@keyframes rwdcur193388 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 16 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAERElEQVRYhe2Wz28UZRjHP+/szOzssuy226ZZF7qttdaGmolLbNOQth5IFaOJWEOMiXLxZAwxHrxw4UBi4oEQzkiMN/4DMcYYwAQiwpbBgjbbFEtpmwJDu7vMzu7OzOthtxFNhN223Pze3sv3/bzPj/d5BJuQmTNN4HUZyDecOWdfeFf4UzWqqkAe+MXKWk6zXuomLleBDAK3Ztfikb5ItDxffld9UV0DhpAEwIVm/ZRNXB5DIYpgPLw7PJJUkjh5ZxRBDEgCnWbONLYdoGE6ABwkYH9QCV5RNIXJxCRdo11d/iM/BdwACoC+7QDAbgQmgveAQQS93XY3VytXCb8aRuvU9gG7ABcIthXAzJlxoAtIAaoSUyaEJvSFxALzch4tpiF9SVANUggGEZiNdG0dwMyZCqCjEAArCH71S351h7eDw9phuummdKuEqAp8x98LOEjeASbMnDmwZQDq4cwQMIikV3pyzv7Rrh7dcZRFb5HVvlWiA1GUNgVFV/plICcBEBhAxsyZT6yH5tpQ0AU4wCGJTKWH0rETtRMkvSS1uzVkp0T6kvhMXLHTdiy8K1xC8hFwHcHPW4qAlbVAsgQYCPYqupIe3TlKcWeR4fAwZ9vOcrpympP6Saaem6IwXXgZmAMWgDUk0S0BNHQTuODecb9wr7kkOhKc0k4xlZjCqTosu8uoUmVkaASjbAw6eacE/AFce5pxswBJJEuzb8++NKaOkVEz9Gl9hPwQTs3hYuki69V17tbuMjEwgfTkJ8ALgEm9Lf9TT60BM2emgYP+I9/WNO3DI3uOENNjnJs5R0zGMLoNeu71kCfPreQtxvaMcX76vCmlRAhhA19vCQBYA1Ye/PBgOJVKGceOH+NKxxXiU3EvoSbU8co4l+5fYnF10VGFGp1bnsO/7Ktup7sU6Yl8Y2WtJ5qLJgA2dArYrQ1r3/d/1a9LKd+KGtEDolfgFTz8on+7slI5cvv47XT7ZPsHq1+uWsBnTzNtBQAAc9psAz73St4BQxgj4nlBKB6inC+7AvE+knNW1qo269fqNNSR9ANX/aK/qC1rJO8nkTWJUMTGBGx6DrQMgCAJ9CLRa3ZtgRLsd/fjzXj4RX8aiW1lLe+ZADRer/BYW4XWQqS9NMa0QfnP8gUEvzdmx/YDUO+YKvVPadUv+gV1RqXdb0edUbF/sq8jAWh6GWkVYCO0BeBm8XrxjrAFD0MPCVL/SPuziUCjsjeWzd6ONzvGg54AgQAdIplInPrrn/jz/VstLaWNbdcxc2abUITuvuYyq8/idXtERKSHFjsAWu2Cv0Hy5fnyjdC9EOtinWqmitah9VLfBVt61KYAAIrTxRXlgUK2ksX4zcAreEsIHOqF+uwB1s6slfTvdBJBAhmWSE9WkRSsrNVSGkKbBQCGpJSHypUys84shaXCt/OH5y+3atLyLHhMGeDjx85nqG9B/+t/taS/AFpErSg1nZz0AAAAAElFTkSuQmCC) 16 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 16 0, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 16 0, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 16 0, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD3ElEQVRYhe2XT2gcdRTHP7+ZnczsZLINm03Jn2WT1NoqhNWNRSyUQLQHS0suQij0ENDqoR6kFY9ePPQiikdDEUEKUj3EQw+KOQgqqA2mWS+VNCbdbJJNspsm2+3u7Pz7echWPEi7E5Ne9HsbZn7f9+G9ee/NCHah9ExaAfq9svd87Y/aFfOoeVGNqt9lM9nbYb2UXQRvQZBE4BS/KT5nDBiWFteuIBhugIVSJGRwE3gVSR+A9Yz1RuvTrURiEaq/V88BvwI3w3iKEMFbEAwi+RToQiUhWoSi9+r4FR9nzbEF4jMk74cpRZiUGUjaAbQO7aDxhKGYR00UTSGoBSiqYiAoIOgPU4owAAFQACackrNSz9cRCIQQjNRHcAoOvu13IUkCPfsBUAVMIG/fsXNqVcWreDglhyl3ikRbAqGIs41nBtMz6fheA5iAJX0ZE4oYkgckJwsnueRf4nLnZbZbt0FiSeRLgAX0pGfSjzQN0wUeQG2xNhJX4y3n1fOoioolLKbL0yBB8zWlslwpR/ujRXZKZgD2w0ybzkA2k7WBW27JffHYwWNogUZKSzFdmeZ623WsQYsBbYD6an0YKAJO48xDFWpwFD4vHI5sRvpTiRS61LE9m4Sa4PjWcdxtl/m2edpPtB+q5WongMVmPMNNLoW3T8VOkdEzbLgbVLwKBgYr/gqqpkIA8UocJG8Ch5uxDPMOxNwV9+UzZ89guzaT1UmqqSpaXmPIGWJrbotRbZS6Xudq7epT7qabaMZUDQHweiedo3dKd5iYnCA/my93R7r1ex332FjZIL+Yt6dnpyPl5TJ35+8qCx8vzAarwc97CXCuvFZenvtl7kPztPmOaqkLvUu9py88e4HZG7OU6qV39QH9g9xs7reN7zfuezc8Ffj6UaZhSvAW/LWK44UvCgQioMPrQFlX8Fo92xwwfzIHzKniR0WvWdPQ6/PBGSNpJGqDNa5xjeoLVeLD8VcQ9GQz2aaDQ8h13JCHACNlPFk/UKeklKgn6yiB0oXECWsWOgPZTBYkm9KVtnpEZT25DgL8+36OnQG0vwANiGBtcu1Hf8GHCOhHdBRTSQJD6Zm0se8AANH+qIUH0pZ4mx5KREmwM3zaHwtAS2dLzLd8AjcgsAOkL8sILHaW0P4DLL23dDv2VYyx1TG0Wxp+1c8huQmUHwtA98XuZBAL6PV60X/QKX1b+hLIErKzdgWQnkkTTUV7CcDHR11ScdadauN2qDmw2y6glqsti6og7sdB8qDydjPfAHulsb6+Pjk+Pi77DvVJEoztxqTp/4J/UAp47W/XnwC5f+H3v/6j+hPZsIbggm2vewAAAABJRU5ErkJggg==) 16 0, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 16 0, auto;}
}
div.testarea{
animation:rwdcur193388 2.6666666666667s linear infinite forwards;
}
