@keyframes rwdcur253372 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 7 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEXElEQVRYhcWWb0jdVRjHP7/bjTsCUdtUXGorW+1NW0tXF2a5mjjdXkTIQHE6iMvshaRuCJoOF2gThKYigUsY0yQhXPSm2mqFfyqXri0XNJu25WxjUzflQinXPL34eY6/f/ePxeh5c8+f5z7fz3nOOc/vQAgTQohQ8w/UhBCiOiZG/C8QUvxeXd0Dh3CvxbmMHRGDtDCs/WeAwLVrJvETfR2R6kOmT0QCogDCpblZ/KDaon80rL6CDQPiluJvx8baJh/evBkA69y79+9HBGEFcYLQhBCiOCqKliNHgNW0S/HYY8eU89XkZB1gbo5Ov19BLE5Om4J6UuIcYSoyfbZMaKBnoDgqyvaHTr+fYOOhMmAEssJYIdwAmqZp1jNgFO70+01BAoFAyNNrFL14boi0bG9QX5dslGsvIPpHg65Mzi18eB7397+ocWv6rZaW7eXiuSHVP9HXYbrOLgh+xSZXzoFxNdaUelLiTAJrNZd1wBjs1Ozsvw5sNGsWQgKAnu5Ov5+JQEAduNO19UH3Mi3by+naetUPty3GbTABGEUkhBSXZl2JsW/0c4J0yoJjBmRgKe49egDv0QMKMFg6pc9azoUjgLw6UnwtFgmo0dR1rsj0qbJ5pe9Lfu7/CoDUXbnKOXVXLqd3F3Kwvtbxfktf6QeYfNKyvVRk+oDVb4OqSGXsEALBcxmbACgoeZOek+0Unu+2UXevBD9YXwvoe2/1695dSP6hEnpOtgNweeCGmrNVQuNg2aAmGruO20SNJsXkKqWgE2z+oRKqiqopqvHR1dBh+xaEfZBsjNuo2nc//5iFDetxb9qiQJZuXGXdzCzxufupNPg2bX0lXGggxC1wsvjc/aybMRcnKR6JCexPjpAZWF5e5kxuPhlv5QGwsGE9Syurd498y1L6TpbSd3Jr+pbKBMBgay8Tf9xBCIGmaQgEXQ0f0MqI7T1gAzBSulwuHkl9lsHWXpPP488k6o2z3wHw+9ht0/zLPW3aqZf2C00L/yw0ATRFbxfwNwBtpZUr0bI4fieevL0FTEV5qCvRHyXvtN9U7VPtN0nyLwLQ+9lHAMyMjtNWWklpWxPJ0XpM5u0AJsSm6O3iiZhFrs95kL9fP/86eXsLAJiK8ijf9MYcRqq+UH0JICFe/fETrLEq5y/ZUmI7hNfnPJS2NXF9ThfblprF+Ng042PTJPkXSW/MIb0xh2/+eki1k/yLjI/pH6DxsWm2pWbZYi2zbF8+li2onL+kya/Uhq1PkfpYAhlv6CvbVzPA3aly2LJaXs/IxnmABH6aaObTs1X62PsXVMGamg9+1m0ZaGFYqyqqNlWufTUDJHrKAbi92GzyN/YTPeW8tqdR9S8P3FBFKJgFRSuq8fHnxBVHoVAQRsvLf5HenguAcw0ICtDCsEYDoqjGx2BrL9UJ+ri38z2T31DxYcexoeLDgH4d5ZZqOF9Jx1Hjo9FYu32PPi32PJkCwNnfJum496vmNBZpPIB/AOBHJUk8gmuTAAAAAElFTkSuQmCC) 7 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 7 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEeUlEQVRYhcWWfUhdZRzHP2cZFwaXuXKJpPZiqwjWLLUuzCWoONmICpcvbDoal1lo6SYyTccY3DVB1uaQkSKIrpWB9kIwcuWWupqbs5kGZdO0TZDmXnQXapc79/TH6Tyet/tiMfr9c56X3/l9P+f3PM/vORDEhBAi2Pw9NSGEqI6MFP8LhCZ+Y+/eew4RsRTnMlLCBmlgUPnPAP5Llwzih3pbwtWHNLcIB0QChErzYXFetkXfSEh9CRsCJEITf3flSsvk/atXA2Cee+/mzbAgzCB2EIoQQhQ5nTRUVACLadfEARbm5wG41tmpAszN0e71Sgjf5VlDUEf8KluYnWluSyYUUDNQ5HRaXmioqKDs4EHLuF7czvRAZhgzRASAoiiKeQ8UOZ0yG+1eryGI3+8Punv1okMnB0jKcgX0XaY1ypUXEH0jhi+7fd648UTfCLc/7CHi7M9y3Jx+syVluRg6OSD7h3pbDMd5GYR/xIZODlhS6ohfZRBYqi0zD+iDtV6//q8D682chaAAoKa73etlwu+XG66t1hNwLZOyXLTVemQ/1LLol8EAoBfRIDRxzcxfou/r/ewg7bJgmwEtsCbu2rMV156tEjBQOjWfpewLWwDt6GjiS7FwQPUmj/PONLcsm6O9X/NT3zcArM/dLp2vnuikbbeHbZ5a2/Ot96VWfeh9krJc7ExzA4t3g6xIZaQIgSAx9VEACorfpKO5icrRUwYRFeIoANs8qkpbrcfiV78mnfwdxXQ0NwEw3D8l5/SV0HI5lJEi6o4dAKCjuYn0klw+b/2E4ZlpEmNieevLj6Tv8YwthndvLRe8+kYecfFRtO0+Sv6OYgCqCqsprHFzbH+L5S4IuAnNti/zZcvYlp7jpJfkcmu5ICMlMdxQBgsJEJ+3mbSMdQDyGWw+Pm9zwFgC6y9H0D8iIQT9BW+T+k4OAFFRDy6+eOE77iSvw+/380x5CXemfiH22nXE2W85c6RLvq8oihRWrCtuBdBTKorC8oQ1MqBmjzwVoza6vwfg97EZw/xLHY1K6/rXhaKE/i00ANSveE7AAgCNpZX/RMvkwB8PkbOxgGmng73FcQDsa7oi261NV4j1+gDoOvExANdGxmksraS0sZ64FQucbvyABi5a/4jMAI9F+picc6A9Tz3/GjkbCwCYdjqkb3JdNheqvpJ9DUCDSP/hM8yxKuetAJZNODnnoLSxnsk5VWxtQibjY7OMj80S6/WRXJdNcl02p/+6T7ZjvT7Gx9QLaHxslrUJmZZYd7lrlgJMS1A5f1HRbqmoZ58g4eFoUrerX7appp+r0+Xw9GJ5/VRr9ABE8+PEYb7orlLHjp6TdWJ6PvBet2SggUGlqrDaULk21fQT4ygHYMZ32OCv78c4ynllQ53sD/dPySIUyAKiFda4+XNi1FYoGITecvJfpKvjHGBfAwICNDCosB9RWOPmzJEuqqPVcVf7+wa/gaJdtmMDRbsA9ThqS2pXA9RxG9P/NOprt/uBJ8WGx+MB6P7tMi03flXsxsKNB/A3ms8vbYv22TwAAAAASUVORK5CYII=) 7 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEVUlEQVRYhbWWf0hddRTAP9eMB8JDpUUILytkBZGbS20Ptin+QGSjKBTncHtSmEKTntMEfzwXA22Ox5qOV6DJNjVJxmTEoNoo13Qrm67k9U+ipTnJgYq6B6uXa9/+eNzr/fHufW/Fzj/vfM/5fs/5nHPu/b4LFiKEEFb+RypCCNGYkCAeNUSsWfKmxETq3W6aEhMRQghJkiQAN5kRgToZl/4XQDiRE5+61hN5c3aFiBbEEmBjelrRo0qs3xsFiAIQadZS1jZFFyP+hwYxg4iVkzclJhqcj2/dCoDe98HqqgYiOL+k8duSnzSCmEBIQgjhstvprKsDNtsuJwf4Z30dgOULF0IAa2v0BQKmnQjOLxkgAI5kVxjGEStJkgKhl866OtwnTxrsVskh1IFbV8ZIL3Ca7lEAAGQItcNltyvd6AsENIf07Q9XbXqB0wARbhQxslIjvYIY8WuC/3XzpibphKfbULlcbTiRIawkxtL7H0X9UEaCiIHQJSO/Mr2eVsV5dmVF0Xs9raYzTS9was5ZyalrPZrbVNOBXk8r5a0exIifvkCAXzc26AsEOJdVouzRV6NeyxD6sVh1IewIbl0ZUyDOZZXgbDkYVXXOloMKhFVSdRdi1O3Xi7pyOXikmUYDcSS7QtFj1QY1iHqme0reAsCbmmuaWL9PPv9SVr4G5tO2Hs1lpCjqByNtz7OUVlYBMNjdRf3Pw0oSNUR5q0eB1e9RnweYHJ1T/GqAWL3RTaaYHJ2jtHKzspadOUwuLpCW5KDs0oBi780r0yS9Gyd4/c39DH90XrHLiQ81V9Cvqx4e4h44lv+qwVb2zQC5h0u4GyfIy0yLNpRGogLIztul+VVL8v5ijT95f3HYGP1tn4T9LjB8kHQyLuk/u7btDlW3ZcsTmwcnbnA/YxcbGxu8WHOY+3O/4FheQXz/bTQ1mQOEk+unhzTrZ15ICimXvwPg96lF07MCgav5bfrbwr/qGgBv/A4BUO07jq+6HoCF9VjO56RStPcAC3Yb71c9DcCxrtuKfrbrNo5AEIChLz7jy1GftOyfEQAn+r34qutxxAPrRgDNTLzxO8RzCUFm12zIv8Mvv0HR3gMhGLtN2ZvRXshEw1fKWgaQIXJ/vIg+Vv36T4ZnwPAQzq7ZqPZ5mV0LJdueks/M1BIzU0s4AkEy2gvJaC/k6p+PKbojEGRmKvQPODO1xPaUfEOsBzwwlq/vgCxuMkV7/3EGu7soP/EOAPuaR0my1YQNIstisIPPLzcAMJBXRmllFQ2HGk3vAFMAGQJCD9F0zmtK8sVghwYk3Pr5q5c0sawALN+CotKd7H63iH3NoywGOzRJ9JWrxfv3DQDGXLUMDf5glcIaIC4lleunh2h8KrR29n2o8Y+5asPaxly1AGQN+gx3StTiJlNMNHcJdYCjZ/xi9c49sXrnnjh6xi/MbJHiqMW0A52MS7ShOfTHe8V8/XFySP9t3tSmF7NLCOBfelo7kAUZliEAAAAASUVORK5CYII=) 7 7, auto;}
}
div.testarea{
animation:rwdcur253372 1s linear infinite forwards;
}
