@keyframes rwdcur76920 {
0%,12.4%,100% {cursor:url(data:image/png;base64,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) 15 12, auto;}
12.5%,24.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
25%,37.4% {cursor:url(data:image/png;base64,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) 15 12, auto;}
37.5%,49.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
50%,62.4% {cursor:url(data:image/png;base64,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) 15 12, auto;}
62.5%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD00lEQVRYhe2Wy08TURTGf31QSB2GilgBiS9ASTTG+F74jDExRjfGjf+F/4QLd7M2YeXSjbpyYTRulRiNoGhMFEEsiLViLaWOUxfnm0xfYKIbF9ykmZl7zz3fOd/5zr2FtbE21sba+M9H1YPkv/pYbTG+2sbT9jzmwd6/QfbgxP4/BLFSANURwIm+uz3ItADo8GCnV2daNx5/BHavEkSsFfhhoB1wFWEMeAJ8qjE6BXQDO4GPwM0Wjs4Cg0AB+ABMAvkGzKYAqlAtA4sC/wqkgS4gUFCLwBSwvsFJFxEVS8BL4DPQB2yVr7sQu1qD1ySwGMTKUP0GVID7cEMJTgIDmt4LnAEeCucCUAbeAON6vwS4F+Fal5K5C9trwT1wWiq8A2LfoTphn/NK7CDG+BXgmQg5CRzQug9sAorCKwKZBFbOUSMi75lPR8S6K7bYKCSOwi/gPLAPyOm5RwAPLFYcrQ2I0evADPAI6CsAt2EX0C/2erSnFyDRCtwzgN4ZyGNa+wEcwUqbAJ4D01hpf+q7HzgUhwOS+yzgvIc7CmhcezcJxgU6V2JgCNgBbFZ2vVgb9gALwC0suHZMW0lMmy8DC/gxkAImgKdYI8Sp11wRcJoY8IzWQ1jNTwDHMaHPYUKfV0avgDE5zWvdAb4osIzen4mlOdluAzYCy0CpLgBRv0F0XsaE80rOhoDXmNJzct6G1XVOQS5pPsx0UM8ZTKQDWAeNCGOysQRpjIFeZVWUYUnfY8A7ze8XG4F+Ze1PY2cTGPU5rJxxIgGH6yONAcSJzpuMnFUUwFus732s9aa0p0h0TBe0d1hJLIi5HKYRV3Ydwko2BlARANq0RYY5YFTzgcBLyjoOZOV0VkDTYiqtAOdlU5bPsPR+nQbugX/OBBQDOjHaZ22JF9jJOiXHy7Jbh4mqouCGMS2AiW8GO0/asAupoudXYLqpC85ZZilMWD+xe+SzwOJiKIXVNSbH62SPMq0KFGVdEhOdmEgLmguarmOd1XllmZdhN9Y+DqbwlILp1/sHAeWIzoVwVASew+6NVI2f+rvAi5y7CsAXUBqjN+yQHq0ViDogL7Ax4LDmQwGHGbtYSUIms0kBQ3Q+Z/XuyLGvX0lRj4iRDsVdwkRW0P4kdviguZBFX4Gn5TcAgpABRxSnxYAvgCTRIYIycPUd1LCTVbau9i0QdYRPdEYUanwHwGJCp1+fNicEWiUSTUqOvsimjaiNwpJlMMEuYx3wC7uoEgIMxdquQMP/MEtJRZPSREA0KsB7zb2RTSBK+5V9eMlkibQQMpHESlWqme/WLx2W5TdmqiYnbP3Y2wAAAABJRU5ErkJggg==) 15 12, auto;}
75%,87.4% {cursor:url(data:image/png;base64,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) 15 12, auto;}
87.5%,99.9% {cursor:url(data:image/png;base64,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) 15 12, auto;}
}
div.testarea{
animation:rwdcur76920 0.4s linear infinite forwards;
}
