@keyframes rwdcur242964 {
0%,9.9%,100% {cursor:url(data:image/png;base64,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) 6 7, auto;}
10%,19.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
20%,29.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFWklEQVRYheWXbWiTVxTHf0+pqW9jSX1JKtjioCOuvlSRZ6Cxlq5jKjictrSiQgcSG6YWCzpQI2KmGzorlY4WvziwxY5WEZWZ6Id1mzh8jOhcnYEMMWVoxGgKus2l0rsP2b3N07y0+7w/XLj3nvOc87/nnHtzAv93aNkEQghhUtQ0beLEiSKbfiqGh4dJJBJZbaciP5vjI1XJ72/eNe8vX758PHYJBoNiPERMBIQQoqtuEgBbepOH3Z3YDUDt9KSdH2MCh8MxJoElS5aMi4giIJ2vav8LAO/6IgDmz3sJQE//LkUkGhMUFBSYDNlsNuLxuFqHw2ETEcMwRCYSaSmQzpdu+VKthRB0HPLQuNej9loardRUvgagty+f5o44LY1WJW/uiGOz2RQRXdczksiXpz9SpbGlV+BdX8QKTytDQ0PK+VvTNJYev0HHznfp6d9F7XSNnphg+O9v4c8gNbTS3AE1la+ZUdkEk5cAHysSuZAxAkNDQ4y6BLz49Xaa3orqz/+dvYOuQ00L0HIVuEr94qREpiUcDmeMgiJw826y4ObPezly6hVFvPjtMZdDE/g9BL/0TzUR8Hr34XQ604iFQiF8vs/Qdfj+wvu0H/iK5o54mh5AXsZdMDlfsGA+1dXVaTqZnEt0dXXS1dXJig+v4jnwidrXdR2LxaLCmwfJR6YnJqidd5TGvR5e3vAo59Kxd30ZvrOPqZ13lJ6Y4MqVQMaTZ8LTvlZg5GakQuVCCCFqp2vqunUcagdGwu47+5j3KsoBeP78OZFHAwwMRAA403maDZs2EwqFVFTkXKYj1Xk8HlfvgqoBTdM0SQJG7r1E7dsac6vrud9/n8LCQkpmFZtIQDIlkkyu9GSErusiEPALiZppmIYQQhQXzRYb6upFedlCUV62UBQXzRZCCBGJPBRfHPKJSORh2jwSeSgCAb9wuVzCYrEIu90uUmsgXzqXG1euBLgdvElPzHwNHQ4H0WiUklnFLKtYxv3++0p2pvM0x0+0mfTPdJ4GoH7jJhWNixcvsGbNhyY9TRKoX7sSgO7zfny+g9wO3mTDps3KWMPc4wDYP3pGyaxiACKPBnA4HPzcnny0evvy8X2TTOHOHdvU9xIbN27C692H17sfAMMwtHw5AQRA/dqV3Lt1HZigTgGw0DMBb52ghmlEHj1TUUmVJ4mMkMgGn++gImF6CevXrqT7vF/Nm/ccxG63pxkY/Wu40DMhTUem5NLlkeu6bnUV925dp/u8Xx7aTEAKUmtCQoY5kzMpT02BJPFp01aTfZlqiayx0nVdGIaB3W7HWydyhjWX/MmTJ7Qc3m8iASrt2Z9iqSAhI7B48WLTGC0fjZbD+5VTGeFU2zmrxeVyiZMnT6q11WrN2g1Fo1EABgcH1Z7b7SaRSJjSOvpgWSOg67pYt7oKt9udi6MJ0rnb7cbtdnPi2B7KbJNpbcgT3/VM5qddd2htyDPVV8Z+QKL7vJ8y2+Q0ErLNkggGg6a1/1InANvrGjgV6NNGOx0XARmqsg8qRemUpFp5yQvaf/gDv9+vGg3Z8XgqpgBwJ/IG2+saADgV6BuzNR9ToaCgQFitVgYHB5kzZ47aj8fjlJaWqnUsFuPBgwcMdE9lRmUTkxyHSCQSmt1uFwB7Vj0FoOnrYZPPnASkc2BMAgCGYaDrummd2i1n6oqzFiHAsa1v8rBtUBmIx+Nq7NyxjVgsZhqQbDquNhmEw2FaGq3qtz/b/4JxX8NFixaNKwKvXr1S64qKCq5du5bTx5g14HK5VAUbhjGWuikFYzn/z2jbMVNEzxUKp9OpmgqLxSKcTqeInisUbTtmmpqN8eAfm2LRRHqodH8AAAAASUVORK5CYII=) 6 7, auto;}
30%,39.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
40%,49.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
50%,59.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
60%,69.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
70%,79.9% {cursor:url(data:image/png;base64,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) 6 7, auto;}
80%,89.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFjElEQVRYha2Xa2gUVxTHfxPipFELG1+z8YOiENlaxVXTCa0aQ1qwCto2rqgkAUMlTaAkGNAP6kp1k9IqVWIju/ilgq+UjQ9MfX+xqQ+cRFutxsUU6e6HmGJwFnxEdtPcflhnnNndmA30wGXnnHvuPf/533PunJVII0IIYdUlSZLS+f0fkp0u8O7SRLzOu3Z7bm5uRpsODQ0Ri8UyAm0CEEKIo2sTATa2JQjYEtsCwJpJib0GBgRLlizJCERXV5fIBEi2Nfhy/wAA3tX5AMyd8xyA4L3NJpDf+gVOp3NEAIWFhRkByU42eFfn8+GXe5BlGYB4PE6gqYaabbU2P13XbXpeXp7N1tPTYwOiaZpIB0ISQojdpRIb24QteDweN52EEDy/WUvNtlrWzNlDsF9woF7BUzIIQNuVbBoCUfbWOMw1DYEoeXl5pl5QUICmaSlMpDCQLEIIZk6UuJtk95QMMnnFYXjZhYdmGgKvbSX1MLYQqKIhoNtApJMsSGT7hNgW5s55br69EAJrNf55b7xtYduVbJ6cq2Tpqst49s5GVVU8e2ezdNVlnpyrNP10XUfXdXp6elBVFVmWbSWewoARfOZEiY+W5vPsr8ecD41JQd56exatt8Hr3Q6Ay+UCIBQK4fE1omkakdbxTC6px//NARoCesoeABIkqmDNJIngvc0EmvyML/JTUTbVDP6rvx7ficd8NUsi2C+IRMJvpTUUCuHzNbJuwUPzWHKdTaiqCmDLhRQGarbVEmiqJXDzDe2+E4/5uNgNznlMnzqNcG9kRBBHjx6hvLwCeIiHZiBRGQUFBakMWFmAN3VvyJo5exjzyToe3HsAwNOnT9OCCIVCtqNwuVyUl1egaZotGXVdNxmwlYRx5RpADAn2C6ZPncai4kVpQRw/cpj1FZU2AFZQPl+jeS8kA7AdQVFREWWfrSTYb0tUIpEw4d5ICojRiHFJJZdllvGgqqoAmF/4Ad9/28ilSxeJRMLmGzqdTsK9Ea51XBv2CFwuF8ePHE4LoL39DO3tZ1Ju0Cyr4vPtwgDxe1enzfGOP84/pyYS7o3YqAdYX1GZ9tkA5fVux+drBMDtduN2u81569eQ+7euW0Laa39e7Ri8awUeJnLowSbTbgTbt7/F5m8FZM0Ln28XXu+OVACdnZ2SJEli3eef0nr6AmWfrRx282TdkA3v7aPtSja+nyU21X3NuvIK2/z9W9dpPX0BTdPMLE9uSDh+6jzrv1gOxGnYugtFUYDEERhMpJM7/rgZ3Aryl/MXAShbUZp2nS0HXrMAQOvpC6bdu1Ywr3bMsMGNeSO4Ifv2t3D16lXKVpTa9hsWgCHpnA0GFixYYBvJ88OJcbRW+iHpIkqWxYsXi4MHD5q6w+EYthvq6+sDIBqNmrbq6mqTeuOlRgUgGcRIAIzg1dXVABSMS6TYff1lSuCMAKiqKt7PG0vPi0Gb3WizDOnq6rLp+3/Yaj7/uGM37vwO6g8Njb61V1VVVC0rEc+jf5ujuXqhUBRFdHd3i+7ubqEoimiuXmjzMUbVshLxIlwi/g3KonlDlkgXY0RUVctKzIXu6c/wd7wAUu/22uJxAPwRftdc687vYOPOYt7REhdcy9nBFCZG7AmPXbmBw+EgGo1yY8YM25z12+7v6OfRo0dmF5TrbOKn2JAEHWLjzuKE09mOlP3fykBOTo5wOBKdbjQaZYYFgK7rKc2Fpmlm12PosVhMMujffCw7439MALTUTREDwRwhy7LIyckRiqKY47smn3C5XLYhy7JQFEUMBBO/LXVTzONTFEUkN6QjMmAtwfnz52fEwKtXr0y9uLjYbESsTUjGAAwQ1gAjSfIRCCGQJGl01A8nLXVTRN/JCSbdALIsC5fLJfpOThAtdVOELMtpqR5O/gM4W/4Vv0RODAAAAABJRU5ErkJggg==) 6 7, auto;}
90%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAFb0lEQVRYhaWWW0xUVxSGv0OGM9jaZEDkgA8am2COBhURp2lFJLSJlURjyxA1YKKpmUBqMJLIgzqNdYBUTTFjaSC+2ASoNOAltY2CLxPrpR2o6YUiCY0p84AQiUOiVh0Iuw/D2cyZC0z1T3Zm9tqX/99r7bXPUogBIYQI7yuKogCkpKSIWPMjMT09TTAYVBKZa4lFfKo4tLb3D7N906ZNiewJQF9fn0hEiBQghBDtOxcAsL8rdNDaYC0AZemhPX4aF2RmZiYkID8/PyEhlnDyrc3PAXCVZgGwOucpAJ39h6WQ0RkRgUDAtFFqaqrJNjQ0ZBLi8/lELBGWSIOrNIvNVR4mJyelraW+ksqjVbIfCARorLThKJoCoMtroaYlZDNQ0xIgNTVVCrHb7TFFWIQQ4lSxwv4ugas0i3c/OW0SJIRgTUkLLfWVdPYfpixd4eVLwdjlRSwuaYV/+3DgoaYFHEVTLC46CG/kA/ukiLkQ5QFVVZmcnCQiEaLQ5bXgYA8AjsZV2O3gaAQab9BV45FbG2EZGhqK6QULhG57bbCW1TlPJfnbixTe25zFk78fcm0wmT/7F5oEdNxbQcc9cLmO4XKBrusADA4O4nDX4fP58HcsZHHRQZqPf01Ni/nOGEiKd8Jw8jVrVkeNt7e30d7ehq7rkhxCQlyuY9jtdgAeeT1UHf9UjtvtdlRVle5NUhRF6RwXlOWcpvJoFU9+rgQwkX9VVYz74kPKck7TOS7w+4fj6TYJdDSuostr4ZHXA8xmRjgUCKVhWboi062lvhlAut198SHvF+YC8PjxY4ZH/PT0dJtODiH3h4dC13XKyyvw+XymyxgIBOS7YIHQU2uIgNm8N1C2QmHlB7u433+ftLQ0li1ZyvCIX3riQlsruyv2mNbous7g4CDt7W1kZ6+I6ymZBYYImH35DHSOC5YtWcrGwo1xRcSCIWLm9gNEpaUpDa1WK7m5ufwybk7Bkw11DI/4TSLiEcbyBsDVq98DsG3bdpPdlAW5ubm43Sfo6enmZEMdfv+wPOHY5UUMj/i5ffO2vAcnG+qiiHZX7OFCW6tJlMt1DLe7TnLE9YAQgr9+vTPTSzZNXFuVjMurMTwyJr0CofjvXXmG862Cma+2tBuCIi9r+ENkCrbdbheGkNIds646c7YJANdOgaNoirVVZnEGfm+epMtrwf2dwqHqA+wqr5CiyssrCAaD+Hw+E2fU12nDhg1i90dbAag5cgJN0+TmhifmIzdwqPoAP1zrBuDjkmI6rlyPEhD1Lejt7VUURRG7dnwoba6dIi7xXONnzjYxNjZGY8NndFy5HnNt3Kc4coHhgby8PFOLHJ8LkaeHGCEIR0FBgTh37pzs22y2uBXR6OgoABMTE9LmdDql619JQKSI+QQY5E6nE4BgMBiXOGEB+7YUiaFnUyabUWYZ6OvrM/XPfnlE/s97pySh6nhOAU8n/pHN41wvNE0TAwMDYmBgQGiaJjzO9aY5Rtu3pUg+qZ69ScKzNymqyknIA8b/3GVPaL75DJitdIy3varwTQB+G35Lrj3f7VUM8v2fF5Liu0PTj1Mc/GbaXBHNhW+9d7HZbExMTHB3+XLTWHZ2tvzffHOcBw8eyCpoQWb9fFsDc6QhgNVqFTabba4pEunp6UCoPty8/UZU5fNKaKrOEM87rUJVVWG1WoWmabJ9Ue8Wuq6bmqqqQtM08bwz9NtUnfF6dyA8BdetW8fysBAEAgFTCAB8Ph8vXryQ/cLCQm7duqUAaJomwiuhhAQYIsIJ5oNRjIK5BoxF/r9RUFAg088QFmkzQqSqqkhOThaqqorXvgsGmqozxOilNBlvAFVVha7rYvRSmmiqzvjfhP8BeKbcjJi8Ri0AAAAASUVORK5CYII=) 6 7, auto;}
}
div.testarea{
animation:rwdcur242964 1s linear infinite forwards;
}
