWXaWxc1RXH//e+ZWberBnP2BPbYzvxRhITY2IljolDEiBCKYqiglqgrURFJVSKilApbYWqNqJfqMRSQUUrpKaNSmsQtGEPRQTSkIXYjmPjOF4Tb2OPZ/d45u3vvn4ICZStnlKp/8/3nPN7557lPuD/LFKqQfV0vTPpTUdshTkhECY6xEzBV0yByF+NpGagZm04Hu0Ek8QvOycs+Fr4jPd1qrn7acF9kk947/0qcekVx4uuG3e/0/XXHT1bHwGTGr7IgDe4HNK2BBnrIaAJHmwRL/rWf2WAnJbmnYPOmp2nuh664/C+Z1fPrdkLJjk/bVBZXZkgc+glPXYKPUxlOtvLKu0nxKR/3/VHbuRLBbhiQClFPLNohpVyvl1t21GeDa8/vebMwZN23zMg8oXL5ybpOV084f095+BOskmriSWs77LN6GQVrPrktT11wqIvTigZ1MNLwyUBAJSpmoqcnYNX86BpsbG8kTU82EZaO16ee+03sarEIRDZBAC9c3kCwMQ6u02ceGlsih1l37evJhvNZvMBwhOZyOQpAKUBMMIgCAI8Hg8KShFeyYv1wfXYoG3YVnmm4qrXLh7ecor1Pwsqj122OU/6dQDdrmOBCWNQf5gJ9o12DSLEIpvQ65TQrv7H1rhSAyanm4JDYG6XG+MXx9kLx19Q+0cGoGQ11C7Whnad7npwX/fuZ8MT1V8Hk6RPOlG6cr1oJMdJEsNkFEMkAd0X9n2mfr4wA+vsNnH+nZmAoigwHAZ4H2+eaP3gjdFz45XX92/vaKu/Bl7iQ8N8w3Z9WG+52D598Dy7+FtQeeKyI6FC/Iupm2+gCGpwRsqoXc6sBIAAgEcNN/wofu+BVW8FOmc+nKUD8QEc//YHP1H3sjfIL5UHWoZavnE11+JxSRI4ysFR6UDyutSJYxtPPhGrTLwCKusrCfZ54gBAv8eufjjy0N13tn+rrDIcwdDsOfR5B45gk/o3vCe9l3AkZ2ZHp+uFpFAeDUVRFaxEg9oQjcyU77Dyevn8H7JT2G+k/2sAPCCE97pu2acJXKCmqt7ataWLc5SJ7NgPTr+PsLKI561+9QjpWYzFxaXRbFNYDAkhfxm8eY87OBXYGp4JtGUeX16Sn7Smsd8wSgf4sRC83Xnrbc+QFzxPWwdyd7lv9/rhKjuQ+vPbuINbwAFHEB5l3HxPeDvBJ9Nz56ZqaJwrjwQr4LJc8MS8NdKI8wZB4VYlDuYnsd/IrhTgUhcwMGqD8bbF99iH2RkM6yIRTU6yweXtztU/9/9JOuy9CwDwTf3p2K+z33mx6sXu7v7n5amZaRiKgfBEOLT5H5sevKl724Gqgdo9sKUvCfuxLs0BG8yQNUgeJ8ABsq0zPwQ4BRct8low0hu5uT7m3jY6OnpdUrOfgkM5qzPpnt7uwaOxl+fub01c0xQJRqgZMxGI+7YHZ7352Mbk+wDyK8yAzbRlmREdACEoENmkNke91M+DY1BUVW/Wmj27+nZ+r/Gn1c85/u6+FwDDnfrvFvbnfjHiHokX80XIqoyFZBxpf34KwIr286UM+AgrzBZNw2cABHAZIqU25UXC8aDgdUODxVvoWN+Jq9LNLadeP/3YwLmBnfF5+yl6wQqE5VBA8knQNA2WaKiFq4onL4/tFV9BwSiw8lw5ti3cQqP+oJNJmsxTQmGCEptQzdTwVmtfZpPZ4vza4B6pbHDVbb2P9G1Me7O5gLZK4gQOTGYoNmnD+e3KqZUE//gKbDDqpGzH0maxSLI45DiSh07hIX4KHZRZDJSjKIRVMxtV5MHm+VyotsrsWOxoqv/nms3F5SKy2SwUJkOOFM+AYL40AAbmFCRzSJrSx1yTLBJb5aQa4+PWggcAb9s2dGaia6pd3DO2JTSw7pz63J2vphavVeSqUDUs1cT05DRmMKum2tP9ILK6UoBLc+BR0bVrcdttzfnGxmPzHxZW+f32zYEuV7m3PJjP5GqKhwuNIXeI67thvHAkeiI/vHoAy3UZ5q+qU91iUONkxvMy4Yq5IlWgmvJR+x3sN0ooQoBlUhlzUpjRE9fMskYWpZVlUf4+/r5dG70t+KF1P2RFxnjFeVZoSpsA+NDcWtzTc2twqO6i/KY5VqibEoNmxqAswyTYYCvNwBWAmeQsi0hr6a8u/CxwM9/hUd0FOH0ehMQwbAZk5Axbm2qiFVKF83TZ+2ZeStFXAu+qaSnFzCmFZpMyij6ZKZvkd0GQKw2AgC0V8wjERF4UBc95aQj5XApr1jUinUmBWSYUy2abRjbwN3241ZfpWEr1tb5rvr67W8aYi7b2rgkWi0XoUT2j7TZPg2glZsCGPEfnh99centbxKyQVosVWExnMBtPYG4hBovZEBil/fp5faoqlZqMjpgfgcM95AFbMERD1KHX64NWFTey0uAfA1BZ758bfmxkzeTx2rloa1kh1F6F6poN1roGVS6IlmnBSsvUem42sFw9y+xxuyC1hZjWJJuhYx6JFU1okg691eotpQU/+oZP6dISCUGzQ3Wx5nbHCevW3OOJvVyMUpGKECCA8DwEPw+thpeFjCVaCwqfq13K5B4t3q13yodKz8C/IckAkAKQmsLZEcRdJ8SCfZQf5nby01yTMME38IrAi0kewqIo6RKBaVjQ6o0JfSvOlBL88wE+rYhyQQee1G3pjyjKdcIRoZ0b0lr5HtrJp7lqIcaXc6Awo0YvbMT/9wCXReQcgLMGzLMGk0TAquHG9DruVXRyaeFqtoW9BKqU/DYs+e/4M7IlCkACoK50A35S/wIymepXfxaiewAAAABJRU5ErkJggg==) 3 3, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 3 3, auto;}
}
div.testarea{
animation:rwdcur222511 0.25s linear infinite forwards;
}
