@keyframes rwdcur12667 {
0%,19.9%,100% {cursor:url(data:image/png;base64,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) 8 10, auto;}
20%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAH8ElEQVRYhe2XaWxc1RlAz337m33Gy4zHNrbjLM6OY2djiwMmpI0IESFAVdHSBlGKKlGqSoRCF4lWgCKoRDe1pKIitAhQG0LTAIGGJaSQ0IQkUAghsSdOvNtje+xZ39Yf1JQSQxWRn5xfV/fdd7+j793vvnvhC85EmapzxvkbVi9u39R2roPJHw/cuODaTbMW3fBoRc2ijr7U3vcnH4RiDQsa5nz56WCk+pb6psubE3Wtb50+/urwuRTwzWq58aHy5MLvyYoW1YzQdYm6paVgpKZQO31FU1li7uZgpKZJkiShakaTAD11dNeOcyHwYbqFdIHneTcLSUYAsiRLoUjtvbHyaffKkoQkywgBtmPheo7b2/XmE+ciOIAEgOemTn3wQnpi9BSSJKNqPmRZwnNydBzdzZF9j9HbdRCfGUByrY6jB574x7kSmPwEadvK9uXG+9ckalvlaKyClsWXMJzOMNSfIpNOMdB9BKuY5bxpi0PJukXbT7z7Qu+5EJA+annun/DsR3UzRMuSJuYsqGJoaIDBngOUCqMAnOrYx/hYrxKK1t6/5LLbmwCpLDEz1Lb27rUbbnn0t9/c9Pz2RO0CbXJK3Yw2bbzj6WsuWPUt7YzIZwiAW1Y1XxFIxBNBNMNhsPvQjpH+I7cXc8PHJgeNDKUwzGB79bSlb6/buPXN8qr5extmt20vi0+/2RcoW3vFdfdcA6BogfaG2W1762cufeqKDXftuePBA6unEpABYvG502Y0f/VXscS861XVkCLRSlAqOd0jbe448tivbStf0s2yK4UQTGu6GH+oAttxJFUzqsaGuyoVVSccq0JVVAKB0NyWxV8asW3nJ8tX3dQQLqvCMPzVnuckXtnxi62fFFA0I7ykcf6Gv2lmuFySJFzX5sD+t2kqxAlG4vcvXPGjuX2pl9s9z0WRBWXx6di2hRAghGBsuItgqIw58y7Eb5rout6kxZN/nL1gBZqm4SDI2S5j6d49U2VAKRXG3KHeI77qaZcAgpKVQ7VM3n97N5ISjEXKGr6rqjp2oZ+GmYuxSnnS6W6ymX5c13ajsXhu2UUbArqqAi6p44cZ6OtESOD3+1l+8Vqqy8uxM0F5KgEZGCjkhpsraxfPlmWFYn6E7s69yIqGbpj4TZ1oWQWViUZyE0OcPPE6dTOWE62sw7VyomX5es0fCJBM1iKEhONKCEnHcWWGhwfY9cxvCEeiNLdcePH5Sy7tqJvTXn/9rZu/s2TF+vf3PPeHEQWwC9mBezre2Xap41hkx06/WCqMvtV94tVv1DReMn36vNWorkFJCLq7DpWS9S0agCwpNM5chqbpzF/QiOPoZLM5JiYmGBrsZ3w8jWNbxGua2brlZ5imKrUuX7k1Wg+yIjBN0wVum0zLQDbTszs/3vugbWV/73nOq7aV3eYhrq2qXxby8BBCYJXysqKqmIEYsgCf6Wf6jAQzZ5XjejAyYnHy5Al6ezoZTfeSy43h2DahSIJXdj3GFWu+gqppFC3QDWN2MFK2ZbIMXfD2A6kP2wD0ZMd63ikVxwHw8LCt3NDe5zanj7z+OMV8BoD5CyuIJ6C6RmD6VUZHMwz2nyQ92ElmpIeJiWE8TyCrQXY//xRBA0rFovuvgy/9s+v4YXfKX++klG3lnv3g0LYlHt6oVRzvy6S77i8VRo51vPvCtobG1ia1poGaGoN4AOJBSFUZdB1/4+CpYzsTihZIqloAqEZVDcKxGg7uf4U1677Onr8+8OPHH77rQSAnfYYArlP8XU/nnrm9na81D/UcXlkqjDwDHBNCOi3JCrIsCJkSPgFBCWbVyvR3vbh+YjS10S5lXdcp4bkOnufi88foOd2J7cDK9nUpIAf/uxNORQHoAzJA6T99vlA0GZBkjVyuRCFvfTR4WlLw7TsfWaWo/ojhK8fwV6DqATTNRDeDeIBtQS5Xiky+M2VtfgpKVf2ya1rbbt0ye9HViw1fCE3VSSSD1CX8SIAkQbpYcWXBm381kiHpegBfIILPH0KRBdFomJYlq5lwAxcta98ohaKJA2cjUC7J+vamRVfPkBUV13PQZJlCSTBvYSWaJHA9yHkS2XG/cF0Pw/Rj+gIEAiHG0qdpXXo5FYlGMrmSbvrDl4VjyYmzEci7rnNhKFbXFAxXIcsKrmOTzwOyRrQqyIQD2aygWPQhJAVVUTFNH5qqMT56ilVrbmI8X6BQsvA8zz30xl/uOxsBz3VKeSHr68Nl5xV7Ove9d/TwznB5vFHpH3BxXAXdCJCdEBQLEq4jIQTIsszp1EEuXf018rkx96mtP/U8hFBU7dTD9151pzgLAQANWAYMACkhqTfGKmf9fNW6u4xYRS2V8QjJZBxFCTCeyTM6MsjoSB9lFdXgObln/3zfba/9/ZE+WfXNAfY7Vu7lsxX4JIbuq3h94QU3nD9rbhvBYARN01FkBUVRUBQZRVHwhGAkk+566O7lM/hvNQFnVwVTUWP4yjfNXnSVofkiFIp5LKvonjy2d3BoMGWm0/1CNqPkiyUkRQ1X1zfveO+tHd0fn+D/7QOfiZCUJt0XCflDcVzHQQiZof7OnTuf/MHcnU/+cMtLO39JZmwI27awLQt/KH7GqejzZcBzB6zSRL9t5at0M1yuGUGpu2Pf7T2pNw97rn0MxAZJ1gPBSDx37Miux3dvu+cBq5TLfK6Yn0IAWF03q+37fLhQJ5mnGaGbg5FkK59y5fuCfwOJ/BmbwM1pQAAAAABJRU5ErkJggg==) 8 10, auto;}
40%,59.9% {cursor:url(data:image/png;base64,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) 8 10, auto;}
60%,79.9% {cursor:url(data:image/png;base64,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) 8 10, auto;}
80%,99.9% {cursor:url(data:image/png;base64,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) 8 10, auto;}
}
div.testarea{
animation:rwdcur12667 0.41666666666667s linear infinite forwards;
}
